From 54646ae862c877414abae0cda7343c67fd52df69 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 9 Feb 2014 19:38:42 -0800 Subject: [PATCH 001/155] Initial commit --- hyphenate/LICENSE | 165 ++++++++++++++++++++++++++++++++++++++++++++ hyphenate/README.md | 2 + 2 files changed, 167 insertions(+) create mode 100644 hyphenate/LICENSE create mode 100644 hyphenate/README.md diff --git a/hyphenate/LICENSE b/hyphenate/LICENSE new file mode 100644 index 00000000..6600f1c9 --- /dev/null +++ b/hyphenate/LICENSE @@ -0,0 +1,165 @@ +GNU LESSER GENERAL PUBLIC LICENSE + Version 3, 29 June 2007 + + Copyright (C) 2007 Free Software Foundation, Inc. + Everyone is permitted to copy and distribute verbatim copies + of this license document, but changing it is not allowed. + + + This version of the GNU Lesser General Public License incorporates +the terms and conditions of version 3 of the GNU General Public +License, supplemented by the additional permissions listed below. + + 0. Additional Definitions. + + As used herein, "this License" refers to version 3 of the GNU Lesser +General Public License, and the "GNU GPL" refers to version 3 of the GNU +General Public License. + + "The Library" refers to a covered work governed by this License, +other than an Application or a Combined Work as defined below. + + An "Application" is any work that makes use of an interface provided +by the Library, but which is not otherwise based on the Library. +Defining a subclass of a class defined by the Library is deemed a mode +of using an interface provided by the Library. + + A "Combined Work" is a work produced by combining or linking an +Application with the Library. The particular version of the Library +with which the Combined Work was made is also called the "Linked +Version". + + The "Minimal Corresponding Source" for a Combined Work means the +Corresponding Source for the Combined Work, excluding any source code +for portions of the Combined Work that, considered in isolation, are +based on the Application, and not on the Linked Version. + + The "Corresponding Application Code" for a Combined Work means the +object code and/or source code for the Application, including any data +and utility programs needed for reproducing the Combined Work from the +Application, but excluding the System Libraries of the Combined Work. + + 1. Exception to Section 3 of the GNU GPL. + + You may convey a covered work under sections 3 and 4 of this License +without being bound by section 3 of the GNU GPL. + + 2. Conveying Modified Versions. + + If you modify a copy of the Library, and, in your modifications, a +facility refers to a function or data to be supplied by an Application +that uses the facility (other than as an argument passed when the +facility is invoked), then you may convey a copy of the modified +version: + + a) under this License, provided that you make a good faith effort to + ensure that, in the event an Application does not supply the + function or data, the facility still operates, and performs + whatever part of its purpose remains meaningful, or + + b) under the GNU GPL, with none of the additional permissions of + this License applicable to that copy. + + 3. Object Code Incorporating Material from Library Header Files. + + The object code form of an Application may incorporate material from +a header file that is part of the Library. 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Combined Works. + + You may convey a Combined Work under terms of your choice that, +taken together, effectively do not restrict modification of the +portions of the Library contained in the Combined Work and reverse +engineering for debugging such modifications, if you also do each of +the following: + + a) Give prominent notice with each copy of the Combined Work that + the Library is used in it and that the Library and its use are + covered by this License. + + b) Accompany the Combined Work with a copy of the GNU GPL and this license + document. + + c) For a Combined Work that displays copyright notices during + execution, include the copyright notice for the Library among + these notices, as well as a reference directing the user to the + copies of the GNU GPL and this license document. + + d) Do one of the following: + + 0) Convey the Minimal Corresponding Source under the terms of this + License, and the Corresponding Application Code in a form + suitable for, and under terms that permit, the user to + recombine or relink the Application with a modified version of + the Linked Version to produce a modified Combined Work, in the + manner specified by section 6 of the GNU GPL for conveying + Corresponding Source. + + 1) Use a suitable shared library mechanism for linking with the + Library. A suitable mechanism is one that (a) uses at run time + a copy of the Library already present on the user's computer + system, and (b) will operate properly with a modified version + of the Library that is interface-compatible with the Linked + Version. + + e) Provide Installation Information, but only if you would otherwise + be required to provide such information under section 6 of the + GNU GPL, and only to the extent that such information is + necessary to install and execute a modified version of the + Combined Work produced by recombining or relinking the + Application with a modified version of the Linked Version. (If + you use option 4d0, the Installation Information must accompany + the Minimal Corresponding Source and Corresponding Application + Code. If you use option 4d1, you must provide the Installation + Information in the manner specified by section 6 of the GNU GPL + for conveying Corresponding Source.) + + 5. Combined Libraries. + + You may place library facilities that are a work based on the +Library side by side in a single library together with other library +facilities that are not Applications and are not covered by this +License, and convey such a combined library under terms of your +choice, if you do both of the following: + + a) Accompany the combined library with a copy of the same work based + on the Library, uncombined with any other library facilities, + conveyed under the terms of this License. + + b) Give prominent notice with the combined library that part of it + is a work based on the Library, and explaining where to find the + accompanying uncombined form of the same work. + + 6. Revised Versions of the GNU Lesser General Public License. + + The Free Software Foundation may publish revised and/or new versions +of the GNU Lesser General Public License from time to time. Such new +versions will be similar in spirit to the present version, but may +differ in detail to address new problems or concerns. + + Each version is given a distinguishing version number. If the +Library as you received it specifies that a certain numbered version +of the GNU Lesser General Public License "or any later version" +applies to it, you have the option of following the terms and +conditions either of that published version or of any later version +published by the Free Software Foundation. If the Library as you +received it does not specify a version number of the GNU Lesser +General Public License, you may choose any version of the GNU Lesser +General Public License ever published by the Free Software Foundation. + + If the Library as you received it specifies that a proxy can decide +whether future versions of the GNU Lesser General Public License shall +apply, that proxy's public statement of acceptance of any version is +permanent authorization for you to choose that version for the +Library. diff --git a/hyphenate/README.md b/hyphenate/README.md new file mode 100644 index 00000000..3ba68df6 --- /dev/null +++ b/hyphenate/README.md @@ -0,0 +1,2 @@ +hyphenate +========= From cf8f1a985bf1f47f69738b8d7908e5e2e36a4ce2 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 9 Feb 2014 19:41:56 -0800 Subject: [PATCH 002/155] first set of files --- hyphenate/data.rkt | 24 ++++++ hyphenate/info.rkt | 2 + hyphenate/main.rkt | 156 ++++++++++++++++++++++++++++++++++++++ hyphenate/readability.rkt | 153 +++++++++++++++++++++++++++++++++++++ 4 files changed, 335 insertions(+) create mode 100644 hyphenate/data.rkt create mode 100644 hyphenate/info.rkt create mode 100644 hyphenate/main.rkt create mode 100644 hyphenate/readability.rkt diff --git a/hyphenate/data.rkt b/hyphenate/data.rkt new file mode 100644 index 00000000..ed2b0964 --- /dev/null +++ b/hyphenate/data.rkt @@ -0,0 +1,24 @@ +#lang racket/base + +(provide default-exceptions default-patterns) + +; Knuth and Liang's original exception patterns from classic TeX. +; In the public domain. +(define default-exceptions (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) + +(define default-patterns + ; Knuth and Liang's original hyphenation patterns from classic TeX. + ; In the public domain. + (map symbol->string '(.ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is can3iz can4ty cany4 ca5per car5om cast5er cas5tig 4casy ca4th 4cativ cav5al c3c ccha5 cci4a ccompa5 ccon4 ccou3t 2ce. 4ced. 4ceden 3cei 5cel. 3cell 1cen 3cenc 2cen4e 4ceni 3cent 3cep ce5ram 4cesa 3cessi ces5si5b ces5t cet4 c5e4ta cew4 2ch 4ch. 4ch3ab 5chanic ch5a5nis che2 cheap3 4ched che5lo 3chemi ch5ene ch3er. ch3ers 4ch1in 5chine. ch5iness 5chini 5chio 3chit chi2z 3cho2 ch4ti 1ci 3cia ci2a5b cia5r ci5c 4cier 5cific. 4cii ci4la 3cili 2cim 2cin c4ina 3cinat cin3em c1ing c5ing. 5cino cion4 4cipe ci3ph 4cipic 4cista 4cisti 2c1it cit3iz 5ciz ck1 ck3i 1c4l4 4clar c5laratio 5clare cle4m 4clic clim4 cly4 c5n 1co co5ag coe2 2cog co4gr coi4 co3inc col5i 5colo col3or com5er con4a c4one con3g con5t co3pa cop3ic co4pl 4corb coro3n cos4e cov1 cove4 cow5a coz5e co5zi c1q cras5t 5crat. 5cratic cre3at 5cred 4c3reta cre4v cri2 cri5f c4rin cris4 5criti cro4pl crop5o cros4e cru4d 4c3s2 2c1t cta4b ct5ang c5tant c2te c3ter c4ticu ctim3i ctu4r c4tw cud5 c4uf c4ui cu5ity 5culi cul4tis 3cultu cu2ma c3ume cu4mi 3cun cu3pi cu5py cur5a4b cu5ria 1cus cuss4i 3c4ut cu4tie 4c5utiv 4cutr 1cy cze4 1d2a 5da. 2d3a4b dach4 4daf 2dag da2m2 dan3g dard5 dark5 4dary 3dat 4dativ 4dato 5dav4 dav5e 5day d1b d5c d1d4 2de. deaf5 deb5it de4bon decan4 de4cil de5com 2d1ed 4dee. de5if deli4e del5i5q de5lo d4em 5dem. 3demic dem5ic. de5mil de4mons demor5 1den de4nar de3no denti5f de3nu de1p de3pa depi4 de2pu d3eq d4erh 5derm dern5iz der5s des2 d2es. de1sc de2s5o des3ti de3str de4su de1t de2to de1v dev3il 4dey 4d1f d4ga d3ge4t dg1i d2gy d1h2 5di. 1d4i3a dia5b di4cam d4ice 3dict 3did 5di3en d1if di3ge di4lato d1in 1dina 3dine. 5dini di5niz 1dio dio5g di4pl dir2 di1re dirt5i dis1 5disi d4is3t d2iti 1di1v d1j d5k2 4d5la 3dle. 3dled 3dles. 4dless 2d3lo 4d5lu 2dly d1m 4d1n4 1do 3do. do5de 5doe 2d5of d4og do4la doli4 do5lor dom5iz do3nat doni4 doo3d dop4p d4or 3dos 4d5out do4v 3dox d1p 1dr drag5on 4drai dre4 drea5r 5dren dri4b dril4 dro4p 4drow 5drupli 4dry 2d1s2 ds4p d4sw d4sy d2th 1du d1u1a du2c d1uca duc5er 4duct. 4ducts du5el du4g d3ule dum4be du4n 4dup du4pe d1v d1w d2y 5dyn dy4se dys5p e1a4b e3act ead1 ead5ie ea4ge ea5ger ea4l eal5er eal3ou eam3er e5and ear3a ear4c ear5es ear4ic ear4il ear5k ear2t eart3e ea5sp e3ass east3 ea2t eat5en eath3i e5atif e4a3tu ea2v eav3en eav5i eav5o 2e1b e4bel. e4bels e4ben e4bit e3br e4cad ecan5c ecca5 e1ce ec5essa ec2i e4cib ec5ificat ec5ifie ec5ify ec3im eci4t e5cite e4clam e4clus e2col e4comm e4compe e4conc e2cor ec3ora eco5ro e1cr e4crem ec4tan ec4te e1cu e4cul ec3ula 2e2da 4ed3d e4d1er ede4s 4edi e3dia ed3ib ed3ica ed3im ed1it edi5z 4edo e4dol edon2 e4dri e4dul ed5ulo ee2c eed3i ee2f eel3i ee4ly ee2m ee4na ee4p1 ee2s4 eest4 ee4ty e5ex e1f e4f3ere 1eff e4fic 5efici efil4 e3fine ef5i5nite 3efit efor5es e4fuse. 4egal eger4 eg5ib eg4ic eg5ing e5git5 eg5n e4go. e4gos eg1ul e5gur 5egy e1h4 eher4 ei2 e5ic ei5d eig2 ei5gl e3imb e3inf e1ing e5inst eir4d eit3e ei3th e5ity e1j e4jud ej5udi eki4n ek4la e1la e4la. e4lac elan4d el5ativ e4law elaxa4 e3lea el5ebra 5elec e4led el3ega e5len e4l1er e1les el2f el2i e3libe e4l5ic. el3ica e3lier el5igib e5lim e4l3ing e3lio e2lis el5ish e3liv3 4ella el4lab ello4 e5loc el5og el3op. el2sh el4ta e5lud el5ug e4mac e4mag e5man em5ana em5b e1me e2mel e4met em3ica emi4e em5igra em1in2 em5ine em3i3ni e4mis em5ish e5miss em3iz 5emniz emo4g emoni5o em3pi e4mul em5ula emu3n e3my en5amo e4nant ench4er en3dic e5nea e5nee en3em en5ero en5esi en5est en3etr e3new en5ics e5nie e5nil e3nio en3ish en3it e5niu 5eniz 4enn 4eno eno4g e4nos en3ov en4sw ent5age 4enthes en3ua en5uf e3ny. 4en3z e5of eo2g e4oi4 e3ol eop3ar e1or eo3re eo5rol eos4 e4ot eo4to e5out e5ow e2pa e3pai ep5anc e5pel e3pent ep5etitio ephe4 e4pli e1po e4prec ep5reca e4pred ep3reh e3pro e4prob ep4sh ep5ti5b e4put ep5uta e1q equi3l e4q3ui3s er1a era4b 4erand er3ar 4erati. 2erb er4bl er3ch er4che 2ere. e3real ere5co ere3in er5el. er3emo er5ena er5ence 4erene er3ent ere4q er5ess er3est eret4 er1h er1i e1ria4 5erick e3rien eri4er er3ine e1rio 4erit er4iu eri4v e4riva er3m4 er4nis 4ernit 5erniz er3no 2ero er5ob e5roc ero4r er1ou er1s er3set ert3er 4ertl er3tw 4eru eru4t 5erwau e1s4a e4sage. e4sages es2c e2sca es5can e3scr es5cu e1s2e e2sec es5ecr es5enc e4sert. e4serts e4serva 4esh e3sha esh5en e1si e2sic e2sid es5iden es5igna e2s5im es4i4n esis4te esi4u e5skin es4mi e2sol es3olu e2son es5ona e1sp es3per es5pira es4pre 2ess es4si4b estan4 es3tig es5tim 4es2to e3ston 2estr e5stro estruc5 e2sur es5urr es4w eta4b eten4d e3teo ethod3 et1ic e5tide etin4 eti4no e5tir e5titio et5itiv 4etn et5ona e3tra e3tre et3ric et5rif et3rog et5ros et3ua et5ym et5z 4eu e5un e3up eu3ro eus4 eute4 euti5l eu5tr eva2p5 e2vas ev5ast e5vea ev3ell evel3o e5veng even4i ev1er e5verb e1vi ev3id evi4l e4vin evi4v e5voc e5vu e1wa e4wag e5wee e3wh ewil5 ew3ing e3wit 1exp 5eyc 5eye. eys4 1fa fa3bl fab3r fa4ce 4fag fain4 fall5e 4fa4ma fam5is 5far far5th fa3ta fa3the 4fato fault5 4f5b 4fd 4fe. feas4 feath3 fe4b 4feca 5fect 2fed fe3li fe4mo fen2d fend5e fer1 5ferr fev4 4f1f f4fes f4fie f5fin. f2f5is f4fly f2fy 4fh 1fi fi3a 2f3ic. 4f3ical f3ican 4ficate f3icen fi3cer fic4i 5ficia 5ficie 4fics fi3cu fi5del fight5 fil5i fill5in 4fily 2fin 5fina fin2d5 fi2ne f1in3g fin4n fis4ti f4l2 f5less flin4 flo3re f2ly5 4fm 4fn 1fo 5fon fon4de fon4t fo2r fo5rat for5ay fore5t for4i fort5a fos5 4f5p fra4t f5rea fres5c fri2 fril4 frol5 2f3s 2ft f4to f2ty 3fu fu5el 4fug fu4min fu5ne fu3ri fusi4 fus4s 4futa 1fy 1ga gaf4 5gal. 3gali ga3lo 2gam ga5met g5amo gan5is ga3niz gani5za 4gano gar5n4 gass4 gath3 4gativ 4gaz g3b gd4 2ge. 2ged geez4 gel4in ge5lis ge5liz 4gely 1gen ge4nat ge5niz 4geno 4geny 1geo ge3om g4ery 5gesi geth5 4geto ge4ty ge4v 4g1g2 g2ge g3ger gglu5 ggo4 gh3in gh5out gh4to 5gi. 1gi4a gia5r g1ic 5gicia g4ico gien5 5gies. gil4 g3imen 3g4in. gin5ge 5g4ins 5gio 3gir gir4l g3isl gi4u 5giv 3giz gl2 gla4 glad5i 5glas 1gle gli4b g3lig 3glo glo3r g1m g4my gn4a g4na. gnet4t g1ni g2nin g4nio g1no g4non 1go 3go. gob5 5goe 3g4o4g go3is gon2 4g3o3na gondo5 go3ni 5goo go5riz gor5ou 5gos. gov1 g3p 1gr 4grada g4rai gran2 5graph. g5rapher 5graphic 4graphy 4gray gre4n 4gress. 4grit g4ro gruf4 gs2 g5ste gth3 gu4a 3guard 2gue 5gui5t 3gun 3gus 4gu4t g3w 1gy 2g5y3n gy5ra h3ab4l hach4 hae4m hae4t h5agu ha3la hala3m ha4m han4ci han4cy 5hand. han4g hang5er hang5o h5a5niz han4k han4te hap3l hap5t ha3ran ha5ras har2d hard3e har4le harp5en har5ter has5s haun4 5haz haz3a h1b 1head 3hear he4can h5ecat h4ed he5do5 he3l4i hel4lis hel4ly h5elo hem4p he2n hena4 hen5at heo5r hep5 h4era hera3p her4ba here5a h3ern h5erou h3ery h1es he2s5p he4t het4ed heu4 h1f h1h hi5an hi4co high5 h4il2 himer4 h4ina hion4e hi4p hir4l hi3ro hir4p hir4r his3el his4s hith5er hi2v 4hk 4h1l4 hlan4 h2lo hlo3ri 4h1m hmet4 2h1n h5odiz h5ods ho4g hoge4 hol5ar 3hol4e ho4ma home3 hon4a ho5ny 3hood hoon4 hor5at ho5ris hort3e ho5ru hos4e ho5sen hos1p 1hous house3 hov5el 4h5p 4hr4 hree5 hro5niz hro3po 4h1s2 h4sh h4tar ht1en ht5es h4ty hu4g hu4min hun5ke hun4t hus3t4 hu4t h1w 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jac4q ja4p 1je jer5s 4jestie 4jesty jew3 jo4p 5judg 3ka. k3ab k5ag kais4 kal4 k1b k2ed 1kee ke4g ke5li k3en4d k1er kes4 k3est. ke4ty k3f kh4 k1i 5ki. 5k2ic k4ill kilo5 k4im k4in. kin4de k5iness kin4g ki4p kis4 k5ish kk4 k1l 4kley 4kly k1m k5nes 1k2no ko5r kosh4 k3ou kro5n 4k1s2 k4sc ks4l k4sy k5t k1w lab3ic l4abo laci4 l4ade la3dy lag4n lam3o 3land lan4dl lan5et lan4te lar4g lar3i las4e la5tan 4lateli 4lativ 4lav la4v4a 2l1b lbin4 4l1c2 lce4 l3ci 2ld l2de ld4ere ld4eri ldi4 ld5is l3dr l4dri le2a le4bi left5 5leg. 5legg le4mat lem5atic 4len. 3lenc 5lene. 1lent le3ph le4pr lera5b ler4e 3lerg 3l4eri l4ero les2 le5sco 5lesq 3less 5less. l3eva lev4er. lev4era lev4ers 3ley 4leye 2lf l5fr 4l1g4 l5ga lgar3 l4ges lgo3 2l3h li4ag li2am liar5iz li4as li4ato li5bi 5licio li4cor 4lics 4lict. l4icu l3icy l3ida lid5er 3lidi lif3er l4iff li4fl 5ligate 3ligh li4gra 3lik 4l4i4l lim4bl lim3i li4mo l4im4p l4ina 1l4ine lin3ea lin3i link5er li5og 4l4iq lis4p l1it l2it. 5litica l5i5tics liv3er l1iz 4lj lka3 l3kal lka4t l1l l4law l2le l5lea l3lec l3leg l3lel l3le4n l3le4t ll2i l2lin4 l5lina ll4o lloqui5 ll5out l5low 2lm l5met lm3ing l4mod lmon4 2l1n2 3lo. lob5al lo4ci 4lof 3logic l5ogo 3logu lom3er 5long lon4i l3o3niz lood5 5lope. lop3i l3opm lora4 lo4rato lo5rie lor5ou 5los. los5et 5losophiz 5losophy los4t lo4ta loun5d 2lout 4lov 2lp lpa5b l3pha l5phi lp5ing l3pit l4pl l5pr 4l1r 2l1s2 l4sc l2se l4sie 4lt lt5ag ltane5 l1te lten4 ltera4 lth3i l5ties. ltis4 l1tr ltu2 ltur3a lu5a lu3br luch4 lu3ci lu3en luf4 lu5id lu4ma 5lumi l5umn. 5lumnia lu3o luo3r 4lup luss4 lus3te 1lut l5ven l5vet4 2l1w 1ly 4lya 4lyb ly5me ly3no 2lys4 l5yse 1ma 2mab ma2ca ma5chine ma4cl mag5in 5magn 2mah maid5 4mald ma3lig ma5lin mal4li mal4ty 5mania man5is man3iz 4map ma5rine. ma5riz mar4ly mar3v ma5sce mas4e mas1t 5mate math3 ma3tis 4matiza 4m1b mba4t5 m5bil m4b3ing mbi4v 4m5c 4me. 2med 4med. 5media me3die m5e5dy me2g mel5on mel4t me2m mem1o3 1men men4a men5ac men4de 4mene men4i mens4 mensu5 3ment men4te me5on m5ersa 2mes 3mesti me4ta met3al me1te me5thi m4etr 5metric me5trie me3try me4v 4m1f 2mh 5mi. mi3a mid4a mid4g mig4 3milia m5i5lie m4ill min4a 3mind m5inee m4ingl min5gli m5ingly min4t m4inu miot4 m2is mis4er. mis5l mis4ti m5istry 4mith m2iz 4mk 4m1l m1m mma5ry 4m1n mn4a m4nin mn4o 1mo 4mocr 5mocratiz mo2d1 mo4go mois2 moi5se 4mok mo5lest mo3me mon5et mon5ge moni3a mon4ism mon4ist mo3niz monol4 mo3ny. mo2r 4mora. mos2 mo5sey mo3sp moth3 m5ouf 3mous mo2v 4m1p mpara5 mpa5rab mpar5i m3pet mphas4 m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge o5gene o5geo o4ger o3gie 1o1gis og3it o4gl o5g2ly 3ogniz o4gro ogu5i 1ogy 2ogyn o1h2 ohab5 oi2 oic3es oi3der oiff4 oig4 oi5let o3ing oint5er o5ism oi5son oist5en oi3ter o5j 2ok o3ken ok5ie o1la o4lan olass4 ol2d old1e ol3er o3lesc o3let ol4fi ol2i o3lia o3lice ol5id. o3li4f o5lil ol3ing o5lio o5lis. ol3ish o5lite o5litio o5liv olli4e ol5ogiz olo4r ol5pl ol2t ol3ub ol3ume ol3un o5lus ol2v o2ly om5ah oma5l om5atiz om2be om4bl o2me om3ena om5erse o4met om5etry o3mia om3ic. om3ica o5mid om1in o5mini 5ommend omo4ge o4mon om3pi ompro5 o2n on1a on4ac o3nan on1c 3oncil 2ond on5do o3nen on5est on4gu on1ic o3nio on1is o5niu on3key on4odi on3omy on3s onspi4 onspir5a onsu4 onten4 on3t4i ontif5 on5um onva5 oo2 ood5e ood5i oo4k oop3i o3ord oost5 o2pa ope5d op1er 3opera 4operag 2oph o5phan o5pher op3ing o3pit o5pon o4posi o1pr op1u opy5 o1q o1ra o5ra. o4r3ag or5aliz or5ange ore5a o5real or3ei ore5sh or5est. orew4 or4gu 4o5ria or3ica o5ril or1in o1rio or3ity o3riu or2mi orn2e o5rof or3oug or5pe 3orrh or4se ors5en orst4 or3thi or3thy or4ty o5rum o1ry os3al os2c os4ce o3scop 4oscopi o5scr os4i4e os5itiv os3ito os3ity osi4u os4l o2so os4pa os4po os2ta o5stati os5til os5tit o4tan otele4g ot3er. ot5ers o4tes 4oth oth5esi oth3i4 ot3ic. ot5ica o3tice o3tif o3tis oto5s ou2 ou3bl ouch5i ou5et ou4l ounc5er oun2d ou5v ov4en over4ne over3s ov4ert o3vis oviti4 o5v4ol ow3der ow3el ow5est ow1i own5i o4wo oy1a 1pa pa4ca pa4ce pac4t p4ad 5pagan p3agat p4ai pain4 p4al pan4a pan3el pan4ty pa3ny pa1p pa4pu para5bl par5age par5di 3pare par5el p4a4ri par4is pa2te pa5ter 5pathic pa5thy pa4tric pav4 3pay 4p1b pd4 4pe. 3pe4a pear4l pe2c 2p2ed 3pede 3pedi pedia4 ped4ic p4ee pee4d pek4 pe4la 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s4ced 4scei s4ces sch2 s4cho 3s4cie 5scin4d scle5 s4cli scof4 4scopy scour5a s1cu 4s5d 4se. se4a seas4 sea5w se2c3o 3sect 4s4ed se4d4e s5edl se2g seg3r 5sei se1le 5self 5selv 4seme se4mol sen5at 4senc sen4d s5ened sen5g s5enin 4sentd 4sentl sep3a3 4s1er. s4erl ser4o 4servo s1e4s se5sh ses5t 5se5um 5sev sev3en sew4i 5sex 4s3f 2s3g s2h 2sh. sh1er 5shev sh1in sh3io 3ship shiv5 sho4 sh5old shon3 shor4 short5 4shw si1b s5icc 3side. 5sides 5sidi si5diz 4signa sil4e 4sily 2s1in s2ina 5sine. s3ing 1sio 5sion sion5a si2r sir5a 1sis 3sitio 5siu 1siv 5siz sk2 4ske s3ket sk5ine sk5ing s1l2 s3lat s2le slith5 2s1m s3ma small3 sman3 smel4 s5men 5smith smol5d4 s1n4 1so so4ce soft3 so4lab sol3d2 so3lic 5solv 3som 3s4on. sona4 son4g s4op 5sophic s5ophiz s5ophy sor5c sor5d 4sov so5vi 2spa 5spai spa4n spen4d 2s5peo 2sper s2phe 3spher spho5 spil4 sp5ing 4spio s4ply s4pon spor4 4spot squal4l s1r 2ss s1sa ssas3 s2s5c s3sel s5seng s4ses. s5set s1si s4sie ssi4er ss5ily s4sl ss4li s4sn sspend4 ss2t ssur5a ss5w 2st. s2tag s2tal stam4i 5stand s4ta4p 5stat. s4ted stern5i s5tero ste2w stew5a s3the st2i s4ti. s5tia s1tic 5stick s4tie s3tif st3ing 5stir s1tle 5stock stom3a 5stone s4top 3store st4r s4trad 5stratu s4tray s4trid 4stry 4st3w s2ty 1su su1al su4b3 su2g3 su5is suit3 s4ul su2m sum3i su2n su2r 4sv sw2 4swo s4y 4syc 3syl syn5o sy5rin 1ta 3ta. 2tab ta5bles 5taboliz 4taci ta5do 4taf4 tai5lo ta2l ta5la tal5en tal3i 4talk tal4lis ta5log ta5mo tan4de tanta3 ta5per ta5pl tar4a 4tarc 4tare ta3riz tas4e ta5sy 4tatic ta4tur taun4 tav4 2taw tax4is 2t1b 4tc t4ch tch5et 4t1d 4te. tead4i 4teat tece4 5tect 2t1ed te5di 1tee teg4 te5ger te5gi 3tel. teli4 5tels te2ma2 tem3at 3tenan 3tenc 3tend 4tenes 1tent ten4tag 1teo te4p te5pe ter3c 5ter3d 1teri ter5ies ter3is teri5za 5ternit ter5v 4tes. 4tess t3ess. teth5e 3teu 3tex 4tey 2t1f 4t1g 2th. than4 th2e 4thea th3eas the5at the3is 3thet th5ic. th5ica 4thil 5think 4thl th5ode 5thodic 4thoo thor5it tho5riz 2ths 1tia ti4ab ti4ato 2ti2b 4tick t4ico t4ic1u 5tidi 3tien tif2 ti5fy 2tig 5tigu till5in 1tim 4timp tim5ul 2t1in t2ina 3tine. 3tini 1tio ti5oc tion5ee 5tiq ti3sa 3tise tis4m ti5so tis4p 5tistica ti3tl ti4u 1tiv tiv4a 1tiz ti3za ti3zen 2tl t5la tlan4 3tle. 3tled 3tles. t5let. t5lo 4t1m tme4 2t1n2 1to to3b to5crat 4todo 2tof to2gr to5ic to2ma tom4b to3my ton4ali to3nat 4tono 4tony to2ra to3rie tor5iz tos2 5tour 4tout to3war 4t1p 1tra tra3b tra5ch traci4 trac4it trac4te tras4 tra5ven trav5es5 tre5f tre4m trem5i 5tria tri5ces 5tricia 4trics 2trim tri4v tro5mi tron5i 4trony tro5phe tro3sp tro3v tru5i trus4 4t1s2 t4sc tsh4 t4sw 4t3t2 t4tes t5to ttu4 1tu tu1a tu3ar tu4bi tud2 4tue 4tuf4 5tu3i 3tum tu4nis 2t3up. 3ture 5turi tur3is tur5o tu5ry 3tus 4tv tw4 4t1wa twis4 4two 1ty 4tya 2tyl type3 ty5ph 4tz tz4e 4uab uac4 ua5na uan4i uar5ant uar2d uar3i uar3t u1at uav4 ub4e u4bel u3ber u4bero u1b4i u4b5ing u3ble. u3ca uci4b uc4it ucle3 u3cr u3cu u4cy ud5d ud3er ud5est udev4 u1dic ud3ied ud3ies ud5is u5dit u4don ud4si u4du u4ene uens4 uen4te uer4il 3ufa u3fl ugh3en ug5in 2ui2 uil5iz ui4n u1ing uir4m uita4 uiv3 uiv4er. u5j 4uk u1la ula5b u5lati ulch4 5ulche ul3der ul4e u1len ul4gi ul2i u5lia ul3ing ul5ish ul4lar ul4li4b ul4lis 4ul3m u1l4o 4uls uls5es ul1ti ultra3 4ultu u3lu ul5ul ul5v um5ab um4bi um4bly u1mi u4m3ing umor5o um2p unat4 u2ne un4er u1ni un4im u2nin un5ish uni3v un3s4 un4sw unt3ab un4ter. un4tes unu4 un5y un5z u4ors u5os u1ou u1pe uper5s u5pia up3ing u3pl up3p upport5 upt5ib uptu4 u1ra 4ura. u4rag u4ras ur4be urc4 ur1d ure5at ur4fer ur4fr u3rif uri4fic ur1in u3rio u1rit ur3iz ur2l url5ing. ur4no uros4 ur4pe ur4pi urs5er ur5tes ur3the urti4 ur4tie u3ru 2us u5sad u5san us4ap usc2 us3ci use5a u5sia u3sic us4lin us1p us5sl us5tere us1tr u2su usur4 uta4b u3tat 4ute. 4utel 4uten uten4i 4u1t2i uti5liz u3tine ut3ing ution5a u4tis 5u5tiz u4t1l ut5of uto5g uto5matic u5ton u4tou uts4 u3u uu4m u1v2 uxu3 uz4e 1va 5va. 2v1a4b vac5il vac3u vag4 va4ge va5lie val5o val1u va5mo va5niz va5pi var5ied 3vat 4ve. 4ved veg3 v3el. vel3li ve4lo v4ely ven3om v5enue v4erd 5vere. v4erel v3eren ver5enc v4eres ver3ie vermi4n 3verse ver3th v4e2s 4ves. ves4te ve4te vet3er ve4ty vi5ali 5vian 5vide. 5vided 4v3iden 5vides 5vidi v3if vi5gn vik4 2vil 5vilit v3i3liz v1in 4vi4na v2inc vin5d 4ving vio3l v3io4r vi1ou vi4p vi5ro vis3it vi3so vi3su 4viti vit3r 4vity 3viv 5vo. voi4 3vok vo4la v5ole 5volt 3volv vom5i vor5ab vori4 vo4ry vo4ta 4votee 4vv4 v4y w5abl 2wac wa5ger wag5o wait5 w5al. wam4 war4t was4t wa1te wa5ver w1b wea5rie weath3 wed4n weet3 wee5v wel4l w1er west3 w3ev whi4 wi2 wil2 will5in win4de win4g wir4 3wise with3 wiz5 w4k wl4es wl3in w4no 1wo2 wom1 wo5ven w5p wra4 wri4 writa4 w3sh ws4l ws4pe w5s4t 4wt wy4 x1a xac5e x4ago xam3 x4ap xas5 x3c2 x1e xe4cuto x2ed xer4i xe5ro x1h xhi2 xhil5 xhu4 x3i xi5a xi5c xi5di x4ime xi5miz x3o x4ob x3p xpan4d xpecto5 xpe3d x1t2 x3ti x1u xu3a xx4 y5ac 3yar4 y5at y1b y1c y2ce yc5er y3ch ych4e ycom4 ycot4 y1d y5ee y1er y4erf yes4 ye4t y5gi 4y3h y1i y3la ylla5bl y3lo y5lu ymbol5 yme4 ympa3 yn3chr yn5d yn5g yn5ic 5ynx y1o4 yo5d y4o5g yom4 yo5net y4ons y4os y4ped yper5 yp3i y3po y4poc yp2ta y5pu yra5m yr5ia y3ro yr4r ys4c y3s2e ys3ica ys3io 3ysis y4so yss4 ys1t ys3ta ysur4 y3thin yt3ic y1w za1 z5a2b zar2 4zb 2ze ze4n ze4p z1er ze3ro zet4 2z1i z4il z4is 5zl 4zm 1zo zo4m zo5ol zte4 4z1z2 z4zy + + ; Extra patterns, from ushyphmax.tex, dated 2005-05-30. + ; Copyright (C) 1990, 2004, 2005 Gerard D.C. Kuiken. + ; Copying and distribution of this file, with or without modification, + ; are permitted in any medium without royalty provided the copyright + ; notice and this notice are preserved. + ; + ; These patterns are based on the Hyphenation Exception Log + ; published in TUGboat, Volume 10 (1989), No. 3, pp. 337-341, + ; and a large number of incorrectly hyphenated words not yet published. + + .con5gr .de5riva .dri5v4 .eth1y6l1 .eu4ler .ev2 .ever5si5b .ga4s1om1 .ge4ome .ge5ot1 .he3mo1 .he3p6a .he3roe .in5u2t .kil2n3i .ko6r1te1 .le6ices .me4ga1l .met4ala .mim5i2c1 .mi1s4ers .ne6o3f .noe1th .non1e2m .poly1s .post1am .pre1am .rav5en1o .semi5 .sem4ic .semid6 .semip4 .semir4 .sem6is4 .semiv4 .sph6in1 .spin1o .ta5pes1tr .te3legr .to6pog .to2q .un3at5t .un5err5 .vi2c3ar .we2b1l .re1e4c a5bolic a2cabl af6fish am1en3ta5b anal6ys ano5a2c ans5gr ans3v anti1d an3ti1n2 anti1re a4pe5able ar3che5t ar2range as5ymptot ath3er1o1s at6tes. augh4tl au5li5f av3iou back2er. ba6r1onie ba1thy bbi4t be2vie bi5d2if bil2lab bio5m bi1orb bio1rh b1i3tive blan2d1 blin2d1 blon2d2 bor1no5 bo2t1u1l brus4q bus6i2er bus6i2es buss4ing but2ed. but4ted cad5e1m cat1a1s2 4chs. chs3hu chie5vo cig3a3r cin2q cle4ar co6ph1o3n cous2ti cri3tie croc1o1d cro5e2co c2tro3me6c 1cu2r1ance 2d3alone data1b dd5a5b d2d5ib de4als. de5clar1 de2c5lina de3fin3iti de2mos des3ic de2tic dic1aid dif5fra 3di1methy di2ren di2rer 2d1lead 2d1li2e 3do5word dren1a5l drif2t1a d1ri3pleg5 drom3e5d d3tab du2al. du1op1o1l ea4n3ies e3chas edg1l ed1uling eli2t1is e1loa en1dix eo3grap 1e6p3i3neph1 e2r3i4an. e3spac6i eth1y6l1ene 5eu2clid1 feb1rua fermi1o 3fich fit5ted. fla1g6el flow2er. 3fluor gen2cy. ge3o1d ght1we g1lead get2ic. 4g1lish 5glo5bin 1g2nac gnet1ism gno5mo g2n1or. g2noresp 2g1o4n3i1za graph5er. griev1 g1utan hair1s ha2p3ar5r hatch1 hex2a3 hite3sid h3i5pel1a4 hnau3z ho6r1ic. h2t1eou hypo1tha id4ios ifac1et ign4it ignit1er i4jk im3ped3a infra1s2 i5nitely. irre6v3oc i1tesima ith5i2l itin5er5ar janu3a japan1e2s je1re1m 1ke6ling 1ki5netic 1kovian k3sha la4c3i5e lai6n3ess lar5ce1n l3chai l3chil6d1 lead6er. lea4s1a 1lec3ta6b le3g6en2dre 1le1noid lith1o5g ll1fl l2l3ish l5mo3nell lo1bot1o1 lo2ges. load4ed. load6er. l3tea lth5i2ly lue1p 1lunk3er 1lum5bia. 3lyg1a1mi ly5styr ma1la1p m2an. man3u1sc mar1gin1 medi2c med3i3cin medio6c1 me3gran3 m2en. 3mi3da5b 3milita mil2l1ag mil5li5li mi6n3is. mi1n2ut1er mi1n2ut1est m3ma1b 5maph1ro1 5moc1ra1t mo5e2las mol1e5c mon4ey1l mono3ch mo4no1en moro6n5is mono1s6 moth4et2 m1ou3sin m5shack2 mu2dro mul2ti5u n3ar4chs. n3ch2es1t ne3back 2ne1ski n1dieck nd3thr nfi6n3ites 4n5i4an. nge5nes ng1ho ng1spr nk3rup n5less 5noc3er1os nom1a6l nom5e1no n1o1mist non1eq non1i4so 5nop1oly. no1vemb ns5ceiv ns4moo ntre1p obli2g1 o3chas odel3li odit1ic oerst2 oke1st o3les3ter oli3gop1o1 o1lo3n4om o3mecha6 onom1ic o3norma o3no2t1o3n o3nou op1ism. or4tho3ni4t orth1ri or5tively o4s3pher o5test1er o5tes3tor oth3e1o1s ou3ba3do o6v3i4an. oxi6d1ic pal6mat parag6ra4 par4a1le param4 para3me pee2v1 phi2l3ant phi5lat1e3l pi2c1a3d pli2c1ab pli5nar poin3ca 1pole. poly1e po3lyph1ono 1prema3c pre1neu pres2pli pro2cess proc3i3ty. pro2g1e 3pseu2d pseu3d6o3d2 pseu3d6o3f2 pto3mat4 p5trol3 pu5bes5c quain2t1e qu6a3si3 quasir6 quasis6 quin5tes5s qui3v4ar r1abolic 3rab1o1loi ra3chu r3a3dig radi1o6g r2amen 3ra4m5e1triz ra3mou ra5n2has ra1or r3bin1ge re2c3i1pr rec5t6ang re4t1ribu r3ial. riv1o1l 6rk. rk1ho r1krau 6rks. r5le5qu ro1bot1 ro5e2las ro5epide1 ro3mesh ro1tron r3pau5li rse1rad1i r1thou r1treu r1veil rz1sc sales3c sales5w 5sa3par5il sca6p1er sca2t1ol s4chitz schro1ding1 1sci2utt scrap4er. scy4th1 sem1a1ph se3mes1t se1mi6t5ic sep3temb shoe1st sid2ed. side5st side5sw si5resid sky1sc 3slova1kia 3s2og1a1my so2lute 3s2pace 1s2pacin spe3cio spher1o spi2c1il spokes5w sports3c sports3w s3qui3to s2s1a3chu1 ss3hat s2s3i4an. s5sign5a3b 1s2tamp s2t1ant5shi star3tli sta1ti st5b 1stor1ab strat1a1g strib5ut st5scr stu1pi4d1 styl1is su2per1e6 1sync 1syth3i2 swimm6 5tab1o1lism ta3gon. talk1a5 t1a1min t6ap6ath 5tar2rh tch1c tch3i1er t1cr teach4er. tele2g tele1r6o 3ter1gei ter2ic. t3ess2es tha4l1am tho3don th1o5gen1i tho1k2er thy4l1an thy3sc 2t3i4an. ti2n3o1m t1li2er tolo2gy tot3ic trai3tor1 tra1vers travers3a3b treach1e tr4ial. 3tro1le1um trof4ic. tro3fit tro1p2is 3trop1o5les 3trop1o5lis t1ro1pol3it tsch3ie ttrib1ut1 turn3ar t1wh ty2p5al ua3drati uad1ratu u5do3ny uea1m u2r1al. uri4al. us2er. v1ativ v1oir5du1 va6guer vaude3v 1verely. v1er1eig ves1tite vi1vip3a3r voice1p waste3w6a2 wave1g4 w3c week1n wide5sp wo4k1en wrap3aro writ6er. x1q xquis3 y5che3d ym5e5try y1stro yes5ter1y z3ian. z3o1phr z2z3w))) \ No newline at end of file diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt new file mode 100644 index 00000000..7f9f2ae2 --- /dev/null +++ b/hyphenate/info.rkt @@ -0,0 +1,2 @@ +#lang info +(define collection "hyphenate") \ No newline at end of file diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt new file mode 100644 index 00000000..8a3a2c61 --- /dev/null +++ b/hyphenate/main.rkt @@ -0,0 +1,156 @@ +#lang racket/base +(require racket/string racket/list racket/contract racket/vector) +(require "data.rkt" "readability.rkt") + +(module+ test (require rackunit)) + +;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; +;;; Hyphenate.rkt +;;; Racket port of Ned Batchelder's hyphenate.py +;;; http://nedbatchelder.com/code/modules/hyphenate.html +;;; (in the public domain) +;;; which in turn was an implementation +;;; of the Liang hyphenation algorithm in TeX +;;; (also in the public domain) +;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; + +(provide hyphenate hyphenatef) + +;; global data, define now but set! them later (because they're potentially big & slow) +(define exceptions #f) +(define pattern-tree #f) + +;; Convert the hyphenated pattern into a point array for use later. +(define/contract (list->exceptions exn-strings) + ((listof string?) . -> . hash?) + (define (make-key x) + (string-replace x "-" "")) + + (define (make-value x) + (list->vector (cons 0 (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x))))) + + (make-hash (map (λ(x) (cons (make-key x) (make-value x))) exn-strings))) + + + +;; A word is a string without whitespace. +(define/contract (word? x) + (any/c . -> . boolean?) + (->boolean (regexp-match #px"^\\S+$" x))) + +(module+ test + (check-true (word? "Foobar")) + (check-true (word? "foobar")) + (check-true (word? "foo-bar")) + (check-false (word? "foo bar"))) + +;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; +;;; Helper functions +;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; + +;; Convert a pattern like 'a1bc3d4' into a string of chars 'abcd' +;; and a list of points [ 1, 0, 3, 4 ]. +(define (make-pattern-tree pattern-data) + (define tree (make-hash)) + + ;; Insert the pattern into the tree. Each character finds a dict + ;; another level down in the tree, and leaf nodes have the list of + ;; points. + (define (insert-pattern pat) + (let* ([chars (regexp-replace* #px"[0-9]" pat "")] + ;; regexp returns list of strings + [points (map (λ(x) (if (> (len x) 0) (string->number x) 0)) (regexp-split #px"[.a-z]" pat))] + [tree tree]) + (for ([char chars]) + (when (not (hash-has-key? tree char)) + (hash-set! tree char (make-hash))) + (set! tree (hash-ref tree char))) + (hash-set! tree empty points))) + (map insert-pattern pattern-data) + tree) + + + +(define/contract (make-points word) + (word? . -> . vector?) + + (define/contract (make-zeroes points) + (vector? . -> . vector?) + ; controls hyphenation zone from edges of word + ; todo: parameterize this setting + ; todo: does this count end-of-word punctuation? it shouldn't. + (map (λ(i) (vector-set! points i 0)) (list 1 2 (- (len points) 2) (- (len points) 3))) + points) + + (let* ([word (string-downcase word)] + [points + (if (hash-has-key? exceptions word) + (hash-ref exceptions word) + (let* ([work (string-append "." (->string word) ".")] + [points (make-vector (add1 (len work)) 0)]) + (for ([i (len work)]) + (let ([tree pattern-tree]) + (for ([char (substring work i (len work))] + #:break (not (hash-has-key? tree char))) + (set! tree (hash-ref tree char)) + (when (hash-has-key? tree empty) + (let ([point (hash-ref tree empty)]) + (for ([j (len point)]) + (vector-set! points (+ i j) (max (vector-ref points (+ i j)) (list-ref point j))))))))) + points))]) + + ; make-zeroes controls minimum hyphenation distance from edge. + ; todo: dropping first 2 elements is needed for mysterious reasons to be documented later + (vector-drop (make-zeroes points) 2))) + + + +;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. +(define/contract (word->pieces word #:min-length [min-length 4]) + ((word?) (#:min-length integer?) . ->* . (listof string?)) + + (define (make-pieces word) + (define word-dissected (flatten (for/list ([char word] + [point (make-points word)]) + (if (even? point) + char ; even point denotes character + (cons char 'syllable))))) ; odd point denotes char + syllable + (map list->string (splitf-at* word-dissected symbol?))) + + (if (<= (len word) min-length) + (list word) + (make-pieces word))) + +(define default-joiner (integer->char #x00AD)) + +;; Hyphenate using a filter procedure. +;; Theoretically possible to do this externally, +;; but it would just mean doing the regexp-replace twice. +(define/contract (hyphenatef text proc [joiner default-joiner] #:exceptions [extra-exceptions '()]) + ((string? procedure?) (char? #:exceptions (listof word?)) . ->* . string?) + + ;; set up module data + (set! exceptions (list->exceptions (append default-exceptions (map ->string extra-exceptions)))) + (when (not pattern-tree) (set! pattern-tree (make-pattern-tree default-patterns))) + + (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word) (->string joiner)) word)))) + + +;; Default hyphenate function. +(define/contract (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()]) + ((string?) (char? #:exceptions (listof word?)) . ->* . string?) + (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions)) + + + +(module+ test + (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") + (check-equal? (hyphenatef "polymorphism" (λ(x) #f)) "polymorphism") + (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") + (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") + + (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") + (check-equal? (hyphenate "present project") "present project") ; exception words + ;; test these last so exceptions have been set up already + (check-equal? (word->pieces "polymorphism") '("poly" "mor" "phism")) + (check-equal? (word->pieces "present") '("present"))) ; exception word diff --git a/hyphenate/readability.rkt b/hyphenate/readability.rkt new file mode 100644 index 00000000..f4ed8b7a --- /dev/null +++ b/hyphenate/readability.rkt @@ -0,0 +1,153 @@ +#lang racket/base +(require racket/contract net/url xml) +(require (only-in racket/list empty? range splitf-at dropf dropf-right)) +(require (only-in racket/format ~a)) +(require (only-in racket/string string-join)) +(require (only-in racket/vector vector-member)) +(require (only-in racket/set set set->list set?)) +(module+ test (require rackunit)) + +(provide (all-defined-out)) + + + +;; general way of coercing to string +(define/contract (->string x) + (any/c . -> . string?) + (cond + [(string? x) x] + [(empty? x) ""] + [(symbol? x) (symbol->string x)] + [(number? x) (number->string x)] + [(path? x) (path->string x)] + [(char? x) (~a x)] + [(xexpr? x) (xexpr->string x)] ; put this last so other xexprish things don't get caught + [else (error (format "Can't make ~a into string" x))])) + +(module+ test + (check-equal? (->string "foo") "foo") + (check-equal? (->string '()) "") + (check-equal? (->string 'foo) "foo") + (check-equal? (->string 123) "123") + (define file-name-as-text "foo.txt") + (check-equal? (->string (string->path file-name-as-text)) file-name-as-text) + (check-equal? (->string #\¶) "¶") + (check-equal? (->string '(foo "bar")) "bar")) + + + + + + + +;; general way of coercing to a list +(define/contract (->list x) + (any/c . -> . list?) + (cond + [(list? x) x] + [(vector? x) (vector->list x)] + [(set? x) (set->list x)] + [else (list x)])) + +(module+ test + (check-equal? (->list '(1 2 3)) '(1 2 3)) + (check-equal? (->list (list->vector '(1 2 3))) '(1 2 3)) + (check-equal? (->list (set 1 2 3)) '(3 2 1)) + (check-equal? (->list "foo") (list "foo"))) + +;; general way of coercing to vector +(define (->vector x) + (any/c . -> . vector?) + ; todo: on bad input, it will pop a list error rather than vector error + (cond + [(vector? x) x] + [else (list->vector (->list x))])) + + + +;; general way of coercing to boolean +(define/contract (->boolean x) + (any/c . -> . boolean?) + ;; in Racket, everything but #f is true + (if x #t #f)) + +(module+ test + (check-true (->boolean #t)) + (check-false (->boolean #f)) + (check-true (->boolean "#f")) + (check-true (->boolean "foo")) + (check-true (->boolean '())) + (check-true (->boolean '(1 2 3)))) + + +(define/contract (has-length? x) + (any/c . -> . boolean?) + (ormap (λ(proc) (proc x)) (list list? string? symbol? vector? hash? set?))) + +;; general way of asking for length +(define/contract (len x) + (has-length? . -> . integer?) + (cond + [(list? x) (length x)] + [(string? x) (string-length x)] + [(symbol? x) (len (->string x))] + [(vector? x) (len (->list x))] + [(hash? x) (len (hash-keys x))] + [(set? x) (len (->list x))] + [else #f])) + +(module+ test + (check-equal? (len '(1 2 3)) 3) + (check-not-equal? (len '(1 2)) 3) ; len 2 + (check-equal? (len "foo") 3) + (check-not-equal? (len "fo") 3) ; len 2 + (check-equal? (len 'foo) 3) + (check-not-equal? (len 'fo) 3) ; len 2 + (check-equal? (len (list->vector '(1 2 3))) 3) + (check-not-equal? (len (list->vector '(1 2))) 3) ; len 2 + (check-equal? (len (set 1 2 3)) 3) + (check-not-equal? (len (set 1 2)) 3) ; len 2 + (check-equal? (len (make-hash '((a . 1) (b . 2) (c . 3)))) 3) + (check-not-equal? (len (make-hash '((a . 1) (b . 2)))) 3)) ; len 2 + + + + + + +;; trim from beginning & end of list +(define (trim items test-proc) + (list? procedure? . -> . list?) + (dropf-right (dropf items test-proc) test-proc)) + +(module+ test + ; (check-equal? (trim (list "\n" " " 1 2 3 "\n") whitespace?) '(1 2 3)) + (check-equal? (trim (list 1 3 2 4 5 6 8 9 13) odd?) '(2 4 5 6 8))) + + + +;; split list into list of sublists using test-proc +(define/contract (splitf-at* xs split-test) + ;; todo: better error message when split-test is not a predicate + (list? predicate/c . -> . (listof list?)) + (define (&splitf-at* xs [acc '()]) ; use acc for tail recursion + (if (empty? xs) + ;; reverse because accumulation is happening backward + ;; (because I'm using cons to push latest match onto front of list) + (reverse acc) + (let-values ([(item rest) + ;; drop matching elements from front + ;; then split on nonmatching + ;; = nonmatching item + other elements (which will start with matching) + (splitf-at (dropf xs split-test) (compose1 not split-test))]) + ;; recurse, and store new item in accumulator + (&splitf-at* rest (cons item acc))))) + + ;; trim off elements matching split-test + (&splitf-at* (trim xs split-test))) + +(module+ test + ; (check-equal? (splitf-at* '("foo" " " "bar" "\n" "\n" "ino") whitespace?) '(("foo")("bar")("ino"))) + (check-equal? (splitf-at* '(1 2 3 4 5 6) even?) '((1)(3)(5)))) + + From 200f22bf281379e8e1f4caacbf63d6e64d705aac Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 9 Feb 2014 22:00:58 -0800 Subject: [PATCH 003/155] draft of docs --- hyphenate/info.rkt | 4 +- hyphenate/scribblings/hyphenate-manual.scrbl | 43 ++++++++++++++++++++ 2 files changed, 46 insertions(+), 1 deletion(-) create mode 100644 hyphenate/scribblings/hyphenate-manual.scrbl diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 7f9f2ae2..f25ab2e9 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,2 +1,4 @@ #lang info -(define collection "hyphenate") \ No newline at end of file +(define collection "hyphenate") + +(define scribblings '(("scribblings/hyphenate-manual.scrbl" ()))) diff --git a/hyphenate/scribblings/hyphenate-manual.scrbl b/hyphenate/scribblings/hyphenate-manual.scrbl new file mode 100644 index 00000000..55b4c245 --- /dev/null +++ b/hyphenate/scribblings/hyphenate-manual.scrbl @@ -0,0 +1,43 @@ +#lang scribble/manual + +@(require (for-label racket "../main.rkt")) + +@defmodule[hyphenate] + +@title{Hyphenate} + +@author{Matthew Butterick (mb@"@"mbtype.com)} + +An implementation of the Knuth–Liang hyphenation algorithm originally developed for TeX. This version was ported from Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. + +@margin-note{I developed this library to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably.} + +@section{Quick start} + +@section{Interface} + +@defproc[ +(hyphenate +[text string?] [joiner char? @(integer->char #x00AD)] +[#:exceptions exceptions (listof string?) empty]) +string?] +Returns a hyphenated copy of @racket[_text] with @racket[_joiner] inserted at the hyphenation points. By default, @racket[_joiner] is the soft hyphen. + +@margin-note{Unlike a regular hyphen, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's invisible.} + +Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters (@racket["-"]) marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated. + +Famously, Knuth & Liang were so confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. While their bravado is admirable, it's easy to discover words they missed. + +@defproc[ +(hyphenatef +[text string?] +[pred procedure?] +[joiner char? @(integer->char #x00AD)] +[#:exceptions exceptions (listof string?) empty]) +string?] +Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. Convenient if you want to avoid, for instance, capitalized words. + +@section{Caveats} + +@section{License} From 93a4a950010479ce4383831ee2c59456e4a51017 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 10:04:54 -0800 Subject: [PATCH 004/155] improvements --- hyphenate/info.rkt | 2 +- hyphenate/main.rkt | 31 +- hyphenate/scribblings/hyphenate-manual.scrbl | 43 -- hyphenate/scribblings/hyphenate.html | 2 + hyphenate/scribblings/hyphenate.scrbl | 62 ++ hyphenate/scribblings/manual-fonts.css | 338 +++++++++ hyphenate/scribblings/manual-racket.css | 308 ++++++++ hyphenate/scribblings/manual-style.css | 724 +++++++++++++++++++ hyphenate/scribblings/racket.css | 249 +++++++ hyphenate/scribblings/scribble-common.js | 165 +++++ hyphenate/scribblings/scribble.css | 480 ++++++++++++ 11 files changed, 2349 insertions(+), 55 deletions(-) delete mode 100644 hyphenate/scribblings/hyphenate-manual.scrbl create mode 100644 hyphenate/scribblings/hyphenate.html create mode 100644 hyphenate/scribblings/hyphenate.scrbl create mode 100644 hyphenate/scribblings/manual-fonts.css create mode 100644 hyphenate/scribblings/manual-racket.css create mode 100644 hyphenate/scribblings/manual-style.css create mode 100644 hyphenate/scribblings/racket.css create mode 100644 hyphenate/scribblings/scribble-common.js create mode 100644 hyphenate/scribblings/scribble.css diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index f25ab2e9..669b1011 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,4 +1,4 @@ #lang info (define collection "hyphenate") -(define scribblings '(("scribblings/hyphenate-manual.scrbl" ()))) +(define scribblings '(("scribblings/hyphenate.scrbl" ()))) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 8a3a2c61..8d87acc7 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require racket/string racket/list racket/contract racket/vector) +(require racket/string racket/list racket/contract racket/vector racket/bool) (require "data.rkt" "readability.rkt") (module+ test (require rackunit)) @@ -14,11 +14,12 @@ ;;; (also in the public domain) ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -(provide hyphenate hyphenatef) +(provide hyphenate hyphenatef unhyphenate) ;; global data, define now but set! them later (because they're potentially big & slow) (define exceptions #f) (define pattern-tree #f) +(define default-min-length 5) ;; Convert the hyphenated pattern into a point array for use later. (define/contract (list->exceptions exn-strings) @@ -106,8 +107,8 @@ ;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. -(define/contract (word->pieces word #:min-length [min-length 4]) - ((word?) (#:min-length integer?) . ->* . (listof string?)) +(define/contract (word->pieces word [min-length default-min-length]) + ((word?) (integer?) . ->* . (listof string?)) (define (make-pieces word) (define word-dissected (flatten (for/list ([char word] @@ -117,7 +118,7 @@ (cons char 'syllable))))) ; odd point denotes char + syllable (map list->string (splitf-at* word-dissected symbol?))) - (if (<= (len word) min-length) + (if (< (len word) min-length) (list word) (make-pieces word))) @@ -126,27 +127,35 @@ ;; Hyphenate using a filter procedure. ;; Theoretically possible to do this externally, ;; but it would just mean doing the regexp-replace twice. -(define/contract (hyphenatef text proc [joiner default-joiner] #:exceptions [extra-exceptions '()]) - ((string? procedure?) (char? #:exceptions (listof word?)) . ->* . string?) +(define/contract (hyphenatef text proc [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) + ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?) ;; set up module data (set! exceptions (list->exceptions (append default-exceptions (map ->string extra-exceptions)))) (when (not pattern-tree) (set! pattern-tree (make-pattern-tree default-patterns))) - (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word) (->string joiner)) word)))) + (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word min-length) (->string joiner)) word)))) ;; Default hyphenate function. -(define/contract (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()]) - ((string?) (char? #:exceptions (listof word?)) . ->* . string?) - (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions)) +(define/contract (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) + ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?) + (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length)) +(define/contract (unhyphenate text [joiner default-joiner]) + ((string?) ((or/c char? string?)) . ->* . string?) + (string-replace text (->string joiner) "")) (module+ test (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") + (check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") + (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") + (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") (check-equal? (hyphenatef "polymorphism" (λ(x) #f)) "polymorphism") (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") + (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") + (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") diff --git a/hyphenate/scribblings/hyphenate-manual.scrbl b/hyphenate/scribblings/hyphenate-manual.scrbl deleted file mode 100644 index 55b4c245..00000000 --- a/hyphenate/scribblings/hyphenate-manual.scrbl +++ /dev/null @@ -1,43 +0,0 @@ -#lang scribble/manual - -@(require (for-label racket "../main.rkt")) - -@defmodule[hyphenate] - -@title{Hyphenate} - -@author{Matthew Butterick (mb@"@"mbtype.com)} - -An implementation of the Knuth–Liang hyphenation algorithm originally developed for TeX. This version was ported from Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. - -@margin-note{I developed this library to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably.} - -@section{Quick start} - -@section{Interface} - -@defproc[ -(hyphenate -[text string?] [joiner char? @(integer->char #x00AD)] -[#:exceptions exceptions (listof string?) empty]) -string?] -Returns a hyphenated copy of @racket[_text] with @racket[_joiner] inserted at the hyphenation points. By default, @racket[_joiner] is the soft hyphen. - -@margin-note{Unlike a regular hyphen, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's invisible.} - -Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters (@racket["-"]) marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated. - -Famously, Knuth & Liang were so confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. While their bravado is admirable, it's easy to discover words they missed. - -@defproc[ -(hyphenatef -[text string?] -[pred procedure?] -[joiner char? @(integer->char #x00AD)] -[#:exceptions exceptions (listof string?) empty]) -string?] -Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. Convenient if you want to avoid, for instance, capitalized words. - -@section{Caveats} - -@section{License} diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html new file mode 100644 index 00000000..e37d43a6 --- /dev/null +++ b/hyphenate/scribblings/hyphenate.html @@ -0,0 +1,2 @@ + +Hyphenate
►Hyphenate
Hyphenate
1 How to use it
2 Interface
hyphenate
hyphenatef
unhyphenate
6.0.0.1

Hyphenate

Matthew Butterick (mb@mbtype.com)

 (require hyphenate) package: hyphenate

A simple hyphenation module that uses the Knuth–Liang hyphenation algorithm and patterns originally developed for TeX. This implementation was ported from Ned Batchelder’s Python version.

I originally developed this module to handle hyphenation for my web-based book Butterick’s Practical Typography. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably.

1 How to use it

2 Interface

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen. Words shorter than length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL will display a soft hyphen as #\u00AD. But in ordinary use, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s invisible.

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters ("-") marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

hyphenate: undefined;

 cannot reference undefined identifier

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

hyphenate: undefined;

 cannot reference undefined identifier

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

hyphenate: undefined;

 cannot reference undefined identifier

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. While their bravado is admirable, it’s easy to discover words they missed.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, but it will hyphenate them anyhow, which will break the markup. Run your textual content through hyphenate before you put it into your page template. Or convert your HTML to an X-expression and process it selectively.

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to filter out, say, capitalized words.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text. Essentially equivalent to (string-replace text joiner "").

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) are being embedded in the output text. If you’re building an application that needs to support, for instance, copying of text in a graphical interface, you probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Keep in mind, however, that unhyphenate won’t produce the input originally passed to hyphenate if the joiner was part of the original input text.

 
\ No newline at end of file diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl new file mode 100644 index 00000000..5792ef7d --- /dev/null +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -0,0 +1,62 @@ +#lang scribble/manual + +@(require scribble/eval "../main.rkt" (for-label racket "../main.rkt")) + +@defmodule[hyphenate] + +@title{Hyphenate} + +@author{Matthew Butterick (mb@"@"mbtype.com)} + +A simple hyphenation module that uses the Knuth–Liang hyphenation algorithm and patterns originally developed for TeX. This implementation was ported from Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. + +I originally developed this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably. + +@section{How to use it} + +@section{Interface} + +@defproc[ +(hyphenate +[text string?] +[joiner (or/c char? string?) @(integer->char #x00AD)] +[#:exceptions exceptions (listof string?) empty] +[#:min-length length (or/c integer? false?) 5]) +string?] +Hyphenate @racket[_text] by calculating hyphenation points and inserting @racket[_joiner] at those points. By default, @racket[_joiner] is the soft hyphen. Words shorter than @racket[_length] will not be hyphenated. To hyphenate words of any length, use @racket[#:min-length] @racket[#f]. + +@margin-note{The REPL will display a soft hyphen as #\u00AD. But in ordinary use, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's invisible.} + +Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters (@racket["-"]) marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated. + +@examples[ + (hyphenate "polymorphism" #\-) + (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism")) + (hyphenate "polymorphism" #\- #:exceptions '("polymorphism")) + ] + +Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. While their bravado is admirable, it's easy to discover words they missed. + +Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags and attributes from textual content, but it will hyphenate them anyhow, which will break the markup. Run your textual content through @racket[hyphenate] before you put it into your page template. Or convert your HTML to an X-expression and process it selectively. + +@defproc[ +(hyphenatef +[text string?] +[pred procedure?] +[joiner (or/c char? string?) @(integer->char #x00AD)] +[#:exceptions exceptions (listof string?) empty] +[#:min-length length (or/c integer? false?) 5]) +string?] +Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. Convenient if you want to filter out, say, capitalized words. + +@defproc[ +(unhyphenate +[text string?] +[joiner (or/c char? string?) @(integer->char #x00AD)]) +string?] +Remove @racket[_joiner] from @racket[_text]. Essentially equivalent to (@racket[string-replace] @racket[_text] @racket[_joiner] ""). + +A side effect of using @racket[hyphenate] is that soft hyphens (or whatever the @racket[_joiner] is) are being embedded in the output @racket[_text]. If you're building an application that needs to support, for instance, copying of text in a graphical interface, you probably want to strip out the hyphenation before the copied text is moved to the clipboard. + +Keep in mind, however, that @racket[unhyphenate] won't produce the input originally passed to @racket[hyphenate] if the @racket[_joiner] was part of the original input @racket[_text]. + diff --git a/hyphenate/scribblings/manual-fonts.css b/hyphenate/scribblings/manual-fonts.css new file mode 100644 index 00000000..f2236451 --- /dev/null +++ b/hyphenate/scribblings/manual-fonts.css @@ -0,0 +1,338 @@ +@font-face { +font-family: Miso; +font-style: normal; +font-weight: bold; +font-stretch: normal; +src: 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') format('woff'); +} + +/* Miso license */ +/* + M M I SSS OOO + MM MM I S S O O + M M M M I S O O + M M M I S O O + M M I S O O + M M I S S O O + M M I SSS OOO + +--------------------------------------- +MISO is an architectural lettering font +completed in 2006 by Mårten Nettelbladt. +--------------------------------------- +MISO is available in three weights +(Light, Regular, Bold) +in TrueType and OpenType format. +--------------------------------------- + + L I C E N S E I N F O R M A T I O N +--------------------------------------- +MISO is a free typeface. However, +there is one important limitation: + +MISO MUST ALWAYS REMAIN COMPLETELY FREE + +You can use MISO for personal and commercial work. +You can share MISO with your friends +as long as you include this text file. + +You must not sell MISO. +You must not charge someone else for using MISO. +You must not bundle MISO with a sold product. + +Use it, share it, but keep it free. +--------------------------------------- + +Mårten Nettelbladt +Omkrets arkitektur +www.omkrets.se + +Stockholm, Sweden +July 9th 2009 + +--------------------------------------- +If you have any comments about MISO +please let me know: +miso (a) omkrets.se +--------------------------------------- + +November 27th 2008 +Converted to OpenType by Torin Hill. + +June 24th 2007 +Some small adjustments + +October 23rd 2006 +Released +*/ + +@font-face { +font-family: Charter; +font-style: normal; +font-weight: normal; +font-stretch: normal; +src: 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4k8zlyngbUS3jB95G6TKIxkHORapitLPTPCMagEEpXNVNChuAsn6gcBpeDUhhMUbNaT2eSFKrG0UFRGqyGWheNzj9NaR6ojqko0rfTpDs3U0m2DRcrAooxrLp4iuHesVapaPk8nrd/tymG7buSQ9dc+Neko/nI8O9q3aMrp1IVWre43aPo6NtzeSq3NbJgzuHt31YWecE7CUD86ow9zH1EvLBAFJiKMGkGAOs7XoSJ+WDe74k3vOFjbmG01ZKAgBxohh1UzHSgb3U8QiwVVBKsX4epu4BcCpnYOI9+F4M5qY3AKQAFSs0eKcvmaXm0maAyeepoczm4E2fQ8o0fZMIAQuomD6u2jptEqRpQCmOo7JJwj7BYc/kNx0f6eM7DEZ+69GBSmfRFrc6fXce2rTnyN41m3rLU5duPHzQH+a2e4+uL/dpe8mu0a6+6AGL313ZuXZ49IioWdlXPgj0V/wNZv7brIX9CNhEKwPonkUp1ZTRmHCmcrlh1jIRkE2tpVSqM2aUCMYAUN9YosJrPCkb9LMtyf33Uy+1JNcKWNzAg+ROaw0awNscHuGNaZPRCpcWPGoYyVogj2u0nMlibWFfwGmKxHR2dVdJWVPmEghpy04L+Uj/pqutV3ds6Pj5S/1/O0o+OHfR6E9/Okq6gd+a+VMsB3okyryGqYdb/A63+I2uScOpRZex4bGGeSu8aJkkaq5YUTKflH1g++PqTD536jDOROILNvQqZKfltE1yzYAld8EanLbzTlcTqTOyFXnsO5urwFRnjItxTT4iBzUxn9nmj7VNnqhbt4yRi2xz32kf7tp+oJTfefO6rZO+mGab/eoNb9CTleu/ImxfVzqcWlMGHkXnXyAvsl8BaxthdjJ1AWcnglYJFpE/APokfREdQvQFUWhdIKkunppVG0wKhdfvAgE1C0YUUJsg6/S4MoMi3GRsxpqiBxESiDbCLXKbXa256KM7t1whsbfJkW07Jg88cs3u47uHqquO3LZh1Pmty7+w7mKxbL3vhuGLt177kZsv3rLn5j3v6Omj6zAP8rUV+GIEX6CuQx6wlAd1VofSxFIzayrismJkHQuU5GAwIokBz2Mc4fLkc3P/ECtGyT8a5nq1KfamPX/ZduZmD4O+qWP+V6C7HmM8YNfKzAmG6li5CyjjKiIuJlKF0kMEeog8GhW5DU7beLkAp2bAv2ZeEnAdh+B2qCgLQK1u+ilqbaWQ8ITB5belcl10MXcB9n2c0ZmFVE5Fuj3Vs1fqIqoVNOCHIb71iNT3AoTr2LFlyx1HJ/duXLui/8HrDlyxdf3QxF67owQeCjfUt2NkdfdArdS/5a6R4+nsth03bRwdOhiKjXXtedOOXX0rtw+5op4Q7+Q0iU0k3N4f9u2qdPVuUtZxcP7vWRPoOwfIyBambkFKhIAS2mJLzKMUGDpBdzkV4bCrwuHkFIgISltrYanS9oAnILFIAZmzo3gAjlf1kqqpWc5JEbyK3YNzVxxaveFgd3Hy0P6jp3+4d2X/+lXO0f4Vl9j2fal6aPPAibbR44c+NfejdeT74xuGJ3s3Tr2OjrsI2OJn5DuALQRm3xJ0AWC6YVGxhQNxWMNGQcW0zobxA0IvJFJsYg0nOjIEHRiw65JOkDVmFHbwlHmY0SIU4mieFBU4Eo+X4vEmKiF3w0UpgWOb/x7gNBybDRDU8WWRmuQpNhzqGL1FiT/ZcCljtLh4GKOeAjhYnU0o54Mx8gDlZA0sOskioFPgcsgO6uefD9q1xhtdwHj9ypgXQz02o4ycMG9gUuwMW2T0DOPsTrmtxP0GdnjOS54jQukXQ3/37DDQ/VZGYr9IPgyriAOdqaJCRMAgMDp6RsBFko1qZCnmTsH/W9k1Z55k10i12mdgwHR9L/quaneedOvcbyDPzXnZ4dTws3839IsS8vii+d+Rv6HxvBjz0aXxPLsqp/WQHTV1KIrqIL4ovDft1jNASY8SBQJyu5UzvSLCDuNs3Y+eBOO3AAxPqPr7K6c+psSGPKDAxRmt7LYqCnza5faINP4iu0QVRrk9wBCjBlkQ0tCVsDR46FTPMZiCCzlHUJlfRKOGXjFuvGj1ln0/FCvBXftu0AzoLeVmRJFt6xheP/6hXdffG7l69bFDhMr7+vmjmqNsgxlgVjF/y9RD6Dn5y/JKcOBqRbkCK9ZKQ41pLZMCSzWsZWIw27yq31dTynQpkY8uXnYDCQZBdw3ycpbkGgYlQrZGpcJlv/mWYo9HeWlsRo7ZTktRIEE0NjpGSdA6o2TIDgqOEaPO6vCH85VqjWo8K8ZHeqq1mrxyWHA8YWDciWwXj55/SJCCCnrGyCrCZxtJxAebaA5vitWyHtCMe5Ga4NQrET6WSacAbA+TDKqP9ff0f3D7I5/uTV3atXZqtGeiN3m0p1h29JiEjEF05nMTD7/uQ5ff+swH7nit7ZF7P3HD1SS2pdLd3m4zTBz47d/d3jPw1++8anvvyHrjtl2r96/vqgZE75bHEi6nt7LlTTe89/C10oefXRPfeeL4B68a+0Yv+3pY2zIwYzXgHgfjBhmmyFcylNGDrnMmoQRwR4NQSFtu2JyMxpqTXGXZhtyhsV+M9CKJZ55/0UKBghbkTDcju3WnJcuMbtrqtgDIceFRA2bP4kZyP67VWawu9yKgYyNUywIcRqTjBKieAOCeSXBw5ixrJqvkxNhxoevb/Vzk1HHD4PDXC2k9+5ozDzh06bTO9rnP2XRpkiBRsIXzP4L5RMDOOpggk2YeafoeIFZuxfeQk3CuLzUifsZgpZGjCNwIwXQyRUk8KfNgF+JoC82AadtUCfrOqTlFgjS8pJ2RnTC9NEwv6EzD9EJ41DDTGq0zTeUJkJwzGEovmqAfJ8jXpAgNPiQdss5M0T+6J0XSHVMMJxxiGRCLJVAYzoLDwmWmEUIuObx7xyNz39iWiHx3w2ZP1RBz7L70bmcyrbexObsuPTC66qDH8Nrvdmj+uq9bV9Ts23BAQ3VTO/iKV4LeiTDHYKUhPdygadwhBB5uH2BCxCOyFe5ZKRixGo25JoYCxYJhR+PCqkJLacTQos4fojbSHYLJBWqSlUZ1dApycSoGUuQS3SjYsCqoxA+zZYoA2zevvezObQeCWUNX7cj6/rErDrXnnR25wLGLbr2HGA9+anB7/L0HnP4V3R85eOk1NuHaRxLvpvad8vcq4C/PBFBeeZyNACPnVTYrPA5o1RPqXgYpY5GfoZZv+QMqrgKIqxawDy9rdKd1mMII6E5rGFmjRbWg0QqBFgsFRUalgID+pRq7ajKwhW0zsKgpyMmR4Ah/3DT6wwcfHe2/+iu56kc2ZYpXnuhpMutNt+58pP+q4rHyfeuPXAxe2nMwr3aYV4joVJkFJ74lvM1gTMCoBjaRWc1oW93KUa6ZwHOziQwHnhus0LpNxLs2AXkZLkquk2riYFpwusCSOBT74aT5CIzroBlSgzrg2mCkYAmpvAqpvAukssIq8PLTNi86MqKXOjIK5WABWG2it7UAZCfCbrvbh7DbIUh+jKXWLQGUH8mIGpSRvSp9RUFyLl4aKEAJroyRGPB+EpoYnnmHhePmEfL1YKf5X7secHhy2Xat5cEeZt4RL0SbJL53m/2Mbc2/r7bNzfJHPgQ0/gnQOAg0DjDfX6QX/KU/iqTBV0/SpvR969RzlKRWIKl3RtbqMLKhO4eWdY3WWzgfNWW7G6yRyUGhEgN6GE6cNVlvFZZKpkI/TYt+qFL9wyCZI+TZSKfpy6W7HGJHLqe13NVlmwBlynbY9OmH9/NzL9lX//tq+7xd10Z1SAZ0yB3gYySZR5XcF9UhTcXR8AfiOitNZFBVmjqP7kgrFBgmL/ytok9FHikQBQpEwCKL3khUscjNMyW+A7Ns6MzwHWhxDYIUhhn73WrKQrYGYM4GhLpnaZ7qEs1DaPzdztLI+7YN17zz6IZQt8ZYKh+ZGlp51a70eNo0+tsRvnjrjlvvJ6aDnxzYGX70IrdvovLhgwdutH3TpstkdLbfJB5U4nWoh34MspRgnlWtpk+xmt5AHK0mSpIklKkwGXkn3GpYIihIUrgsW1QDmizKqaXLrGlhkCLmGQRwf0lFJYS5PdkDd90zNHtniZqdObg9bQ1hWi8cUjNyEbyvYZ7UaM02tycULSzk2eCWxYo3w5HoWXk2ZpEqAxLFlFyFnWhUU+yM4Zmi0V4YsxfJRNEy8sIYD2bp+VF7ee4zFctIc9mldfZf/Up5PfNNECa4T2xzz8MZ0m0WDhuAbnZm+6I1aCst5A4wpsKDD7o8YSyUMGhszRZFVJpnNAixZB50+CIM2oxjPW4ZXTREOjQYz8n5F8i/wng8GEV143j0INd6Ny5aPQvq1orjssC47DAucVEqF1NxjKx3K0lJ6sN0dmWqZbeIhrvaGgPiwWysZHHyozVxwjxyapQfD1x61WrLx15v1R64iRxTBjT30D23wHh+MP8H9l0wnjTzVpU+gVCZSpbsSy0vV3FLiGumCzPFFmY5i3AJSjjdtCUBAjIdT5hVzGJONDGL2RJPLMIsegvMzF07i6JlZRlxxBkm/cSNi6lIqFYJU0LD7HpCxKmfeH7L3Om7+XSHazBUaRevmyhYF5N/7lfEzusybfq5+blfRD1pbaDw419TEVHWFvki0EBgXq/SwLKMLbQ3bWFTaMA5tp9s8ApznGeZLwvoWvMM2i4gBqpW8znCI/N2mp5iZMsCHl08ddShyhqAWV75L45MZwKm0pKoL/E3PUHH/2MAoodoDO7d6vhdfoWHdacn0tIOFspFkH2MvLVCbmdBzZD1tBScad0GIyH5ZmRBf1riZ3CV84LXFwy1Vvk5d5TQHA2Lm2hY3LxkWs6z1jlJmAmcB4b5y8zDX9lDvF8bxkX+y9Wm43N/2XH5pfb+JhMDcxpyOrJokbNdZ+5nLz3zDWVdfR/049eABj7m7ap+dFIKSF519jY6e9nKY+2GvygH1Pl/49Qzi+fvsaPKe2roX079E97WSU5gpGNGNtmpHnhCozWZHW7PovnDtbN1Q50/h2kj45KZB0iTrwk6/Qhl7GO/2msa+cYIf33f3OmD5pZO883pyL+pbH6I7ZizKaIKfixi64fZjwMeDaMGsVFuNy1jAH3VCLWFAthCgabvZSMA0Sjm5wWwYDobQugAWnQjo+bdqdPYdCXVBHHTb2y/qHz3houGj++t3L3xuncd2L/x2IbJiybhQDSP3jK+tjD5tk/cNL72gROHrz9x/YNHrjtxnYqZI1THxZi3LeMRRbTUI+J91CMSy5hIkhwlGoAInpStMN7E8koFHaEYKBWHM4a4BY+KIxRrKhWHU4wtUioRH87ZWluCnUU1YphBNaJZSAYEqUb55uFSR+Wjdxp60tyIN2g9fv3GLdZgkzEOfn3ndfewzwA/SJ49tm/FMKvwpW3+APtZ4EuQyaHX48c5R5t8ycD83MUGT2MLROqgHAoBh0K8nMTwGcw4j1U64NlM69x+JfsvgAfHyLybIi3JL2CoMOqQrDUpI8imJcxTkhVhOK26z8r0q3Ozkbb9wMI9I6XadcdSfeXc8MHhoS2JSODqdx84gEzdN3lsYypH2EdeO762mDox9hdfr63q8ccLqzdpH7z64hsV7va8E32iH87/nt0I/O1iBgir8jcYVq2Gv7OksrlvkVPUyFXCyOxSWc4BMfLA7MGiVFW8pKGlOLXJ7AIwe2Dmqb/9+i/7lNspHpgvu+C2ODPtdomAQFL8dDwVwwqjAj+dLwyAVJTwWIe3F4qC6vAZeGFGTBqtmCoMuNyx+AIeoVBFTOULpbPeUNW0uQocQAiYIzRKJfcxStJPLyznlIU5sWmqMgWSSSt/McG0VNpCKG2rzlx+9NL9fMApmKw6q4bP9xoL3qGwR7SwxG61B/isNVu0jLqt3qNXrZ+0hJuIeWL9hivdWovFZ0vzncb+bErvcw5WTboVTo/FwP4aAxS7yM6NA70sYGkjYI55kM0Kcz9TLzcxhx9ZE1dTbksKxrCyL6WbBeIilpY7dViwIoWwKiysfChcbIQUu4dZOBHTB9qalBLAfktGx+N6lz+eL6MQdwp1AH/UbdeXFeQSF6aJGOrEd/0OGsxSiqmU2L0hQ0uqFvC03u0KEzHMNhetMVYxmfq6N+4Dzatz6L1cSLtn49uu3LUx2qG1ZPMrd8VTZZbVspsmHrjxSPzRa62hTWNGh9VmsOotWjtbXNW75zWhBw45nBt7Y51uLyEsSa8e2Hsz0CkHwn0xyLWTuZGpW5BOVtBaphLNj8sCCDcH1oNeYUbLhhFpEGRXUdKebGgUerhbsvyzJZksTnfaJhlmGNlgRxzAGex8S8A0WupEYSFDNaZ4nU37mLCTXIj1h3u05ruvtI6+ADJzlxBlTfffv89+5hnVEA7Y91GfaWT+RXYGxp9kvqD4TKhxYuAT6tEAgp7VYbzC4yuVWi6TVTfbcpLsL/LKOmMxfyibYZ2ZZhZm4uQl14wcBnwQmJkOhgMYicJjHY6L6u+CuMxYjcnsdAWCofDiZbbsbUoBK2bUleSYjqdiQkOcLSikhC8Xg1yWhnVGLKspBFxlXLNyzz7XKsvo14eFNUZzRFzzlsPHHvAPketV/PeuYnBgZP+l5HL1+s6OjhHvuq2UbhHQZ2+j+G8rU7djzRyyWDKVZQYIpjFaKMEcxSbIm/n0by+lJLEDc/kZWQ/oSAcgT6fnKcjT6ReYS6tTcMjOJpBNaDKRr/dyk8Ru6Pts99xfDR3k2ddQS/871oij0595K3vUAeOCpap5EsYlMq9TfAXJUVZk0WAtq4Oz2OngvEXMcdDBlf7rDB2cGwbngcHpcHBPzew6vVsBNA6475yRjfxpHQikhmno9EanR4UzOr3BeBacac0gQMqB1iTMOI/yyRqXemm099uG/pm+uW/X+ueHS4Iymbl2VjjzHPkPZUJ3sakz32Yvdii+7Cdhnd0E84ozA2f7srGSaj3Q5+Dglon6HERKFNFSArLCTJM13DLoGlUiRLXcTdOK5qJx3zIqnL7JNHJqzL7rCX3taxM/ezM6kPzF/2RC54D4iaCIw1e/Sl/nXpj7hrKmfvITxX9kIjDWN8JY/cztTN1F4xAaBCvLikigKAfV9f/lU+9bHHHggQv2mae+oPnFQ8ptH6hZrwHessk67rSkB2iJYiN6fc3lctb1EmFaAJOcMl0WhArWwe6vm0a+N8bPdVhHTw3z2atNKjN+TAKq3De+q0zwJNlmR178FOY3QP3jFaolN4FtMFGXx2RtujwauKehISqNDoNRir/MAApRakw4TRPvVkkC8zUxjtDAmY8j//slT7wSJp81zmVI2NbWFW9nJ6wXPZQ981nrjY/T9dc1fwv5HPsMwzGraOW1juZPsYCnmQujJP23U/9JBZspSNqCxPCgKk5jXJDwpzXTDNHqFgRWdJa5hKbMdX3gl4ZH7nnEcLtmTe6MNQfflZj/EHmuWffELK17cpZJIlEjb+9lHz2jBdr8C4zrYjquLYxSrkaLilisBpc0tBYccOyyY2QLkr6AtpSDMep5WYNjZDV6bmGMXLXsTFTLmg46wl9+4PYceyr3hydhjF8iT2hC7JcZPdZLMvhVmCQ0IHTkilj4o1YXIvhwEvgtGe5LzPyOufyZOfIEcc394pvfpHRl5l3khfmNMNcQg7lThuYX1ZdF83bH3DHywpyl3qfkFh9n42Qr+z34uTb6c/Dl5iUFa1a1YI2WDFJl7SyLiccPDZTY7z2t4GFh/nfkOfIDJsCkmFuZug9XuavcCCt5NXuprsUMHFA0gWGENDVGQTBGGZWQtzyfVBZKlII+sxmNETNtMkcVqN86UxwuLNFBfJwQpsGWiAgutA5J36oza+XEVISsJMxo1ZkzAyBDqGx6Tz7vqvCepKnHnN+aGZycGFm7ZUfvUKXNtvPajx7a/iaPJ3alXBQLpnBivWHrvp03jRHD4AM4Vx/M9RmgF1Ze36fmCFygFrCop6EBKoIJNsF0GwE6exoe9yplqs2o9y9f2KRMl+ElMiM7QGq4mWmDg0Mri8c6HBdZWUONeZwhnMGhOt5kyZVCE3TywFsAEjgz3XT+rdxqdZFn4Lt+xwMxuyG3c6C25n03TtnbukbKvYVUbkOCvYH3hYv5n6+7aP3tT29u27D18too1vzY539LriE/Bl+7h6mLiDMcSg008hRjJ+hgI0Pt+ln0sxnZghFVjjG53M1S5WbxRoYiPE/TcbFvmTzc1p0I9umGdnYX123ed9H45sfesmdHe0iMkPV3XTG6akvh4MVAczfQ/EWgeRhQ2zNM3dPMywRxOHEq4XUj0t+kYcbgXIdDa0dZU7yvCDcrRRT/2M5R74tiIPMLailVkgfjKFv1mFeEi2kuaQBWpPBYh+MiVnDACs5gsSZTTVYsvqLwxhtBvy4Yb0e5tAvTRpMnTfO8uiBYMyzNa2V0xSrySrMgqd2VasuZA6sWp5C4q+3m4Ww6sfNB/3F9h6O4KTdO1k4NTmwutA2O5zs1gnb1tR8/unF4tfD3pmDozF/F3FlzOLTKyu27aHvf6La5muZ9jErDm2GNikyU2aEgDNVHVcgVRnLFmiXVkpVHZtLKszi8BqzAU7OOd3uVKLnscCJ+CwN+axgYpW59caJazy1mdLVZmuPeldqdLvbe/SZNb+fqnfuOrNq0a/dlYU9+4ydvvyiT68mP7jC6fYMrp4q7939ct64kRg5QDHFsvo3cx/472Oe/YNAdYbWMBxSLj2ppDwiCx4fmymNVUouYRaQM7v2tgSpoLFDwz8gmM9peHajoaU5vAofSz0/7/B6aDtGb/JSdes7k8fkXBRXYsFKm5BMwDeBRLJ++UhWHSNXJDZPWhDN63AqkoUVo7/FcGk3w2XGy3nvN6kSnX5yqxe66v83TvWm99zOdfCB+67UkwsUir7szKbqC2vHUM/m5H7133QlGM//9+TT5Hvkhk2AKTB/zGPgmyJ1ezey0zdJroHKPEb0MABNPsVHSMPegkumnjEvqZ3Gvj9Gck4v62Wld0WgAPaRUVRd5WnXl1GNlkhTGJHQWzrNFOQw8HkAe6wRHnYvlMW/WLTQ8lkypl+4/cMg2gdYrZXBbgi4QzuPtEmZEJJB1o7PYTdnPKaVaarmWCNRQFFBGHyLiWdVuRaJ3ulr+sT4yspK07T0xle98x1HriUmT1froxrsO77hk47qB4Q29r9+7ORnpWJ2M5ie2FUcDenOxlNo6dbUvF4ttvpz4gvrVyeHa3jWbOocriYyv302MbR37xzqKh7Aue/6/yGnQHSnMfaJlkpkU4GkMoy1W2YjwFL0dV/W2YqZU1xhDauA+TTusUQNSahbhn2ORCWucKih4BVU6jV5w4E49e+otzQxLGHChGXEhhjEMKdT1STzW4bhU1z+B/mIonGyFHcnSG4qaSaEXxWpqNGmso8GiOOY/ZZMP7lkdkgs45kJLKaIbXrd6ArQEsbzUPiy2k92VYaIUBWjEt130cMThid2wNpO3JUzAyo3ZNVzO1FPbM8Q+YvDFRq/+xP5cKjD8UN5VMgYig57Ip9vFkak5hPtMbP40M8/OMA6wkbcwdWuzUpRFUSYs1mY3GKqqgYxYOudUDaX9JLgws3W9nWZIsKLUTre+2RkjrUbC8jOfEd10Wmyux/1bVkzT+Zw0TcfIjAGLhE12OlfnOdrVqdQcUVGMvcu/WtMZLGytjej7YxHRE416wPB8zB+du4M3ZuyRxJgzRrK/gfsdUXQN5m+bb2NOs3/DuMASPcXUzYQG2iVnSyMZi2iCQJ6kULHhVecVKUqek3JACcxSvVR48UutvIF9RjaY0WuTdPy0XoeGh8OjZOenrXascLHhsQ5vLbFDdXgTz2xUYKw6vc3eEhi0SYtuqBDB7KSaTNVerAIUVOfa0SLLbZ6j3pjNmj/yQLLXYI2Kkxu8v1Zpg5rLv3vdFMlYxNDc+7oHt8Su1qwuRIA8Cpb0zf+e/JLa6Yebay181loba641I2Fyzfh1WNeizdDnT125eCGFeSDNtD6soxEIHY1A6BYRQl9DVzxEUSJRTpT1EW6uj4VVYBRkT3BhDWiaexIyi6KpRWInvrfsfTh4/NOVpC9aTXZtGl3dKSSmEr3pbbUo+0FdMDRn+1x3yNPmySRX33clFwxseKwyQ+efmP8d8xuYvwvro504f5u6a6KhU6auoU6Im87aAnrXo876pRfeSWetAYlgwV+3UQRcZ410PwI4E/REmZmFwa13OicNtNmcyq4nrSAzvAotlBXOLZL8hOPArgcCJvaIuSp2bq6sGfXsIz8z+cMV65yx6i/ykTgdf3T+vzQ6wAgl0sFQcDXNtLWXkmIZK6HrBly9Wmu53ChSFSmzqVIJ7IrKViKVcVrgMckl0I8lXm5fqAVOYE0m6E83nwD9CfyG1S67ge0VlQBPnhpahInhp8FSY2Lq95Qs7byUnYHfI2Xg5hdO0T2pqrPghMXjwB+Y7irpQTzguCAezIiR6B3OaCyT7VoUm1rmJqVse4k6WlKbIBuKoEXDDsAM8OoG9RlMUXqLAOKwxKQoTJsBMFO7p4gTLekWL6hVE04VhmuiW6be5XNctyadJVesTeUtcTOo2Kn0GkPO2DW+cnTLgDHkL+8ZJg/w/uj+/cWOPYVMrPxQyY66dkBIfToVGNk89xhJdbqDEVS6lHcsC7xLMi8oOF1mkrD2HCrjsMgupvhj4NLGeNXuqaFBZFpSR8FDGKu2gVO8OQyc8sFNXxFZ14wcDn361MRiTiUVTj1z6hbKlAAvBWdkGzDFSqF0IolMgeMipjxB9FZbIJhoBT+WXlNW+JIKK8KCFKNbcQ0i3fYBfh8jO0SaPZZiQt3s8i0ya9x5yb+I6jehTYubK+442DQguD/Yv2uIPGj3xQ4cyKX8ww91W7uMwfCAMwFkjoWn5j6FNs0D+PnzgMus4Ak190QJ4PdRN0jUtNwgm47u2HHhnigd9Yhk18KeKFE4756oBTDk2bT26Ma9mycu27BvW7kwur9SGNv3+G17thzbc/O+zUe3r9pw/9VrNr4b7NFnACv+I/DcC1z/GFN3MGp1mp7QcBVCmQzdUCfFedRAaJi8LdPrUQLD0aWBYe0L31gcGHYDJ5Mz0+DLgQL24bEO54sUsA88IlbjcvuSTY9o8ZVieeJe3JVkjVJOcbhraoFXNA+Z4UR3wumh9W2UVSv7Tcc23u23bB8dGN+WPlJOtcX2//qz+faxgj/R1d6x4rMWMzth8oUHB3dvfcNF2aLzKSFMQoHBxNXXjXUzip+eJv9Efgr+Top5v+rvBBRXEf0drEONYeFFscFrmL1qwwEF83m5Fq4bdr/Yo5DDQSGcRY+ZYbiYdjrC1F2HYx3OF1EkBBQxWxzOZuCbLLlSKBILKPkRtayoulDMC9iLxvgWknpOtdLIN9Z2eU+65u80spce+O2guW1yYmjN5lKud7CzxFnHe0Lpx67f3t3v86VNZ94vRKMWy0/X7d/YMzhA7INkJHG9YqNBrZN3gMy4mG1KDLClHuy0WnxaY7CD18Cq6sHdVA8uHbVWskuJAjKyHU/0NYkVZAKWR9I4aPp/yULU50jGBhY1CAvPFT0w5Yukwpx/1ZC1na63t70tJIaSPYGta35O/bxfwRpbAWOrMIeb+8lghbmIUr5Oc1fCSWxqgA5NVNkmBo4OzUtFYWVN62063B8NeqJuCKHCloqOaZc/kKEOeMiAW0s0gugvUr2dUVJPzY0kC5tMFqWijIrbIoREp9fh7cx1RteGg4dXZ8uRQNYmhNvc3rDWz3n0vNak0VyyeWjVpBh0lBL5Nn+m158PDO1KBNwh0mdKh4SoW9S49AJnN9mtgnFsZyflR8f8abKJHQc5vVeJbDQEupUEt8VqyrIRlrPR0twNSzdAAD+0JQxk1O00cms3G3PNhMCw/oXvLgISOhRYG6hi8GOtCpBQNoFRHatykJEFj4D+gmQR6ozWSesmW9unnVw3xnapa9tSqh2GnqE1pYL7nQ9U9IOxoUsqW7eGU8SuC0cPX5ObezFpGHJFOxR5C8+/xDKgN5PMb5Q9Y7h72ahsg3CXlF1kzmV9A6qdYuARwEz1sZZHEKMeQUz1CPx0s8esxPOyBdxeDLM1DdVdz1+v7E9AWmhn5CSosgSYqr96/vfKfaVsRytbzUAjG614wSK2RMvRIg2tuXlJKebXgyJjjWEkES9IXupoOYGCTowSeGoyYwQp5P3BGBUw8D9ENZ1VdZY1i0IiaqAHPZLww/ywORIY2rRu8ypTSHSkt+UGyKGpfMXQB75IzDb3nW63PzRMjs09VXLwojkYGbFwW0odYopwsGZeAiLXyY/AKt2qWABKSaz/WSAmXcl+3N6DG0qb1TAzH/idvZW2wOSRGeOQzLSeU3dvtM7o3G0mGvYHF8tBTyRC681ZrP3p7NLAogf44+ypZnpwU7+eS1AvP50xHGHbwnr/tWmnz9d951s6bazP4CEf98VKo3P/ed/hm121nu88EEhbvD9bZcM4NihvifyYCTCvbUWS6zacEqu81jVLJYVOLlhsFsDO+P5wVWsFANcDMCs/QGmtP6AWZfkDC3qY8WEAwyx4gF90p0Bdz1momRKAd86eYQKQjk6JKgYM7ySqmmsTntvLA3r3myIuZ9QXuPktfd78vaOGAPmEN87O3XDmBu7OM9K+68VwoPuLMtl38e895O2o374+/xL5T/ITpsCUmXoa59YBVghrf3F+7jKRikW5E2OosTTQOInbCKcZZ6JdVVc06JQuku5qiYLNJtxED8YjtsJtGVraU+wqJNaG25JbjrAcm477dZpDe72xrtyKsZTdk7GnV7d1tgW79nUF44WsMec8uOqumNmbICsvdZq+FBOTrozjwTcEsuZIaPLmo4fDVD+/Yz5DfgTjTzB/wdS9Sj8C5TVWBH3VsKrcWCg9/fzmU2Jru6pBQeuemWm304NlG07PIlTYMBibuUiy6FzhkyUGuIkL1uhGgEBN8iIIVyJOSBNOQ6miECVCeqpl0c3plbTxibC3P78trxmyBrZdrDW2xVxaTWxkn3OynH2D747bkp3vcYe1/Zod21mSX5ngPFGy7hKf9a8++G9+d7g4N5v/fYbO/fn5F2Gd/YzpwJ1/HbjO0iqkwJ4LHhRMO4aPtFomhDTIF3EDJCMH0rj/sz2HKkMrPElYo8XriyZocNhRd7pFKm0ZwqGRF1vbkkUaARYJDd5nFvZJYWmJjew81BttE7sdIbd/azlcKXgAYAzO/eXBtcG0t+oOuIPbesJHRbvgdZI3ekLRkWg00L0jIBq6onOv98WSg8kYXOeMmCMbnb+ZfJD9HPB0K4PLCKusE0VMAgJHZRMC22RRipyU9CVZ1GOlal2MoAYWA6CBzSXkNCMn/MAfTwRhAJbYSxbgFq+EYNC8DpJKTz9x20iI0NIlePEAzImnBxHujRqF8creo9a1Pb1rJwbzU77L1vesJJYO0rfqkm3rU2x5fPPmSTu/cd2WyW6S2Xhs29oBxbZ8e95FfOwfaM6rmbHSUHSgvqg5L1EoC98e+oXmuT941dqJm8kHmnOGyTIaGs/D7b42tbkIzFlzksaZMGBaqmvonDUJmLNNnXMAIwxanLNIQ6E28BaddBvnEMEJVwv4ks5grRBOGJcn4AokQY6MTOUHJ9b29qy1Ht1bGReM4sqeDZd595PuyS3rNvL2yc2bx8tsav22S1b1kY6BtduObYRx72C+z/6cXMP4mTlGcsB6U8yoj3YE0aiZvoW89C+H/vZrLQXvmpF1dlrk8Zv7P/8RpTrAW5BFlwHesslGWvL41M9f+kIVuy1hMMqgMzlzstFsmDbSM53JoOwtNztzT/38oS9spx8U+Wm36AIo7MEj/X1eflr0wkUdfoOywLEsC95HdOxGp1znMhhNZnWXYLNgpHXTu7RghJGtDiXzrPHRnU64VxKXSFivarxMQZOI7zi6vbJbF7L6eI/bNHnFxXuyZdvKWMWz4fujq6KsSWfQatn1IxOCzmsyg38wCFjTzX6CMTJO7H9mwBWN5diY3nIgHV24Yb3BK/3PcA8gb8Y9pdSNcxjUUBoCpDKtwl6IoA0KR5S+Z5dgC7SY6M3wY+R1c2+cGGAPdcbihTj1T7Lzj5Cfs7sAjyfIdtVjt4MARkt1O90JYnegrBWVknEbhT9aIzZPAdgjGbE+y6SONKmUGOpoiSEAwYZXKdzy0h5EDZ1ypaN4uWFSNpU4TeaFTSWOVt+v5o6Bn7yQUzCSFkuC4Wcl70yrFZfk46c1Pi0W4gGr9V6Mzdno0U6PIh6XfNpPPz0dxZeFjl4xvKzDe4ucJ3D2NWALNF6fP9asutXb7KI/GlsSqtFpadxLdjqwKZ0LmWIXFRRrEmQmpO62p9CVlpelE5oSXsHag6sCAd9KdNpI9p4bnHmnc22nu1uXyE92ZTzd4uCoCPc27djWmdu4dv9nbvxr55FDnhOrXHOHnWuvdx86Yj24ubbBQt7tuhfsAngubIL9OBPGXje0t0dQ2XtPz5X9vkr/IEE7i7wwKfscsZ4APfBIEUOfDKxZmIjPX6vJAu5dttqVqhcwbonucnP7JyZQEYpjy6dyzO3eMOaa2MjffaJ3YlNeOzkl/q/P+28gXS7SXuOvuKXwgY+3h0u2Hbe/u/CRcVa3XsnVZ5lPsN3s46BDsBuJJBblsJZqfCN6WClUe5gyQrEI0J4czaJ37D0SwK5BBJaAFBOmOTO4+UqfNJuDZgNFbKeG6YeEME1sWge+awRLYFa6qKUr1UxVpAl6EfcjciKXoZW5Siaoko7rs0dyuSOJI33jK/sOJw5ns3Corp6oHlm7a2R4967bdn31cO2ttcPJIx0dR5KHqxMre+EcfoLoR3bved3u3aAjWZjkpewDTJppqHuJEhpcVVhrEkqrdausn3b5A7WJZXKy3gOXhmLdLLjK8AmjRqlQXrTf4WcvrKSgMg2gMgVuVQjdqvDMU18QfnGFoktZeIebkW2607QtBwcLg2MxtdjgrLZwqhl5ZPVwGQqn0kt2yMgGbIZgp5qtnAGGqxU/rdKfZqNBtQCI/Xb8fXcOVf510LzjS/rOJwfuedsnN/zHD2O28fk17tgv2o+2f97U1qY3zz1P9DZzW5vlc3ALhtbWprPJQKFvz28Du/kZui89wWBNi+JUqlYT67VV+2ls2U8NtaFDQ58g18zdTV7AI5Un7fx15NvsPzFVZgTkvx6npelAwB51N/VoUXKclHvBihLUWUrh6bS312EAbQN3e3l5ECSroJ+dLhcGDTTljEU2ZXgpKInKRkSRx0hRLUmVx7Bo1QvQ3a5z9ygZ6XpX/zBirLKjHohnsS1dYRBoGsXEe0+zGPVx4g2X+4fxJwIOKYS2GhvhKAEAXYZ2XlhUkqqGATRqybUCwbDVBHw8o9d6ujS5YnlCz9sirrxl1+Sa9vRNR4fHfB3azmzXSmPIWbVVy1tXT92yb2VPZfSKa6+64g27/X1pq9tpdZo9XHFn38Gg2JVYt098w6ZwX9ougnNnCI8Vei4NZkdXHyOfzHZHhzetKRSQzh9iN5IvsA1qr7qbvTLB5rto6Eo9o1aLgMtsnEXnGOMjPDh8bsrFBQvV0zr7UMjtCUfcrveFceuW28Veng2Hm/9o/4/x+W9oVrInGYGJMX3Mx9XqC8BI9TCyGpZPo7fLjvvzesFQdfWioeqqGHONVAe9m4K7HSm829FubGaqW4aHp9UFRTBdRdolT2ovNbqV9zIlqZv696rJojnqSlFwPK7zhFP2XqVbSC+wtqcmdYA1dPgZuocvpbT/UcvlPWKrM0zVJaqlMDSiphcpn90JGu5RSi7K1IEav7rnHRvWv7PnysHaVR947w86Dh+94+6Ljxw+cufdhw9f+darVqzJ2VPtqy7auyJcteZWr7vsLWTrw9dUBwarV39w3d29V/zg/e84fOTIpXe+8/CRS47efexN4k3rPMc/fIVr62t9b6ZrxkomyJXsw7Re6mEG8RsYhDDdBgaauKFV4rNcMyDZCCrLMkhbbTWsytJsZp57fv3SkuIp+4WKp2RPEJNHPhrBsAqyK04V93kLqpwvU1CFG+njemtm4EQ0ac9YhADXxiWGwoX+7s7q0Gi2mAmbx7aTmYmBPXa7Z+OtUSHKub3dur7Rwa3F/5U7jrRgxsmj5GFGD2fMMGsnIqccrfanrXcctA7Y/8ZyxwHL32+6fez45aO3Ky+0x9yn2C+SDzE6pmdRZ406Q2j/JC2Kmr5Zq40emlaDb2ixjxzX7CMHuvRWdk0vuaz24mcZRrtE1lcxm5nvLCftK1ZSuS6NgaVYATwrl+RusOxDa+ntIfgE+GhwKk2WGwm1PGPqLKGfAFEeBQW3ulQfncBxjY4bc/WJUTydiAPKG+Xl9fCZNCyM9JJFsAXuTiAcXlGT14/CYrB7wro+WmuUFqQCltnLpW5k6tAK4HShbwI5vVZoMA5/uwk/FnfI6VW1V7RAwBjRUI5HKckvK1ibzRQA73JujFNXBbHVU+BCq+Yd//zBof6C32Q1aaxtHVlXIWZzOHT2XLvDPPy57nVG/rbRIYPjAsuoEL8i22flopZwgouKSUPIkuyxxLzk3VwqyZEDHyBbsnkWfbuH2KPk6+x7QXPRekra1JcWl7YKGrmWX4gV+A8ZSd7IHi1jD6gAePhF9lmwigKzkVEa7WqAxVwRmz/STYDkpLrdWDIoTXV1rS2BtA/ZtAbMPlVN6C5Mg1TqaPBG7S8Tz7SgTmDzNZs3X9fW157trU31sex1m+DGHdla3xRwD3vHuNgvsiMwDztz6dLeMZK5rLaPkYylupa2VdDasNWCFk91nFK1K9nQaVfVhWQo1a3Ui7BqQL5MpbrNSvebYxxVW6IVvkoPGtIdA8gRc6ur48yTzR6LALLJutrHPgb/APf+hljINvaj4L+cYOoOdJw4mkepc7RTDGcxYtdH2mjAS8PUXj8OK4TDQmHGMZkUB8WtKDTMPGpNACEdPiXn6g8Eac7Vq6QcJE6QtW6UXE2zoIz2ceteKDAsgzW3Gx55XToeitnsfCTYs6E6cNsDz4phN7GkD58YjsRtI0av39vRmR28fn/5YrWPHdGRKZhLmfkgQ3vWNXxKun6hbZ3UVWwYlJuGrma/M3DPGk46a7ULFkpDWPG1EDkv6G30vPLKFfa0a2SUKXcvtLXreqVt7Zyvrq2d0tXOKZgtJm+kZyKbMQd1elPvirZ4JGoUDRZh72j3wNhgZ/eq7onKKJngHdqKbSgfibNx0p0JJ1w1jrdEuvOpzCB4S4mRQixFaXYG3v8xrRtudTYyn6fRpRO4cub2Q0+y8aefprG0b81XWCeRgN4fY2jLYilRxjZUUZqVrFvaUV4sOlDVdr5UmmYsIaNCYR1AGz2FNnYl7j/t5DFblVaWZLrpx2I6IAAkV4Ajkpmaytc+n1NMpZ12s+Z5SZgBOgvYqQiP1EKm0f2ytAOAxC27sidBG1txlSFC3Ud1v38rmj+koT3P9TSYhfrRpsUQrJgTuleX9e2pg6GeNb0mnyvh4Sx6g97qSq6PteX37reZ7JzFKTjcHxC2v3/y978O+9rybzo9d6bT6Q3FzWGXzRHq2NTVYb7sWPmqgR6PyNAeoTL5MvsoWMr1DC0lwfgctlM1UeNmgjUHRwMSS+l6aaZskMy0gyS2dsamEZwBP8xpjbQdJm3Di8E5Tkjg37j/mpufGepa7/gh+bdL9yVNZ0bYL859SFknk8TFPEvuZAzYNZ0rqj3EXkFz0lZ3rUmlGxjpUbuTEmZwPkZM8NvduB8bs+pYUeUqot6lDeDNJxsWhacWXtbDLARl6ajNgYb+8dQnFZ6asZMnfIhmu0yY7aJHpWTGTMvDqGsNbhYja1yKS2AGR9VgF6iKFhea4igJTAr3B7lQKNGW0/HupMVoGV4/GP9m0hD0Btnjg6Q3P0TpUgVdaAb9QfuRqj1I1U5mCOQsJexOxqnB8VY/UtOifqQPPf/kkn6kzj+iH6lzST/S6grzGHfgvfxGfY1Y/BozqerN3ra5O40an1KzDxh0M/sIrWcAW0eLlERlvOZiQ1AzcLSmoWFTNJdS1oBihAw4f2WD87yVDcJAdUP/ysHuyb6Vw5l416pMvDRB/mH3cN/a4W1jvasHSj3HNparx7DW7r8AF769iQszgDOrIicqL3oEhHfaOYSHd9jHRy8/Pga4UHlhEMeV53+umWQ/QvujB5kI86LaHd2usIa+NhwhmxEAmwcr1BzYASFYKtUdtG+RA0yVFCg1GIIfQXOr5JlkzkizTnqVldGiFDjZ8Ksqp9SsO25mHiVjwUa5aUVuPjX07uff36yRicxIfh7bbUx7/G6srMAjvDEdDESw4wYeNQysLJM70oyParRGk9vjC4YjS9tryCGH2p+FKAGwZeVBQ8okVU2VuWarz2p5zDTM7bnPvk5fvY42UyfrDcSYKk0YVgW6gu96X4pkvBoTSehMYnLuI0bWO/ct7KF+RfJnP0u+8Y3JTzLUP8R9a+tUWhcQMWMOEjfgZ8HyZ2n/6WyH8SzaM8SxhLCNpA9vNJJnm92zKV7EepWz/CHVlnZeiPitpTSNVFziDU3b+SS2mpQyQr0jr2xfZbI0nYspzkxN2eC/PEVjF0Ii5xJ4yHD/a5Ixf8xqt4cCpbXdfTff+7Q76Fye0Il9l/WHorZ+o+gV2zraei/f3bmXofJNVPkuM1VmjFlJYP1WUL4Rukjd5XPRS6N3vIJNdwdWgLD3grAPj4Gw944jd3pH0N8oNboM+JFGF/3Z6f5K0oBNahtOG73tVBXCxB8Bc6Q8L4/COyPKQukpyatUXqkrgjbPWzmjk0Z4qX9memCkH9bAMB7hjemx0ZVwuQKPGkZaWSCP9w8Mj61YudCziEIog16FUE9QCFWpYkp3NAMM7u6tjVNENY7RAjDs/QZF+9sE2Yyd9Z0OFWEJfzTCcp6zvIiDN5tNvmB5vC1lQsxVGU1Hw2GjV2fhdwyXayN9hdJ4eaxr+JblF98+m0PbaevLhqJslJSSwaijR2+zhLraE6leK8nEBtsjibnPnrUisUfp78gt7CfAnoYRzTpbu/ywKzxjQjfBh0swpCYPlApcg3G2bmAoruWN1LcB+9oIKN0hNQERMJZWwVLRVoagY6G6gp3R4kLD9nzMNKtRducRmdWp60yLcWNvSClW92Epjqm18RdRFbZR6ifVps1Nt/BC8EcetecjZy7vW73lol/GC9j48S9ox8er1hw7RDIdwxtYj5pY0Sg9BzXvpz0Hfa+66+BCr5A/a9dBMymLiWU6D249NFBatvsg2ff0/5S5aTKg+paZmwU8gGXn9ujTZ88t+KrnFiqi+/h/ZG5iIrPc9K6/d3RtdfCa883wrrtac3wznWOG+darmqMUK2KxQRr0eixAK6A8gPaTgRgsTa+yj8ubpH52GPF/G246QP1LQ6k8Vsc0g+ftfwJCySFUrBqjFwudsEgXy8hejnaoNMFjKtPyFMxkLUPGmx27Q9vt7aYsN5CJ7TU5AuyyFH3qpsp4dbSUwBi1VqXrdZSuEaadmXl1lA0XpTYwmkosPQHSlKU9HYNG2oseQZ2lJKdBQ6ZpFVoa2+3lzktE7fmp2NDqmkSkZktUtpbFBNlorr08AdPLBPCXIeElZ8X0lyXg7NI4f5OG/0JpGGLS2FXi1dAQFmAMzlJFbPevtjtt5W1o/b+aVWym1P574peICI7HQfx8wZASK1EoJ2Prl2nRH/BQj+68ZKShuLTLg5G4ZWm4auXhiZWHfR1DHbloZFkC/vTwxMThle8eyuWGsJXI/F1gfK6ivdXaSb/SCVVilI0TIbUnkhzGJmuEuhgEXAzaqoP26wMX3kLLGi1GAGvxTEgPxG0rY8cWKVZqWD14A3shUtl0Lg4l82bqEuOVsLgdYt1AH5xi4BaEdeibp75JSS4Cydt5bNcexXab7TztfCfy01bRQis5LEq/v1i0HS7b8Khh5Gg7ZuMtVo8YjbW1L/JA6HNl6jaXF/GXgAZeMjrqZj9G77CjYqDZQzJCG8KwTkcSsRluJwR3RbZYgWdaDS+0eHbe1pyx7mFWZaPz2kHy9/o+NhQqYptOQczl2rVmbNMpJArRudAwn/nNo+zIm/5lJG1li3Z929KOnWm97dkv2Ixp+K4ptddWTO1j242dfZFnjZyyN3CZDrZSpahsZu9Z3IwyDdTvUiBv15LWlFWM5YOX9ngomu3IV1Bndgmyu0grbRs6K0gsFeNEhaYspZDweKwtmy9iS3zZmkPPOlBbpgnlsu1vncvGMS7UFPft58Q4ztMmd+4DZ8U+WKW3LNjtEBMj+j9Dd9n4q2+FmvhTd5edtrt9UWTan6K9rAYQxAVbzP6YgsDl2sxq3v/0OTTn/j9K84WOvrIfa+z+m0Svvkxf34cpOl2O6OwPAJ8upnmSWP4MNE+9epqn/xxynlDkvO6PxmtnkR387NqrJTxRAPMFaT/3X03sfD76A3pG307hwXXAgwzTRQb/5FzAdHsn3SeHSDAHSLCEpa9y0ki3xmHw09niCcJooSQXjLNNRhWadXnKpam4DM/Kf0qeuZLYq9lTozkiWnjlwLpoudAO68cSVDqoL2GXzC3fw/lstrHLQM0L8vB354DOZRVYx1LYCeuK9uyFdWVnnBfs2usqttqt/Xe79qIGXty59/gihdvsOaqoWnV8H/w/PD5QVovHl1ikm5rjo1qpOb4r6fg8FxyfWMT+J3+q8eGaXjzEty9dwYtHqa5dHOdtsHbtjI9JMO8670hxh1O8jC33cA2GaCNrSTgpe/BxYEpTkqhx9nytrS88F9kjqB1CpYBQN9mwS4AUdchGA83xnT3P5RbB4km/NuxaVuZbMrRU2heeL+ACCjzV7DAGGsjV1F4WtWOqcmLSzDb0OpcF9JQ2UaZPA5a5aEkhSeCkbF9EB7WFLW0EZ+Alt6pPDLwcwQ7wPABs2loAj/DudNSNeYaEO6KoF4PS3pYzuCPRxJLkglv1rCKYFrUHWr3YEtVy9TwPJ8AYaHCE796u2503jfzwwUdG+q/+x1z1o5syhStOVIvvNr4H+7EJhV8ojyp4tA8fVXDvhiMXv1RQ1hzt76t5M0hKjvnxy3b4BdPZiCiRkRSt0k+BbzXdFkkZaC0uRkaCbXg/GDcqDVn9Jxs5RUfnlAh2XIHp+T9fm2A5Bii+YbW5gilahCPQzvqvoHWw85yoybLNhDcvEzc5f3th9syi+IlG6TMMOgT7DMeZVct2Gk4s12k4qXYantbZIjHqwbzyZsPYRey8DYf/GlTy+ZoOs8anzxnzxlc/5gaMOUoLBo24x/xVDR0U9HmH/jvQ1ucbOln39NljT52H3unlxp5ZRO/4q6W3orXPO+67FRV+oaFTVd4a/5vp+DuxD/k545eyxUZSWZNZGpXMRmBN5pNZWJMxZU3G8jSKmcE12bV4shFYkJ3K8uxsTV1Kq/kk9enkcmcEJu6y1bDubToQ02VfLTnOWVfnpczbzllb5yXSJYvjkiqdrqN0amNKzE3LUSpTlLroVn20dx0ltY1GkxjYeChlpD2IVEpMF41eQ07OGmnzpqKR9tCQU1GYuM0F5MgKckD36vp+L1cZfF5qPHyW1TsvLe4/C+sR5j7Gz06z/YyZYWgmH1P6XIa777nnMrPPtT0H/2bHnpttm4V/eEllLTv/BPswi/v4Y0yWOa4+mTHZpCDdF55Ttu3rZhFHt+GTfIEqHbhWsFjChQC5TXiC0wlOk/KYD4tDNhiRRklBabgdEh43WTyMH6Vo4SlD6qZ8ZbOC0qcgU8UqSaKEXVrVktl9lXdMjpaqqerleyt3bVy/YiQ6snNXiqzMla/ekMqOl8aOb5isEO59N69Y49subp36i0/ctGJN6pD30Jq3TI2SF/xXd7/jdOHE9e+5bAhjUbS3L+iHJEjNK+ju297q7pv9n9vdF83BhTv8/gBswivo8qvZ8fT/X2kIzjZ3YRqSLFinV0BE9sGn1d6eC3TMvRI6drTomP8fLIuKqbwwKT+v2MtXSEzM/6m0vA5oWWB6MXJ3YWpK+aJULTfaFNOA1K01qYv9GXFDVg6sAGDYTjjtBp3X9/8imoNdlo1xeM056gaewx053Z2Co+4WPbVXzZHlLNSF2fO1s8zUK+HTD5f6a0o/aJB9P9jvV9ARWtnK93+pIzRGbZbtCv2vWHl7oc7QV9L45g/pM8rxmSpJ5sOLvHPvEu+84QzS50z5y9i0Q3KXGpYkDaRZ1N2DEfqQw1Zo8p9PfWWJJ9V8TpAHnxPkpkc/PSY9rWcGeZpelNni9viTS7zRJPZQ5SO1pY/PYZvb42kf8Myixy4M85dbhoEq1szrbvrLt9pKNm6k0285fuPGKQt9zEeHjWb1Vm7YftU97ATQ5K8XnvNB+46yJvYHzCjzOfXZhm1AhZFWu79eddfkGEA4GrsNK6HBHkCwFuX5oRZe8mOvzZweFmpR9utn5fGl3UltuJ+Xm5H7zaelPtp+o6+/2X5DOaPrytkFsD+UShcQoeSEhtHTVqHtOXvowx/9gizSp72wIzSpLPe2wectftppYKFhqUOpy1Q2tmEDCbWtQPc5rXCqNINkJjayqKFp5w8mNkYDfE9/LDtkFy/ZPDSh9MUp5rqwL86uNeL292Ty5mh0cZ9TsnpisHqtJhMTk9FORzg5trOzbUmTnP5t+o3lrXOn57668XjHCezWjf2k2e/R/VHtuPIu2FEaXCWaFlWbSuf+tE2lcVtN2ytuLY0o5mXaS18EMOb8LabJ3zyt+FhIg+dfOQ0yf1YaZAQp/cppACjk5Vpsg066QJvteQo+lspBxyujQb5Fg8L/ZRoggngZMgwqEOLClFDipyotnqG0qDI/fTladBUbOcX/7srRLZlp8L8ruS7wv9sU/7utgvfbCuh/9zaphgUvmMWuKv53lUcY1yio9QUlufbHEFVOY9NEX02q4tMVpbxjxMhp7aB+4m2Y4JYKAm3dmgiDxmrRXHgVDd3P9eVfhvC953j0F1iR/iU+vcKHBuVDkakxf/9ynCgUpd5yo10BcWWACX2LiY0RnQ4AcR283AWnPXBqKMn9fxSZMyqZOyiZuxzTWiAxNRFCXW931S681fOVkXo5IPYyxF5/FhK7AKnXLAZgTVqfprQugNR/4+VonS/KJXipFpXu771nUXpRWKkCV0oM+I+UaSS2jPto5UonPtNbC/Jsjbe15xX7LOu52rIyLVdLcCudzWUWdcd/BVRXmxZjzRJgm5ej+ZXDu4eHCnlPpjeT6b0AwQd3Dw/vHnpLbzoTCGaonmHnX2KvIz8Ar7nMDGDnRNqnKl5GdRKnGRmlW5WjLHOAAPsAHtJthZwZFckgpXg7ULydl4sg0AB4cKdDBTEQC+dsUa7QW7Qmxq2nDwSTi+34yACTLU0L8f1CXZfENuRytYLt1BxxpciLyyGhGd7tj0STXRWVfikFqdhJgmKYnnP7z2daxMSGazaSarajZ0nYoh8PpfmLb9yz0zU13upMv/eSXdnLpoo9u8erKzjdwT3EorSp33dfcDDkHOKnBjeNjy9qV79r/frqypHObNgfs1T3Yuf68H7wHwzzMfrsBDdoipuV3U31PLp8bcojFPxEeSpXa79TJ20VjW0RUks2O6FqSHlwP6nGRTfx6oVpg9lCHx2HpRJtebq4zS6lT04csF8j5IlmcxfY2KQ573MZDOeUAwWWeVLDkm1Q5M5zn9ugUZ45APYbnzmQZI4u/9QBKVZsPaBq6YMH0uqDB56kDx6IxZNqpweHM1E75+kDcgxbaCReyVMIEKSd90kEPoBn530aAXnr04w6r6+05nXJeeYVf7l5PaHMa2Fa8WWmFcdpxV7JtNADPO+0DgLiOu+0vqziLZzXA+q8MsylF5hX23Lzaj+LX2llYtPArxRdwH/szNSq6/NOzqDgqAvND1CUls7v42C7cX5ZpsLccZ4ZthelchnzF2iyCyXaeHRhutixIgN2OtOaudSB6q3LqHQijVtxU5y3Rh/d6MbWqAGHrAvXVFoUyufS4hXQYDnDe16CcGeZ3PMLtGtpkF7p3T8HMuBgPMyVF+7dD943PrT4Qk37adIC2/TXrQ6lYbnBqmxaZAS1Tb/sZNVnAS/Trh9LNZb06c9gYvDsFv1k1dPNsZNb1LFffuGxu17F2OkjBpYbuYul2YNlR07LVZc8YQDzgmeP/G0Ye6HjXkXH7Xs5muO4/S8z7sACzX21Vz9ydbUtGfxqNTm4zPhV/wTnsAvWloMJMml89uSFn/ogpcr44AdcYFHaaunCz36w85IL15hPaWyDrQISsNww16PHwjWrw4MVtAq8NSC8lc2m2it4HsRyNfVLZl47q7DpHBL88+IVpPQJ/xr7TeBkGjUo7esW0szWBbbZYM6m7M6jjcOTynO1Ubv4dRQWYcLPzSlTi/oFx+Nak553ilRn4CNj6y43gxy0ijgx3lFb6CUupjE/VSTDhOas+MW7b2mPG8/U2JFIUBTvtL0psVF7/eAN9qv3vOPyjXu3VfJje9yh4OTBx2/bv0FXy/emymVXkN9RSOQ/Mff8Y9hz/J3XrF/F3avkBGivefBFk0wPmXgV3eYB3zSyilfamUXedqbAKy1nO8ErzSg6OFPG+5k8gsnqWa3pUwCIetQ9hOdvVI8bwfP/T3PXGtzGdZ3v3QWweBDv9/slPAiQBAiQBCGR1JsSJUWmZMl6UPJDtSJbTl0/MpHj2OmP2hmncepJIzmOM1PnR0aecTI1FoBcW5NxNB170jqJO1FUTSfpTDNxldhtnJlWmjZqa7L3nLsLAgRISkqd6Z/F7oLg3j333nPPOfec74PN4gH+pwMFKEkEQ3/894tgP8Y6SJspc6zgpt4bzwEPqmyKoAdG5LiD/cFN4dd3+7krINqnunetV8K4Fybb3Fw2TRHvnukkqA8PA7ZdF+I900NI2tINeh9VSsMbJk0ghCO3VR0uBwC4L7Qi/j3YZ70w8Hcy3d+Ng0/Pv6m295et9h7s1d7gjbQXXA2ooA52tDqosXPE2eVbDQq/V6u/yvR+d6v/5803u+UcI3PLtTveq90Jpd1NkHOUN1wOR6q30HTQ+L1an+OKv+cL4J4WtP9nTBeYMVvr673af9P5WYtvGmi56bDNpbx3Iy5BevRi0pbsYp7hOZNd4w1lFSlEUzdMt9A9q3oJons69RiK3vY5pEHZvMXWRDPmPA4CK0y3dBKF2kAZynFdCHpGIWC0KAAl3xHQ7pW3r/WXapKNJ4UU0McGKqiGxoRBBlmCrI/MwA2/fS+7stf7V5eYlD3efnopdtwTZJPwtuBgZ2bmA68lgCwhYd1xG56RuwCI91iL7AHArpqlBOgYQShvKkEZsoLVpW3FQGxKAdcTwsz8t+JD8RjArLKPIrVUq6d9MXYep3cPwT11jtXYHEtiZVsKLEMrMrarvRBcZKX06DDLFOhqTDqeb+WBDU2HC1EtzzGzSoOsLzWTQ5YwhSQGFqLdhTmlDWLypXhMTdYZ2lZmJYdEt5hC4gThK0TYGRD4cGIkNDa5Z/t9qcy4f3TTrOtSMLPlWL83vfWYA4Tt2ufYVznBBG47YD9QPV4ZoreFXvjQe+bByQSsyYizz/QI5Dtcu0mkfTaQMAPiFsD2cx8v2P45wRBJpXFS2+yyL1NtIe7TCK4jcgos2cwNgu0HQdGtALg/w72LlUH3wdvolPfVm5V3+v+rvJsg75a4093iToO4UzfKbQBr4gri/gp3iVYWN7hIHfLOk9/eirwHbkneg7+P8Z3jAq/7Mv2Iy+iQndnq7yJ0WM1XkHu25c2tKnpc47nsm0reSvRmpd8rjWW1rmhLbunulZrZVhsFd7DI/qJYaE99+Tg6ChDBYEclb5cFA+CCMbes5uPpLDg5boH1Y6zHsrtCj1WWJl2u1nU/WRLX4dwNbP4kSYY8twJ7A64F2YKKEvCxEjjUUvbamhukcYDctlWpHOgxplFW5XMQLim1M8ifxWQS4PXumN8T7sHYhxysSj4z83rUce0DXC903xOXZav2A7W0fT299tcdbH5MZt4LUF9t9BqwvhqOQTym4Vhnd9ryrph40tWakbmZgsHo8QbTrcoC4AFsu6HIFsICCB6tUmu12D2XJdc6g3SAAwfXL0uvJW42BiIV439NzfUi2BKV8dREu7YCiAvLjyimecfK4ODD/B8u4b5c6jLPYOa7RCNsAlf/LwecnEvZIYu3VsC90BFH3R/yYSzsd2ASIT3m7OpDUr8kgLTq8BQjnXOX8pgs/QVxkHtWjKvRmnOV0KBrlZBmzxhZRzysK/5FKNQ10bcxd+xHSuaYq0dNppc1xaSCFnJAGgCJ4GQFKjTN1M+vYepizcW5UUXtdTYKOqqXXLaGzWVll0441tlXncSo7Dac2apQmQPUuc62yhy8dnVkLPq8uG1OmHB4paTRLmvtSoqZwMx1NcuMGfEi1kmGNtgGp90nSsaNVzfasse9X5i45MgUk2mt9cNMrkoFnmT3w0r/tvl3bY+9pvDH/Cddw3RNiPygjcEctIuC94wUqTVtATFSfZxPXcG0mTp3dQSFInAia70Ng1MBW4MGBCYRs61hMIOA+uAI94Nwv86ObaKh1Tr7Hs4MEMHSG/rMnAqJkwwLHTcUhjAg7hM1PGFTZQkT7Q2j0xfCtU5s0c1XvEujVpLlxASqmeG7nE/2K8yjjvBtdPMoTSP56PXh5MYfjAWBf3SH+84zeY7DcE38tfAKszVK5B1Sj4Kk/ExSCOWfZSd+jCH4Q2w0AdQilvBiKUABankR29JiMuSbVl8CAJmtkKDHSyqUOgo3zTddPKbgsskOU3tR7yJDBlZVuJkW2WDUW7RWrz8aSwyAg+0EfxDIlIFlzhyK8CppYP2TfcAmRVyxFLJJsVHYkBzOAW4UKJgNlWWALRZ531tVGf17Zu5+7EvjLvp4uGjsAXFxr3Xu1Ke/2laZQcUTzcnbPv9oZ83t/nsWizIeacWchAv0PRIhOVKGXTAf2HMhrLpEICGQdUJxjwEBBtIeQXEjyK0c1X4AmC4pzg2R43CrQ4rLDJC2KajN0YQ4SRpb5occTZ3e6ctzaj7Z7YHhlHXibr5J5/YEoql8ezbE8nv4i3ELrboxBr7zyYF9hwqVP/sTsVrcdvDovXeld9z7iaN3lAc2HCkPbpijM4fvD3sGd4MXffRohW+DTUzvLRyenT2xb3oXRi/SLb55gRgWrgmC+E0yQtaRF0m9DOIAGpaAwPfraW0CoU45mUFNQLQ0lSrcAMVJ7LRoq4UhDM1Rl4C2PswHFtAdeMGi16AB5AYMkA0GnSuQGCyPVtaCkIr2RjQ2xCHudWWVvaBBveEiJkjwCCoMHCWCMKTPtPEWtPEXCpy7IJlwloHqIGmIjxiNa0d3HxU1Rq1D55PCmrndX3zw0O7YgKYvN7j1UCJVFgSNMDv9wqnjXxyfeHTszzcmXnrUHJ7dZHCYLXqzrk9jFQrbxuc+G37hDxzO3ePxottHqUDT2yeOPC5+58tf5rYVcDmeZvoOZPjZHmyOsKc6XkZJ9uR0nFQ4HZvA6TjKR05TH06NrYPzguMc0DqitJYSO8qjEAKrrK3eHMWjIqAbZ3p8hkvnJggfhTdAOqKSV/5p5GAZIt9fLbMc6hgHMeUJDKhsCWEwQ5flONNn8Zar1ALA/Fhyz+V4iPWFKNiDMY41LzsdPLffYITc/hVz03s5Oz1z1Z9cSkexUt76611YAr9ihwmlFn6LYokg9iEaIEazCgohwsqLWBCiFkLOvDaeyEYONC5LolqWW6FJK00ypU1V7BYYI36J/sNvPYmRCP2uYT5DI5bscOJdPhr6hWnznd/IffRd86lz4jdxMgjIHfdXbC4MMG178AbY48BjLpZB3YI67eCQk60DrB+YreuFfpAH2ZosF0o3TSGnDPabYJJ7mL/fKoRywr/y+U8XXl04IJSFb5MUYHwDkj6QukjhMlKaysZAqaQiVCWhC9KFFqHFj65+u5UXb7ogR3XXa/4LWnbVkHRQKmCEI1uAGoGoHypX4Hh+6gv/fgBJpSJwWWfHdkdBZ/JHVBxdg04ymvyBcBuMrlJcIWGS/HqaHC0zV6nFDg8EtmU3kxUvndwzPFcctucfPGXpy+d3fCLRv3bbcNFm/YuXfcP53EMjgcjn8qGq/54DPxveOXl7cjLszoe32/bvmx3+yivjlSk/2POnhQSV2XjQkTxgpwPMqgqfLnESO85SoIfOp0RFn+X78qd58AbA1Hk9LiWvs//39/j/sgSgpjv/mab9n+mUohtlALzOe1X4Oe829r9koUL/Tnib2ADj21po6hGWva5Hd0LPDKuawBSQXYWBhQXNoaCIMztQKd/BrRRZzNLsQHXUlLHMzpwSXrK7dcZ4JD60Yws857owQ+8X3iAGeI4escQdHEsctwKMuMDqcB9A+YCloYPG5nrM40skvW7hZCvWL5CLwhB9RdQSPbGTnYBSLvcxvWpXEuw4g4MK0NLN4GAEfldR4vZuHxI4aEk7gUNbCuZFnmPpTkOOpfCHh6emDq9XMykpmVvIEmA1tpJRUhcRE7kA8bK0hpMzMPHpeHIfUC/IBjZQa31gXMsE6bK8zGBU5FkB73OuNJjf6fcIMaM/uPfF7O3R8U1Oj6YkgSyfEybpT4W32BvP4R6Llu+2mRCuzMT8voZFC3RvAjfvBEzYFBAn3oEtWQSQkxZBy0AgEmwhCSau37v2yZ7r2hNr30UWyKtCQqgiR4DE2TggL0AdnEwdGJaOb4RNfvWZI2+sP/fAv8EIh0ANXXifXKS/olbkeVR2juKavPIBlAMK0UCGKWpfH71qujg5Cb/7kFwU/+kGf+fsE3/Zx39Hpul58h/C3xIL09cQx9BhuQ9l02Gx2+o6hMvVGZhXbYP30PWpUwsmQpiWFXU7/XT+oQ1SfyScpB/d/akT2wWzOdi/BudamT3nPfYcMzxHg8PDo0DEC5ebJv4cwQTPEXQKXD9Tn3bOtO0cm6RJUPWopsrsIbm1yafp+U9u0+AjIvd8isngewtHyB+Rk/wZAs7nZZ+hVZ+hF5RnSGOjyRbcsbRReZGnv3VixmwJZpPwCNbPTF70AsorTO4EidWCZUVoNXdJ2XTvlpvC46Dwf9TdoGKI28caARvyVgAcEUQEuu+DjUxrtVu4leVk/Q6e5SLhRLvUo+x0WqN0gADyp99B+Yeg3Q7UxF7ebj2iyvbsB+BTYF0OwO/whS0AX9hcBk5hgjSRlhBuwAI5oSlQ7e4s9arc0XcvPbQRm/xURye2To89wGwJ1p90HPszCOylQqFmKyudinyCod79qrbZr7TZj212sjaH1Q6XTf5qV5eXew+AVkvbRoJ6xppJNGRo4Y/pgvAuOzMyHejiIxwy9ylvKxDsuYHRQ/W3PagMNOA06y1W7jRDUCEIEGIiO5WSXmbOSEO3PSN+rZCdsRg/d9dEZIPFJZ7ZsJe+N5i1JT96h7589uz8IVHctevZiC07iHgy0sKVhSeUthjYGHURP/N8k2QXtsjfapG3BAwWydbIjZdUJmOlXaY+p4vjhchWMH51jobNHo5wcmZoqpMfyl4JD7y9YqvlwVnWchM037PJYpzw326xzVqc4pmNe+9svchJeA/6Mhznnc8+u4u+cvbsyzF4FWG67aUoeZ68x2xKDV8/Dbh+Snz9lDrWT4mvn9KS9ZPNl8Tz+yfW7d//GB1/bN++iXV38NjA2MJ/i9vJI7h+BtgIq0tgRdv85bLC8yGbXMx2g7st4o9gG/EHgMIDXJ2FX1lssI40vZwNJIQtGFOX0jVdJ2MKP0hO+czzzzDShSTajtCvpLRwTfM8szGBeyDMbKkK2Ur2kF8rbA9ILLO5LA+JSLQFxAMY2QeK46bJ1a8x54HWqZkYgdPa7jKEPGoTpTa6rhzHWPVx1gu4kjDxDHLL4GrABlgkzRS/Ys7/OLua5lfTSOHVXI9XyNvlg4QvjckOZnyJmfH1RD8iUKXsNVtV3jXNpuDmCczjh1ykyMD4NIw2l72RKq3fhRnTI6AHYegF7LKvB9cGoNCLLh5DghASXZL2sfiNdtlvSqXxucr6MjtMbUJk+nXjw7FMZTieoQ/zr6qHK1NbxotxfrNYHj+s3NwKN+ALevrk3rmdm+67fW7H/F8CRD196uD2/ccPzdwx//X7987tYN8c2VE+NIO39t+3b8kdGN9mspn8FPk/PES1ZAVOmqLHUdTBEvc3Ki8c8IaQ7y/5nbb9d5kOEpHNLdoQ9ltmtNBnhJcgQsa9R3TG2wyFJJPvL1Ao8FJob36GPif8UHiejcABqgPrqx5JZststvRxZgtDOJbJrWG6hdnSOkcgkVrjLQMxDNCJOH3Muae2JuFen1hS6hfb7DFzG6AvEnbpjcyLNWOY02ziUP3AoSXyX4g2qP1U+JDqaSz9S2fZL/JpOM0Dp3C6xdoAfxPCHdgQMJ6ES/V4CDdho2xdgIBeHhzh/irS0de9Pl5CRthq/Jre7AnFebmO1S4HB9iYpA4Z2Mx5ICBZoEnOEDfKPOgKu+OFg8IaNyolM8rZZ64EdNJI+vHMiF73/ie3bL03FnsgcsRzMHo4KuzZujWru6zxeDSXddkhb1+zYfZqfwzXl37zm0vw+WPUhU9Qs/A23dZu5yU1KvluW/dBGtETzO8wr12Lv4PDFXqF/Y4M2+N2OJ8PsjUW6r6Twj+SAllLfkLqSdCAESAyg3DokFr+LXt8sPci92s+qEmlugdZqzxmA9SFN8sa4tRwustUqwStqFT4xUpAZtleBF7zDFlquQuy0QQBGcXZNTI3N2dr9Oc8iIWtM+YQC5v5r57+XBv7RYppC6ctCWkb8liRqYiIH+tIklhfUeu3N/QhjEnXPDysoVaDS+tpq+ggg5wlS1PBRSQGpC2XK60Ugm+mu3yPbE8WA9691fjZJ9v2h97PekZnd/mEYtTricU83mirDlyKRz//pTVeV0izOfVWcP5P7frFBP75f35x58PiMfaLgVi0VXsfY75DESoswwrOZ63Qqr3PFaDoL8Pu2QoIIBXF7C3Qxx2CzTDB5lXBnp/63tUTeDtuqyUuyC7L9ZqzXdx5WyOXz4C4X2PXrngivwh5weQOdzK5fAfkheyJAnJqOLkGY5G5AmyZ6ANVrP9g4gZ+5DWparfYoehPWipw7Ad3ksu9Q9hZ71NBo3Cc76Nst989PMxE/+xpLu5OIXsCI+Z5QyWAGyvBg/RftGNM5EPzV5iQyf8ChZJNPAB42mNgZGBgYGJg6Dxk4RPPb/OVQZ75BVCE4Rxz8hcY/V/uvwjLNOYrQHUcILUMDABWjwx5eNpjYGRgYL7yX4iBgeXkf7n/8izTGFL+v2VABi8AsigIxAAAeNptk0FIVFEUhv9zrosihih1wpTRmsC0Kckhq4U5IhiRFUgQVMzGNrOSWgRBi4pWQkkYEbRwIVIUFS4CMcgWUs2yiCAkaGq0sShpGKMMOf33UjGIDz7Oe/ede985/3+eRBEuOUR4L71IyUEkdA4pTaDaHUWrPkUV7iIhIzgiI/ZESuhznTgvUXsuHdjAfRslZ9eYX0t6NWGfGYWAONJAtpP1pI57WqTD3vOMi/4cH2UWafcAPZq2Me2xvJ5Ekw4zbraCLNms3kSjvrC87LE5mbQ3eto+SNHybr/N6D3L6RTzY8yfwlY9bh+1Bqt1F7ZxX0oPo95dQlL32n1tRT3r+ySj2Ck5xGXUXrsCsuwJ5JFGsE5+o0YGsFbXoFrukC2WYX85bWSv9dgkEbugypxKxF1L6K1BfiCqFfZYwfWr7PGMzVPThDYhJs/sp2Z5/jt7KdM2KONWZL+d/N40Y4r9H6Pu7TynmbV90bSP0PC+hAoy4i6jizVFZAKRoJl/LuGWHEBt8KLfvks/hGtLGre3kqcnUfpVQjvXd8s59jVhi64PycAp5s6iLui9Ai5jV4IH1L+coH8ZwaN/+i+DdQ0xNgcPyvEeVNGjfZbxeq/IMPsfwKqgfzle/3JK1P2v/ssJunhf6EE53gPvVfDCn8E5kkorunnW/Y35nB3v3/9ZoV+MD/mt62ScjJFf5BU5QQYJ31vBFewrsugmSWRtUobQTZIyxPsSdjBnhvN4gzPXVpFFKxYQwYIt4rbFXBvOhppn+N94bbos8weDchT+AAAAAAAAAAAAAABCAH4AxgHeAooDLANSA5ADzgQuBHAEqATIBPYFDgVeBbYGIga2BxoHiAfmCBQImgj2CUQJoAmyCdYJ6ApuCzILmgwkDIoM9g2oDkYOzg9qD7IP+hB8ENwRXhHSEiQSnhMUE+wUgBTgFXwVyBY0FooW+hc8F3IXiBfEF+gYBBgmGJwZFBlWGfgaVhrMG3QcLhyaHSodqh4KHugfmB/iIHAg/CFKIcQiNCLkI0wjuiQaJJglBCViJX4l2iaAJsAnpCf8KGwo/ikkKdgqFCq+K0QrYCuKLGwsiizQLSAthi4gLj4u2i8aL0QvpjAAMFAwbjEkMd4y7DNsM9o0SDS6NWY2CDaoN4g4JDjeOZg6WjtEO5Q75Dw4PLo9Tj4GPmA+vj8eP7JAOkBUQM5BcEIUQrpDkkQIRJJFTkXQRlJG2EecSFJJDEmySjJKnksKS3pMDExqTMZNKE2sTh5PEE9oT8RQJFCyUTJRdlHoUqBTWFQWVPhVglYgVtZXJle4WExY/lmOWjBavltqW7ZcMFy+XOZdDF1AXWxdsF3mXjJeVl5yXo5ewl70XyZfgl/cYDBgdmDgYQxhYmJQYmxiimKkY2ZjgmOOZFBk/gAAAAEAAADoAFIABwAAAAAAAgABAAIAFgAAAQABkAAAAAB42sVUTW/TQBCdpE6BC0IcCkerF4oUUBJAouUEUSWC6KUgRRztxKlXTZzIdqjKJRw48AsQvwjBv+LN23E+IEWCC41293lmdubNR1dEbsk3qYn+re91nh7vEHkcyN4S7+K8A20tuAFFKncN1yQIPhquQ/PJ8M4aDmBT4YbcDD4b3pV68MXwNfkQfDV8XY4atw1/l73Ga8M/pNWIF900ysskD3tlNHaDsJ/Eo2lWLuRABnJfQunKVGZyKbk4OZNUSsjacihPsR4QHUpHmpC+gEUpBVYuiUQygawnGfw8pL5LWUxPQ/hKKD2R59CH8g5x5jgj3g4RKSGKETuEdQ5NBt8J7oZgpNoJPBX4OdzNIJ1jH1Kjfsb4bWc1A55yd5CVjLDKr8BXCb36K4zlwKqgeAI8hPXIvgvYxYjlYJWAQXVHT+XQJJuMvHPyd8bH4d6cOWnElOfjKzh3odfalJbfAXbtz1uwmPFmG2tKf8olo2zEyvicKg7rkbq84euQ/5U3xbl5vWRN1c8M0oK2VbQL5pKaL1+BKvsBTt+7Z8uuvOd0aJWaxjXiPUWOkTNYlVbt0GRj4BHtHBlG9B3aXFSz4LvoyEB1I+veAL6vrpWP/3tP7tmk6GQq4wn7c77kpBzOyfaC/PzMD6kpGDmlThnGnBX9+pWzzvRq4px52JbJZl83p2Wzr6tMj/C1j9x6sHiDdSrH+H88oYeXQKeQHWNf5eQ7eGYznNhEb6+D5/Wnd2Efa8HVwd7ii6Ln4j9y+vd3rM/3qqpuaLn0jc0r9HJMaYv7E1S/jXdU9w4kHcjb8ugnaqoEVAB42m3P1WsVAABG8d+uMXt2d7fX7pybs2Z3tzNmzu6ps1EEfVIsBBU7sbsTu7s7X/X+AX5wHg+cTwBp+Rurlv/tXYgwAckkl0JK4VJJLU3ISSe9DCJklElmWWSVTXY55JRLbnnklU9+BRRUSGFFFFVMcSWUVEppZZRVTnkVBFVUSWVVVFVNdTXUDLXUVkdd9dTXQEONRGosSrQmYjTVTHMttBSrldbaaKud9jroqJPOuuiqm+566KmX3vpYb7Y5jlgR+jPXEgutsskGCzyQaLkfflpspXlOeeK71Tb77Zc/1tnqgnO26aufpfq7ZIDzLrrmsiuuem+gm667YbtBvlnmjltuG+yjz+YbIs5Qww0Tb40RRhlptDESjDXOeB9MMMlEk001xQFrTTfNDDN98sVBd73w0g47vfLaIW+8tdE9zz30yGPP3PfULrvts99pe+x1xiwnJdnirKOOOWyRr2EBx50IT4iPiwoGg/8A6nRxP3ja28H4v3UDYy+D9waOgIiNjIx9kRvd2LQjFDcIRHpvEAkCMhoiZTewacdEMGxgVnDdwKztsoFFwXUTcziTNojDuIEVKsoOFGWdzKS9kdmtDMhlA3LZU+BcDgXXXQys9f8Z4CKcQAUcmjBu5AYRbQARISnsAAFR3bN0AAA=') 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3PPfIRC0UiUfimVsO7b3uY3Xic4yce0d928Rq682OdGzJ9ku37fj09duOs3nmZl7nLfwnuV7ufq5eRDkbAScaizghI2zRegon6YdJ+lP4nj9iAiArFFPg+J0GUIVSUY6fVELgykJMFbpgvpYu/K4F52sRZQ/6vAxoSBk+9oRAHQQx1Un9mQA2XRG7QF+cktKZg1e/Q87UVJ2OEvBSzD0ZKrOX82ZtoCAJ3shlYnZfLBOprV0zFkqYnZNrl1cDEU80lj22Z/d1T+/Y/ch7t195NJwyHravH6ou060k44OVCes1QiYysHHn6hvShs3Lz7tmNei/f+YnfD//DOxHG3cRRzUOLZi+rFjAgoGJ4qjOcSYT00TTSdlaUowgAk2pbqQ2ywgWpW4yUkvGqZpoNDFNBDgJkyY26qkrhNoz9MtlyU9W777yymt+9KMXNpAnmjvP/f73zyVetk7VmTd4G+zhKHcLVw/TdYIdaQy310mCUTZcVEcbXiEswfp4AZ0IXhyDIOJQAeKLJxU3GD+3iO+6nVQf6aoFYHniqK0ijE2noRt4Si94w+1lkgM12SsxNL9wcaS4O+5WtRDRRS5u9SdcwZFNF24cHiF3N78xPnDwxsfft3n/FYEOw5W6TaNL1wnk/IN/4Tm8bf+ty9HmFGd+w3cCRnAAwtrH1UWcoQcweqiomI3MfRtB2xLUfTthdzlFxQ/jtcG4k/Dqd4JDM4tGcGiyTaIz4JQQ4kgOBC2bJfCostYh68GvS7Ku5dczAjHMGbdrdkougRT/+cu5PTc4127cdt2DR66687Zlo6XRlSODvYSQ+IlfkNVa441Hysd2Hr7n4/dec/22tau2+C1hEdbqnJl/4vOwVibAAdTeNowmzoH2nFDd4HAxzHQmJlgME7UoJlhEuhIm3O56GD0x0sgBDVfcDciNxA3nkB83v3gpmWj+2E7+7q/HTz0W4jdeSPFpbua/+CD/PHj/CCBUkKCEEvTqVVia0YPwcvSWLgSfuCOjcOGiaBxxiRzA9wTAoRjKRLUMh6YAh0resJVqQQZAwwuc1iyEE9SWz4OZC0U4D1vm7rzkvZfsPHrtB++67rLbrz2n1j9+3oHRjpXr+oaKuf6p67I9h7ce2n3OwXLfDdsuu3zn2IahYmV5doCYC8uivaury2osts3N/BWfAJsswRw3cswdhTCOKypuVI4onZ8DlMPBlEMPyhGDVweIlCErP8QYdlAImI3bzkLvkKTouRpTCNWOZqr91VmU3JrDA9ddcesPXw52H+9fM7nt6tvXLMt1m5fVSuPks5fd+cD1j781NmE879HM9Vev2+TpK+y+dDsd807w7b8jv6Dx1dB8724DhNaQVO/uwLHL5lJDx1IdQutKcbZ8vBrQiHgFFzsLSwqt/4O3LyTihQLZCD5/ogD3XQY4qAn3tXNe7hKu7sR7eem9FkFFPjBuJ2Wx1LBSWCG7SnU9hUd6gEeyVaQBMF+kMuX1sNFMDi9uNKukOD0oyzPCJoc62GWHh90d0Vzv/s1BOuCbXYeNbRDFZ9io0c7dzHn5E/woB8DWWelw24j7Zn6sOUC+QTTrfnX+Sy9th7kd4x7nv04+B1pv4AKIuCiyREiDWmAEwK9irLi7A/4c41ed+iy/6vENG765ceOCe1Qr3aSic99MvtEc4Me821966fxfrcN1S868SV4AXfNwCe5SllloBGZzU4oE1lfSoPWVXLidk0XZe7IRpks2ZQ57IYgx0SSAHBYRvFJdpFvNy6JdkzSlkQIxurEkiOoUvWmuEmLUj4qXJwbUxLZuwnVy1/r9N35v/IPLRzTdBlsyc14+GuvqjoW7+JHCkv0b/3TZjjtL1w8tvZLEm+loV3c8glktnNOamQOaLXyDGwS79GWu7sMIIVhWlkKM34nX1SKGr4jJxbKSMkwrI4ZpOV9UtBjATNLNVQRFKIqok40hM0XsQ6KShd8gTkuDsq6g+aOXRh//9XHMFgnymCgvOaFETW/KkRPcVCQ6tgSTQ6R9JS8JECU7JDmWmLRW0RfKlypVKhNrCWTSV4GAf+mI5HjRwDnj2SLG/LJPAldErY8qKoEkExWGCaqjpFzyVst6O9G75+xeg/qbF76WSXe4yqUxksFdveYDN372Qy/0pw71nrtmvH+ymtpbKZSkZUZnyui0d2XGP/y+Pztw3Zcevfkmx0ce+MTVl5PMyu5CKmU1DG9+/Vu3HpUfuHLzwMT6teet2r2qtz/gdW/6ZNonuMobrz32Z7uvfP7Jr67Kbrvy0mcvGfvLCv8eXIOZ1+HH4/yzYA1c3DhDljQ00k3X9SaxVCpR9WrYHBymVmwItt1FzJ9woEWIrXUgEY0DdMgFMkhWqs6y00shbSaJ8b2znLEM//TQq0PNX48Zhn8wbB7Ty9t7TfzhUx8y9/bqbZ/8C5uhl6TfQJ8BMIJfB37KASg3zd3N8j6KW4OhYt2IWp6Ca32pEQ04jDCaKI4mQwNZ9MBhGKuTxrIAdmSuhC4Zc5t2+CyBzgRAMOqGkkDfbHUHmNl1MM8SgPjADjYk6lBsVprpqWvNuhrDtwDQi6QSL7XhXYZ5lVkcCFfhIVEcIl3/9MB5O2++8WBC2Lb+z9Ihk2Pd6nutoV6dyLsFXe/j16XJ1tU799X4JSvexw+SsaVX8SwnATHOdtjfEbSONIXjAIzrCOB8HB7AU1oa7MB7VhpVWI24y5mHwQnaaVJLNpYUrwVlRP2MB1yKog3gNB0BhuStNJVAgQdublRZrztZJKh7VCXH+DLi2UyBdB7c+fi+A6udQmf64I3vP+JP2f0r9112+Jx128i5j++5oOMTl0r2P7vtjodN9uufS3UXn6B7GtfwL2AN7WCpLuTqdpyJCLaJXqBW0XX0aNQLPW5lL11CEWYhsq1ssXFBlpjmFJGw9fHAemgsaOX1DoqXZlcF9xwsSbkkiXkSHhHFEZJ6/gs3bnhs0+AvfzmIoneKul7lifpFYwPEhwiW0HH2wzjD3Emm9YoPxsS1RqnmBIIgeIpXQPHZBQy4bjPghzYzRB6ClzOAJgqAa7wCvusF69sCuRIuUYROzgeTs4F++qh+cjTXIvtExQVrJpUwE4/BFyhsEJYtZMHgRTZRnYVrTBlZppUofOR0wYpaQD9ZboiGY6qAAAtraopNgN+0c8WDq5t0l8dImV5J9IpJ6beTdttf3iKYh4bMwi2/sEnL2mq6zfbvwspfrBSab4mXTKG8QCV5EeQVBGnVPRTLQfwLjpnQoBPEQy84zDtSVGnQgngko4eAeCQQj0SDD0kA8RglCjstKJ5QUfYzjGQo1R1+qu5u+I4fQ9glfpSUg2ZvZUupYWNisrFAVgMyCSPkFjBEoLG95KVCUQweFh9wkhxUAet8KbjbcXeA/Pdyu+3LdzAp3CFNNv9xWBT5y3v/fJftTduq6VW2aVAeJhiQA+Yi6hCfxrjHuHoE5SAZ1EyEBS4sGhryQ/Tf8HgjaDI9ICZ/ichxulUFmKhAlZyGqLpSPURNVsgPc3aG8NIJux1jVwOsvKGoJHDVYYbwT0dQ+w2SbMKZRlji1YMzVCxeDCyE2txgYuHGrlaoNtgJDVezf/ns3itWOe2ZriM333a1mBFXk9SgeM2lj3+VbH70i/FPXuIQH7r1joc1fy3g5IXpzq+xuA+mzP8/0IMk93HVW/iZt/AFE+gtcJPIUpnuE5PoxNqENUr3iBUhf4ruhhhIwVKqx6iwYkkT2q26JjZ3b8REXFvYM4oH4ncPxpVLPH7UhlI97MHfwgH4TSwpHWglouiLNID9FL0VbZ57nt3GScdb02+lXOAXuIoMiuIgCQ6LJG4fJgH8rfnqsL35Y3G4ZTjg9Yc/ZK+nfsVe33oLXlvyIKuovVvBtc0HoOW2tZBNJZrmg2lbYSZWOmerXZ2zdc6cacZv/qhxrJEJUZwg+aWiuLS1PWFBTv0bjoBw1pnXyHfh/hRV032Je9FAJWTg0RZR8wXjEEsUWJOTDD2Lihk1C4bkpAlOp4gJTqqMZhuEfoitzTwomQe0je4nDiNZgIo0WxglJer42iNFKGhd5RV4Kz/RJ06S9Ih4xfXLrY3bbGTfUbKVjbr5qftvn9Wjj8G4Y9yNqh75qB4p3ujiWhSyUi0KYQUjTsUZZloUphINx1SJhudKNIG6QThmDCCwOpuGSGUnrUvYCQCYZEVDbURkxG4fIaEhMfSP+oGfTB7/+5Xf+fNBcWjOQjT/hxhscGX4WXNK35skmleYasAcgzRn9wRgq8tV3bAu4mPsLR/TUhbHQmUxwTfmaQqGQJjBEcECYjimWFUfoJdogD5/WmjzgiOSsITERsQTNvvquWr0Y/GGr+FY/QDAdtL1eEgdqytQZjvb6Ym2d7aVrgnod3sRLNNzVmC++DHUoIVxM5h/X8v8y85S3Uc9gA8MPbVvvjDaN6uRAjI9wcyJP8SMHXi++QsVnL+LJU1Sg9f+JYJ1gugf+wgxLbNYljX/bdT83ZV/ZR/tNTh4h03fE2pWyLfCPXq2cVAC/lMf588/9Z8OQ686f/5lmL+fu49V/mVbWXHDVB3MxcnGMjo3xWDG4nQAoysUf12krl7EzBVfqnvFFgZA/CkyP2WDr9m0LchQ19paCWLq7LUiLJ0A8+bckqOh1VusdgwqiKSmWspuOnHUSylJp52kfsv/Kik5Rn4+JB1pPiuO/nzIIYDPCjY7yHNOY7FodJ76FO9v9jqMPT1GBy8JtI9g5j/5v+E/zQngzVdzdStFmeCaKbT0YfI0SHP6dgq/EFK6AYwZWdgfwmQc4kmrFlfJh/VPzlibRZEMhc1LWuk7D1x03/svuO7Si279yJc+dMnGzYcObtpyiGx6Zud56/Y//+SebV/96J2PP3rrXY89QrEjrsEArIELUNntLeyoo8AJc55KGHYPr6KMhtFr520060gxluOkYgF74C7VLRQ5WBBoOGhe1GFny2FhSRgsDSCU8ltogwanGDHFaHGAZQjj/HTOGgUOLgYc1Cg3M4sYnB4s7EIk7CfC/bfdfZO3276i+Y9DDvufBsyPrVzWB+uw89KD12oabdzQ/Bb/sRVr6RwzM+v47/KfgRVIczdBzMuxTRWBqelohAMhrquo2DGNJMoSQkCHjoU5sDJBlowJiooXZgAmAi1BHBbJxBYJoxsrltJ0kRTunzhOQzY56jAxurlSEcw8qeklFpzSvEgErqoUGIyQApm7hJnB/J+ed+f2Gz54PT+xNN978fKDe2760MOXbd544NItmw6Q9VddsHTt2kPP3/qie3jAWnZvPE/j+vx9tz/2yG23P/phmG905k2+AWua5yrcI2pk41GtoGry5Zwa3VXmRAWNdCGAMV4a17efmposTLerVM9Sa5PNo7XJzrU2WVHphfmDGihVeO3NwlQTNpo5Bq/FKWnwA3WNI4GCKUiYaquAH5hvXljq0BvhvREyRFggpINYKE9w/TWqWPIkSmO9nquve25lXHA69fa+sm2gazxjc1kFrY34R1dI4sham3fD2nNWFlr29rzN98akblfPErEz3GOMmr32mDmrWTf8E1AUsouMLx+doH5jaOZ1XgexYDf3Z1y9CyWmB2ip76IZMPTpHhRSxDA9FejyGMGglmmHiPOkErfN6RCJi5h4Ujpt01P+TpMxrwTgzUARFH+a1vjjThoqyCapobd5Il1gdpQAOpI0WuEu5vEhLE53gsAiDjlO0aav5f9bedWCJsMSbHPhJojPyzbO0DmiratreHlf1ZQPpO2Tt1yyY9dKSQh19y/J5Cy7E+c/eP1ezwvvsQuVXGYopHUJXtvQui1HEk8eFOCteMlvyHtqF+44CnIRYQNtAF1yckdU64W4xqzGIBLNDbD8NmfirFqsoxPYTDRDb6EZelr2AMdqtLcikLqdxiV2LH8bZ+MKNy2D20CDjPbanAii7XaSdiLy48sl+3uk8ebfj0vvEUXy74pyqe3UK+q2j9kuhTG7IF54kdZJ3sN2u2IyslgJk1oYLmnsjpLa8BQ+iWm5up46UT1WUcJ66lqphou064CWSygYcDuwS8jdwpO0XGLV0zAfxm6CsbsirbEjQGvjtXILr4FiV6SMi0RHhdXbN07al/xsRDh234fGgxI6EwQ3T+7eduF+skHS9/bqpeYz97x3Y3LrBDlfoHXcf5tp8g/B3ESui1lrNi+zOi+Tlc5LKioOKk27xLIOGjqeIGFdIOC/3cQ5aHn245bhH47/076f0TvbMcVqB0HaTj3O7wU58oBPZLiXh/sHru7Ge0kOV7lcpresG4w27B6jt7Xa6W29RcQemPz7Sv9/bMLkn+wuCLLnhKI3vynrTrw0su1XJ1gHmaEA4aNR1p8QFKf9TZ3sOvHSVz7zq0/Rv+MoKC6nUXbCZyYRPjOeeGnU+5830M8k+PfEE4rRZFRM9jcF2XyCe1GnN5lFp6fA/iNLbDq9wQhvSQ6ny916m/2HqUbm9mnA7lTFUp6VjIUkNTzRjxqPPLjvoUPWiR+MPbLrIx/e9SSIqMcgNHeRnzcl8rRg7e0VTn2M55ocfzHaD3Q0t1GdG1axtYchObcvgkhOj6tkLys6TMcIkqp9qD+cosNAyhJEvemtVJ2aDB2VtzoLjWluD1N7S7764hhETsajt5iqr4y+dGJp85/GDDd8QD/eYyYWEjP39OhsL31WMAACeav5PRu82L7xsqTvobqDecerYIw+rGg6Kd6EvSyVFlUhf1H20DRX3U4DGztqvofuYQ8gL2whUewetO56nro5DtMkeopONHMnYNC03HhFYyHSgOnuB4zDPxg6Li5rfn+peIKqnrX5umjp6bU0v/RDQVcq6YSvkgsYnsdmzDSN9Vp43gzoycy1YiYG4zWa6Sk9ZzCy7g79SUUHtkfHku4CQkGaJ7JxrMUDTBhmUbEWJADYNeLozazADpEcvJqoeyJgb5JYdosjmu8iF/3UKa4gP20+CUGEY2WVL1gvVaqn/k64/iswzrtmjpEP8V/jDFyRViOw/VBbVIiGViPQHOoAkevouHUaFimxEoVXAjMnld13Edujj96mWTlwKlOlc595c+Yp8mqrZ4Ob37OhKZOkYQ15cg3/xCktreEfIwOt+xuKCgf31xQVrXp/iED1cH9CTRsxsH4n9f5lCWYpxXOPPkqE5q/X8j+ovvU5Kvtvkhc1Yf5bnJ6L45xkTRn7WYxYLYI7GNtxHiY/YA85kxnDN//70OvlN94gLxJX85df+QpbQ27GRV6bOQjz8HI4KM40jX/mzMYdd8fJa03rhzfj97fyWVLmX2W9NBraS2NhTTSIx3gbZ1Z7aEC81GPCRi57k1uP7VrGv3qcU/tX3uA95DeAatPcPVw9iJoTBy/gpWBIC0EEacXtNH4wgF9qaFJBEfCPpg3+lAjmENU8thwRscyMknOZWVY7At4Kc0FJ7G8xiP44hhEuiXqDFG4OF+fHZkaqVTZWNa+qDQzJhFoio/HFnI68ikCyN3+m0OsOXlC4cefBTbZK3bZ79eCq27KJ9NCF665fvzIT6S/pL+roXrF+V/OUoOuqTaw6N5mNPOUu0bmbZmb4JP8z8BFB7gqubsMpO2Gm2A6m+I3TtD9Jy3Vr8614mFfTgvaTGDhiC4OdRot2dIISTXMrJhtL/Un2VnKYVqix6A4bBsNgZlGrZUmtyejzJCM5Z8vppod6NizZesVHq1cFrzhmce/Ycs5yf5q/P1Ns/rT7vfuUFT6ev+/UX5CLdm8534h6kJz5Lfku+S+YxXlc3U/tFaygBmchgKUSaOlNMKljh9WSYJEk1sugV0drkdBEufzURLmwFdlLdz3nqbWaGNRgozKbtaOgPPnBK9ecn43FA3Zz/9rNk+Ord11w+LZ/P/rB0WIk7bxEc2DT9v3dKyp3g7w7QNeWgLxdYP1vVysoPhMMkMIlrTpkiKRg2zSMTPBGms82mtWeDBi8G0MpkdpVHbhTxQL71RJox1UBGlcFDCroCLgx+eZgSBuTk2EbxvOcWGvPy1tJqt1Oycqsdkk4zY4HrsqXV32oIJS/sG1yy2V3rBiLl/PR8XN/8Z6HzE9mi6cuFLVdA+N3vH/zhU6yzn6AzZH8krwGODCINQbaWWBtrYZfM91wGSVMvbrQ4LDVMGFvQUk20ZAWF0QWSnRN3CZcE6tE18QKCyTba7JRosnU1pqESXzOWlTLLDDquPfwnsuan9+65tyt+y45cuft/6c7Vxj49dEHrz3s1GzdVV09dM+UZXTJKjVH+Bj/L1wIfR3FgH7ttOwpyU4YW1kRwYmINPEm6tWOrSD2INLOCKFUdwXxM5cD28hcXhB/0IVvBNGDRGiJxEn9BVX4dhEyow/z2JjYAqyR8f3ViXx5cFfmjjvEpc1flwTy0XTkwTW5bDzn2po9Yhwebj5t1xUKOpHs4GgPR2Imw+dB59NciRsFdEE7BJRh7fSU3TYM8YQDtChVVHLwAmirHzNzY9g/qZRh4BxtsoKLstpgpmP91jraYIZX4RJ8ptRgEVy080OO41/phutuACNg1ZYw/PbGoyc+gHhLK4cBcEVPKL2mN+WeE3JYnIqEo858HX7G7ondk9QLEOVyU+FITy8FX3V2QUu6ZTPqqAHsXy0oOV7w2lK5/mFmIRW7Axffm8O+QF2Q2s1+STZgK/OU2VWu0eYSL1hLLOjSpnhQaJCtullho0ZJq+urHToXCTactMPoRLXHVh1ectWepSseOuy5apfTbNQsu/rAw9fuvuyGiVJlojS4JRfs7kh1dyfShfXFIW3QW+iV1lXX7gzX0plVFxK3CCBfGhxZdXDNus6haiYZMQtJctHA+MRAZXSU+jaMj1bD3o9yTzIvg5mFEOx5i+CnuA+Xz2U6k82FrR85qXiZzfVGaCYL2wojNMUV4VD/IkEwwl5REdEImzE5S3uFIHqqi7TRTLSpRsEbYaZZZKbZFcLEQ6R2mnF2t1JaaudWK8ElPtRz5eDdtsrreaGr0DFk73qjLFD7/L2RZ5uv2bXd3Vr7fwz0Sc0X2TXP8iu411L89zkr+Pc9rYy8liaKDdhT4Ck2RNo2QZPhmpNsFpr2LDSmdkpBI04t0wgCTZLTzJEJPCe4aE+NtgfK5lorW9+ybfysCY/0CxP399gHvtUZjedysSiMkGzPFpvrYbT8oSX5XDSex/q7PJPjfg3jRXsN1sGMYzQWGya6PHKkiG2edLQxiiWtMFq1FcZIW2GmgtagkG+4WcrOXcQUEdZOW8HglNkXjmADQ0+vATTYCxEgHa1LT9sUZhs5Eun10eDu+IqHc55YeHtPZ+nTnYlorms096CvQ7ej+xFyLNPTPLrpcGdHPqMZiOfy8WguxzAVOBl+CPQujLlT9I0Y2ga004rdC1pnQq0z0iVouLR+ky0PL3S0i6thpCiHwAMxNXTTkpjbBysTopFuiKohlstoEs8dUnsYXdiyIuB5DKNWxTdUw8rVuUn9DE3qU/1yPJrzPGDo+uvxo08Mnbi611Z6q4/pV+wTFl1Xl/F9zaauK/OFpwVtV5cOtYtwWDhGLGNFrzNHs9Cm6dlE9LrW2rRa7M+sXzrabU+1CowNC71UuD9Hp7yDwsqHu+yDXXqBPyfTc2qnqO/CvnIw0FeBD+zlvqmOxZ3EfL0WvJ830dGT8pbqFgor7fB2HlCuNoyhVIkOqgDSNZbqBTquQi+OqzBnXHJBVDIwtBiMPZZpFenqGVqhy6TgOzGWS3XAF04v2npgcbC1tsBmJmckPEwQo91tfgkcLKfkMcx0xClkqOtNttk+C5w3tm56z2wbZn+LloXx+3surZ3Tee3QvbbKf+eFfG+iT+j+ZaeQL6Z6hJy67YbGJpfNWo1a2dn8nF3X1a2VflMpOagFQT0OYX6J/Bpk+8gZ7afMl5kJLYHHUtX3bU0n+QOMJnybGhwyazbdZzGboQd7rhi+i5pNkMCQgGaTPAISWNxqku0UT/2WT0J8Am6ZW8bVTahNdo2KpyiI8lAQpeabHSqkxRS0A2tpJtrc6sLkOetcnANlVYfYlwbAdP+1V911/7VX3nPvaGVgdOzw6G+uvu/e647cfc81uw7t/8qhg9R+e2Y6+B4Yi5dLYKxEs3wBNV5A2ceY7GMt2QOGUlxazBzQnjdMEwBy0PhgudQEAQrfTqvJNGxIqbkCFHNYmsJiIOvvwpSBHeuDMYBTUybWVLpQ7LPFAANFVXMiCs+fdO9YuuHwg9fHe+1jpPl6v3BDLLZ0/YqRWBEXYHjstoPveVD/MUELEMvOl5pPGQ5uP3ebk8o/zQ/BnNEHXNPC7MY5UN1aROgum0sL8LkdAFKAdnovntGkOmVvoXNOcSAuN5rsqE8+SRZBAixkZRhd727Xxhdi9GceHtytsZeary+xb4Gw6c41E7F0xLVu0z+//wO2suHU5wVtd0ErfL14y7HNOwxkn24v7ieAuuRp2E9+rHS41WAXy39GtpgNgfZ71gU6YMGKR1+MgjHf3laBouxrR4FqBRH7a9TyIVFLaJJPdQKChzU5cbho9OwHOGm2eIZ+WqQyJFu7hS6f7097tOUJwRhL2Po8eX/BvqL5ywrdL/urRV66JxVq/qS9UdQ+rdfJo2B3u7H/geXmNfNy8+7WonkR9IL3tmvZAU7HSbSnND3f4FkjS0zN0Junp3yYoW/42ft+cPvsEAbm6WOOVp7+Bb3gDidpot6Pk0vNSdT7pLqQ7MSVDYNljdXmp+kLmkwLuM7L0mupPneOWMyZ7my3JeSriIP9h3acs2bYbE3EUtlsJRktOO2HL14tPLTV4s7ERa/L6jOGh/MTm/y3r7GIsVA4HpDEsC/pPmc7yMc58zuyl98K+/fS2ciMZp3o4d66ztjKOlEA5mGhGR6z8rSOWWHM46F20cOpjQgmbJznpfkxmizUZF0r8MG0GJ5baMdpNLftXN039tBDyZ6O0HkT5ZjPCiFP7uCx4TerOUNPzCN2d5Mk+nWImSdh//nxLAProYCImW5DCaw/T2g1uKWOWthtPlrO9aG31NI1BK1Gw1O3m9r5SRPdkSZLq87LlBRWUfbUZDs6Q04xSGh0XLBoPISc/loLtbCdNy9kHiHe+3u6yvHK+AcKQt+Xdk/eTR4DRPatoYpIxuBiLehpdcmn/ocjM/8DhtRD/mVuXp6oSVXtWfPy5fl5eX2zz3LwqLF8fPC58z9GPg92y9b8EUkKECQamusI9oXNzAAOycO9PNwn1D0uOTArT0Gfraze8vSc/N5/f25eTl6iOfmvfO9XVZaTd8D7zhOKycFy7iO1X+04LecunCHnbtHp1ZT7vIw7zbfPTnNBnp38ttey4Zq9l20zVL40cNe+K67bezNO2SA0XyF7mo+TuKBn0z7QfASnDnpjATk7Ye5hbomaZ3dTBFZ3eUNtvCCA3sNbRptIRRApIm5lYK9hslh9ARpdIvRRgaq3mqGvqkfPGLxuy9B999b+K61bf175c9X3f6jyr0nttovKXZapvzQWcnrLdTeZugqGZ//B1JUxme+4xwz4cOYt8KM+8ioX4HLcIssPq4/VfqzqgwZIi2sADRAg5PX2VzXaZtl8+DJT5UT/l1N7S6lS33mdHXXyhXxeLzT/mQTs+nze1Myft6s73BUcjm8nx0E+BRDS38IY7Nx1rXy5Zn6+nLB8eV1jaPXtqklzzBZcCq5BR5PEOpMp/05S6JyiMbfOpi1MnNM2mALhn7SZx8l9zTc+b7cuGyVHhU0P9zXvEC94Gsc7cz15hv8yl+J2crRQqpmmzfzwYqGndumx8thJRO4elpvxUEjswVY0c6keozYshuNKU8H6YWDuGENvDsC6AJDUciJY5RHS1z9E3AIJE1qBhxeP151gRXiAFAXX0tLea9yrSsvPWbOiZ7XOpbvqwvIEMdRqKzbvXFfm+5ePnbvJZt18zqpVFVIhGw9uWDVI9fI7My6S5t+iHdWtTLXGwnm1efVFzXR7pbL0nfN+qfnFWz7690Zh/i/A/NM4/zTL24eKihdehKJi17W6rWGq1JU52y182Cer9u+lqQHHjDSnhPCcixbn76X5FMGhmJ01dpIYZ18t4Esa9B2TbBQogg1P6FEgmPUcXd07uWbt0vIq93V7Sks0dq1ronzhVSCIDaSyatXaTVbbpnPHlvfz5bUXb14xSGqDqzYc3EjoXM7jvs//G3kf6P8TyDqBp7WmrBq/ETTGNN1SfbRE/77tK8fY0QCviBZH53wTjMqUUWd25qdM+BM+mHJ7nfCrB3/W4aPZdBOoWR3exit3jfuszgmWx+3xtmwOOe0dVvWzomYQO/PS6JUjurbf0iYT5x3YOrjFkLBHnAHrhoN7t3b1WvvD+Q7H2u/vmAzzVr1Jq1lz/nJJ6zRZdazGcNHMb9vcJcPslHPdjqVwt5o/oCQhsrXUMLAeEkfrirVZu83q4a5qH7bws4zAnOTARZpCX0GXm8wS5CrpGu1aE3CTfc3HOxzJXBc/Eu3qisa6u9lYhmYeJb/l94Ls49glS72CAEoUgXie7lw3ZjEFd6tJGiPlaBmBFOI8m77dKqWnrVJ6LZoFdtIuCGqndr9oIqVSw0N5LxSdDUyaR0RrgGeWHAxGGUtYIwFYCAi47vT52Vk8BEt6dqC9OpfeIimV0ERQfgvaAuOVBDJ029Hq6uVD9lhHKm4fHthWveLO9433D4yduvRey/69fPDB3Y7mUfvBh92aAweN9x5YfdBO7hEPgf5hcifEf4Lr5J5Tz+tm2HldljcwTNPVwdAGD+PZbXmUgFE/LcdLU27OjtXDHLLN1LXYcVZSwsjNUKqHae4nHMfKP+0SsNJ8CJ4GaHXbQUwuZ0v01FwYo7NUB0P7GHZnEDV20AS3NgWhDma/FWu4hn0etLNTPcpbSVbKs6emZgsSmPVEBody3J0fLJDJ5ZrrLl2zM5e0BUX3WJV/obGPLwBeW2nftk3v0w9HQu+9a2lPJG28WrfnsJQbvr9mNOxlOtLBPcsP8S8B5kpyhzkIMJWwAWYIZtbQahPGI8l4YCkgostE6poLYak7sOCgwd2jxdMa0pTB4vJhpCY6FIEixDCCRZcPPk1IU0SQ8KC3bHIoBtrqM0bSfdVMFdMLSCzggekYsOCVMThdHhrLQbizJ5PZ072nsnyysqewN5PZW9hTXQrX6zddu2nz1Zv/bm/lrsre7j3Z7J5udrk3m91LzEMbNw4Nbt7M6qUwyR38E2BLn1C7noK6adm3WH27EY0FCCiAo6xEaU99I5Wkb+CpJ7XZMkObQ9DpOEqtbmjsMrSXWFt0qyc6Cu8lS6w5mlYFPeE5ZfFkjDp6hUthi5jBWDutQG4nKhdOu04OmpDBPwZi6Dfdeqdx4LsD+257svIPfy9ONv9+mfQPf9P72Hsvmlc4f6F0ce+zrHT+bO/FpRfpen9nZgv4pC/QM3KAuVkdGnC/6pHwVI/qm0xt36Sh/um88z5FjjY/QF7Dn/TfKswcJS/z3+H6AXf9DQdhP5Yg6rkkSiCXQf9DSS7qAkUVAj1nME69YNXCJeFmmRI9cdoQ2ZGxqthIM4uRLsIvyjA7bRBgIwuIcgy/3M2+3F1sxNjVsIj8Mmh+JrAXV4sgJAubqjuN58Ns3mTf4Biq3rBEt5gS49TenFyS7UJBmtLG2HcMLPPnbJ1gpRYJd1xE62WsO2qBoUjKXjWk02UwRPeyw62Fa3cf3rXq3Iq5d3O/WYh6SvaVS5fU+novu2jdRjJoK3bn+w0OMeXpE67bumLDhlXnbCaRS8rl9UvX+e7aGOxOCF67y+IzpNZX+rZ5g2O5ZVtid+/wdydsHrfgtPoMtTvzYx09g9mJWIyuwSZ+KfkY/zIHRo2rcNizbCg3bCZO1GIjLB4pFdHruFvtBgjfsOEcszMexp0xy5Qzy4q1Kd3X0dGX/k4HvASCKf62UDodCqbTQfWV1qVGZ76tGeD/kZO4BDcEKIvFbAKA2yjaVK12ujFYFrS2vDIIWlAeRC0o95vyjWwnvtvI0rRDI91Nv5NGXDNM1cNBDw3igROkBOox0wRTj4hMOHKuhNqDH2dLqCQB+IaZHTIcgXn190iOF7SeaFoYpOmk8iCs8UBN7pRe4ByBpLkHVzmLIXurYdZDF9ZADwBWXV71bCCErXg60NNWgva5LELPZY1eceSJNR/o76tdc8VHH77ySM/uPXfdc/Ge3cUbl9yzZ9f+u65YM1Gxh+ITmzeNR+P2vomNl5BNT1x91Ui18sFzH7vuiquOfvyBvfv2Hbz3wb09ffv3/va7t/qvX+84sGnzAfvWm/y0fkKWkQ+C38JehQe5uogQwkDT9XOaE7BP2FtW4uC8PCyVnyo2NPSq1akaYVxL2K/QMLP90m5ZaLgot87bdi1ogmjI/ezQi009Ir+gYyFMTu9YiOy6NdHhlJYnL1yxbtScvcO8upqv7okEwvnJQfLEQG/InU5qJwKx3oFlL5g10WyhXPWF3EftSTxny/WTh8gnOT1nw9O4VTeEX+pL8vnDh73w5+XND27evx9+0BfKLyPzXyfPcDqup3X6t87RQ1AchS76oqw9iW2Fda2mxbuhGFQCmTjAjWP8qg1k84bXn0bfqJ2j33HuHG4r9/NFNbyfau+K1RBjD2qn5ZWlxrJz6VvL4NPUZryUE+VGSs2lnUeXxclU2Ckqa0B/J+k6yGtL9ck1OLDJleBJ1kzi5ZoELPOkqGyAr6XZWqbnKf02WLw1WHheVVM2TILyC56odgllgEpLSlcvYgqHUh1Ev7OsH4JdZ9eSyTX48bnSFBfImvFys6PuOCddqy26KRzi/E3hrZTpAUzTnN5cDevNxdpOVfKyxmz46sJdsnPf3bBLdhaPTdyzp+NHH7nO4rILJovOzJuJNZHS5Zw9EcFltGmEfMZS+2bpIoPtUH/ZZliwd0h389XdB/ftv/+B3b39+weTh8/38ka9Te/Ue/UhPhHo0LtMQVfOmIk9aOlIWci2x8mmTJ7FI1v5C8jH+afAenVy6lE5w3T7Yi4pj6Edn6FybCVr+AtWrKA2103+nFT4b3JGzsGtQeYqPE+CeRwN5uid2FmleiTkerEj4xnzTy5qeJGd0GDk2QlvQIago+x8q6NtidVcfTLh3vyezVveE+nvSPdVOtLkdzds3jI8tOXF1f39qyt0LMc4A/91fi3Mx87tnnPmXbaU8di7bCrVtbQWpsWGER3Nl+kManwvnER/b2MUS8ZSK57XsChaoKhfoMm11qEoPDsP+KTCknx0x5z6LCVcMmzcSDZueOop+D/KOUasZCf/LBfC6oFDtV5YmZvlxMHB+vTTc5hzVJYcFJ6XCU8LwnOz3TGHIMfXJsjxvSuCHOeZCHLK1bI7dnRvPu1y+Bwe/9bl4+ceuvbz1iyxFjdcUsl2GdZavM5MZbyvenBV5SitUREd2c4/wxW5Z7l6EufnY/PzIfzhfGE89oDkCgIrj3TTLh8038buFjcLkXswjYHz6GCnCZAaMscm78a5dtDruptSELohRKOd9UGAj3W9hjbQu6Upo5ChpIEWh5xscbLkarJDUjJZDDkQ46gnEecR55zGmzOPNifk91ht7qCzo9ybE4KuQrmQQmziCWy85dzLhsf3bRpaTdY73NpxU08y3qnJp5OxrGGF0etI9Na6Vnm15c6+Fd0sV/9tPks+RXv3Yi0erMV795ByrGz49q5jj/LZ48cpfv+rmTIfJzJXIhqunsXcXqpMU9meUt1Kjx1Y8cCcTo/ts1OcNYxiLRdl3cmGnplLPS34NSRGLNinEhFs+6+7WLZBJ8rkBHxJLpxo0xPIoijbT8iSKDtOyESc4onOmZ/S0J9a/CkXxClDQQ+/duPPOnxhTipCA3pYq8Mn+Iuhxi0xaQ12B+E13bNJULLYm7RDRq9jzXOiVLems7jGyHAIUSJtHRglAEBU1oL+qrOsgUswzqMatMl6arDxj6DFJQ10iZV9veZULF+y9u+vmnJpv9asN+stojW7dDOf27bHYhKNgtfp9T/m2f7I6v/5ecETTfUNcDPNt/KOri6j12q22wY8kwcOXF6+emjAHaDr6ZxRyDchprKBV2RHbs2Mg8tM3aoZC0hLzEaVBQmW2EIpzvDgj5FRQiBHpsHYOp6MJpIBUXAnBglJ3JIJ59Xv/dpIbVKaJt+9bHfefGoFf7z5MNOnCTDlr5AnODNX4GRTUeVNmUuIRhYnRHPMRtItQjRSmMCXIv67z80EyDVwBze3i1VfG3oT5T0BFbKBhXcWFV6HRzZZU5VbyyqyRpggc+cWdnABjwNiZsQCO7HO6524hlqJFhr06KlFzLx5GCslbMM59czncs7Rbr3Yo7NkcuPVjq7njB1x/kiNZFNd/RY695VgV1eA3bFxB1UGKtalEqQ0uGorB8V/lAoN6RMh0nrHbGjsvAIexpEJhEu2diWkfd5t5QN5w+g/Txj1/PnRruYHzXwkojWTrAF8UQgw66OAWTH3tY5pRsPNhgarZFfHxVhyrQyLsjK2ulVZ2mS2ku2erWQ7+xZhY0roQ5ds27r/0PbNBw8Wsrliz/oieW3D7l2bzr1418Zlq1cuW7p6JfrIPGDJx+ZgyUzF6/ayl/zhw8/5Dh9+vn8OknxwM2C/5TP/obmBfxr+hgQ+LMr9lKOtm3KgTBNGMs9eG46wwNtoY79DS/MKYdp7EXaZkN2JfqYrq6ZfIbwYO1FscKokYq0V6jj7CmFtKwh2K1KiR4fcpXqAtiIGsB0nSNtBgw61yowLqfB4Aj0oTdlFCXm60B+68IBdGBbZSUtf0ZrMnX2dKV0qVttbLGSV5Xd1GoZ+OGbU58hzk80txPPdkZUrV917L78z1Nn8pIkPhTRm4jKc+hBSpe4r/GK6+9prux8Dq78cgsW9qiy70Y5jSQ8LMp2a6XonlVcnHiObJ1ijyTFPeI2kH99oJJkX9SdbrHMLpVp4F1KNIeOshUtp6Ul/ZKNNM++bFuUudMB5BjbyxUYXAxu0EKyFfS056L4OSYodz2V5HIqYrCHmBt8Lou5Eow2IWvG3NhTtiz+jqONzoMlCZLJQ8KnLLs6lbF5X1r9xYmzNviOyNb3oGnSt2dvbkTOsNLsdqd7h3vKuZb2XYFwToLr9DFjPEjfCLSFuxvAnD5XrCVyCnjKCGZSyL9ECM43yaDEB61EtK2VQ9FqpPlpGeY5W4LMuI37W6FIBTlcL4DQcAv3AoS7NeFGOnlSClukW1umksq9bOufSAlLkk2KfuFMt5CN3soTQWEkZgn+gv1QfGsbPhmqwtsNDeDlcNrEckDuIXILxdBGVPyUpiRKIfxiWpN7TO0ozcF2jsBX6aPV6CdZD5E4KmNIZBphSbweYTsdLp++XgN9ltbkCUqq3mLUFHF29+aTDYcv61x1bc7A2evG5tRWfnr+RyAHRpR0xdsejaU02FYt0GMaNHilaqOSWubXFTO94Z/PF+XuL59IzvyWfpXxU9AS/q30aBnuTOTPtEsftFFPLD4z+woA8HzRN3aKm0oV9xjz2Q2Cmly+qdT96KpzHinkMeZinLK5AFGUaRlYvTolhMy+nUamFwZMhLhki1Vlb7ZitXPzt+IPLVGaqXev33/BMHmnVR5U5tFTh4pID5CdL8ljCAJPBOJE0H6cM1D7siDojK5KnxYoku4uzZLZziJFYQ8pixEiasjepOY0cKXds17JDpxMkaT5+vLn0jfljc73N2BxvN7azkTYVCQDi04mb7ACRFyFvehlB89yx+bhgiw9j0bH522NzFGV3Gbv0sUFr3vD8NDG0qOiqILuM4XTpxS7fdvnatedkTxcg/7Pjx2+6aZ4M74dxZrgcxlFnHGe2Pc54kZKOxmmzYxx78VP+uDGveIzTdQ81Fp4QAs88Nvo0MiwKz1D/2YiwKLwLdDoDQp+ySSLNkwQlAOMak9VjjHfm8I2IQzFb0EzMEUOWRlWLioFZ63JphJRVJrZEmJwulc5CZ2y3kOkvZjt2WTqMiwjndak2WqwaxdpooWJu9r7BaVUZ3QwyClIGx1vPIqVQW0qZouwvNxIsDewq0RqWgzVGemkVR0mphI5eEERDA5II4cSjkhwBi+loaI3WsIVmKOaIAMPpyOIiaGcunOXMnIcrLJBAN8sql+Xty9XE8mkbbExNMDf5N0iinWxuyeGrIIcAFwZ9+fBZ5BBsyyFQVOKA2NNFpJAgchYPZzeiDKxHWXbZy9JonUhuiXxkkhisUdqxF7Uutz+goQDK65gyWY2hhQIBNyOHa0o6Dn/P4fTSJM7pwuFbwgGV4NuZnQWi0S7dvWzZ7pq8vTsdwDx74DTJBPYuX17qXd5c/wZZM5BOD2Qob9zLKl9ImutEZBWmrNpl7BVgbLBI5RLpANEQWqwi2A2rV/ma5U52BpUeQLXqWxwnjUQmrAcBJvTTYFnppQ08isfWOudZt9Eil42Sx+ZoJ0a2RJXLWqrHaKttLMxabZ0EuYFahWAHO8rEAIBsxCDKBNemomJEvlNGi6sDJ46a6YDVoNuQEeRiItqLlCR8lFIqJCQlhoArg8YTYJVaNgfxkzOybbFCGrOs0uAwWWmp8QOTdtsXrxPMg4Nm4bofCdKyU6+PiD8+ZBhe9cVeA5+wLyTh6tWJn5HR3PaQAcrlEVD54vq4F1mFsZFlOGgRpji5xBQyLspRnH0fQKmOotKlaT8OQOWQy7BEEOppjqbrWwyL88nl8NEAGYySon0gipzU0MYDHSXU2CRopLULBVWUpkxmt4vqbkcUvpssgkytyMrA+Wpvyz5HFg1Uz8JJZ14Qwy5OUtfctyC0VTnr+sFvhbk4N/3HZIMDL0IbGf6XCOFweVwAkurRWJydSXkn1HBYTNG9LUEcARd7BpK45noAKYszxQFOWSDPf/ujyjPyx5FnJHqaPBV/rPYHShQQ1Zkk+g3EVYtKFIHLfB1Ncf/5R5apHC/TTrd3LNZ46W0km1YlOxWNJZJoJv5XVZXBwTPJ9nwGCs8s3ptuUrlH+wHvoI8vkegfVcI9Rbmj3MgzlBQr0bzxmWUtJ1GYEfBykaKShJdFtHrK5uwW8koWW3+K9Ajl2dejDz7qziILKp54qFFaybol34Nab5L+4AVZrLJ/puVZO7/ifwa7MnZ6HwCPWTWyCvaEhnNyW7m6lmOQAltkLK3ssK0ka4qUBcZAKUbroqFN2AWoQa1pa2nliZ4NFg0gCqKhDTPsLL9mASGfDczfXbOkfGDzToVPY+ZrnUXcDeOzs/GdgR1QFtn43gFBII7PiocQRcnJxreQLBBCI8McwsCvzbErraExi4Ljw/Nsa2B8eojit6vP1TDqaKJvDmsgY1ug+VPzybmEgR7af9TiDMTGfVuJplKdZhQhQtUaK63QaG3BSL1sW66YHSzbi4vKUsOZYaznwf40cX6wgHewDkfFwnqqJF5lCnOW0B0Yyo1wqxOFGjLbScYiaZvLIqmCSTNlkZzSeWwQzXFm2vGrM09PBegbUTMzXjaudXw4it1loQSb2mz4sXAdZhXfzBTcNTvRI6qut7X6rR8tnHP7I1wnu8qp6wDr9IE5HAr0wt560pO/ZY5gCzQIZ8NHPoXoY9bkAG08lyV6qhypkv2lupOeoXGG8FENdAUlVDIny0aa2SFS2qnutNPSAR6qkWoyAWzsocT1LX66Sos3S5+kONfJeHgxH2U/Xxwmyee/+NJnmv9vWLwd2Xjvv5+Mj/yQ0vF+/NMw698130BK3ukRlf/tZYjL/VyR+9HbsvDJnYBpAeV2xmkiFwKMqa54J6xZBELyCD2QE0mpxU6VrO80ej7sZyiy6Jx3wD9ZpJgXk7F9rOHh7Px9WBQNIH+fVAN0C3oR6WSpWEGlWH7XrH7VRWP607n+jsyL6c/K/Hff3OCe7iXKAwj7HnkAI9z6RZgAKbCKnpkMMKaSAU5ZtUH2RI53xgeI5nRRTkAP2NTFeAHJXx/n3umYg3+kMYNJXXTMHwDjuuiYBWpg5485zm1afMxypKw2Ny8+7OScYUfe3bDR7C46cjVPdqbBAyCaM/776fh7uD9ZbPy5opKAPZhL0N5LgEZT3Ykc2k3Yg1FsOFgS7cA92LtggpgW62G7rIflQ2ZTZnMmX8KMEXbWWR2+qDb3bqa/6EZaVBreeXtpUaHEFuwhrSqbm6lsUmCvrlpMOt1F7MDKMl8ULlFTtFAM9CRFTKR9zfgAvtw8AaCF6Yjh6jt82ncz/cUg2KKzd87HX4tO/5KF6Itw93Ei/3/4ZXgGaoxkqthK7TVkDPe98krtlZ/U4OdPXlnduhj8yU9UfXqe/zb/X5yLC4HMLmOVTSWqV/mzA4bWcxtb51uxCoCk/eiB3eiBEfbICekFnSBqfGH2MMK63migtZWowBxVQGqYnZw3hR9rHIrO2C7k0oZvtb3MkKli2yVNPaineDOdLz26ZrLWW3vgsgse3Dg5VKjd9kAXId3DWy9fX5rYcriXrPvYiciu0O6jU0/t25rcH9994MtHt5GX0g83by888v5b14MPo3x/sOejXBJRylkY/2QAzNjo/oeR/qHa6MOsUGKVpnxxGl+9K/4/NMqLcgBegiRWZ+cBJAMqlpw77/edfd6x/615I79F3RdLMMq3dz5h7GRZdMI/xQ6gs0/4Bmrb586XPqni7POVk+VWC/8fMOXswqVOpt/tUo8R6hQWnfzVzCm8/fxpvMzmfzPMH58/+vTZJVAqyplyo5vZwUSJ5hxVWcwKYCqmD4Pn6AAbCKLIYerRTFOPZ5dKv2ohMVbNYd+wXKRtTFaJsSq/c+FUF7OZi4rqwIIu9bOL7OQisSvjPwT98YEt3Pt2DIiyv0hbFM9KghhRiQ1e0Oh5f4DVDN4JDyLuhkW4EL/b2guL8SG+7zjm+WIwh2HKmZ3gHpgT3/rmxbf1BGFp/4YzxFltNHShXA0aGpUplgByNWjaoRlGvZ65KRCPSOcmquQNEQ/tJoHApM35n0ByITGicrsvePyFHUKRuSTOmVZiOTYsCWMkOSHW7rvjnptcPeLERp/lo49ZArPBmFi5+NCBqzUjEK98kf/oQ7zKdzPzW/5y/lVuFM92hehjidt5Iu20PFKqJyltTRIZ0QfU52NQbiyY8pB5uj5EZzs0iqcmh9pTHRKVHtZtI5mnGzELd66WEt5V2APRptLmCuwPPyPGUiSARQ1DvFAeQDoAcwV+EzyhJMNISVYykwekhsbM+4fbZ4yl1uOcWMad8hyrJ7zmnivB5z4zJEEpIRwD5oduPP+gBTSu1xSS/BODl26prRo1+iLpbp1kiYlF8+RIxVzqvFEbK2gFcu0Hnty1Md/LZ+Oi12exZyb6ll/oeuBCey5uc7tsblNAl11VXGGrePtG/6N5q13XxfAm5UkEuWLeOIcaFWw90/jsTInZWabEPHu28VymxAStarSYErEIm0Be3yCqS8aMR3VEfzQW75hz8CD77ukSaaLorJSJy8Cbbj8bbSL/7PHmgTZ14jx5pOfI410xR+bfjjmya8EZDJRGPJPNqdRovs7aH0gfieHT2SgkB8DOnJVGklxy/PhCeaS4bu5hVR7Zt5VHflYeBSqPjrny6KDOpiUP7LPqaOkHPqYxBW5F1ZFklkmlDiiLYo7876EnajbsrKqyjrli39m0hfyCdjTMKkxLPt8D+ZS5Ye5fVPlU31Y+gy35IPFeB4Rz3bTvuzsCTrmnoxuMTgL+jUQPvpnIYjg3QsXYN0eMU+U+fFA2a3VA3rIyu+qjDH+qdKdyrppxNtQrYqkRcy+jFOeDLIMJTEErtTI7DIR7Uskg8Pd1o7wHfw95LxoHOs8q/uXzGybOugr/M691You6Glp1LV6m9YQeboj7uroa+bddjUJ7NWq0TtA3Wyegp9QoD35be7On1weyotLdFjnyKvbjF3rhureo9IOOj7TFHe9AUfYmKa9dHrP//bDn/Sjrwu8h69l0aHv3zyKpRUU9zpDUUibj+1RAdQb7uKzVo5FWLcPLLUSlyltjB3lnuV6uxr2syrvrbeVdbMs7U1QqVOxYKyfyIJU20udHOlG3VY0ui7IZBWrDZSjSRegUlQKeSO8vUZljEyH2dgypckbbWgCVfsEgpjNdcbU5kIm5eLqYlVoFj21Hau9E4OWFEnfgKea+dGJRcV+3vKd32bLdy2xM3tl0XybdfwZpb+9dvry3tHx5M6tK+42BTGYgTeP4/+Z/TH4DyL/EDXAvcfUkZmozZcy8yt0lKmbZVUZJy9XSXGGXg0kUdllHaUE1KMYeFHWNihrTH23Fzoloi1GL8UFZ5RI2ymLZCts9YiVlsCXbDHYaKGI39sQ6FAcedu+T6q5IklroYARJPWM52pFZlmQvk7JicywuXa8qUHfc3SYSmufOOsqIHTtvfLq7V/Rtz12z4+Ke2oYtu0jzlYmNy1dsu+jIxn1bhyff3xFLDJy/nDifWrv52FoQb7UXxFuYrPZffYlW1F4/XFk9tGr1yg2JzshTvuJR4SaOPeMzoHIM93KfZEyKjQ7W07EI0bBcLCoRHfpzOUQ3uJaen+/UsIdgz1IQq9m1NMuuqYTE9Eyz0mVhD8FOIQ9RCM/sZaSpiD9BxRVz1DUCZZTqkhSTC8VJgXasC3RV6MA0lPftiIudi3ZxLEpn/PCC/o3T6Y2bf7ewd0PDuIABEzg5L8Si+xeyAYch7PAxNmAfCibWZgP2UTZg/ywbcLz1rGMXVjde0Fglt8fLqOHeCS0wAkDD4tTAI4D8NpxOD8zvO/4aZQieP4/gYvNYyGocOzOrcVxlNcYZhMK0bVaP7XXvkt4Yw8JFKY4LANhOpzluqDnv2XkEICq8bOE8YjCPIJtHUA0D1XkE6TxCs/NIzVmPkPQiXQ/KloTsHe98WSjespPFV2YFA1ri6YtDPoHwqrU+WnVeL8O8wlwHePQHFs4MQsBGhM0sAnYPgGaw3OhkvttTUjPgdKYRnKnsx/1HHXQRYzqcPKY583BJW7RUKWAG3O9ifAFpqS5p0K7JedYHbbSqj/07w9zndEfOTwvDhwskMcgc8RoqiVtUPzxfXTUt9/tXKBUizqYzWD6DpOhZOxE7f1ktHiySndGQIt0YVuBt5narBB6fM9jaZ7GQVdJmAGtNNLyFEdZqWsX3FhGaBTbSEZVYl3/1+Kn/O5dVl2vX3FfDOKxsHAv5f+k4zsbKSseBlKxTBpsgsnHM42OlFXZ1DJ+FrTCP2BdPD/LIiUafGaAHbVnRqqtraRFToGNw0VK6CGMQza1uhLpZbNXRWR8CntclvE5QZTGnit4aCmHaW2xJJEvr5wuFopn5NYxnjHI1eCCyvq1VO9fSSr+EzjpKi+aB2aJ5ghbNnTBCp61V7K/bnK0i6JTOuaBc7qVvgKumBSssl09pDHYUoOLVsQppCBsr/VFaOdfMr5y3hTurnwJTyC51cnsWMkKcenie5G+bUy9PAhYM8r/g/BA3gyWl8C/c4jNNzT5QIQBbLEAP4ygu9dHAARy40WS1UQcoLTFpDDqLYHd46XF1l0MRKcVMKoxZRW72eZuMQDONVYUiX1XrDHOLMpTIIXnnoc5IJPse32WxDZoPrrnUv/fJO6+49r67R2sDI8mO0JKVvzl8p663Z0XXkpQ22b9mND/0pc+896F7rrx4/2UH9y617sWzbvQZSN8DH1Hh/vVdsdQiXshAcFekhL7FGKxiKVOERUuBCUuV8M1UDoO7/rcls52qeCMAiGMMEMeKjQq7Yhy3cmfpzDS3sijikSaM+qrzCG8b+lSmWKL+9vegvV28br4YGW5XoTN+sb1d7TsbNe7H51X9NIwnF/a1hbODbq1TmXKdLc2iACNANUt9lrFHZcrFMp/I0UfSyx6pYbJp7AIr5jkX5cxtJ5Pm8+ZuA/O3fwF3Lr/3ePM7bf7cuWN0zxnjfDbfwGJsvkH1DGTDpPF4/Spq8L0TXl+KFBZy+y4H07iA3/d7rTzO7BjxSd9b1DF6WmOkwCDMHttlo51sKkqjaWCnKkeAaCaw0A6NigiQ3iroWVycc3Iu8yW6m1nQjgVCJc/S3Mrpcv0ejDnO5bHiQ8fc0RozPgMhWFScsL+C1EoG8TByxBmE/SXC/hLpNhI9uL+62jnKWElOiA0r2zzWIqYqsyoAoofRfGyjQDSvZOnD60xBGtXkOhaf5+IHQk6f9vZ5e0C3cPafm5fT+JIqBa0qg5epbkW5HLL6Uin4W1JA4INnHcqNJHMlSF3FUpAeCKOtHs5InwaKKX0V6U116ENGtQhexOIPzUgiPQXmr2MSzJnytnXgiQdOifgXn/n8zAOd7Vys05r4FuZU+tUZP6I6lfZm4lsQ5wNs0qQwl3foGFfgv85n4MoG0UYfB+F/w0AJflv8F95iQ1IZf33IBYAIDoNZVwl1WKX00Laj9vbzAhLH+FXNR7LBEETYGfZC+A0bPg0RdyiYIY8MZLPwyvTweViDIRonJPE5VLQJLNJaAb+OsaeBxF14X/p0SFpDx4KpC1NpooM+GPIFnc2u8YYW1NAxFUyfhwH7a8rMeZLziujVOUX0OTV059waese91xWLvbni0bsvX9Hb39m393bHJ8Kp/olisDA4Hnztmrvt23ybJ//kqvtcO4M7Vj0wPkiyngPNN+J7Lzi/H3sSkYsXbIMfcPbdZ2Xjjfy+bLxRlY1X4QO03XXKEwzRXoLfh5QXTfVCYt4ebGZalJyXrD7+/+8cGePwlCcQVGeo2EK1dztHNPAL5/jn2Py06BzvOz5/jjF8KsRZ5hj/feeYWLCODVjHSKw1zfDvM010EwtnOqg2S51pstgtpVHn+zLlMyxwz59lxmj/42Wkg0QLGQILWVxMAj5RDmAcGEV67LeXBj4tthO/nzLTh/J0giXtwbNl+FwM3kNPltGnTOCjvN+xSBYtiS8UUPeCDqJFBfWL04rgPOMo5l+lHX1nZimOFhGhvzOWYtTURZmKP4rqeha24muPt/tYOvgS/zP6/IE7Fjx/gD58oP28gdnHl8h88UwPH+De5cMHkIdToM/KWPQxZmd69oDr4S589sADN8R77UtI87WqDZ89sGHFaLzA3wer8LfzHj6g6Tglqw8foPEhW4eX1U62y8+wEot2swVPLuhfox1rMTwHr5W8OtyMHdIUdiTgZQ5gvZk5mneymotq36LLm1yggmdZ6e+d3stGnxlE/pOzchOLZQze5jku8x7isiBZ0EoULMxTEIjF2bPh/dz96ul5AbSMXrjxSZ2uFv8Aeyy0VjctG1qpFPr0cZmUFMFGGyzUoyVINqEeOMHzDK6SLFBGXMVhYfBeEiSWN0JCXGSht0h1YvZSmhgwEiZqC6rtrgnw83OOLxpMF9MnyEu7ou//stW+pmkYkSaJc4LoWdv6Z8a7tza/K97wtV6d+G32jM8m/FhJn0W3u/U0by094kKf/6ApNrRs++iKlCjSQedkMdPH+J7+FG8NPW5AYyqLgz7pUX10NzJiY4KESt2Jo271thj4XSsf7iLropf/f61da2wc1RW+d3Z3Ztf7nH16vet9eLwPP3Ztz67fzgvsGAcbu3mUkJDgOKGxW4eEplCkklJoSnhWINpAS2kphbQRCO2ut7wqIVVAKQUBQlV+NOJHFYXi/qiqKqhVJda959yZzdox4LT9sfbMrD0z59zXuefxfc6ByoUBxwiNXUlb2Hg405sZr7ztEtvbRce5Ls7R+Inhj8JpHAGLvJ4Vi1ljGGJmZn2gsboR1utYedpiVlpWxGr3x7Qq4M+qXO2sxqATPLPF1KbqZayr1q4CR4TZulgwcyQyncc5ZOWjLZIAZ0ssDWBcWL0KbDsW4KcqmHn9KoDAgjltl0skgWE+G2fK5FmRn1m1ylOjanBv0qfvOTFEHx2xy69802EeHDQ7bz3rkIcrV00d23bFyMQjByYm98/8dD+devzVg3ue2OqBEp5RufJv11cXZg61ZZ6Y/e5jP/zO8cdOVveBBuA9aSAJ0g7xfK9GCu40a0NBt2uh3FpBpvBy0uY16LzgGY4JbUdcD3Dj2JgSkypsa1Pc7GXzNIbmYEZiG3SQXC6a/Fi/W5JgGWTqcQIpuhsSiZJeCBfJIbQilFrXjuZdrfKk61EhPeHWhHEhMXH3oaPDIzfuPlh5m2676urx6w7Mbx6fmz9+YnC2fyCfG6R7n59qUS8cvX9y6pavea+dzm8ZmJy875aZ2YPT++Zmm2zHRhE/+xPBZHiSZNge49QaGcAL+Q5Mq7scEvAejQS8aMyiAbXRgjzgHV25fA0XeKFFLqj/T0ZwQy7Qm5OUNRGDXzM+MXHTzrXwgxuePXZMW8ORo0U4j/orXg5LS/d/ydLSo7G0lIzZjn5dlUjV0slVCWwtxWaIr61Q5v/C2qLpcS3kLeu5HtfC4SL8XdOjQctRvJPUM1soQ37xhVmKbKcfy5WT3EAIqZht83kpiwsRp59ntAE8CWQwCOqCgtfSWiqOPwiWhCkMA7KoRDh8ddopu8vmOkuibc1JjquaEqtkPe5YJbNztQTIs6vVIyI/NBu3TuIn31gLQ3TB34F1dZ9LEl2vMVwsCHUuqKa/DJ5oynvISrroyizvDrW00YYnodkFztnBxg7IcM9lsHYELou1A2QyiTxd3y7/WqiTPT4/ysYRw76AxkOTawWbR+VBLlYtq4dwHnszJbaleSEgPEtSZDspCcCOgNDGFrPgsjNrNle0iIvYZ9MgiMZwUQyGmCkfE3VkiZIY0+n9ALiD2R8CpmMDO2gvcloo3Wwd6F1PNQ5WB+WY+XCClq2t58aI98hN/bE9benedXvCMv3J40IifmigRZ3qaNgRvn7inSHPo5ua27LR9sYbwpPDzZ1DfYFTWzaNJbndOC2k6Q8wttRWw4Nt5TzYSPTBEWSXM2JrHtBpLcU7rdf4wP1S7H7n2f0ypCDqGJkFg6rfz1h7PxHijUI/J7mGJpjmKtfUzO43I/TSR4T3iItcSQrODr5u4YgXKRbZYgSOE5JARoIBJ1fwgULGjB58KzqcvMCyO8ARJ9lWFEfvTC7b15vNbX56VPitg4qtsVirSK0TGzfAs18WrqSDwlukDri6OT6jk+MzOqv4jOhHhs8lyIwvJ0MNKTaghTnd2wZj+rjQRG82OJm97iNjiLkLVbFsE4jphMiLpyEiA2ysi2PugigBPYYnSGYDzlMe8K2ZdFhBfTqqKdo5PnxgZOTAcD4FDkD2BsKPtBQcNZROw0zDZCwsxegUezM76eb9GMjhJKiccXCodbauA7CiiWjAipINWdDYbh+Z3lhHzXHoTrBiCiM9ap/VGwrP3T22LtPTbRiWgDtFGKCPCx8wiXdgG0rAViHpHNwLbsnJZmgjs9GMaKQbkTiaq8LHfdm+aqvmNVVYgIXOqLfqan7qa5eXNA6sKLlibTHP+v4ixpgljQXeeLH3s5axrOzzgGInze899PDYHd96CXr9qzgXEPIavUAjnAMePLeWRfjUcMCvo2yqufDa7t2cM568bvj4C//e8PHru3bh36v0fvKh8AobAz2ENQsQfMjGNq3jF0XrIgCTerTuboUxZXDAfG526AzywNSKdBvaSqVOjPn20CFPKprqov/YMBuP9E9axfqGaKqPPa+TPe8sPm+IABdp3cXnCWegfLVgdwHZC0CKSsj6VRQkALlx4Spi0vlSwX2r1GAAdsIjk9F01zVX0dO9W+vE+lA02de5fi7G54740lbyDrmTP9f42c/1rv5cnac1sPK5cfZcd4I9d3zsof4pq+gPs8d2MKlZH2C6pb9BWeNkGrRbiOY0BReCqk4Tc1HHUEsCe+AAuxLmWldqtV6QkSswHICAblRvhSKR+1drh95VGsa/l65zJ6Mp9UM81htp40HWSFNWky8COtuAZ3XYZP3Ql1mb0ZeYHE4SA/4TY0fBmytbuBxQrh1HHdqsEKO72HZ6wK6RXW90lQP8eqCD4+WBboHcsRiw8aXVzfaKCFtiMWo8L9VWriq795JWZ/IwGVirj/1e7wATY/Q0CONdn+zPbpyLYvfzRmJwNgtlIKR5aSt9DvtCHOQxAayb1iFwWW1atS+yE9juFiNWyGMr1/Pr9R3YRtW+Uqy3YwYBoIaE4nqfLdoxQ/KS3nOJQM0oRWyFQNizvNA4TKBYZGBSO8N+ZiTy0rfpOeFddlTH2shLNultRC0afRL6LOrOlC0coNOP5K5QkyHaHE6c8CnT+oIo4RnMRwGfxBbNgEEx9AYkJdANrorRhx6a65JVVc72dLfLoQfHxui5fMaTvvfUqcpOg3F8/IGoJ5PPs/EmsXe6XXsnC75TkESIQr6ObxapvllYZWtfQckBiLAXwVkwIuQ6U/CpZQ/Hpg6o6K/zuGT3RptBMlvZKwsNoWjs4ns7nOibZHsZto8G2m73gtVWH0RRNlAmikGXR1Ik+IlCeUAogy7ZKPvs73Pm8872dldbPpfLt7kamIgPss9cPuNuoc9rsv7yxQceGDeITNzKrJvJS59CqSk5Sc7RFwWQuIq5LPE1XYKppk7HXJY45jKYKtblK3vTSYCu33Eb7btt+/ahwS9z38POpX8ZHiaPstb1sRHIbEIzxvIjuZyG51yEbAq8WgV4RgxLDdkZ5hVAEpX5mcxxE7QZpolj1uMb8ADkqoc7NSzoLJ2oHl2jH402ZTuuyGbjy34R7AeJpQvGvzFb1oIIlVGSIB0kB9kgEGooRcAoyOSKTcbFQpda8jAzlzuqXMbFstkWAe+JmR0GE3BY6MwVg0ZgjKKFvG7N+Lg14wBrhncYE5cvzr+L86TSEP8uhJlr5S7+XZcLMkrLbRxZGWqXHGDMuwHHk+0YfJDoHPcjIVeEA95Bgl/IXQwCR05Xkg3sdBbnYYBK9IeSsMkrumAfaCJ1Dj6Uaswnnl+KKKjVq25XTnUpgZpz1ZXY9djuXT++7obh0dHhUfrU5speSrVLI5s3/3U3HO6avo/+aebwkX0zNx/Z/8wzT396F8Ce/g6vHDlMzZUX6JZn9h2pOcN1UGHr/HuI8wzMRtxsNtmJDe1osJzRGisKRrR+dDaR56pMInCPJLvHB3iPuH4PYEoR8TZ4D1Gz6PAOgCGdnJ9/TsOPxvV4iVkfdFz4Gevdfr5zw016jZmiMC2dQuxXkAttqsP0+8IbwknWk9pJhTAbueRuSuXYKLBx9GOLJ97MWkBldmBJ9EfgGw70XQSOywJ1FYl5EbcL6Iwryxy4WMZtX9mM/pGSGR2hZkDPsCPYnh0iVmZOs2Dg/2FAVCOoCGFnpVb0f7e2s//wtsKh122BPEpIC2czl5Z6VIphoUoMuEoa1VICd2cJBQhquNsv0aoh+BG2Ir5gtnsbYgksbXLKC75osgUxOVjXC2mkjNwPimwi3WzHyabobiDjDADGrKRdl5QUOzr8l4gktTbdobRK0p+j0ZsHBo/EYkfDW6OTEWF8y5Z20/tiMCi+b2p/NSj+wdRgP/0rR4P4lhisl9786KM3xSC0+e2UCm/Q7RftSvMifGoaDNIFbhfGKN22De1QQs/T8+zvSZccl+G4EmJtGGUNeb2wyPpQF3lXw6cMcybSEGAwqqUAbNl9AcCrBnhF4Nv1IWSDz4Z4VOVWbY+E9PAFScVCEq9aUjDioSQh4qHUMsQr6HAtpFRw35RiwSr4YsxVzNgXSxlsi0xYo4KPKWCAODGvoORvRS9Zxl1ogJxyihBgxQDBEEqxtZNNDk63vIwSvjuvgftKKbGR5mpQrBU4qimEiKrOTZv2DW5MtmX3NZ/tzTi6l3LON1z548loOJnuS0EoZm8yYrxnvENpbAl/qf3oUKhytZbytbfyFCQT3htNphsj6TTTOej2IOr255zJEFAuoZaEekCzYNcYc4hhEEWFRm2WNp0mU1NjpFaN7Gd8NWWCR0RmmryU5dqnlX7XgwodNm6yQrZTE0Ry5XpkwcNQ2nJlBbiSMFSocLX5UFmooesHR6/wfCXhHKj8s8fVHL0hfeKEK6/r5nvjalfnp7t4fETYktjaduvQEKqGkP8AOYq0SwAAAHjaY2BkYGBgYmBwVLyeE89v85VBnvkFUIThHHPyFxj9P+q/CMs75sMMjAwcILUMDABVtgzRAAAAeNpjYGRgYL7yX4iBgZX9f9T/aJZ3DEARFPACAIvCBoR42m2ST0iUURTFz72PCGsic6wpM2ds/NQZo74RJEMylIxisoIZUxItZtHKamGLKCv6s4hqW7RrFW2ErF20iNkIURStWtSizVAwRCEjVESv816jiDjw47557373vnfOlST8TwYJ15LHuOSQ0s/o1gHsNRcQaAldeIKUTGOUBFJBl+nDlDQjLgfQwtgvZVtifjs5Q0KSJlvIbrKLHK7updnjJNnPGtdcHRflC5LmHrJ6x87reWzTK7zDG8Y8aUeDzrL2TzRJgbxHRG+jSePYaibZ4wP5wfysj236EHHtRo+OolaLqNdLtmyeQfUyoAXWP4Yd8gK3eOdfjGnzFa/4JpDjmmCfPtTIJyTZO9AI3zvEXm3YrkOolQz7p+yMplAnIWJmir3G0MhvAj2KTbqP+Y+wWV5Sr9OI6ghiKva3iVurUaxVY//Id+yUb6SCd4y9fP+w053a9JAOHWetHO/mzis+L2cm0CsP2LtInZxm7j/vK4ew0XtxFQnSyL232m9fSxlR70sF09w/KE95VkSHuYGBKg3UvNXrvQLmop31HuSrHlSh/uu8BwXEyBp6tH5R/2XwXnf92nmwFOdBFgm9jjqv9woYUD/nQeS/BwtIxs57DzLWkjndw5wF/ZfhdPFr58FS6AG9qvdeZPwc1Uho/5o59h1jPmfH+bc4K/SLvkSo5akqBfKc3CQzZJhMuBniLAEWnSQkzfIRnSQkLTzf4NAjuM+8kVWrETAnSVrx2J4wCZzzXpY4p2c5V5OI/wPgjM9rAAAAAAAAAAAAAAAAAABMAKoBIAHCAlYC9AMsA2gDpAPsBCoEZASEBLQEzAUOBU4FwgZMBpYHBgdsB6YIGAhyCK4JCgkcCTwJTgm4CnoKwAs+C6IL9gyODRINkg4aDloOtg8oD34P/hBwEMARMhGqEkQS0BMqE5gTzhRkFLYVEBVkFY4VpBXOFfIWChYsFqoXDhdiF9QYLBiIGWAZ4ho6GpwbEBtWHAAcfBzCHTwdqB4SHqIe/B9kH5ogGCBmIKghACFkIYAh5iJeIqQjJiO2JCYkriTUJZYl1CaCJwInHCdEKC4oUCiWKOIpUinoKgYq0CsQKzwrjivcLCgsQizoLbAuli8EL1IvoC/0MIYxCjGWMlYy/DOkNE40/jXYNig2eDbON0w3wDh0OM45KDmIOhY6ljqwOyI7njwWPJY9Nj2YPhQ+wD9IP9BAYEEmQd5ClENAQ9pEPkSiRQ5FnkXiRiRGbEbkR1JIEEhiSLRJDkmQShBKUkrCSzRLpkweTLhNAk18TfxONk6oTv5PuFBEUORRiFIgUoJS7lNSU3pTolPgVApUUlSEVNBU9FUMVSRVXFWYVdJWNlaeVwZXUFfKV/ZYVFkcWT5ZYFl6WjhaUFpcWwpblAAAAAEAAADoAFcABwAAAAAAAgABAAIAFgAAAQABHwAAAAB42sVUTW/TQBCdpE6BC+oBerZ6oUgBJQEkWk40qkQr9VKQIm7YsV1bTZzIdqjKgUgc+AWIn4TgX/Hm7TgfkCLBhUa7+zwzO/PmoysiO/JNGqJ/q3uTp8NbRA57cm+Bt3Heh7bh3YEilV3DDfG8j4ab0HwyvLWCPdjUuCV3vc+Gt6XpfTF8Sz54Xw3flsPWjuHvsts6NfxDOq13834aFFVc+EeTUeQP4jCZ5NVc9mUoD8WXvkxkKtdSSCYXkkoFWVcO5DnWI6ID6Ukb0iNYVFJiFRJLIGPITiSHn8fU9ykL6SmCr5jSM3kJvS9vEWeGM+BtH5FiohCxfVgX0OTwHeOuD0aqHcNTiV+GuzmkM+wRNepnhN9mVlPgCfcMsooRlvmV+KqgV3+lsRxaFRSPgSNYJ/Zdwi5ErAxWMRjUd/RUDm2yycm7IP/M+GS4N2NOGjHl+fQGzn3otTaV5bePXfvzBiymvNnFmtCfcskpS1gZl1PNYTVSnzdcHYq/8qa4MK/XrKn6mUJa0raOdsVcUvPlKlBnP8Tpevdi0ZX3nA6tUtu4BrynKGPkHFaVVds32Qg4oV1GhgF9+zYX9Sy4LmZkoLrEujeE75tr5eL/3pMHNik6mcp4zP5cLjgph0uyvSI/N/MRNSUjp9Qpw5Czol+/ctaZXk5cZh42ZbLe1/VpWe/rMtNDfO0htxNYvMY6l2P8P57Rwyugc8iOsS9zch28sBmObaI318Hx+tO7sIc15+ph7/BF0XP+Hzn9+zs24HtVV9e3XAbG5hS9HFHa4f4M1e/iHdW9B0kP8q48+QkdfANlAAB42m3PVWgVAABA0bNnzO5uZ/ez2xmb3d0dmzFzdsyYrSiCfikWgoqd2N2J3d2dv/rw2wv3/14B//gTo73/8TZkmIAkkkomuXAppJRKammklU56GWSUSWZZZJVNdjnklEtueeSVT34FFBShkMKKKKqY4kooqZTSyiirnKDyKqioksqqqKqa6mqoqZba6ohUVz31NRAlWkONNNZEU80010JLrbTWRlvtQv0ddNRJZ1101U13PfTUS299rDNLosOWh35mW2yBlTZab777Zlrmux8WWWGukx77ZpVNfvnpt7W2OO+srfrqZ4n+LhrgnAuuuuSyK94Z6IZrrttmkK+Wuu2mW2J88Mk8g8UaYpih4qw23EgjjDJavDHGGue98SaaYJIpJttvjWmmSjDdR58dcMdzL2y3w0uvHPTaGxvc9cwDDz3y1D1P7LTLXvucstsep81wwhybnXHEUYcs9CUs4Jjj4fFxsdHBYPAvObxxaAAAAHja28H4v3UDYy+D9waOgIiNjIx9kRvd2LQjFDcIRHpvEAkCMhoiZTewacdEMGxgVnDdwKztsoFVwXUTcyCTNpjDAuSw2kM5bCCZaVAOO5DDZgflcAA57FJQDieQwyEO4TBu4IIayw0U5eJl0t7I7FYG5PIouO5i4Kr/zwAX4QUq4HGBcSM3iGgDABesNkgAAAABUd2zdAAA') format('woff'); +} + +/* Charter license */ +/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ + + + +@font-face { +font-family: Fira; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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') 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') format('woff'); +} + +/* Fira license */ +/* This Font Software is licensed under the SIL Open Font License, Version 1.1. +This license is copied below, and is also available with a FAQ at: +http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ + + + +@font-face { +font-family: Source Code Pro; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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0fHv5+cfFY2+hpbQWzrkHZKWeSMRPbuYWjmIGReFPKR4TiMEUKhIqBxh7GsC8AQXtAj3ss5As6HGfAzdD0cLZDsKzywBnW9AzyVY02x0mPNtWOO46PNN+tHa0BH7rkRSrAZ4dTkVD80DxXgcg5ADjx+1VpZpXNYfW3vK/b7n1O9HNd26Gf1Pxvni874/owNNPl7/0Obr5jltvveP2m29+eCgeH4oD7vvBfnEKtwK/bSYFgrhQwMWYZjQAUa9PMRaD/TeaFwpGgTGXGZhLYMwlAHPBo4azmGIUgB/0yPjAaFIsC7JGynj2K3cfHJ58fI5+fsgee/uv5nD/R2BdK9CxjsyTggXXNRkWQOfK3pQiIP38KdkFxqJjoaB1McvIAou6tPjSZYXlAoz/QMfCEc6jAoXTB89eVKfAPBU+7O2nnkh2CJRoPBbVjxy48eC1H/rtqdYvlvt2Hz3QMjYyOS4kDp3cPvvp23Xza2b2nZyN9w5PAnxZ2GcTwBeBE1loRPhgV2VDSjHCabSnFDfCGE3JugtKyLwgWxovSIoPNH8MwTLA+YfzGgK5DCpO8QfyqNYLktOXz9eo9liW7RzAleDg6j1hypRYtnvm4PDc3x4/uDY3Pd6z/z0Hb/rg2p33HPnd6ZGJNd3XT/Znkunhodmdm090aOzzg/OHuS0ah4dm4f3ERJxkNykYUQOBCNFlGH9q0rIAm+lKycYLsiWtGEDniOmCge2jQQfUNTKj0ojyAtWPwQib6QAuNBNuyQiSbEeVkqW4qyhEEhnY4phOH6fdV11xxb7vflcQtdrBp9fS3ynfPP3009OfzQ8bdrHzjvS0Ap/5ydWkUFdDTyenp8XAzwzQ02NmR4NZqy//+gQzUi2dNtn8klaxO960yY6XACZHZyctmi12h2ojUsWjA2aw2vDc4AYUQWB6mA7k9OaEdkU8Eb3KHEDnrrk9oztm164ZTbvp1eV/svdlD7zvtw99aGpk48TN65obae/8H/uOHjpyA6PvBODgB57wgJY/TgouxMKvWZAbUopVx5BhJz+CQkgxw8n3plGV1wMtHY4FJQrP9XCgiwbR6sJj7pDA00JwG/zILw4zcIdiAFdH1uVlUZK1yMgoUUFZg15eBDueC9OMyjsTD19z5ebe7MaZo+Ls/t1X3rb7zL1XmKaHs+OjA1toq/K5DYPp931w9uiBPdc9tm/Hjo39AyNsP9YBQl7YDxNZz2UYE8K4CWZQOqBXnQsFnR75QSeiS6Jj/gayhgXQ0OkBSANATpE1xDyX1jaqjw3R3Dr6zfduNx4z7D0ltM4PfujfX5V/+QGCNtIY0M8L9POCB5YiB0jBjRQMAOk6UooBhX8XI50PSKfFA9UML0BeojVtti3IIbwmASW70ShqlpzPiQbB5g7ErMxi7AhITjR9pFiLavrkslWNVD1a3OJBw5omwOyBdz5OSN3YBw9cvWvflQcGRm658vQdu7asHZ5Ip4cdxoPNMzMbh3PdQ390fFgztGPT3v2bt45pwpODmw4e2pEe7kvFejxendj7k1Te3zfc2Z9BXhkGXB2Aqw/saeAVM2LqAI73pJQgINwIvKIBhGMM4To4inVMS8gh8L4BwybAsI6o/Cy7QDU4RA/D0mFmKhcUgmzLK41B4BwdcTG54qqaebEoGDKAZW7RxGO+wzCwx33tm/f3ntnU21NhmX3AKesZy9AXgUse2nPfXGuFawZGZoFpAB+mfwUz6F+J5JdoYDAPSlZV/zoRHdmUVnWvbKu8QtyWaGGHqqxUbQyPPVMVlUz3z2azs1l25phNAus6QFMcqrFKQFWU3OqqoCqcF0pevqTXIVuRTwRgGCG13GoBraEITqCrC50xr6S4fXgAL23HCCqcS+wZEwN3iVUj7K3ATMmNpJ3+q3Al2AjElW32aOH/G+lN5e/RJtoy/ta+lzUv72O4zZHnwQb6Hou/BCpWEFO8eBZQ13CiwdFq5sZQeZI++/zExHcnJnCdE7DO/+Hr5LLN8L/Wc4I2wTo3tbNF3hrneuEU7N0/CE8DLzaQK0mhAfcuyGIyyI5M2zamZD9oMgt4eSE/+CUovUIONPJQBWPwQLH4OeOZpWcFkycQxBBGXg6hilC0TlUeeIIoeLVmHzuBqha2ib5YvKKCnSpBT81cue1kU7o7pNmhC6S6mrJdo2uSLIQjbJ/fNtE03Nk5EEus62pPBxLduTJlER2OT8fFq4QY6LkYaSdPENDCSkjPokgJLbhRKcXFXVQRXdQOZoYFwDYOOJht3gT+VRM/a8Z0SceDKzqH0gofAede51BDLEj/Tvh8K3joJdEXiqKQgT8DRE3oxisNjcg51hAwE2kAZkpIihHtuDZnweQIoCj3uZjeZLYaEkKKJWI2ytkrx2WOh51NH/Cci73K2mjHJ+48djJv0Hg3NOcmf+vOifE9t99xcPNQ49Y9t25JRDOZ/XMj9IavfvB0+UJfKDE5MDnnsE3sf/rRhz+X7MnRqxub8tdb05xOAXgYEs4Bf9jJJm7dyWKmQMEbLekMhFpBkOPmO5gQ0jvB2nOAdQmq2bmgSOjH6NEHpwYjkzwUTFXZAuhkXBkXoKJ3ZUCCgvYPfOe675zq+2Hf7DPBhgaNLy6ce/vqz3+emnefuGbXHcDdhwCOJoDDStwkiNKQ2Zk2cIwFdIyD4kLJ4wZzEDxeZPx6Bo4NrCpPWrY5GCQmeFeHx1oDxkEIhaMNLT89boHbxvcETGQ9mshBp6xBKKVMmsVJmM5MZNLZniTN8qdDL/5jf+7377762O4//MPdk+fu3yyc+3h62qbx/9b+QzM3npk4sQ/PF8rwTvDp3SjxmLa3GRcKIsJsMAKgHsZbZiCWl1l9AEeJUJ1DwoOh6m+29Vx/L+718JMfOL2pr3d85+nTu6eG+7becPun6Jrn54bzH7r2+nvWD14BezcLNEsAzQwg+fq4vFWMFYo5cNckRiawyjHIwlwKAIR5ZQ403LQqCSrY9yLes5/4vT947MH1a46f/uYa4dyTf/DYp+duu/l1xPUsrOeC9cxkUt0fo2GBsYqiMSyUtJxdtGggWKoLo7tJKh4BPIpG1fVU/c2MBNaW+v9Z+kj5a1RffpOOCufm/2T+O/NMVt4O69bBukbwCNi6i2satGxNA65pWmXNxdXMS1eTbqcfLb9GdeVfw0qvbSv/I6yTYbbbI2B/vpcUfMv3suR0+URYy6l6boRtKxpvDh6HKTg8uKbDCauh24ZauGAQ0Z5HvuNmnM0HdPeAkEAFY0avzSAxU8653JTjrJCNgZOE6ibzxB0nZ/p6J7efOLJnpOmmb8/cePvjdMPHOEfceHf00S3lf9pcYvTaxPwm3Kdh9UTr+YmWtRlUyEgx0VjdJTNQTGBWqAEEniat6OH8VDaH/x+D/zcdfePo0TeEc+V/p9a3r6bJ8rdxrd3wUGZrbaz4hgb0DQtadYtkfXp171DWpWscRFxXXZN5hRFPDPyH3Y8/Tp94/PF5+qP5+bJ/HnEDPfXvwoPA8WtIwcZ8BCN+K1GZQGLuAaBU0JmZZWqoxCHQ3lcIrXGupEg2IjF7b9NwbnZ0EDC7+tQN/acPgq2zmV4xX15/7H29HEdhI+BoIV0qPQ1VelLQKUhECyOiYsOV0OBVRFM+rxLQldG7YqLes/uoWH7Pa39/lXwSqPgVmn+7fJauu/UrbM9ugzVCsIYW9BWno6ieLRYBgxVEwElkXC1qjZUQGH5/xHPbYdoPAvXVeR432czyDedAly+o8Bo5vIqgzwDEddyCtjHD2YQuuW1B8XNv6ovBn80yb0oAb0rzkuLyvCk7X3px8JF//iRe1sp6uK59SbFp35TtL734yr/97H/BdbMsOIqioHElXxyM/7yeXdE6ijqt3pWEA6RpvLfx3pgOZF++ANcW35HnRI1WZ7M7XZVIPh0xCXhNX3tRdd586Ei484rRxKwMldBWh0poly+TcyGv9uRidhpL0Rio082ntoc1oW2n5q1ix2x6tkOEg1H+1fHj1AQ8PLHpoY/88IcfeWhT+TkeuyOCEejmQs+Y0c2s7rMRqOZmVHM52GFx8cMCLrIJLpgcihaoqU2x6LYLobLZQblrURtqKoBqbIuA9sSzeKzERAxcDmnm6CvDou0KfKQI300f0j/ZRvsAwrs/ZH2srfzlik3zupAE+WQEbbNRlffWioRyqdoGYDQ5GUgOVd57URYByYqi3iAwLe2yqiEjJnBUazu3GPvueOCHD8C/4/Pr1m/deu9WOvnoM88+8rEXXvjYdffdd921d98NsOxXdY+ROMlYrVQG8VgycBljQEnpqkplUxq1kA1tBhAwbjwpTpO0RBEngRgciCTd/61f3X3VVUdnN0/NHRXOvXr85K/ppqHR4V5Oi86Lu4Qu4VGgRIjsIpwE9UYWJjChHAizZb1ACa+DWfRIiQZ4DniREoLTgApYKxVMFjsLjZvs3HStl0paYnGqxqlKHX1FK8cTndSJ0TS0zDrv/eG9J3dFjofdzubktuvr9589Nnfv3OyG9XTyY888++jdim/aNO3YMeEqkos/vv/+HyPd9gLw3UxeusiepdJZcQHpTBZGOhOSzl0VzxYmnu0q6ZDJ7Bj1M+pAf2gkZlVbTDwm4JJqCIpyJ+anaNAARfd+66f3fvzq3z99+MOTk4eFc3/6O23lBWoq/4ruuXFNRrVlQsBfCXKYFOIV2SohaF7krpaUbLug+AEeP09jxYCmrfDst/Hgj056RrRI3kaWeYk5Cy53hNHWKzKrx+aO4S8kSXbVJq+EFOXOVEXvhcUGqnriw2u2Hh3ZYG8ON+69/5aDN833rJ/PjdrtLc7ArvWb7jjzwLZ10z3t3ga/zdrae/3mY1tG+jtbpHrJYzAlgnNr584yeZhQaa5HnaGrcioxYHALnShUGVoQr1oWwdBiMEPHoog6DGYYq6FmVIMJwfStI0L//Pzbrwr9XN5uYnGrc6CTcqpO0hoXFgWHVBHfssikBu4o85pQI4GDju4bCAM3U0kZVSEdvbV/3cEbTp2+8U36kfKRT27ZTh8tn/rg7bfjejHAJ8ts5SdJwYocZMkUCKJkMqN8t7EFKfA+5fIdzU87l++DyZ8nUZDbQELIupe0wFeyBeT7Pf98nEltnaOo15lcyaKBPRrxESM7izIbuE025klRZ9QbmMQu6YwW/pKLaRNVxTOxqjYm+AJh6ssMUZDPYix26rAxbtXYWnWHjv3l9SDu/jh8ri35kIdue/tqRk8j4DcDOj5MYzxHpnhDGY6h7AL8Gjh+ZoYfOGmKG9zPRo7f0Lpf9DL9FQI9FXhJ0YH+MoKe2vbP/8D1lxeu+15S7Lo3Ee+hln/9wiLeRoY3PL748iu/4FrM4ihaLXa4bsPHF4f2/uJRdj3kKNaHAow2xiW0KcBl1HPwVzXXYZdHzEAnuy9QrzdYbTW5azpixV944TehZb9SCcoCaOG84nYx2xEIGwbLUmvy84hOhbjDNOPDV72MyiJzu8SY8Ui7YKSitl4/PDasC4sag6Zt/94rx2xG0W4cPiU8WL6u8Ra996rwP/xDw03ms1l6/9vvoXSkb1usfBH2ogP2Igm85iFxVVpZM8zBkE2wE96U4kM5LqB+00lMv7nEjM8LUAA4IriACIaddrzy7FXbXI2aqHXLqWdfObu3ya1xRXfTLXTw0aahCf+j5T8rFz8x1tIy9glYMwJr5mBNG0lz/uZbj2fJnpKtzNhi2o2VfHC7uobXOBFweQ/Ykad2G7ptmvWaHcf/5ohw7gXpZPhBwwvlHf/0T/zsDjO760HguU7V7tKD3aURuAGGTgXzHBQ9j2/ztJ0O8cxSMB89NOIZpleUX6Ivlj9OjwwIZH6wTFU77LsXT9DXhS+B3Mli5Kak1ZNGTRLjU5S9YqIHOFlrBdHDLDsteCosT8czSxK3gr9L/a+99lFxb9/b7j6yPBdFanNRcDpi+7bT8e3Cl996mMFwBGC4tQKDPlUiHAYxVdIswoA5UoCBMvFHEQaxCgMzxqXIkddeo/7yjw4IP+t76wn43pPUT/9FeAzPapCCqw/Wlp2ePD9/fn6wS9M1CL/9YPl9T9x1F3524OJZof7iF3geT0wpRFzAn9ocGnhkA/Tvyo2jc/D5zwqD9GrhAmbM2eepiX0W03aCBcN57K8UKkpqIifji3325O5J4cJ5ZhtMgTw20F8SL2kg7yMFB3IQDyODc2ymhIU0SmLIbUZHSM9DW2gRO5hFXE8Z/naQL3awomwsX4fRLbQ/wRPMo5EA7oU7z3JtshNrNNwAi8RKNwws725U8+oYUlVTNxjaWYy1Zm106uPPC/2D4/ubrz595MScQTy0a3zfgd7kxMy9V92xdZuteyC3dv2ZQ+X/Pbxp88ZYdPQ6s2r77AT8GoVXQd8EyGnV9mLpMTAgCjrErw54WMcqUnQUE8BBhp/EfRSHdUGWWEGQYgTFgKkHycE0EQY7dRY8TmjD4oU6VpiiqxppnsUEQyKmz1WqKPQ7D4sT2w6cumP39HrR6MkPDUy9f2xYePXzuzfcde17HxzrvSlzYNtTY7C3uDch2BsPGazESwBoEYFm5qK34lhzwWJzcboapALROZDgqqOc61klZhKf+oPrrhzvGhqdOXxwetPGtu1nb3jo9Rvu2zCcOTg9c2DNyKZ7GP36AAbC6Bck15KCCenH1La7Aoof6Cf6ma+lR/rxcJPkrBBO1qYrURUT8AcICYw3eSX0+zAYb5JkC0adTOjkA0Flv4QVPEtgT6Cfu4QjEJm+O3dtWqs5DNwwPnfg2mPrh8fy2eH+2dev/e3BHc++3T8w/qGb5veM/TiN8Z9RwKMeaOnifCAhCpYKCnXA4m6jhBELN1aVcBaADZfdzA5HI1Jn59vvMaJNbJHq0DzTSQWDjdvEFkBItrMSHOAFN8ha5jPkKvmSCKaYOOVzERarHP3IkZPv1ZYf1BzctHFjbM/hax46SgPrhvPbAIHbTnjCG7e0Defve3x04wTwAsb81gnfABt+J+eFggCQy7YMboTsAJs3xYOPHszzIus6gebWdMHJsr1OB2Z7nSzbi3YaC7CZMbtsVA8iWm25RdMyRDPMhDt0z9GjExu8mf5rv/jFQ/T8Jm10z+n6Ce/1TbPl4xRFCMvhNwk5oG0zyQCn/ikpdCF164G6FqTugHahYMMXkmZBjqWUVu1CyZvrsgC1vShQhlgGVZNWerB4B4OScRtjlwA89TiUPPqJ9oViuytvSCqN8CF7WhmGiz1GzPWDXa/kwYx4zua1hGKtqTRuDFj2EhY9tYLyb4yTPJdDgiadZzltRYsp5Jyk6DFtARtqdPXkmRfjwyRXNdHlAyKoJxiOTj+t5gsr/l+SRrHUp1IysHYm3T907ZbWyNduTpzZ2pKIHjxxcO9Hbzl54/z0+NQVmdz2VH1vc//2fvi3c7BDEzrRoumcnTlo2dSamd7lAMutb2j88LqpprZsc9hnaKDHu9as6Ur1q7YzFoTa4Sw6yfhirILJMJuh6j06eYTKqUYruPeoOAlzHvGw6TCyRqSlYsqDoQCWFJV2Htbt3Pvk4VSueagFpNLZ3V8uf4NGRweaW8uf4zJ1BwDzCeFbRAs6dZ4UNMxLQDBAUYFBrRhNPAiu4YEYDasB1GDgSnQUbaLZBqfJsiDrwFyw8MC4qME0rtFqQ5eb+Q/oPVTd7R106HCkbaQN/tHzs2UfPf/vDS0tDY3xOIOn52I7gwer7Y6QglEVkJjBwKS4LwW+M6+AWBHuApO+aDO7ASK7hdchAEToApt1AJHk9PpYEEC08rJCg8TyDz4uzJm2d9fWxfU05LIjme/SoW9NnufwFicCgyP08dmy91vigSrQ/DyPwl5awGqsxsm0FENYK4Nk2mVBshwGyRJ6z6HDml9c9YW/PvPUCeHVcvrfvlT+7o+P3cl5BXVHEL7fRga41Fa0IiuNoygkuGmIm2Nlm2NFmeBgS5lY5kkmkqznaWh0trjcykpTVNwby9ZtT2/ZJtww8/bfHfBM1u/fRV/ja4LKFbpADoTJGdU+tHvBF0HWKOgpCxEpAXAkXemKXxIGZ0RwLchhB6owxWtlIQg0V+3cTVHCAuNUxUu4rHJIWAimUDjwBVFjzKs0QZsejqtqO0ioZvkTMHTvlEF0pRMTzvb1mb79na2R6S5vRKILI82JrVtnJ8pP0PlNa9ljY6z8ROWcAR5OMlsTE0QsVjlsLDG6/LQJK04bsHgV1GXnbc6g2bFPPXB0YWbPivOGOrgR4MG80+RihRTXXXY140S5wqrJXeDBsjJtpdPzWBYGQopUoyVM1FXKvQUeo4n2nfv6uXNfb2V1Trf95P77f3IfnXnswIHHDnA7qo/BgHbUUbJoQi2SBewoZmBz5ekwYw0vI45jqf3kUImzaD9Zau0nWiGVTyWVKn99HmnRggKVv2nnFafu2DM5JuYHBzaDAfVVQRkYRwNqYOfjdJSbUIx2fQJhcAdR71dNF+THqv0CRskyuwV2U/ZW7Ra9FQu3mN1iqtoteknRWqr5MkvFbtHX2i1wUkFI5FbaLbNrReP0Ye2GZXbLaPbtmc9s21C1Wyi5F5BAu8VO1lUih5XjpFiM1WSjnTMi23O7oEZSLYQdEhPqPCoxM3vxqKCS10v3bjGI8bOj2aS3q/WGSbpwzcCYe5vjrvJP8DxjbZ4T1m4gJ9TYgqhRVblLwz0BMysvwtJ4jHEFzTy17TEvxriMNlddGFVy0FlwSH5mK4lhLk5dUpGapSD+1oZ578VAVzxRE+YCo9WnxrjWpnafHBjcMPfcVYdPXtE5tfmq8Y0H97/3xO0jIyPN4WCLO7VveHZkKD0UaHL6x3Ij25hcGgE8YsJ7wHY6VWP5MftJy+0nfboguE1q5V2NDVVJkLmqNaAuY8WGQsYQgb3B6WLWVMUAdKMBiJITvGpWG1o1uQfpyL3WLT/6UXa0P+veMvEKmlN33z37ndEBz0T9X3yHwTpx8XVapgsge7ar/jwDWGfgR41FEly1QTIj+vYY9nRgbQbqPJRARpH7AlYsMQNxqVPD7Gr4jNWySBWbegJkT3y4CQxpzdyBp16kqfLfjg00t9OZsm9uH8DUCTzYBjBZSISf/AKhaowBlmMailhUg8KVcXmr0avOI8f1HRohbj5+xZfeQxfKv3K9X38mRE1lH8MVBJkwB98bpps4fxVc7lAGo1fI4lRyZjLLI1gYEjRa2aFEVnfaq8Gsl9v//X+xYBZxyOGXbPBhWXjpxaFfvH6cx7IwxuV/SdH63pT1L7348jO/mOXX3XDd85Ji8bwpm156cVj7+rd5yE9yyNaXtCDZZRd8zRuvP8BCWVYwF6ySK1m0s0cHPmJ8KxDyw9sge6zHxwI81sS0AsD/+QL8Kb4BJnHkyYhN0OpNFqvD46+32QPBpV0adMSp/trlhg+Ewis/Uol5qTEujaGuEuNSQ0q+xZ1IdFKslbDTmP5wj86hsdh7pnttNo3WJvbsPXRDWiuJGsGh674Odun18Jl1G//xH0cnA1c4qaXs+z+BIw7rgejfsT3Lw56FYc+8S2JcFc4EU6tueYwrl6jGuPQ+FuNCOPLPfurKjbpuTdw2evLpZ6+cjtdpTC268fJPjxgnB+oO//L1E32N0pDxBK7ZcTEjtLM1k6TCemhnulD1VZZ02Vh1JRguilbK1wS3EH+sEmEVXMO04/BZQ9yscTUc3P+NxiNzzWG3x7MzbqULF12HAn07yMW335jfbdqs3x9l+G7Euj5YuybmBbJDQ3nB5buKeW2ka8o/oX9YfpWuy9Ijs9nyo7PcXrpOjXm1kpNYdVNq4PEmNNL0C9ixZVTDTm0pufmCrEsr9TZ0fuR6h9ICh6AlheUn9S0okeojIJFMaSXJTmMDkN/fzMS+4vHCswW2w8mOfxalK8jWfurh8QBW08HEK7xhV/HX2Z7rzhl3HBrt3pjStfX0tOlSG7tHD+0wvjFApxpuik0N9DV1B29oyGSMGmMmE7061N3UNzDVfH1kiuFGyUUd3Sn8M4tjqQEpRYTTij88jqUF+QO21q/FH79VR6rxtx8yehwmcms1/taYUhr0WOlX8i7SQ3NBtqWVZqBHIK1EgRihdEETZY5GK/ZqqZRoREbUIyUaJMVswuoCEIQBZl9wRcNqhzopQznOClq8jBQ+j0qcJD3SvbFL19rT06rr4kQ4x0hzoKk7dHVUpUDDDUGgQP/m2E0NUxRoFLm+eXM/4LSB/Bp06MNEwh4Ac0qWMoqOV+gKWOKaxho/Vsyn6MxMKSqCXeIhMaz2qgYNWGxsQ3pfdCTny9QP8RfpEPXc2dq6rf4OeOC24vcubqK3MFuR9QuihVPSr9ovaGX9ggYzK7S1mheKZqvBkCyZeLWWaUm/oMlQ6Re01vQLVkrPRDhiLp/aL4jtgiK9ZTKVmux8++3jdLz8/HGA68zF79Oy8NtwhkNYsYRBY1lKMUUsWXDbJGyxqwQxeEbSZ2YxRsxaiIF0uuTkAGnN6TSmJ7nKVezuPBbRlYjRFmCmhA4MNIOar1UbveIJqRfIiD1enRRLVCUbPXP1nv7xfCre3p1qG5ju33/2YF8m00ezR2+zHT+izQ5FNeU/0SSGeg1Hj1nef2Jwi42usW2t1ozUCfeQGPmwKhMiBnRnsT3JCJxalwYVjbE6ip1w4AWHbAuFEOtHDMWwyCYUgEdvSIOFgY4FxNrrWCiYWauhGU0LPbA2S2BypwdM5cZInhUH1oE2j5CKeYWekQujIGYQebJNYjZUJouNRwmwO5emCivBDL0n4tnUP6K7/kDohoNn1vdlRgfW+l94ShtpoqOD/j15X92gZia249jmXGagJ7J51O9LjTVq5jl/9ZBpoUlYT/xgC1xJUPqGgI8jKcWk4wX84gUlaGfdfJhBdthZCb8SxAJyqtVj9xkcxaLZU8eSyg5n0WJzupl3EvIBIh4MyETALtTanPgBkxNYlNehADa5RM7Xm8b+Hwyp+fQJXTShV3PM0Z6tsdjWnp1d7+3a2TPf1DTPX24f3j88vP/O+e6xtV3benZFo7t6tqXWjWTm2WuaPrt+/dkNXP6kAMFW4VbwX68hBS/qtjowBDMlP5dDUhp9BHumFNKzLldrGrsBzNxE8V5AQYS2sCNd2zRqSxe8rNTJWwfv6tPMqfV4scTBwHIxoaW5mCEBkzFoNvKOgFg2gz+pY/PmpEVjCHpN84dLjxSLxcOFQuFh4daPe3f57Ll298fLX8kO9T7ySO8Qq/Otkb961hlmwJ3BIJsAm6NjT2rWohnMQD9lsnjnzm+VM0KUfrm8Bvd6+8U/EQThsyCPc+RuAsgrEQ3qJUWP1n8fO6PYeqdpI8DJdjvrucNacg9c9Hu64WITXGxKKX5YDcN4dozzCA2JXtzaJukZi74+0pnFN35n0WnypRgjROpZDk+2SM9oTP6GVK/anMiEYk9ueQIcOEH1EXOVFs+cOyz4WL48odu+q2F+cs+mVD7f3LRmy5Y1u+r3TV27rr93Q3Nbfstcfltbet7X39a9zTtAt25JRbvWTA8MpxoCwdZo22RmS3esY2h2ErzOYH0y2jK5pr6zrtka7Aml6uKWMNDofmGc/rnwCuuB6ydIZierG2tkDKK+YuUJ9EJJx9ujdbyR2MH78zxsF5wsToxY9FZf3R8NBKPRYOAT8BOF18Lpnlis8g92NnjxV8IgyFSsIU+Q82oVuZVxJ6vyKEnsdam50YCx7Wb9QskTYC89el6jQC6oYh5rJjDPHrKyQmUQ+iUtF7dYtBByYnzOIgmsoVZ6TtSD2eqLNbPtamzm7aYB6Vmt2UacdVH8lMdZMNl9+aV1M04HHFVHPCqumpEIPvKzRx79yaOZm796881f7Tu0fk13S2M42dPdFmuJ9faP76PrPlIqfeSh556jdeXyH/wBFR4p/8O2k6mO0Ma+ofGG7o7TsB9PkLfonwpg2wPXX09QDvtZ1xUWHJn0i8UuLhZpCvL0lQ3e2RwlO6cE6GYUXV5mOrACWKmgNWFLAPYSY1jZ70J3ysGCAAWRYL+oYtKywBnXOtUepBBdmrbQPXH4Ss1wZzY0vn54dFAr5LPt/eNhX0vb3XR3zxrzWKQ7Ob725ab2bMrjaZq0c5k7TjoESl8jOtDpJJdl3Y/q0/jHOm67rWMLe3zt0GMtT30y8Rh/qvQ+0rNEi7YHr4avdD0yN1fHQ7TW2hBtpV0UI7DZOfrsZhofL//Hy79Bj6GGnKGD9CfC1xl/hkkzeQXPh8qfcojZu8ipoQamGYMgH51puTlVcvNPSKmSyF5ROc6OzxJOLYX5u4Y0Rg+j2BDIL/g49/JKdCWBMUSsH5UwtRSVCoZ6EXfS5wTnzR/k/AzuGagfKzZSm4mNqyjZj03msg8d+qLWZKcsZrZ4TCtRM5FbjOjaxDxqOfSZq2ZnrrpqZnbd/O1bt95unom1N3d0R+N1rYkA/cynr7760++hlvt37rx/V/ni1xojrba5tWuPNTQyGn9G2E7/WDgPNG4laumNdqH6gpGaAHaihRjU3C5rQ/V8pixsX7uW88vT9BP0c8JniAmsrWkiG1MlG6eoe5GivmVnX1okWR0mOVk9rlHMVwJcajqr0hJTWwMHh/jpqd7c1OYrp/KtgE5rpLFVaOmfnOzPT07mY+3tsaaODt6fQVgvLubiD1YqYFmHBkaGtTpWC6thxUQamzFZGeHAsooOrKdCxWV1odlcsNpY3FpkXg841vjOptbGSmptLHhftQ262O7BmnQnJmjHxAsvTDz5JNf7n6LP008J/0HcZAvIUHTtzCAzQGSDaS7oeU7NfgG7kQtaOwMJm4btDFC7uZJNM5h5GNANDqgdOMy5rHMSoGCGGcqGT+XW5UZ687e+Pj8RCjaHhReG+rpja9NDrUPjIX+oBWB6mn6afhJgqieniRxkzRdYkmDgGwk6WELAQqz9vQ5IYsK8mRsgNLE4lgnLuMNY7oNiyYsxtyCPueklhaKNZcDLoGIVm5ulwFgrogs1KGukZHHWShslV69PR+OZ/O6pTHM02jnZNZjbsDE7SX/Q2ZJMtXUmGjvaU/Fet7M/2cNo+iNhkD7N6hJCXFasWpeAK2b0P9p98iZh8Px5Hv8aE7Lgb4cwWusnrIoJUxcgbtPpgp/R3E+MPAzKQlBh5tVgNCyUZoMk1Moxi4MXMbLKMT9D1cuak7TYeBNE37hg8XIN5VNrynJSRvBU8x1Mcie8vonDR1rGIkd0IaPR6mtobTWIffsmQ1T3Z8JT5b99f7KfrrlIbmsWJo2ZvhOd9+1kZ3Dsokz/lfUbWPAki5UqIGuloxqOr6ythu9YFI0dr34qwdIUABq7/cq26Jm76dQh+tzVx8tTV5WPCT94O8J59puU0LvoiywugVKV9469i8Zt1/LGbbqv0rmN3/udi630Ztg1C1jDGIIgqryw8qp0F4OU9SUrOtYtwiJ/ZtbqBU4H7CZj9u/sGGoZquvfMfYpU3ODYzrj7kmmtPj9fwFn7aTwU/jaQcJKlbC+B7VAbQ++WmUI3Ly0tBBkBGuPZDKvl8XW/6KvtX+T8HDK6C//xd+jPQb6/89B/6M9tpYw1xZOjlPtXuJVoiYXq/lFxxYnDLAS0SU1v85L1PyqWd779921D/5NdUx3wD/6iel9+6Y37927uXtgoDs9OKjmSDsER0VnD1PwWzx69WkH6OqPfewV9jj/yadaQGEn+BNoaj/L898KO2AG6R0gjeTPSMHD6haZaRnkAgCcjCBzm4N2I6uS0vLr2F4ewQkGuFWVgQUaHqwGPMEBKblVKyddcDPHxO2E0+RhUsNjATpjWy1WjYMlwJoxSoLNxx1rt7NQF27g1Q4ethFgGinEioW1zmcEavQFwrxSGM+bHp1VdZqIulmubK4ijUUwX8RMNhfT+5+PP2kAM2jT7z2wI5MZO/tk3/PSLq2mDceFCNYufQA2thxo+trnuzdsoAe+3vNC+fXU9mEC9gXSalilVQTsiz9UO6HBuMUeYpt+YRll4pegDCvrgatSPYtE+IAg9RKLqoHTxkyIRYLUS88IFpsn2szKc9HwJUqDBztlLYJUjxNnFE2d5CwBJ/PPADWaGDViy6mhdvPRJaoBP1ElyYez6/uGo/H4La9vmwiDotABcZbQ5dugOOr64tGh1uGNqDn+HOgD/KdlvetbhXtAfzSSJOkmWfIDUmhDPorgcJ5SO6dKc7rQHkFM25uAFJfUM72X0zPYatsGvNWRLrVy3mpKF1rb8NetCSBlWyu+bIsAKXOqRip4GR8pbUCpYqw9zVzAVklJdSFzteN0mlCUW97hhpRaysSUV5HW8U9X9FfB5u7hXsbldJc+x0zmCvclGOfBadTHo/E0KLV0PBpBpdYHSm1T5/PNT37tgR3p9Npdu7RiW/eTuefp1aqea2hv70z0uqWBZM9PYSMSnC+7gSMXOOlxNtbFYfov9JesP/RaUghiDK6h2h/qEKtFdFbQVlYHtpOwVlE9axXV2VlphN7Oc2lW3hGu6PxMzgIJntU6attFsaC9AYcAEZ3TpdawDImJjNcm1vhWlVjdDUtaRMfy+dnT205ez0J3TWqP6FreI9rbs3WeLrA4Hpww1vsoZkBuYzX+5uXdj5bF7kf3at2PHrX7EaSEwWTh/eXUIvGk32L/oy8mLuuBjJzdPrduSR+kmLmmPMlbIZfAZV8NLsN/AS6jw3n5vky0VZb3Zhq2n712SX8m3XvNNcvg8q2Ey7EIV91qcPlr4DKzBkiAyyHxUVZVuHIZ9Dr0y2lWf+DAgZlhzXBwCd2El6+5ZmysSroqjH0AI0bz7l8OY6ACI0b50CJ2pIs2sw9Y1K3noetoLehgc9XMVnPAO4m/kxbRwlCg38CbLxwgSM3UzVULC4Lxsg45XIsi5qqRiTOs0RcO8vImWY+2uym0yd5gzFZe6Jai/WrPcDqNP+UNFdRBd3Dce9C8IUGSIHcux95dxV5Kyc2ZktlI6pm7qcZNatBWbE6MHzA1EoWX0UWEMXhiA4QLVOfmRWhKnR8dUWdB0HqYKqVYDltXi3PP4mCKKuvVXKtuc4OvrqGhztfQoyJ8BN/gRRXzMn/XUG7mnHlefb+I/1Xq3J1m8sRy/J1V/B2pSsQzliqZFz3yRRqAaVYK8M0OODDCWbLxd7ZFSjAtqudbHwAfxAlUaAQn3Oszs/y/pAguZkhwRnAyt0WJhbA4z2ozMMFWodCiF15hfVeNM1qhz2RvezKXS7Z3qeRxBdyuQMDlDqjk+dmW7u4t6fIcJ47sCwZ93mCQCBfLQJtZsN3txIN9RxY2zSOztIHX5rAgfWwi9vJaqr28Xhxnh4UvRjuvHGBGmlGotNbydk5Wr9vVHXNF1DhvxhPJopyRABXhDTqn3Hffi+Wf/f7o/vdqnHnh3PyL838zXwKTgg5nz6u1+BdbWS91hBwi1bZb2Z8qBdQNitZ23SJnel38/LGRKf4A1x9eqWQQbS4egA/4GSfyAmJvTQGxa2W4zk6ZnZ9gRn8nXdaBvflKqX/7WuPO4ehV91Ybb7EVe6e+ibkCnabmsDTmUJi+ZL3SICvNQPEt79Qt7XgX3dJYGmAkTIov65qmIDFrOqfLT5/dsUVtnwa9sgyWyf9LsCyHAdRILQxvbT97jQoDymiyjCaud6aJ+13A4bk0TVQ1UgvTJ0CFTI9ohmvgGhtDncHh6gG4fCRGbrg8ZBg4iWRKdi46g2mWD7sMpBYjJhKcvIytjkXuWLICc2FOTHPZPfkV0NdIxlzN6yXYVARjKcxfhCt4VURkXVU0Au1Zn7bKA3OX6dR2vKtObaniL1vt+fyynm1kR7Vvu/xHYOlUmrc5L/4PwgEsWYHjl2DRVOBY5MdFWFxY83tJWNzvChaPCkvRapOcvOZ3GTiMIysgPaYaNLVgITsCP3K4Kvx41yUhW5UV3xnSotMoAEtanCzvBZxZrGMXgDEZVwoWlSuVMPJnMLKStJfgzypuFf4rVpiwiuVK5hQIKCOhg/XE+sh1fCYZS6JrKk2xgtmosSZlb6YkqEHfNLMx+VBDrBRzpQsWNtTQ4sWhhpbKUEMsIcPSWz23P4litrDpczinzJGXXbyuBXx4nILh0CWp5FPHYKAOs0ziLIxzTx9hwzDuuosOdGlp+Knylz5NB356282v/wWfP8T6xsHmdIHNce+KznFsD/CBcVmfLgZ8Maz2x0BsumJu8IbyotsFYqLUzE2Mpd3l9eCelkJqCUO10xxtj2a3WgKHNpiPzZp5h05zcYXtuaT33LXC8FytG33R/OS9EqwvHc4R9qXXkYlVO9P9q3WmB9TO9GcwSuXxvavedHSolvWnW0HKrOhRpzdc8z8PG4icZbBdAZJnJWwa5k/VwlZ/CdhCq8EWXgJb3buFjcmfZfAZVDG0KoyqPOJw9jE44+S+VeDEfHidHqPVxWBdE/B4BIubgMcTteB7zMlSnPNx3IGVx5V8VxhQM3PUWgC1OAamDAIWh0glp6vOymYeh52KXsy/G0xX8PjyeQYruHwl9oYqi2tU/HsY/o2kndyyGgXCKbktU6rjsrgpzaZK1aCO9SJOVkKCAZAEvEws7ifOkAp6MDslsJRsRMJJBAlnQS868+8K5UsI5OWbvUIur0R8dLmApuQguZn+h+AH+cyjvuqo2oMPPdRT+fe5Rx7OPvpo9uFH4JHxTOvFHwhpQWaeaIxcxbswQaEsFHRIMb+RFxKJFxQ3tqRxslhVDeTGUS3UxShRcjh1vno+8bRgMJoZPcIOnOXiZI11z1CzVfTG1Copg6laWIP2Pa+qwZQHuFM+F1r7Lk61ROtw/wPX7BrN5kbyD1yzfbQn4/5RS//6rX3xNeu3ujT79j7w6DP56eb9u+/52At9m+npmQG6JXN3+Qvd91030c/tB9b3D+fXAXwxtlrnv2e1zn/sGxBJpa2xaHNyT2WVIQAo6hYHAWwHKbdsGIDwhWv+e3CwGZhgrrjZtGicy7AqHCDWFuH4JEi05XBsvuaaJXAwSbsSDv9qcASW0KME9GASDZto3ZcCh0myRZDmVCG2ClhMhAE/cth6ALZ60oIdVcuhw5FO8UzJzQ9wY5qNcefQFiURbXifsxbuYsxsMGAVCUi9FJuEgSMoWb2XTZtfHfBLnNIaRFYc0OUo3buK/cT65YHuNuLEycdLO+Zd1Y55t9oxX9Rp1ajgpZrmRdjwJY3zehYRrGmep99lRjSfAxNntpu7Mj+OB1sWB5mURB53EsXqhBrcd8GSTlemZ+nM6nw0t6VSagxmZmUkTLY6EubIVb+8C2fCTG3CmTCnv3z8xLkfDI2OZNV50bDHvcI3SAe5XYXEw7q+NTi1T9Hg8p1s+Q7gwA42ml/ROxaKFn0cdjLmYJ2cFgcL/2BfjNOxwMatxzokVjRhkQqaulaM8evjeG48gUYeYyD8961SQe+sU9u3qnM23WHNskouXpeLgQdp7uyh2d2BhkB9W7qtfvfUpnXNPZmmlkRfX2JrW1MmL9D91+waiQw0dbZFvOHGfNPYjuT6pkQ4lAxFcvGO61pjHePryibgb9bzLlxgPe8xcuu76npveseu9+ZlXe8lndndGOVFjr953zvKtcv0vttO7d50if53oeH8Clxv/3+E6zOIayTGkVWc0fxvjC6cpsugu3H3yZsugS696/xyfBPkg+8K35Z3xLdVxReUamO+urvRpuruYhFR7DdFWlKF9GUQPzR/aHJEM3wZ3A8dYrKb4/884N9CuuFk1+DfvgT/VAV/8K2UAGZM08VQgB1uHPeZZnejALK0wqH3taLD1cIN0FYH2mAVGjWgw9WoppSr9MIbUzS0gNGtcwfMMbxzAqvEx1k4SsqBw5klJ4sv4v0qcGSCganUyxBrpaEqXm40xA5dd0twnbXB1Isv1toaTB2rD4sQaG64txd/yhsW50ZoVDq+AnTEO1D0kC/WUrJpCSUTVUo2pOR0phTg1Z8dQMIsI2EESFgXQRKGeAFohN/qpMpmchdSsY3/si1V6uKvFunZi+qyDs6buwknokqgBOA57lQ60iBhuyqkTfxGpK2JplePYfVSfDXqTqkFqTZO01KEv42sIG4bK1Utj6hs+pcBfBtdpO/32TltA038xXdxUrEnpJMHNTKpUkwNdPfWnl6wjEtJzo1JVotc40SterIxI52MsMSa3A2nOmBuRTGm2Cs0DV2OpkqmE34baYzn8+/inDsX7ZiEuzJCXXeZU9+WS7bncu1JMehyBwJuV/BS5/+x+Z6etmTPFXXhcFcojHJAAvrO01+SKOkE7v0wn7kv12eUOObz0gWTOj0Cu8LT6VLK3WgCIqeAyO2Y4WdykXNvzA663qF0YY2EbYGxYqxaGtsljZi0Jpvoq290t6Z4Jq/gwgH9WDcYx1Fm/nCsFX+RwpEMsB7+qaVCrkqhrE/N1seqDS+Ld1OBT6WojeYy2M4tvfdmcSrb37R1ckcks2PjtPbX2jWZzo7YwPpDPVs2Dm7c3dTgy3mtAp0ZX/jc5tbsBya2u88mxrJ79955sD64cS482r5jx/TGaHMk1NJXZ+s99sCk2i/fymat8HxKZYLAb5JPEW2Gd8qn5N4xn7JsOMvkfmf/jjHjjqHIiTtrh7SMGpsr6ZQGx6jpbm6/s1knoANx1gnrxb/8tJOGS0w7aVSnneCcurpg6L897wRNmUvOPLGe3LNpxdwT+t7z/z/GBxsaL4nPBrBUVuDzg/Mr8Imiv395fGKXwKdJxedZjk8DR6gICIUZ+/3XMUqohsglsaJgh2wC53E1zNAA0ai4vQK4hUgTyJ77lmMXBezCHLuwdgE7ajoyJR9XmS2gMlNVbMPpogcTQqUAV4dGpjVLSfau2JCM82IZJpkCHj6zOi4VLZIYZfgb1bkCYekymNcoP06DxQsrqbBLbcjwcmoUVDW4hBr0Z1zn/TXyr5W3aqgzUz4Oe64lRtK7bGYKK9dcMSwF6zXZYBRFb8wvTkURYYtwHso2sPzVYSh08Hx1Lsvf/N9YA8s4cY16YGJ1jSfOL67xI7aGFedoL1vDttoadnWNggHHOy1ZhXEbrnRYNXAXV1PtWVzvP4GfcNaMH/v3l0+bkesyJSNnH5wrElgFgqJF1AAb6Z1qIWDJwllIYpe9vA0Hp1Dj7E12J4MqjPFV2nIQ3huXteaocH+ztkGnOrujHuycAHgjB9T6xDAA3sxuWCEbUxX3Q70FHhuf4OCFI0HCmToiPScadVaHq87MO2sUNEeI0hzGhjnCDRNdlcF9cbw1Ft56azGkVw2AJtgAijsOtc8G/Ls+Un9n92jH9sG766978ANXHXlg346RjZN0zfaJ6b879r547JrZzV1jkYahRGp9V/+Hvn3zR+48tWHbke0h69Qcn63G5hE9T5xw0m+9xKQUvJuAF6yKYLro90bhxGIrL25Uc+0AlaLLiQe9idtqi9NU5CAaxvW8LyG+OFlFCTZhbMZra1CThyvHqqzM3iwZtOJa4SAsG70ijFUcA8aHbAYL8D2vM5tadQqLe7UpLB51CsszOIVFjSVdfg4LnvDaWSyDJ3dPLpnHQjPn/6dhQolQC5MGJMMSmB4+vxIm3yVgqlsNJv8SmFzvDiYmP2rh2qQqqOWwgTSpwPa8Wu/2kApbqAJb5PKVbgBy0LlQNASpoVropna5AvxFSdsA1x38uiOlFr9VK95Y9zTWvJnd9aHGCLeUeSO1EgmthuZKBtYtGdTTBYwbWF/Lwama0T3CdIV9L6ozfDQq/q+oNV8x1M2MAp7qKD9W7SVHMyUzl6ghnicH1F2AotGFqNu4GHXxkU2IeqMWSFUK8uvBVKmRS1QMEtlw/pBecLO7TuLNdYo6j8iTcH7Pqpu7osFqUfByvPtV0etg2J5QBbCK9Y1c+f4nw/mrVTkskjmyW4AtgFdW4Msc623Qm4hfnbegW5C9sGfsAmNQNl+gZFRxTbOEOO9v01aTSlL1FfYW/Rhd294of8QOuAcDkQg4xRH6W+oLfj5+DHtA1VzPCR6BRo1Q3YFK/K0m12Oq5HoIt+giUtEq8kSPidfLhTHpZZd4ksdgchKe5BGdilZfNX1qMzygIHJuH/pfOp+qGfrOHZ0b7m7rGeTPmYFjnm809Yxu7sUHz+vX39+5JjK4/tT19+HzhhP9bb+KHP5B5NBMXwe/lxctw7mHlbG36xKTa3yXn1xTV0lvuNBqLUpuj5cns97FEBv0LpYOsjkAcnPZMBvh788vg3XffwdWnLJTlFxuDqXEy5PeCU6QpEvh/Oiekzcth3OCidMlsAYq3LIKrMHLw1q/hK4loKsvUCWsbJFYg9g7gs2E7VLQt6jidhXwVfuNw/8KwF9P4uR3L4EBItCcKXm51GmsJsMxoeTGhFLJz0/iInrFmMUI18P8ejhVivFXi1hjetyvxmPD7MYhRqfS2PzOW7RaL/ZSvIeWmX/L8b9xhR3IZtiwuHRgtSk2QbZJ736KDWadLjHJJrL71E2rTLMR1pw/X5njps7D3UVWjsLFkQa0doqbIkjp9PIZbl7MKa82vU2dfutbOv12yey2w+KmLQdO37l74zohN9w/fdvo8FfFB16Z37A4u+3g/FNjvJYCacZjsG04dW4p1dDRb62GW7GMIAnewIVKkDXEu4ITXBm1Y212CMck8UhMQmLRvXdLb2EVlrgE/d+33DVYZS9OrOCPEKs5fhCsJi9GBFjG1Wxgt8tmZROgo2VtGlSWDT1nvYFNPkLF7HCyCXs4JMXMRjsUzGxamVmLZZVmI3vEvi42JclkrnSBItaexdtp1VQiR0U3a0IMPXgrrX/hgQe+WL7wvsTDbvfDn6FrPjX/+fnvzNPJN+nPuV41g02xlf4SuKkZ9ujjas+mJ8OcHEeaaTW86W4M3ramS3GrH+GPY3gxyW0qe9XvwdbeeBo7YrBgy2RdYLsWCeIwI7xXNUhYrQ/3DkwKh4cFFU1SweJ08ToHPxdwVqlInD7MNmKA3BSEP4hJBRrRshgt277Vo43iYkzWh7FG87HNu9uS29dNaX6m7euKd0TXDF2R7Ng1bezqSHSlWjq63vr4xplb//neM2fuPBisZ6HF48cpmT1w8LGDVyQf4PTh+eYeYgMKxfFenbUZZzQ0mjIlJ8+jh7nY4xnoosdixaEaTjYryANWVpBdiKh1P1Y7UAUTqKwYhg12VyJYjBhuutyId/ESafUlGez9KzLrS/LZQt2KvDoljwuD9Hlm97ew+yyLGd7yy6a2V9rVjZU7/nDQVJXyuKpEsAUYtAYlDwlj9GWw0yWyniD2IjPCizrRjqWY8Iak1Vsj1rSYYPuJkdvceBYMbE6jhbvyKyzph1bYzkvcvSWzDkjtUIP/1u9myV8JBtq8OD9BXODjWKvzE/DWhLP0+b+aY/f0dcPn173j591Cl/r51+g0vV14EWR7L+9jL9kW7ziN3f68DxjHfJjZaEitjp0cvNEa71XvYVOSFtnitZnx8GGd1Rxta4+1Z+k3pm5q6sse1iajzSl1Zs63Yc371DWX3eNaf6FkXVzRqscuGMGRr9wfUhGsTOAuv0Pkt49UF5wZp3dlj+BynRsGYW1c72KI3kc+9Juv57vsep9Wl1s/uPkmFrfbCvi9wfCLkL2cqrI/oxKWdQNFa2hbmaRQz+GILaU03s1Fk5frnQU36zvnlFeIlF+N9rnlF7bOTFQ3oyP7L+q7SLKjujW9h/jWDNa+4fplP50WRBWPfUg5kNGVW38GORZV+qEErsOKw0UsaqiJmh4tKmfB6YpUqVsUrK6wepPKZQTOLb+w/5DeYYi2IdwzE9/gbxClmQnY7sOa6nb3qW/WD+HeAw4XQ4LI9v7/NQ6+d8aB74SKw+K2zEx8uvfwIgvlat/gefk9chV9lX4M5GQnu8eEaCJ63revr95gAhv29bxvX6+p3FOn4iD/3q7bd+26/Usf2LbtA9tQMoD+HSW/z/rdQ1hVxKotpWCGTSECyigWbzpdvb8sOyt8BI7WsoADCDDSxmZfO1jRk9/CpiYsubfsaq98ybG25Ej719vwKfm1trFk+0hyXVNHR1O0szO67Bnw/gLpoPeyfvgIoTiPh48nMGlYThbrxLR8JjmTaqxq8guP1Uy1Qdr9JXzH+aXfIQtp9WsWv4Pid6i99n8J3/DYY2qXPZtRDfRaI9xDWslH1fs2YdgHKcJ669GSpGk0rXQZnEOD7w1pdVIdGzzYekE2plljijtdCLPW5nAIjayw14jFEbIG86d+DED7q3PP9eo4wjB2NseaWGczppJ9bBKym5nOix4JG9yWi2Vz1UG9On3EE1FHuC3mLhK9/ZT2j7rPnT62IZ8fXLvNRoPlH1D65r/Ztw5P5vOz1xy51/VPaY3Z6zZltNfdOZ3L7ZztMzrrzLnpbWM9+27nvR0X36RnhHHhCeDJIPlWVXvrFxSjHVhHnRikM6JSTafZoGR1OsOq94BCpkJlHKyGyJzVXlAsFWN3zrP97EY+ZrXOgXcYMtezOwwN/FvlstUh215SvME3Zc9L5DmzxWrzeH111eGoK66we/8EDXzSh1NSTHY+1IRVRYpZ3vUNXkkDzYAlhDOZY3qwPYBD3tqz/rWZNr/G3zYzbNCMpcY0BuHo8PAbb7xBc2emp8+Uv/b+KxXlyvcD76DC+wn9Cer2biki4euyF961ABEDwl+xyvRG8gi/P4Mc4nNRFVs4U71JQ31KqTOhkY4982b15ubvfLsGjIhjkV0j2IW2kNeWVAIWfv9zL4420hnA+GvEIKIvWM+Da+Z6kHVGT4DLuoLBq97/aLVbPDRVAo7gALeMTW1ub3MHg2NHjhymcMjb28cch3FQ8fDMbmnSsmuE3ffh20MtLUMtb79IF9goX/V+ey3s/hSN5LZFCjRUyjmW3a3Cmyq6vDpb8r9IBAxc15k56p4K6ijMG/LV21lcAkvKK0zZyekALJOI5ejhw4dp4+E6o9HibVyJZvmvhW1vfwInuxDy/wFBD/VZAHjaY2BkYGBgZInq4vPyi+e3+cogz/wCKMJwbrHBHRj9/+d/NqYQ5nwgl4OBCSQKAGLWDQN42mNgZGBgfvEvBkjm///JwMAUwgAUQQHPAYW3Be8AAHjabdLNK0RRGMfxc8dCYqOUjCwmzWBxUV6ilHkRJsRtykwTiiyQGRuxsGAtKxa2FjYUlpaylFgopcZeKX+AjfE945dut1l8eu6cec59nvOc62yaSChnjM87dpDBHMKI4gsP2MMsPNwrvmARKSwhjgHEFNMYQxKjyrd7d7V/DRtwVW9FebZ+EQfowxTyvriPGfXjqnY3FrS/Q7ntqFNORP+V1PMq1jGCa0wjpziEhPpJaT2Lfq3ZnEGtD/niofLjOrvtqRbD6mEC26GcY1R/3Df7gnq2NXqUM48jtOIck5qbp/wrXOr3hZ4/VDupeb/hSe+xZ2iRmO47XF35R/MqBuQDGnz3ELSMLp3LL6I78zTLahoVEwHZAP/8gzzFdICrPTa2oV49neHUuTWmZsuY/xg1xpRwLAXcoLdyd56P/W6b8IhXyeis1gma7V7iHZ7te/++pfK381l57jTuLxeQnwN42mNgYNCCwjKGRYx1TCxMy5itmCOYK5hnMJ9i4WCxYwljaWGZxcrEasfax/qCzYxtBts/dgv2dRxiHEEcazgOcDzg+MIZw/mBy4RrAtc5bjZuJ+4y7ls8AjwePE08W3hu8ZbxHuPj4fPhW8H3jT+JfxL/KQErQQZBK8ECwXmCpwQfCPEIKQlZCUUJnRLWEM4SPieiJ1IjaiBaIrpHTEzMTaxB7Im4jnie+CkJLYkMiTOSSpI5kjOkiqTWSL2SlpBuk14gwyXjBIR9Ml9ki2QfyLnJZcj9kreQP6Sgo+ChUKDQoaik6KI4QfGOkppSm9IiZTZlM+Uk5UnKh1TYVJRUdqi6qbGo5antUmdTj1C/phGm8UTTTHOO5iMtNa0irSfaGtp52rt0jHQm6QrpJuiu02PSa9Jn0pfR79O/ZCBmkGJwyVDAMMzwipGX0SFjJ+NnJtNM3UzvmbmYrTEXMW+y4LNwsCiyWGXJZVlh+c7KwqrJ6oJ1gPU5GyGbOpsrtlq2XXZ8dkF2K+zl7KscuBzqHJY4PMMBvzgyOQo4ajg6OFY5bnJ85eTntMFZyNnKuQ8INzhfcr7kEuPyweWPa53rBwDS145DAAAAAQAAAOgAPgAGAAAAAAACAAEAAgAWAAABAAFbAAAAAHja3VrNbiPHEe6VncR2YiO+GDkFgzUg7wIUV6u1HXudCy1RK8UUSYuUNz6Kf+J4hxyGM5QsIE+SZwhyzDnHJMcc8hR5iFR/Vf03M6S4CgIjAUGyOdNdXfXVfw+VUu+rf6g31IM331ZKfUBvHj9QNfrF4x31nvpSxm+o36iujN9Uv1Z/kPGP1FL9U8Y/Vo8enMj4J+ovDxYyfkt9vLMv47fVL3ZGMv6pOtj5vYzf/fDPO3+S8XvqZNfM+bn65e4fZfy++tnu32X8V/XBrtn3b2p/91+qoRKVqzHxM1eXGEXqSvVUqlZ0bYjfh/RrhFGXrqX0fUa/RiqmOTN1TuMrGiW0fqmeqrrap89fqS+I9hEh0aSRT89QY1p7AS1e08Gq1+EhKnDxDSTK6G5KckUBV12ibK7o1xdqSrNy2kfPvbb36jRb350RxVdET8+Z0NWEqA7UAY0+wftzUNlWwlCqmHiMiH5EtJf0rVfNIMErupbSfhEhMqLRAPN76pZW5JilV54Sx5rvpVrgkzU4AuU5qE6x7oJ+xfZej0Y8k3ef09UnWB9ByinQi0B5RXc1bzFm1+/FTZdGWjMR6bZOnydCdUrvnOY+p92fqBu86kCBd6iD2ozu5bTTQpBd0Fjzc4X1EWlCa3afPNCMD+6N2qPX4OkxdrwBrlOxwAzIXQu1Y1iU5rFNFGbg5aPAAj4CHtoHE1AwUmUV9OqQ5H/bet5V7+Ddp1nMvcOoB45zQlRL4OTT/qblnQMNzcEKe/IuhsceSdOi7w7sZB5QbgUUtNaq4sPTSv7C3Q1PQ9hhLPxodBO6cgPajIjTTkLfKUbX9I4RoQb0OQ6s5xIcN9TXGOdkf1HBFjPaVSO5gH3UwX1C3xr5K7rfofUtK8HeD/LSOztNdCmKtyFXh7770MQp+bC+2qPPdXqIiJL25U+xdkxoLUnn2ipuxcf3KTb/sFLqd5d8tEk6O6N81aKRsRzOoano3niisdS7LVTHIdbmY1gDe0MOK9L+G5P/cqbLxYq0DSRkddqeOEvqz2uxywViD+/EvGj7TcQSjefHmB/RfcPVAvnrO7o6hM3VPC5WdJejRu7J5tYOwTXTZd2O6e5EVjhULmmmiVwaA+c/CaKQzumxSD0UzmeQn2MSRxbf75hD5v3a4nEJ7jRPY29uanUxAQoaJ0bzlY2CN4gFQ3ipkU/zryPtrXi/RmQqmhoFMWBmOfEj6wJzcxqz/U/h1348cJG0GDfZho7hY5fQoo48maeFcsT0+WZ8mOuVzKiJZa1Qp5grM9QxMa2OC3ItpaLJJLoPaGVu92KUE6BzKVE0hS7Nb+b01rPuOSSOECsTiaq3duYMfCZAMUMm7Bcsjm0gRkZLRA6z4xyUOGPEiMLO2o22ef0Qsw06A8k0iUVEczLAr5G9tgmLMDs62fy4z9xlpewXWvBIsLgESmbVslRzzMWKswpsV9YeBlshUo2zs4Kq9YzjFDbJEWjpIWs4YXyX0OkYNlHO7EZGv6YwdaCJHqGl+/xq2r9D7FhCayb+TUQXZY9YSvXEHlqsMaqrAV1bMdZGskvExURsNw3sL6W1K48XFyON9Jm12rwC99SreGKMqzXg4sURZaVjyrltevfp3UHm1Xcebqi8HgoaE4k/RhLDk5bd5ZIJ6hBGoaxR34ujyvr9RLxC7/WI1j3eGn1jh0PZcym4mxrY+GAmGUvHcGMjcRDD/bgxFm90dbaTsCZRIRY/Dmsy3zNCXbs86HTzcKuOYZ0ujFX5/p7BN4aFiO1Lr39PpN93WhlWaCWzVb6RgXXj89+RFTG4SEr13F12ZKoQri9MncBWtakv4BpggRljLyplQL46Et/HDn1Zz0q5cDtZN2efmdQ+hr9LZBYXA1JY3Ei8Kpc7NRsLtF4HUh3lkNas3UMNHVYbZpWra1LpQ3i2i7iTgpbKaBdr2s2WULMSDpHD5jL3ykbkGXBxUY5nmwqzGBU3WYfBPQK/N8jac+TRJVYZe/a12wB2U+y2jSYzSDu32W1sJRrba5y/r6SunNnrOex9ivp1KGjdAD/jl+VeeiG8pJ7mIjmxKtt66GXrsap7nUyTotEZZYge+rcO+rZdeIoeH5XyRxcczeBtrn/jqMpcj0WHjMBcuKsFdbjpRrh2vpLuPMQ7lF2fZeSSpV2F52JY0TLXS+92WtlzAVMD30rNwjS5Fh57HLo6MKyTbzdWhH6XwvVssrHKXsFai3fd2UP2mtJytDD9XNFOJhKNU1SnjCxb2Eg6rRSZ97m1mqfI1W1UI36NdrePzsXGw4gTSwSIZU+ufVfiI1VxqGajWTkC8Q53xe1MNBj2cmEPwnxpfU08nzmA9Pffd3vdFfkr9yX/nR6kdkcXMkb3Pg28z8Qk9lC/K+Wzhuu1FQdX0LHUXK6br67+XK2fCUW/cwvruRF49W3UVEW57LMH3bFlcYT+XroFv/KboqLTK/akch95Z3lTuWKyhp9rHQYLQXQB2c0JzkyQ5AxSRX2G/M/XcjnNiGGTI+xmtGn2MxKYbMr2ySdofsW+vj9PBdlwnxBnrvRjqbuvMfOmsuJaSaXr/OeZRI90C2+5j6+shH+zZptq2+8/GKEMUn6Pni5GbZ17+TqX06PFhmwY5r8iLnz+zn38wkZb1sVdVWrYyzAN9v+wnp7bs5iFyDGuqMbZImeelRh05vbpBVvHwp47zNfUHEbbfi/6MZA1/fm8gHio3237xDTIOH4VV013k93wCR7n5PCcwp2b+GeLM8wZ2/pvhH0zqWuWUs3zCUgOHY29WHuXxdfE7nTEW3jZWseJV+DvRuL/VWDl5ZqQ6f1nOPvReD3SyyCr+OcU9/MgZzufBLazucopV0zMWVU1Vdu6R2LKK3iYsYt1GZf9IpbTkNstzzP86tDtFFriuh3vOjf7/z8n26bL6dsup00WbPqZzc/7BqiWU3vGMseTl8TT1TXdjeVsf7K2iy5WP8WqunxayxnfP8vT3dmhahHvpySFloV5P8GzNPeUrYfnA331kmae494p/vOgn1d1KM6c4lzwiK7ozrcn9x/CAl+i0zuheRegxTTO6VPT/laePUT4rX99BTSPsLapfivPxHqg2qFxBF67ePLXlHl6hZbjAjK11Qu69qXs16ZV5knhGXhhTvt03e0acnWKHQ1njMwhycB3G0T7FPQ0/zUgpcdty+excNoARppyH88pL4D1Oa5e0HeX5vFzywZkZm7bkOGY7rMsTXDAmmCODvEs9FvMeEF89cFFFzbIM2uQ8Bz/ftHr9a5f4Spz1hEtn6OOMVTqgiXzofH/xu7cg/wtPCUyFlLmI4KmW9j1HFpoCvYNeabpo8PYOwus4R8dDfD7wuqgyK+hFuqgygbMDi8gRRN4tDC7hxOKQ1Bq2fV65Tmu9z2abN2s+ZaH4aGcXjTV17RrUyynAYRCKdgPNP9OCsa5IZ+HNnr4Om6LDg+tRjuwpTIqL+FxTcxqQB89i8IxvPRMOL/w7Mjo8UKssGM5C/E13mLmbRMhmJbZO9TgEZ5yt4TDnkXjbrocvV7/fz5PkHOvUI/VsX5Go83/CPP/ZfUSp0+uguV/dB0jb3LPof/nFanPcO9z4uyAXs+pznhm/0X07N95l6kOAAAAeNptz0dM03EUwPHvg9JC2XuLe4///1/KcNJK6957iwJtFQGLVXEbcIPRmHjTuC5q3KJGox7UuFccUQ+e3fGgXrX4/3nzXT55L3mLCP7G7zYM/hcfQCIkkkgsRGHFRjQx2IkljngSSCSJZFJIJY10Msgki2xyyCWPfDpQQEc60ZkudKUb3elBT3rRmz70pR/9GYCGHt7toBAnRRRTQikDGcRghjCUYZThws1wyvHgZQQjGcVoxjCWcYxnAhOZxGSmMJVpTGcGM5nFbOYwl3nMZwELqRALR2lmC9fZH/5oK7vZxQGOc0yi2Mk7mtgnVrHRKtFs5xbvJYaDnOAnP/jFEU5xn7ucZhGL2UMlD6niHg94yiMe84SPVPOCZzznDD6+s5fXvOQVfj7zlR0sIcBSllFDLYeoYzn1BGkgxApWsopPrGYNjaxlPeu4wmE2soFNbOYL37jKWc5xjTe8FbvESpzES4IkSpIkS4qkSpqkS4Zkcp4LXOIyt7lIG3fYxknJ4gY3JVtyaJFcyZN8q6+msd6v20K1AU3Tyk1dmlLlbkPpUDqVpe0a4UalrjSUDmWh0qksUhYrS5T/5rlMdTVX1+3VAV8oWFVZ0eA3S4bX1Om1eELBuvbEo+7wus07whp/ANbdmiQAAAB42j3NOwrCQBgE4GzWbBLzflgKUbBaW/ECSZo0aiFZsPcG1oJY6ln+WHk7HXXdbr6BYZ7sdSV2szryNv3A2F0NrZD9jFLVUblDOKspCXnoLeJVQ1zW5FbNgy9t+YUA3LWGA4ijxghwVhreZ3PR8AGv1hgDfvIDo0B/hGiD2JYDb09gBIaFYQxGe8MEjOeGKZhMDDMw3RrmYFYaFmC++FNRKd+my0zeAAAAAVJ9gF0AAA==') 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') format('woff'); +} + +/* Source Code Pro license */ +/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. + +This Font Software is licensed under the SIL Open Font License, Version 1.1. + +This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/scribblings/manual-racket.css b/hyphenate/scribblings/manual-racket.css new file mode 100644 index 00000000..bd830967 --- /dev/null +++ b/hyphenate/scribblings/manual-racket.css @@ -0,0 +1,308 @@ +/* See the beginning of "manual.css". */ + +/* Monospace: */ + +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk, .RktErr { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +/* this selctor grabs the first linked Racket symbol +in a definition box (i.e., the symbol being defined) */ +a.RktValDef, a.RktStxDef, a.RktSymDef, +span.RktValDef, span.RktStxDef, span.RktSymDef +{ + font-size: 1.15rem; + color: black; + font-weight: 600; +} + + +.inheritedlbl { + font-family: 'Fira', sans; +} + +.RBackgroundLabelInner { + font-family: inherit; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 95%; + margin-top: 0.5em; + text-align: left; + background-color: inherit; +} + +.inherited td { + font-size: 82%; + padding-left: 0.5rem; + line-height: 1.3; + text-indent: 0; + padding-right: 0; +} + +.inheritedlbl { + font-style: normal; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eee; +} + +.RktInBG { + background-color: #eee; +} + + +.refcolumn .RktInBG { + background-color: white; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: inherit; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; + font-weight: 400; +} + +.RktVar { + position: relative; + left: -1px; font-style: italic; + color: #444; +} + +.SVInsetFlow .RktVar { + font-weight: 400; + color: #444; +} + + +.RktSym { + color: inherit; +} + + + +.RktValLink, .RktStxLink, .RktModLink { + text-decoration: none; + color: #07A; + font-weight: 500; + font-size: 1rem; +} + +/* for syntax links within headings */ +h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, +h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, +h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, +h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, +h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, +h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + +.toptoclink .RktStxLink, .toclink .RktStxLink, +.toptoclink .RktValLink, .toclink .RktValLink, +.toptoclink .RktModLink, .toclink .RktModLink { + color: inherit; +} + +.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { + color: black; + font-weight: 400; + font-size: 0.9rem; +} + +.tocset td a.tocviewselflink .RktValLink, +.tocset td a.tocviewselflink .RktStxLink, +.tocset td a.tocviewselflink .RktMod, +.tocset td a.tocviewselflink .RktSym { + font-weight: lighter; + color: white; +} + + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { /* for definitions grouped together in one box */ + width: 100%; + border-top: 2px solid white; +} + +tbody > tr:first-child > td > .together { + border-top: 0px; /* erase border on first instance of together */ +} + +.RktBlk { + white-space: pre; + text-align: left; +} + +.highlighted { + font-size: 1rem; + background-color: #fee; +} + +.defmodule { + font-family: 'Source Code Pro'; + padding: 0.25rem 0.75rem 0.25rem 0.5rem; + margin-bottom: 1rem; + width: 100%; + background-color: hsl(60, 29%, 94%); +} + +.defmodule a { + color: #444; +} + + +.defmodule td span.hspace:first-child { + position: absolute; + width: 0; + display: inline-block; +} + +.defmodule .RpackageSpec .Smaller, +.defmodule .RpackageSpec .stt { + font-size: 1rem; +} + + +.specgrammar { + float: none; + padding-left: 1em; +} + + +.RBibliography td { + vertical-align: text-top; + padding-top: 1em; +} + +.leftindent { + margin-left: 2rem; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.SCodeFlow .Rfilebox { + margin-left: -1em; /* see 17.2 of guide, module languages */ +} + +.Rfiletitle { + text-align: right; + background-color: #eee; +} + +.SCodeFlow .Rfiletitle { + border-top: 1px dotted gray; + border-right: 1px dotted gray; +} + + +.Rfilename { + border-top: 0; + border-right: 0; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: inherit; +} + +.Rfilecontent { + margin: 0.5em; +} + +.RpackageSpec { + padding-right: 0; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0.20rem; /* sensitive to monospaced font choice */ + text-align: right; + z-index: 0; + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; + color: gray; +} + + +.RpackageSpec .Smaller { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} \ No newline at end of file diff --git a/hyphenate/scribblings/manual-style.css b/hyphenate/scribblings/manual-style.css new file mode 100644 index 00000000..a4bc28aa --- /dev/null +++ b/hyphenate/scribblings/manual-style.css @@ -0,0 +1,724 @@ + +/* See the beginning of "scribble.css". + This file is used by the `scribble/manual` language, along with + "manual-racket.css". */ + +@import url("manual-fonts.css"); + +* { + margin: 0; + padding: 0; +} + +@media all {html {font-size: 15px;}} +@media all and (max-width:940px){html {font-size: 14px;}} +@media all and (max-width:850px){html {font-size: 13px;}} +@media all and (max-width:830px){html {font-size: 12px;}} +@media all and (max-width:740px){html {font-size: 11px;}} + +/* CSS seems backward: List all the classes for which we want a + particular font, so that the font can be changed in one place. (It + would be nicer to reference a font definition from all the places + that we want it.) + + As you read the rest of the file, remember to double-check here to + see if any font is set. */ + +/* Monospace: */ +.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +.stt { + font-weight: 500; +} + +h2 .stt { + font-size: 2.7rem; +} + +.toptoclink .stt { + font-size: inherit; +} +.toclink .stt { + font-size: 90%; +} + +.RpackageSpec .stt { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +h3 .stt, h4 .stt, h5 .stt { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + + +/* Serif: */ +.main, .refcontent, .tocview, .tocsub, .sroman, i { + font-family: 'Charter', serif; + font-size: 1.18rem; +} + + +/* Sans-serif: */ +.version, .versionNoNav, .ssansserif { + font-family: 'Fira', sans-serif; +} +.ssansserif { + font-family: 'Fira'; + font-weight: 500; + font-size: 0.9em; +} + +.tocset .ssansserif { + font-size: 100%; +} + +/* ---------------------------------------- */ + +p, .SIntrapara { + display: block; + margin: 0 0 1em 0; + line-height: 1.4; +} + + +li { + list-style-position: outside; + margin-left: 1.2em; +} + +h1, h2, h3, h4, h5, h6, h7, h8 { + font-family: 'Fira'; + font-weight: 300; + font-size: 1.6rem; + color: #333; + margin-top: inherit; + margin-bottom: 1rem; + line-height: 1.25; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +h3, h4, h5, h6, h7, h8 { + border-top: 1px solid black; +} + + + +h2 { /* per-page main title */ + font-family: 'Miso'; + font-weight: bold; + margin-top: 4rem; + font-size: 3rem; + line-height: 1.1; + width: 90%; +} + +h3, h4, h5, h6, h7, h8 { + margin-top: 2em; + padding-top: 0.1em; + margin-bottom: 0.75em; +} + +/* ---------------------------------------- */ +/* Main */ + +body { + color: black; + background-color: white; +} + +.maincolumn { + width: auto; + margin-top: 4rem; + margin-left: 17rem; + margin-right: 2rem; + margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ + max-width: 700px; + min-width: 370px; /* below this size, code samples don't fit */ +} + +a { + text-decoration: inherit; +} + +a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, +.techinside, .techoutside:hover, .techinside:hover { + color: #07A; +} + +a:hover { + text-decoration: underline; +} + + +/* ---------------------------------------- */ +/* Navigation */ + +.navsettop, .navsetbottom { + left: 0; + width: 15rem; + height: 6rem; + font-family: 'Fira'; + font-size: 0.9rem; + border-bottom: 0px solid hsl(216, 15%, 70%); + background-color: inherit; + padding: 0; +} + +.navsettop { + position: absolute; + top: 0; + left: 0; + margin-bottom: 0; + border-bottom: 0; +} + +.navsettop a, .navsetbottom a { + color: black; +} + +.navsettop a:hover, .navsetbottom a:hover { + background: hsl(216, 78%, 95%); + text-decoration: none; +} + +.navleft, .navright { + position: static; + float: none; + margin: 0; + white-space: normal; +} + + +.navleft a { + display: inline-block; +} + +.navright a { + display: inline-block; + text-align: center; +} + +.navleft a, .navright a, .navright span { + display: inline-block; + padding: 0.5rem; + min-width: 1rem; +} + + +.navright { + height: 2rem; + white-space: nowrap; +} + + +.navsetbottom { + display: none; +} + +.nonavigation { + color: #889; +} + +.searchform { + display: block; + margin: 0; + padding: 0; + border-bottom: 1px solid #eee; + height: 4rem; +} + +.searchbox { + font-size: 1rem; + width: 12rem; + margin: 1rem; + padding: 0.25rem; + vertical-align: middle; + background-color: white; +} + +#search_box { + font-size: 0.8rem; +} + +/* ---------------------------------------- */ +/* Version */ + +.versionbox { + position: absolute; + float: none; + top: 0.25rem; + left: 17rem; + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + width: inherit; + margin: 0; +} +.version, .versionNoNav { + font-size: inherit; +} +.version:before, .versionNoNav:before { + content: "v."; +} + + +/* ---------------------------------------- */ +/* Margin notes */ + +/* cancel scribble.css styles: */ +.refpara, .refelem { + position: static; + float: none; + height: auto; + width: auto; + margin: 0; +} + +.refcolumn { + position: static; + display: block; + width: auto; + font-size: inherit; + margin: 2rem; + margin-left: 2rem; + padding: 0.5em; + padding-left: 0.75em; + padding-right: 1em; + background: hsl(60, 29%, 94%); + border: 1px solid #ccb; + border-left: 0.4rem solid #ccb; +} + +.refcontent p { + line-height: 1.5; + margin: 0; +} + +.refcontent p + p { + margin-top: 1em; +} + +.refcontent a { + font-weight: 400; +} + +.refpara, .refparaleft { + top: -1em; +} + + +@media all and (max-width:600px) { + .refcolumn { + margin-left: 0; + margin-right: 0; + } +} + + +@media all and (min-width:1260px) { + .refcolumn { + position: absolute; + left: 66rem; right: 3em; + margin: 0; + float: right; + max-width: 18rem; + } +} + +.refcontent { + font-family: 'Fira'; + font-size: 1rem; + line-height: 1.6; + margin: 0 0 0 0; +} + + +.refparaleft, .refelemleft { + position: relative; + float: left; + right: 2em; + height: 0em; + width: 13em; + margin: 0em 0em 0em -13em; +} + +.refcolumnleft { + background-color: hsl(60, 29%, 94%); + display: block; + position: relative; + width: 13em; + font-size: 85%; + border: 0.5em solid hsl(60, 29%, 94%); + margin: 0 0 0 0; +} + + +/* ---------------------------------------- */ +/* Table of contents, left margin */ + +.tocset { + position: absolute; + float: none; + left: 0; + top: 0rem; + width: 14rem; + padding: 7rem 0.5rem 0.5rem 0.5rem; + background-color: hsl(216, 15%, 70%); + margin: 0; + +} + +.tocset td { + vertical-align: text-top; + padding-bottom: 0.4rem; + padding-left: 0.2rem; + line-height: 1.1; + font-family: 'Fira'; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +.tocset td a { + color: black; + font-weight: 400; +} + + +.tocview { + text-align: left; + background-color: inherit; +} + + +.tocview td, .tocsub td { + line-height: 1.3; +} + + +.tocview table, .tocsub table { + width: 90%; +} + +.tocset td a.tocviewselflink { + font-weight: lighter; + font-size: 110%; /* monospaced styles below don't need to enlarge */ + color: white; +} + +.tocviewselflink { + text-decoration: none; +} + +.tocsub { + text-align: left; + margin-top: 0.5em; + background-color: inherit; +} + +.tocviewlist, .tocsublist { + margin-left: 0.2em; + margin-right: 0.2em; + padding-top: 0.2em; + padding-bottom: 0.2em; +} +.tocviewlist table { + font-size: 82%; +} + +.tocviewlisttopspace { + margin-bottom: 1em; +} + +.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { + margin-left: 0.4em; + border-left: 1px solid #99a; + padding-left: 0.8em; +} +.tocviewsublist { + margin-bottom: 1em; +} +.tocviewsublist table, +.tocviewsublistonly table, +.tocviewsublisttop table, +.tocviewsublistbottom table, +table.tocsublist { + font-size: 1rem; +} + +.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, +.tocviewsublistonly td { + font-size: 90%; +} + + +.tocviewtoggle { + font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ +} + +.tocsublist td { + padding-left: 0.5rem; + padding-top: 0.25rem; + text-indent: 0; +} + +.tocsublinknumber { + font-size: 100%; +} + +.tocsublink { + font-size: 82%; + text-decoration: none; +} + +.tocsubseclink { + font-size: 100%; + text-decoration: none; +} + +.tocsubnonseclink { + font-size: 82%; + text-decoration: none; + margin-left: 1rem; + padding-left: 0; + display: inline-block; +} + +/* the label "on this page" */ +.tocsubtitle { + display: block; + font-size: 62%; + font-family: 'Fira'; + font-weight: bolder; + font-style: normal; + letter-spacing: 2px; + text-transform: uppercase; + margin: 0.5em; +} + +.toptoclink { + font-weight: bold; + font-size: 110% +} + +/* hack to add space around .toptoclink because markup is all td */ +.toptoclink:after { + content: " "; + font-size: 3rem; +} + +.toclink { + font-size: inherit; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.indexlink { + text-decoration: none; +} + +pre { + margin-left: 2em; +} + +blockquote { + margin-left: 2em; + margin-right: 2em; + margin-bottom: 1em; +} + +.SCodeFlow { + border-left: 1px dotted black; + padding-left: 1em; + padding-right: 1em; + margin-top: 1em; + margin-bottom: 1em; + margin-left: 0em; + margin-right: 2em; + white-space: nowrap; + line-height: 1.5; +} + +.SCodeFlow img { + margin-top: 0.5em; + margin-bottom: 0.5em; +} + +.boxed { + margin: 0; + margin-top: 2em; + padding: 0.25em; + padding-bottom: 0.5em; + background: #f3f3f3; + box-sizing:border-box; + border-top: 1px solid #99b; + background: hsl(216, 78%, 95%); + background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); +} + +blockquote > blockquote.SVInsetFlow { +/* resolves issue in e.g. /reference/notation.html */ + margin-top: 0em; +} + +.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ + margin-top: 1em; + margin-bottom: 1em; +} + +.SVInsetFlow a, .SCodeFlow a { + color: #07A; + font-weight: 500; +} + +.SubFlow { + display: block; + margin: 0em; +} + +.boxed { + width: 100%; + background-color: inherit; +} + +.techoutside { text-decoration: none; } + +.SAuthorListBox { + position: static; + float: none; + font-family: 'Fira'; + font-weight: 300; + font-size: 110%; + margin-top: 1rem; + margin-bottom: 3rem; + width: 30rem; + height: auto; +} + +.author > a { /* email links within author block */ + font-weight: inherit; + color: inherit; +} + +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* phone + tablet styles */ + +@media all and (max-width:720px){ + + + @media all and (max-width:720px){ + + @media all {html {font-size: 15px;}} + @media all and (max-width:700px){html {font-size: 14px;}} + @media all and (max-width:630px){html {font-size: 13px;}} + @media all and (max-width:610px){html {font-size: 12px;}} + @media all and (max-width:550px){html {font-size: 11px;}} + @media all and (max-width:520px){html {font-size: 10px;}} + + .navsettop, .navsetbottom { + display: block; + position: absolute; + width: 100%; + height: 4rem; + border: 0; + background-color: hsl(216, 15%, 70%); + } + + .searchform { + display: inline; + border: 0; + } + + .navright { + position: absolute; + right: 1.5rem; + margin-top: 1rem; + border: 0px solid red; + } + + .navsetbottom { + display: block; + margin-top: 8rem; + } + + .tocset { + display: none; + } + + .tocset table, .tocset tbody, .tocset tr, .tocset td { + display: inline; + } + + .tocview { + display: none; + } + + .tocsub .tocsubtitle { + display: none; + } + + .versionbox { + top: 4.5rem; + left: 1rem; /* same distance as main-column */ + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + } + + + .maincolumn { + margin-left: 1em; + margin-top: 7rem; + margin-bottom: 0rem; + } + + } + +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} \ No newline at end of file diff --git a/hyphenate/scribblings/racket.css b/hyphenate/scribblings/racket.css new file mode 100644 index 00000000..b44fef59 --- /dev/null +++ b/hyphenate/scribblings/racket.css @@ -0,0 +1,249 @@ + +/* See the beginning of "scribble.css". */ + +/* Monospace: */ +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk { + font-family: monospace; + white-space: inherit; +} + +/* Serif: */ +.inheritedlbl { + font-family: serif; +} + +/* Sans-serif: */ +.RBackgroundLabelInner { + font-family: sans-serif; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 100%; + margin-top: 0.5em; + text-align: left; + background-color: #ECF5F5; +} + +.inherited td { + font-size: 82%; + padding-left: 1em; + text-indent: -0.8em; + padding-right: 0.2em; +} + +.inheritedlbl { + font-style: italic; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eeeeee; +} + +.RktInBG { + background-color: #eeeeee; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: black; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; +} + +.RktVar { + color: #262680; + font-style: italic; +} + +.RktSym { + color: #262680; +} + +.RktSymDef { /* used with RktSym at def site */ +} + +.RktValLink { + text-decoration: none; + color: blue; +} + +.RktValDef { /* used with RktValLink at def site */ +} + +.RktModLink { + text-decoration: none; + color: blue; +} + +.RktStxLink { + text-decoration: none; + color: black; +} + +.RktStxDef { /* used with RktStxLink at def site */ +} + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { + width: 100%; +} + +.prototype, .argcontract, .RBoxed { + white-space: nowrap; +} + +.prototype td { + vertical-align: text-top; +} + +.RktBlk { + white-space: inherit; + text-align: left; +} + +.RktBlk tr { + white-space: inherit; +} + +.RktBlk td { + vertical-align: baseline; + white-space: inherit; +} + +.argcontract td { + vertical-align: text-top; +} + +.highlighted { + background-color: #ddddff; +} + +.defmodule { + width: 100%; + background-color: #F5F5DC; +} + +.specgrammar { + float: right; +} + +.RBibliography td { + vertical-align: text-top; +} + +.leftindent { + margin-left: 1em; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.Rfilebox { +} + +.Rfiletitle { + text-align: right; + margin: 0em 0em 0em 0em; +} + +.Rfilename { + border-top: 1px solid #6C8585; + border-right: 1px solid #6C8585; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: #ECF5F5; +} + +.Rfilecontent { + margin: 0em 0em 0em 0em; +} + +.RpackageSpec { + padding-right: 0.5em; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0px; + text-align: right; + color: white; + z-index: 0; + font-weight: bold; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} + +/* ---------------------------------------- */ +/* History */ + +.SHistory { + font-size: 82%; +} diff --git a/hyphenate/scribblings/scribble-common.js b/hyphenate/scribblings/scribble-common.js new file mode 100644 index 00000000..75c7fcd0 --- /dev/null +++ b/hyphenate/scribblings/scribble-common.js @@ -0,0 +1,165 @@ +// Common functionality for PLT documentation pages + +// Page Parameters ------------------------------------------------------------ + +var page_query_string = + (location.href.search(/\?([^#]+)(?:#|$)/) >= 0) && RegExp.$1; + +var page_args = + ((function(){ + if (!page_query_string) return []; + var args = page_query_string.split(/[&;]/); + for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; + else args[i] = [a, false]; + } + return args; + })()); + +function GetPageArg(key, def) { + for (var i=0; i= 0 && cur.substring(0,eql) == key) + return unescape(cur.substring(eql+1)); + } + return def; + } +} + +function SetCookie(key, val) { + try { + localStorage[key] = val; + } catch(e) { + var d = new Date(); + d.setTime(d.getTime()+(365*24*60*60*1000)); + try { + document.cookie = + key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; + } catch (e) {} + } +} + +// note that this always stores a directory name, ending with a "/" +function SetPLTRoot(ver, relative) { + var root = location.protocol + "//" + location.host + + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); + SetCookie("PLT_Root."+ver, root); +} + +// adding index.html works because of the above +function GotoPLTRoot(ver, relative) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) return true; // no cookie: use plain up link + // the relative path is optional, default goes to the toplevel start page + if (!relative) relative = "index.html"; + location = u + relative; + return false; +} + +// Utilities ------------------------------------------------------------------ + +var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; +function NormalizePath(path) { + var tmp, i; + for (i = 0; i < normalize_rxs.length; i++) + while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; + return path; +} + +// `noscript' is problematic in some browsers (always renders as a +// block), use this hack instead (does not always work!) +// document.write(""); + +// Interactions --------------------------------------------------------------- + +function DoSearchKey(event, field, ver, top_path) { + var val = field.value; + if (event && event.keyCode == 13) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) u = top_path; // default: go to the top path + u += "search/index.html?q=" + escape(val); + if (page_query_string) u += "&" + page_query_string; + location = u; + return false; + } + return true; +} + +function TocviewToggle(glyph, id) { + var s = document.getElementById(id).style; + var expand = s.display == "none"; + s.display = expand ? "block" : "none"; + glyph.innerHTML = expand ? "▼" : "►"; +} + +// Page Init ------------------------------------------------------------------ + +// Note: could make a function that inspects and uses window.onload to chain to +// a previous one, but this file needs to be required first anyway, since it +// contains utilities for all other files. +var on_load_funcs = []; +function AddOnLoad(fun) { on_load_funcs.push(fun); } +window.onload = function() { + for (var i=0; i + .techinside doesn't work with IE, so use both (and IE doesn't + work with inherit in the second one, so use blue directly) */ +.techinside { color: black; } +.techinside:hover { color: blue; } +.techoutside:hover>.techinside { color: inherit; } + +.SCentered { + text-align: center; +} + +.imageleft { + float: left; + margin-right: 0.3em; +} + +.Smaller { + font-size: 82%; +} + +.Larger { + font-size: 122%; +} + +/* A hack, inserted to break some Scheme ids: */ +.mywbr { + display: inline-block; + height: 0; + width: 0; + font-size: 1px; +} + +.compact li p { + margin: 0em; + padding: 0em; +} + +.noborder img { + border: 0; +} + +.SAuthorListBox { + position: relative; + float: right; + left: 2em; + top: -2.5em; + height: 0em; + width: 13em; + margin: 0em -13em 0em 0em; +} +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} From 6b58b68c0b297080b98070c0c266c851410f036b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 13:12:41 -0800 Subject: [PATCH 005/155] updates --- hyphenate/main.rkt | 7 +- hyphenate/scribblings/hyphenate.scrbl | 98 +++++++++++++++++++++------ 2 files changed, 81 insertions(+), 24 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 8d87acc7..66be75c9 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -20,6 +20,8 @@ (define exceptions #f) (define pattern-tree #f) (define default-min-length 5) +(define default-joiner (integer->char #x00AD)) + ;; Convert the hyphenated pattern into a point array for use later. (define/contract (list->exceptions exn-strings) @@ -108,7 +110,7 @@ ;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. (define/contract (word->pieces word [min-length default-min-length]) - ((word?) (integer?) . ->* . (listof string?)) + ((word?) ((or/c integer? false?)) . ->* . (listof string?)) (define (make-pieces word) (define word-dissected (flatten (for/list ([char word] @@ -118,11 +120,10 @@ (cons char 'syllable))))) ; odd point denotes char + syllable (map list->string (splitf-at* word-dissected symbol?))) - (if (< (len word) min-length) + (if (and min-length (< (len word) min-length)) (list word) (make-pieces word))) -(define default-joiner (integer->char #x00AD)) ;; Hyphenate using a filter procedure. ;; Theoretically possible to do this externally, diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 5792ef7d..e04afc1c 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -1,62 +1,118 @@ #lang scribble/manual -@(require scribble/eval "../main.rkt" (for-label racket "../main.rkt")) +@(require scribble/eval (for-label racket "../main.rkt")) + +@(define my-eval (make-base-eval)) +@(my-eval `(require "../main.rkt")) -@defmodule[hyphenate] @title{Hyphenate} @author{Matthew Butterick (mb@"@"mbtype.com)} -A simple hyphenation module that uses the Knuth–Liang hyphenation algorithm and patterns originally developed for TeX. This implementation was ported from Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. +A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I can claim only the most inconsequential shred of authorial credit. -I originally developed this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably. +I originally developed this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Among web browsers, support for CSS-based hyphenation is still iffy, but soft hyphens work reliably well. Putting them into the text manually, however, is a drag. Hence @racketmodname[hyphenate]. -@section{How to use it} +@defmodule[hyphenate] -@section{Interface} @defproc[ (hyphenate [text string?] -[joiner (or/c char? string?) @(integer->char #x00AD)] +[joiner (or/c char? string?) (integer->char #x00AD)] [#:exceptions exceptions (listof string?) empty] [#:min-length length (or/c integer? false?) 5]) string?] -Hyphenate @racket[_text] by calculating hyphenation points and inserting @racket[_joiner] at those points. By default, @racket[_joiner] is the soft hyphen. Words shorter than @racket[_length] will not be hyphenated. To hyphenate words of any length, use @racket[#:min-length] @racket[#f]. +Hyphenate @racket[_text] by calculating hyphenation points and inserting @racket[_joiner] at those points. By default, @racket[_joiner] is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than @racket[#:min-length] @racket[_length] will not be hyphenated. To hyphenate words of any length, use @racket[#:min-length] @racket[#f]. + +@margin-note{The REPL displays a soft hyphen as \u00AD. But in ordinary use, you'll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's not displayed. In most of the examples here, I use a standard hyphen for clarity.} + +@examples[#:eval my-eval + (hyphenate "ergo polymorphic") + (hyphenate "ergo polymorphic" #\-) + (hyphenate "ergo polymorphic" #:min-length 13) + (hyphenate "ergo polymorphic" #:min-length #f) + ] + +Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words: + +@examples[#:eval my-eval + (hyphenate "scraunched strengths" #\-) + (hyphenate "Racketcon" #\-) + (hyphenate "supercalifragilisticexpialidocious" #\-) + ] + +Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with permissible hyphenation points marked with regular hyphen characters (@racket["-"]). If an exception word contains no hyphens, that word will never be hyphenated. -@margin-note{The REPL will display a soft hyphen as #\u00AD. But in ordinary use, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's invisible.} +@examples[#:eval my-eval + (hyphenate "polymorphic" #\-) + (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic")) + (hyphenate "polymorphic" #\- #:exceptions '("polymorphic")) + ] + +Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. Admirable bravado, but it's not hard to discover others. + +@examples[#:eval my-eval + (hyphenate "wrong: columns signage lawyers" #\-) + (hyphenate "right: columns signage lawyers" #\- + #:exceptions '("col-umns" "sign-age" "law-yers")) + ] + +Overall, my impression is that the Knuth–Liang algorithm tends to miss legitimate hyphenation points (i.e., it generates false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever text-layout engine is drawing the text. A word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated. -Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters (@racket["-"]) marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated. +For this reason, certain words can't be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance: -@examples[ - (hyphenate "polymorphism" #\-) - (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism")) - (hyphenate "polymorphism" #\- #:exceptions '("polymorphism")) +@examples[#:eval my-eval + (hyphenate "adder") ] + +This is the right result. If you used @italic{adder} to mean the machine, it would be hyphenated @italic{add-er}; if you meant the snake, it would be @italic{ad-der}. Better to avoid hyphenation than to hyphenate incorrectly. -Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. While their bravado is admirable, it's easy to discover words they missed. -Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags and attributes from textual content, but it will hyphenate them anyhow, which will break the markup. Run your textual content through @racket[hyphenate] before you put it into your page template. Or convert your HTML to an X-expression and process it selectively. +Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags and attributes from textual content, so it will hyphenate everything, breaking your markup. + +@examples[#:eval my-eval + (hyphenate "Hello world") + ] + +So pass your textual content through @racket[hyphenate] @italic{before} you put it into your HTML template. Or convert your HTML to an @tech{X-expression} and process it selectively (e.g., with @racket[match]). @defproc[ (hyphenatef [text string?] [pred procedure?] -[joiner (or/c char? string?) @(integer->char #x00AD)] +[joiner (or/c char? string?) (integer->char \#x00AD)] [#:exceptions exceptions (listof string?) empty] [#:min-length length (or/c integer? false?) 5]) string?] -Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. Convenient if you want to filter out, say, capitalized words. +Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names: + +@examples[#:eval my-eval + (hyphenate "Brennan Huff likes fancy sauce" #\-) + (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)]) + (equal? letter (string-downcase letter))))) + (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized? + #\-) + ] @defproc[ (unhyphenate [text string?] [joiner (or/c char? string?) @(integer->char #x00AD)]) string?] -Remove @racket[_joiner] from @racket[_text]. Essentially equivalent to (@racket[string-replace] @racket[_text] @racket[_joiner] ""). +Remove @racket[_joiner] from @racket[_text] using @racket[string-replace]. -A side effect of using @racket[hyphenate] is that soft hyphens (or whatever the @racket[_joiner] is) are being embedded in the output @racket[_text]. If you're building an application that needs to support, for instance, copying of text in a graphical interface, you probably want to strip out the hyphenation before the copied text is moved to the clipboard. +A side effect of using @racket[hyphenate] is that soft hyphens (or whatever the @racket[_joiner] is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you'll probably want to strip out the hyphenation before the copied text is moved to the clipboard. -Keep in mind, however, that @racket[unhyphenate] won't produce the input originally passed to @racket[hyphenate] if the @racket[_joiner] was part of the original input @racket[_text]. +@examples[#:eval my-eval + (hyphenate "ribbon-cutting ceremony") + (unhyphenate (hyphenate "ribbon-cutting ceremony")) + ] +Keep in mind that @racket[unhyphenate] won't produce the input originally passed to @racket[hyphenate] if @racket[_joiner] appeared in the original input. + +@examples[#:eval my-eval + (hyphenate "ribbon-cutting ceremony" #\-) + (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-) + ] From 9695ac81d5bc2f5c80ecce79cb96fc0dfd3ac8bb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:31:43 -0800 Subject: [PATCH 006/155] updates --- hyphenate/scribblings/hyphenate.html | 3 ++- hyphenate/scribblings/hyphenate.scrbl | 33 ++++++++++++++++++++------- 2 files changed, 27 insertions(+), 9 deletions(-) diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html index e37d43a6..762cb423 100644 --- a/hyphenate/scribblings/hyphenate.html +++ b/hyphenate/scribblings/hyphenate.html @@ -1,2 +1,3 @@ -Hyphenate
►Hyphenate
Hyphenate
1 How to use it
2 Interface
hyphenate
hyphenatef
unhyphenate
6.0.0.1

Hyphenate

Matthew Butterick (mb@mbtype.com)

 (require hyphenate) package: hyphenate

A simple hyphenation module that uses the Knuth–Liang hyphenation algorithm and patterns originally developed for TeX. This implementation was ported from Ned Batchelder’s Python version.

I originally developed this module to handle hyphenation for my web-based book Butterick’s Practical Typography. Even though support for CSS-based hyphenation is still iffy among web browsers, soft hyphens work reliably.

1 How to use it

2 Interface

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen. Words shorter than length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL will display a soft hyphen as #\u00AD. But in ordinary use, you only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s invisible.

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with regular hyphen characters ("-") marking the permissible hyphenation points. If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

hyphenate: undefined;

 cannot reference undefined identifier

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

hyphenate: undefined;

 cannot reference undefined identifier

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

hyphenate: undefined;

 cannot reference undefined identifier

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. While their bravado is admirable, it’s easy to discover words they missed.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, but it will hyphenate them anyhow, which will break the markup. Run your textual content through hyphenate before you put it into your page template. Or convert your HTML to an X-expression and process it selectively.

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to filter out, say, capitalized words.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text. Essentially equivalent to (string-replace text joiner "").

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) are being embedded in the output text. If you’re building an application that needs to support, for instance, copying of text in a graphical interface, you probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Keep in mind, however, that unhyphenate won’t produce the input originally passed to hyphenate if the joiner was part of the original input text.

 
\ No newline at end of file +Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born.

1 Installation

At the command line: +

raco pkg install hyphenate

2 Interface

 (require hyphenate)

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate.

 
\ No newline at end of file diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index e04afc1c..074bc892 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -8,11 +8,18 @@ @title{Hyphenate} -@author{Matthew Butterick (mb@"@"mbtype.com)} +@author[(author+email "Matthew Butterick" "mb@mbtype.com")] -A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I can claim only the most inconsequential shred of authorial credit. +A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I have added little to their work. Accordingly, I take little credit. -I originally developed this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography}. Among web browsers, support for CSS-based hyphenation is still iffy, but soft hyphens work reliably well. Putting them into the text manually, however, is a drag. Hence @racketmodname[hyphenate]. +I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with @tech{Racket} & @tech{Scribble}). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born. + +@section{Installation} + +At the command line: +@verbatim{raco pkg install hyphenate} + +@section{Interface} @defmodule[hyphenate] @@ -43,7 +50,7 @@ Because the hyphenation is based on an algorithm rather than a dictionary, it ma (hyphenate "supercalifragilisticexpialidocious" #\-) ] -Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with permissible hyphenation points marked with regular hyphen characters (@racket["-"]). If an exception word contains no hyphens, that word will never be hyphenated. +Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens (@racket["-"]). If an exception word contains no hyphens, that word will never be hyphenated. @examples[#:eval my-eval (hyphenate "polymorphic" #\-) @@ -59,7 +66,7 @@ Knuth & Liang were sufficiently confident about their algorithm that they origin #:exceptions '("col-umns" "sign-age" "law-yers")) ] -Overall, my impression is that the Knuth–Liang algorithm tends to miss legitimate hyphenation points (i.e., it generates false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever text-layout engine is drawing the text. A word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated. +Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated. For this reason, certain words can't be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance: @@ -70,13 +77,13 @@ For this reason, certain words can't be hyphenated algorithmically, because the This is the right result. If you used @italic{adder} to mean the machine, it would be hyphenated @italic{add-er}; if you meant the snake, it would be @italic{ad-der}. Better to avoid hyphenation than to hyphenate incorrectly. -Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags and attributes from textual content, so it will hyphenate everything, breaking your markup. +Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file. @examples[#:eval my-eval (hyphenate "Hello world") ] -So pass your textual content through @racket[hyphenate] @italic{before} you put it into your HTML template. Or convert your HTML to an @tech{X-expression} and process it selectively (e.g., with @racket[match]). +Instead, send your textual content through @racket[hyphenate] @italic{before} you put it into your HTML template. Or convert your HTML to an @tech{X-expression} and process it selectively (e.g., with @racket[match]). @defproc[ (hyphenatef @@ -95,6 +102,8 @@ Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized? #\-) ] + +It's possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But @racket[hyphenatef] only operates on words. So you'll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old @racket[hyphenate]. @defproc[ (unhyphenate @@ -110,9 +119,17 @@ A side effect of using @racket[hyphenate] is that soft hyphens (or whatever the (unhyphenate (hyphenate "ribbon-cutting ceremony")) ] -Keep in mind that @racket[unhyphenate] won't produce the input originally passed to @racket[hyphenate] if @racket[_joiner] appeared in the original input. +Use this function cautiously — if @racket[_joiner] appeared in the original input to @racket[hyphenate], the output from @racket[unhyphenate] won't be the same string. @examples[#:eval my-eval (hyphenate "ribbon-cutting ceremony" #\-) (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-) ] + + +@section{License & source code} + +This module is licensed under the LGPL. + +Source repository at @link["http://github.com/mbutterick/hyphenate"]{http://github.com/mbutterick/hyphenate}. + From b201d4ec2b75330cbd35ea5661747dfd53c599b2 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:34:52 -0800 Subject: [PATCH 007/155] update --- hyphenate/scribblings/hyphenate.scrbl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 074bc892..421dffb9 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -3,7 +3,7 @@ @(require scribble/eval (for-label racket "../main.rkt")) @(define my-eval (make-base-eval)) -@(my-eval `(require "../main.rkt")) +@(my-eval `(require hyphenate)) @title{Hyphenate} From 03d895b8dadc22cfbd4f9bc1a9084abc4bca64df Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:37:05 -0800 Subject: [PATCH 008/155] update --- hyphenate/scribblings/hyphenate.scrbl | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 421dffb9..a1100149 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -14,11 +14,15 @@ A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm or I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with @tech{Racket} & @tech{Scribble}). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born. -@section{Installation} +@section{Installation & updates} At the command line: @verbatim{raco pkg install hyphenate} +After that, you can update the package from the command line: +@verbatim{raco pkg update hyphenate} + + @section{Interface} @defmodule[hyphenate] From 2456c56e30f3a05b872764ab74802ecbe26394d4 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:40:40 -0800 Subject: [PATCH 009/155] Update README.md --- hyphenate/README.md | 1 - 1 file changed, 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 3ba68df6..b90298d3 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -1,2 +1 @@ hyphenate -========= From 726b3e6a98efedaafe3df9c54aceb60968ef975d Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:41:59 -0800 Subject: [PATCH 010/155] update --- hyphenate/scribblings/hyphenate.scrbl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index a1100149..ddc0784d 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -135,5 +135,5 @@ Use this function cautiously — if @racket[_joiner] appeared in the original in This module is licensed under the LGPL. -Source repository at @link["http://github.com/mbutterick/hyphenate"]{http://github.com/mbutterick/hyphenate}. +Source repository at @link["http://github.com/mbutterick/hyphenate"]{http://github.com/mbutterick/hyphenate}. Suggestions & corrections welcome. From f0d5663feb88369cacf26bb45fbc2c86ea329826 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:45:25 -0800 Subject: [PATCH 011/155] update --- hyphenate/scribblings/hyphenate.scrbl | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index ddc0784d..c6b3d06b 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -12,7 +12,7 @@ A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I have added little to their work. Accordingly, I take little credit. -I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with @tech{Racket} & @tech{Scribble}). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born. +I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born. @section{Installation & updates} @@ -87,7 +87,7 @@ Don't send raw HTML through @racket[hyphenate]. It can't distinguish HTML tags a (hyphenate "Hello world") ] -Instead, send your textual content through @racket[hyphenate] @italic{before} you put it into your HTML template. Or convert your HTML to an @tech{X-expression} and process it selectively (e.g., with @racket[match]). +Instead, send your textual content through @racket[hyphenate] @italic{before} you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with @racket[match]). @defproc[ (hyphenatef From 777107e02813fbd1bed07133164f9e0c205a29c3 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:49:02 -0800 Subject: [PATCH 012/155] Update README.md --- hyphenate/README.md | 7 +++++++ 1 file changed, 7 insertions(+) diff --git a/hyphenate/README.md b/hyphenate/README.md index b90298d3..34ca2585 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -1 +1,8 @@ hyphenate +--------- + +Racket implementation of Knuth–Liang hyphenation algorithm. + +It's not in the Racket package directory yet, so for now, install it from the command line: + +raco pkg install git://github.com/mbutterick/hyphenate From e998b219f6a0eb33835dcf6669194b34e962686e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:50:07 -0800 Subject: [PATCH 013/155] Update README.md --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 34ca2585..a811ba9b 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -5,4 +5,4 @@ Racket implementation of Knuth–Liang hyphenation algorithm. It's not in the Racket package directory yet, so for now, install it from the command line: -raco pkg install git://github.com/mbutterick/hyphenate + raco pkg install git://github.com/mbutterick/hyphenate From 3e3d18cafa9ce7f3039c3f293ee432f8b95b78fc Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 16:50:35 -0800 Subject: [PATCH 014/155] update --- hyphenate/scribblings/hyphenate.scrbl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index c6b3d06b..2080cbb4 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -17,7 +17,7 @@ I originally put together this module to handle hyphenation for my web-based boo @section{Installation & updates} At the command line: -@verbatim{raco pkg install hyphenate} +@verbatim{raco pkg install git://github.com/mbutterick/hyphenate} After that, you can update the package from the command line: @verbatim{raco pkg update hyphenate} From 180c2bbe9df8a1ac274a2bac938c0826236c1ac8 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 18:05:38 -0800 Subject: [PATCH 015/155] update --- hyphenate/scribblings/hyphenate.scrbl | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 2080cbb4..44dc116d 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -62,7 +62,7 @@ Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as (hyphenate "polymorphic" #\- #:exceptions '("polymorphic")) ] -Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. Admirable bravado, but it's not hard to discover others. +Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. Admirable bravado, but it's not hard to discover others that need adjustment. @examples[#:eval my-eval (hyphenate "wrong: columns signage lawyers" #\-) @@ -70,7 +70,7 @@ Knuth & Liang were sufficiently confident about their algorithm that they origin #:exceptions '("col-umns" "sign-age" "law-yers")) ] -Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated. +Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated. For this reason, certain words can't be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance: From 4a94ba19bf9aa0e832517d64762d4e8c534963b2 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 18:23:14 -0800 Subject: [PATCH 016/155] updates --- hyphenate/scribblings/hyphenate.scrbl | 10 +++++++++- 1 file changed, 9 insertions(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 44dc116d..b458bab3 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -12,7 +12,7 @@ A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I have added little to their work. Accordingly, I take little credit. -I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born. +I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born. @section{Installation & updates} @@ -128,6 +128,14 @@ Use this function cautiously — if @racket[_joiner] appeared in the original in @examples[#:eval my-eval (hyphenate "ribbon-cutting ceremony" #\-) (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-) + ] + +Certain word processors allow users to @link["http://practicaltypography.com/optional-hyphens.html"]{put soft hyphens} in their text. So consider whether it's possible that soft hyphens could appear in your input string. + +@examples[#:eval my-eval + (hyphenate "True\x00ADType typefaces") + (unhyphenate (hyphenate "True\x00ADType typefaces")) + (hyphenate (unhyphenate "True\x00ADType typefaces") #\-) ] From 27e67e953abd9f1a36891c98f14511c141638c86 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 18:26:44 -0800 Subject: [PATCH 017/155] typo --- hyphenate/scribblings/hyphenate.scrbl | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index b458bab3..c772bd0d 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -130,12 +130,12 @@ Use this function cautiously — if @racket[_joiner] appeared in the original in (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-) ] -Certain word processors allow users to @link["http://practicaltypography.com/optional-hyphens.html"]{put soft hyphens} in their text. So consider whether it's possible that soft hyphens could appear in your input string. +It's also possible that soft hyphens could appear in your input string. Certain word processors allow users to @link["http://practicaltypography.com/optional-hyphens.html"]{insert soft hyphens} in their text. @examples[#:eval my-eval - (hyphenate "True\x00ADType typefaces") - (unhyphenate (hyphenate "True\x00ADType typefaces")) - (hyphenate (unhyphenate "True\x00ADType typefaces") #\-) + (hyphenate "True\u00ADType typefaces") + (unhyphenate (hyphenate "True\u00ADType typefaces")) + (hyphenate (unhyphenate "True\u00ADType typefaces") #\-) ] From e3fb05251c8148910467baa20272b57e3329a6cf Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 10 Feb 2014 18:46:34 -0800 Subject: [PATCH 018/155] Update README.md --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index a811ba9b..0cbfdf02 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -3,6 +3,6 @@ hyphenate Racket implementation of Knuth–Liang hyphenation algorithm. -It's not in the Racket package directory yet, so for now, install it from the command line: +It's not in the Racket package directory yet, so for now, install it from the command line like so: raco pkg install git://github.com/mbutterick/hyphenate From bff4d74b9f440969c7d81218d45695ae054a42c2 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:51:45 -0800 Subject: [PATCH 019/155] Update README.md --- hyphenate/README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 0cbfdf02..3319878a 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -3,6 +3,6 @@ hyphenate Racket implementation of Knuth–Liang hyphenation algorithm. -It's not in the Racket package directory yet, so for now, install it from the command line like so: +Install from the command line like so: - raco pkg install git://github.com/mbutterick/hyphenate + raco pkg install hyphenate From 9d6eeba040d878749013b5cb0cb89540228712e6 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:12 -0800 Subject: [PATCH 020/155] Delete hyphenate.html --- hyphenate/scribblings/hyphenate.html | 3 --- 1 file changed, 3 deletions(-) delete mode 100644 hyphenate/scribblings/hyphenate.html diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html deleted file mode 100644 index 762cb423..00000000 --- a/hyphenate/scribblings/hyphenate.html +++ /dev/null @@ -1,3 +0,0 @@ - -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born.

1 Installation

At the command line: -

raco pkg install hyphenate

2 Interface

 (require hyphenate)

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate.

 
\ No newline at end of file From 782bb7fab9bfe6c4f80870676f9c4f5a2befd71b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:23 -0800 Subject: [PATCH 021/155] Delete manual-fonts.css --- hyphenate/scribblings/manual-fonts.css | 338 ------------------------- 1 file changed, 338 deletions(-) delete mode 100644 hyphenate/scribblings/manual-fonts.css diff --git a/hyphenate/scribblings/manual-fonts.css b/hyphenate/scribblings/manual-fonts.css deleted file mode 100644 index f2236451..00000000 --- a/hyphenate/scribblings/manual-fonts.css +++ /dev/null @@ -1,338 +0,0 @@ -@font-face { -font-family: Miso; -font-style: normal; -font-weight: bold; -font-stretch: normal; -src: 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') format('woff'); -} - -/* Miso license */ -/* - M M I SSS OOO - MM MM I S S O O - M M M M I S O O - M M M I S O O - M M I S O O - M M I S S O O - M M I SSS OOO - ---------------------------------------- -MISO is an architectural lettering font -completed in 2006 by Mårten Nettelbladt. ---------------------------------------- -MISO is available in three weights -(Light, Regular, Bold) -in TrueType and OpenType format. ---------------------------------------- - - L I C E N S E I N F O R M A T I O N ---------------------------------------- -MISO is a free typeface. However, -there is one important limitation: - -MISO MUST ALWAYS REMAIN COMPLETELY FREE - -You can use MISO for personal and commercial work. -You can share MISO with your friends -as long as you include this text file. - -You must not sell MISO. -You must not charge someone else for using MISO. -You must not bundle MISO with a sold product. - -Use it, share it, but keep it free. ---------------------------------------- - -Mårten Nettelbladt -Omkrets arkitektur -www.omkrets.se - -Stockholm, Sweden -July 9th 2009 - ---------------------------------------- -If you have any comments about MISO -please let me know: -miso (a) omkrets.se ---------------------------------------- - -November 27th 2008 -Converted to OpenType by Torin Hill. - -June 24th 2007 -Some small adjustments - -October 23rd 2006 -Released -*/ - -@font-face { -font-family: Charter; -font-style: normal; -font-weight: normal; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Charter license */ -/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ - - - -@font-face { -font-family: Fira; -font-style: normal; -font-weight: 300; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Fira license */ -/* This Font Software is licensed under the SIL Open Font License, Version 1.1. -This license is copied below, and is also available with a FAQ at: -http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ - - - -@font-face { -font-family: Source Code Pro; -font-style: normal; -font-weight: 300; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Source Code Pro license */ -/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. - -This Font Software is licensed under the SIL Open Font License, Version 1.1. - -This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file From 1f9c0174f99fa73e88b497043b7e856a6984a158 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:32 -0800 Subject: [PATCH 022/155] Delete manual-racket.css --- hyphenate/scribblings/manual-racket.css | 308 ------------------------ 1 file changed, 308 deletions(-) delete mode 100644 hyphenate/scribblings/manual-racket.css diff --git a/hyphenate/scribblings/manual-racket.css b/hyphenate/scribblings/manual-racket.css deleted file mode 100644 index bd830967..00000000 --- a/hyphenate/scribblings/manual-racket.css +++ /dev/null @@ -1,308 +0,0 @@ -/* See the beginning of "manual.css". */ - -/* Monospace: */ - -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk, .RktErr { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -/* this selctor grabs the first linked Racket symbol -in a definition box (i.e., the symbol being defined) */ -a.RktValDef, a.RktStxDef, a.RktSymDef, -span.RktValDef, span.RktStxDef, span.RktSymDef -{ - font-size: 1.15rem; - color: black; - font-weight: 600; -} - - -.inheritedlbl { - font-family: 'Fira', sans; -} - -.RBackgroundLabelInner { - font-family: inherit; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 95%; - margin-top: 0.5em; - text-align: left; - background-color: inherit; -} - -.inherited td { - font-size: 82%; - padding-left: 0.5rem; - line-height: 1.3; - text-indent: 0; - padding-right: 0; -} - -.inheritedlbl { - font-style: normal; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eee; -} - -.RktInBG { - background-color: #eee; -} - - -.refcolumn .RktInBG { - background-color: white; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: inherit; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; - font-weight: 400; -} - -.RktVar { - position: relative; - left: -1px; font-style: italic; - color: #444; -} - -.SVInsetFlow .RktVar { - font-weight: 400; - color: #444; -} - - -.RktSym { - color: inherit; -} - - - -.RktValLink, .RktStxLink, .RktModLink { - text-decoration: none; - color: #07A; - font-weight: 500; - font-size: 1rem; -} - -/* for syntax links within headings */ -h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, -h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, -h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, -h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, -h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, -h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - -.toptoclink .RktStxLink, .toclink .RktStxLink, -.toptoclink .RktValLink, .toclink .RktValLink, -.toptoclink .RktModLink, .toclink .RktModLink { - color: inherit; -} - -.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { - color: black; - font-weight: 400; - font-size: 0.9rem; -} - -.tocset td a.tocviewselflink .RktValLink, -.tocset td a.tocviewselflink .RktStxLink, -.tocset td a.tocviewselflink .RktMod, -.tocset td a.tocviewselflink .RktSym { - font-weight: lighter; - color: white; -} - - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { /* for definitions grouped together in one box */ - width: 100%; - border-top: 2px solid white; -} - -tbody > tr:first-child > td > .together { - border-top: 0px; /* erase border on first instance of together */ -} - -.RktBlk { - white-space: pre; - text-align: left; -} - -.highlighted { - font-size: 1rem; - background-color: #fee; -} - -.defmodule { - font-family: 'Source Code Pro'; - padding: 0.25rem 0.75rem 0.25rem 0.5rem; - margin-bottom: 1rem; - width: 100%; - background-color: hsl(60, 29%, 94%); -} - -.defmodule a { - color: #444; -} - - -.defmodule td span.hspace:first-child { - position: absolute; - width: 0; - display: inline-block; -} - -.defmodule .RpackageSpec .Smaller, -.defmodule .RpackageSpec .stt { - font-size: 1rem; -} - - -.specgrammar { - float: none; - padding-left: 1em; -} - - -.RBibliography td { - vertical-align: text-top; - padding-top: 1em; -} - -.leftindent { - margin-left: 2rem; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.SCodeFlow .Rfilebox { - margin-left: -1em; /* see 17.2 of guide, module languages */ -} - -.Rfiletitle { - text-align: right; - background-color: #eee; -} - -.SCodeFlow .Rfiletitle { - border-top: 1px dotted gray; - border-right: 1px dotted gray; -} - - -.Rfilename { - border-top: 0; - border-right: 0; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: inherit; -} - -.Rfilecontent { - margin: 0.5em; -} - -.RpackageSpec { - padding-right: 0; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0.20rem; /* sensitive to monospaced font choice */ - text-align: right; - z-index: 0; - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; - color: gray; -} - - -.RpackageSpec .Smaller { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} \ No newline at end of file From 612d0f2ca22b1113add4a36bd133fc7ac3cb754f Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:38 -0800 Subject: [PATCH 023/155] Delete manual-style.css --- hyphenate/scribblings/manual-style.css | 724 ------------------------- 1 file changed, 724 deletions(-) delete mode 100644 hyphenate/scribblings/manual-style.css diff --git a/hyphenate/scribblings/manual-style.css b/hyphenate/scribblings/manual-style.css deleted file mode 100644 index a4bc28aa..00000000 --- a/hyphenate/scribblings/manual-style.css +++ /dev/null @@ -1,724 +0,0 @@ - -/* See the beginning of "scribble.css". - This file is used by the `scribble/manual` language, along with - "manual-racket.css". */ - -@import url("manual-fonts.css"); - -* { - margin: 0; - padding: 0; -} - -@media all {html {font-size: 15px;}} -@media all and (max-width:940px){html {font-size: 14px;}} -@media all and (max-width:850px){html {font-size: 13px;}} -@media all and (max-width:830px){html {font-size: 12px;}} -@media all and (max-width:740px){html {font-size: 11px;}} - -/* CSS seems backward: List all the classes for which we want a - particular font, so that the font can be changed in one place. (It - would be nicer to reference a font definition from all the places - that we want it.) - - As you read the rest of the file, remember to double-check here to - see if any font is set. */ - -/* Monospace: */ -.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -.stt { - font-weight: 500; -} - -h2 .stt { - font-size: 2.7rem; -} - -.toptoclink .stt { - font-size: inherit; -} -.toclink .stt { - font-size: 90%; -} - -.RpackageSpec .stt { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -h3 .stt, h4 .stt, h5 .stt { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - - -/* Serif: */ -.main, .refcontent, .tocview, .tocsub, .sroman, i { - font-family: 'Charter', serif; - font-size: 1.18rem; -} - - -/* Sans-serif: */ -.version, .versionNoNav, .ssansserif { - font-family: 'Fira', sans-serif; -} -.ssansserif { - font-family: 'Fira'; - font-weight: 500; - font-size: 0.9em; -} - -.tocset .ssansserif { - font-size: 100%; -} - -/* ---------------------------------------- */ - -p, .SIntrapara { - display: block; - margin: 0 0 1em 0; - line-height: 1.4; -} - - -li { - list-style-position: outside; - margin-left: 1.2em; -} - -h1, h2, h3, h4, h5, h6, h7, h8 { - font-family: 'Fira'; - font-weight: 300; - font-size: 1.6rem; - color: #333; - margin-top: inherit; - margin-bottom: 1rem; - line-height: 1.25; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -h3, h4, h5, h6, h7, h8 { - border-top: 1px solid black; -} - - - -h2 { /* per-page main title */ - font-family: 'Miso'; - font-weight: bold; - margin-top: 4rem; - font-size: 3rem; - line-height: 1.1; - width: 90%; -} - -h3, h4, h5, h6, h7, h8 { - margin-top: 2em; - padding-top: 0.1em; - margin-bottom: 0.75em; -} - -/* ---------------------------------------- */ -/* Main */ - -body { - color: black; - background-color: white; -} - -.maincolumn { - width: auto; - margin-top: 4rem; - margin-left: 17rem; - margin-right: 2rem; - margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ - max-width: 700px; - min-width: 370px; /* below this size, code samples don't fit */ -} - -a { - text-decoration: inherit; -} - -a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, -.techinside, .techoutside:hover, .techinside:hover { - color: #07A; -} - -a:hover { - text-decoration: underline; -} - - -/* ---------------------------------------- */ -/* Navigation */ - -.navsettop, .navsetbottom { - left: 0; - width: 15rem; - height: 6rem; - font-family: 'Fira'; - font-size: 0.9rem; - border-bottom: 0px solid hsl(216, 15%, 70%); - background-color: inherit; - padding: 0; -} - -.navsettop { - position: absolute; - top: 0; - left: 0; - margin-bottom: 0; - border-bottom: 0; -} - -.navsettop a, .navsetbottom a { - color: black; -} - -.navsettop a:hover, .navsetbottom a:hover { - background: hsl(216, 78%, 95%); - text-decoration: none; -} - -.navleft, .navright { - position: static; - float: none; - margin: 0; - white-space: normal; -} - - -.navleft a { - display: inline-block; -} - -.navright a { - display: inline-block; - text-align: center; -} - -.navleft a, .navright a, .navright span { - display: inline-block; - padding: 0.5rem; - min-width: 1rem; -} - - -.navright { - height: 2rem; - white-space: nowrap; -} - - -.navsetbottom { - display: none; -} - -.nonavigation { - color: #889; -} - -.searchform { - display: block; - margin: 0; - padding: 0; - border-bottom: 1px solid #eee; - height: 4rem; -} - -.searchbox { - font-size: 1rem; - width: 12rem; - margin: 1rem; - padding: 0.25rem; - vertical-align: middle; - background-color: white; -} - -#search_box { - font-size: 0.8rem; -} - -/* ---------------------------------------- */ -/* Version */ - -.versionbox { - position: absolute; - float: none; - top: 0.25rem; - left: 17rem; - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - width: inherit; - margin: 0; -} -.version, .versionNoNav { - font-size: inherit; -} -.version:before, .versionNoNav:before { - content: "v."; -} - - -/* ---------------------------------------- */ -/* Margin notes */ - -/* cancel scribble.css styles: */ -.refpara, .refelem { - position: static; - float: none; - height: auto; - width: auto; - margin: 0; -} - -.refcolumn { - position: static; - display: block; - width: auto; - font-size: inherit; - margin: 2rem; - margin-left: 2rem; - padding: 0.5em; - padding-left: 0.75em; - padding-right: 1em; - background: hsl(60, 29%, 94%); - border: 1px solid #ccb; - border-left: 0.4rem solid #ccb; -} - -.refcontent p { - line-height: 1.5; - margin: 0; -} - -.refcontent p + p { - margin-top: 1em; -} - -.refcontent a { - font-weight: 400; -} - -.refpara, .refparaleft { - top: -1em; -} - - -@media all and (max-width:600px) { - .refcolumn { - margin-left: 0; - margin-right: 0; - } -} - - -@media all and (min-width:1260px) { - .refcolumn { - position: absolute; - left: 66rem; right: 3em; - margin: 0; - float: right; - max-width: 18rem; - } -} - -.refcontent { - font-family: 'Fira'; - font-size: 1rem; - line-height: 1.6; - margin: 0 0 0 0; -} - - -.refparaleft, .refelemleft { - position: relative; - float: left; - right: 2em; - height: 0em; - width: 13em; - margin: 0em 0em 0em -13em; -} - -.refcolumnleft { - background-color: hsl(60, 29%, 94%); - display: block; - position: relative; - width: 13em; - font-size: 85%; - border: 0.5em solid hsl(60, 29%, 94%); - margin: 0 0 0 0; -} - - -/* ---------------------------------------- */ -/* Table of contents, left margin */ - -.tocset { - position: absolute; - float: none; - left: 0; - top: 0rem; - width: 14rem; - padding: 7rem 0.5rem 0.5rem 0.5rem; - background-color: hsl(216, 15%, 70%); - margin: 0; - -} - -.tocset td { - vertical-align: text-top; - padding-bottom: 0.4rem; - padding-left: 0.2rem; - line-height: 1.1; - font-family: 'Fira'; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -.tocset td a { - color: black; - font-weight: 400; -} - - -.tocview { - text-align: left; - background-color: inherit; -} - - -.tocview td, .tocsub td { - line-height: 1.3; -} - - -.tocview table, .tocsub table { - width: 90%; -} - -.tocset td a.tocviewselflink { - font-weight: lighter; - font-size: 110%; /* monospaced styles below don't need to enlarge */ - color: white; -} - -.tocviewselflink { - text-decoration: none; -} - -.tocsub { - text-align: left; - margin-top: 0.5em; - background-color: inherit; -} - -.tocviewlist, .tocsublist { - margin-left: 0.2em; - margin-right: 0.2em; - padding-top: 0.2em; - padding-bottom: 0.2em; -} -.tocviewlist table { - font-size: 82%; -} - -.tocviewlisttopspace { - margin-bottom: 1em; -} - -.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { - margin-left: 0.4em; - border-left: 1px solid #99a; - padding-left: 0.8em; -} -.tocviewsublist { - margin-bottom: 1em; -} -.tocviewsublist table, -.tocviewsublistonly table, -.tocviewsublisttop table, -.tocviewsublistbottom table, -table.tocsublist { - font-size: 1rem; -} - -.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, -.tocviewsublistonly td { - font-size: 90%; -} - - -.tocviewtoggle { - font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ -} - -.tocsublist td { - padding-left: 0.5rem; - padding-top: 0.25rem; - text-indent: 0; -} - -.tocsublinknumber { - font-size: 100%; -} - -.tocsublink { - font-size: 82%; - text-decoration: none; -} - -.tocsubseclink { - font-size: 100%; - text-decoration: none; -} - -.tocsubnonseclink { - font-size: 82%; - text-decoration: none; - margin-left: 1rem; - padding-left: 0; - display: inline-block; -} - -/* the label "on this page" */ -.tocsubtitle { - display: block; - font-size: 62%; - font-family: 'Fira'; - font-weight: bolder; - font-style: normal; - letter-spacing: 2px; - text-transform: uppercase; - margin: 0.5em; -} - -.toptoclink { - font-weight: bold; - font-size: 110% -} - -/* hack to add space around .toptoclink because markup is all td */ -.toptoclink:after { - content: " "; - font-size: 3rem; -} - -.toclink { - font-size: inherit; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.indexlink { - text-decoration: none; -} - -pre { - margin-left: 2em; -} - -blockquote { - margin-left: 2em; - margin-right: 2em; - margin-bottom: 1em; -} - -.SCodeFlow { - border-left: 1px dotted black; - padding-left: 1em; - padding-right: 1em; - margin-top: 1em; - margin-bottom: 1em; - margin-left: 0em; - margin-right: 2em; - white-space: nowrap; - line-height: 1.5; -} - -.SCodeFlow img { - margin-top: 0.5em; - margin-bottom: 0.5em; -} - -.boxed { - margin: 0; - margin-top: 2em; - padding: 0.25em; - padding-bottom: 0.5em; - background: #f3f3f3; - box-sizing:border-box; - border-top: 1px solid #99b; - background: hsl(216, 78%, 95%); - background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); -} - -blockquote > blockquote.SVInsetFlow { -/* resolves issue in e.g. /reference/notation.html */ - margin-top: 0em; -} - -.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ - margin-top: 1em; - margin-bottom: 1em; -} - -.SVInsetFlow a, .SCodeFlow a { - color: #07A; - font-weight: 500; -} - -.SubFlow { - display: block; - margin: 0em; -} - -.boxed { - width: 100%; - background-color: inherit; -} - -.techoutside { text-decoration: none; } - -.SAuthorListBox { - position: static; - float: none; - font-family: 'Fira'; - font-weight: 300; - font-size: 110%; - margin-top: 1rem; - margin-bottom: 3rem; - width: 30rem; - height: auto; -} - -.author > a { /* email links within author block */ - font-weight: inherit; - color: inherit; -} - -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* phone + tablet styles */ - -@media all and (max-width:720px){ - - - @media all and (max-width:720px){ - - @media all {html {font-size: 15px;}} - @media all and (max-width:700px){html {font-size: 14px;}} - @media all and (max-width:630px){html {font-size: 13px;}} - @media all and (max-width:610px){html {font-size: 12px;}} - @media all and (max-width:550px){html {font-size: 11px;}} - @media all and (max-width:520px){html {font-size: 10px;}} - - .navsettop, .navsetbottom { - display: block; - position: absolute; - width: 100%; - height: 4rem; - border: 0; - background-color: hsl(216, 15%, 70%); - } - - .searchform { - display: inline; - border: 0; - } - - .navright { - position: absolute; - right: 1.5rem; - margin-top: 1rem; - border: 0px solid red; - } - - .navsetbottom { - display: block; - margin-top: 8rem; - } - - .tocset { - display: none; - } - - .tocset table, .tocset tbody, .tocset tr, .tocset td { - display: inline; - } - - .tocview { - display: none; - } - - .tocsub .tocsubtitle { - display: none; - } - - .versionbox { - top: 4.5rem; - left: 1rem; /* same distance as main-column */ - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - } - - - .maincolumn { - margin-left: 1em; - margin-top: 7rem; - margin-bottom: 0rem; - } - - } - -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} \ No newline at end of file From 2141efe993bbffc3ec8ebb8cebb04a6b222ccb88 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:43 -0800 Subject: [PATCH 024/155] Delete racket.css --- hyphenate/scribblings/racket.css | 249 ------------------------------- 1 file changed, 249 deletions(-) delete mode 100644 hyphenate/scribblings/racket.css diff --git a/hyphenate/scribblings/racket.css b/hyphenate/scribblings/racket.css deleted file mode 100644 index b44fef59..00000000 --- a/hyphenate/scribblings/racket.css +++ /dev/null @@ -1,249 +0,0 @@ - -/* See the beginning of "scribble.css". */ - -/* Monospace: */ -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk { - font-family: monospace; - white-space: inherit; -} - -/* Serif: */ -.inheritedlbl { - font-family: serif; -} - -/* Sans-serif: */ -.RBackgroundLabelInner { - font-family: sans-serif; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 100%; - margin-top: 0.5em; - text-align: left; - background-color: #ECF5F5; -} - -.inherited td { - font-size: 82%; - padding-left: 1em; - text-indent: -0.8em; - padding-right: 0.2em; -} - -.inheritedlbl { - font-style: italic; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eeeeee; -} - -.RktInBG { - background-color: #eeeeee; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: black; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; -} - -.RktVar { - color: #262680; - font-style: italic; -} - -.RktSym { - color: #262680; -} - -.RktSymDef { /* used with RktSym at def site */ -} - -.RktValLink { - text-decoration: none; - color: blue; -} - -.RktValDef { /* used with RktValLink at def site */ -} - -.RktModLink { - text-decoration: none; - color: blue; -} - -.RktStxLink { - text-decoration: none; - color: black; -} - -.RktStxDef { /* used with RktStxLink at def site */ -} - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { - width: 100%; -} - -.prototype, .argcontract, .RBoxed { - white-space: nowrap; -} - -.prototype td { - vertical-align: text-top; -} - -.RktBlk { - white-space: inherit; - text-align: left; -} - -.RktBlk tr { - white-space: inherit; -} - -.RktBlk td { - vertical-align: baseline; - white-space: inherit; -} - -.argcontract td { - vertical-align: text-top; -} - -.highlighted { - background-color: #ddddff; -} - -.defmodule { - width: 100%; - background-color: #F5F5DC; -} - -.specgrammar { - float: right; -} - -.RBibliography td { - vertical-align: text-top; -} - -.leftindent { - margin-left: 1em; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.Rfilebox { -} - -.Rfiletitle { - text-align: right; - margin: 0em 0em 0em 0em; -} - -.Rfilename { - border-top: 1px solid #6C8585; - border-right: 1px solid #6C8585; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: #ECF5F5; -} - -.Rfilecontent { - margin: 0em 0em 0em 0em; -} - -.RpackageSpec { - padding-right: 0.5em; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0px; - text-align: right; - color: white; - z-index: 0; - font-weight: bold; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} - -/* ---------------------------------------- */ -/* History */ - -.SHistory { - font-size: 82%; -} From 874a94739c6a0a1ca5ad208a04d98b908eb60f75 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:52:48 -0800 Subject: [PATCH 025/155] Delete scribble-common.js --- hyphenate/scribblings/scribble-common.js | 165 ----------------------- 1 file changed, 165 deletions(-) delete mode 100644 hyphenate/scribblings/scribble-common.js diff --git a/hyphenate/scribblings/scribble-common.js b/hyphenate/scribblings/scribble-common.js deleted file mode 100644 index 75c7fcd0..00000000 --- a/hyphenate/scribblings/scribble-common.js +++ /dev/null @@ -1,165 +0,0 @@ -// Common functionality for PLT documentation pages - -// Page Parameters ------------------------------------------------------------ - -var page_query_string = - (location.href.search(/\?([^#]+)(?:#|$)/) >= 0) && RegExp.$1; - -var page_args = - ((function(){ - if (!page_query_string) return []; - var args = page_query_string.split(/[&;]/); - for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; - else args[i] = [a, false]; - } - return args; - })()); - -function GetPageArg(key, def) { - for (var i=0; i= 0 && cur.substring(0,eql) == key) - return unescape(cur.substring(eql+1)); - } - return def; - } -} - -function SetCookie(key, val) { - try { - localStorage[key] = val; - } catch(e) { - var d = new Date(); - d.setTime(d.getTime()+(365*24*60*60*1000)); - try { - document.cookie = - key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; - } catch (e) {} - } -} - -// note that this always stores a directory name, ending with a "/" -function SetPLTRoot(ver, relative) { - var root = location.protocol + "//" + location.host - + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); - SetCookie("PLT_Root."+ver, root); -} - -// adding index.html works because of the above -function GotoPLTRoot(ver, relative) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) return true; // no cookie: use plain up link - // the relative path is optional, default goes to the toplevel start page - if (!relative) relative = "index.html"; - location = u + relative; - return false; -} - -// Utilities ------------------------------------------------------------------ - -var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; -function NormalizePath(path) { - var tmp, i; - for (i = 0; i < normalize_rxs.length; i++) - while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; - return path; -} - -// `noscript' is problematic in some browsers (always renders as a -// block), use this hack instead (does not always work!) -// document.write(""); - -// Interactions --------------------------------------------------------------- - -function DoSearchKey(event, field, ver, top_path) { - var val = field.value; - if (event && event.keyCode == 13) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) u = top_path; // default: go to the top path - u += "search/index.html?q=" + escape(val); - if (page_query_string) u += "&" + page_query_string; - location = u; - return false; - } - return true; -} - -function TocviewToggle(glyph, id) { - var s = document.getElementById(id).style; - var expand = s.display == "none"; - s.display = expand ? "block" : "none"; - glyph.innerHTML = expand ? "▼" : "►"; -} - -// Page Init ------------------------------------------------------------------ - -// Note: could make a function that inspects and uses window.onload to chain to -// a previous one, but this file needs to be required first anyway, since it -// contains utilities for all other files. -var on_load_funcs = []; -function AddOnLoad(fun) { on_load_funcs.push(fun); } -window.onload = function() { - for (var i=0; i Date: Tue, 11 Feb 2014 08:52:53 -0800 Subject: [PATCH 026/155] Delete scribble.css --- hyphenate/scribblings/scribble.css | 480 ----------------------------- 1 file changed, 480 deletions(-) delete mode 100644 hyphenate/scribblings/scribble.css diff --git a/hyphenate/scribblings/scribble.css b/hyphenate/scribblings/scribble.css deleted file mode 100644 index f34b7198..00000000 --- a/hyphenate/scribblings/scribble.css +++ /dev/null @@ -1,480 +0,0 @@ - -/* This file is used by default by all Scribble documents. - See also "manual.css", which is added by default by the - `scribble/manual` language. */ - -/* CSS seems backward: List all the classes for which we want a - particular font, so that the font can be changed in one place. (It - would be nicer to reference a font definition from all the places - that we want it.) - - As you read the rest of the file, remember to double-check here to - see if any font is set. */ - -/* Monospace: */ -.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { - font-family: monospace; -} - -/* Serif: */ -.main, .refcontent, .tocview, .tocsub, .sroman, i { - font-family: serif; -} - -/* Sans-serif: */ -.version, .versionNoNav, .ssansserif { - font-family: sans-serif; -} -.ssansserif { - font-size: 80%; - font-weight: bold; -} - -/* ---------------------------------------- */ - -p, .SIntrapara { - display: block; - margin: 1em 0; -} - -h2 { /* per-page main title */ - margin-top: 0; -} - -h3, h4, h5, h6, h7, h8 { - margin-top: 1.75em; - margin-bottom: 0.5em; -} - -.SSubSubSubSection { - font-weight: bold; - font-size: 0.83em; /* should match h5; from HTML 4 reference */ -} - -/* Needed for browsers like Opera, and eventually for HTML 4 conformance. - This means that multiple paragraphs in a table element do not have a space - between them. */ -table p { - margin-top: 0; - margin-bottom: 0; -} - -/* ---------------------------------------- */ -/* Main */ - -body { - color: black; - background-color: #ffffff; -} - -table td { - padding-left: 0; - padding-right: 0; -} - -.maincolumn { - width: 43em; - margin-right: -40em; - margin-left: 15em; -} - -.main { - text-align: left; -} - -/* ---------------------------------------- */ -/* Navigation */ - -.navsettop, .navsetbottom { - background-color: #f0f0e0; - padding: 0.25em 0 0.25em 0; -} - -.navsettop { - margin-bottom: 1.5em; - border-bottom: 2px solid #e0e0c0; -} - -.navsetbottom { - margin-top: 2em; - border-top: 2px solid #e0e0c0; -} - -.navleft { - margin-left: 1ex; - position: relative; - float: left; - white-space: nowrap; -} -.navright { - margin-right: 1ex; - position: relative; - float: right; - white-space: nowrap; -} -.nonavigation { - color: #e0e0e0; -} - -.searchform { - display: inline; - margin: 0; - padding: 0; -} - -.searchbox { - width: 16em; - margin: 0px; - padding: 0px; - background-color: #eee; - border: 1px solid #ddd; - text-align: center; - vertical-align: middle; -} - -#contextindicator { - position: fixed; - background-color: #c6f; - color: #000; - font-family: monospace; - font-weight: bold; - padding: 2px 10px; - display: none; - right: 0; - bottom: 0; -} - -/* ---------------------------------------- */ -/* Version */ - -.versionbox { - position: relative; - float: right; - left: 2em; - height: 0em; - width: 13em; - margin: 0em -13em 0em 0em; -} -.version { - font-size: small; -} -.versionNoNav { - font-size: xx-small; /* avoid overlap with author */ -} - -.version:before, .versionNoNav:before { - content: "Version "; -} - -/* ---------------------------------------- */ -/* Margin notes */ - -.refpara, .refelem { - position: relative; - float: right; - left: 2em; - height: 0em; - width: 13em; - margin: 0em -13em 0em 0em; -} - -.refpara, .refparaleft { - top: -1em; -} - -.refcolumn { - background-color: #F5F5DC; - display: block; - position: relative; - width: 13em; - font-size: 85%; - border: 0.5em solid #F5F5DC; - margin: 0 0 0 0; -} - -.refcontent { - margin: 0 0 0 0; -} - -.refcontent p { - margin-top: 0; - margin-bottom: 0; -} - -.refparaleft, .refelemleft { - position: relative; - float: left; - right: 2em; - height: 0em; - width: 13em; - margin: 0em 0em 0em -13em; -} - -.refcolumnleft { - background-color: #F5F5DC; - display: block; - position: relative; - width: 13em; - font-size: 85%; - border: 0.5em solid #F5F5DC; - margin: 0 0 0 0; -} - - -/* ---------------------------------------- */ -/* Table of contents, inline */ - -.toclink { - text-decoration: none; - color: blue; - font-size: 85%; -} - -.toptoclink { - text-decoration: none; - color: blue; - font-weight: bold; -} - -/* ---------------------------------------- */ -/* Table of contents, left margin */ - -.tocset { - position: relative; - float: left; - width: 12.5em; - margin-right: 2em; -} -.tocset td { - vertical-align: text-top; -} - -.tocview { - text-align: left; - background-color: #f0f0e0; -} - -.tocsub { - text-align: left; - margin-top: 0.5em; - background-color: #f0f0e0; -} - -.tocviewlist, .tocsublist { - margin-left: 0.2em; - margin-right: 0.2em; - padding-top: 0.2em; - padding-bottom: 0.2em; -} -.tocviewlist table { - font-size: 82%; -} - -.tocviewlisttopspace { - margin-bottom: 1em; -} - -.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { - margin-left: 0.4em; - border-left: 1px solid #bbf; - padding-left: 0.8em; -} -.tocviewsublist { - margin-bottom: 1em; -} -.tocviewsublist table, -.tocviewsublistonly table, -.tocviewsublisttop table, -.tocviewsublistbottom table { - font-size: 75%; -} - -.tocviewtitle * { - font-weight: bold; -} - -.tocviewlink { - text-decoration: none; - color: blue; -} - -.tocviewselflink { - text-decoration: underline; - color: blue; -} - -.tocviewtoggle { - text-decoration: none; - color: blue; - font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ -} - -.tocsublist td { - padding-left: 1em; - text-indent: -1em; -} - -.tocsublinknumber { - font-size: 82%; -} - -.tocsublink { - font-size: 82%; - text-decoration: none; -} - -.tocsubseclink { - font-size: 82%; - text-decoration: none; -} - -.tocsubnonseclink { - font-size: 82%; - text-decoration: none; - padding-left: 0.5em; -} - -.tocsubtitle { - font-size: 82%; - font-style: italic; - margin: 0.2em; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.indexlink { - text-decoration: none; -} - -.nobreak { - white-space: nowrap; -} - -pre { margin-left: 2em; } -blockquote { margin-left: 2em; } - -ol { list-style-type: decimal; } -ol ol { list-style-type: lower-alpha; } -ol ol ol { list-style-type: lower-roman; } -ol ol ol ol { list-style-type: upper-alpha; } - -.SCodeFlow { - display: block; - margin-left: 1em; - margin-bottom: 0em; - margin-right: 1em; - margin-top: 0em; - white-space: nowrap; -} - -.SVInsetFlow { - display: block; - margin-left: 0em; - margin-bottom: 0em; - margin-right: 0em; - margin-top: 0em; -} - -.SubFlow { - display: block; - margin: 0em; -} - -.boxed { - width: 100%; - background-color: #E8E8FF; -} - -.hspace { -} - -.slant { - font-style: oblique; -} - -.badlink { - text-decoration: underline; - color: red; -} - -.plainlink { - text-decoration: none; - color: blue; -} - -.techoutside { text-decoration: underline; color: #b0b0b0; } -.techoutside:hover { text-decoration: underline; color: blue; } - -/* .techinside:hover doesn't work with FF, .techinside:hover> - .techinside doesn't work with IE, so use both (and IE doesn't - work with inherit in the second one, so use blue directly) */ -.techinside { color: black; } -.techinside:hover { color: blue; } -.techoutside:hover>.techinside { color: inherit; } - -.SCentered { - text-align: center; -} - -.imageleft { - float: left; - margin-right: 0.3em; -} - -.Smaller { - font-size: 82%; -} - -.Larger { - font-size: 122%; -} - -/* A hack, inserted to break some Scheme ids: */ -.mywbr { - display: inline-block; - height: 0; - width: 0; - font-size: 1px; -} - -.compact li p { - margin: 0em; - padding: 0em; -} - -.noborder img { - border: 0; -} - -.SAuthorListBox { - position: relative; - float: right; - left: 2em; - top: -2.5em; - height: 0em; - width: 13em; - margin: 0em -13em 0em 0em; -} -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} From 468f12a4a29c69748fd9ca733ea6189a1b5dfe92 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 08:53:29 -0800 Subject: [PATCH 027/155] Update hyphenate.scrbl --- hyphenate/scribblings/hyphenate.scrbl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index c772bd0d..c1955cc2 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -17,7 +17,7 @@ I originally put together this module to handle hyphenation for my web-based boo @section{Installation & updates} At the command line: -@verbatim{raco pkg install git://github.com/mbutterick/hyphenate} +@verbatim{raco pkg install hyphenate} After that, you can update the package from the command line: @verbatim{raco pkg update hyphenate} From d21cd4fb6cec8256c8fcba6d75b03ad9cfbeca12 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 09:57:42 -0800 Subject: [PATCH 028/155] Revert "Delete hyphenate.html" This reverts commit 9d6eeba040d878749013b5cb0cb89540228712e6. --- hyphenate/scribblings/hyphenate.html | 3 +++ 1 file changed, 3 insertions(+) create mode 100644 hyphenate/scribblings/hyphenate.html diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html new file mode 100644 index 00000000..762cb423 --- /dev/null +++ b/hyphenate/scribblings/hyphenate.html @@ -0,0 +1,3 @@ + +Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born.

1 Installation

At the command line: +

raco pkg install hyphenate

2 Interface

 (require hyphenate)

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate.

 
\ No newline at end of file From 052e9dff0eb4be8693ecaeda7d717ad27fe2061f Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 10:00:52 -0800 Subject: [PATCH 029/155] hmm --- hyphenate/scribblings/hyphenate.html | 5 +- hyphenate/scribblings/manual-fonts.css | 338 +++++++++++ hyphenate/scribblings/manual-racket.css | 308 ++++++++++ hyphenate/scribblings/manual-style.css | 724 +++++++++++++++++++++++ hyphenate/scribblings/racket.css | 249 ++++++++ hyphenate/scribblings/scribble-common.js | 165 ++++++ hyphenate/scribblings/scribble.css | 480 +++++++++++++++ 7 files changed, 2267 insertions(+), 2 deletions(-) create mode 100644 hyphenate/scribblings/manual-fonts.css create mode 100644 hyphenate/scribblings/manual-racket.css create mode 100644 hyphenate/scribblings/manual-style.css create mode 100644 hyphenate/scribblings/racket.css create mode 100644 hyphenate/scribblings/scribble-common.js create mode 100644 hyphenate/scribblings/scribble.css diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html index 762cb423..b58e94e6 100644 --- a/hyphenate/scribblings/hyphenate.html +++ b/hyphenate/scribblings/hyphenate.html @@ -1,3 +1,4 @@ -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. And thus a module was born.

1 Installation

At the command line: -

raco pkg install hyphenate

2 Interface

 (require hyphenate)

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is hardly useful in typesetting contexts. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate.

 
\ No newline at end of file +Hyphenate
►Hyphenate
Hyphenate
1 Installation & updates
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation & updates

At the command line: +

raco pkg install hyphenate

After that, you can update the package from the command line: +

raco pkg update hyphenate

2 Interface

 (require hyphenate) package: hyphenate

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

It’s also possible that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/scribblings/manual-fonts.css b/hyphenate/scribblings/manual-fonts.css new file mode 100644 index 00000000..f2236451 --- /dev/null +++ b/hyphenate/scribblings/manual-fonts.css @@ -0,0 +1,338 @@ +@font-face { +font-family: Miso; +font-style: normal; +font-weight: bold; +font-stretch: normal; +src: 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') format('woff'); +} + +/* Miso license */ +/* + M M I SSS OOO + MM MM I S S O O + M M M M I S O O + M M M I S O O + M M I S O O + M M I S S O O + M M I SSS OOO + +--------------------------------------- +MISO is an architectural lettering font +completed in 2006 by Mårten Nettelbladt. +--------------------------------------- +MISO is available in three weights +(Light, Regular, Bold) +in TrueType and OpenType format. +--------------------------------------- + + L I C E N S E I N F O R M A T I O N +--------------------------------------- +MISO is a free typeface. However, +there is one important limitation: + +MISO MUST ALWAYS REMAIN COMPLETELY FREE + +You can use MISO for personal and commercial work. +You can share MISO with your friends +as long as you include this text file. + +You must not sell MISO. +You must not charge someone else for using MISO. +You must not bundle MISO with a sold product. + +Use it, share it, but keep it free. +--------------------------------------- + +Mårten Nettelbladt +Omkrets arkitektur +www.omkrets.se + +Stockholm, Sweden +July 9th 2009 + +--------------------------------------- +If you have any comments about MISO +please let me know: +miso (a) omkrets.se +--------------------------------------- + +November 27th 2008 +Converted to OpenType by Torin Hill. + +June 24th 2007 +Some small adjustments + +October 23rd 2006 +Released +*/ + +@font-face { +font-family: Charter; +font-style: normal; +font-weight: normal; +font-stretch: normal; +src: 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') 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') format('woff'); +} + +/* Charter license */ +/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ + + + +@font-face { +font-family: Fira; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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') 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') format('woff'); +} + +/* Fira license */ +/* This Font Software is licensed under the SIL Open Font License, Version 1.1. +This license is copied below, and is also available with a FAQ at: +http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ + + + +@font-face { +font-family: Source Code Pro; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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8ty0dtytGzOqbvnXTkW8MjX5wdPSDvlhbLNb2JOl75pnq5yXyw+pPHnmEBN9d/UpPNNoTpbS/HowOA3878NgqrswhLshiejQrKmoVN4CmTY5yFk9RAcuL8pQReIqnPMUDT8GjinGWrEeG1yLDA3+JiSKIGLHguv4zD2ydHRvL8PawOXDpqQxdeyWszQMt/dxyrmzFtU0C1Q88Ui+Qk1z0HJXVLmrKWGBJl5raJVZYLIgsZ7LCajbUgWOc2uVnAr8u4LpnE1es2C9QSaZduf3QtgPNe3Zu3eP839VVe968u2nlyq0r+PbtO9dktx0bXa9uCm45fGRjy8DwOsaX84HPLgN8CW6Pos0EgaoxAzzZcrILwUzmJM0FOWIaH/NGNGB5mkF2m3OyF86Hmep8sx6ATdHzAQYnHN0IanODKAeC8Gyzl+0O1O8TGjudKLKnuDZTO0GuMKGKar5vzbFlu2678/iN6xbsXBzYeMP6G1fOG9p16/Z7hiNrhucuXJlZ0d89uCg8vHaob6VDZdk0sHoPtStb4MHP38EZQL6NcGU9ah8QKZoC5V1VXuJhl505SX9BMuWp+Szkyzq6wToNEF5PzUQ9yg8XtRzRoLahGW3kYAtIr8SLsBFoZBHccBQrKaA9KSU02hayPfGmN7VWf0b8RCCaROAzAfIP1b2Zz3wm82fboK0zyejdD2dLBbwY5N7MLF9ZBbAZcrITnsScbEF6h0AOXpA9IJrDijX6qf8sUiPUkrVI5hfUsqi+aJHsL3Cy2Z7NkjGzRbQrNiCRPVqA20rhNoC0GgPDyUOZZi4Jk0Kd7I6YK6adsA76fc1bFi4/tHPd4HDESzZVv+FatGD3W+7bNrx3aSTVvAO0fauDtGb+I37ddTuPZim9NwAuVuAdDxfndnNlF2ITADRizCIEpNSITYLqe+QZb14y2xAn2Q64JeE5bAYADWqrC+06uyjrtAh2LIBMZDcDy8gG4H5Zq+ulVk4/X8iDJgeV3QB5aQKrDa3LRrq3LwyUVu84SbYc3HboLWtvuD2r27F5/pY1K/eS+M53rs70h4vv+fCWfaPrjzx24MCJbQtXrMV9WQoI2WBfDNxCJu8UIU0kI90M0JNljRb5QwNqCFw76lEgq5jQrAOSSzqAnCCjCL1Mmmt4baLbXlpKvnjHbm2ndt9RflPG/1D1dy++QAzvADm7GOhnofRr4gqTKNiZk3W4dhclnRc41ctMpWZ42WyTs8xUGgsbszpGzCJcyTaL9mcFHW91BdJMtnYCIc+BeWRPtynWUalYt44mThyziqghnWGmEZhNzDRa/NCeA6u27u1tnzdwfN+B29v2bVi7zRMYzGTthnlDuV07dq0amjv85I3zVb1bF27ctrRtXVQVXTR38ejulXNWLe0NZYMRi0UjRJcSe/+C8Lw1PcvmMx9wGeAuTPCOETG3AeauHCVAVFEviUYCAP9JIfC2dYx3vEBr2WwBAeMQx4w2wUVRdtmUq3IUuUjDOXp7GyxkC58A+xexLU2Yg9RnWHYCeKV12dbu7YsCPcg/I/u3H2wDttmE/LOVfH79Te9/5853rmEMtHnf6Ip1uw4c3wa4UF1Nfgu6WuR6J2lrONEVs6Kr7YiKZMgrelqy1F4hXpM0tk1Rc4rmhn+JfE19k5N9iURfktKQ2i+wLmrpOZMsGEVR03W9qGMkU/SCKPNwBvkc2jWolK9izNQU7SSjxkEBaTRt+OsUYAh3iptFXuO3g83AOYoplxr+P0UOVz9N5pGepmrHK6pXOijMo9w3wQ56kcZQ/DVLiBpBuN26nGKMluD4pJhBVN1LHvlmOv01MItgnRthnf/J1ikVU/C/2nUjmQfrHJ5FF6k2Mf46CnvyHf6jQJkI9yauHEHaBNieuBTlG6UuqtEwPmY3+SytlRANrqD7YUfLxURjAbLJBzQy90pGscIbXP4ICqqQXQ6gm4oCi8pZVwDlrNromaScBU8iXVPMNYoeXbp/1fZMdzGiadKGCt2Z+YPr56yl0Rh++/IN85KDXV0L0s1DxXxftDBv4NK3aXgG8Om7/GY+wh8DPd3GneZQxKK7CUo4A08tzOv0KF5nOz00fvAv/TZqoCfh/CRtSFrZ0ZyHE6QfpyJED97TOcHsCYapX60RpQggYw7CufGHqQrPMJEstQB6BpseTTQPmGiSj7laiKeYyCQscIDS1AenQsOGh8ozcb6KFtL3odtHd0fVKt/KZGnpvWdWrj74tnsPbehzLh15y+MXutrmLTh5/cXyV+/aX/0f/eG2eX2L19gsG2/4ZPXTL3QEe751tqVj1VlxEPe1HR5a+bPUNm1i1pwkFMoEvUuzeryi0XHEDAIZNxjMF5FyU8FRcCQyMa2jAOINdHX7a9nXOpdX/zw88vOWbEAl9vBnLx1+9VWiP3XP6JyPUBv4CLUlzlJvP4ocxCkSii0VFcYrPi9dyodLxSjJbXC+fHnJxhxYOGZjapMTBHQIrodylKXi8IsQiii9DhnHa6MnUPIBnfVA56hdUgNpwbqYJKEzTMG1gk+IL1rJkQ/vu6mvd+m6t95094nrbji898R1u7c8d5A/u2pVcblVZVw9f9vu9PLhRYtSA/PfQu0O1DVR8M0dXBdXtnOMWmUBcdGpx6lZBHa8ESB0oWTQgV4+Rzi1xmqrWeI1zVvf3MWP3rF3YXD2usO33XZw2+LA6ptOfZz0PLcyPP/x6q+fXB3aXov18TGgow5kY49CRX2NiiKSjspFWW+iHoRZOXkoEqnTMIkcE3TY8Z6HHn747MHr7rjttjuu48/+4yOPypnH7j39CMX1dljTCmsaQatPWRGMrYqasQgVOKb64uhKcjWzHx4FveJWKr5kQQR7Cf+H59vJ6epTJF79EdnFn2262FT9UROu+zCs64F19dwAW3fmNQ0zrDmxmnFiNfrzMLmz+jESrr4KK1X/s6n6IrMjZ8N+mmE/fcibHsTR0rCfFbvDI8B6dlzPT9eDrUXRhuLABbaMjfobNjusGIBLNnDCyjrBg2feJcoaNTKnHaxKydUr6xxUummME7EmxgoudroT4AThYZ/9vjv2Lgn0bTp8+6lDox3v/cKCU7e8hyx7H2WJ+888kX85U/3zsvMM/s3wcJnu0VzlFGvZKZbUhYpgoNQSJnYIoefziIAOjABVXtYCk9Q2BoPr4IbB4+YsWZrNVj/Bn63+mMQuHSZLq59g6x2Ch1/R9YYm+YBltbJFteg2T7emwQWUNPkGLxDXVtalrl/MlQBP4NBHP0ru+uhHm/j5TU2XPtUE620D/fMK/xDIj1lc2az4VTSkzyw7G3WpjGhVGqlVqatFGHTgQckcafCWxFgxJjqBwNtSPSOrl1X/jaz46qxdu/yjm7aS92eqPf+jh+GIMms24GjiOhSa6uo0JaArkJAmSkjZgiuhsSoLhl52wsQCKWgdCUHrOpLjycLuf/1t8Yf3ASEfJDf8vrqT3PL3/17j8QCsoQY9xOgoKGdLiWXJAnizAuVqQa2vBbPoJrkebiObQdS+u4nBu5XmAc6Cjn5agVevwKstULsFvs0Dqstjkw2orVgsAf2hvh//cjb1h7TgD6lfkC2Wi5LtBUltG9OoMZxus41ZbRZHaxneRs9EzyQ0wMq9ZbgGT1xFrbFYbTRoTs6pNdraG8V9QhPeQb1XXuxVbPqyyszsSEDE4SmUHMhvXaWEVkgImQQowa2zb8io0odnt6qF9E3RI028Bkj38s03kwJw4cuJNx+rvkRKx+41VwsM9xF4+Avg7uLWKbibFNwNgLub4u4C3G15DKWA5pbUedkEFPDgAUYQrb2SHkAEJ0ky2SWVAqissipgEk8hyxfxYJBMIsy7xJEOQoZ4IvBtHdXL9AWAmL3LNTwQJO8GKL91l3vZ3GB1P5Xb3SBf4iBf9KAxhphNO6Ex7IrGABgNwE8GG01AqZnykK0GEBeCVsdTe9wOmkRWc4oNrli4YBZQQR7XdN///fvhX8fh8mH4R5Y/8vzzjzz6qU89ev+HP3z/fY8/TmE5Bg8uoBX69fMaJasDJKveSGWFXpgEkjE/BSpOdhinaJNW4iM1fXKscvT4qRtPn9y7c3T/Sf7shl2jO6s/JfOWrFo9wOzJ3sv7+DD/Qc7JhUF2MTKEQGpYc7IBqRGhS7thabeNSlRcNwrPATfaWLzBatehjaUWZZOZuuZWZleGxIqaM9m9NdnK9H7dgMpkiR01brcNBG7v6e/fc3xX4mTQoY+Gh6/z7DqeO7hl86FDm7eQ5Y8+//yjD5437ta16IcHTOeJv/rrj3yE2J8A2G9W9JIJoN86WTJg2KFiNFMSGpGErrqUMOclE9MXKkAFkxc2E2ylAc1BlSjp0VI00jiY5BSB/xhhEXgQIgkkLaXszZ/83paVn+guv+2uT2zdehd/9p9WbDVWv05y1W+S9e9cPBfPwnLgNRF4LYNnIU1lCnCaHcHzIG2bcpIV7FkTtWcxdZQAgJrR7fYjbY12VwyzAVJCpFkjj4BOL7E6XQkl7KHEnHKEJoomtFeYjxDFBV4eXvOWVdvnztsTbMn5b9p4ZGVgwe5F613ZUHD34hUnd719Y3TzktmlnkC7yZPuSQxtXRlZMNAdaIlYTW3h5QtX7EE8wMPhm6htCjJfU+dSTsBAEw24a2iwvqym0QM1BhI0NNinwUCCvh4GToBw6SB/+mmWPwT65N38IUVn0ljdWbCkSkosUaMenxAazJASgEwCs/VRXDhQcApUXKBbBeKAufr4Avlrc3br0mXbWm/evu3YH8n7qgeO79t3nLynuueBEyeYnQE4hWBNM/czpsdATskaDarLMrAWoGgwFgoFmqeG1QmsTpi4RlvSysT15y798hkqrjmbZH4BPiBpXjjf9+1feulFg03SvgCqXTK9cP5zf/jli3DRCJ8Z44kGs630UUUf1fh4fo5Av80oaW1jeq0BpDx8ckLKSwLwJxy03jL8cuIyV+H1gkrNpP6Antdo9SZz7UJN+CP9C44w7yl0g4gXErM7T+r9bpPK3Hsy+908iMvbgxuGkqnnyJ2XDrM9sQB9loKeD5M7Wb5LdoUKBVmtGZc1pjyjkUzshUJZT5R9YqKC6Cil0NV06KioQEq98KU/mGqUClNKqV84P2fzr16kFzWg7fw2NWYQQ8JFPA164eL5zz33q7fTX7uykiGL6sKku2hB+efTXTz/wrN/uHmCompKUTWlqBpped2vfkF/q7GN6TR6uPK5R5UrBtuY0WBiOWi3z4UffuzXFfqrkG0sGPJTwqunEr4MX9OgcuFz+ATf1HARvg53BHZBZ3T7/EFBVd8FMiDyajCGDEaTC38VCjf8snGrgHIiyxLr1TQ+zraOsK0DHd3P0y0UsgRdPiFhaR0SrALfzq9pWdeuErR6fkHLwZ7tarta8Ku2lviHqnP8B4Lv0RFPdfwD3uKAnbx46XrS51xh322rfh73ehnstZnaK2lFiloLZZ6nZwLtFRZU4VEL62h+uuAQCh7KTXNJQQAXFL1PK1n2pefzhzVOu0EVcB/OPf+l/FFnsyrmOUrWk/7PGeJhWyHzueoL1X/8SmpBf+tXGJ+B2cCnYG0L5qrwHFLOAoOJJuPMVGRTYW1CfauixR+cWdF4DoCCKFC4wFrP3Sz2mFSmpTe1v5rlz34/eNDluvd71dHf/Y6ttYjqi4dA92cVG08LNp6K5xST3JCjXoqsZVFxsJ7hWYP4FgmYqi4Scy0iZ6t/R56qHiaPBPnVmeAlSbH5Xr+8n1zkPw8ysojRn1r+RZWrEPqKikk4HmoDiEmuVt5B830sSykyi/t1on/11fcKI+G/vBLmJue0HAWSuKmdDLXzX8SMFuFGYc39tTW1uQrH1hRyFdXEmuD9amBNQkUzwTWF+prU0BdjoxgiqP7xpBAN/+VJ+N7bSJx8n3+Mxv0UE1ghTUdngBQciRxJWMlt78m+p3W4oCoMw8dvqd791Xvu+SqjRd/lt/LByzLLCQo5mVOP409DTtADHmAfeaUaXZmFz3+b7yN7KI5N+HnMIVsRehXNAvJmzqJqpX8Ivg3sCMd2PvHt4kia/+IZZseMgA75E/kl5+Yi3FGubENOcuIW+2GLjSCi0EetCCGnER0wFQuTcTQZgXZ4EDhMEPN52QriywrmgZ5miTBQhnYzDdRLQXFMbbQ7qfknOAESkdo9LIhPE/SYf+gntejRpEDRyMc+z7998zZn6s29I1tSav7Q9kU725d3b95ffteJVevE9w7G/O1711ZfXrxuwbyOjo2P2BZSvA6ADeHi/wV2IoCZLGojmjhm4JQ1REFQ46falmAiOUjxsjN/SAQ87DZqXIP3J4cwRSEyI9sD7rAJj5MfUBnTW20qalVgAqghCZFJaEuKmRHXHmgXNo7u2X/XttSmJK/WDa8a3rPqqU38v3xj37q33nTs7clw966hUzu337iJ8cFGgN0Ne9IQmwFYBVLzFWeKzXBkIjYzYdI4a3bjxodv3LHCv3DFjhPHdm5a6llz4MjJn9+3JDxw/NM3L4ysAHph3u83QC8b0GsvVzYgvSw1etGlffjCR/047QS9RFOtlgUdEiVqY9DTbE9IKWEpCyZLL1LMhxTjjCZ1rTQD4Myg29y45yICPv+ebStXC+1pNb9yZMfR3MjKNWuXrVx+8DdvftuCnV+81Dm09u7jO45uIsahWwD2FUAvJ6WXH2EXlawqA9sL7OvUixj9cKpYilWJtjjzCCt6KJhBCNIqMAqsyEqPyjqLlYKtRzsXX4NhK2u43olYp1Mbw2STEtuM0WDninfu2H2Urx7gj25bv8y+afuhB7PkhpGVS24E4I/v85pGjnbFe+5/1+bR62o+ej//A7DE13NlB1KdR7vAUqAJQPD29DnJmGPxS7DFHbTUwa5Dc7xsd+Bu2G1gNjrs+NKBZqMbeUJjpAkoNB9LEyZuiBSoLXnkXVs2L+m39PS/7cc/biHn46pZI9eF4r739Keri8h5Gu9cd9nH54GmaeDBPu48V+5EqobAvowikGYkbZ9qvGzFF3YANZmTW1TjFU9P1Ayk9iCp5+QkNWY45IBufCwTUOvA9gXIuZyc0dE6sFlAcye8dNrkdlYBBhjL/fByVkC0D1gEXme2aj32cLKlo1BkGawWTAXGMrhFIRH8rgK+8oBLGYDnHlHy9Up2e0VrcBZnUS7zsBRXLc/lAQqwI5oBg382qScNlYwXeCjwGzv6o3By163Oz+o9sDQV+vKDvXuXdbTm3nR8ZO07brzhppaRjdtv7hu8qT04nBi+cXj4xpG5eZWvq9Ckyg4v2WVKlRYs2e4OpecXegd3Lx1o713WkYnqW8j7jy5bdnQF7vsBWgfwL8CzKxTbwVAoa5GYVuBcrZWmE6lcYk6sgwW8HKww0aC41kYHKzyQrah6VTUxhKLUhQEJmhkVQfwUthT/sX1wUeeqEkid24rdn63+K0mtHs7Pqj7F9MBOAOptfIVTc1ZuNcsdlQlRvBVLTtZrWZBKxQI6Klrvp8IAmADmIBxwMArM4AXkwOAYx8AVKAuMasPBZ04MgMPySUjunSTUlgw4XX6/y0nOp6tRcv5cS8Df5qewzL0coLBYOR/ARQ1lFHwIhsCKJRxaFsfEkJmuMWQGbsOY2+gGaEQzzZ+7ARp0v40agAaLDkAFWagylHQiGCvAIExOU5WOsNnrUM61z5q1sv+3JLRh7/yPK9B+IRFavpj8NH3pz9t3CetqMGO+i+OBtuBTt0941GqCNsD0QJv6CoG2U+0q0lX6wk8L33yA/5dLr5PY+er3ifGt97H4IdVnZjiNVDqjXq7npC00dYUbY6IbY0JBYKVLGaggkDgR+IRWQIlORWAVxW0/2t/WY1mSewf/dPrSJ2/0J8Lv571MB6FtG4fzH+EOKzaf1QNOC7IEZVN0+zAx68jXLIIICFEeBH/EJntR/RuogYAmKNgG1CKI8JRJWURN3yvZRMkE+xHAeJqg0tfiaWCqA/966kxMebj2vCyp5j351ApHqCu1v3VRJOdrWhjNeckrg5n0+rbmd1afJBsPt+aqDytP9bNG9cOaibNWxwQPXMMpozhMOWYOnmbxJaMoq2hBgpVuoGoSwI0HLq1W5TbXThx5ZSQ/5cBRfcu7AKZJ8bSazrILbxxP43XaqfG00gzxtPmnv3j63s/fmzvwoQPw7zc333ffzUfuu+/I9mPHto8eP84ptlKGwmLnQlgnQ6PTbozi1kkUpLxGpHDdRnLkKaHsrHYVCRVBG4ntMKavtDSqFXRj/ZZBYJaJp0armpHkcYm1Yg2wkkDbp3a279n/1u3JjUmSWR9deR2YSd/jn1+YbEc7KRXZ9XEyO5lgphLSMEN+A3CjzbKLmzBXEOS6zQKGyBRbxQC2irtuq2j1VGqhrWIQcVexgEArgp9Us1c0alODvVIoofVfmm6vrF7Bq1PtwoZNk+2V+aVLQ58bXTdhrxDuCSC6HeC21HIdjNLUKjWivW+l4FowcgNkZlWVrOhIOScSEal2p8xX0+5a8Qmg4Ob7Z6dM+eY7tpJXjt3lzIgPV7+DZ2At8Jsa1oxiTC1Si9NbCCMZTVga61Y9xtSCSnJS48GYmt5iZ6nuoAjWOwd/Q21OsDKCk2NqGaWcpBZS8yjxtLW+9XcMrVy851M7RnJ7E95FW5fN+9CbNh3aetdAdFGpKZn3tm/qWRzzR4ud6TmZwGBX7zCTQ6sA7gh/iHNxow2WHbWR1AWsRqN5GndOcjYWgTppfsaJ6gm2WIAtFnJlvVCrDEW7npNNikHvEiULFY3gDtOEXt1qThfFVQ9qUoS7zM1atmi2afGybcNoLj3wQLr6h2VLffHw7m1EU7PZya/JK3CaNyn+OAVWoxwjGuhx1vIhDQE5jKma9TRz71JCc7IVDFDJjFCB56ZRbM+GYB2+UEzmjW2Di/JrC20ptWrL7k3rzpHW6g9WDxdmkY3V6LYDo0qNGeauATYTnG/mBKkALI4o8QJY2sJCjQWHG88njZP0Z++OBVS6jPGe1n/Ngcv57cXznCN+0l5lNZRG+M4V8J0BckKpW7MHCgX8YlA5GOdCziLWQkHSRi8AsxZkD+yVO187i0pgEOWaTUcdLAx3ffaV1x+rhbsCNNyleuF8v+f1k/SiOit5spLaJvutF5FNtdaL5z978fU59JduGuxy22Sd6iJKTLsKfvmV1/9zItalcrSe7ze9vpJeqaWGzn/298oVnW1MrzOwlguH245dGvTRhY/n+9OvP0s/5reN+fweGutSNYSwJieW4BP4BN/XcBG+DqNirl7J0ct9gtfoHT6nqyHMpVJrtDq9wQ6b4PMH6r+aEuayEupA17dLCW6RycEtY26FU6+KruhcEVUJLs3ytpO9y1UurSokLO2FzXxpde4ODLnfYdnsIyUwv9LW0cAdxuoP2ZmDvdXB3rrrcS1zgR055GJPDvW7EtfS2KkOLGUKHjcLKGk9iQyFwkpWvSAXtuXMqox3S+fY5wp7NZ1mVSq8++J/nBwQ87ET43+8Szdo62i5k8U+UnwQ1nRxrRxjTV0BOZOqQneOnVjUdXhiOdDDtt7eGgm6EHcsOaGFXHNJX/ZtnaKq59bWV72jixIek9ezJy8C1t/aHyGnSfbSTxZsNWR0t7fQOgjA1QLrToltkb8itrWYnKhK5Gz1PvJWL/lQ2lPdnmHn7k4lttXM7eOkeK4SYXEmNNpUcPBzFb0SbmrJSU0XUNb7DNg4I/lsUhDrs1IgH1K0YDWI4ZU8NodwMhcBwvtSVAvILjfN9ykb4ShikgUk8GziYvn4iaIReEOv4q+LXXe+W79xZ9es1T3aVEdHStuzelbXzo16oomuir4tvrgnnO0J3xXNdupV+s5s6lS0JxvuWZw+HV+FvQveyxoywP+axqmUaBNYs+P0h8Wp1CChiLfpP4XX/qLYkxhzu0BpsY2Tmusxt2hOjqiwyq/inqCF6oIk5uUUSEV/nokPcIfj8DakUCBKQ0tIgYgoGw1YowBC0o8U8DA1RGuPsoSiyspk3JQEBVecEaWVjM5a06tLdnQkdb1rAPkNuoce0m3Y2XUy2xM9lVIwj94VppjH3wZ0WRU/nV7cg3lqYiCXyBmQ9bM4LBFwFFDOY9yLpzUEiqSvOPRcn6qVBWk0Jup0yDwW+BiUojBq+1BNQysOtVtTa6PzZntCTfZIeo3yiniOtLfHS5Y3t7cni8xe+93leWQv6HLsERzmqKVT0SrVfTO1B5poe6BZR7WMSWkPNE+0B5pq7YEdnbWyNAxXumptgeqouoW8k1aeVQMYshxicJy8/BPyOv82kBMhbi8H3pbkLNBydn++LGKfxICIzXTGnBRgFBLyNVdNhZ5tuDGSiIkpwZ/Py3Y9cJERXkSo0QPAVXSc3mKtJUSVvq50RkTSYUtXloAl5hEt5OThdYmlfd6uWfN6PQuGExsOZVcuGFxDSrtP6t90mJ8VzArV24VCaI5w/WHdyT3Dew3kVuM+xp+rUebxD3At3EWunEQ5EAM5gC8qKcaqwJj+gsyraNky7DVNj7bmJN0FTNhIznxZR+MxOrQ6wIFowsouw3g51IRXQ36s6AklwPhoU5Jg3/1VGjWXSnJmLZL7BaDQRVB3Y2oNKqrPVn67keobp20MOBb0DTw2KBP4VEMu6xzoDqfLreiSCrxT3lCV4dCB4chHY2g4NolSCy1Y9AbQPrfxWOeD5bEsVpRVTUmI1uIlWrSMiv1wojKrrxesWoPq0MiBgdDstUtX67Uu4aVP61vayK7qioG5RpKKCfpmdyJsXbl1KDB7aa+j1QcnrTnStzauagqE980Jt1D+GeK28yLfDdZ7Cv2OJApdA3PwI0jcdE4SLlDRF7RRB1IE3s2gbYpWElFjY6A4pjO5sQdCQsPJgTglQT4+S9Qmq0PndyvWKUaAMiUPolbyaDFw59Fi/1dGO+EqDa1PpdYHNnTOn5ffENiQTsNDx4L5+fWDq25aBf9ObiwsGCpsCm5ua9sc3FRcOK+4MbipvX3Tz+dv3Dh/wSYldjtIcyW3A07Xs3geRu1sBdkNfGMByZ5Dx9kPbwx57EXQFahB5LggeWYI60nGfC2y54J3vjwLRDvQ41PRjI5fCfs46vpXwD4E1ouQKBbwZzB3gzhbVfTd0P5l+TOf+Uzbpz71qY/zt382fGhn02erUmwo/uEPx4diHN8g17VwomkWRLiABU48dinmZa2h1huWAgPUR6iMb2r6YbWFF8l3q824p3svf438jn8a5HwvdycHuOE5qkcwZ9ET3wJ4tthkFeBigZcWGy3f9uloj26exQTl2Vho0ALoRXoliyjxvVLSPmAwasRgLJPNdZdwy8HN1HuAC/Ks2N4Yg41X6fS+cCRXUsRFKT2Jn2kXqBL/K9Vq3EvI58jaWT5jIXt3xYcGh4e8/f25XN/6dX2d2di6WXsWheesbC/1bdjQ15zvH/G1NefnjHjbWsmOtR3x7YuKkWxbNFmIZxYXcrO8iY7i0Nxgd2cy1RXPLCqmSoEmm70tk+4NNtncOSY7P8ZvIB8DOmEd5GzMQgGTYJF4DiuO88orJYePcrwfrqup71qx0HdKlbhDEdjpfM35/5g77vHE3TL8uOP87XavL+71xn1eu+iFnU2BP1UAmY31sinuVqXD3MhEXCInh5UAGy1lqQiKUk6zri499ZgxpBNgAVxanqlnhzKAVaxanrouzwoGjdXhiiVoiMIbFu0DZqJSczqTWe+yuaOxGdu5hKmVhNQHSz348wfPvnbjrV+/9dav57bP6231pJoK8+YWcjlH95x5mz9G2iqV6neeIxeqr3/kI8T2ZPU76/a1++Nr5y/d2BTsPAS0/jj3F1Lhl4JtGeaOcJIjJ/vgAAZr6EnqnGxQTdTsGOo1O4IV1JDFwAp33PV8VkAsqw1Y/iVZqCku+/BEWi001VXmRBv2qaiFhj4VJcWFjnGITM1wffzgEX44P1scnDe7Jy6QwZ62WU3Nkc6+nevI+q4e00gy2Lxg1pebOnJtoVBuj6GV8s9BbgH5N1LhNGADcKUibbFUng6+w3fbbb559PE/Wp7wPP6E6wn2VOuvJNs4NddRq7avdVZSnayZIcSr1OzRSpTiKHmkmZTSv3npb+ljVHHHyALyKv9l8B8dXJTLcM9zkj5XsbKNiOQqMfqqHInh4hEnSL1gXsrkKi72CccETzbRo2GmNha2ETnhaETZu1heijKh4tXTThFsRNQwawzrhKJOkbWMS0lxTC+EAyhMvPay1R7CXRVFKQi7GsFOI7ONapmyhgvQ+nc7WDbeSR0kSis1zRcIRVbxBD5QwlXEiqdWcuzAiuUHDy5fcSCy8Y6Nm25TL1zhETtTmVyo0BHl1RsOH96w/vrr3/eObdvesaP6h68POKLqDcuX70ulGX3/md9O3s/fBfSNc4rngD+UvhyhLcJ6JcvLZi3886v89iTrBzlPPkMe4z9GY4yLOZaz0QHn2yeIqAQZ9RNBRv3fULR3fv72+fAv3r6oHf7xxe7Bwe7i4GAx1dmZSufzrM+Do329AsidnQ0Vt+A9GAs0lq3Pl1W0+EmFTY8Toxxo2sFyARUQmrC6fNlsoT2GAjCHIV+2mPGdRanFVQr80TNrbPbFthHa8JtKke7UV7+aeknh32fJc+SD/G+5ILeUA8LIVqCPP4dmHm278yiVBx4KjQiAeSiMHiyUDqOBarWz8lA/dmN6gpMaPrQ4bKGodJVrn20fKPSojDqXKWxJ6h5/dUl3ayqWi/PPzurqMNhdVq85YI5qY97ZuV5fNJll8EnkY+RRgC8CXjn2DAgqDFdWdOw4oIOs5OTVrMPDiH6jy0AD7uC1su5LP7KuTpSAy83A5TYXY2BUgMUu1nk50XiprTWBSYHEnCWHc7nBbNSTWtjePSvW1F9IzCfj3uKsOcF4sCvtybVkelyapmhrNgGw/p7vI/fQeoQoreW4Yj0Crl3Q/n6keIjvO3NGiZ8tpf5/GLP11G7yFbD5ETu/HZZacpPF0vT1oqkw5hyC+bwUZoXgblYTi+JaB0pH9vjQOxYlF0bSwFIuuz1BirtHpHkQDKXxLme9uJIK5ozTs7Htnq5N2TbBqzNorbaIl+eX3JBf6FZ/gn+4+oMPdA2TedURPsIn1d3zjoeaTh9kOn3jZYm8THsbTGD/0JpQGjEx15S4jinxWi2epabBZxMR1iUA08ZTh9uCR+8my1vIi9fvqe7cU93E//ulkFIrQ9xkP/l7GqsA40zpKbuG5m/H1OZvsjGcTNLub/zeX1zuIG8C+E1gEWBYglOEg5lVvxsopKzJWdNLJwOAFwAbSP2CX2yb35QI9Q11ly2ppLi8x9WRbNEyeL8LZ2sl/1OwNWYzfmCyvbF7X6mB1I9PKXyU1RqacqFCrZuG3L/b2RRJ80+H9O7qt39L6f0Q6PXPg17Hepv5SBHZrKJJP1qnYmdVEmyAhFXJ8qOXacVxODoB7WfRzDoZWHv5ROYvrcjzhzYNDG7cODiQnbNrzpxdZMMjW7Y8suXVY0uWHFsG6x8HHfzrmg6eS8C/cGmVp+Oge9/xjmfp4+YnHveAAnaxJ9C8CQC+CD6CAFrQzfnhtDzHej0xmGAvVALscNvy5QD1ogNWfeuU3vQYTj1Ag6w25EDFQt0gukFhyk49hovKTtrU4bRjE7mTNpGbgLwY1dcbWKWuSzxHeI8/QGP7TlCKYSSLyYUtBwI1dbAmWWU/xxO9xx9mFcuYY9faJS/1rDza2gaB+1iTtwIYIkKhiFNmzrmfMeSaI6n3/0O8szN57JnoOdfNKlVhLk4PiYZ0HtjMqtn50guhVavI2peDX6j+aPniecg/qkl0aubauQ8pmQvsdMvkZItqfApVslegCloCIohxMUmDEmGgR1LEl8kI0CPXQI+k+CzhTRZ/sKVd8SndrUiRTBCzICaRJJux500VwRk1Le0oV4EebZQerVPpoWgBHdUC3SWl0Ro/UqfKh3L9hV6Vxqx3mgKWmPZDrx71hVLxjqgF6DSJRJ8EJaG3Wx0Wl8lnCmli3tFQPAxa4nk6a0XNgbnAb+YfAD2RAOnQxfVwX+PK7chTyZzUUqjkGJWa8uUcJUIuA6S5oj7preuTeL6uUrC+tB34qyMvtwF/ZfLltnb8qrYWoGd7G75sTwI9sarDhTWYsV65HRzUsVyh2IPUbBPldB6pmUvCb1O0gCMWz6O1jIqqAoqKfbCmqsZAVSmO3BvoKhxyU5rgvwzlPZxrk/Yn5iw9nMsO5KLu1IL27l6mxMywAf9KOfJm5MYITrZ5a4Nea03X9Fr1AmxDO2PQELDmT5DgPHf6cjf5Gfkl7Se9hSsHMAYXqfeT2oR6oRydjcBSauA/Y42yXRuytFZ8rLvUl1P6TGmAw4d2lmBkk4/8EcxE2itqmytAT15IpG5uxEazknaHUt/SL2QKbovQ4DLVoninJzWWrusPYbPpLTSol0/OKzR2lgaWb+BVrLmU1v/QvkohR/1Exxt2Vjpp9mqGzkqh4ElM665MzxppmtRhSZ45+F+4JtoW09ccmXXD5DUHDx6csqbnDddUanpnwLNUQJt/+rotO1p2NC1TLZu29uLFDXRugvUDcHLfPGX9GK4frK2PoSRdgco9AMSIui5Ph3HoLlQCzPMJMF/HznydFPXU4awF0ak5xxuJi7rekh2s+RAN+NYRoWl5tIgKtHkXw9HC1PbYlXwqGlzssLmFkJCKsFe2SS2z/NdSpZ6wP1Xqjfirc2rtsyDLGZ5hSmcfYLrtqpTGZq9YoeLQcEEVKjSKpe0CDpNpYsNk/IBlhL6jWPpxhAxPzJipn2l7JpyW+qtpW9XkjLpcUef74QdeTd6wm0WnU7Q5nTbluQGnHRSnAPiyh6+Ok6+eAUrlKo4JLxbwCrLdC9pQOVfcE55qHPUOT0xmn4M6YinM/bhtrJh8Go6FadVssI3T8NRmk/GOXCKZDYc87lDY5Q5PxvVMMptNptrbU4FQ2O+LhKmthQ8raP+zG2ssTXQiRmGikdZBw/sVi82E6Fpoi6up3uLqwfokTOrUhjRRu0bP17pcWWclyys61LTLtKOzk8RYKFMsuGLFhBZ77CxES+IkduGJJ16p/r687fCHVPaF5lrP7fe+x10m17e+P0z7mztof3OUu6GhvxkbMupNscBkFZ+yDbHGnlgM/aALhYZSAIzFZ3WC2eH1hagQdomSHT1iH2yEC84QLb+tqLla9W1DO6zSGW0l1FDOUKs5S6a0Sa+43g3Gs3bb/NibH6g1x9J+6S2qFmpLh9Gunmt4jvkYtJcZ5BXOnXvDbmbbNXQzi9O6mQmIsoaO5uo3qLhmJBZyB//b4ACZqm2A4ydUgjMw+C8cnAaH443hcF4DHK7p9FBkeyNNvlYX6xMAgUQXFHjCAI8LLINjV4cIAQoVKlYm5rz1UrqrQogGrQmkhMhkISu+rgSYLIxNh34G0deIydenSD0Fn4vTBB7PeqaVPV95la5p2zV1TYs1n9LaO6V7GhlQ6aCufh2Yr9ZGzZjvvw8OZEAFjp8B89XAUJivEQ5HrWt3Rjic1wSHS4GDDm9S1FgjURQurBHmKwoHNkKl2BQMrhoPHrkiZDOyn+lCA2fxrP/hanAjO05nwEbAZ2DAGhJfm8R8dVSmMR8PNgPHZ2jPqo/bp8wHovWSiI4LThVvMgpmwIKlaLHQyI8lbVgUhia4K18209Sz2QveipHGDI2IgZlaTHR+QIBWhaEJrhWVfGi9NVh01MrDUSP5VtB5E+/NsoETTz5JlodUJI1jJ8jy6g9w8sTlGOuvwb5usO9c4MHeN62zG+cZuQvUoU2zrEQkT0sgJnV7I3mbmYXQbMO0eC3OHZ3UCY6TQ91gB0l8rxxpxhqRBKgnfZT2Fb9hN/hMBuD0DvGmGSzAmbvGGy1B4EnaPw5nBWPRHm7JjB3k3pkqXn1KMPocBqOd7msJR2OT0+Q+8vUgRab1kpOtB5mv898JG1ZITYbtcRAt02D77cEZYAtcAbbgTLCFJsHmuUbYqIiZDN9qRdDMBCMKnBqMTRTGDE7BnQYj2ldOlvdO5rA5RArllQxODW5M32QYW2dsCH0lzN6FJ3BCiziDuRsdT9s/zgE+Jg/1aMJwaGlI7w1wLM3A5pPxXTADi0/D/U8NzE19AUaDMKVBCKhwx0xUgI1KFSoeJm+jM1HAx0Svj07FqyTYu8RkCtCqZB1vpwMyE2EcpCmI5ms6GDOI4snIr50kkKcfmdR0PwhncN1LXuPNWBNKw5/KvNcbH388UPv3xEc+Enz66SA8PvWUwtfjfJz/KOXqBNrotOo8DNQS6za6D95paRtlks5KA//BaaLdQjFWcw46jHp/To5NxIyJz6oFs9Wuo3kYyUDj1bIPSPQspzOo7VZ3osFGZ4UgtAgkUwIqeQhyg4N5Tpnu+w+PDpRCfXPhebA32D+3o5XEiqs3Hx7Ah1YkzaLVri1bH3r0U0vWuUa2P3R8NfknMN3fuejD9x9bRWU/7c+HsyuC9J89U4e+e6YOfY9SBly22p29vTN36aOEa+jU3wXibWq3Pv/iwf/LMIB11ADDP4EYmwbDZhBjjTD4ZobBPxMMgQkYXFeBgUqsBji2K+JqJlgU+4jBE6a9oSnuuukQIUCJQsXFDmo4TwsgJiC0w9H0sKPJWmArMfYuNgE9LVPyYFmA5kqwz3AYG/DYMekkTsPm7TPY57QnHOhs4ezYOTq5K9xR7wp3Kl3hZRUWjV6lLxzt30m94RbqgjX0h5Nv1/yw2kwWnCmyrGEmS8MwkYrgnBjjVJ8rIvPmPJ0sUrPCaP+i00zj8ayfrWaDYUa9m05nyZ4+cqJhPMvNOJ/lH15e8sFBKo/2gyzu4H/AdaAUppC4lI5mqS2Hti+ROunyHWBiddjkBBvOhkA0MyAkrY2VWgE8WJCU6ICd9HpoMlFWtcFzs71sYF2IWlF2+VEdUQ9CbsOIt9bu8SpdwfU5k0r1UWPhUbFLGQeocYn7962dvybWHMvNn5/bMn/1oKdvbnE2vnFHou6e/OAy3rXl+uFZiblN3f5IWzg+mJ29Kh9rn9WULkYjpaZARyrV7mvr3bTh0kXkcdrXzX+R9nUn0A+9hs7u5DV0dqemdHafw87uaPxv6+1GMXaV/u4t3VtTV+jx5m1nmH30/w884SBdBc9bRoqHroAnOU3z45PxzFwjnk3XgGfzjHgm/mY8qTi+Cq6Do03bUyCer4LvddfV8f0AxbeD+/RUfOMo1jIFOauaEfdKqlUdB28wWpBTqvpxVygRBYHdwWxLOPwgqCtN7F3TFamEMiADMuCc0emPq1vR8Ao2AXHsvazzFtMyOMWxDG9QJgi0YFFtv1a6dVObtG6SXo2AJd1c/wJrRBcWYnHfAjGquRIl/25LT0+6q6eH2aeMnk9TejaDdnj2GjhIKuSAxpV2VpUYBzVYnErHFLvxS4ret6LSweoUO65Ix268vwc4pLIfzAqpVZSNanBRgx3/haSs61L3RDz8KuTscmOZpFt220W3W7RfiZgv2b1YQOklSfrcSNMvKzTNcy9dC02bcpV2lgXozFUSSvi5MJWuLYwjW2yYna6k2LvUFenaBZdbonT+jZQTP2H0xxOZJjVl09S10lbubIeNSUX/OiqXlEoJzVVovCu7OAv/QqC2wm2RK5H4nzMdHZl0R0faH491x+MgA0TQ4xvJL7k4zWgDx+LoASlYkNN464E8m6BkoU1nUj5fyTmjeiByDo4/30Zf0iouxrMJoFeCcilGhHDoQC6PnkQHKw2gnJmgHU1aypljKn00zYoiyqZwM1KrQyxbaPmQBBR0+PzUdnKmsRHS5w8naGEAH2UiUyWWNVpTL6Nlqp6x9kybGjFxExKg+BxiIakCNjqLRLO/b45j+ZKOAVN+98IlfPUXZGhhV7d9zuDujs2rehe2dbTEVkXFo3uJ6tcHZg/d8o7E37dF8/35G9+yNeDYflM80rx796J5HfnO1r7+gH3BxvN7arNFOuhskQjWp4dqUTTmc9X67D25ildhzGhjXsSv5EXQ+/LX8iIeL96SqZ4XCXmVGaGTsyKlaTNJaFaknhSZMp9kyS53322akfmxQ/f85ub6nJJF2hZXx0Jb2JxOinPVp6lepLM/QC/i7I8wt/+Npn9ErjD9I6pM/6gIJjEQYsOP/8b5H2jUXHEGyDYwaabNASHXnfl/FBeMVl0Rl9vBbJmGyw/OTMcl/sa4JK6AS7IRl/D/KS7UOLkiPgtGM6NomsyEE9gkKgWnpylOKZBJ918dK7Qz2wqVMFOfTaA+c1OwVFzHfuY6puFdK3vXOkEBFFDpGPgUJtErULPsr0PbPqEGS7VegSuSoKSowfexHoLpnGpi+q+ZdRUoc0PeDfus5vToc06aG0JLEqdXkxuV4SA4MrI2GgTrRHAoyHBxJK0MBCGmM8r3P6t8f9s1f3/9e7FMEb+3bWv39cr33nWm9r3foN9rxjnUU77XMtP3WhW48d5yvQ1jTTKK1Yvr7AMeSmOwtL4WcA6eB1zvR8A7as7G+bBHfPKEFWtO8hRwWD+yioMlL7QXKibGDibWLDNt8Aqt9XCzdpBAA9bpGfYcobt58vYqQI5N3dP59D4e3wEuz+AsGC+NzAnYisp8d+ZXKPdyi7EB0tSRwPt0nBM0BpvDy1SCjHYGJ6fCaHO4NL0TvOpJ06gb+MITcbh62UKGjlS440B+a8xz6GHbA92r3Gvnn7aeevCW/aP3tx9eObKFH7p+664f7DnV2XR2ZDi4uCUdTnctDAzc98qJd96+f931t+yxx6+j8S82ZwfnnKfwvNamf3h4ZkkkVOOTJ4FU/FGrBzwHFq2uBX4a5oI4p9pjlRB7F5qYGZJpmBlCZ6FSM2xM67FGlcTeDENDagmYCS9g8hiRdiEe8y+kln8cLH9bRDd1sAi/EO39VJHZ/AKbMQI8PiWvMWnKyBvkNXiddnpeo3SFnMvkWSM74ShPnTdCTpz5b4YLNdhkuO5CtTUFrl+fmQpX4ApwvUGuBeHyXCNcVGhMhm1otImKjxngU+QIg5HNYU5xf9cAYyNL1+AFbrZP5+aGfMOVOLmGGXJyqp5xCSoZl6hy04tpGZfSVTIuE3w9Ged+cGSBr6Ma9Gj9C2xRzVTs/4hsTV1ZlYL/0xT/IFDgjhl2CWe8JQsVD5OmkfwMePuYYFXyLHH2Lj4Zb5pn4XUszxIP036Y6XmW0pXyLJOa8iajPKuxRW/aGemc1LIHez7KHSYX+RS8MsN5KdEafa2WS6lqNyWS3LmKSC/Qg6O6gDeTYXdhxUE9vnoflrYOrFh/NUoe+V/uqLv+Dxu1HqdqwuMhJ5UXCu/9nHeR/z01ZzPJf/Ap83f+i3I2VrtaydmUriFnM//07k39JX/v7Ht3sedcCzEUhlYfGMgvXn2gBSjdPdc1uPDQkfuKc13zFh5Y10MKHSeqf84d376+p9bD8Xvya2q3enA29hUmuXivPsnFp6QuxqwilVLXOMwFZeiUgS7HQIhOHerCHznz/wCsYFhNgfW9YGNNhZWMU3+gEdbAVWANXh3WUAOsnr8KViprp8C7bTsTtjPBTGOQDGa098NcE3f6ClAj0Om6tInl6b1uJ7BAaeNn8sXPijeS7GAmZ8IQb4Ab8QM2ogZrN5KsLOkNEZxoXJkQR1OwXQnn2I32X5lFvKZxVZvdC1YbuO8s0kXvMZTig7BnLrBYZ5jK4s+xiplrnMqC2aQZJ7NkQSHPMJ2FX3jmTMN8Mjqb1I/2KJ1g5KiNcfXS0WQSydVGe9rQVhPz9LY7LmV+Kx3uif3JbHIr3i23rLeoaq1gDYNbcSSZu3ZPvAPtwuaR3Qfv3ja8mgy/b+/qdWs3fU946nvb6dTWBTiMTBnbKii0epr2GDfjrKrJ1MJbJYcKlThjEi8r8vFcwKqpfla2HWHRVDTl6S2A8WZlKjXNfF4rhfna3pcm+GFGih+niufRGkfMRPzjTP00M6Zg+9BMa4AfovdAOqDMWzPSGYAsX++m7XoVrcGCHrAWecRHm7DwPkjKTZAwlKTJl420Hcmox6JGIzYl+ZGTDEY2mVGLt1WU3HY6nxFvNdRQCBwXcI6NCFK/+d5bifu7Tz75b9VXbt20f7/Hs3//GMl/PPNnLGAky+99jF/0KNVbBiWOGODSXDv3KJtXhXVXEbzHYp4qLiysT8Lb1nwlY/Ej/Bk0mLIUfmUEBdYDWwzY+YIzC3C+h9EwTtuHsExb9mPDlAVcci/O2bCP6UQ3bSIyimWzg6bRZUsE21wcTi+tWclgn7GUtI8RY1wzMbq3HiVMTIoSZpTbNQPm6gJ9MuxY1rnM2b5jYCH/ZzJvoKkg9hYPtbbuWd41v69n4cKevvkkcSGbL84+9fN7Fw3e+5atfieNDN599192Hjvx6ePHFqzZvxvow/LGYc4C+xrntk/OHGPtdrRQsbNceCBPYzXWCxUnS3k72RAAJX3qw7IdVgiYvLbZ4zNV5k/KOY9MqU9tyD7z2qlJcMI9z/eRD4DM0oLEQrkgFOptqLrarZWxYVpfu+ENA0rREM8r9je2pV5H5/NK/ELyFNjbIrdA6egERrHS8U1Y/65R1e5YVRGZ8SzSTtSKntXwY7+hjo4VNLGIwTRjWJpm/jI3jtq7jf31XGMj/ZTe+7/ud6u4V3kdcUz07GvG8aehZx9vt7eKPPdqZyd+3gmfX/CGn3fyHcrnXyF3kpv4T4K87uYkS66iU+6iLFI6Gc24HfRGB2yioVpDz4bOgk2HmtrABE/jLT1fWdDr2qYVLb5YPBBpJa8uOhqN9B82xP0BNhOJcP8Oax6tranKVQwTa2ovVMwTa5q1sCbB27gq90Olt8zBnm0603HiZpj/PgLWvp8uuKCXfGDODbBcMNndtuhoBNe7HCNHuZG/fT3PVdf77MRyR6Ioe08Aft+n+MVwgpYlJ0UKCmElHxzKeANtMVaPkaEggyIxmdI43kAFvpy97HR76pQf4zSipz5iaRLxS1MvnJi0G9+Ad9s1M+9NG76Ze319o3juFODxwwk8VDnJVVCIR4VLvIF+WJvrZRKlhkcDNSUvjqKUwngz4VidumO82RFWmvCnELg09cKpRop/8srbHZ6094AD7P0P6d7/38bB83+AwyQWCk/mJ8I9DjvxLHkXyMksvQeCoMXudOVJuQGC0rKuPCmjf7oV3/bxtTeuXXvjSyeHh08Oow4BHZvibqI15zGshtdTKy1SKCj96bLFl8/Tq/WGdcazGtYIqal3NdgnuhqCrDUyUbshaiNPTqiN+tVC3ONOJNye+AvxbBz+vYCv8VohFI+HgolEcMozkx3f4haQt9A+7hhHcBQPa6M3qeg9H3QYEmDjtamko9WN32qcroLf8WP4jtOTv0Pi88rXTHwHwe9QesR/3NgdTmdHAQ3b6Awy8DUySL84WCQRqmiwRJzk0ZnTFGSXCudg4LgKkzKETHVB1rfk83hTJNkVAUL76fwMfxgNLL9H31pW+euBY/DA21D9ReIgjZIpGtjBonGXl81ltov0dtEUWRyclSiyGI5yp+WYK4aDXeFpItmQGewnpH/Qeu+Bjg2BUN+SDYfMpL/6GUKIr/oLy3XDGxaGhq/fcbvtDyGVJeg1hlSnHmiLB+YfPxAzekKW2L6bV/u2nzmBfWbkzfxs/knaD3lE0eB06IneSqeK0kk1Gj1q1TwbJqrMD5jxHko4bQFpH9DTWLWd3nmexeuwL1L2+uhdW8cMVpeHRWbFIhuR7xALEVIAIwWH/Sa0YBx4XH8+lP58oSuiCucLSZVqTWyNSs3fmUhUXyc2+CnctmHDbdWXH9/1zW/uepzyFT68Ql5BHdwpxkR8XY3Cu2G4/hqd+R/lktzblXkXMTZjU7bEC/Xh/+Gc7NVOjM9KXcsNAHAmM8ZakqbxMXfMZQFUzeOYXJJddvSAMNWfjMGrMJ2GjsOZcNM14pXvF9B4xoAw4vC8/t5EwhQMLX/Tm9ouBh3OYNDpCPracTbuoaEltqTl8H56K4GX3IGA2+UPXHoXRR32dy341K8ruB9T7ngQqdVLTLn1gTs3lnFrLMqdyGLXijw6fV5lenEdZU428hTRK6BIxInB6Gsb0SNcu1Ov11nF2dOwq57m/+7SIRwDAjv9/wG8ol4mAAAAeNpjYGRgYGBkibK88kI8nt/mK4M88wugCMO5xQb3EPR/NqZI5gQgl4OBCSQKAGaCC+EAAHjaY2BkYGB+8S8GSCYwMPz/zxTJABRBAc8BgS0F6wAAeNpt088rw3Ecx/HPphwopRzIhURRarUoWSSFMD+abGvWd7vIbIfld5Tl4uwgRyXXld2Ev8GFAzcrRxfJH+D5mRd9+7TDo/e+333en/f78/5sgYLpDiaM8fnCJTLIohNDwUSgkVjFvr7z8Kj4iS0so4BFTGIAY1jFLGYwp/U290j5RewggkFsa62tU8IFRpFEHmmtse9TWMMw9jCCXcwjpByb26LaYUz5erb1j1X7WXvlENcZoqq1ovd2JuPqPa09c1r7F68Rw5L2sTNo1nNEZzthpu2qn/LN/lBznMaE1qyjjF7cYFN5ns78gHs936KCb9WO66wfeMG57rBH+nCquddj1G/JkXd0+O7BVVRMOsLqf0O59bTqDFFH1uGfv8tTjDsiyrGxH03q6c7OMFAxpiFjzH/sMsa84kwKKCNUm5HnY++5Tf+XdznQb8a6snVsLvEJb3bf3/umTrX2ecHEfgDZVaZZAAAAeNpjYGDQgsIihiWMVYz/mCYwyzE7MScw1zGvYn7BIsdixpLCUsJyh1WKNYv1ApsSWwfbO3YN9mUcPBweHH0cizgOcVzjtOM8xPmNK45rFtcVbgFuN+5l3Pd4xHgCeJp4VvCq8Zbx7uH9xxfDt4ZfgN+Bv0qAS5BB0E6wRHCR4DnBO0IcQhpCDkJJQueEdYTThI+IKInkicqJpomuEWMTMxPLE7siLieeIn5AQkYiTGKTJJtkiGSdVI7UMqlH0gLSNdLTpP/I2ABhg8wz2QVyXHIZcl3ycvJR8lcU7BSiFJoUZikaKQYoTlN8pGSk1KG0TJlD2UI5RXmC8gEVBhUZlQ2qbqr/1PLUVqg9UldSn6bBoFGmcU7TSrNO85AWl1aF1h5tBm0f7W06QjrTdJ7oGum26LHptejN0xfQD9Kfon/HwMOgzeCMoZ/hISMzo3XGYSYMJhtMo0wPmWmY9Zn9MG8y32R+z0LMIsfikmWA5RzLF1ZWVrusTawrrF/ZONhMs/lgW2C7xY7NrsLuin2K/Sn7Tw5GOKCDg59DjEOJQ4/DMYd/jmaOsxz/OMU5tTk9cXrizOasAYSrXARcZFxmuXIAALPIhyYAAAEAAADoAD0ABgAAAAAAAgABAAIAFgAAAQABgQAAAAB42t1ay24jxxWtkZ2HHdiIN0ZWRmMMyDMBxZmRx3Y83oQjUSPBFEmLlCcGsqH4ENvTZDPspmT9iL8gyCdkHWSVAFkE+YR8SW6de+vV3aQ4CgwjAUGyWI9b9577rGoqpd5T/1JvqHtvvqWUep/e3L6nfk2/uL2j3lW/lfYb6li1pf2meqa+l/ZP1FL9U9o/Vbv3nkv7Z+ov96bS/rl6uvNA2m+pX+38Xtq/UPs7ubTf+fDPO3+S9rvqeNfM+aX6YPeP0n5Pvb37V2n/Tb2/+w9p/1093v23aqhE5WpM/MzVAK1IXaqeStWK+ob4fUC/Rmh1qS+l75aKadaU5p9R/yXNTWj1Uj1RdfWYPj9TXxDlQ/VcNanlUzO0mNKeR4lXdLBm+/2jAgdfQ5aMxlOSKAo46hJd06NfXxCFlGgMMffKjtVpth6dEcVXRE/PmVBvQlQv1D61PsH7c1DZTrpQopg4jIh6RCNL+tZrZuD/FfWltFtEaIyodYH5PXVDK3LM0itPiF/N9VIt8MmaG4HyHFSnWHdOv2I71qMWz+Td59T7COsjyDgFdhEor2hU8xZjdv1O3HSppfUSkV7r9HksVDUeOc19Rrs/Utd41YEC71AHtRmN5bTTQnBdUHvp6X0fen2sara9f2fUHrwGTw+x4zVwnYr9ZUDuSqgdwZ40j22iMAMvHwUW8BHw0L6XgIKRKqugV4ck/9vW8456G+8+zWLuHUY9cJwToloCJ5/2Ni3vHGhoDlbYk3cxPPZImhZ9d2An84ByK6CgtVYVHZ5U8hfubngawg5j4Uejm1DPNWgzIk47CX2naF3RO0Z8uqDPcWA9A3DcUF+hnZP9RQVbzGhXjeQC9lEH9wl9a+QvabxD61tWgr0f5aV3dproUgRvQ64OffehiRPyYd3bo891eoiIkvblT7F2TGgtSefaKm7Exx9TZP5xpdTvLvlok3R2SrmqRS1jOZw7U9G98URjqbdbqI5DrM2HsAb2hhxWpP03Jv/lPJeLFWkbSMjqtD1xhtSfV2KXC8Qe3ol50fabiCUaz48xP6Jxw9UC2etb6h3C5moeFysa5aiRe7K5tUNwzXRZt2MancgKh8qAZprIpTFw/pMgCumMHovUQ+F8Bvk5JnFk8f2OOWTeryweA3CneRp7c1OriwlQ0Dgxmq9sFLxGLBjCS418mn8daW/E+zUiU9HUKIgBM8uJH1kXmJtTm+1/Cr/244GLpMW4yTZ0BB8bQIs68mSeFsoR0+eb8WGuVzKjJpa1onZse2aoYmJaHRfkYjlZL0tUQyubHwzKCdAZSBRNoUvzmzm98ax7DokjxMpEouqNnTkDnwlQzJAJ+wWLYxuIkdESkcPsOAclzhgxorCzdqNtXj/EbIPOhWSaxCKiObnAr5Ht24RFmB2dbH7cZ+6yUvYLLXgkWAyAklm1LNUcc7HirALblbWHi60QqcbZWUHVesZxCpvkCLT0kDWcML5L6HQMmyhndiOjX1OYOtBEj9DSfX417T8gdiyhNRP/JqKLskcspXpiDy3WGNXVgK6tGGsj2QBxMRHbTQP7S2ntyuPFxUgjfWatNq/APfUqnhjtag24eHFIWemIcm6b3n16d5B59cj9DZXXfUFjIvHHSGJ40rK7XDJBHcIolDXqe3FUWb8fi1fovR7Quod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') 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') format('woff'); +} + +/* Source Code Pro license */ +/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. + +This Font Software is licensed under the SIL Open Font License, Version 1.1. + +This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/scribblings/manual-racket.css b/hyphenate/scribblings/manual-racket.css new file mode 100644 index 00000000..bd830967 --- /dev/null +++ b/hyphenate/scribblings/manual-racket.css @@ -0,0 +1,308 @@ +/* See the beginning of "manual.css". */ + +/* Monospace: */ + +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk, .RktErr { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +/* this selctor grabs the first linked Racket symbol +in a definition box (i.e., the symbol being defined) */ +a.RktValDef, a.RktStxDef, a.RktSymDef, +span.RktValDef, span.RktStxDef, span.RktSymDef +{ + font-size: 1.15rem; + color: black; + font-weight: 600; +} + + +.inheritedlbl { + font-family: 'Fira', sans; +} + +.RBackgroundLabelInner { + font-family: inherit; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 95%; + margin-top: 0.5em; + text-align: left; + background-color: inherit; +} + +.inherited td { + font-size: 82%; + padding-left: 0.5rem; + line-height: 1.3; + text-indent: 0; + padding-right: 0; +} + +.inheritedlbl { + font-style: normal; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eee; +} + +.RktInBG { + background-color: #eee; +} + + +.refcolumn .RktInBG { + background-color: white; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: inherit; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; + font-weight: 400; +} + +.RktVar { + position: relative; + left: -1px; font-style: italic; + color: #444; +} + +.SVInsetFlow .RktVar { + font-weight: 400; + color: #444; +} + + +.RktSym { + color: inherit; +} + + + +.RktValLink, .RktStxLink, .RktModLink { + text-decoration: none; + color: #07A; + font-weight: 500; + font-size: 1rem; +} + +/* for syntax links within headings */ +h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, +h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, +h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, +h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, +h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, +h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + +.toptoclink .RktStxLink, .toclink .RktStxLink, +.toptoclink .RktValLink, .toclink .RktValLink, +.toptoclink .RktModLink, .toclink .RktModLink { + color: inherit; +} + +.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { + color: black; + font-weight: 400; + font-size: 0.9rem; +} + +.tocset td a.tocviewselflink .RktValLink, +.tocset td a.tocviewselflink .RktStxLink, +.tocset td a.tocviewselflink .RktMod, +.tocset td a.tocviewselflink .RktSym { + font-weight: lighter; + color: white; +} + + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { /* for definitions grouped together in one box */ + width: 100%; + border-top: 2px solid white; +} + +tbody > tr:first-child > td > .together { + border-top: 0px; /* erase border on first instance of together */ +} + +.RktBlk { + white-space: pre; + text-align: left; +} + +.highlighted { + font-size: 1rem; + background-color: #fee; +} + +.defmodule { + font-family: 'Source Code Pro'; + padding: 0.25rem 0.75rem 0.25rem 0.5rem; + margin-bottom: 1rem; + width: 100%; + background-color: hsl(60, 29%, 94%); +} + +.defmodule a { + color: #444; +} + + +.defmodule td span.hspace:first-child { + position: absolute; + width: 0; + display: inline-block; +} + +.defmodule .RpackageSpec .Smaller, +.defmodule .RpackageSpec .stt { + font-size: 1rem; +} + + +.specgrammar { + float: none; + padding-left: 1em; +} + + +.RBibliography td { + vertical-align: text-top; + padding-top: 1em; +} + +.leftindent { + margin-left: 2rem; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.SCodeFlow .Rfilebox { + margin-left: -1em; /* see 17.2 of guide, module languages */ +} + +.Rfiletitle { + text-align: right; + background-color: #eee; +} + +.SCodeFlow .Rfiletitle { + border-top: 1px dotted gray; + border-right: 1px dotted gray; +} + + +.Rfilename { + border-top: 0; + border-right: 0; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: inherit; +} + +.Rfilecontent { + margin: 0.5em; +} + +.RpackageSpec { + padding-right: 0; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0.20rem; /* sensitive to monospaced font choice */ + text-align: right; + z-index: 0; + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; + color: gray; +} + + +.RpackageSpec .Smaller { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} \ No newline at end of file diff --git a/hyphenate/scribblings/manual-style.css b/hyphenate/scribblings/manual-style.css new file mode 100644 index 00000000..a4bc28aa --- /dev/null +++ b/hyphenate/scribblings/manual-style.css @@ -0,0 +1,724 @@ + +/* See the beginning of "scribble.css". + This file is used by the `scribble/manual` language, along with + "manual-racket.css". */ + +@import url("manual-fonts.css"); + +* { + margin: 0; + padding: 0; +} + +@media all {html {font-size: 15px;}} +@media all and (max-width:940px){html {font-size: 14px;}} +@media all and (max-width:850px){html {font-size: 13px;}} +@media all and (max-width:830px){html {font-size: 12px;}} +@media all and (max-width:740px){html {font-size: 11px;}} + +/* CSS seems backward: List all the classes for which we want a + particular font, so that the font can be changed in one place. (It + would be nicer to reference a font definition from all the places + that we want it.) + + As you read the rest of the file, remember to double-check here to + see if any font is set. */ + +/* Monospace: */ +.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +.stt { + font-weight: 500; +} + +h2 .stt { + font-size: 2.7rem; +} + +.toptoclink .stt { + font-size: inherit; +} +.toclink .stt { + font-size: 90%; +} + +.RpackageSpec .stt { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +h3 .stt, h4 .stt, h5 .stt { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + + +/* Serif: */ +.main, .refcontent, .tocview, .tocsub, .sroman, i { + font-family: 'Charter', serif; + font-size: 1.18rem; +} + + +/* Sans-serif: */ +.version, .versionNoNav, .ssansserif { + font-family: 'Fira', sans-serif; +} +.ssansserif { + font-family: 'Fira'; + font-weight: 500; + font-size: 0.9em; +} + +.tocset .ssansserif { + font-size: 100%; +} + +/* ---------------------------------------- */ + +p, .SIntrapara { + display: block; + margin: 0 0 1em 0; + line-height: 1.4; +} + + +li { + list-style-position: outside; + margin-left: 1.2em; +} + +h1, h2, h3, h4, h5, h6, h7, h8 { + font-family: 'Fira'; + font-weight: 300; + font-size: 1.6rem; + color: #333; + margin-top: inherit; + margin-bottom: 1rem; + line-height: 1.25; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +h3, h4, h5, h6, h7, h8 { + border-top: 1px solid black; +} + + + +h2 { /* per-page main title */ + font-family: 'Miso'; + font-weight: bold; + margin-top: 4rem; + font-size: 3rem; + line-height: 1.1; + width: 90%; +} + +h3, h4, h5, h6, h7, h8 { + margin-top: 2em; + padding-top: 0.1em; + margin-bottom: 0.75em; +} + +/* ---------------------------------------- */ +/* Main */ + +body { + color: black; + background-color: white; +} + +.maincolumn { + width: auto; + margin-top: 4rem; + margin-left: 17rem; + margin-right: 2rem; + margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ + max-width: 700px; + min-width: 370px; /* below this size, code samples don't fit */ +} + +a { + text-decoration: inherit; +} + +a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, +.techinside, .techoutside:hover, .techinside:hover { + color: #07A; +} + +a:hover { + text-decoration: underline; +} + + +/* ---------------------------------------- */ +/* Navigation */ + +.navsettop, .navsetbottom { + left: 0; + width: 15rem; + height: 6rem; + font-family: 'Fira'; + font-size: 0.9rem; + border-bottom: 0px solid hsl(216, 15%, 70%); + background-color: inherit; + padding: 0; +} + +.navsettop { + position: absolute; + top: 0; + left: 0; + margin-bottom: 0; + border-bottom: 0; +} + +.navsettop a, .navsetbottom a { + color: black; +} + +.navsettop a:hover, .navsetbottom a:hover { + background: hsl(216, 78%, 95%); + text-decoration: none; +} + +.navleft, .navright { + position: static; + float: none; + margin: 0; + white-space: normal; +} + + +.navleft a { + display: inline-block; +} + +.navright a { + display: inline-block; + text-align: center; +} + +.navleft a, .navright a, .navright span { + display: inline-block; + padding: 0.5rem; + min-width: 1rem; +} + + +.navright { + height: 2rem; + white-space: nowrap; +} + + +.navsetbottom { + display: none; +} + +.nonavigation { + color: #889; +} + +.searchform { + display: block; + margin: 0; + padding: 0; + border-bottom: 1px solid #eee; + height: 4rem; +} + +.searchbox { + font-size: 1rem; + width: 12rem; + margin: 1rem; + padding: 0.25rem; + vertical-align: middle; + background-color: white; +} + +#search_box { + font-size: 0.8rem; +} + +/* ---------------------------------------- */ +/* Version */ + +.versionbox { + position: absolute; + float: none; + top: 0.25rem; + left: 17rem; + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + width: inherit; + margin: 0; +} +.version, .versionNoNav { + font-size: inherit; +} +.version:before, .versionNoNav:before { + content: "v."; +} + + +/* ---------------------------------------- */ +/* Margin notes */ + +/* cancel scribble.css styles: */ +.refpara, .refelem { + position: static; + float: none; + height: auto; + width: auto; + margin: 0; +} + +.refcolumn { + position: static; + display: block; + width: auto; + font-size: inherit; + margin: 2rem; + margin-left: 2rem; + padding: 0.5em; + padding-left: 0.75em; + padding-right: 1em; + background: hsl(60, 29%, 94%); + border: 1px solid #ccb; + border-left: 0.4rem solid #ccb; +} + +.refcontent p { + line-height: 1.5; + margin: 0; +} + +.refcontent p + p { + margin-top: 1em; +} + +.refcontent a { + font-weight: 400; +} + +.refpara, .refparaleft { + top: -1em; +} + + +@media all and (max-width:600px) { + .refcolumn { + margin-left: 0; + margin-right: 0; + } +} + + +@media all and (min-width:1260px) { + .refcolumn { + position: absolute; + left: 66rem; right: 3em; + margin: 0; + float: right; + max-width: 18rem; + } +} + +.refcontent { + font-family: 'Fira'; + font-size: 1rem; + line-height: 1.6; + margin: 0 0 0 0; +} + + +.refparaleft, .refelemleft { + position: relative; + float: left; + right: 2em; + height: 0em; + width: 13em; + margin: 0em 0em 0em -13em; +} + +.refcolumnleft { + background-color: hsl(60, 29%, 94%); + display: block; + position: relative; + width: 13em; + font-size: 85%; + border: 0.5em solid hsl(60, 29%, 94%); + margin: 0 0 0 0; +} + + +/* ---------------------------------------- */ +/* Table of contents, left margin */ + +.tocset { + position: absolute; + float: none; + left: 0; + top: 0rem; + width: 14rem; + padding: 7rem 0.5rem 0.5rem 0.5rem; + background-color: hsl(216, 15%, 70%); + margin: 0; + +} + +.tocset td { + vertical-align: text-top; + padding-bottom: 0.4rem; + padding-left: 0.2rem; + line-height: 1.1; + font-family: 'Fira'; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +.tocset td a { + color: black; + font-weight: 400; +} + + +.tocview { + text-align: left; + background-color: inherit; +} + + +.tocview td, .tocsub td { + line-height: 1.3; +} + + +.tocview table, .tocsub table { + width: 90%; +} + +.tocset td a.tocviewselflink { + font-weight: lighter; + font-size: 110%; /* monospaced styles below don't need to enlarge */ + color: white; +} + +.tocviewselflink { + text-decoration: none; +} + +.tocsub { + text-align: left; + margin-top: 0.5em; + background-color: inherit; +} + +.tocviewlist, .tocsublist { + margin-left: 0.2em; + margin-right: 0.2em; + padding-top: 0.2em; + padding-bottom: 0.2em; +} +.tocviewlist table { + font-size: 82%; +} + +.tocviewlisttopspace { + margin-bottom: 1em; +} + +.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { + margin-left: 0.4em; + border-left: 1px solid #99a; + padding-left: 0.8em; +} +.tocviewsublist { + margin-bottom: 1em; +} +.tocviewsublist table, +.tocviewsublistonly table, +.tocviewsublisttop table, +.tocviewsublistbottom table, +table.tocsublist { + font-size: 1rem; +} + +.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, +.tocviewsublistonly td { + font-size: 90%; +} + + +.tocviewtoggle { + font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ +} + +.tocsublist td { + padding-left: 0.5rem; + padding-top: 0.25rem; + text-indent: 0; +} + +.tocsublinknumber { + font-size: 100%; +} + +.tocsublink { + font-size: 82%; + text-decoration: none; +} + +.tocsubseclink { + font-size: 100%; + text-decoration: none; +} + +.tocsubnonseclink { + font-size: 82%; + text-decoration: none; + margin-left: 1rem; + padding-left: 0; + display: inline-block; +} + +/* the label "on this page" */ +.tocsubtitle { + display: block; + font-size: 62%; + font-family: 'Fira'; + font-weight: bolder; + font-style: normal; + letter-spacing: 2px; + text-transform: uppercase; + margin: 0.5em; +} + +.toptoclink { + font-weight: bold; + font-size: 110% +} + +/* hack to add space around .toptoclink because markup is all td */ +.toptoclink:after { + content: " "; + font-size: 3rem; +} + +.toclink { + font-size: inherit; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.indexlink { + text-decoration: none; +} + +pre { + margin-left: 2em; +} + +blockquote { + margin-left: 2em; + margin-right: 2em; + margin-bottom: 1em; +} + +.SCodeFlow { + border-left: 1px dotted black; + padding-left: 1em; + padding-right: 1em; + margin-top: 1em; + margin-bottom: 1em; + margin-left: 0em; + margin-right: 2em; + white-space: nowrap; + line-height: 1.5; +} + +.SCodeFlow img { + margin-top: 0.5em; + margin-bottom: 0.5em; +} + +.boxed { + margin: 0; + margin-top: 2em; + padding: 0.25em; + padding-bottom: 0.5em; + background: #f3f3f3; + box-sizing:border-box; + border-top: 1px solid #99b; + background: hsl(216, 78%, 95%); + background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); +} + +blockquote > blockquote.SVInsetFlow { +/* resolves issue in e.g. /reference/notation.html */ + margin-top: 0em; +} + +.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ + margin-top: 1em; + margin-bottom: 1em; +} + +.SVInsetFlow a, .SCodeFlow a { + color: #07A; + font-weight: 500; +} + +.SubFlow { + display: block; + margin: 0em; +} + +.boxed { + width: 100%; + background-color: inherit; +} + +.techoutside { text-decoration: none; } + +.SAuthorListBox { + position: static; + float: none; + font-family: 'Fira'; + font-weight: 300; + font-size: 110%; + margin-top: 1rem; + margin-bottom: 3rem; + width: 30rem; + height: auto; +} + +.author > a { /* email links within author block */ + font-weight: inherit; + color: inherit; +} + +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* phone + tablet styles */ + +@media all and (max-width:720px){ + + + @media all and (max-width:720px){ + + @media all {html {font-size: 15px;}} + @media all and (max-width:700px){html {font-size: 14px;}} + @media all and (max-width:630px){html {font-size: 13px;}} + @media all and (max-width:610px){html {font-size: 12px;}} + @media all and (max-width:550px){html {font-size: 11px;}} + @media all and (max-width:520px){html {font-size: 10px;}} + + .navsettop, .navsetbottom { + display: block; + position: absolute; + width: 100%; + height: 4rem; + border: 0; + background-color: hsl(216, 15%, 70%); + } + + .searchform { + display: inline; + border: 0; + } + + .navright { + position: absolute; + right: 1.5rem; + margin-top: 1rem; + border: 0px solid red; + } + + .navsetbottom { + display: block; + margin-top: 8rem; + } + + .tocset { + display: none; + } + + .tocset table, .tocset tbody, .tocset tr, .tocset td { + display: inline; + } + + .tocview { + display: none; + } + + .tocsub .tocsubtitle { + display: none; + } + + .versionbox { + top: 4.5rem; + left: 1rem; /* same distance as main-column */ + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + } + + + .maincolumn { + margin-left: 1em; + margin-top: 7rem; + margin-bottom: 0rem; + } + + } + +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} \ No newline at end of file diff --git a/hyphenate/scribblings/racket.css b/hyphenate/scribblings/racket.css new file mode 100644 index 00000000..b44fef59 --- /dev/null +++ b/hyphenate/scribblings/racket.css @@ -0,0 +1,249 @@ + +/* See the beginning of "scribble.css". */ + +/* Monospace: */ +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk { + font-family: monospace; + white-space: inherit; +} + +/* Serif: */ +.inheritedlbl { + font-family: serif; +} + +/* Sans-serif: */ +.RBackgroundLabelInner { + font-family: sans-serif; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 100%; + margin-top: 0.5em; + text-align: left; + background-color: #ECF5F5; +} + +.inherited td { + font-size: 82%; + padding-left: 1em; + text-indent: -0.8em; + padding-right: 0.2em; +} + +.inheritedlbl { + font-style: italic; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eeeeee; +} + +.RktInBG { + background-color: #eeeeee; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: black; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; +} + +.RktVar { + color: #262680; + font-style: italic; +} + +.RktSym { + color: #262680; +} + +.RktSymDef { /* used with RktSym at def site */ +} + +.RktValLink { + text-decoration: none; + color: blue; +} + +.RktValDef { /* used with RktValLink at def site */ +} + +.RktModLink { + text-decoration: none; + color: blue; +} + +.RktStxLink { + text-decoration: none; + color: black; +} + +.RktStxDef { /* used with RktStxLink at def site */ +} + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { + width: 100%; +} + +.prototype, .argcontract, .RBoxed { + white-space: nowrap; +} + +.prototype td { + vertical-align: text-top; +} + +.RktBlk { + white-space: inherit; + text-align: left; +} + +.RktBlk tr { + white-space: inherit; +} + +.RktBlk td { + vertical-align: baseline; + white-space: inherit; +} + +.argcontract td { + vertical-align: text-top; +} + +.highlighted { + background-color: #ddddff; +} + +.defmodule { + width: 100%; + background-color: #F5F5DC; +} + +.specgrammar { + float: right; +} + +.RBibliography td { + vertical-align: text-top; +} + +.leftindent { + margin-left: 1em; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.Rfilebox { +} + +.Rfiletitle { + text-align: right; + margin: 0em 0em 0em 0em; +} + +.Rfilename { + border-top: 1px solid #6C8585; + border-right: 1px solid #6C8585; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: #ECF5F5; +} + +.Rfilecontent { + margin: 0em 0em 0em 0em; +} + +.RpackageSpec { + padding-right: 0.5em; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0px; + text-align: right; + color: white; + z-index: 0; + font-weight: bold; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} + +/* ---------------------------------------- */ +/* History */ + +.SHistory { + font-size: 82%; +} diff --git a/hyphenate/scribblings/scribble-common.js b/hyphenate/scribblings/scribble-common.js new file mode 100644 index 00000000..75c7fcd0 --- /dev/null +++ b/hyphenate/scribblings/scribble-common.js @@ -0,0 +1,165 @@ +// Common functionality for PLT documentation pages + +// Page Parameters ------------------------------------------------------------ + +var page_query_string = + (location.href.search(/\?([^#]+)(?:#|$)/) >= 0) && RegExp.$1; + +var page_args = + ((function(){ + if (!page_query_string) return []; + var args = page_query_string.split(/[&;]/); + for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; + else args[i] = [a, false]; + } + return args; + })()); + +function GetPageArg(key, def) { + for (var i=0; i= 0 && cur.substring(0,eql) == key) + return unescape(cur.substring(eql+1)); + } + return def; + } +} + +function SetCookie(key, val) { + try { + localStorage[key] = val; + } catch(e) { + var d = new Date(); + d.setTime(d.getTime()+(365*24*60*60*1000)); + try { + document.cookie = + key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; + } catch (e) {} + } +} + +// note that this always stores a directory name, ending with a "/" +function SetPLTRoot(ver, relative) { + var root = location.protocol + "//" + location.host + + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); + SetCookie("PLT_Root."+ver, root); +} + +// adding index.html works because of the above +function GotoPLTRoot(ver, relative) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) return true; // no cookie: use plain up link + // the relative path is optional, default goes to the toplevel start page + if (!relative) relative = "index.html"; + location = u + relative; + return false; +} + +// Utilities ------------------------------------------------------------------ + +var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; +function NormalizePath(path) { + var tmp, i; + for (i = 0; i < normalize_rxs.length; i++) + while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; + return path; +} + +// `noscript' is problematic in some browsers (always renders as a +// block), use this hack instead (does not always work!) +// document.write(""); + +// Interactions --------------------------------------------------------------- + +function DoSearchKey(event, field, ver, top_path) { + var val = field.value; + if (event && event.keyCode == 13) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) u = top_path; // default: go to the top path + u += "search/index.html?q=" + escape(val); + if (page_query_string) u += "&" + page_query_string; + location = u; + return false; + } + return true; +} + +function TocviewToggle(glyph, id) { + var s = document.getElementById(id).style; + var expand = s.display == "none"; + s.display = expand ? "block" : "none"; + glyph.innerHTML = expand ? "▼" : "►"; +} + +// Page Init ------------------------------------------------------------------ + +// Note: could make a function that inspects and uses window.onload to chain to +// a previous one, but this file needs to be required first anyway, since it +// contains utilities for all other files. +var on_load_funcs = []; +function AddOnLoad(fun) { on_load_funcs.push(fun); } +window.onload = function() { + for (var i=0; i + .techinside doesn't work with IE, so use both (and IE doesn't + work with inherit in the second one, so use blue directly) */ +.techinside { color: black; } +.techinside:hover { color: blue; } +.techoutside:hover>.techinside { color: inherit; } + +.SCentered { + text-align: center; +} + +.imageleft { + float: left; + margin-right: 0.3em; +} + +.Smaller { + font-size: 82%; +} + +.Larger { + font-size: 122%; +} + +/* A hack, inserted to break some Scheme ids: */ +.mywbr { + display: inline-block; + height: 0; + width: 0; + font-size: 1px; +} + +.compact li p { + margin: 0em; + padding: 0em; +} + +.noborder img { + border: 0; +} + +.SAuthorListBox { + position: relative; + float: right; + left: 2em; + top: -2.5em; + height: 0em; + width: 13em; + margin: 0em -13em 0em 0em; +} +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} From aa0117828267044841c19c14f2d818bafa3a34c3 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 11 Feb 2014 12:49:59 -0800 Subject: [PATCH 030/155] Update README.md --- hyphenate/README.md | 13 ++++++++++++- 1 file changed, 12 insertions(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 3319878a..57ac0690 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -1,8 +1,19 @@ hyphenate --------- -Racket implementation of Knuth–Liang hyphenation algorithm. +Racket implementation of the Knuth–Liang hyphenation algorithm. Install from the command line like so: raco pkg install hyphenate + +Then require it in your Racket file: + + (require hyphenate) + +And enjoy: + + (hyphenate "Hyphenation algorithm" #\-) + + > "Hy-phen-ation al-go-rithm" + From 2b6e567ea3da5cd5cb64fb9bd793e0338c47db2f Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 09:34:41 -0800 Subject: [PATCH 031/155] update gitignore --- hyphenate/.gitignore | 15 +++++++++++++++ 1 file changed, 15 insertions(+) create mode 100644 hyphenate/.gitignore diff --git a/hyphenate/.gitignore b/hyphenate/.gitignore new file mode 100644 index 00000000..013cb2ff --- /dev/null +++ b/hyphenate/.gitignore @@ -0,0 +1,15 @@ +# for Racket +compiled/ + +# for Mac OS X +.DS_Store +.AppleDouble +.LSOverride +Icon + +# Thumbnails +._* + +# Files that might appear on external disk +.Spotlight-V100 +.Trashes From 0d7f949189624d1a5f84d5090572b99cdbd3c07b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 09:35:01 -0800 Subject: [PATCH 032/155] move contracts to provide --- hyphenate/main.rkt | 38 ++++++++++++++++++++------------------ 1 file changed, 20 insertions(+), 18 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 66be75c9..92a97f4c 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -14,18 +14,26 @@ ;;; (also in the public domain) ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -(provide hyphenate hyphenatef unhyphenate) +(provide (contract-out + [hyphenate + ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + (contract-out + [hyphenatef + ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + (contract-out + [unhyphenate + ((string?) ((or/c char? string?)) . ->* . string?)])) ;; global data, define now but set! them later (because they're potentially big & slow) (define exceptions #f) (define pattern-tree #f) +;; global default values (define default-min-length 5) (define default-joiner (integer->char #x00AD)) ;; Convert the hyphenated pattern into a point array for use later. -(define/contract (list->exceptions exn-strings) - ((listof string?) . -> . hash?) +(define (list->exceptions exn-strings) (define (make-key x) (string-replace x "-" "")) @@ -37,8 +45,7 @@ ;; A word is a string without whitespace. -(define/contract (word? x) - (any/c . -> . boolean?) +(define (word? x) (->boolean (regexp-match #px"^\\S+$" x))) (module+ test @@ -74,11 +81,9 @@ -(define/contract (make-points word) - (word? . -> . vector?) +(define (make-points word) - (define/contract (make-zeroes points) - (vector? . -> . vector?) + (define (make-zeroes points) ; controls hyphenation zone from edges of word ; todo: parameterize this setting ; todo: does this count end-of-word punctuation? it shouldn't. @@ -109,8 +114,7 @@ ;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. -(define/contract (word->pieces word [min-length default-min-length]) - ((word?) ((or/c integer? false?)) . ->* . (listof string?)) +(define (word->pieces word [min-length default-min-length]) (define (make-pieces word) (define word-dissected (flatten (for/list ([char word] @@ -128,8 +132,8 @@ ;; Hyphenate using a filter procedure. ;; Theoretically possible to do this externally, ;; but it would just mean doing the regexp-replace twice. -(define/contract (hyphenatef text proc [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) - ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?) +(define (hyphenatef text proc [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) + ;; set up module data (set! exceptions (list->exceptions (append default-exceptions (map ->string extra-exceptions)))) @@ -139,12 +143,10 @@ ;; Default hyphenate function. -(define/contract (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) - ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?) +(define (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length)) -(define/contract (unhyphenate text [joiner default-joiner]) - ((string?) ((or/c char? string?)) . ->* . string?) +(define (unhyphenate text [joiner default-joiner]) (string-replace text (->string joiner) "")) @@ -156,7 +158,7 @@ (check-equal? (hyphenatef "polymorphism" (λ(x) #f)) "polymorphism") (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") - (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") + (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") From b344d1a868fe4c8da5f2b9d2c53dfc3dff6c5873 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 10:06:37 -0800 Subject: [PATCH 033/155] change name of data file --- hyphenate/{data.rkt => hyphenation-patterns.rkt} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename hyphenate/{data.rkt => hyphenation-patterns.rkt} (100%) diff --git a/hyphenate/data.rkt b/hyphenate/hyphenation-patterns.rkt similarity index 100% rename from hyphenate/data.rkt rename to hyphenate/hyphenation-patterns.rkt From 9719e6354bc76db95e271107a535ce0a4917fa0b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 10:07:05 -0800 Subject: [PATCH 034/155] delete readability file --- hyphenate/main.rkt | 64 +++++++++++----- hyphenate/readability.rkt | 153 -------------------------------------- 2 files changed, 46 insertions(+), 171 deletions(-) delete mode 100644 hyphenate/readability.rkt diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 92a97f4c..3b7a5121 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -1,11 +1,11 @@ #lang racket/base (require racket/string racket/list racket/contract racket/vector racket/bool) -(require "data.rkt" "readability.rkt") +(require "hyphenation-patterns.rkt") (module+ test (require rackunit)) ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -;;; Hyphenate.rkt +;;; Hyphenate module ;;; Racket port of Ned Batchelder's hyphenate.py ;;; http://nedbatchelder.com/code/modules/hyphenate.html ;;; (in the public domain) @@ -16,13 +16,13 @@ (provide (contract-out [hyphenate - ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) (contract-out [hyphenatef - ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) (contract-out [unhyphenate - ((string?) ((or/c char? string?)) . ->* . string?)])) + ((string?) ((or/c char? string?)) . ->* . string?)])) ;; global data, define now but set! them later (because they're potentially big & slow) (define exceptions #f) @@ -46,7 +46,7 @@ ;; A word is a string without whitespace. (define (word? x) - (->boolean (regexp-match #px"^\\S+$" x))) + (if (regexp-match #px"^\\S+$" x) #t #f)) (module+ test (check-true (word? "Foobar")) @@ -69,7 +69,7 @@ (define (insert-pattern pat) (let* ([chars (regexp-replace* #px"[0-9]" pat "")] ;; regexp returns list of strings - [points (map (λ(x) (if (> (len x) 0) (string->number x) 0)) (regexp-split #px"[.a-z]" pat))] + [points (map (λ(x) (if (> (string-length x) 0) (string->number x) 0)) (regexp-split #px"[.a-z]" pat))] [tree tree]) (for ([char chars]) (when (not (hash-has-key? tree char)) @@ -87,23 +87,23 @@ ; controls hyphenation zone from edges of word ; todo: parameterize this setting ; todo: does this count end-of-word punctuation? it shouldn't. - (map (λ(i) (vector-set! points i 0)) (list 1 2 (- (len points) 2) (- (len points) 3))) + (map (λ(i) (vector-set! points i 0)) (list 1 2 (- (vector-length points) 2) (- (vector-length points) 3))) points) (let* ([word (string-downcase word)] [points (if (hash-has-key? exceptions word) (hash-ref exceptions word) - (let* ([work (string-append "." (->string word) ".")] - [points (make-vector (add1 (len work)) 0)]) - (for ([i (len work)]) + (let* ([work (string-append "." word ".")] + [points (make-vector (add1 (string-length work)) 0)]) + (for ([i (string-length work)]) (let ([tree pattern-tree]) - (for ([char (substring work i (len work))] + (for ([char (substring work i (string-length work))] #:break (not (hash-has-key? tree char))) (set! tree (hash-ref tree char)) (when (hash-has-key? tree empty) (let ([point (hash-ref tree empty)]) - (for ([j (len point)]) + (for ([j (length point)]) (vector-set! points (+ i j) (max (vector-ref points (+ i j)) (list-ref point j))))))))) points))]) @@ -112,6 +112,28 @@ (vector-drop (make-zeroes points) 2))) +;; helpful extension of splitf-at +(define (splitf-at* xs split-test) + + (define (trim items test-proc) + (dropf-right (dropf items test-proc) test-proc)) + + (define (&splitf-at* xs [acc '()]) + (if (empty? xs) + ;; reverse because accumulation is happening backward + ;; (because I'm using cons to push latest match onto front of list) + (reverse acc) + (let-values ([(item rest) + ;; drop matching elements from front + ;; then split on nonmatching + ;; = nonmatching item + other elements (which will start with matching) + (splitf-at (dropf xs split-test) (compose1 not split-test))]) + ;; recurse, and store new item in accumulator + (&splitf-at* rest (cons item acc))))) + + ;; trim off elements matching split-test + (&splitf-at* (trim xs split-test))) + ;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. (define (word->pieces word [min-length default-min-length]) @@ -124,11 +146,15 @@ (cons char 'syllable))))) ; odd point denotes char + syllable (map list->string (splitf-at* word-dissected symbol?))) - (if (and min-length (< (len word) min-length)) + (if (and min-length (< (string-length word) min-length)) (list word) (make-pieces word))) +;; joiner contract allows char or string; this coerces to string. +(define (joiner->string joiner) + (if (char? joiner) (format "~a" joiner) joiner)) + ;; Hyphenate using a filter procedure. ;; Theoretically possible to do this externally, ;; but it would just mean doing the regexp-replace twice. @@ -136,18 +162,20 @@ ;; set up module data - (set! exceptions (list->exceptions (append default-exceptions (map ->string extra-exceptions)))) + (set! exceptions (list->exceptions (append default-exceptions extra-exceptions))) (when (not pattern-tree) (set! pattern-tree (make-pattern-tree default-patterns))) - (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word min-length) (->string joiner)) word)))) + (define joiner-string (joiner->string joiner)) + (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word min-length) joiner-string) word)))) ;; Default hyphenate function. (define (hyphenate text [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length]) (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length)) -(define (unhyphenate text [joiner default-joiner]) - (string-replace text (->string joiner) "")) +(define (unhyphenate text [joiner default-joiner]) + (define joiner-string (joiner->string joiner)) + (string-replace text joiner-string "")) (module+ test diff --git a/hyphenate/readability.rkt b/hyphenate/readability.rkt deleted file mode 100644 index f4ed8b7a..00000000 --- a/hyphenate/readability.rkt +++ /dev/null @@ -1,153 +0,0 @@ -#lang racket/base -(require racket/contract net/url xml) -(require (only-in racket/list empty? range splitf-at dropf dropf-right)) -(require (only-in racket/format ~a)) -(require (only-in racket/string string-join)) -(require (only-in racket/vector vector-member)) -(require (only-in racket/set set set->list set?)) -(module+ test (require rackunit)) - -(provide (all-defined-out)) - - - -;; general way of coercing to string -(define/contract (->string x) - (any/c . -> . string?) - (cond - [(string? x) x] - [(empty? x) ""] - [(symbol? x) (symbol->string x)] - [(number? x) (number->string x)] - [(path? x) (path->string x)] - [(char? x) (~a x)] - [(xexpr? x) (xexpr->string x)] ; put this last so other xexprish things don't get caught - [else (error (format "Can't make ~a into string" x))])) - -(module+ test - (check-equal? (->string "foo") "foo") - (check-equal? (->string '()) "") - (check-equal? (->string 'foo) "foo") - (check-equal? (->string 123) "123") - (define file-name-as-text "foo.txt") - (check-equal? (->string (string->path file-name-as-text)) file-name-as-text) - (check-equal? (->string #\¶) "¶") - (check-equal? (->string '(foo "bar")) "bar")) - - - - - - - -;; general way of coercing to a list -(define/contract (->list x) - (any/c . -> . list?) - (cond - [(list? x) x] - [(vector? x) (vector->list x)] - [(set? x) (set->list x)] - [else (list x)])) - -(module+ test - (check-equal? (->list '(1 2 3)) '(1 2 3)) - (check-equal? (->list (list->vector '(1 2 3))) '(1 2 3)) - (check-equal? (->list (set 1 2 3)) '(3 2 1)) - (check-equal? (->list "foo") (list "foo"))) - -;; general way of coercing to vector -(define (->vector x) - (any/c . -> . vector?) - ; todo: on bad input, it will pop a list error rather than vector error - (cond - [(vector? x) x] - [else (list->vector (->list x))])) - - - -;; general way of coercing to boolean -(define/contract (->boolean x) - (any/c . -> . boolean?) - ;; in Racket, everything but #f is true - (if x #t #f)) - -(module+ test - (check-true (->boolean #t)) - (check-false (->boolean #f)) - (check-true (->boolean "#f")) - (check-true (->boolean "foo")) - (check-true (->boolean '())) - (check-true (->boolean '(1 2 3)))) - - -(define/contract (has-length? x) - (any/c . -> . boolean?) - (ormap (λ(proc) (proc x)) (list list? string? symbol? vector? hash? set?))) - -;; general way of asking for length -(define/contract (len x) - (has-length? . -> . integer?) - (cond - [(list? x) (length x)] - [(string? x) (string-length x)] - [(symbol? x) (len (->string x))] - [(vector? x) (len (->list x))] - [(hash? x) (len (hash-keys x))] - [(set? x) (len (->list x))] - [else #f])) - -(module+ test - (check-equal? (len '(1 2 3)) 3) - (check-not-equal? (len '(1 2)) 3) ; len 2 - (check-equal? (len "foo") 3) - (check-not-equal? (len "fo") 3) ; len 2 - (check-equal? (len 'foo) 3) - (check-not-equal? (len 'fo) 3) ; len 2 - (check-equal? (len (list->vector '(1 2 3))) 3) - (check-not-equal? (len (list->vector '(1 2))) 3) ; len 2 - (check-equal? (len (set 1 2 3)) 3) - (check-not-equal? (len (set 1 2)) 3) ; len 2 - (check-equal? (len (make-hash '((a . 1) (b . 2) (c . 3)))) 3) - (check-not-equal? (len (make-hash '((a . 1) (b . 2)))) 3)) ; len 2 - - - - - - -;; trim from beginning & end of list -(define (trim items test-proc) - (list? procedure? . -> . list?) - (dropf-right (dropf items test-proc) test-proc)) - -(module+ test - ; (check-equal? (trim (list "\n" " " 1 2 3 "\n") whitespace?) '(1 2 3)) - (check-equal? (trim (list 1 3 2 4 5 6 8 9 13) odd?) '(2 4 5 6 8))) - - - -;; split list into list of sublists using test-proc -(define/contract (splitf-at* xs split-test) - ;; todo: better error message when split-test is not a predicate - (list? predicate/c . -> . (listof list?)) - (define (&splitf-at* xs [acc '()]) ; use acc for tail recursion - (if (empty? xs) - ;; reverse because accumulation is happening backward - ;; (because I'm using cons to push latest match onto front of list) - (reverse acc) - (let-values ([(item rest) - ;; drop matching elements from front - ;; then split on nonmatching - ;; = nonmatching item + other elements (which will start with matching) - (splitf-at (dropf xs split-test) (compose1 not split-test))]) - ;; recurse, and store new item in accumulator - (&splitf-at* rest (cons item acc))))) - - ;; trim off elements matching split-test - (&splitf-at* (trim xs split-test))) - -(module+ test - ; (check-equal? (splitf-at* '("foo" " " "bar" "\n" "\n" "ino") whitespace?) '(("foo")("bar")("ino"))) - (check-equal? (splitf-at* '(1 2 3 4 5 6) even?) '((1)(3)(5)))) - - From 1632b478a4414a47904dd169fc19d0d249133b3c Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 11:18:33 -0800 Subject: [PATCH 035/155] split hyphenation-patterns into patterns file and exceptions file --- hyphenate/exceptions.rkt | 7 +++++++ hyphenate/{hyphenation-patterns.rkt => patterns.rkt} | 6 +----- 2 files changed, 8 insertions(+), 5 deletions(-) create mode 100644 hyphenate/exceptions.rkt rename hyphenate/{hyphenation-patterns.rkt => patterns.rkt} (98%) diff --git a/hyphenate/exceptions.rkt b/hyphenate/exceptions.rkt new file mode 100644 index 00000000..6a7e6655 --- /dev/null +++ b/hyphenate/exceptions.rkt @@ -0,0 +1,7 @@ +#lang racket/base + +(provide default-exceptions) + +; Knuth and Liang's original exception patterns from classic TeX. +; In the public domain. +(define default-exceptions (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) diff --git a/hyphenate/hyphenation-patterns.rkt b/hyphenate/patterns.rkt similarity index 98% rename from hyphenate/hyphenation-patterns.rkt rename to hyphenate/patterns.rkt index ed2b0964..afc6e509 100644 --- a/hyphenate/hyphenation-patterns.rkt +++ b/hyphenate/patterns.rkt @@ -1,10 +1,6 @@ #lang racket/base -(provide default-exceptions default-patterns) - -; Knuth and Liang's original exception patterns from classic TeX. -; In the public domain. -(define default-exceptions (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) +(provide default-patterns) (define default-patterns ; Knuth and Liang's original hyphenation patterns from classic TeX. From 2a6c449262b3669d5df77a112d1f99b03fcff65c Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 11:18:42 -0800 Subject: [PATCH 036/155] add tests module --- hyphenate/tests.rkt | 22 ++++++++++++++++++++++ 1 file changed, 22 insertions(+) create mode 100644 hyphenate/tests.rkt diff --git a/hyphenate/tests.rkt b/hyphenate/tests.rkt new file mode 100644 index 00000000..143ac860 --- /dev/null +++ b/hyphenate/tests.rkt @@ -0,0 +1,22 @@ +#lang racket/base +(require "main.rkt") + +(require rackunit) + +(require/expose "main.rkt" (word->hyphenation-points)) + +(check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") +(check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") +(check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") +(check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") +(check-equal? (hyphenatef "polymorphism" (λ(x) #f)) "polymorphism") +(check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") +(check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") +(check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") +(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") +(check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") +(check-equal? (hyphenate "present project") "present project") ; exception words +;; test these last so exceptions have been set up already +(check-equal? (word->hyphenation-points "polymorphism") '("poly" "mor" "phism")) +(check-equal? (word->hyphenation-points "present") '("present")) ; exception word + From c67ad9533c5d265655a245b887cb283885724ecb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 11:18:58 -0800 Subject: [PATCH 037/155] refinements --- hyphenate/main.rkt | 56 ++++++++++++++++++---------------------------- 1 file changed, 22 insertions(+), 34 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 3b7a5121..6fac8aef 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -1,6 +1,6 @@ #lang racket/base -(require racket/string racket/list racket/contract racket/vector racket/bool) -(require "hyphenation-patterns.rkt") +(require racket/string racket/list racket/contract racket/vector) +(require "patterns.rkt" "exceptions.rkt") (module+ test (require rackunit)) @@ -16,10 +16,10 @@ (provide (contract-out [hyphenate - ((string?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + ((string?) ((or/c char? string?) #:exceptions (listof exception-word?) #:min-length (or/c integer? #f)) . ->* . string?)]) (contract-out [hyphenatef - ((string? procedure?) ((or/c char? string?) #:exceptions (listof word?) #:min-length (or/c integer? false?)) . ->* . string?)]) + ((string? procedure?) ((or/c char? string?) #:exceptions (listof exception-word?) #:min-length (or/c integer? #f)) . ->* . string?)]) (contract-out [unhyphenate ((string?) ((or/c char? string?)) . ->* . string?)])) @@ -44,15 +44,16 @@ -;; A word is a string without whitespace. -(define (word? x) - (if (regexp-match #px"^\\S+$" x) #t #f)) +;; An exception-word is a string of word characters or hyphens. +(define (exception-word? x) + (if (regexp-match #px"^[\\w-]+$" x) #t #f)) (module+ test - (check-true (word? "Foobar")) - (check-true (word? "foobar")) - (check-true (word? "foo-bar")) - (check-false (word? "foo bar"))) + (check-true (exception-word? "Foobar")) + (check-true (exception-word? "foobar")) + (check-false (exception-word? "foobar!")) + (check-true (exception-word? "foo-bar")) + (check-false (exception-word? "foo bar"))) ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; ;;; Helper functions @@ -67,6 +68,7 @@ ;; another level down in the tree, and leaf nodes have the list of ;; points. (define (insert-pattern pat) + ;; todo?: filter other characters out of input string? (let* ([chars (regexp-replace* #px"[0-9]" pat "")] ;; regexp returns list of strings [points (map (λ(x) (if (> (string-length x) 0) (string->number x) 0)) (regexp-split #px"[.a-z]" pat))] @@ -85,8 +87,7 @@ (define (make-zeroes points) ; controls hyphenation zone from edges of word - ; todo: parameterize this setting - ; todo: does this count end-of-word punctuation? it shouldn't. + ; possible todo: make this user-configurable? (map (λ(i) (vector-set! points i 0)) (list 1 2 (- (vector-length points) 2) (- (vector-length points) 3))) points) @@ -135,8 +136,8 @@ (&splitf-at* (trim xs split-test))) -;; Find hyphenatable pieces of a word. This is not quite synonymous with syllables. -(define (word->pieces word [min-length default-min-length]) +;; Find hyphenation points in a word. This is not quite synonymous with syllables. +(define (word->hyphenation-points word [min-length default-min-length]) (define (make-pieces word) (define word-dissected (flatten (for/list ([char word] @@ -162,11 +163,14 @@ ;; set up module data + ;; todo?: change set! to parameterize (set! exceptions (list->exceptions (append default-exceptions extra-exceptions))) (when (not pattern-tree) (set! pattern-tree (make-pattern-tree default-patterns))) (define joiner-string (joiner->string joiner)) - (regexp-replace* #px"\\w+" text (λ(word) (if (proc word) (string-join (word->pieces word min-length) joiner-string) word)))) + (define word-pattern #px"\\w+") ;; more restrictive than exception-word + ;; todo?: connect this regexp pattern to the one used in word? predicate + (regexp-replace* word-pattern text (λ(word) (if (proc word) (string-join (word->hyphenation-points word min-length) joiner-string) word)))) ;; Default hyphenate function. @@ -174,23 +178,7 @@ (hyphenatef text (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length)) (define (unhyphenate text [joiner default-joiner]) - (define joiner-string (joiner->string joiner)) - (string-replace text joiner-string "")) + (string-replace text (joiner->string joiner) "")) + -(module+ test - (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") - (check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") - (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") - (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") - (check-equal? (hyphenatef "polymorphism" (λ(x) #f)) "polymorphism") - (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") - (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") - (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") - (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") - - (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") - (check-equal? (hyphenate "present project") "present project") ; exception words - ;; test these last so exceptions have been set up already - (check-equal? (word->pieces "polymorphism") '("poly" "mor" "phism")) - (check-equal? (word->pieces "present") '("present"))) ; exception word From 9c373bfd829277f91467465cca9123143bce7761 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 11:42:39 -0800 Subject: [PATCH 038/155] update docs with ligature example --- hyphenate/scribblings/hyphenate.scrbl | 11 ++++++++++- 1 file changed, 10 insertions(+), 1 deletion(-) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index c1955cc2..80752065 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -107,7 +107,16 @@ Like @racket[hyphenate], but only words matching @racket[_pred] are hyphenated. #\-) ] -It's possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But @racket[hyphenatef] only operates on words. So you'll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old @racket[hyphenate]. +Sometimes you need @racket[hyphenatef] to prevent unintended consequences. For instance, if you're using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With @racket[hyphenatef], you can skip these words: + +@examples[#:eval my-eval +(hyphenate "Hufflepuff golfing final on Tuesday" #\-) +(define (no-ligs? word) + (not (ormap (λ(lig) (regexp-match lig word)) '("ff" "fi" "fl" "ffi" "ffl")))) +(hyphenatef "Hufflepuff golfing final on Tuesday" no-ligs? #\-) +] + +It's possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But @racket[hyphenatef] only operates on words. So you'll have to write some fancier code. Separate out the words eligible for hyphenation, and then send them through good old @racket[hyphenate]. @defproc[ (unhyphenate From 32964949a14c2adf35e8f82fcf422eea85d5e65e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 13 Feb 2014 12:09:00 -0800 Subject: [PATCH 039/155] start xexpr function --- hyphenate/xexpr.rkt | 39 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 39 insertions(+) create mode 100644 hyphenate/xexpr.rkt diff --git a/hyphenate/xexpr.rkt b/hyphenate/xexpr.rkt new file mode 100644 index 00000000..a90e5efc --- /dev/null +++ b/hyphenate/xexpr.rkt @@ -0,0 +1,39 @@ +#lang racket/base +(require "main.rkt") +(require xml) + + + +#| +The following grammar describes expressions that create X-expressions: + + xexpr = string + | (list symbol (list (list symbol string) ...) xexpr ...) + | (cons symbol (list xexpr ...)) + | symbol + | valid-char? + | cdata + | misc + +|# + + +;; recursively hyphenate strings within xexpr +;; todo: add exclusion #:only [only-proc (λ(x) x)] +(define (hyphenate-xexpr x ) + (define exclusions '(style script)) ; omit these from ever being hyphenated + + (cond + ; todo: the only-proc semantics are illogical. + ; main issue: keep it out of tags like
►Hyphenate
Hyphenate
1 Installation & updates
2 Interface
hyphenate
hyphenatef
unhyphenate
3 License & source code
6.0.0.1

Hyphenate

Matthew Butterick <mb@mbtype.com>

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation & updates

At the command line: -

raco pkg install hyphenate

After that, you can update the package from the command line: -

raco pkg update hyphenate

2 Interface

 (require hyphenate) package: hyphenate

procedure

(hyphenate text    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Hyphenate text by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity.

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "Racketcon" #\-)

"Rack-et-con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

Don’t send raw HTML through hyphenate. It can’t distinguish HTML tags and attributes from textual content, so it will hyphenate everything, which will goof up your file.

Example:

> (hyphenate "<body style=\"background: yellow\">Hello world</body>")

"<body style=\"back\u00ADground: yel\u00ADlow\">Hel\u00ADlo world</body>"

Instead, send your textual content through hyphenate before you put it into your HTML template. Or convert your HTML to an X-expression and process it selectively (e.g., with match).

procedure

(hyphenatef text    
  pred    
  [joiner    
  #:exceptions exceptions    
  #:min-length length]) → string?
  text : string?
  pred : procedure?
  joiner : (or/c char? string?) = (integer->char |#x00AD|)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
Like hyphenate, but only words matching pred are hyphenated. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define uncapitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-downcase letter)))))
> (hyphenatef "Brennan Huff likes fancy sauce" uncapitalized?
   #\-)

"Brennan Huff likes fan-cy sauce"

It’s possible to do fancier kinds of hyphenation restrictions that take account of context, like not hyphenating the last word of a paragraph. But hyphenatef only operates on words. So you’ll have to write some fancier code. Separate out the hyphenatable words, and then send them through good old hyphenate.

procedure

(unhyphenate text [joiner]) → string?

  text : string?
  joiner : (or/c char? string?) = (integer->char 173)
Remove joiner from text using string-replace.

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

It’s also possible that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

3 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file From e950f59f06de89929a0c1665899c16bf0ff59760 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 23 Feb 2014 16:09:56 -0800 Subject: [PATCH 064/155] improve #:omit --- hyphenate/main.rkt | 24 ++++++++++++------------ hyphenate/scribblings/hyphenate.scrbl | 17 ++++++++++------- hyphenate/tests.rkt | 25 +++++++++++++++++++++---- 3 files changed, 43 insertions(+), 23 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 168bca34..8b10be90 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -151,12 +151,12 @@ (if (char? joiner) (format "~a" joiner) joiner)) ;; helper macro that applies proc to all strings found in xexpr input -(define (apply-xexpr-strings proc x [tags-to-omit '()]) +(define (apply-xexpr-strings proc x [omit-test (λ(x) #f)]) ; ((procedure? txexpr?) ((or/c null (listof txexpr-tag?))) . ->* . txexpr?) (let loop ([x x]) (cond - [(string? x) (proc x)] - [(and (txexpr? x) (not (member (car x) tags-to-omit))) (cons (car x) (map loop (cdr x)))] + [(and (string? x) (not (omit-test x))) (proc x)] + [(and (txexpr? x) (not (omit-test x))) (cons (car x) (map loop (cdr x)))] [else x]))) @@ -164,11 +164,11 @@ (define+provide+safe (hyphenatef x proc [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length] - #:omit-tags [tags-to-omit '()]) + #:omit [omit-test (λ(x) #f)]) ((xexpr? procedure?) ((or/c char? string?) #:exceptions (listof exception-word?) #:min-length (or/c integer? #f) - #:omit-tags (or/c null (listof txexpr-tag?))) . ->* . xexpr/c) + #:omit ((or/c string? txexpr?) . -> . any/c)) . ->* . xexpr/c) ;; set up module data ;; todo?: change set! to parameterize @@ -181,28 +181,28 @@ (define (insert-hyphens text) (regexp-replace* word-pattern text (λ(word) (if (proc word) (string-join (word->hyphenation-points word min-length) joiner-string) word)))) - (apply-xexpr-strings insert-hyphens x tags-to-omit)) + (apply-xexpr-strings insert-hyphens x omit-test)) ;; Default hyphenate is a special case of hyphenatef. (define+provide+safe (hyphenate x [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length] - #:omit-tags [tags-to-omit '()]) + #:omit [omit-test (λ(x) #f)]) ((xexpr/c) ((or/c char? string?) #:exceptions (listof exception-word?) #:min-length (or/c integer? #f) - #:omit-tags (or/c null (listof txexpr-tag?))) . ->* . xexpr/c) - (hyphenatef x (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length #:omit-tags tags-to-omit)) + #:omit ((or/c string? txexpr?) . -> . any/c)) . ->* . xexpr/c) + (hyphenatef x (λ(x) #t) joiner #:exceptions extra-exceptions #:min-length min-length #:omit omit-test)) ;; Remove hyphens. -(define+provide+safe (unhyphenate x [joiner default-joiner]) - ((xexpr/c) ((or/c char? string?)) . ->* . xexpr/c) +(define+provide+safe (unhyphenate x [joiner default-joiner] #:omit [omit-test (λ(x) #f)]) + ((xexpr/c) ((or/c char? string?) #:omit ((or/c string? txexpr?) . -> . any/c)) . ->* . xexpr/c) (define (remove-hyphens text) (string-replace text (joiner->string joiner) "")) - (apply-xexpr-strings remove-hyphens x)) + (apply-xexpr-strings remove-hyphens x omit-test)) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 57958b4d..93255c28 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -40,7 +40,7 @@ Safe mode enables the function contracts documented below. Use safe mode by impo [joiner (or/c char? string?) (integer->char #x00AD)] [#:exceptions exceptions (listof string?) empty] [#:min-length length (or/c integer? false?) 5] -[#:omit-tags tags (or/c null (listof txexpr-tag?)) null]) +[#:omit test ((or/c string? txexpr?) . -> . any/c) (λ(x) #f)]) xexpr/c] Hyphenate @racket[_xexpr] by calculating hyphenation points and inserting @racket[_joiner] at those points. By default, @racket[_joiner] is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than @racket[#:min-length] @racket[_length] will not be hyphenated. To hyphenate words of any length, use @racket[#:min-length] @racket[#f]. @@ -103,12 +103,14 @@ Don't send raw HTML or XML through @racket[hyphenate]. It can't distinguish tags (xexpr->string (hyphenate (string->xexpr html) #\-)) ] -If you're working with HTML, be careful not to include any @code{
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.6

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line: +

raco pkg install hyphenate

After that, you can update the package like so: +

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/doc/manual-fonts.css b/hyphenate/doc/manual-fonts.css new file mode 100644 index 00000000..f2236451 --- /dev/null +++ b/hyphenate/doc/manual-fonts.css @@ -0,0 +1,338 @@ +@font-face { +font-family: Miso; +font-style: normal; +font-weight: bold; +font-stretch: normal; +src: 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') format('woff'); +} + +/* Miso license */ +/* + M M I SSS OOO + MM MM I S S O O + M M M M I S O O + M M M I S O O + M M I S O O + M M I S S O O + M M I SSS OOO + +--------------------------------------- +MISO is an architectural lettering font +completed in 2006 by Mårten Nettelbladt. +--------------------------------------- +MISO is available in three weights +(Light, Regular, Bold) +in TrueType and OpenType format. +--------------------------------------- + + L I C E N S E I N F O R M A T I O N +--------------------------------------- +MISO is a free typeface. However, +there is one important limitation: + +MISO MUST ALWAYS REMAIN COMPLETELY FREE + +You can use MISO for personal and commercial work. +You can share MISO with your friends +as long as you include this text file. + +You must not sell MISO. +You must not charge someone else for using MISO. +You must not bundle MISO with a sold product. + +Use it, share it, but keep it free. +--------------------------------------- + +Mårten Nettelbladt +Omkrets arkitektur +www.omkrets.se + +Stockholm, Sweden +July 9th 2009 + +--------------------------------------- +If you have any comments about MISO +please let me know: +miso (a) omkrets.se +--------------------------------------- + +November 27th 2008 +Converted to OpenType by Torin Hill. + +June 24th 2007 +Some small adjustments + +October 23rd 2006 +Released +*/ + +@font-face { +font-family: Charter; +font-style: normal; +font-weight: normal; +font-stretch: normal; +src: 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+SFYyzB0BVRjLFLmrMZWLs9deY7Lhq0zMQAIb2uMB0Rlr61y2c+3KcFDn1K/ZONFfzknd0Run3vbBLXseuOaSaw76IoZLArvHB0f1A3TZ0MCKyKWOaKB30561N+SN2ya2XTfB9KJl5jtCi/As+B4HuYwwCUQrZiypNiuzVIQJHrHgVjsxzlPsRdUMHllXrJmZ6TKDValZzMygoRUD466aLZo42rQdFSTFwYI2WpIglEU/W5Ja6CX911yz7vXXXxqlH5++dPTHPx6lZS6LxZnXaR30O0reRWrh5j6Fm/sk4j65bfUpnyMswub4IMRw+HARDiaWsYLiOqN6wAJ6WNDqkUEWPXzLgrBTcXj1uGCndAbYCZs0aXT4wmyXHLhLwarikxTPwt2BDUHL7G0mI5liImhxtSWSy3d8o5KgR6b/d7V46Ib337jmwCX+qG6bfdfyDxnp6vV/Jx7fdvBdVZ4XFMEWOcDfS0DdpaQmInVeCLBbwEtbWMSjM9cZBeCsZZA0WVQDqDLasgOgOpNWl2jG8MYBYRLIGuiOV5JrxGGuQvSn0zP2a64cgheTtmAtstFky1j8X3+tO/kh/4bdu66//2t37F23YnjTxqVbhwTqPV2399//7qGb9x2+7/H3XH/r0Q1rd3d6YV9WgLy4YV8sZILb3SmzlbRAbG+mTBYI8t7KVm4J1SHPY2IBG8YYb0FpMMJiKfJYx6xTwgtRF02YVtBXpqe20OXTr4j0N59sO3uTTzi5m8WUHTM/p78V/hIyxzjJk/08zlYDJi2UbEfr3cE+0osBI+piAnIRr6hm4DOtcK8F72FWh3lHBoNmkyAHog623+0B+Jnora5o69zoUDM02jY32ZaFfGI2KOy49/Jr9+48Plh5+PYjx29dd8nKpet3XFMqZDZs2ThW6Z1QT5Y7Tmw8fOnq4vZI8abN17xtz9imVYOVkVzLBI32rIj2bhtcvozJRH7mFYEIf05EEiGbCXdLLSATzgI3O1FGnwTCIHFhMIIwxOBVApaqFmsVk6Sazmmvoix4nMy9Ky0SRFlVLgeMHsGU7avMBrgaFfl7rrj85CvP+3+8dOvY7msvXbeif5l97cTwBvo/j911z8kPTU9PdF3xyez1V2zZmSp3HztxANa7H/z5v9HvEzPEYYU5Ht0O4Zgqo0f3MGNBINhzoXNjft07z69DJt8Uy/3p3gx38ml40Rw9/XRLa2tLKJPhejMKMU8dPtNFQuRyUnPjRwXt9UXCn5aCIp7BQNMHn+0TFTtLSyH0EgoLgiI1DDwURFAovcUdRIUCtQ9ULxAhuWcXPXpilAVLl66OaQufFzQJaxrLp+R2khZOCwViJMRdTnsd1Hu7MDIdoK9Sqfja8Fe+PAL03UIU4Uv0GZB4E1DIIiwzMwcGNAfmgmrRIquENw1ftwirzr4grFKq1b+BPZ//GZVyJy0bvLfTV6cDwkh65MtfGX6tiDysgF19DPyfD3KNA6QWx30L2bU4SAYTK+vQxMpe1OMkCz+sYn1SsgWc4NlczTQVxS8FrzZQHkVGj13TheJM+GRIwlSjda7YsWwchS1PTSB98mwxp7J5dN81u/aW37dq3NhmtA/uTPgDyWTAL6zP9h3cvPxY23Xv77t1fPVBenaGV3eAhrUzR3VHhSkySFaQ50kthBlApKROQBBVLai9Osw/FLmkZsx1dQQMaidwEKOplUyHeiCr7hFRFNUhsBJDoppDhwVhySqaV/pCLw4f/8W3iDdvdSqjojJ2Wk20vKHET5PJeGJ0rAv+R5tXytIQVXNDkrzUYnDIoWhnb6XKXUgvsKCvApZ4YgQSVTPxpnI9IkpXSIJAh9mYYcp4YHLSVHKI8uiG3fRXSkYXNXrnaKhJ+8kPv5bNpCGHH6FZ1Ny17xv4+LYnPrskfaxn9aaxvuVLWo/2FUpyn1XKmv3uzvzyj77z6Stu+eJT993qfOL9n77+aprY0ltub3eal+//9Vfe3Tf4mfdetW3J6DrL1h0r963tqbT4A1v+IuVxB3q33Hn9Y4ferjzz5VXJHde87eNXjf3jEuFdRJj5DQjRfcInwXd5yCiPElnKA3m90SIWi0UmSVMOyBLAKTvQNHsLWi2PAlMEA7onjP3Qt6bKFXfJ7QfhAHpSmH+7Szpz/0/Gfj74w2HTytdWWEcdLx9ttwvXnn3I3t5ucH7+805DO22nXvQLCVhLF/gimYRJljyi+QX0pBRiExToLMYMeGHU1adiIdkMa4qhKLSxxNQNoVsEVuxmuSmEMWCuFDe3ry4/GBZRsaLlSMJ1Epyzv662w1tJN3hauzfEpD3kxRjCBVRlgaqa3pqE24pRUgwsfIWYu0DLiWIzess2A4ly48qYSlQlqUpm/v19Ow/c/a5DrbEjlz6bHXAEL935jClrA7KFrNPY9vFrs/SS1fsOF3Xja+42Fun4ypt0LFbKQzyxFnQ6AvlgLYg8kMA3SkGkSgJF5sptg3s2HUsdTKjc3KM4IW53Mm1QTGAuRWaq0a94nUhXEEmUgrBdfgySsBankxlpTLW1iluSi+eIUMIoPdtF859/fNcVS1yOauWad99/U0de9C05dOTgio176cbHP598bLcceuzdD33MIV71RKqt6xm0S7iX98JeipDVL9diImnOTmIBEmjGLB82TnIyP+hhBogl/LBKkcU84AZVg606h/lNNcuW4hKaIMbt19XTt3Zfu3nLBiq+594NDR6rT0zuaw110eT7H+ZxKK6rFdYVIS9pOVGAryrAIptAC7CXRSEOtsCaw8RCUCtkDU4/MYG8OUEG/U6868e6qdOPl05J2wIgJgDEOEAKWcqkI6xCAlkTUqdIRSyOokxaMXwCS9xisZrBa4nc+7s93NFbJcVWVSwYtxI1QDgn/BKEWBA1Yjqin8uRBG5bylsaoSV2JSXwirGF/tsSp/PHzzithYLV+Qy1O6XeBm/ef4nrrHPV/1npmn5VPPw08CbI8sUnSQv5DKn5kDd+MMGeIosLVRMwhBRrJhYXmvTAELPkow4eyEssXZCcwBCzxAJHGzIkXFCCEPICQ0zFmswEGD1RLSjjZZBgyhv0AYdk5oWwY+AIscRTD8zQAVMiLE5mUaaiRyUEwfCzeF41QcyphlqqWtTJCJ9lAav9AXuyQfq9isvx/QYLpBW/B74IN7Q9vs81/YZz1b+ucs0QMEKcK039+wjoX5I8Tnj5F/VvEaWb8vlZ5dcHbAqCMKfmqiCWGsJOVgcIM4MUDgKhYcipQSlNhZopzBgJ1LOKsBuIrOlsUbQ2kENbkNAor35CBNNSVW1Atkqc8LZOOp/GVsqs9OmiDb196dndh5e44D96+933X9+1RFrx24p0cvvhFZv20I1Pfi7yJGjuh+9+8CnHNzgH/pOrr6YnfwuykCJPaV4hyL1CoCWJXgF1RJFKqhFuWUQ3NgXsMaYfdvQRrUwT4kC+rViLM4bFU0C+GfQiPlcv4iJuMeiL6nPWa74IvudDRsnFWoSlf5EQ/CQW1TQahRj6HJ0PrLPRjnUR7zzDgIQnGixoSkCCVUtQGX45LNEd0vAvtevpT0nDDWVoMzpfe42/nv0WZwbW5+CK240UfIsDP1wQo3C7AcxQnJwRyAXFUmRlOiDbDpTYGc12l0azfQ7NrGI3f9VsrUslaelZ/DZnTWwt+Pn2mV/Rv4bP96FP8BLuAmtGb7Otg4031Q7rcME6/Kz2JYCgCSJGmaiCNZll97ILs3umfxY7yB76RovQ6M94eX/GLrEmndaSAa/WXCjGePYlARDW5YPS+Nlh6di1w/ZPvtOhv/wqepSvefqj997ZlKG3w5rj5GZNhgJMhlR/bHEJCtuZBIXRoycYKyNcgiKMm5G4xs3IXG4mUS4omshQVQlLF5QOqeTWrliQokt554hG5rvGJd8Y+8cfrnr286vnCcb0L6gLryy/nX7R0B6ljv/ETaFgJwnksU9C7HSZJhN27kvspLH588VDXigeFnTmc2VDsYus3iKKrFZJVDvRMv/5ZKCZaxmRpJFfVaUfzLHpKDJfFU8+z/gPpks3xvj/QVJrwfU5PaUSsrfmEIOoxWjYsTZEYIHmImN69IzqF8HDRZmHQ90TirUoc3LRFh5R+UVVRk8NdNiYIGHVEl2ebGtIGO6KKqPFMhgx5CBhjKXcviqrY7IaDVptIGKBsupSulnTHf3m506dGbHbR/5zzPqz/P+Vh/5pUHaA6W6ZttL/is1RVaH37HuFI2e/6za3t5vdQozb8RDI32eA/iC5m9Q8KH+OkuoFUmWNcjOjXDVZsVcbKij+M8j4msioFd2wOX6RsQE3R+ROyQG/4NA3goKa3tGo46otWLYVMSZ2MpKxfqO3uzjJWnGk5J3dxNQs1dnQ5+gl8uA/Dspj03fKg/80JMtAZnCa0DOyBQRPPvuMsGTaPpc8VmP4uaAKCsRYLWQZqTlwhz3goFibKIhVhjCvMgRZdOXHtCjIXapfgnU69LjOIIQcqlmrKlTQpTSymKxWJRFZTeHI7jtu3320lHt4+507jx47efCykycvO3iSbnz24I4dh565avvKzdsOfeK+p56ino89ydcH8QSrLXlIjJwkNReuTzSy4IhVxiMsopgy+10CDyMaxWeQLMVbbAgXBhWzkqXYRNYQwmo+1p1DWCg3Y68UWW+TQfkjIHc1twdkjPNcS02z3ia73bM1s+D/feTO+0/6e3lc8LZu+ZJde/cnkf17rj5wveFLzdBg+rRh25aNawVOW3Zmo/CcoII9jpNbNemylVihmbE/ZgIxK7Ao0iEqLsw6RM2swY74YUf8WrzrqyNJEW1zUG88GODEMD5X9ZCUKBG55pBZYGCWVJeImxYLLbJpRhOGAOj6y1200uxgZC/fc8ede4596HbDvR3FdUtP3f5nx286eOjGG//uRrrpEwe3bz/4iQf+xnuDrV181vM3D9771Me0DYQYfuY3wnth/9pJibyhWXA/s+BKW5EnJt5GQlZi4fJUqiOIOVkK97KXWbuMk80iZJjBy7SjwcvMNXgZ3gjGsL/M8/UvkNee4fl6XFQip1XR9oYin37xb9/4+RDctk1KouzOw3uT0XjEnZ+M4fca3IzfF78vZQTPVK3BO/ACPCTPy3FRikRjXfx/dMHPLOMvZIDfDuBqRxCjCwcwuiTVDNh0mZfzoV5AxEfh34AWYekgyMKiPkiWTpMpLR8hMzfd8PHVETFoFCsDls7EsoQUsIkGz8QyZ6tUXR0L7N62c193w27v2HNHq6cQepsrH85YIq5865A4VBD+A5PjXXR01doxtGeDEAP8EuLSLnIXqXWyGADEzdjZjAE8uBNhuBf2sIAzgDF4oaBIZ9SYrzHMIdWVGA8Kcs76ZCBngfQDLL7aDXdiEhvYUCzSc0aHJ9jayaofxk4eFYBzlXLAHI+s+OZFB72ZbAYYUV4YkPqjej/XvcEBu6Nj2YqNQ5tF855177x8y/ZelyvTO7JqeL2py5uKODoeuOG4R3m75B/rKxdTRn3b6mXbjoc/sk/yjlUKpYROtsheR8fYrquAD5BMChMgl25yJQFfi8kaiKRVy1Mknrixa6LHvgarXYLWuUWWebF+Bvgus6uRqNRcLH1x2TG+mM09sLqpEgdqmmteltHovqVcVBTKFafzMXl8+nfj8mNOp2B47LG9rrNf1cxG2bWXx49ByCk+yXzxTYSPTlgsde6FROaFajqXXCw2fbARFmhkPtiI3ZEoG+WJMp0RcXRA9YIf8rLQwSvDL9i9jZCDmRC7EVYdDFUbDURPrOFwMYZbGNKZjHHcPsiV/ntY3rrv0q3uQfC0UsvI9PdGWliyhFHQh47u33+UHuQOafoDI5via9cmNo7QtzsJnanP/E64leX7HdzSc9qsGm0WO6NNKmDkAGtysYyuu0fHltBC+cQGOH9/vd/2ueesw18Z/tHET7UPNtPfYGhjBx9/NfISmwhPslj46zwWrkkyBDYl9pE1k9kB1/xj7S72sf4ChrloW17a8x8vo21RvF1OxXdaNXreUAynXxzq/Fkv3jYopi6IWMyK8bRTdZvfMCie0y++9PWfDbP/Ru5SPW6z4ob3LGF4zwz/4Rs/17H3JPh74mnVbDGrFvMbTsV6mjxvMFqsotvXMD1LHQajyQy3JNnt8TZuz9ohyAkkjR2lWY7YaEr3vRHz7U8tf+ZG2/jXx59c9uefGP8UcsbsnC4K9rN1+s9Oe1ub8+yfCamz/ypczuRt5nXQkQPAoxgZ1Cy3j+dv3kAUIz8c7VBcJSyk1sxOqThnWk01YJJlY4k1FvR0WbYqvzZWo2vU97C8Zxn7++fGfjFovvMhS/8rS194adnZcdODTxjH2x00SFscsH32r73sAImxTv9u+h/s7e0m5w+/Jxvb2Rp/CWvcB2sMkB2k5mbRC+ixVFxUdIIFxXdGdYFauFha6EKp9zEV9kGkxmICl09rRxHP4vLl1TS3rHO8WrV++FOWoVeGviEumz67TPwKEzbb9M+ozWlra3NMT36f6/A36V6QOTC3QgvL/96uxfpWcH1WFuhbHY1AX4cTCKZG9ZHlg8YzqkFkI2AOnD3A6JEVjxyEz26oDgOGjNjwcUogO6iyVt5kVU04LWlhPogmXDSFvTVW2umkN0//t1us0H+avot22eS+dmG549KP5M5+znHDc8ze3D9zCz0pfJGYSIF1HmCfsfNAjazzgNbQ4K7XDGz9Bh3PpHg7wo/9XPi6/2dPPHGXbmX+rCMHf88x8zT9dWM+g8yfz3CXaMoxRP9iSHjyrB5+t2vmZhpqfLaJjT4ouoKq1z4bMlMjfDZlJo2a+MSS9tklKVWGr64nnnjttV3CL/O/fwH+3t/T53UR4WVixHkqAlFFaYrqiRkbQ/DXzc38jxVFaMmdypr+nsxsn+48O02fp57p1/75nxlPyIyH/mpmPdDgJ7ggYq7j1xxKvAlvgv5q2l7rx98/JiRph/A9+P02/H38UJueEQ78mxJc+BP7D1Wqa4xalfypYwcPFIXvneJxYm7mDfoq/SnkYllyh9b5ToKHDrDymqFekyivrdVMUmOCa0qXDksQRekMvLINmxWDKMqJ7tsaYO67lTKueT28gt1qleRJKRROYkvCK7GqYRqjYC/BqjYXJCdvfle0OYTZ8QuWhswZkys7ae7WT2bL6eyE5DyxZ8NyufygY9/EwMSOfLpr/dt33rhqoi0+VBK3OuTC2LK1098VDa39oytG052dSrzC6TYDA38DvHNCFnCF5qUlrFgguX4IjrEb5qg3hqoE1BbIwBxnsK2LswgOV0NLFBePlC3OOsuxXA5eDvVITNcxlQElwRK9vjEeo7Wj8lSaE+mbb86sWrrzykcevm1LLHDZns1rUmXho7HW6VdT7zxy+93CR8++j+4/uvewyGQlDfv257BvLWSXVoP3mEG3cfVOsEpO1lVzWrQiJ2mWsLErboQ98hVZSG+TsKrnCfIurlZ3Bz0nvmpjFEFLTsqzRTw2GpO+6/IVG2JBn98fHN28Z/3Ska0bjtz8i6vv6+sIRFybnSf27jmW6+25F3ndOvM65FnfY3nWHY1uOkQXThYaGbRlY7aF6gJMNzMTZbZq4z7YaHey/jpLrMBnqjYP5PahZvoVYulXCLNclnOxHonM5ixYpTICW1KzEbHapMpfTmlzSqnyrGRJSGTre69t61l3U0bq/sDa9VtO7Ni8rLykL7l23/dPPmL7XKz17E4Qp96hO27cfjhFt4vXcHlKz7xOT8N+eEiYHNZodDR2JKSrT3ktMpZivWhkInwIF2cGitjg9PEGp+IqqlG49FlxUxyy1tjB5NGCBBDMrZj+GOdsjikxZ1cqJd5hT99xePNldPpzu9ct377rsoO37P5xX7Fn9c+uefDyPR6bbd+V/ZXBe2ri0NINKEsR+Har8CrI0rFG7dBQV0JFLNPpS6pHV1eNsCtGVnYwNgrnujPYwQkAEe5iLaBrdCfguw+TqGZ3Ab4bYF8iaIc8EPYppkbSAjvQaHObssYIVsZxQyJleenSa3YlO9p3j97/gDTcahDpFXGX7aaHE4GsbTD6zlWF6Q/AHrBZjbaZjECA7xnIAQfJGVJzIMMHjPVJl2PAzFrMSmtBzcFLoKBWkPtDbHCzFxZO0GJl3fVJQy82OUJyXQkXlV5RrWKW66lPdnqqcD8u19VhHp/9Onb6ixhP6ZUwBFSQ/PW0vKF0nyaT4Uh3D4uiavyCJW69VjZ1oobAhdZMfQO4e1XpuYCjNVfpR1PokVWXjKoXyOH+GrChrVQkYJEiy5NWT2+VTYj4wSpit7aRwgCjuPkAhYxR7POZ5s2MFCgbGin29UJ63VYtWbur48d3VJc8fCJ8+TbJJuzfvWFw03Xb9m1cOzi6taP/QHtnuG9HH/zb2T1u8fsyVcem6qo94UK+uGyHzy/4XM5K30jP2MSmjsGRfCZikx299Iol4+NXj7O8D0IjIQn6HScf5h4E61gR0Gu7K8RiOdwSr3VRmwrZROwMkyKwqYFYs8cVY/IT4wN9LA7BqV6r1IxnJGujo8MSikCMG12JG10v5NeqNVZdxOw2i1rM6DZ/ct+UubI8OiGXv12QuiqFUbnwnT6J2d+vD65bM/0jEDgUREulOzGt8h+EQ1z3sfauh3jCTrxYR2pqkK3IpoUhC2YTlgZHHRI9VcRhFR+rPViAJIuuUeqGULJZeDAUFZ04KekcThBhFzsdolrASU6ZXKLbw8bMJcVa5bGwFoJxjWI2TYcTLzgxkipLy9+ekfueSXYn4R9ScBxI2gIECPcFE8nuBD+zMlObyZBXgAYZrMA2UrOwKeeCZpDB86k+O6/XGc4w42tgFtdgYgUvbVzD7QJbAKmMi9fwbCD1UxavLxji89Cm3oof0jq2RszpQGLdjXWuTx8or3hHxpMe3BpPf4Iv9plWcUC6j07Cek/sPdo+GtUtb6yYy5wIMhcht3H/h2lqyFBXXX6QOFw+Hn2ALZjSe4IWMLx6x6LyFy0o4TMYp6D8eVnLyxuAvQizfDWMQTDrToe1+UIPFracYYhZzHpWldFEq1TR0lU+05/yzpEr94dNnaeW3qssffw9/bNiFfu0U59Om9/3G0Mm8dL/mJUoXrc3Am12sr0xr2vAmsFi69cmdj2LTeySxWZ1Z7WhscKWmzJy9ScDbFXMufGF8Pp8FWxrN/lHTap9KTxPZABvFkimC63+Ys3GwkMX3M5Z66o+UiwqORHdBZtcBRnv9GDpvtbJxLyzG8W8c66Yd4rsoEkcKIhnG324WpY14bKtFiykMbfvhl9wM4/vRv8SYi3LkB9IxBnYTh1zLEqW9aXjuDE4+uIConOgIVPuUCzbgWpjhBzGUZ2rLzhb6V9gGeYahsYP0T4JJPRI/5rUtf2DExLYCXlX5zK58M/d0o7uMalb063K4Pj4hlWz9uJo01w0r7Xeh5AF3jKbyfJfmXG2JnliaDPNlBds9VbmifUaT7WuE+fpbNdpbssJeBrhIQVEqudJRtFiRjSW+ZBlRNUDm+C3w1rQYVnIosUMJ2fJlb1jE1Lfd7rBbHYvncOHxaxmM1b6NdCOs3yrtNl4u1GLldjRHF4Ps/jqioXXw7CajhNULpDgSUFnMrLCn2zHFoaBNMI6bkuabhDDoFfuvOvlOy9dNzS8bt0ta39x1f0P/J8HHjix7+qr9sMXrsUP8YMe1uInSfJn2hxICDNnyjtPcUsdy7xsyBMNuB/SMgPGbaybLpxBuVRNAdgxt9AUToEJpwDCqejZgE9Em6ZljXSBTwtEIFlitXIRJyoFd5VJrFxV9HLNEWFTPQYM/sD9z9uG2VbBnNzBz3Ziw7ItV77nqkxFWvrTx7rTq/dsHOsaeB6UeRluxx3Hrn/I8knYA+oRT+y55GBS24uM4KSvsfm8G3mfgDUJ2F7EjGwg1AUE24tsPA97A07WGwCXDMHSBbwyTuvhKISq87DkAmefrVKTyhgr2WqjAjwkdwpNGVsYk6c/dPvQZipQufyTEWnt8I4rd21akRgsRNbv/tHJhyQx6daf/QdJ39qql15qfdcNew676HW2KzU9oydhf4PkxBzPHNAUzMEVzF3UOiC2elPTQkzTfFzTfLpG37+m883RNJbv+bgiwUaiCuks3uoC+1LhZeem1pRl2KvuAbMUjcY9scKwtFzTmUuLBcGxLbBq+gdcVfCMBOjKUVh/lryH1DK4fqyIGViLwsCOS+JG+SDelVw+szYKCzm5/YwadM85HxnkZyVSEOy6Uyb8xRBPzYPYidZZ2VTHc3qLyxfNMN0yZHhRXZZq9mgKpdGHUy2srO5noeWcinq2WVDXaQX1XLc9t63UWZ0Y3HPJeLHHnE215bNd5lZvxJ45uGOV/Y5LAp0rM6FYf/fYat81K7yZZDTr00tW2RJdsnxjoyZ9lo4LwxBVXU5qErMSkJhjdYidYa0ZWFXcoEc/CAGVhwVU7LSTp3HaCScgPCys8qA3ZGGUR/OGdkzMXdi0Upyga1jRQs+I9SvMRGaTqrIUHMunH300UYynJ4YHO+izscje44Xp3wz2mNO+rgrVzhyFZn4tRGCvQuR92nySCbJclgpKYNkFTeL4gRvFXmJTxNYiGx8Ocice1DcGj1AQLaBj7iK345amHbcwO26xacPE+iCPfC2S4sPjqqxTZMJKo1hVCI6hVxsen+vT/MS3LIXekSkU+4ZBJuXCB/YsH52gn4ylp5/r643SLXCxHmRxydj6NTSANdHfwbff0e/PraNTrRhqeCt1dMO3yvbrbjP3qQOfWfIU/Vw6rRenP0tXiBgSTa+lz+NnTUP8oYPP8pFPajMlkoxVdBbcOUraR55bQ9/3H6cWqaG/9O2fhXkNXYb77tOqpUWrkYuvnTmnRq47T43cZjBqJfJ5FXKtPq5bvD4uALG77x66/gjQu+Th4RvfM/xujeS/oe+cvoNONMi+efrdlM9G2OHbr4D2+fVxw2x9nGr1ccMF6+NohbTA1D8vQtXq4/bqe+8e+pcuw9bd5u6pJXc9MvjPOcPeI4Zq2vy3X7Cl00brnbc5jOm09TNnzOm0yfzB99lNaVYbn2F59/dB1nNkEREACUCxRgEFKZAWlwLs4WNa6++r6Ciw6OSt5r5a/9+1ru2OZUL7O1s/pTHp72mFMyi0bXMsGA1keg7TGq9508+w+fx3nKfmTc9f8w6B/WAVXoMFTfnFy98ErCQ/W2RqhEc0pRW9S7zobfus01agl0//9F9ctlKR3i6uuz8z/Xbxkke4fRiduYl+XPg8SZOtBFIpNQTuNVVgB2btBdWqHc+OsYMEfjeWg2p+lhH7cbDFVsRAmagpzEB8MT5n564qdlk1iVzFMR4Yor19A9TrpBEKSVYUX3x+LKbCG2ilRy3SeHn3UcfqcnX18qHOzcHja/smdCK1d9CB5UcuWZsWSuObNm50ievXbNlQptn1l1+yZpCy9X9nxkODwu9ZfVqrMqs6qc6+DI3avPSd4dd0r/4+AL+/FOh9qkFvmtfZIwU2tMmjCkav7gzYQDXhZnUkXYJtVJpZbk5vBMMjfYIdb8N41QlhhLvKj/EisZUufMlkcY4CiUWrnURKkQF5unRz59Dy1dXyasfR3eVxyaIXdRN9644H9tHyhi1r1ouujRs3jZeE9NpLjiwfoB10cM0ll6/n+7WdfF/4Kb0WZPw3hA1LmOvY5gmU+HkpLt5ocX42/NI3+ESAX1Q8p1WD+Q0wHi/+4oN/+yy3OIEu1e8xw1tO1SK+odhOv/jT33yhgtMCIHmTZoPVDX7JZp60sCuD1Qxx76TVYnPnX/zpR76wjf2iX5z0+j3u/KQPv7O/FxAn/QH4oQZ/gU8X4HABvI/DBd4qWWoxeMBa2bw+f9NS0aXW5s3AAgPGD0nSqqoLMveBzh4dfNSoucJsly6V3H50W+8uQ8QRFH1e64YrL9udKzknEr2+dd8fXREXrAazXi+sXbpcMgSsNhZjzsXiGOIxJp9WNdvZuD5ksHhuRw6yYXB4YdmLbMPGNjtqZvZo7QF+vsPDSwc4yg/BRvJqPKaByBwCQ+U4IVzrTya6E4mz/x5MoHnNiSsb+BhP0G8IO0mEtOLEGbY4lJYSnsZVEsVagI1SBUJ41i/QGLBSXAUlyQErdMWaixkMF3bkjcwJG1nskWaaEIXYI8pzVV2iWFSDoTqrVWPo5eazw54QztnhKTEIFgNsplFxsSF3Iy/iVOZAS2QzeSoV0bCAFIPFZiMzfslJl159oMs5PNEpJjpMhbTYWVlv79p/zbax6sDSXx+5Rzx8mf+RY57pw+4rH/UePOy489C64yL9kPQ2LtN4mPn3sBe5Rt451cbP0/HY2Fzn+BuYAoVc7ECq15KfMpqIy9GE7kiAr8kXFP0ZCI3VlIedaUixwCWFWB76FCtEsNKvHg85pPgJBxyzbi+qHVitS8Heulj7vw2dVTpTrULaoZ3PL5VRs1PlUuOEyvwWBJY/vR5IeUoJb3q8Y+UKIduyq7h8eyLkklqCYKw+97lDQsFLe6ruvYdThZz7poG2noG8P6a/1HLFzQm54Hh8WGdYq/W/yKeFsvAc6HgrOUIwioiamFW24HxamiUBLWJdaWH4IqoIm4qH/Fog5lepHoxSQpo02bzsJJcoq05WzY1i2uMNwrspaZI69TKDjAA7zc4JjNBMbyVbwZqDv+LHA38mvwnbW1mTm6WumLnmDufzh1OH+8cn+g+lDuVy8K2ycnnl8OqdS0d27bxt59cPVe+pHmo93NFxuPVQZfnEEriG/4Ial+7a/c5du5iP/i0QWBCeJBnECmEzHS1Glvuc27+eisVD1MGKEDE2Uz/VmmI3xJLaygaJqZItKJEzsPmYFDUmoT2oIkUtNdLmoWO45UU+GA3bC9kJFmONjDOpOAsFVNKKo5em6sKgwEU17JlmJxzEIItfxm/2Wh74sKXy2cqJ93564Ec/kFZOT0+4v/W/y0/fc1Brjf8HtbLW+OncsVyNN8drcPkF3OfvzFwCvutv2Fm3CNF6zJAroPNCf4s+rNlflnTMjw0Pf5peO/0QxGHwHf7GyMw76HPC10iVjGFEyhTFDCycM53TWlDzoDp5PMu9NN+G1mGcWYd+GYfSFAPmYzJc94tqFqwB8BSuRsA82ItqGO53sdOkcDEiqjYQtmWoOBCCKO1VtSuLJ7/MLiEUa10yNIpClZBYuJ8HdioZNCaThgR/x8x1yT3bNWimaVGDf85R0wKFfI4VErpMbKISz5pmjSPX9/Yc3Ds60Wnty3VUjaIz7uly3DNaPXZ48/J1Qo+ju7urqrdbAs6k3GF7+6rxtVsf2E5jl5dCw/mJNf7bN0Z7Wu0et122+ozjB3u3+wvbxi6J3b4rVGi1uSWnaJXMXkPfHd2jycr4jt4s08Xjwnp6rzBJLMRNygw3SSpN6eykW4/s0a4axSFDgA0t4DEVV6Bx0nMO7kzz6ng0F4nkoi/yF+E2XyTi80YiXu0VJGJ85h91E8IZIpEE6cfzBCx3c8HORgWecE8t6XEZHHl1CextzxLc255eMIvpDnY3DXc70ni3ox13fIAfpA6xg9RYaiuA5SuIai9sMxjAMu57USlzX2GFTR6E196CJD9n8EXTriUs/+5ZAlvaV1U6pCmrHCKsc56WlSzfU2YV+S7ySolfO7yXZaf3/HM3nB2VouyoVGb86r6H1619b9+JoepVTz32g/zho/c9dNmRw4ceePjg4avuuWrZqrwr3b7i0j3LohVHfuWa4++hWz96bWVwqHL1x9c8tOTKH3zsocOHD19+38OHDx0+9uDld/pPrvG97ZkrPVtvDd7F7WmcrqInhE+weYJ3QdbOTuY45k4PYBMBQqikoT7ld5BrYG/ThSmdg2zCvWXTBFMxicTgPh8okOcNFEjnHyjQhdHqhvj5FC1aOGeYIELPHSaIX3prpC0U63VYtywbKDvajltW9Hb0jsXDyYFt4/TpYk/Yl2+1DVgcia7u8ldt+mB7V7EzFIvd4udymyXj9L30o8RIHHgStuI1+b3aS/aZ665LPn3ddX+38d1jb7ti9N38hWG5/JXwJfo0MZDuxslbSGkY9AGLKYzoX3HKr6bXNdwpVnCINuZXvkVYtYQer/7355Dv+nkyvIJsIt9cTIqXTTB5LY5B7rzMUFdKIIy6+tTwanZ7GHYklcRLZUNJTWF4vnmuJC8Hvo/Cbqws1kaX45pGx8HoLx/Fy+VJ2NhRUV2L591B2jOzwr0FXpdjXLmsqq4dBSF3+aKG/nbcuIykdCEqhVoso3MYXibJta7+5VhsWi1NETnUbsVfS8pqZkX1TQk+RE9FZtr8UcEfpdr5QEGbgsXBsIqE/wUXiwXa0HEItQFE+/6HDh16+J8+PjzQFbI6rDpHW0fO05VwyrLBlW+XbSOfL6+xiLeNDkuWherx8KHDh4/d/95Dh48c7Upemet3mOL2aMoU97eaI/bWPnsiQD9kSrea6P6n6Jb2Tp5XHRH200eEx2dxbix1/JqLc2Nq4tzg7h+hncL+wUGGp0FrtCB8meHMrCccpQITSlNBtRkbKDNT5hA5rM9rQDNThhC5Gf7eebFmiIF1nWWtoJ5tBiUtm67dtOkdbf3tuSXVzf2C8I6NcOO+XLV/M2wfnif3CF8SlgIdLrJvznly7GMYzBj61vQGJsw4s2HQNzqILCd3srTXIbF6q5aD49yXtVhzsjMMTlYUa5xOwkPptJyAkAHhMZg6nH2hAV7kqVbpmuqnPgX/kL9haqfrwCaFyMMah5hFwnifmNBrw0p9YMN9rHLgY1PJLbiiKSs3RFY+c+uWQBvdDW1U3KISBAs1FQiRAfilQGEqyK5YVc6KZwJ97EygWFUCOFdDVB9pFBBUvZun7AyKSoObaR5eL1VK3vA7DxfaY2GnK71pYGT15Td+xR6h9szeY335gnOpZax3pFS+YkfpMtYvpAY6AfR1Yt0xjvT5gD4fttCID5vpbIbLAffSWKjJa0M2+Qa2CVW6MLRTgxKrE+OIUBtcetD8phDQhAX0HhEsEI7CByMNvBmP9JzR7Iin87M4Jm2sBZ9h1eJUI2Obg2ZSZqI0izNTmgc00+IVrVZPMNY5cJnP4SyWuzKtLba4Z+PgwIqDlaG9q5esoSscsq7k7GtbI6TaV+akqkl2xnoqXStC+t720gqEFCLfFJL0UTYXF0cpPP9cHGJ0lUzfPHDw/ULy1CkWM39rpldwU4WUyJOk1o4ZYqqk2i04MFWzt7MZZpxmcYnF4iSxR5B5vawpbgTLaNQOR8n1SbfoMoMphMwhU2CD3aKIzYKpGBcR7SjB8K3/leeFA5eoOE/DLynSaaI6JcjT2Xc2RpLBYWl7O6LsYRPFl6rydvowBbeuHdWHK502njWsQxvIzCM755916uEy689L5ZUlY3v6QKRv1RJr0JPymexGs9HhaV2baOvcs89pdZnsbkn2PiVt+9iG3/08GmzrvPON6bPd7kAkaYt6nHKkY2NPh+345aWrBvt8fq3mrdKXIcdwYCePJfVWji1lZW7Lascs0GrW0HyA/TYG2oVHSszAKlMIFNHcOLHLcNqYzAxQr0lK4f+ToWtv+uJwz1r5h/Tbx/a2Ws8uFb40/TTH+KIieZk+DPFiEqNFxANpgnuRheBes6EhA/fqzdANLQz0g9UzydRMgl4FVz5EyLGx2r0drKiIx6lxakMw4FlFPjHkQ9foR7iRKXuIbMToVER5UiWITjDTtVvAkQkmj9bDc2JB3qMBi/rnqMKcht5UNBJPFU3OtMWWahupxNOq2e9JC28boplkrsfK1jgCdqwAem5HTBqGnAREWx3IbibmLJpqjgRIbwXEy3oeEC/W7x15WDav+Ne1ZuFIMDt9v0UXDOlsdIzHe2G6kt4Ia0L/s1KTANHB/Y+jiXJmkVknV8Ob5J7Hcq7nIQb9PM+T0TxPKhm+7NGDBx8N93cVqvBF//zxA5c9dtl/3b1+/d3r+Tq6IAb7szkxWLbs9/r5S9d11z2dvO66Z8ZHr3jbGERg/AVipoGZn+p2Cs8CP/GEWpT8Oz+jVnMia4USe52Swg4nRETeEvZwFH+xJrEhEQnrRGEW1IbdeNbcwn7NUJoys1BWpU7s8kwRLbCN8U0RL7gp2POBsEmJsOoRnmwPsomHoB8nHtjx9JAEexdv7B2bcph0ukREklKCsuIGXoYlBpGiWtAeR1kPiG+tfO7WMlhObFI2MLLKA/fI5mX/tNIcQ0C7S2j4X1pXrux+/HHhuL91+lmLEAjorLTz7HsQjvPK1p/8pPWOO1r/EiztACG6cY2XHeT3vF+H3a42cKxtjE9tOcsC3pot0jymTSUDeENNgnsKICIsCYCFXcjKzjfLShzcaZFY7QZnB9KgEV6WpnmBiUpaVPLovnPcfecKU3lum7vwoJGe989aJNXZhjOXsupKwmtagkScqOY2TDXSYJEDDfg7PuK9KIMT87x8eZ6bX8Du9MkDHW2RFqcztbY6tPzgO/6nPbwY51PbDxTbOp0Dlni0u9pdPLSlew/Ic0iT5wJ4r2EySn5Hat0ozynkeU9JDSBbUw22TvWOdKeA+0tKai9Idn+x1juCzOkdgvc6zfjeVCczKTVzZyNUUPqKU7IT31NlVO+xghI/02AyBg45uPSikVzA7ZyoDoFkLy2qgyDZlWJtcAjfG+yHvRsaxMshyKjVcZy1apFkxLFLprKd3SztlZRSVR3CEcme4ggbVR7pBWaXqyx+VXOjVexTq1ncKQi10gvjjowWeMxH9psXeZyrCCGPy2L1hFryS7o7RdlZKObT8bDVJcprrl12aW//jhXllU/P1xF6qUPUFZylTCKtS2SSiTaxbBKdkc5Sftyv7850j2WmPztfbwQyOPM6fVL4NJs/OaB1OREn0sYQD214RLsFbWoc/RrHbzA7GWSkDoeGESpJh7N3URefLjHqcKq+hQ2SRtGWEzWOhXSir87WlzFQGKCVWVC5OXX1wV17e9+7ctyUNdojcQRLerRRXv+LOehI4WC276AQ4IV2UH2O06N7lqETBy6I1OObReoJFjiUyhykHuxbBxZF6tGV/CndQrQe58EDxRvORezRPXtqeox6563Lc5F1yRdc1wURhLIQRZ6DIiRDWLkYktCfQ6Q5d10B8D0XWldwdl3hAh+jnrOuIEO1XJRfFWBY1nQOy6wnlp7o27E9fi7XhB+fOvXgg4xxZHZP74U15sG/vvcCa+xorBFhiwKm+mQ6kITw14s19EJBcZ+ZamOI3Eobc3AYBcNP7EhnG0Sckw5J7OBoVUstOr3F7jUnOzmE5RxSO4DUrqqSlFS5rbo4yeXeEkJZDtGSR5NsPpfiPYcL3kui+xzt7bS7NXnQJnqoZREhEqwneocNOqvQ3d8bCQpmYToLrNFrfDkJfMGooY28+wKcCTc5EyoomdKUl5czsYXSzs6S+wNsnAp9VWugzrDB/DJnCXPqMamm07PD1a3ypMVujixkC2FeflF2NENekNHZ+Hc+I+y8Lhp8+egwvzqHDRNapfTsG9RLTY2yaZMPX9D4kCMPvkk+qEl4aSvg4WzWSHKfUWMhVuVLI/WhOusRxdwcXSYtPaf3eHVRnCJW/IvzIMx4oLYl8WC97K8uLh5yE99XV7LRWVxK43yO0PFDy5YVe5a8fHQsH421t8ei+XN4Ej40vqynuGx6E7DEFc3lorFcjs1R/x0ozgTrubSTVzV+hDk//NE0w7Tg07sYPzL8asTkgHzJbmwgbkwls8SIUZCujtbSyPlW8zka45sN3FERs6ocemClraj6PTilV4uzUxpxcPAoVth4FIuNCh6W5FrAZZhbQmaG7qRYCqoZAikNTRUz2zw2HJD1NjZSZGWdBAQoTFKWLKi+LDOFqh0PHiMUKGM1XQzmiV3xLg63lNKSKt1r6ReMFafza/e5rF1dVtd9/+USe6dbqlL9pGHpuq+3W4Sec8CfmvYzR1c1sCUSGgZZL3mOT4BPtTlIj35R9DGlWFDjBjbJybCBMeBJF9QOXRMGXgNFyoJxyvGcDiIWHGEsSKx2Px+wDCHhs4hzFe0FxcxJU7p4MF1EAU3JNZvUgWfavAUEynRjtJKOwmWqADdtGDgSf/VigGZ08Szx/DhnZGH+uCjy2fSB+Vklx0FrBT8UgatX/vSIY8k/CnEM+e8JgE7H4gm0gG6JYY81ZPOPwB6j4BvPhz82fRyCisVByCCuWMCzr/1/lmfR2DyeqTaICf9YrkGcc16uncF4Z1GuYVxB5vGtlXzjT8+39JvlW6K4OOsyGusmY/EkQvP+KeWNB2PnZd4JHpSdn38PPshiMo2HJ4GHWdJD/vNPzUUcyCqUphI8SslBlFI8P1d1mjVNge2cz+FOxuG2ALr5xXldwnp6G+JauhB0SbUiyk++MCui/gB6d3Avb4HJi3R/z8vxK+a1hc+j7hMLm8XM94iItQZyrCNusoHU9NpUNsI22RoVUAdH9TCdUUVnvSaamgNF4KJZ54EVPHHyDUsTookdFCT8gLZuAfKaCPboXU30NbBBZ4PnQrBp59DgbeKCdW26AAqc502hwOG67DjmIrpZvXkhHhzkF6ZZTLhn5mh/Y1ENvffAurphXUbiI1u08x5mI4NQcgoaOorIUeGsDCS15rY2zlLgEKSV9VysJgbixQqsbjwhK1BEUOJFfJbpLFigh+tUW3ONXI8WY56OyLDGHtArCwkCH+/mz9fAFhrOy7AuNiJDuYs4lZBoTiWEiwxK0HGGowM65qIDakGalaEDThp8DpB8EmCH0AyB+mSI3YhByI9BrwOHHHUmkPYYZMBqOMkJmw3gFzJ/9lE6XIClJpVb+Y2m7P7+Gwvpbb4Fe+PScFA9HAXP1UC0lTSZCbPodIoSl4kPgFEdznuxk0hu9oQRPJodLta8bJO8MTAnbnZ2zo1y5OWjX9ZAnePgeV28NonFMrhbRdAe7URaqTwHOzVPWfFMA1DFooxrTxND9fWqtIvDqH7iE3RF92tNHFUERbRN/xjRVH/bzXWVYaxBDhskJURjuQjKGkTTahzS1854DjYnYuIoURrs2nysNWzmdPOktptNeUxl+U/Zi+GwlVkUztoBSrc0qZPdgtbljuRAAPRZnJZaCNGm5tBAhroRPgxnqLIXhGurnDcRPhfI7doFmfAFgd3etzAlRt1hOG+g3yJ78tiKRZHe4oshvSU0pLdJhz4cZTndmwR7Qyt5HsC3VWAsFwd9oy+f4j70/4X1gq08z3qfA8N5nvXaWU9y/nqT51lvarH1ts5Zb+wtrhct6nmWvI4b1vOvmgUrjXXfy9Zdxme8nLNupaOAaCOThWSHmWHSUaVvLiERUKsiV6simwGaauc/tc8SWcHKSVGSn3N4gjF9x3wy1Q7MUsNFNKxJNkV3EcLPqzjn4cXYAu05D1Oy5+qNXuPPScafNCkgWti5HAL30lmainF/01ZkD7+bZRCOGiQC7LFtGL3m4TI/y5oe7ekTk8Aa/Vva/0UiqfMwYM28OOo85B9fJI6i5BESEiaFAWIjZIRmKzgM6zdlTY+8+mq2/mrbq/CvPvZqva0O//BHTaYmBVV4jXghAk4j1izzWPEGx1pMzWfc+RDlRNQeGsCfZofzF6rsZnO5L5j0LsljCaIeKzYO0Rh3cavcIj1nsXlIII3v6fnZFY1d2sAum9bNVnD+iKXv2lHMbP7ozjvXru9vH7rz2M47tm0czo7ccKifRnqXHbp5T/+qwzeNA4MObW/dHzh0+QvPHt7WcXnL8SO1O7bSb2U/Nn1T18fuu2cX4lIiFhvoexzypFsvgsaW/mPR2DIaGttkMJRIMRl5K4BsaIgXB2W7AVGGLgbMRntP/f+LXhy4WJzeH+IUycXovf7UfHqzF6W37Y+lt30Ova1/CL3oCBYn+WbuB94M1eARdBrdJ4HuHOklygUpx+p4sTTVyu1eZ5HV6S7GCfTPmQCbPsQyZjdcdl+MP32ajeRQpnk82qXauxHkIfhW0Qkri1jNxTl34/yZ5Isx8JsLzafAselAhgIkTPZcHJ0uchF0uqiGTlczBsOswXpxhDpUhXNR6r7eUIPFkepuOnWqiZkieBn2cStOrTVz1cC8XHXKHWb1CreuPmVvnYVv56UeyLlUW6g493g2S2N9c4sUPt5bgSycqT6mV2xKwt1Eam/FuWExpqFys2xkHmL7vEP32dmOcqpfFPt/OSxWEKDX1ysOr28Lbdu5Z3/SPSfhGtt1Yt87DBuAAS/qt25av0ZA7JKZN4QJ4d/JGLB59kz6aJFj+eM0eZpJeBqHavsLiL7GjhEAySOeem2EUTsyhofRR5qkjogMCENy1ycTUhGiqWSIRQgV7ZFUVpGdxcAHu+KZAqmIkESpfkwtKhAZTUXTnV1l9HdWSRP9NJa64lWlX5oSdNaWpWw0h3GmMbY37zgBHtBpniQQsl06fE5u83EymJu4+233XLlxhywbc916pzXkSlv3712dXl+0tiSzBWvMH2lNZlxjS6z9XWvzQfNYyuSi97z7yW0bevuFXKvdLdlEi8dQ3jS603PXdm93qycScokeHyhZYY2jM1iZ2NT9nun7ZUMKbA3DtRO+R6IQMeexd8mQ7TIXRbZrbyDbKbFC4ylfqbngdinGxwa4HT7fK+VkcMhqm1WSn5dC4XgimZkzlt7+B+DcsSrQhbHuxsC/3nJBvDvhY6em981i3s3lSRZ4ct9bR/sDo9zgyQUA/zq1+XzkRbKtPc95oQZz1T8W9Q/TqAsi/20D63Nh9D96JVqgubxIky48Dch40X5RXnQ0eREvsN424RDSTV5w39PgRTebh+fykcdHxDL5aE23c6bUgskUM7cdf4iQaGWvC8vJcu6k0xcUFfoD1vlvSkuDP18E/iwho+RfNf4MXpQ/I03+FApqGlK7YrpgZkLGhoWAW1XgVlVUyjh7xZ/TDaycKvOrsjjpKVuded6PKzCOVkWGvsY5OtnhHTbP1loKUx18lAAHh4bLmtClC4P4tOoskfgDakbO5a5aQIT5WLn6Jvh8/qmCC7N+YEFu6LzwHpw9Z9xgWWM/9Np+TLJ5gx4ygE9TZzvScdEdKTR3JFtQqqWpJA+peiEqGGQb0j5PlfGiFS4gw+5qcl3xikoF3ynCO8WCWoGEakibclcTWXSiMcyzO6r45GtVMiGMXQPgufCHyPZs5bOp/M1bi3N7GQ+mPJzJn+A/nc80LtUiqWmfZha+OjvXwHmtczA72UOGyBf/AEvZXcCjNcoAOw9IleGm0QRbiSF5EbxzUXvc1xxZL861pMoSfLczVMcDgmqxnc9DLJGek5K5vImNxnU2mLyIXVUHQB9q7W2d1epbsLGzQxLZORMS81i+QppvdXV8YMKfi8by+Vg0dxELrPLZietmxyZYXv+68D/oT8Ev9QLH/5LU0iyvh9wAh/DVArDeQzm+vxX5WqxZGciL1Ql8L0fSHuB72djkdAdwT0Lu4XOCO0SshGBPIwqBULmIx7Qx7A/ho9+LjLkOiRWHlB5J9WATKiqrPhBrpU+a9MfTAyxvKqchTAqRZLbIw6SaUfJprB3WLeStv0/D5mygyMzncrrUyx/Flven169Zlim1JpZLjuM7Lo33Pb6NTteXblsxsHbbsVX7Ni8Z35pr7Vx91TbqPkV3FcrXJbqTcZ+k8bd7dHDw6D6//f7R3srgqhUT45zH79CLunet4/hOCQ0ntkg+oc1JZLQ5iXPBYlFsowY8x66Embob2FnoHIpwaS6MbJrmcaRrIx/pmgWVVRJMZKU6HnZU05JWfFPapMloMMVENiFP6jzOHGNpCkPvBAio6sw0ByMuhDrrXnwuYlEw2vsWjkSci047/Q/z5yF0HMeVYdUGeEdkPpJrFBKRIEdyDWIHq9B4YgaCuQYZmGtoFswVz34yrGwvjrY9p3PIPn+AodDJC1Fd1ajMT0Z7dQyE9zz4rhgYms6D8boaIsLbF8F5FQ6c+gWHep1HXxjou+HCSLVKdB5954DVJjWwWqQsEo1r+HrmWHUBbSGNtijSFrkYdi0mlovj126H8G4RDNtJrU4+S1sL5JfvXEhbAmgLc9rCQJuvwHp3Gm1hRltklrb0nL2LSM+zvQu28M1TzYGFJCY0EhkYmPe828dCNhc9zw6u57FabpFNpE9jhNbYR71G6yTQGiUZ0o059HxqW/EJlJzaGMNdUbpKUwHu+9uLDJ1RIz1WnPRaCeLfBliaGG8yYbLDGIf72QDGDmpHgD9vHNGV8YRXVpp06GReU5qLTxy7AD7xHL+u8WD2zkJurOUu3MW48Un+wwLJpg03/mVkDJVm6yO/ZZiseAZMRFRj3qM3MEwdBllptTFMVgtDBUXAKmzVO4AbQnNeQsQxCkezVW8psqdKOUxYN7Cx/TewIxgqsWnPwNI1mvcNiC0jqOTlCMGalfqE7506+925AKzNnn2OYX2K89CXF8GOdfJ16s5gF/xC0LFsnYgWy4CBmhixqtOkIZbOx4rFPr62xidAweZhxCa1eg1icdEQrNNI3LhO3sM3sCaqk50uZGc0VDuskxbYiIH1jCrCIkVr82FVVrHZx7drcw94jJsKBicTIruZHbpQqVNDq9fNaew3litwHZEbXE2ynv4Cxupmfg/rbWFYAvgEpIcb/XwG3chjN1FiK3Y5GKRctNnTDxYbNk+DGHA00EcdTYBHh7vZ2wct8buxlR/mPW7VwM+BqH4HayaoYTc+6oTZRJeNFZ+AsPmN/Xmwvey2not7VqNy/QLwgrMfnLdLt8328xMzv6Y/E/6VBCGvvYXU/Eh1BHy8XdCOgOIsg2YhjM1eSYuPHeCIc9hr1itpATJqFrsDNTqOY9lmg80pyn4rx60GyojaiidBPaTxyEfFLk+azC65tem+/BnskhRouaI1TtAG9GlxJZ7YTtx7pb+tteM233Wtm65ZccJ39FN3HTx8294NwyPr23uia3/1tveYqn3rMivaTZHkqrHs8EvP3PzYw1976Zp3HL12zIH6w3BUIU+Nk35E/36zSKpg/tQsZKe92R7YulbMTgfeDLTqZDKig/SzwtPPi+Gs4qPA2zHP7eJJKuI8YLENYazapSmbN9TawyT/HPBVtQcPtiQq1TcDw3r+sfdFAVpvX5CWXhCwVRg6t3PZ8LW/BntgBsvlJ3s1iyA2UFzxiaMWsAMBJl4OH3tmqlsDcg1qAy/4VAS39DzCuVrtNsYIn9hEdGUWTLHNRXZtlsXmobtuByN7/3yEV2HvqemvN1Fe56/XPWe9c1FnWTAXWAx4NqgBz7KVerx+1AADoi3OQ6DlkZvnPEi0PKiZh0Z7GIztAkTa/4VnQ+asFZ88f0hbq7uxVgw8rQxeD9cq+tjZYp+2VmwIixpvfdILuGKbw+piS5bZcaCge3bJ1sYDXGZZPKeoNI/Lu7nd7Z3PaPokKxwtxusvwvqTpJN8SFt/prH+DnwaLRheUL+wK2hmqJ7sCDqWWn31SWsKghHtiAiWW9s5aZM+Qzvcl/h9qTDl40qFR9KlGCLjILH2YCbPZwA6MrN0BtFpW7DEb3dJ2tPBmhRfuLwzjwkbF6hOZAE3XjynhDPV5Ixe48sk8EVm85t3apzxNTiDYSl4+HRpys59UbzYeMCKGxhgcWOUhtUCt8iEErmSMiALowEM1nESk7HLyQ8gh7VTYD42l64ztrBaY9i3GGrygooLJ3tucMYYsJM7IoNG93P8xwb5Zxvh2N0a1bQw2/DXgT8aE74kyHDlIF7SRRRbgZ2y1oAivAVV0rDx9WcQ/s/iwvgCpxk03AsDXyzskKgt+xZh1fQzia5EPOBP4Es3dVarHwjE4TpB93fhvYZMKsD7btB+zA2u0CYtok2d0h4KDJz2QOjr4b1Eq5NP53lwbkCUGdrX8wadw2X2s7M5VhniMwb45eBQskEE6yE+7CsrOlk1mGefN9L0f425AffcuYH0nYernb3J3gN3HR7q7Y/3b98T/Ww8P7KumuwZ2dAG/PXtdu9ddfeJB8IHPUdWvmvNMB0Onpj+Veqq/TuH+ZwbYs+CzQiBR/zgW0GfBTPCTif/YQC0cQ2AVhVa2OjupC8cYRMVGg4tQn9eHIEW7fo5KLQ5HOQ6DxItrZ76o2gO/ylo5qC7k76WsEax6ohU3zTN6BDOoflDOAx2HppvPjWf5gR59C3TnPxDaU4t2Ocp2OdYokF29C2Rjf7lHMq7tJmy8xOPQ2U6jf5JhtfXRT79ljiQKigdpakoN63ZImvfnMOOyRY9GtR4oH5exkzmXPhQynSAHSLKBXibJ96C7PGxQ+I1k91WffNMWWxw4BwOdcwftDoPo751zqSVwLF6NT0pnwetV1MJFO4mYC8EE9rp0gsA96IcLwrey2T5AgC+VzB59sDaLLA2PP/8Pu05XKHGc7gQfN9dUD0GnGvQnn6hCAU27ehjT+JSdQi9f27wzcAnWQju4lUdi4a+zx7BJzD0faMdd8iOE3F4BgFx6Z3s2RGLP6xr7gN65yDve25G2P0T77kqW5FHflKWtnRnEHi/MKA9O6YJuw9htW747Eeb2Ps6bV8asnzl+XZmMbFtOcMkNM6PTM4VwZrej2PxIISTOqPAcClzcs1stTTl8WJQzItJ46I7vEAiL7DXLy86/8eem0N/BBnEjgtWPhikyUUel8OwRSwNJP7Fn4rTqHLMrxVQYtWekx4kV2tPQEDQFzyd4Gmci6kZMH/WI7BW41HcCoUPdTJUK+38DOJQaKdqsGDkKeKJQsSQlkX+ZDjJKfEY3OnRolB3pTlmAgHCnAOTJusB9vD0S0Mn8fnp04kRaRUNjlILHyt5ZTizafob4snn2w3OHxeBBgPQkGe1z+2NJ1kb8BQKe7AhQsQUGNKuzJZt87BzQec+v1oHph4zCZvMHldIVB0+tNrEwhi3ZrdwnY2nNJgMB9fdlNkWupo9QGYNbRujJWDsF6vZNdNf4zL/25J2XvM3ui8JnwRJ7yR1widdAqDnCbxow8ZadP7ZpQ4dO87awWpxHWyEXuD9zimnP6G/8FEwnkykg2CgId0HgqLtxSIr7/mLmInOP0SHWxMWIb4Ot4BZt4qYXuFxJZZaGNOSPKlPtOEYg+r2sA1UrOwxMxbeXfbj6c5YO39AJknDawfEhbk5M7bnPRlr1OZu+YOw8/s3nfzwID25xOn8xgMuPKzkeuBXLrE8fWjlgyc37zt29fPXXPP81XTjxw5uveOm+SeVbr5z64Fn7/3o49T50ce0ePfXOjPr+7SSDvIx7ieVUEmVLHXuM2M6Hvvice1WHT4Eeyrt8GG9OI2FoU4G3BOB7DLCQSydHnZCNsPjYvSKCJSSxBJQSMeJN+CBjow8aZJ8ad4jY9KO2RmeGE6D7X2OWN2BCIscWqVJGk5yrLm+3uZTeOYVjLFrJjTw5wyNsvk7D9ww1H9s8x46fWbHusFVWzeeGF996EB8VbV/5cp3UP8rhY788B3fvf+yy47u81h1l11ZrgwdOkR3n77qqtMnHnIOja3mM2jsedW6Z8H2lskjb+GJ1X1v8onVFe2J1aqen2tbauUPre4u9uKklRpAK1X60zzAGkJorOO+qedYC5X/p7Kri43iusL3zuzu7I93d2bX+++d9e6s1+v98do7GDDgYrdQl5QgQ3FxCmqApNA0pKRFJbRCqdoKKUqMiNSIp7ZRozRRqUJ3bYtUSM1TqRS1jURESZu+IKFK7EuekPJQYfecc2e86x/AefDM7Hh35p5z78z5ued+36GZzd8f3xCdtdy8ePED4gn9nJ+E90s/aOvXG2Uiwdi1bJLB2ggfSaNSJzOGlCTzsrdIRTKKNu4RtCQlgoSgwr1GGXMvyKonuEmaRQRGK1VHN8xPIgt9PYamZEBo6jFsJVILdSRbNZnnWBx8mQpq6dFVmZhlLpkLPcKw99XpmXtUlea8TopNxCl/AiH/vEEnimD+8VmMJpAcydmDE3FNQxc+HGpm3uuxMPoeX9a5nvVfW+b5nbUFrOsXfP5rrT8quIppnWKUnf0CbMWxx7AVxy26hnnJqxJH3sYJi7kYDmt4ixfPixHQyV8s/w67W8jB/wjPBMoxu2EGCgS7DJvL0myEhwIFc7oEIpVfW5C8EEdQd65gpED88VBkdB1mimXpVhBULL4nZOskqpDukGycuZYO8f9Jf4DnfUJgZuIkSY8JLhZm0SkrpRBxQ5omvufSJF+6B2WmhLniFsXniKgNfqWF6E41oRbjJ1JUWEyWtAKl4MqfqGTOnEnlx/YVhqrTNf2tt3g4pT87oudfLERHk0cP/Wf462MH8mNGKh//mvaN6alhY+LYy0Obd2bInzwl5fgrNEdV7uBh9gkeZsQelIPIyryakVlkPE9Zxew5e6115/WqrOGycSQbct2+nqPzegjSyKRRQbKM6j4l1GupFK73grQFrneDaaDTRrDWdIEptngEEBeZ1wkuD9sp4FplMiqIMWjDtZKDG6SlofDYdgu+D1MkLV/or23dMlic2PvkhHTd5y5mMkW3b3LHdiHLDWkfH5L+xHyIlejpwErsIlfJlWjRn9/GSlyGhrqRicYymVg0I/2c9rpOtvMC6OZFGUYni7BdhL6Ii80hWJNlkcID58GbpPlkFUdvUnBYqrRwV3ZTMBLGSWNwXSkRuX7d0YV2aVGplNFL0ok1xUOcXVsqcjTpflZjcxL6OV21poJJ5YCYx9NahCzZVLqIYaAhgZ/mIQqRTVtMsAuWs3FtV2XzqJKMp479Yt/I4I5RR12h6x+Txvgvpb9AfDDJ4OlFH2E+7FLhzSsrgimM37ay0VhuDsNhwS9y0+hZunFBr0wTsbJrmTLyYTnnY6tXY647/yL0/2+a31Ys1nFHe7RDb3hWj3FEm1MufHvm4s5Xj/8ZR/kH9Jwz9jG/z4OCc3wV9rCASB3j8Bq5//HYGLO+L9977Pfle/b3DX6dXZU+hHckPEN+6BZfi+B+RbcIgnfm9AqyHeghv01ULnomZtrqOVqeksb92ZRRlqIzh5+aCLrDajJbx3tk4B5X7HtAO7zWPaTbiCc8J+G8LZMU+x7eZeJOzLwabRTazJQ0gXeoHOXXZ74MNwjFs/XSoSN0j6Uj7Ap7/gvfI7b2HuP+XNIoH3378JfwFgm4xcxhUQvAr/OXSI4Mm0ZtNdImKgyCFntB6kqdobnApyuCWHsEZxxJWhTYqtOCTxA6bTJ1dB2tbnm4lj/EQ6GOFQovdSpfQt3zM+02O2qNbhOVQ0aidx39YPiF9QlpOBtCS8FCMavNIb+1EEPoj9Kpa3vJfGiv/YbanlzTfyv7UsK+5GeoL+02p0Wbw49oMzH9wdkUemYspVptTmGb44l2m4k4fXWvL9fCGOIf7VHwJur6aVL1igHxT7GjUzh3pC39lN+VPoIjL7S7G7lKhK65DydJKLj33l7wJFkB3kIedV7zIHewDyI1X63hNIl+EkN7r49wVyWaEvRgpjKA6SI/aF5DKThIMQ8GOUhxWXhLLKKANYvJhgyBvxEbwfB/8vXXfzgQKJUChUq1L5C8uGcPv1stqsald95ZfEqW9+6d1dVidZAhKuzSeavdHmp3gunMYM9R63XR+p46GCSEWXb5BLdMvtZQbzcidYSCgLFPKa6wqoXGu2TF7esKBKVkKtNLDhC1NgAurpCm6fXjDHpo3tcVT5AAOzkIINtSKIaCWxIljKLItjyT8PddMzA0FCgUAn3Vii3YRfj7HsrG37UkfPf92dm9sguEXHwOpeS/ErJydpnd5e9LKOkg2tgF2YG47daOUInBTrgIzN3aWdjEIdve5i5P79g+PX2Obz138OCO7d8Uc1cnlz6XfwaeMvJipNluixM41GOaZMa7oljlgKfIoOtke51B8pKxMjMIh0EBgZoItnA1FKOA2zK3+XWOTiJEcjLFi9Z+QOxTmwkxOb9ih21U4Jm67/g9+IseQoDM0HrmEfYPUZVG6Z5GlUgfGkSVajNAqc7WgrtLx6yDGw4TfXjYGDGbCWeLVjuL5eBIAuFdxg9GwXAoI01KlgqmcVkTFrBgcmIYDoeJbKNZDokgPEA1iopbCkUwNMpn4WM4nkjrGCU0Nw3DGBqoDhZpRLkRfC+aKlC+R8WICt63AfEwtEOjbqQQgKgbUUPbUByqWVeN2KrPmQOvHNj/6v6v7pua2jeFgKEHebx96k77kH96/PTp48+cPv3M1avvPfgxIoX+1TrDtcW3+ZGrKz4Jv66ffYX9jXCPDWa7pc4g85OfShDbTqKXdRCgSAcrhcVIgdcYhGvcpGtk7WvAj3GI+oV323QJ1CNxBRtT2cJTpnYsPQ2bSelNGK1REQlRwNvhFhigqt8SXioKRvbuLL8k/V26DCOmwh7gbPCcbhRN01zoEmjAnnRvfykfq4OvvOAKJXN9+ZiJKNcIrxyOQwDN1Sbztsghr5LkmsDy1UQU5YbYyk1FW27MH/oJ5M6PrrabMDrQzy4IP7sMnwr047kC4uKPF4rwizIlN8ohxEUSM8I9cMke4qjrAUuLxFdZgoPOZjwCOLgsC66eLFYfxOLdIusOfuc1tz/ak6Vh1QhqzVSFEJmbkZi9tJQyhMRQMQLBG8K0xnBjsVaMKEa/dXT2v0mXsqnwk/5Nbte9E7t2P9vb+7x+JDqT+VZG2r97d9F12xGNOD5xFQdjXQvz/pjzpjMScd767LNbjmjUcVOMm/PcL93gk20/zt3Cv44Owwn389Ie7t+2jfw+xu9w9DfZsJbV8HixF/oQA/pe6R6torpl1V+lRP1VMp23shwOs9ktt7Duas6VteMd2CK+z2BtYcAi9qlRcaNSb+a6iQwwR7n+XB/m+nN2rh+2TvhZjpZ1Ngr1Zry7NZchXKoMRJ+YiSsnWnNlIk4spzwCZRTBH+Z8AaTmbcS1uegALopolEUCN8sJdJam+RvKaHNgEL4c0NQVPL7LtrzfBWFrB8KzoXVAS+bSI6Hx8R8c0PvKT277aFtWrX26OfSJZr6hV3S9ghMPpzKq+qNL6Xg+tDX70p7U4hNWxdWpxTew3Op0Ja1Hojr1Eep2iHR7xdJsWGgWXmNtzeprNGvTKlqaTHdqEra9D9EnxWdYsRlbrti0IG+6QYtYExjLoYeDWOKqQLVHzTXVGJavu0h3q/QV69ST0FyE9GWpaYdyIqqN3h3RqsYTE6/NamZbQ8NDDw5YXPTHk1v1l/fUSEHs/8tKlrF42mNgZGBgYGJgWGKy43k8v81XBnnmF0ARhnPMyZ9h9P/4/yIsK5kPA7kcILUMDAB2yQ1geNpjYGRgYL7yX4iBgeXk//j/CSwrGYAiKOAFAJpXBwp42m2TP2hTURTGv3OulVIrRls0f2zTEkO0jRHF1r+YhBbEpnYQRQepthWVoOgkDkUR1MVFiDjrIIKDg2iGIuIiNHsdJIuREiyCDkYqVrx+9/KspTTw455373n3nPd9J7IR/idHCWM5hqtSQFrnkNM09pvjiOtb9OEZ0vIYRRKXBvpNHpPMT0kWO7gWpGZnmb+NjJKeII6RXQGHSZr08p2zJM87brl73Cp17DHPMaw37U89jW69jl59xTVHIohomc+f0C2DSMhrtOoE95sRM+Po1AqiWuV5hnlVpPQuz9I4qCcQ4nsRLdo58wjQU3Zeh+x3HcJ2eYJ7UsNarhnzGRV+E8hFWWDvMTTLGyS1D1vkC5KSR4euwVbdjTYJs36LfaFNjKOsX2D9vSTG/BQ2aRvzb6BT7qNHRlh7H6Ly1S4YY//IPFrlm7Uyw/p15FmvyjXH7z/pdGfPTvOkjjr97C9/3kCWFM1tDMgkumQKKa+Ze27gvBxhD86LK9hMYtyb0YT9ILOs63xp4CX3s/KA51P81gkc8JzjeZ0aOb1XwIzbae9BLvAggPqHvAeDaCcb6NG6Rf2Xwb5KPi57//7jPMggoWPUkHqvhL7nnNADr/9SwtTFeRCmnmH7W0Ps65/+y3C6+JgeLMV5QK/avRe8i3PUQi+bTI0972Q+Z8f5tzgr9It7q6nlpYDL5B25Q8pkLIjBWQIqSJC4Q0rsteRX979Z79ARPGTehVUu5wdSJIOn9ozpxzXv5UfO6iH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') 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') format('woff'); +} + +/* Charter license */ +/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ + + + +@font-face { +font-family: Fira; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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') 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hBb3Eceivk2YjPgYUkhnQVMDhRwF9OrBwvOITxM1yCN0alEATWrNoRoFbxw03KA43WbIVyo21pN7OowXQZiz+ZJj7PfxJ4zD+Lim5JmES2gE97PzYakZnuU4CP0EJhJcBhbIdoeVP8Cf2g814PybcZ5blbA++ldDPU2Y/tkq/UtsLY8do9ImVs33L2ck14V4ZdHBrulcWbO1WmP4af6JbS5dGqZ8bG6Q57azCfTGujfuEv3ZutDd05l/TWfDRXOTt0EnWToXPwnh3F3+AMjFf9jxLLIXFHxotiSMgz7MfgginzUml4pT0EVhgLPhD04ylDmsJGNjqV/gTWWR0jaBmHBIg2b7DnzBIkuSDejlqCz+hhaFNMTLq4FZdK+IEG/5cv3NBlBv8kTH9HH8wKMGftU0LNNdtxdEGefs4FjcF1kLqDCL3P8IftA4ABoxQwZgbBhAL/kDWcSD48h3+0A7YR+RH8U5kFIlF7xJEEzJgqAHWgRHFFn/YFIYfQppJaEHaGVRo8Sde8QkGJSYmaGa7WtEmCp0oZXgXWKfcnKQwVMwo4ljEovex2u/v4U+QJVHyXdJyTaM0svN52AWJ6HeX6yJPYXoogfA0jFX9Of6IFW3G+11S0ofrgV/uIoq6qfQrtb3oirODjbND8Yn0J4RrWTe4gMmGK/Q8qbhzD9fa8QWx7IPI6u9H+BPu/I37Asd9NmQj+YUOeL6js3Cjsw/kx6FaDrN0RJ3xGeJgf42Dd9TCjRdE+73IyOFPVkXEH7yeJBZ/AGOhVZ4fOujIIADaR8RbBNEhDBRDSjb8EfHuBZ92CcUg3ipRvr/iD9CTHuFHe/F8NoYO0jRd8SVc8cXF5oG9rqJOfoJPK2ysyGBHt+GPS3x6wZ91Yrs1R1IhjFxOU0QcyJvzCRpF4SXT/zf8ScRh9+Idd/AnQjeAERldFIko8RkKEfOe0ZGN+8REAqdlZMBGvBNziyyOwi0d8ETyMooiXukAMnzAUeKCSItPkQgrCRJf4NXGR6tBUTHQcGQhDKFwsAnTyZJRD+M3QqgIONx5ZKAVf/xEA3/urE8CBZT5LuVyzeKM66xI8Ce1minzqszCIEMJhJcjCtK7YHd3CeR7nP7FeD8m3Gvpw/WA+aThvaTtx1bpV2p78U85219DpejWoFf82Uz3yoKd3d7iT3KJmhwg+RKcB9/hTyCh9/fch3CQjk1ovE9ncfiR/OTtyErWohDnEcSp4I9v8cf/Dn+w+BQZeZ4EtsrERCuMJU3hOIEgB0cpthsiwkJS4nIwc24NJIC/mHdi4HRT/uF2Tw8Pd6mgsIuPJGywjfjhHn6KabJ9PI2xMovCLMtWUcqVw45sbC4uJaBgNRusevig9yAMrr7RZeSlDXfWhNbsLg4z+iFmbviDyIw5jF1OM0Qcgv0b3TMOvcafmP0Ka+yTNBZlSXD8SIf8Ef6g9X2MMCYUSI1iiCGJg1h8GQqORYg7Ow90tRO9UuzICdlBZAR7oIzgliKYSNQAWUVJFAvLJiGFGkGaqSgtDJ1BCaOljGUtPiE+IqlsBhWJBCRiSiInSiLbGvKFVsNOUjAUj+OxawFIIs3v40+YA2W+S6VcFddhlH74sA8zsZZ9VZhKRaFSgj8FjLX4U/x5oP9Hm/F+l3Lpw/XAL3cRpbip9Cu1vXjjbFjaFWfHl1DJEq4Y/FWy9GRNN7h8tQFFuHOgtNZOL9F+5LbSAuG14AZ/oCUSv+O+fbhynyO/PXV9oTMYg6Oz+IrOhPyAKiA/6c4uWkLL99QZn8XZPljxZ08t3HhBAuOl5Tr8yduE+IPmlOJaMCLPMyKzAYiVTY7hwH5jvAvjhrUmMSMAbh7STaO9gAU4GuV7hbrcXxB8Ere1jQA9M8wKBMyR79kYhKC1/rAVyVHHNja34Xrk0CjOwrU8ut7HhGhkdPGKDKx7KV43GhLkS6BuJ2bRU3IiFXiJmJWOZamytmmBxpbZjNUEDYTZz3DDOrJ/x02+H+JPFCXoJsXoOZEkwQCyJEyIyZg77yHEvZ0HBLOnrwQi9hBmlmZ7kVFqbVFprEsAOZR7ipejOBNZSVOx1jGkyb0VDhKIhI+EagGTgEugarwEfIri8IJmMnWBsDBNnCjD5CJWDAX4ubfTx5M9ZpRGFn8gCVXC/++sT6JSJ/q7ZOSaMw7ifKKHfaTFWvaNaZs8jnKUQHgmir1qH+7vLoGCB0wtijfj/S6V0ofrgV+ie6m6qfQrtb2Uco6FZ+AzaSwGSmazMCiEG62Ee70jZunWmm54+ersdu+4da2dXcjWPpDYAuQY3sTgNKe943K0xiHhM7JRIHyRug7Fm4TO4lS8SAqtucCwhNtoLiqR7mzQEMnMOEzOI0zVPvT89bgjkNXztRdg8anpwPgqxNKlDn+03vCHEZkLGURVhTgmfQSheZamHB0MWq3444t4Hf5oioE7JCLrD/ijkg1/fHjiHkRL/HGijFd8SWxsHqWCP9tW5QWfbIpclBRu95LxzhX+WGBhTq/wBwC5Z6W9yz6nhEmlLuucRzLILh6yQHNpC3NndGE9089USruRDT3iz23MaRNGtkfbXK2h6wRf4oxzJBxBwQQmGKuN+wKaSCSgIAPIwkztRQap2KIPl6UGBDMASmmcZAmaitlUEud5AvDRiW2MIoyIrvjQWCcQ9MWgYkKhNSjCHAYTW6ImnoooI5Hlij+xxR8KCPd7zCijPixVq+pP8KfSaf4d/tRyLbICIRsGIPjji57bumuLOCpQAuHViILMPvpz/NFXxvsxxYIRKTHCd9Sk43vJ2I+t0q/U9jJ9zdnpxtkwm7Bwscst4UqisFfq3BgUnmftdsWftbZyZLs9Evwhf9ziD+kvFO4LhftSx32Mk/EASEKlb3SWXtEZYlChM2Eykp8SMODbnEMsFIqB7Pks0/fxJwP+iIQ8CWzLIfUYHUNymvEZIxfuN0Viu3IAGseluC/MnKdkKs1g7LiTwws6aeyLeH1KKfZlS5HeyogmlI1jaQQ16RFh6hM5/STDGoyukn84CpGjzFSicrgnUrwqx+LUlbpiFyVFDhIc/qTiiGvi3Zq3o2TEIdw1tugp2VbAXyY5LxJulQRrmxZ/rttSmcQTzIHSlMef4k+c+mhb8AffM4gBIJalVLuSe8yFc8OMAHU0GJoKbok/iE6JejAEkVFeZETLJBE1kBGglpQy0JiyxZ+cMoKIxaASC+Ya2cZHMeOj1aA0DQoCt2gDFTsoj9JNrBS3D7mhK1F/7Hscj914gCR0Df+/sz6JTZ4V+W1q5VpyHcb5xA9+nIu1+H0z9GUSl6XgT5MkXr2P/LtLoPCB/p9sxvsxwShq6cP1gPnkyb1U24+t0q/U9jKsGSxnw/pDy9lRZNcMDn8s4cr5stsNs3x7AR3LoJLsAjP2XVC07p/pS7Bv68kqArwWfXfuFJH4beydShgh3BcysMGDKBVqE4Skuax0ZsNp2AZ0HTEYwii0BN8JGZgxdCx8HwsMwKBzP/SC9bg1FJC59gIsPnN6rufx3zOzIv6guaLAWhCDDHnmKV4vwuOkjDgmlu+4jXOlYOy4E1nTTROf4k0C4lPiF5QLI00iCleMrpEwCXJIOMwCCtZPFXpNk7IsP6iXUs6UJPg4UrIqp4jXcvfEftALLSQ4GMI76cUssvSSr36sIWOK7SKLmVNSaapcLkuseJDXNi3QXLeVq8RCBcAiLygPu6EnR5vhj/AHY0E3GqPnRDKFAeQqVhkRFnihWJD6dkawLz+2kJ8yLgFs5CwirnDsflmqhDaSQg0aLydZnikCEJrKMPwMoi4pI4g4E3yyYF4gp1B1guFrmotFs5yxHwQuNgcnzhIXCGabWCluyi1LrPoT30vRtS8/4YIkilbij5+mpClVVd6mXq6G6zCQeZI8+EkZiJ6nfp5MmhiUQHgdVmEdF8R30wOsGBHAarwfE4yilT5cD5hPmd5Lnf3YKv1KbU+XlJjwDNbtsGQ6ECNr+GnlCDfZCNfthomKEos9HJ9lUG7QZ+sPmBworftnwjHxVs8CEowK7d7gD6JtmhRxAq2BOrJI9g0I2XgQ8wyAB5HkOFiMEteTQphLCu3ARghGK/kxQJA1fiIz44g5j1iXfrThD2OsGy/QQVDScz1PFtbNUXuMUdK0quA4cUqeJwRSFJkcgKZpg+HA5hTehfFqnWnYpRZZ003TgOJNQ0wjSIOKcpEdkpz8i+DTNgL0LOHikZIz1SDTWJmp1Biz4ouIX44ybWye2uuqHBm1YMiqLbnSCwUSMhe7ALmyi1lg4JI55suvB+3ELHpK1lIh0y5XBtrhwsZBmwUanV1ymdMhxUfDoqQ8Etm/C+RnPT/CH9gGuskD+DntRGMABbdEqPYy1SjA6AM7I5hGIHrFyBmX5HFRsKhICS8QkTE52kgzYgasQ6cKasEEpKnMGIVlSwUbog4BTmhEi7Aq5AyqTjH8ggdPRPSgKGFrGQQuNgcn1jYQVIk0KZkSDtA3a3G6aeBl6Jq2Q9uPqh7xxx1sSHuT1+Y2TXJt8iaX+aQPQWrEWoJlPC5NljYogfBGREGDnwR/gj+w4jTbjPdjwn0vfbgeMB+T3UuD/dgq/UptLzeUGHkGlrZxtoJPxFuoJDQp58vqkiSqTez4LINyg95tWaeBA6W1dumipu2RxBYkx9tzJ0BvgFU6i9FaKtynpLGcjg3Y0QkPIlc6Q1sEQxTCXEBnKWyE5IdRlJViI8RPcljKZuiEAZ/lJog9t9EU8MjzxguKMDT0XM+TwLZ/LjwuHrOsrqHdNCPPczlAa1VZyAMq1SutcoAt3gViFIUutMoKRVnTTbOQYKEi+FSQBbKkJ9ITnxhO2kYwtcjAnOM8pGBDXSAy0lnbtk6URsIdOaYoJGX2qtatgpS1rvApcyiVYnTMLnZBPK+zFXZUrm3mmC+/3lEK/zDIwOWwkAq6cLlpdcy8tpkJPRT6kk25QV5kasgDdeQcnL+kin6EP5BYWOoSoye5FAWWVKZIIUxxhKIMCQAB56EhPAVfBwpo3iaqSivDIpOVkAJE1LQlNYDp58CZolA51EKtsCndtrlRqoF0gCAqJz5xdviokbWqay54KoV1V2rRDG7JXRj0RqSpcpk2cEYmJhkS1iGGxVoFAEiFmFHFo2TxkaSeJf74acqmtuza23SUa884KCNmPoRZK9YSPh2en3qd9SiB8A6IghZo6u4SKHmAFWd6M96PCfdzxo0m1wOculX30mI/tkq/UturWpJeSl6BJss8VzkMDrzFUGk9+1sJV7vVqKgoWwmX3CtMpVG+/sjIBknpun41ZFsbOVmnkPirzAEGN/iDkB0MR23iZTQDAsWgbBSIByAkRNC0PXBcnmmMmANmIcxFwVwMXIscBHOp0T7KUVzgieIXQijnkVZtkHqRXUWG8Br1cRxZFUUtLBmPJbCd3iuP7KR11yFwzbgzqbkcoChyzW1pree8yEutyiqMctVUVV4VuSpzGjjdVEdYgRQ6LnL+DKLLgR/cQyE+MZx0jSQ6buEEaRlRsFFeITIqdN/3TvqNiJ/4U1aStITrOne7Bq1ay1dtyRUW5e6VzWVRFpcNTt4xc8xXB7E6wr9SocsRipHzyuV+KBLmPLMZYQZymV9yY4h/KXPctHiVhwJcMMsvFH6EP7muQlMYoCtAUVcVBtBUCsIEwja6MqHOVcG5gXsSiFJRr5g8J1hndcOiRhuVQ8pRPxi0B0mrUtdoLC+hFtxLU0U/lAgb+oJv57pUlA1Uhtpd1uFJ12HBo2qgckaKAZoVQLOKDZKosxrKpigLRUULuhN1csB0yFoVED6PMKNG270ISKI7xvHDnfWJPvRm7G/Ts1wnxkE6r7R+iHQv1hK9nd/fpkJPKIHwzoiCTtDU3SVQ+gAr1sVmvB8T7o+QO77ZHmA+fX4vnezHVulXant1Dy1DquRsBKSw49JyNjhxdISreZWze7caFb7VdGXZlS9sRIMEdnI/INDaYpdLLTnGYpAlbcO3Dcjp9txbwbgIFShGa6CyMoOfSBTIB0DDUmkYm6oUFveFES/KVA3H7rocQUUD18o0x9t2JRtBJ8JhpCPYcK45D1X3YebZfbY44hrm4zh0E8c9XRoOwcB2+WKIP/DhYcBaUOXAnxwq1OLaeRRx+gdxYPhIFIFcQfc1BmeKjpvHyHlE8eZxWfKofoC7g6WTAmPHQhTBp20ES4cOqJoavIC4qawBj2U+jqMLd1rBGTnKNDWTDdfzVTkWp+Q4ThRV2PcUhGUhxkUm8MPyYhZVabNBvgTqnFgBg4zWbKQC/jA35GEqU2bAqmSAJzLQY8tdDQe14JS0fV2wDk+L5Gc9yY/wp8hNVJcNRg9Pzk2NAbRG1wZv5h3vAfEl5waNp2UBH2GIU8oEG9V2ESZLQyi4fTlOdcGQpwQaINgxRQW1MDJlU+U4Vl1RDLRoVcCtGbEaqkUPasCTYcgBPhA4TI7Hil1HdoHAC1lcq9bYgLFEmIcmLaznGFOZRwbdom9VRJhRm9u9CEiiP0v88dOUn8d6Gm/Tq1yXZsE6qzB5/hDlo1hL9Pnly+elzBeUQHgvReE9Q093l0DZA6w4Lzfj/ZhwDxRDH64HmM9Y3EvP9mOr9Cu1vWbUwtkF+N5xNgivBGIrNbuAXhBSfhdgCVf4FqIWbMxzqMvCUFFU7nS/iMgQSO6FqndRE5dikhqW1hXUenPuBOiNlGbIjJejjfsyxslwbMAOGIB0ZuBB+prO8r4vQGddQfLjeLvekEDRCd7RZG2gEOTLeehmjNSGP4yxbli4TZKRDgyHwL93+r3xuHgsimmC/+gC64ySERlsW1VlHGP25bk0FWyzBnaV+QC6b2GXTTmgLCmTsowp3jIxFY/qJ8oFbknHAJNnSSGNIG5PR7yWNQmBPa7aOAIIL8vi8GWoWIvDrhuJyou2QSoqY0U95awl+GRTIVfM3kLMGrvUdMQ17Cl5x9xUjVmPcuIIE4vKwqKnZBQj46+VPC8mY16jHR4QY+TVJQ8t8U/AKR2mtmIdOQf3o+/WvDZBYnFruqg08OSiaSHmocnbhvAw8J4xWmRnlNFEqFdMHvhRdbofWDQAgaiUeF46aqAywIy+bJqyhlowAWmqWpZ6qKrZVAb4BFxhmw3FmE/IVTlNJYbfc+NXEH0Y4ZYGAhebA4k3JUUJmMVbeSEZEF7F6LspKST4VuxVWDbxyFmoenpN08c765PiZWkPy236LNdTdwIElk1ZPMblItYSf/30+9eTKU4ogfDeq8p7i/L47hJIPcCKC7MZ70eAgGxeC/bheoD5LNW99GY/tkq/UtvrFnQIqVYG1q+7ui5Xztb58Zpw5ey+tol8S+B3oYyxDIpkarvHXMaFje3dC/Xooib+lEpSR+hqa6xGbs6dQFexRowr3IdmuhrcVzJ8AWM1MaLopigrbbAOqevCdPCZ0tHZNFWwtqES8sMoLPmhFoMiiNrgC52Q88i7JdY8a5FdKQRV5Y0X9Gm6wJQqz+O/d/5rK/hTlvMcY2lYxiouAR+MOgR/6PRPVV1BcXUbx1U+tq1pTQUz5+QZJqBjhARlagwlNFMMwB+Dseeah0m2EVWmY42PBoAF/DFoTNXl4XBw6D8K/FPKFn7aUvAHPua2Kou13D0p5QpGg5MyFzY3dWMuBywr/nDMl7PYqsI/FOfQp4hbqWBal5eDxZ8V0xz+mEseEctJUF3qdJxauil/35sQf7If4k9VtnFnuhhIjpm2LQYxwuVbRnhj2XYx9GhiAg5CIvg6DDDXpsatrnrdjyway67g2OPl0FUAAoSioAE0VjVQC7WCphpzONQjXAH2DIMqm4LqaWndxZzPMKh5LsWggD9FLgZlYFAQOKeBRwOUTVHWRVujSYFgijs2ZcxaoJ+8Iv4MDn+g0fntPv6Ur4fueLhNX+R67s99X1ZtWQJ/Dono+dvnv347m/KMEgjvM1Zhn+I/xR9YcWk24/2YcP8GueOb7QFmd7iLKJ/sx1bpV2p7/QFaplSBHCXwh7BdkCzg/yeLL125Eq6pG0kS9ZeM6+VU0DgYMvBrZ7exC4oEfPAGyV7WAnluAUnWf10Dtd7iT1HHOfEHo2jikgF8g3U2V6EMLAA7Fn8Ai4I/NUoxFBRW81yBq0a4li453mlu0FrdAJ5aDLWqsd5gMBDzWX8A/nBPmmcAcPpb/BnS9FAJ/sjC+vXvg8cdc2OOxwSLSMN1Rq3E6xFKJAln/1a3dWeqrk+SulyGoRmauurrhUCDbJIGIUGdNQ2P6k+UJBYNDVyh5HLWNmK0yQ5wcd2nBPakGdBra87ns4PyReCfsNkNkszAvQFTt1Y5x4q15KcW9oGRKxgNomKubO66rjUr7NRdY3Pf9O1lo7JBO7VByOZyyikNTTO4fHpqFDNZixmxKnLfXPIy0iFlKZYtR8iDhwI8MuDPetSP8Kc2fTK2Y1K3AEXTDwmmPFRDT4RdzDAmBnNJ7Iw0RFkR8hHUAD+aqZgWFi0G8EIZnJ9GtIdAsezMZPq+7pYeTdVsqm+enrqlqU9tAyJs6q6kenqKsTqVR+DT8WRGU0113cJJ0NpyQADXQuBic1U590AtCQZ7AJBdm/L3yEljkh7tD0D4OvEaM1NflqqPvyn1eGd/xHw+j8/n2/S7XF+n12ky9WDMY2LOqdjB3779/W+vrXlFCYT3Dauwv0BTd7dg8gdYsWk34/2YGmN+MwZ9uB5gPufmXvqL/dgq/Uptbzoj4oRUmw7WX4wdmKeGjKsJwPLiCFcCe5pj29kkrGvIxxwfWIWJzXXd+iMjB0ruhe4Al3ArN0vabL8cQU63595V1SVlheVEVaI1UFmHRgxXeVMJxwYh9ZVpEAIP8CDQGRoHxaOwrY/HZjJmaaq+MBzv4dhjKqiFaJuxWYd6dE7Oo5zOSeFl7rgVTl9/HIeZlTrTpT1PFtZf/mP2uJ/VNC8vKVZ1DXi+7XKCK88rMoBK0/7WDd3Y1OOUZl19mud+7rtm6s5t2+hWt20GB+hb3SO2atMXogaikh6uAP4tdCONwIv009A2xaTgYmXWL1laDu3b25uT/qljLcLmNEtq5gmp7Qa3VVlTvvJTC/ugkavpTddLrm0ex4lrEZfH3uapn4erH2u0Gf7rOnU545Tmvp9dfn3rc2ZYjWQeEDf51F/yeUEYYJdi+vQMeaAODw7kaDP/Ef50zZwu/SHtBoBiM80YwGmu56k3TXtu5yVtIUTODbhS9F0KLjNVP3Smr7pjdTyjqDs3h7rr0jR7fT907dT1Qz02x3aeu/E0oamOTU3929t47rpXCK4Dgkw11TNRjPWLeTF9+/LSAp+OXTtUNX/+cH4aajMsLabBhYI5Tq2IcmimoattSNi3Q5/2bTq3FBAWkpnXtyfqQ3ykfP6r1o/lz1Pz+9vy6e02/V2uXxgHtd3cNo9Z+ybWkv3b3/7j374MzReUQHh/QxT0BzRV3k2PsOJm2Iz3I0D0TfPXpkUfrgeYz1t/L/1hP7ZKv1LbO76B9CDVfkzTpjqMYJ62AcAfAIuf7YAWiXdojoPbDRPWdbwKMhxsRIM0juuPjJrGYpdLT3AJ4WIgq6QDkWsZG3N77g33TU0DZKkNWmuaw4jPllHWgY4NQpqatquGeoYHNT1GzAHXh3pon5+7Q9ucu3qqxEGfnqemxpgRf88UNXpDlNC1nEd9fEsrT9vj1ozx/cdxtCet3+jSnieB7bf/OnrcMe+69/cMQVxHnud2RNf1CECUAjL0vw/zsHTtfMjU0L4cj+MRdnkYgDQd3bRXWIFMfT6NWdZn7wCACRw+NoiEDMLJThrpyi5/hYFXiwZyVmo8qqya+8+fP/dWci8DaxE2l6MkG673g9u1fGupCfmphX3QybWZmmGU3Nq8zMvkEAl5nmw+jIfpslE5DiobegCnywpTQh6PLn/6MpXMazyEwSOjjS2/nIB/Fpzyl7fjyDoZ1+EhYLX4Ef4M/SE7TedsmFvM9HDEAF6O7fEwNl3/0h9PWT+2U8YZwSwgypZ6HSfc1uNT/fTCopfu1I5DlqnPX05obxjndume+sNhWF4OaGro+tf+MH35Mr+Mw6cZSFyP/dLS+g8Q49S+N+/N2L+/96eufRr6CUwEcby8Tm0zHXtMg4vr5unQiyjn7jANrQ34ALpjNvXZAaZ5HBEDKW/sn6kP+Ag0+v5PRfF4Z33S/e3z6bfPt+nf5Prt/A3rrOHYd4+q/yzWov7xL//1j29T9w0lEN6/jKP3z9DU3SVQ9Qgr7qbNeLsPCYz+T12PPlwPMJ/P4730z/Zjq/Qrtb2nz+gQUh3nDJx9XpZ+ATvM4Oym+boSLgmV5ji53TBhXUTrNoF7mdjcPK8/Muo6u1hw6RUuwbqAIEvaEn+dlq7Jbs694b5Z0401YHlecHde6gVxLqNAOjbQ8ND1Yz21QmfTeV5mS2fzQDrru5exXWpx0Nd3gsG8YChHinpG9y08OMOz9ulzVnvcu+SJdF8JyFyl/rkoPtOlPY//3h//c/a4nhyG376oomgHXetxwlJrGMZ6HrVGu9P/nQ4z7P141nrq3s9P89MyDafpExC7GItx1BTvVCyLUqP6DQCwVF01d8+QC9YngzSC6L74BA+pTzmBXS9PWtWH8evXr5NN7zNrETZP5yem4emENK7K+dyzFpf5syhqHuTaLd20MK+xy+lwWoZpzcfF5jOyVmueJ62mEcDZSe71WSrgD3ND/su3pWKeOpuxTkI+zZf86Rn4Z8GpeP/8NLMOFrt5HgJWyx/hzzSe9fPyoqYDYpHh/KQx5XP/dAYcje/j+VmPECLn1sEslln1PaxoPmCC7fzavr4rTPZ9eAaiQkR/+fY8MeQ59KfhdTyfpyPUcoZMxk/jafn69fg+z385LMvUztOpZ8R6PkAt/W/dl24ef/ttfB56rGyWtgc7qPdPcI7D08hpEFZfT6OI8jDgrR4TRV7Gw6yXUZ3HMwQE39LePL7BQLSl6i//Wpa7+udp+H9fn3//epv+Idc/Xv54eRmnp3HY6fFrLnbw3//5P//9xzL8gRII7z/n2ft3aKq+mx5hxcOyGe/wIcG8/nUY0YfrAebzdb6X/t1+bJV+pbb38pWc3XfzQYGzn684u+v+jx3QswT28tshS7jCtxC1GzDUxcTmDke7wTWpYbC/m3LpM1yCdbkUk/RCNHo+Dt3NHoACXamO3AdNH3H3bLkPYPfSH06qO3YnobP+qT8eh+XZ0dnLRmfvcC2gDEbxScgPtdr2CaKeDuiezqnwrH/5qlqvKGrZFQd1Th/HMb6V5Vc46+x5/Pf+PxzRLAV42tWVWWxVVRSG/73Opi2DFArFMlj2OaWXarEUEZB5KmUoUKAgoEiZkUlmZBAEGYQylVmGIqUyTxocQNSgCRAGIcYHwTCce0kIkAgPxCc49/q3mxjeffImX7//5qb3rLPXWucC0AAc0giKfyE3+U5VvHdQhR/fg5ZTfH8YixGH15hewiK1SG1UMakvreSCXJRbjnYSnGpOLSfDaemscIqcNU6pc1VX0/l6mC7Uo/VsvUmX6DJ9RJ/UZ/RZfUVf0zf0Xf1APzYJpqpJNvVMqvFMyGSbNibHTDOLzDpz1K3jem7IzXIL3e3uQ0+8OC/RS/KSvXpeqpfp9fBGeGO9c2kZaZlpV9NPpF9qXJoZ7ztPJRqLxcrvhrUa7GGtzySFtZ5nrdcdOHFOFSfJCTktnGXOSta6zinTSlfX/fVwPUrP0MV6q96jD+vj+hRrvcxar+uIvq8fmXjWmmRSTANjKmptXVHrLLP4hVoL3GL33vNaa7LWuv/WOoa1hl6otZKPp6qiVhX7O3Y39kvsRCw3lhWrFV0eXRadEx0YLYgOiPaJto02DSJBOPCDO8Ht4GhwJDgcHAoOBNuDj4OFwYJgdjAzmBpMCkYGhcHgID/IC7pHsiNZkYxIKJIeaRRxIymRGpH48M3wjfD18JnwgHD3cE64fbiu/8Av8Vf4S/0F/nx/rj/bn+GP83v5zf3sO7/dmX5n6u1fb/518/c/gz92eHvj9zmH7Iz8T15xUqVcCv+5aodbUonTH48EVOZWVEU1TlZ1JKIGaiIJtVAbyaiDl5GCuqiH+miAV5CKhpw+Fx7SuE3pCKExMvAqdygTTfA6stAU2WiGN9Acb6IFWqIV3kJrtEFbtEN7dEBHdEJndEFX5KAbctEdPdATvZCH3uiDvshHP/THABRgIAbhbQzGEAzFO3gXw/AehqMQIzCS9a/Ap1iF1diEz7AbZdiLL7Af+3AAh3CEm30Ux3ACx/ElvsJJfIOv8S1O4Tv8gDP4ET9JDmZgDMZiguRiLkoxDZNkAuZgomzCSuyQYsyUzbIF4/GhrJTVUqR2ywZMxkcyEQfxPZZgND6Q9aqzbJRVmIKF0h2j8AmWY5uqrZKlrbSTztJFOkhHnJYS/KzaSJ6Ml57SS/bLAemGedJJukoPLMMaLMVaFGE9irEB67AFW3mHm7ELJdiJJypPDcB01Vflq36YrwpUf9Wb3eJLV3vezUEvdFZVPCMsQgxZ9PyJuIcfl+dR9MbndCbPCJ8uqgv/JYXUZ86lW1lUL/o8ucCcR1+0qD70dXKLua+9hMOnrxpIx5EE5qE0p9ZhrWoYnURqMRfSIZLBzI46LUhL5jH0MrKCeRy9khQxT6DXWNRkeh0pZZ5Cl5GrzEt4JsqeizpGVyf5zKfp/oTXV0/p4YTXl3iaZ6FHM1emZ5DZzFXpYrKJOZFmP3QJM+vWPENdZs9IHyZHmBvSx8lJZpfmr4s+w9yYPmuRTPoyucLchL5mkSyaZ6hvMDelI+QuczP6PnnA3Jx+RB4z85wM6zYJtjemqkVa0zxbk8zchmYfTT3mDnQDksrMXhvOg/GYc+iQhbMLk23hRMKUfxe/Q3rSORZh3800i/SmZxHOknAGzGLCfsgQ+qhFxgNuHYu8T3sWbhnckIW7BDfLIpPoAlLeF/bX5fm725nn0ffIQ+algCcW4Vx4cRZuILxEi3BWvJqEZyGr6WSLrKXrkvIzYa1eqoWbDi/Twg2H18Mi3A1vhIXPBHicS28s82b6nEU4F2m8jzTOsGyjMy2yg75qkZ1A+gmL7KIvWfhMQONSi+wGMisR9lU+B3zukc9lkr3grykpv9/9QDRmkYNQT2pUADn0Dx9Plc8AAAB42l2QsU7DMBCGzzgU8gZIFpItKwyVK3amDE4klCUQBt8CRWol0ndAysLigWc5NrPlxZC4pFGHLr77/zt9/u0E4JoEeRt+hPjGJLZfCfztL+Qg3143CYTTuuo9iS2LC8fG2nAnna5JFvVzsKijjo+7qGv98b6jrJgrD/YR7zVBF3o+X4KhEtWp3SM+MCebONnMiciEw0I4zAQG/PHSpWs0ybs2PAUavKLSozJGVzS2gUavDCJvrU5JuX72N0vmK868WnNzfaR0gUpFgDEelTU0xKgiv2PRCcYzQ8C5US4G/8RElEWVxNDOo8EaNRnWWMM50fPduWu6UHFSg5t/SP1rRQAAALgAACsAugABAAIAAisAvwABAHMAXgBJADUAIAAAAAgrvwACAIoAcQBYAD8AJgAAAAgrALoAAwAHAAcruAAAIEV9aRhES7gAYFJYsAEbsABZsAGOAAAUADAAKAAAAAv/OwAIAgsACwIyAAgCmQALAq0ACwLgAAcAAHjaXdZ7cJXVFQXw891SRaWKCBQfqFisgugQpD4AFRXxAVWkdESKmpZUTKQxNsRJbOTeQkCKCL4o0RjlFUgG8N4oWhFsqQpNJIYkIEQIQiRYgkTAV1UQ+rPlnzYze5LvnL3XXmvt/d2bEP7zs+Z/I+ojEiHERLv0EI4bHsLxReL1ENq3EyNEUwgn9BUTxDOiMYQT3Z1UKOpC6OD+ZPUnHw6hY88QTt0ZQqcrQuh8Vghd4HVJhdC1oxgr5ol9IXTrEMIZ7s6oCeHM6SF0R6d7vnB39qgQzoF5boYoF1+H0MNdj6oQzpP7E1x6Oj9fr586uwCvXv7uhUNveb1bQrioOIQ+F4rnQ7hYr4tvEjkCl0vaCxiXjA6hLx1pci511n91CJfpfTmNV/JmAJ0DBwnng/aEcNU7IVyjZvDEEK7V43p1N8AZKudGmm+m4ZZugn/DnA2TP/w+AefnTwie3orrrZv+G7f1F8tCGEHrSP1H8uIXMEbRMQreL3l7B4/vcK5tGE3PnfLu1HPMuYLGMerH4DoGv7G4j9VzrDnc5e+79L6b33cfCOGezsJM7jGDdBzScUzHP32FgJ9OT7q6X/NnHA/H4TuOx+Ngj8N/HIwMvTP0zYCTwc8M+5IhN0NuhtwMuRlyfyvnXtzvxWk83uN5Mh7n8WrGu8/EORPPTLozvwghy3yyzC+LZxNgZcvLhp0NO/v7Z9jZsLPVZuPxAB45tOXwKYcHOTjn2IMcnuXYlQfd5eqXCycXTi6cXDi5cPLsVB5P88w4D488PPLweMhdPq/yzSgf93zcC3AvwL0AVgGsAlgFsApgPYxrIZ2FvCj0jhTqWYhPIT6F+DyiR9x53Hncedx53HkczziecTwT3omEmSYGCwNO2M8/4jcZr8l4TcZrMn+m8GcKf6boOcVdkd9F5lsEswhmEcwimEUwp8KcCnMqLVNpmUrLVFqm0TKNlmm0TKNlGi3T4D9q7o+a+3T7Md1nwfQhwo5Mt+PTZ4bwJ3kz9Jmhzwx9ZugzQ5/H9HlMn5nwZsmfJX+W/FmLhPdllv2e5V2e7f2a7XNgtl2f7X1/Eu+n9XhazdNqnqFtDk/n8HSOGfxZ3lx+zdVzrp5z9Zyr51w9i/Us1rOYX8X8KubXs/x4jkclcEp4VMKbEj1K7HiJHS+x4yV2vMSOl9BaQmupnFI5pXJK5ZTKKZVTKqdUTqmcF+C/QM8L9u4F/r3Ix3n2bh4/5tE33/l8eQv0XEDXApwXwlqIzyK7tQhWGT/LnJWZZRn+i2lbjPNiOUv4ssSsl9C9BN4SXpXDKKe7nO5yusvpLldXQXcF3RV0V9ipChwq4FTIr1BfYdYVapbydSldS+Eu1X+p+S6Fu8wOLuPxMp+dy+Av59VyM1mO30vm/hINL3mvknYkaUeSZpq0I0l9kuqSeiTNptLfr/DuFbivwvmL3X+dvpVmvkrNKnmr8Vyt92o5b6r/q7s1eqyxD2/h/DaMtfqu9bzO+1wFr4rn7+K03t16GOv1Ws/f9e7X41XD9xr+15hDrZxaOmr1r6W5Vt4Gz3V01/OpXv96PtXzr159gxk3eBcbcGrAqYEfG+3L++o382uzPdxC9xaz3mIPtpjNFvNohNNIXyMfGmn4wOy20rGVV1v5vU2PbTCbaNqufrv9+VDODrNuhvWR+o/U76Jntz4f47+Ht3uct/JqL2576flE7Sfw9vks2eesDZ82nNtwboPThlMbTm04HVB/QP1BO3CQL5/r/aU9+oo//+Lp1zC+4d0hvh/2bh1W/x29R+Qc5dFRmo+6P8qzo3UhitqFKHZTiH7whCgXa0LUznO7PSE6zr8Fx3UM0fHzQtS+v3gnRCdcIeSdeGGITmoMUYevQ3SyvzueFaJOPcWmEJ1WHKLOiRB1GSLcd5X/40FiX4hOXxSiM0eIdKH/WRND1L2DWBGis/19Dgzf+9G5hSHqAbNHH+H5PPzOw6MnHudXiZ0C9gXPh6iXnF569Rr7f1EklgmcerWEqHdfAbf36yG6aLCgp4+zPnAvxu9i/S/Rv6+6vvj0VZPWTcBPk582StwnYKThk0ZLGqy0GoFP2hch6tde4N0Pbj+c+o0WEwQ/+j0jeNFvtaC9H/x+NFxK/6XnCtp+5vdlvL9c/ythDXA2AMYAPQfgOQDnAe4Hqhmox0CcBuYLPgw0u4EwvU7RIDwH8e0q87pK3dV+X+35Gt5fA2Ow58G8udbsrqXhOn2vM7fr3Q+ZLui5IUOY8VB4Q/EYSs9QGm7U7yZ3N/PqZnpu6Szou4Unw+QOc38bb0Y4H0H7CPO6Xb/bnd+u10i8R/L4Dj78iudj8fsN7zJoufdYZOKVqSYTn0xaMunPhJ8JNxNGJs8zcfS/Q5TFpyyeZ8HNwjGLX1n6ZuGUhW+W+d/v/v6cEE3AYQKffgc723M2Tx44HKIHPT+ox+8956rLlZO751iY0UQ9JtqFiXjl0Zyn5iG983mQr0eB/XjY2R/0f4TuSX5PomMSnybROIneSe7j5hbHJW6n4nYuPlzY1Ti+cf3jM4VZxs0mzp84nXGc4t6duPqE+oT6hPqE+oT6hPqE+oT6hPqE+j+KKZ6nuvd/QPQono+a63TaZpil7/LoMbN9XN7jdMw2oyfofBLvJ+U9ybOn4D9lD5+2U3N8DsxxNpdPc/Uq1rNY/bP25tnnjwXOz7n3XRyV6vGiu3ny5pnTfF7Mx2c+fgv4voAfC/VaqO8iuYtwLNOjTE2ZOZbxs8zsF3tPlrgvp7ccjwo4FXxYaj7LzGQ5b5I8SfIkKSeJc5LmpB1P4ptUk8Qn5XMuZS4pPqTgpfROjToWZpQyoxROKbNM2bEU3SkYKRgpGCkYlTAq7UClHaiktdJ8Ks2nEoeX8XmZHy8fCNEr9K3A5VWaXsPrNXv7Gm99T0YrcV6J30rv2hv4vKH3KppX0fmm8zf58Tdna/T6O8y31L+t59tq3+HtO/LW8mat/mvxW6v3WtzW8WAdbevoX0fTP9RXua9yX+W+2n21+2r31e6rzbAaZjW91bCq5VbLrZbrezh6V+56z+s913iu8VyjtkZtDU9q7ON7eryH33vekVrvfS2etWZX6/uj1uf7BvPcwKsN+G7wTtbRWUdDnbnWeafr7GIdH+rsYj0u9Xaonu/1PG3Qq0GvBl747o4a8GzAs4HnDfr7Do826r9R/40wNsLYyLuNdm2jGWyCscncNtmV9/m8+fswE9/3ke/7aLN5b7aLjXAb4X7g/APnH9CylZattGylZSstW2nZZpbbfO5s4/82Of6NiJrkNMlpktMkp8lnS5N3pwmXJruwnW/bcd9unz7U70Pcd+C7w9876NwBZydfd8rZyeudvG6mqRnXZufN9rTZTjTj1WxezfKa5TXT3kzXR/B3wd4Fa5f5tdDXwrcWNS30t8htkdsidze/d/NtN0926+N/kehjXv2Trj14tNLTSk+rebWaUStNrWbWKr9V/l7+7DWPvebxCS5terfxow3Op/R8Kmc/7vtx34/7fju/H/Z+Xuy3xwdwOsirg3bhIB8+g/OZOX0u7wuefIHvl3p+Be9rM/mG9m/UfGuHvsXpkBkdUndI3iGcDul3GPZ3PDki94jcIzCP0HvULh19JsTChaI8xCK//Y8Ta9dftITYD50dN1rsC7H280QqxE4YFWInBrEixE4aEWId2onOIfajRWJ1iJ2SLvLFE0L9KWtEY4h17CMGieFirJggCsVM8XyIndpedBM4nHpFiHXSt1NCwOjUFGKnqTttoqgJsc56ds4QVSHWRV0XuF307FIXYl37isECt664dM0RcLrBPR2/M/Xt3lHgcHZPQevZQ/4NTGCA9QAAAHja7L0JfGRVmTd8z61U3SSV2rfUvlelUmuqKlXZOns6SafTazpJr3Q3TW+szdYgKiAgIIIiKqjouALj2IiOI03jjvuryOiA28wr6jjtMjoKtKjYlfd/zl2qKpUg833fr3nf3/vB76Qqp0/Oved5/s9yznnOc7gm7rpKG+9vcnEqTuASXDcX5B7nmjjC8VxT8nF8Ek7NvgXxzYZvuS5L0BSMmoImi1UTDsW6u0ul7mIsHBLYb8VBvpD38TarRhCKpULebmOtriMfruwil1S+8UFjS6uhFHXEvI5mtVZn9gQMgaRTmyoMWA0GKy1Nrj8/V1Q/8Jcd/MVanU47pwp1eDu0Kl1rq6FFbQl02rt7m2+hTY02G95yzdIZ7mn+BN7fwGW5kxw3sXiSI1n3Y3hf3eB2qUJHK3ScanD7KY7DF2Iy9+a6ypaCqvYtz1vTO7DLZXc4nQ676wny60rg761utxUFf4Rn3UE+SfazZwlcmj4re5Jryq72TDWtUNOKXBcpF4QwCvG0DvhPopBPvoT/OH5pCR0T/l2cm/Nz75Hf30L/1MJplb4ctMJRUyF1rlIqWmhFC614HG9K8I6Ua0584/DtJKcynuSEp8RPLT55fOrwyeHTgE8nPk3Sp036d4/0776nMAIBI8AYWCkXWCkIrAhq/Eo+0rNFvZjpzjyEslm90LNVsz3VnXoIZZOm8o6Heh4in/9x5tP4L/PjzMfwX+bHP+bwdtqlo+S/VH1cF5nF6K2gZkqmaJIOKVkz6AytyNRUSHSqUsFOK+xiRdL4GKhAXhhRc9vx5QgKf2wkyDXjSztKB0oPyhTKIsphlGtQbkO5D+UhFNCL+zrKD1B+ifInFOPuEe2KnaiP4Y3wUC99aBAY8YJlXi6OUkaZRFlAOYRyHOVWlHtRHkR5FOVrKN9HOY3yIgp7zkqdqI9hSPP4chCFP3aKa8NnEog+xUXxGhaGbRKDTGpsVh/vsAPeep4yLhaLl+32Qp5KbDyj6i6WymCg3e4g3wpvyUxvbgv2pXdvDPZvzpm6zKV9gY7wwcLstuEN+fFO8+E9lpwluz3Adwd8a7ptQZ/PHN29JjVd8t1xl5AKJkLJLSPZcZ+lI5n3Tiyq771PHfYAoVcs/Yr/Nf95Jp9+cLOfDICqfFaUHsY0FWWaqoatRlphrKko0oqiCO4UQBNg4G7Ft3YGbiOo3iSzugmsbpJZ3URbgEtN4FITuNQEVjeB1U1gdRNY3QRWN4HVTXipJrC6CaxuAqubwOommdWNnVBWF/HQmMzqGLgUA5di4FIMXIqB1TGwOgZWx8DqGFgdA6tjYHUMrI6B1TGwOgZWx2RWN3YisToGVscwpFyXI04caspXmYt5kbmi6iWr/ss/JflIsjKcHUxGs4OpYP+MM70mMjzlTA+SoytUOjz8KU9y7UQuv3aikE2tnUhO5FyzI53jOWfl6IrVVD9OLJ1RXcAfga3IcB+XdVkz5V2zyDsjOBZSDItoYuIKF5tBULdMUDdo4cY/ukELN2jhBkHdIKgbBHWDoG4Q1A2CukFQNwjqBkHdIKgbBHXLBG3sRCKoGwR1g6CingtQ/RYUwnqVYsIY7QRKy0G+HI6H8Msg5CXGzxGT5kDwvMuvH77pDenZA+XxzZ3b79h3+ILikfPnA1f9KTbZF9dsumJdOEu+kr/k/guyN71+7rb93eNDnRuHOpuuuiAyf8fhj3RMHRhQhUsjwWScozoQdoX7Z2ZX2rkauahaFBhdyOkdkt1gf1NeupmMqXo4E6elWipLbRwsWtFcduhVAIFDyKjKV10dzMyW/aVU3JkMmF96gDhuaO++9vZ3bTvy0fXt8S07D3GsLyP68jT0Ray8EGeDjpd9KuKhna3vkTsjX3yg8quG3gi3gdxEPsM/y+m5DRw1U7A62XojbBCNMCwjU1kq5ZtG+daifGuTvlET6hAcQlyIl+NlR7xAnG8z3Xt+en4+vf+dprc19/BjPd2J1wTe8IbAaxLdPe9l41rL3Uw+RX6DUUXxLq3MWlehJ/JeAxtH8NlMMSCZOGraiOc+zX2WHgv7STYX3v3uwrtpn8LSESBvK8ahlcbXBlo5ABvJjxCE8IzNY7e5WnSbE+o2j9XTbtG6bLfgb0eJj8yQLRiyjhPfgxM9qnJQGBUILxBfsYjaXvg078IztAwPqmyDiaeMrrotvbLLElG8FcKllh4i/6qKUL0qYYqnPHWQOHk4U3ltShUx/vXtJtGv6V86Q57jPwz+h4hWllsXfZqrRgmbaYWZPv4xSl1RTDlIGMdRGJdRJlEWUCiujqPcinIvyoMoj6J8DeX7KKdRXkSRxLSxE0lMOYgpx8TUZaRDlzR8CzR8i6zhW0CkFijnFijnFijnFmj4Fmj4Fmj4Fmj4Fmj4Fmj4FgysBRq+BRq+BRq+BRq+RdbwjZ2ooWzL+VJZ8m41goaqVgfVD6iTWK3RPLdxp6WpaXBI/Ohd3K6xXX9kcVeTynpj/I53+0vt+xalj/xrr02XPnriddc6ulwfPcHwmcaPJHw/TdVzbaJEbqqhOkcrONFzZXhhwlCwQA4Kqg9Of8T5ZG4zv/2C9DVnKdHJ0l/x49PgpQs9Sl2YaBemFft8jHqILwAbT53CU52cCb3jD0DsVpnYrSB2q0zsVtCpFXRqBZ1aQadWELsVxG4FsVtB7FYQuxXEbqXyBmK3gtitIHYriN0qE7uxEzWcGAc+OTa4YLDM1A6lelyiNfRvkFxbuUlz0VvnI+Wu1NZ8rOeinnULHQu37yN9+f1vvnAx05WLp0OFrpnxwv5L37hApRy4PglapEhYpoWBDt1QQ4sArQiI5olKZJJpBsO5h9sp1CXZxAQv9Wq4FhZq6xSyy1QX7LIbAdeReRbh8BPt0YFOe0+hc1OnZ++B2XlHtMtNegZ9vZsLfReGU4N7p7be7SdXORI9wRy8xdj05sFwXyrQojLMlbKwR7nO0Lq5dTcyGfDjx9PgkZ4begUy8DiGQrlEeSRAa7dK2rsN2jtYDpaJQyVOScIC6bBVfqYmXPa/fuLPt2/XbLedyJBv2Cqbv/SlwgnR7pmAj2cgf5GqrITpo8I1z5YAw56txt/42LPDRlEHnoL29HFqxjSKGbvMNDvobQe97aC3HfS2g2l2MM0OptnBNDuYZgfT7GCaHUyzg2l2MM0OptllpjV2IjHNDqbZGdPgtlAJoTNumUn2Gj6GLUHy9cof3J6+QHAg7Q70by2Uj8ST4a2JcH+qfbwnUPKm42QDf+h/6oz21EjnwL6xSEdnOBx0d28oDI8Y9WQIIyyDTj8Aj4JcsSpJHkoYz4r24XFAXHT00EyiFJMkDpLEyZLEAfAchICDEHAQAg6SxEGSOEgSB0niIEkcJImjT4QkcZAkDpLEQZI4WZIaO6GSpMZ7eBhTzHh8WmZKGvRMg55p0DMNeqbBlDSYkgZT0mBKGkxJgylpMCUNpqTBlDSYkgZT0jJTGjuRmJIGU9IiU6i7WMuWDC95lQ4hJlBbYqMTM4lPZHN4oj/VmjiQ9vd0tocHNmcSYzlXesPh/viI25c9kt4V4y2htNvfl3b181dEZ46tL3XbOoeTQwcnY57ehf5LP3plv83aGXpuTcFg9GdHOi2e8pby2ADDeBy8+1i9jWmYb2lohUacNauM1OckL8D6EUiUAH9hqPItDblSUzmp4fcWsmfvoKLI+v0dMOGDrz9ACqt6Da20olW0NX6ZEX7Q0A8a+kFDP2joByP8YIQfjPCDEX4wwg9G+MEIPxjhByP8YIQfjPDLjGjsRGKEH4zws4kx/QcXwwH1H7IyDLOAYVaGYRYIygJBWSAoCwRlAcMsYJgFDLOAYRYwzAKGlHxZwDALGGYBwyxgmJVh2NgJhWECn62Sk1vmEuybWfpG/WuNYK/io4TZubx8pmLIyPBx5nRYpHk8c0XI74ZnbggPLRTzs93uxa3FrLc0k4mN5DxnokMZtz461r1u/exta2f0wZ7EcP8I7+jZFeu7IL2u2+tM94fXHvW7ppOx4YzLGi2e/b09Xg7aYpGI1bNnsDTIb1jba48EfIbAXC5ZhtxPLv2e/E/w2MvluA9g+N5sw/rU4wAAgf1qSlL/3csWH8RVkIRM7QSonZCpnQChEiBUAoRKgFAJUDsBaidA7QSonQC1E6B2Ao9LgNoJUDsBaidA7YRM7cZOmLc2qCqDYFVpE6VPsEheXAaE1qPKPjl1xbaylg/v7gr2iQIXH+vyFA+8Y9+DuS1RnrcEM+5Qf9K5xmcrrz8wQvJZZ3ass2/nUMBV3FA48t4rN7nJQLFgDhqSA1FTe9d018go86Op3/4d8kN43I56z91G6WUTPXdLjeeuqvl+qezFl+Qv5KOSP1+5S3bseTb/EJ/hZJ59e5Y+Z1m3dbMRpeOIMi2p9nxBzQSF6Ysp7i3kO7wWzAxxVDNII+DpCPB06oY24R95BmFLOepQq4UpDbnMVHmURD2kmP9I7u670tK8gvsq+Tx5iK2XOjjRfjYp0//q3EeNskkghwX4d+QwdE2x+DAmQux9snifTyvvw2frVZb0PjynEUVKUMej0TL5tKbyVhOZrvzYQw4qL8Rzh6GznuJPoqcM926ufmm1um4boxUxURs6jHQhSgKyEUA2ykA2gsNGYNAIDBpBNSOAbASQjQCyEUA2AshGANmI5xgBZCOAbASQjQCyUQZyYycUyBYrzATVBU21TjBDc5O06M7Ye1rdpVYF8335YHdXYmssnD5aCFFAF9YUwhoFRCazvUXv0ad7455QNhZLRGKBXJLak3Rvwh/tqvy2iq11SwXVx0CfGW4XmVjmMTesa6up8BfxV+JiXCd4tZ5Z/AD8MSddSc6eoouVnEHxjgZlSg6CkoMyJQdBhEEQYRBEGAQRBkHJQVByEJQcBCUHQclBUHIQbzQISg6CkoOg5CAoOShTsrETukSnxkOnZKMzBS5PwV5MQQNPwV5MwehMwehMwehMwehMwehMwehMwehMwehMwehMwehMwehMyUansRPJ6EzB6EyxqWoR45/D+OcglWq6pFSvj6iTVqem7A6VRly2E5W+qKWoe1Aqq0SNxVahYB/4v3dlu3pCO+4+3DN546cuXnjz/mKob7YzO6Zqsm8sBEpxR3hoLh/bGAwR0un3lZOu9Narp/e/79I1uR2v3zC4s/O20GDG0591JwN2jd+WfahF16ou7L1j+2ueuG06v+O101tuWMgUOklHlyM93DlxdDJiN1f+KLRpUh3RdRdNjl+0vmPsuo8d3nDdfAYj6fD1L/aPrrG4fdq/anWYbf0CAvscfwJk0nLrlnnzVfxIqkS1gvvxOJ10McVwCl3w0mQ3GhTCpGAJRwuqMLmn8rPNQ6R75s7+yr9UZvnHHuNPnN36G3In9UkmIeQOPN8AMAS5WfkN2mj/bTVvUPVJxB0SI3tgEz6dDKutRjpfpvPiNiOdHFJviFprNhfShMOYKdmJSlxmDcelzzDvWLuWDE3ceuc/zr33qqOVt4ffuG/fuom3vnHzlvXzR3hz/3aTSjfbf/7l/ImNlecrP922YWC4a8Not6TnJpbO8AnIXpAY5Pf20df01by3lVZYRcr5Xo3dDauRLuBJ8qSjWhOioIMo6EB7HeRJB3nSQZ50kCcd5EkHedJBnnSQJx3kSQd50kGedLI8NXYiyZMO8qQTvWm6k1EVCUe97PB8aDic27G209s1Es1uCHnCe/sLCyOR4vxlA6XFAL/F48jsfNPOoZ29bp874Y2Hpy6ZOXj/4e6QT7RRFDNDwEwr/Jlurn7CqVthd+0xAJMigzPSyQ5FhkWaKofDZRkK77nxzfdmd9+2+OaRTXe955qrx/kTN79p/7sv7Mk//okrj4j8xnPJGTxXy42tumtZO+/V0LVHpl+JxHnxHVrYOxQsQSFIp72qoDA5R3boK7/0P695PkTiGv5Efilf+WVeeubv8cwWrnfZ6rxuRWFUSfZaXJrnRDkIquhj6MTyZ5XfBn6n+V28f45s46+rnMlXvoTOJSyPAcsR4pSfE6Ldhmqe004r2sXnWOlcnD0n9Gqguv1/A1SXoUdUtch28N7AZDq/Z13Kmx/vSE+GfG8m3+7IHS117xiJlnZcPXLxOn6j15nd8+Zd/Qu9XpP1hXzlcbcPHv7kkb+7sDQuYYzfyjC2mWvYlK5H9kqgq58uKvN6wvy2oCUIEBRUQRTy5UTlc4n+uf4oGY0CDZsqj/AnKk+T5NmtMta5Z9j+RnRVCZPAL7rI6PmZuf45qtp5ca1m6Zmla7if4hcd86x1y/xAtkciYAKAt9GrhM5Q1m9uWte/TuNODSe36/wd3SF+59kH8xP5sLEq92vQnxqDn1z1rardr2a8BFohiO/dwocJoWTh11Q+Q8jayhIZqzzLBlL5UuVucgXpkwYkyuID7PnJVZ9epbw8J7dAvoOWZzYQn77ycUqf20tSfwGMB1SHPbtgWRSBbnkUwcvwWloqZqvNdF3ewuasWuWbXfpG+Q9qQw+owqC3ACTQ/1X8ETXhVTzP/6HvUl5jtra3ZfvfsfFI02/mTESd3Hfe9sjZf+c9ocWDx/rBzLO/5S0MIhJWz8P727id8vtr6ctoG+3fy7x/VU/TOTfHadlb66VveGvxfVXsfTGAcoHXrvsrT4SWVnWkZ26aftW2Nft6+EscM9v3JCr/gre82z57/lWDfxRxQ3XbJdBtJi5c3SuRdrZ0K4RniFaCqRYzaG+GVqBLAGYM2AzVYoZqMUO1mKFazFAtZqgWM1SLGarFDNVihmoxQ7WYZdXS2ImkWsxQLWbmgOqMdGFOUqIeKFGPrEQ9EB4P9J8H+s8D/eeBEvVAiXqgRD1Qoh4oUQ+UqAcD80CJeqBEPVCiHihRj6xEGzuhkxZS3Wumni6pc2bt/CWpLVdMXXZD17YrRoqLQ5HK1/M7JzrcuZFYAZ/7yAd2v/fy4TtvP/T+i3vDk4cro5nz3rJ3YFsZ6u2te6+4WJbXOLNd5qr1kgRkJS0ihgfIsS+iPydqlkKeOnGK2/bBQP/c/b+/845Dlx+9YNueQ0RbgVl++NhN+QO7hoZknn+I8dzDZZhFa87WG7GV4oxehTAQONmclzmw1KLFZQTEgYC4jIA4XjcO5sXBvDibySyiHEa5BuU2lPtQHkI5ifJ1lB+g/BLlTygSAho7ERGgERx5tvEcrp30NEDhor2k58Jgur00OJVs655fE1oVFe/4ZqfKHyi0BywtoYnDE6vCowYfOuioOa7e0a/yR5qMVBVGbXSCAYDRsKmACp8GZSpgUyYAFqbwqMOnVrz++PnnPzT2vhth9z562eWVN159YP+mxcv51i2X6CtfJsXKt/gT257fuqm3D53bl86QvwJHheoqeo4+P1fzhtWlIvzjq+EN2WTtQaHrAeo84K8HqPOAxh5A1wPoegBdD6DrAXQ9gK4H0PUAuh5A1wPoegBdjwzdxk4k6HoAXQ+Drg6fOaar6evYlkcw+VQN2xsZngUwiZMA8sPAXF4MX+qeTJqDaxZKa6+NdYT29iZG0u1t4YEcjWDy9WzO9x8N81MB72i3I+T3mm2JTNGf3VD2d3UkQmlHZ2+4PRoKmC3xVMEfHUy7YkFmmwaALQub15ZX1Ty1pkheQ4cdeIpGGFD/PFzGLFb12Ow3BfKU/suz/LXF4tlb0Wob7Mk8+qabQav5AQ2GUAqQYmpGkHlF19gEkJm+pQAyC+CVAF4J4JUAXgnglYCnCOCVAF4J4JUAXgnglSDzqrETiVcCeCWI+4Qqun1B9wKpt6UR16PKlm/38uvXbjpf29vfp7/usn0Xq/rg9eRaW83Taxf2kKcq6cuu2rvbYiPfE+39IGg6zGg6/Lf8n5XU+yk2IRL3iwkJq2DOCT9c+fbonUNX8kQveo5n385fJK5pcqo8Wxe4mqv34xrWBKoVelqhf2W64xSbKPEMwILyTSd9y3VFqW/EdIeK+UmY6T/Z+6vpWf4n0yN9ef7nI8P8xXjh/Wffh5e+h78Y/u6zoI+N6bPNq84PG3Dxsq9IX0yMeyV4G1GVEbwP0T0x8ctHxt7GP7uWaO4du5a8i1grX63cSaYqJ8llZE3lPykNi3ifLLO/q/OrYXJR9ZZP4S14hV/QoYwQfLbyX6H+4MPDb+F/CbQcrvyGWMm7Ku8j+5nPX6GKnT1zzarzl9pYhmYplkFc+BPnyMJTLKBA3MsKkvdV9mrIP1YeE8jtmsosOdDFTxe6zp4UMZle+jjpV7XVrFZzbG1TjqfNdTksdPJbENJHPqI+dt4x9WbV7tRfX6IhicNL/0A+q8Tb0JV/Qtf/BFImn01VPp5ea1BdqEc7J54RV57RJM2nHmfPV7NngDplqi9IXHqIqu2vH0qp1CnWZiNvIGdVw4B/YYVYMWE5FATRE1ZExRKOw1knh945eOWp0V+qhivf+fOfSRdo/V9Ld5CHlz7fEJskgG4mgZwUrqIr8oTz8Ue4l/gXpHGKcZzQCfGy4z+fbP8Kf2ShyLZ4uRJs3a95O+fmkiS2LBJFWN2Br06nqD/DsYCUc26PxAiYkGx5Q7C8IdnyhmA0Q7BSIRjNEDRLCJY3BMsbguUNwfKGYHlDsLx0tyIEyxuC5Q3B8oZgeUOy5W3shDpQaqpHl68MU1XriFNdq6wXkG/Oqjp2ZIM9CUdq5vxybCFW5M3Wl+I7Y7FsX2KmL2zyxbW6SYN1oN9VWF/Y9PrFrMNWua25We9yaFon1xOzMz5z8USiL2aqzml4nk40gqSTq9/ONyzXxsKqQfVm5jFR42eRSWcB6Swy6SwYtQWjtmDUFozaAtJZQDoLSGcB6SwgnQWks+AVLCCdBaSzgHQWkM4ik66xE7U05XHJIHGBvy7w1wX+usBfF0DiAkhcAIkLIHEBJC6AxAWQuAASF0DiAkhcAIlLBkljJxJIXACJSzSE9ZEXlrIlxNaIpX39T6T2DXq6IrbO6fP7YjvSB/ruyu8vB8Pl9o6Z3lCB3DCx2Zocyy7cdl7eZOK/IVSWduz9na41semaDRP9oj6iMvQkZMhbXRN2U5q7a5hQnbHjH18Nf5GKilYmPd351IJqWlBNC6ppQXotSK8F6bUgvRak14L0WpBeC9JrQXotSK8F6bUy6Rs7kUivBem19atndnFJuGbdjDzi7gvFJ8vBDX3BkXD77NbUZMHTObWnuGmcnHJYIxOHRhfmbc5Eydu7tXvmmrlUQdZXvB0yYOFCZGSZl2dYrq+E1c9hVPcWaGwQvkhOgfiNLl9IpLJilFaM0opRWjFKK0hlBamsIJUVpLKCVFaQygpSWUEqK0hlBamsIJVVJlVjJxKprCCVlakyTo6qpqBwAxRuGRRu8NMNfrrBTzf46QYo3ACFG6BwAxRugMINULhBDjdA4QYo3ACFG6Bwy6Bo7ITNBfMOiwN2rKrNVHSRU+EaiS72dvQcyjcnd6ehx9oTY/PtHfviPsdYLDzWHRjk7ZOkXTgbuHCkuz0/2731+oVUxTSz6buJDrp+v2WKU2zMs5APD5eorjRLESjCCs7y41SnMysrHhlolXnRyqIP4yhllEmUBZRDKMdRbkW5F+VBlEdRvobyfZTTKC/KYY0rdSLxohW8aFWiWL0yL7zghVfmhRdk9IKMXpDRCzJ6wQsveOEFL7zghRe88IIXXhqGAV54wQsveOEFL7wyLxo7kVdmBGXzpMa6VKPaybPxhTdfYI8VfLGJWPvG7TRcJDVzoDw+d39sbU9cs+XK6WCOvDc23h1uyo11Wh3e+KC3vKm47jXz2TFzYGBbt8rdWfaHYuJa7beWiuTTkKUA9wxXb9cNy13DBkVWrZAYqaYVJmn/AY7OUzTyT1qwp2TUgYw6mYx0dVgHCuhAAR0ooAMZdSCjDmTUgYw6kFEHMuroGjLIqAMZdSCjDmTUyWRs7ITqORpmaMHDrXAoLTREnEWmOgS2Q8+2XvQqGi9ffts+YV9b69SEd8jn6C7EU4L2TfqbBgVHYiBtiuR8JjX51+zc+LjZ1OnpzG3OVkaKa4txa8YU6izHRFzHlwrkBeDax6XJ362q+SXlpF7RFKjOPbzpOquKcysRxOc42ks0fzEZFjHAIibDIgaOxsDRGDgaA0djgEUMsIgBFjHAIgZYxAAL6qjGAIsYYBEDLGKARUyGRWMnVLqibAIsHasqL3PfSL3S+6Th2HznYsEe2xQd3aLTJ3emA71JZ2b2QDk9F6v8Pr6vI9xeDCRmB6LDxksudbhS1vbNOw+Plp35mfyG181n2u2V6dktf9Hr4uuOjm2YYj7CKH6chqw5uK8ui2h5Gc+tukzesLNMXbkWzqG4cuc++kWK+KaL9HLsPb6WHykeKOZ7VcXegiroTRwcSPQe6iOv3zrRM2ixV24nF7db0sGtRyrP8M8KVIYGMY5/559m584S0umPlU348p2ncqgaPvWF6d7pvNXhsKLw2rNneO3V7WZzOy0cv3Rqqcj9As/QcU72DOuqz5D2kdTiMyRFUfekL65VNIRRPVl9ZsUsqYdgRyFM/lx9vMT7F3h65umpZXNywwrzwPpFgyrvnbTCKVY0nXvn/RTbetcqKybiRo1FpRyycITj0iEMmCvw5+fF9EX9XcM7tx4bPX5gWyTgHerL6aK9h/jTlbdtmekpjF7g/tWL7sXecCDcvzFVeZ5/ltJqfOkM9yPm371zVVrVrt6/mstq1ErTgFDLj3YRk7nV1NLmjcwQsoM/ffaYukmw6ptUCcOMoGvmb5Z1AL8Ee1Hk/iiPrUCHUmh0VIXl61vCiivPtbHw1YouWtElawkbi3unu4M2KQJef+7dm5NcktrjQRUFC5SGghqqPWpRU/dL4WOuYjHvTBX44gW5VJHnoVV43u2wpAs9voT0PYPvHb3TXeTa1EDUWFxjbtHOjRXWtLbrqLoxubQJlyU11V15Rv4lPV2q/JDXcjV62Q7BUvSytFsk/Df0cvU8s6iXVf876WWZlt0XlLr6JMVsq1JtcaI8aFVUc5U6ot/+Imhj4PzVmW0DQKvSKK7nneMRi4sK7bIaaGcxvXTnq4wyibKAcgjlOMqtKPeiPIjyKMrXUL6PchrlRdq5qAYaO5HUQDvUQDtTA+Xq8VP4FaQa/weSl7xD+yd2nh8dP69v5wHCJ6ZK/omhDvrzm/3Hz+u/9MDMdYu5Y+SGyNSFk5u3RKcumtq0idI7ugREg94WLlKN65TWd14GjZI/qV5lwcckzW0N0jcRl1aZS1ZwySpzyYrRWUFgKwhsBYGt4JIVXLKCS1ZwyQouWcElK7Wi4JIVXLKCS1ZwySpzqbETmUvn+NTwsqWfuEqwFBy1az8Z/kT6/CG6+NMxMpfaPhDtO9j1T/nze9ptY53h0YJf7/CTa6e2WTrHcttv39O1vvKXZv4HsR37HollOjYd3xTu8ulFOSmQ58E3ui4XWxZrICw/d6NeIWyEssnMzs9KZp3SyILhWTA8C4ZnwfAsoJEFNLKARhbQyAIaWUAjC2hkAY0soJGFo5bzRdmSr9SJRCMLaGRRwhBcMhpcQINLRoMLjHSBkS4w0gVGuoAGF9DgAhpcQIMLaHABDfQMowtocAENLqDBBTS4ZDQ0dqK44zXrp4K4dKq44LfA6Q71djpS6y/ohdO9t+94x3kdUdnrvmi021mYLWx4/fZcu/3s1uYXZjYTQa/rmLloYvN0Va/fxWRJ0evVWPRXLFrVNQnKImON/Jzjc5eyXqcR54pG/2hmR05vazELpmZbMpN3x6g+P7h/g4rv4XlLZkN/5bdQ5IRrhR5/B2iRrO5nd9CBdayyPtnxaq1PnuOlYXpsHdBk2hH+E9vEaMjIwXCqpOPA15g0GXCQq7yjiUJvizMVmRvZs8fbW0jqo5759OCQ1pOLzQxt35KbC5FH7c5s2ORxOnWBdV0TW3U2lz7u7OhNm3wel969tmtgnc8BHuXBo538WzgP95XaEykNM5SGeUKtO0inBRq2/EKjA/QyNfUghB6E0IMQehBCD2rqQU09qKkHNfWgph7U1IOaelBTD2rqQU09qKmXqdnYiURNPaipZ5pEY8Tk/imaj4ZG25bLbLWlxluWt6DDPfsCKcvtbTd18UG/NWG3ufpc5QFVbh+vvV59c6ryQLOgj/j0bZ1GU8+A2UY2gj6zoM9/8vQ0zZe4ei9MWO6FCSsEr66oclVcC1O5RplQRozRSONnMEYjxmgEoYwglBGEMoJQRhDKCEIZQSgjCGUEoYwglBGEMsqEauxEIpQRhDIysxRVSFFQyUcK6PcweX3qgmR5kDlpYb+NZizIQKivnVwzNARCHKu8s92ciRhjA2kyefYM1XMZ/Ph3XrvC/vzLqLXqajhd/FZLm44WuuVNwqqju/l/G6wsjV2OWW0neYbOpkWd2gNj9yX8UrM/3/AsaQGxYR670jx+hbdpkrZAT4lhYVJYoLItWrs5T/elv/SNjQX+0fV9fUnyhZGy6hE69yffqXThzWPkR5U4+SEn7tGTr+G9a/boG8RI2oF/mdesTshPsdPN4qGHshC2xAsOeprZEo7/6z9O/+T1o/v496x94u7RK//wB9L+/JNPPlc5/Qe23voH+Ak/w3sYuf2vnFfSRoV69a0MaYaobGXUcJMtYZRK5bDqwj38D4b+bE31rcvz67YHbMdAojD5t7PPd44XQ0JWv2GUcpksvYAfH8HXxr184f/pXv7Wygc0ZG/lBYFs0lTeT4Ip8nBXqrJFxFTX0sfJsKoN09UkV42ef5ye5uCC7BvVjnYW7pWkJ61FqotaRaAuBMSoXOqmMx2aBwLCU6BHdwUa7mpnc807STyh9maDZuImkYAQ71S7muyx7rA6k1a7+Bazz0G8PhJQNzUHrKlmW9jVqtE8o1Y1B/yFaPp7waSrNeXu/BdLwG3VqJqjYa2avuXxpY8Sm8qxLG8HleGf5y/Kqxx/vUccnxXjC2N8aTY+evoqwUZllmLpxYxtIelkS4gLiuMrsQVJlvhJHhvcWAxGkEeOIUKL0CHfo0mESdhJiIvEpIG6SCAshNNqd/P6cXUmpf5juqtZ1drh0eiEf6mOEyP5nlrdGvQWop3PjGYwSvGd1xA9+Ry5BFbFz4nJgDhpL0aMlFJnxa1EeoKaxgvKB98KearkybgtEQ8ZMsGQYzRk74gF8TXcPkT0epM+5QhH6YcrHAJUC0v93NfJD9jaX6g2WlySPbWopomUWYYt+tWcq3ugr7dXSQNHWitd5Cu1eeDovuxR8iRP9/gpj8xZejK2cU9SYAm3qCcqJ9mq35kcnjZ2mWZ3xYYXcuacOTjoqdueTDe/+c7myw5MXrE1p77nniYXPSOBSQH5Bf9h+BSf41ZLDFd7tqma6YaGMUoSBVobpawJ5qfEE44B2ScLwCcLyD5ZABYuAHcqAP0cgDsVgE8WgE8WgE8WgE8WgE8WgE8WwLsE4JMF4JMF4JMF4JMFZJ+ssRPmc9IEDRpQKCgEGSTl/RT4RswR1QiPf07zOZMQ8RGS11XeoumMqS0jmhGjdte4I5uKG5KO0Uih3Eyuy95ZHrSoinlHf+r+7M2Ls1qr1+x3B4vDGHmQO0R+w4+yvGMf4uhBMBoUL3pBnmz9+UaBEiygQNLwquwlhGh6Iyad8bKD+YJlhyAuggpxjSaelxbE6UxGGM5ujWyNW81bIlszI4GSY0t0c9xm2RLd6ij5B8fGBlHeFUST/ER4wIHPkNm4JbwlPxFZ074pstlgys4OD8/SwjDdy87OvQtYunKZftYuX55aKf+eKM6i4mlSUnRQweaeOsVWfsUlwiYp/SCR0g+aWLpBKCYKAdH+0vNFcrLB8ve0N2kuvXf4FtX3xv7jMs1N2pvUN1n7rDepv7eYJUOVr5K+yhezi9kPfzhL58tV3SkwySRZOjljJkslQIOeTOaT0/nOPPks2VF54LHKA2yv7TPkqxh3gRuDTqo/raSVo4KblcNJ5/hUO02Lk+CambvSRbUZ+1ZU6gakOiWbQM1mVHVSUZZnFkLtFCQeE9MLOOxSZoF/KnUmdmzK7goFvDPQvC3tqdDm4e5kYsvm/DzqJjrzhZb2ZHjz8KfD7kC4MMl+EmdiyB4t9c742zvt7mzQ5Gp36P2TucSIPVbunfY5Ou3OdNDkdrbrAlODOqM1FwkUXTqjJRsJlGj2FP4q0sk/wYI+LNIMxZClWKNTkPpz7bVJr3x2s9lOy2fkL/z9JrvdVFOYJ34Jdw//SZ4G1HdxE8xW+vDUPAPqAL51sG8t0inQx+n8TYr1k+dr9hVOHaqWndV1LDvkS35sCtpipVKHI2pyWgtBfzFud8QL3mDGekFxx2g0OrqjiM9YDJ8DRzem0xuPDqw5uiGd3nCU9+rbeteu7TXowiabPTXc2TncaTcZK6+Jj+3sLu4aj8fHdxW7d47FO9B4Te0fs/HOQZh/yp8GQorA0RJXv8FnWO7ttSgV3bSiW5TlTioYDPPiiU+eYp5++cb/h1vtjv9WJ1rMAztZrj6as+kkF8f3IFRLBO9sZaqF+okZvCqGgm8l8bwH5UmhmsQrruwPCAz6EAh2FjvmYGfwGLtV8C7f4Cpt6x9TE5LOtffHW9MT/pFxQryqNp066uG9s53dE2+Ojzn1w4vrUu8QyDaBPOTvjttimjZ1LNiq7zBqe7o1bcI3bG0mHR9R+wPh4JC1I3yolI9GKx8Ucxvw3Dg3Sn7CN9MDZgz7vIR7OaucBVq/XPbz9KfjjRfFblM/4TeIHyT4tfYnE99xPil+cFK+u4+QT5EtYKuJ+Y5VVQzbUmZe82FD5Tsactj2kWuL4rmxV5aTronbxJ3lu/h/ZYt+Rfjw3Rw9t8lLEbKtLA8S/ZbGtwH2rSRJ1ylIWwdXEgOhl8lJfJkclcO2sIkd0KHbfvIZCzJSWByJRkcWC4XF4Wh0eLGQnCr6fMWpZOe6kt9fWufwJ9dfHvPt6rki6omFo/6zkeGFQn5xJBYbWcwXFoYjETRKJtf1BAI99LPk/9SlRL8xEBGufJvV6bCyuNb3EAP/TYkOKoUOBHaJNP9a+DX/HmZjDpL3kNt5GDFolHu4hoNpYiBvmyI7GtleaGAvNLLsaAB7DYiiAew1gL0GsNcA9hrAXgPYawB7DWCvoSk4IDsayI4GsqOB7Ghke9HYCXOtanwER21CZj3/23RPKphckw4NrHN09kfcubDN0dlHvramlEj0lzuSqYneUF+y3RzMeMN9ne0iRsMYD82hSH1pmrlVn13hcLJaOjkjRpuJRx80UnoutZSeqwBAqWoSLIZpqo9L79PcZ+oxsSSL3d1kc+GNb6RpFpeWuAEyRK7gT/MC/0UuQIZYXY70kMOs7ktiXUM8MpGzocBv8n2l/Un+jiPFBdYuutRNnsf8M83926pzZCkXXLXCTyv8NXPkajx9gwdE1xP80sqCQ/omncIKsr1fBwr9v4wyibKAcgjlOMqtKPeiPIjyKMrXUL6PchrlRfng1UqdSEtAce4gO+NFlzI0smajM1iW0jQuJi4w8HXLQuT5lFqtbsqrNcSU6io6wym9ihCN0FI62FtQRSPOrnTSksF0/quxgXZ3wtJiTQWt2jZ/MWZzBolg0jonc8Ma/pnKO23mdEd7Z1+QSGvkly+18LP8CbysjxM97mVnzWk6BjbNYzmIC/DOLGF5SYGMlTYWnG98w/cuLh2+YqPgTfaETD1jLYCDOzsUXTj81zsF1Yazr+/Z3BfTZdq3z+B5e4mO+wK5EAiQY+9blnkOe5Xp3EBNjkzfko/7d9h9K9OXQlYUXr0Y6S8m0aUzt6pXdbzdHerwdOrX9+c9KZNL5/t0u91iJpdvbenvKLRpY80tDKdX4GXL/LPA6RcknKpo8jNeB7tsAjTC1b0DyQwbVsxH2A75MzCxUrNsA5IZNsMMm2VVYkYrM7SAGVrADC1ghioxQ5WYoUrMUCVmqBIzVImZzlShSsxQJWaoEjNUiVk2w6+8E2qGaXbCYNW8VkOgLaFqHpMYgbzf5evdmI8MppzB3k2ZDdu/P7XYXwr2pZwDlc8zo/nTvn0TMUdyuHMAn7tJ6uojQ8Oe8tbyyPDZcWYkebgiI+QrvLCqjSSYKQlClqc/4+SmeiPZscxIUt4sfUK1jv8lF2e8gTjxM+QfqRbgnyAVCl+pzSV1bb7Iu1kbsS1tk0WbtazNlzi/1M/jUj9/4UTd2bNUIO8nP2T5hm6n08Fs/axdTSXh3C8SFymUaTKhBt+2KV4jMyTYmF8IdsHB8gtpZYH60WrphVJ9NL3QHxVxW1oS88OoruRj8NpAqaa9/FRN/euV+n38Lq5VqT+u1O/n99e036/Un4/21foJpf5QXfv7lfrD/PmUP0s/xo9n2bkwGsn0ivPVVNdFH6fHiiUXiE4hWpmwVndLaEBMG0sTaaFZs6rZbIJC0FGgp+aFIMtq847KT3cNkfPIA/rKY5E/aX4T/4Wm8ofKz5aKLMGNmMDjN+RullvDx/LEdFdPakhbbLoVDtFIFQlakRDfWEyqRd/TJMc3UP+kHf5Ju6xU2tn/HSg9KFMoiyiHUa5BuQ3lPpSHWCqGdiiVdiiVdiiVdiiVdtk/aeyEbscl5JM1FPIhoDUEtIaA1hDQGgLkQ4B8CJAPAfIhQD4EyIcA+RAgHwLkQ4B8CJAPyZBv7ESCfAiQDzHIqyVlXj0xKjQklRFqFT2xUE1vT8+U/FIimfiyNDPBXT0ty8zAdnXH1OEJMblMrC7tjCfG99SYCKo/WP4XJgsdkixsX7F+H8WqUn9cqd8Pv6daP6HUH+KPKvUl1k9K7J/8D6W+UFO/T6ovoH4b61+s309+zOphvcgM61+sPyTVuyA7I/wJXsN9V+6XP4/JZJckk3/H6lm+BPa8vDTOO1es38d/oKb+uFK/n3+wpn6/Un9+XfsJpf4QbU/j/bg3kEfIP8MjsEgn9luzovVoYnmw5UziZQcJXJa47O7QWy9NXHp3iHRcH7vhxo4b2U9qtyeWbkX/nZyTi8L/pH3ZsjUZAKSt/pUzP5zjbWcx22lKlugUJDolS3QK4pcCRFIQxhSEMQWJTkGiU5DoFCQ6BYlOQaJTGGAKEp2CRKcg0SlIdEqW6MZOqpkf2MqlNN1gq5Z28dx/LK6y2+NwSMXza2IiiM54V7Gn3E/P/cdixUJvaUg8+t8Z+ZXe98GOyK/dAZoBQEwLob1W/3r/a3fTw//a1+lv8r+20knP/8/sdZ79ulr17PReF19uye55qyhX7Dw1w1WPhLfXrli/j39rTf1xpX4//86a+gml/hB/L6tn52BZPwNSPxuU/AMOlmvHWs191nCAuWHVpTZhhU5ZfVYbZQ+5zIyEmLJCJaccu8fUP9dv2Pv7O+8Y7DhGs1bccw9/4pqHj91ELqt8iaWtIEufhe2wwN8cI55VTzOtoRVraqY31VBgaVOAgjcA3AWAuwBwF8A4AwBvAOANALwBgDcA8AYA3gDAGwB4AwBvgKOnP16U9wFW6kQCbwDgDTDw0uiXogzeIsBblMFbBO6KwB1d0SoCd0WAtwjwFgHeIsBbBHiLAG8RIy0CvEWAtwjwFgHeogzexk5qoxqpM+RrqssyQBdQm2qyMMph23fpDy9MbrMFYgGbM56KOx2pNdH4Bq83UPJ29TqjqaiT/Vuha3BGO1UT1M37D+8d7fYlAy6X12INR2KpUjA2mHY6bQmreaDsycTDsZTbn/A73CGnPzm14exLNaHfFHvimdoXgL1xij0yxxe4leq31dWfUernRT9Jqn9WqV/g+2rqn1Dqd/L5ar3KpdTv4nvYnMa2dEbVytu5bm6C20KOcH8j+l1YMeScVQRpRVAUgxlIk565VB0QiCEpIYeTTajp/UTnPJTtFOdRHs+d+zzCNJ3uSa70FP4Mn2vpPRV5umSvXFJSPdoVi0tXmJToomd3ddGTnr4TtwKk3aPq0a/20Wl19MDI+Bw7AhYtSkfAhnZb2jO5UmB6042v29HM93Z7J9OthS0Due1RXqXitx3YXiSnq4fDeHt/plAaK7EjYtnRFDsi1lf2Jd269cNbDxSbNfpcus2Utugrxu6S3mswBQwTo6k8+Xzd6TG6t+pjZ16zVf+2ukO3mn9bjVQX/duEsodnk3llA69sMq9sILMNZLaBzDaQ2QZe2cArG3hlA69s4JUNvLJRcw9e2cArG3hlA69sMq8aO6G8Cp/7C6CqixWKARYa9qJrnNtnmG87PS8eivXVbUpPb1zu1e7QXraXHZNN1OxOF1TL/VnxLCbVQVOSbkqvWL+trv6MUj/Pz9fUP6HU7+RTrH4N+Opi/Twv9k9E+z2I+lxN/TbyYVaPmR6ZYP2L9fPky6we3ilZw/oX63eSdzP7XWBxYC+yHdl/4mpurakGMD5O44zZ3EkMfxbYWh9Rvvmlb+LM6pyv/FnKlLui77U87by4AxIX6L5VuTr1+cG2/LB1Y898YMtAKTq2uycxkfdEB2bjXTtcKkIy+a1twYFcSHBuyvr7Mh5bJMd3b3Aas1b/Rt90+vqtR95zMO8pznYN7x8LpTtIs1k1czSyrqLyjx6a6iq6ujf3xPo6bCI+aNzsb5jN2SzZnDUKv19k/Nsi4aZjxfpt/EBN/Rmlfp7fWVP/rFK/wPfW1D+h1O/ku5jtWsutJZ/iO9m6tpsJOuW4M7t8DyS+SrrutXT5+hvyKohbWV/0FYv/1pC2G08pLd2K97gejnoUui0vzUns2dVioaq3KawQj6k+92e6aWYmO9t1FqcZSRneSSAzCQgmgcwkkJkEvJOAdxLwTgLeScA7CXgnAe8k4J0EvJOAdxLwTsrwbuxEgncS8E7WHIyohXdMnHNIZyQwwXAUMdmgy4/soETAV8iWO5P0tITRo+/OlJMZ8cyE2/U569Hc5+1WenSCnZxoPma4yrl7lB6faFJdZbjGdR45jx6iKIxbyQeF9+/uqJynjk5dRPEkxotSXC5KeO3iVqrfxvfX1J9R6mW8ivVPKPU7+RxbqxJj+Wg/u6R+WrjqGY7T9Wc4pN0Hw/+LMxwW5QyH5f/2Mxz1+Tsy/COp/YO1Zzhu7rtr2RmO16/dUnuGQ3VCqFSWneKo8vQJhac7eU3NuuR6ZV3yQI0u+zX/TcXfXuRLNe2PKO0v4PfUtD+ttN9OdR/Nx73k4wXMSendohcsy4/wMkk0Gw4C1ubqpRlgDcw79yrxk378uUvMr8nunquNyi6V4yx9t4oucz5njXhNbo/Jo21zhByFrnI6IqXz/lFllm9z+2Ptdo9aHWtuzoQ7N7hOPsafqAzS3N488wv/QP1CbogMymOJ0heLvlw+IenUvJJCWcc8Q3pSPCfjLQeo5ACVHKCSA1RywFsOeMsBbzngLQe85YC3HPCWA95ywFsOeMsBbzkZb42dSHjLAW85Nomw4D3EHHd0azXKpC0qRSowaStB2kqytJXQqkT3zSEoJQhKCdJWgrSVIG0lSFsJ0laCtJVAixKkrQRpK0HaSpC2kixtjZ2wPEMaTQOT2I9XlHuos7OGgT3pGM//zVxErqGAwtbkrMuab7a0vqLcRNL6XoKtt8Sk9ZY7Fcw/yfTkWklPpmraH1fa7+fvUdp/n+nhtXX+pth+Xml/UFr/Eft/Wmm/g855V+j/KH9Qaf+zmv738EVlXXSItY9L7ZU5OH9K1cEu46Lt96ouWnoROJfWVTEDdnNbV92TqGrxaqyCeLevQbqzl97lq5PmyuKWhEvcsqPJxZSM5WI6MynM4tiCZiEmZy4/8mnNp0Ni9nIynSNFMYE5uTZX+ZWUxFzMmbPIzp93kvOWZakzrH56omH6JiXoZ6NpUjK0NEnBgy10KUySmzbpgjS1dMdEm/FVSA5mN9LJpiS0YQhtWBbaMF4xDHkLQ97CkLcwhDYMoQ1DaMMQ2jCENgyhpcelwhDaMIQ2DKENQ2jDstA2dsJWWeH4sMTrdVLqKIfLyzLrfLetRzsrzG6rza2TXuy1nRT66jLs3D0vbMyd/buaDDuTb8udfWddkh1lf2G9sr9wQNqPEOdp31TmaYui/yK1P6K0v6BGPp5lNmpKslGFmvbzSvuDNGWj0v5ppf0OZtMINwk7QPPmB6pnHf52WuuqRas1YAAOjBiFGg2Cdirnm/zsG70UdiVzFqym2id/b416au1ZKVX5cV32/WUmbdYlbebJ+Yt8LH9RlhuonqBL03dN14iLZOSkiAB6Yx59+W52wIa+fPTVyGSUli0olYEcZCAny0AOL5kDM3OAbw7My0EGcpCBHGQgBxnIQQZykIEcBpyDDOQgAznIQA4ykJNloLGTxkxGwgrMkRdAVs1tlMlaol5zDcvSke0X/Y1UR2GD1h2MOxQ2xta6yGWHVsp9tMI+3dGaeevPatY7ZPvA7kpg7Tvr9rvEHEC0/TrJXh2uaX9EaX8B/6Ga9qeV9tv5tTXt55X2B/m/r2n/tNJ+Bz8utq+8QO9ukNuTffyV1faqLqX9efykYt+2svdPSu//LmW+/wfVHaifkeqPs3jBMbS/A/JLV13fx612CUFDQnXJZrQsPzXVsvyixpZXdpGBteYaSTrxphJPTSY9EmFDsT8lX3EgXnQfFG+VVNHgUPJVdt3B0IRmwtBvIKP4ga9DbcbK54zs7gNN6jr8lzr7F/KGm2+mdyKDFs/zNKHRs1x9ZJlh9fNttekPGrxw+WSHmPTbz2yi8GrM3OhxEpcUzy8ezxTCwsoZfCghyz8/KZz0F+oy+fR39m6DwdL28XfnfrZ1vCGfz77cRoFT9qh3sz1gcS/6fPK0sta3ka39iGt6C+QDiiwOM9sltj9A/kVZM8wz2yW2XyTvVdpPM9kS219Avq+0H2CyJbbfTt7Pzt39+5KP3Wshxrkty4lbDSoXU/406CrLM3PWSJ35KKfYlRdt7kDMUW80mL1Y+gGNV+OfxvPC7FyTr/E0799+an16o2UTst50XbojqvfsVdd9g4tvURIQifTi/sB0i0ivg+Tf5NzO3Bd47Qr3fayedYlmWhIzLEl6dOka8kcMXOqbSxMbqx9ZKpLnQIMYt15F62eJjs2Nn0H7vUwPpaX4hf9g9afQfi3Vo0TSo+QrYv+Vl+j9H2ifYe0v5I+JeqvygqRHN0j6L8RstZjPhY6p8b6QlzlF3XDas3q/jjjuIA19LH8Zoye7zn57/Ft/FolwpvJr0v483gfWgjyouhLjzRIxXuPP7D3HYU9SqtvwnhulOI4vc1ZxXPReEdRnpXHtFvV35QWa/0huT/aRJxTMP8A/Ircne/nFpeul/i9RdSjt9/KBpRel9p+t9g+7cUPli1L7npr+d5CXKl9ki+MceYjlsR5aNW90bdJfek5TDJ1Vs8CpFul3Si24wOz+EyFetvwg9oT92SC7ByU0YduX5E9U/sdlHTdUXigSd7yjTHagpzDeKcvmJx9dNedT7Y0n7G3Zs89xQlMaMWyqG2ZDLqgyHfQvsgctN0Zrc0L5e63bCvzpyiN98XWVP9Ulh/ppIJ4jF1Vjc65UYnP21djo02wOvVmaQ5cU2TiP8bhLwtAHFNk4zduV9vv4oZrYn+NK+6P85Ur/4trnZsnnGaw+l/kSYv1ecpfk2+fZHTAB7iKufvKoWx6SvdJ1hKslOKtNbqdHUzubTDqlb7muqLSx33g3jI7dH9QS7gpZ1M6VronRsxuFMnpfNOdf6coYwo1C/9A8UDUxv9Lpspc5my1FGKpXiAqmq7b6mnwh5zzDSjUPlJzGbqVsULmawIfcinmhHqjNa7ezPkWUEte1XonrOsC/v2Y/55vKfs4i313T/ojSXvaLxfanlfbba9ZxLlE9qLQ/wj+qrMu0qsJK+90Us/SsztIZ1QU8zU6W5a5dFZ0NF8JUY0Ub0Fm71qGV5nDi1S0uJXjUx77RBYcOMWAedIeHpdHQk7Ma5b4dB36TA66qF63Mkc9rPqsdKtHj8Xsi0Ytfl5u7bCgSJg/qK/8YjVZ+nNs2EnOm1oS7to/FzyPvMzc35xfvzua14j082nz0ysrazJ479w7M97ikm1boPtYZ1V7guQOgmCCH/lb2LmEFCDfcs/o4vRkU83Pqz9Ijw+JR0cCrkbglrDxefe5Pe9IEwSe5rqdopj0aKXuS68X33qySFcwh5rlriPpg3l19rjC1MgFmm2ETO8zGXN9IcHy+Y7E2zGN8ny10ZGxZNjGyvjoVZvtjE6P+QsgiR3eMJVl0x/jw0MSyZGOkZjos2YU4szvdkt25QtH/dzG7s03as/+1YnfizO50S3bnFlavhd25i9mdbZLv8qBid+LM7nRLdmde6f/9zO6I7feQ51g9u3+HvU9Jeh9xv0XMY0TfZ156n5dq2h9X2u/nL1Taf4T1Py/NzSPMftmXfOx+n8nqDkXDvYcNi5/9tKK/GrsywhRC/6uRZ+dVOeDswqcYP1HAa4iHmavxLKtc+CM03A1UG+DyXRbg0rcvsMoNQOH624IGFkoNQS+aTGiVG4ESy24Pmu3x18XCsLxYPpYXa00VBx7KZc/LLYJXk2uKOCgzHHS9GjjwnPsF7lNsUiviIIXX8KyIg2WJsoRlGbXqopw+QUFgy+9wNqTOCtSk11qYb4zi73Q2JNLqrE22Nbq5qbfK8RX0xFHJz6V64pEaPbGH58X7pJZ87D4pFzey6k1ltfewsnwvy/J4tNH9nackEsXLYemCKXsNBb7e7l7bbpVunNoWD9WMM0r2sxuoxpv9XnkgNFeYj+UKy7B1KlN2tUyxDfntGsAsqT3l7TvY25ulsGYx9YNVWmoLnfs9nBpksbxh5RWSitVplAcomBxrVbl9mmUpxroHlgNot3W7xUY2pupTjgV76s8IsjvFGGbKEmZ8rJ7ma3sXm3cvSPPumaUXa+4gM1RzTUlUX/m+4KYVFjhbnhKP5NYn4RBvJyuUGYAYFR5Lv1bzWpeIGxe+psnVue8Vi9/LVd7EuOmVcspFuJ/893LKVeN+Vz4v5TS+CtdltoIKflCjhWUUEA8uh/EZqck2x0pjxjl2klnJOme5QXOjoy7znH2XZpdVyj53a+rB+vRz96duVc4Z7FfOGZzP310TH/SsEh+0IM1bxPbrlfYHpHMMYvtvKu0Xpf0Fsf0Rpf0F0n642P600n47X65pf7/S/jB/X7U9iwFflGLASzXtH1TaH+HvV9ovsXnUojSPKjDsbIPuo/fdpViU5Su8726lLTBx4+tVv/1upV2oxhvxtLPj1pivbt8p2rbCHXnzF9vommt77V6TfGsezVXoY7kK09znl+0jVEUsRStSq8icvPdJL/J1StsGTjnTEaViDASgkQpUK9HIBKqFYqBiDFSMgYoxUDEGKsZAxRioGAMVY6BijHtRTm60UicSFWOgYoxRcaWN1fLKyQvJh5atUQ/m2lZIZli/VJ3e7Lp8pdyG4toyuw+Q6d4+ya//CasX8xBSe71D8uvfW3Pm57hy5mc/v60mruuMEtc1L8UCiu0nlPaHpPbsPjs2/1gjzT/WsXoxNx6df+yW5h8v1LSfV9ofFNdypfZPK+138FxN++NK+6NirDVr/1H2nrul+dBfpTu1i/BP/m+9p+WtsOXa5skJ75DfXirEk5rWN+luKmkc8f6UOZz1Gv/GPS2gKzs/zPh5m8hPVRvjv3guhvLzIWld9TvSmhM9S3gbFwfn3wCPTsO9W1pzorHBf+biLIpJjfpT4vwT896/sr3YkrTemhH9StS/g82H56V6lehTYP5sYfPnsjR/nhV9CrSHvVZ8in3kLOM/vb/iiyx/ZZT7791cUX9bRcMtFSwvx4VkiD9DL9JV7gmky0TsrsCCQ4gX7Xf5rvIf4S/0X3iRb5uUy2O1vyEOIRwvO0hC+qMz0h8RbjP/HjK6Wt6WfjlvC+37GLGz/AsPLsvbbFgeh2RYIeGZCGsGZI5j0U8ikDkWzEe3+qn5o1v71NwdRrkGhcIC5pPBgN4x+XWUH6DQ+I8/0cTPIpAbO2ELrTTKR7pXxqFX3elOePVxTSQUSpuimvZQmj9m9sVtreFIJNxqi/vMnETDG7kr+aelXBga+X7Gmk2/aXmD78bqXSI0D9cB7mcql7RXsfJf1uafe226qzebKPRk3H633RXy8AdS0WwpHUn3hCJ+R3s4YHNxco6N78LYOFiODUe2aoRyXeUGKwCN/8VlhrI90RPg642iu5gOa9lYbyHT/LOcjfvMqveDSpm2G5wLw/IULqzCaHyVGC2e0xKTXVJy/MzsbbdrzW5DoGPQ5m23ak1uQzDB36I36R020zQ+7DbTFOPbMTKgCrOcd3L+NCErZsJRS5lwyjQbzr7isfOOdr2Gf+N73e+wvNf3do5UTvBHlt7UcJenCoJ2S81dnqTycbR7c0OOHRqRVvl4NckOqezlL1y6cWX5FWW+cvUyoSeVm/hblh7+P5+HqhV4+Ngr4yGpfJh/z9I7VtBh9CLYy2UVxtodW7r//ygdpqrXYb99RTqscpq/cWlNgw5T1Wii362kwyr38lctfehlcgmSVXIJVu59JckE+crj/IGl61fQkapVdOTpV6Qj+crD4Ou3XkaGiSTDlYcbhJjR607I3cMryp1KtJuHl5lN/M3P+dctbVJ1ASp0JDSbjpa2lyhC57aFH1ndVrO9PR/mv9XmNNO1jY7N7G9/ir/d0Pi3ChEEIXxG+duf1f/tgcoLlX9eemjZ36pr/5aemxL/+MH6v+1f8i2RVfI1qVfK11R5+ytI2EQqi+i3bRUbFV3JRlVeeqVGir33oyTAqcmmhhx7NEVS5VGBTAokkMuxtmcfIIGl363S9uwDAj9Sbbv0z/wCN6Gi+Sptil4+xfJXivd800iCbF/fRv68D2nfz6mAk9mlB1RD0pm3fikzslNCWq3/35DiVSsmAdfV9CysIk2/L/ZP/70sR99QBOof3q69O7tMqOQzLfwnlDMtx2EHqG+9hPo/8Z+gWXLh3Gqaju/m5Hp+ntUn6+rpjOYZ1g+NF0L9DnGu17V0hn8NT1Px5tvE/t/C2v8a/VzJ+hmYYO2nOPl8KP9G2p4/qqtpz8WX/kSGVUN8jNzLfOhD5N3VMzksD0pE2ZNysN+jSnzNS/R38rn69vzt1XhR1r6jOodjv6+pxley35OcmI/kDH8Jf5LxPF699bQhB1D1KqkqiugaF92vlib7dgDejnm6HdMFOx5kx/TAjsm+HZN9Oyb7dkz27TA1dkz27Zjs2zHZt2Oyb8dk3y5P9hs7kSb7dkz27cpl2uc+xTTkpSweE5RzIC7bH39SQ0yat9B0JJfdQDORFBeHImIaEnduJEbzj+wjE7ncLpqDRNwSD08erozS3CMD28pOaUdc4hGNAwSPUgrP1rDfM0xOKc9/yZ+ovUtBmla/TMy6tHgqXQuAHpngYXZVsIRV4cgQyc3c1n81TwMG+WtE7AbQ6hH23Fw1Lof9Lp55BaDJz/EeYn7ksVVPl9SuI1eXaaupHZukFWUxqaNFCJZpTLxOQ27QzOsrtwgOIgiVP/f08CfK5cp3y9V4C8xlNVy+Htfkm9W9XPaubJ1w6c8s1/kJ2IluriF/YENAr/xmzVIcBc2DSHOLExqvG7SQ4T+RjZrKYTUxfV1D7hMq//A4Gak8V0iSFEkm85X/4Kpr8uwdytV1HPb7AKMf/f13LN4zAGncvur6Ze15FnrIQMsi9qkUuqVoj5OcXlp/t9N7TfAZe4oeSzvJxWl+B0Hc1KzNIE9oJp1BlZpudln0KvKDlrUXTkdzO2/a2tLX8uZ7cjtummsh5iuuLI8emek4+yVv33wvvq7r4E+sVUXWbM1PXLYxrVq3Tn39kfFLNqZUayvf3nZIVRnmY6N7hM6Jgo+QL/DRUXF96VmM08bG3S9tRXL8gxi3hzuy6pgbmCPtGulWCMN6nF3CYZd2tOi9DqK/Y5eWbix03iKIeSwtBRVNEF9g6eJFcpTLb/MSsmtPd1/3RZdpff0+3dtud/Y5rz2u8vInftVibF43pyEPVzZrDs397rnDN6q//WTz0Z1m638yntI859dSHEp5slbLb9W4hjenxAcVVDzswFuYHThIxLxdHUtnyGOs/h6pXjx/vnapQH7D6t8h1V/A6tfDnmhZvWhPDnJfZfWb0c+vmJ35kGhn6JqPdNaqwOLIyi+TGaPhDg8vrfCKWsRGE02yNV+aGSMia+QIuBqRNXIEyjQCZRqBMo1AmUagkSPQyBFo5Ag0cgQaOQKNHMErRKCRI9DIEWjkCDRyRNbIjZ3QhTkxP7NkezIQogzMRgbgykD4M7A9GdieDGxPBrYnA9uTge3JwPZkYHsysD0Z2J4MbE9Gtj2NnUi2JwPbkxGTHdKEKNWcww56ftxhtzuEjCoeVykZ4CBhGRW5z5HLd/sCpYQjsmZDp7/U6dGopnqudjcZDC6dxdCqarnN25vxGt0RS3smk3FoHP6OUz3rMxZXaXPPhtfMpay5DX3kM6bfPuC0a8oqnTPuXSCp4PjRqdRwwmIpzI9PzOfZHEfFjYCfhKf3Aya5nurpn4b11+oNkI/T3Xl2d4kYEeaUaUkdVyfI4AQZnCCDE7R0gpZO0NIJWjpBSydo6QQtnaClE7R0gpZO0NIp07KxE4mWTtDSyey4cO6zi9Gs93YWFsBioJrk5N1KCgCHGO1Ep95WjY1qDIsS+DSi9+fX7urvnVk4SLbtiY5sL+458JXISM473d+xM01aZj4ZmVxTMB64btyR+Hnuissv3No1WOo5P6pSz2/r2z/ZcfVaT3lTcWY8YOXV/EhhzwL/9tD0VVujgz1FdzgGDda+lIWNsrNYsppcDg3pjqqxcKdo0ClLBEnvCJO/6aVvGCNgWfapHAWLg8h5fDEz+rsWhz/pHXBEPVYN/9OBygsWW1NTVmey7H3rlXsyltj8hW/cRr6gq7RFphKmiFXTmQhMSPdsPsfTTCLlqqco7QcZVshpfAoeZDPnVLaFzrHTJprvggzrAhBZwLsXgMgCKFwArAuAdQGwLgDWBcC6AFgXAOsCYF0ArAuAdQGwLsiwbuxEgnUBsC6IGZMVMImWVsxJXBdeYqFhJxp5U4ps2j4dHd1ZXrzQV1qfJsGEo2Xr+vxiMuJfFy90Cc7cW/TB7vjiebMDHeNdHvJi91XjgwenOi45Wto+0WVQWUPBkLUwFgxGPd54QOdwhysvBku5pC1w/aGNc76+OTFigtoTYCtR1Q1SwOTKW3utkp+BZq/GLXuvws79KYBGy7XW3a1nLxSEZZc2iHuL1cv17nWv7yj0DK7pMETm5gYHCpvCro59/dv2zEyRzq7FbYXtfvJPDncukevODPemu3ztMU94ZrRnQ5tKNxYfWB9pF9fZU0tx8k3IVhdbt4xn65cqDSvMn6lLKGVwbuO+QX8RudLGzjV3oPSgTKEsohxGuQblNpT7UOiKCTxLcKUNXGkDV9rAlTY5g/Mr70R7jB6qsHBtosKR/Mt43TX2DrbowULrNHTDh86avrhpIjF7yTgxhczxWWva0J2LDUecC7cspouD0ZynbW6DzZkKWDSWsN+/fW3u6MUX5lTNQmeXMxxzuwKTrz12YTk/4jR4vH5z/5ZIWuv0hmw6m8VC7y2gPhKwHqrGBEh0rGK9mjK5YZJC7w13cEamtozn/gpqOimzsCAsMQhNiY8XqpHx1/dmWjQ9MCN88WB3V69qU+8mOSiezA6nY7FmfafbEDDNT5TX2Oxnv9zM98kR8RCwIfgKNPeLEcIermryhnyOtbHlPiVmjMaWm2TRNLFFrjhKGWUSZQHlEMpxlFtR7mXLyyaIpgmiaYJomji65PwiiiSajZ1IommCaJqUZI6v3tEEWe4twHKQ6m2a2SXIcmBNu28+vHOhxXX9xTu3qz+xeVd75WtNTc9s3u0kvU1N/eTSLz568zU9o5/+6g3XeYcqP7zvfYEe15f5t91zf6DXuW8XaAq/nfs8r4XNXn3PtGpRWbyIko+/WLZ8vszzZqsuHVGVeW3lujZLs8PWXNAnO4wOcgc7Z7b0R/I98FqHuWKJq59LGVa/h6A6uaLTR0guu9okHo3XXoYeJ9/7xS16q9nY0u4M2x8m/H+0atRTvdNqdSt58V8fMTsMzap8i9v7i7NPdhS9wx1n/8I3R/pd3QnMx5+HPfowT9mwbtl83LDCZQj1oQHSDYIW6dIip/Qt1xUnDsnhoS/MXHIdIXaNNVSI6nLjGWdTi8nutRVsQbtBpfpFG2/QdPZE7M3Z1kBxpvvaD1yyPuwLb73ivZeQig5zJ+mOB8xbj4t7j/jxI+gVXfWdG3jVcHCh9jBaE40AYu+sk76BoZg9UPcsjNfd3llS8b8oV86OCWZPzM3bpp7/CPmp9Wxl132vP5hg75CBnfgl+NnHfYAeeF9265hBXiLwsqicFnx6lBnaOc5dyLzPemMp1FpV6aajOqPw2+7ptHVhniQzhxZ75lyR3nVDY0PFvC7fOZ5za0MD+WjOq62xDNZUYU1s3RGryjqdmFmIWKOwsYX+jCs7HHN1xiI2g8fjtyjmoc1qsf7/98Wf6/viCbdh6U/8Jp5mndzNrXaNaUNcUFUD1Ye8swpeiQuiccv0wLhbDM8J0qk3zb5erybDqvADiwJ5rSPodrS1WBOhnKw2cz8c7SU/6iIqtSqnFkjlY7IKTcXNNrKjEsNLOaR702mutNiqayXSCrl6xftiBfyLgR0FdcgcdbD/aSLGMsokygLKIZTjKLei3IvyIMqjKF9D+T7KaZQXqXsicrSxE4mjDnDUwUynQUpBwrDrB3b9Mnb94LkfsPMDdn7Azg/s+oFdP7DrB3b9wK4f2PVjzH5g1w/s+oFdP7Drl7Hb2ElNEm/4LPSIkY8n8rEL0X8hz8eHt6XnhyJ9Q9rEwIau6FDWXXmTbTwRGS34xruCPelgK5nb+oYduZnKS83ky5suGfO1d01XzsTS4XWXbdg0YS/tGBfvGYQ+/Cq9M5zdiBHMNuCLMkkavAGDN8iDN+C9DXhvA97bgPc2YPAGDN6AwRsweAMGb8DgqYIwYPAGDN6AwRsweIM8+MZOmN5T0obU3gtQr+me3jaZmNiRj01HfN5yKDpW9Ld5MqFljm/k0KbhwzMJh7vDYQ4MzJeChURAT13eqk7TWeHySut5RT4MGUuSXO3qQYPnK1lVYUXjbzn3fhbc46fowqIYLd38aqQ6rZ+yg2/V2V7cUYzVTNUfDnZ0rN3dveNQatPFI46UI9DrEqxd7S32lraE/+bXTQ/EJktB8iv33u6Za+bSFx/ZdN1ckm9uzqg1hHxqza529ZveNj8bnjgkxb3/iTzF07MFU9xqya0a2FfLLbuiBunyv+Gp+uua2EkEUSHqVWHSXNV5nxRIWlSFOlc4FyY/Wq72RH2IwrOYOLqGzGtZauHV/J6GQx3V95Q8D8pQG3hhA9Ft4IUNvLCBoTYw1AaG2sBQGxhqw1NsYKgNDLX9L/beBE6SokoczsisrKz7yqrKuu/77qqurr7v7pmenquPuTlmGGYGBoThXAaV5RQ8EIFdRVC8cMFjPHZdQBSRG90VZxXF/3rgqgi6iueIuzLV34vIyKrqruoR/PwP3/6+nd9EV2ZUVmTEey9evHjxDkCoAxDqAIQ6FIS2N0IR6gCEOtoQ2mr/i4/00Y9ZVWJq98D0eq7c18V15TNrqwGOZfVSt/+Suw4U1o1bbehA/YN2S6WY2H7T2cEazuE4sVRhP0D05UXo06uGQqsxa+dU782IgoorTuyo7KybUeZhBuZhRpmHGfh1BqZQBqZQBggnA/MwA/MwA/MwA/MwA/MwA/MQK/UzMA8zMA8zMA8zMA8zyjxsb4Tsd+Rtek1m2RiAZlbZ0Is9jc3n921Rr2V+V0wXLg4ng9WklF+8bNbT6730HLM75njw8DtqcU867NKy+tjCli2JjRv4pelTe1329FB6xzv2dHNf0Dyq2X9KbGHr1lTdLdz9gbGaNbdhCNsfwDr7OFlnd62I/naC+dDmr08Jj5eXXZ7GejPTK+DOosSJsIXhkiLeLID4/e0vVr55uPsA+5XuH+pDyZyzNzHp+AkqO+pfqL/djrbVP2ZH5xdO3bbBb6+9/zTozTzQwgdZfHjwXmZ5RLATxN9pkxcoaQgro443Kwq4otBRR7HcOl+uoK59sizEy/naKO1L8n6tJu/eiDY7WZHniJlFlUMXsIW+PDd/6iRs3WqwiZsYOWXIz7H9LBdff8lmT69OOGWjRaNBk/VHbdaRMR79iOzjNGRbVw9yqW3vOAvmidTlv/BDZ5e5BzSEv43CmvRV4Bs9zNEVmQ2bY6zgisqJjpyap594Q8OT7JwnPSY6TgzK08Sg2aOKfJNIRptGPBVq2TPMjrCCupXjAKTZr4b7NxUGRlWsNN83OSsG4mK/PR6wlTOuQsKrdgxILNuVD9SyblHXrxfRpm1Xb82OjI4Nz+2sHDh9IRjecvoZxbW9YnI4d7vmwya3frAnMHXBQu2MRFSOn1eCtWQQx4Sl53+70Hub53+k/iM0VmwzXvrL+LyQxiXYj05rOS9kG8/vRztJPcElqb+b1n99lXxB51CfxMvY69gjANNNNMdN5wwmrbYBWOccppEnlRN4nMddffQBwvY52WSBuiYqyhmBGpHXmnEjPk+dFGP5g33T85xZ7cmPZrWRYtCmMnP9Pf7ecs4awQ6L9WczpZntkvearqlyzFI0BlPVyNUux0TF4ona6i8q9jbYJh/b2xAfizPJ+EjcTvb+VpuZGB5KrGVsTXVFq91D7PXQp3tOfpqLRgZ7ElvC0ZIaqzUqLMtGJqOZjaN5HbKp6y8hb2k8ifNhRXcPVLePRLsWzx/uOSXEzvukyMSZE2WDwUVzYPmTOKqknB1L8Zkl9iA9HW1oVjmXx3GemP8gz+VJTKwXlo5xm4ltQpxZXNVSpHUv2hbVH5uSxwiqNY2AqVaqRy51JYf5mhjmqHlbVIwKJl6IKzFT3WLI6/EGbaNoU3jhsje99ab3b3iu7AgHAtGMFz2378DB7WdsSRg88eqmN8wipn5s147zrmQPf23x8PaBTMA8tHvn+Dij5A/izoNx2EC2OIdZzkpPYAnddBNe7kjMLU9dbiaxVLFvozJADQncRnKJyOPCse4qXBhKIyAse/nhN771ne/P1p/KDiwORFFvdCCS23fgbBgTumXb/MG/RbvrH2SP1J9H3vrz9Q/uXhyR7UWwHQ3mJX7mFObP85HlQ2swFmlVxsKsxliiq7MU94C7IyN59hm3Y5xyj4Yd0jDhH49T/nEZqc8D/+jCfpToaepHuYXGLLqC3UTyPm1pzRrRZh+zWiooroPFnjJkFutICEpI1lzx2xvR8MaBxS9Y8txDOFLcW9jLjy9cfTV7ZKUdIs1HxZM4wlLT0qvNy7wp9Mu2tM6Gl7mhYU9llu2pGiGDcfjTBokg6+E3RqbOXnP3Itptqv/Imzsfk8fp6LbtW6vbhsLske7/qN9++tbRkTbbSAw72TYSoFBcIT92phNEOTFGPfSCWyO/dAN7pHr8BiXWMmk/2W5bKdvhcQivAcw1q3IKmomorQPGDoS6muarNVIjC6OxUe932doLh0yMk61fBSR3vNcTcAy4KA6RCCVJhVypIqIvx9e9yZsIBmwWo9Md8Vxw19Ct29K19MKPJ+pbDQ7JZbZlyo4zN8VhDn7rk/FS0KLOq4zeXOx99RtxIEpSLvpHd9hp4MuGruzTKEvgrgXe+32AQ655tkyl3eYoA7gi0LQfzTZS6miVtVALa6FWWQu1MGAtwFkLy5gWljEtrIVaWAu1sBZqYS3UwlqohbVQC2/UwlqohbVQC2uhFtZCrbIWtjeCTUCwskgO+xywYDdguirGgbLjgMs4LGhxwHUcVsU4rIpxWBXjsCrGYVWMw6oYh1UxDqtiHFbFOKyKcVgV48qq2N4IXRXjsCrGZY/fhiKsNX18MwmFEpkCZsMj+cxYXpocWtwW7N7Xv3Dm9GY0sDbQt1gduSydiZ5ZWr+4sKmC3i4lq4Gu3vF0IrF5YuRUJ2faPtA11xes5qPx/PZNY+vo3GB3wtxwNPdWbf7+zbTjbSykLYvIA7BKaGmADSu9IjtIoYKAv4g4/hmCFeAIrzcYVCx624bFgRRc63m2fnjT4gA6K7l1btrJnn98AU0mt8xNScdvJXEp6bzbye0E3vgo4Y0LOL4cHcMw0JmzGbOgbb69lunVnE2YL7bNnm/Hx+/xxEMBu83kdAUc//Bvow9tTg8s4snxWCDlNvE5ld4edD0kTw7SeYTlB7abwHl01T62JURoLrIyizS0SgpURGhKBjsWBzb8TBEKmsLA8YWmILC6/W7D9nulDS2F78Jyu+I236kTRMGVj0kQ6bsc6zbMocc21L+0YWAR3b/IHj5+PbYuZtrtc5U4+KQvicaaL5K+1F7Vmr9yYW8u58rKvYFEKLkeniJrL5GN1jGven1t4gifPepoZnYLvQICwmH+UCP038U3cz8fqf+3v1SbLrOpvmzCIf0DyT7xSN3aM511a0taR7SSRL+El9SWfs7+ln2KccNaWyS2Xwbic/MFzKiotS8OUxAiPNNlkb2hFavfLI03ESziGGf3Mxm4zhSXW/3KkY5qNUTNfePYAIkb5tBzmpGzZtP9e69aK/QLyqWmfjQ8sFgZGT64MceOhAcWKqNDBzfm2aeG2cjY7tFTrl7IcENDbFS+TnPD9X09m6texKq42NpDup5NVS97/E9cbOYQ09H+tynjrH1tMk67SKMgWxZrKjDUMBVrNladea4+p8g1b/lnkGvgR9gnH+cwcZ8A921icmtWTWxgoqZJBBHFPQJab8TwqAjNaAOsAFwvtbtry07ON+DjRkfc1VLaFMfTAM1Ec3Nb7NKPnpPs490mV9CKMvIc5OYb8t+rhEsbJ/9zgJILAIrf2LsRqUAIPD7TgBSWAgmsAE+kL2ZmD4OtQf7y/jTPUpf3R4kh09qvBhKVvhFMHt/Y2j8Zm1guhV0bO0rs+h0nkEv/XPQjNY0s0LJ/idZadi5oPd6L3b3hQ8L3wvnz8S7sdPRhee/VXT9Wf5ey7+IIX3uG+ERgSXnXX0JjHXZeqmWyNJWggegavW3dZT2zOLBYP59sHhcHwnl500j8Oo7QDeOR1j7Lsr0a+qwD4u5bddVaCUNZCsWQ0y+HXCvcbARuuBvLoNbaAcSYQX58abkupY2kWjOUYAMHN3m7UYlRjgU4OwDcDrKXHZYMOwzKDgKcHQQ4O4NDxV8P5T1Q7oZyH5QnoTwL5QUoLythyTs1QgU4Owhw9oYt0km2dl+RXaoRxq4WrhEzJNlZeHtuX7WwoRbIrj9npOeMRMKzsSu1tj+trf9KjSwISemeYHp9mb04GA8M7x4/72MXDaSSMU8iMv2GdWVz2Nq7seT0BDE9LB3jioAPH1NAA8xqqoI/H5u0uSWV2aahkYz4JGtv5TCoSQVnScBZUsFZklhEpKD0QlkLZTuUs6BcBuUGKLdBuQcK3ug9BeU7UF6E8kfljLFTI81DcKzrwrGAMWujh+HLHce4YnbToanRbT0SdzHIlwPxi4y1DburlcXBSP0bpW3jSXd+ONYFn7vkBNaFjQd6QyEscda/NXvRpnSbG9mhQ3J8d+z7FyCxsp3N1a4tN0Ib42k1+3Msc/UzNRiPbNKDBX1RMelB/MPTR3uH3/r39ywORDOHLtmzfuQ9KFT/Ico7FwfPwXJ+CO1anB+dbMkx5gSZYFKJh8tq2ReYNNPPfGqFRtXcMfEKVrNlyEKshqoY2dA5XheDbxD6pOaZmaLdVLYTMDFbTwPQhtRgIWLgbF29Q8HIQM6dmjqtml1b9Xv7tg/6M7GI3S/FYwm+dH6NV20YSq6pBkfZQ/r40NZBhLPHScW1pQ2Xzef8tfme+XcfXrRqzKJkzpmdNtOnZ7YG8uaFrbGpM8c2rJHXIwznH7BOoM8U093kr20h91o1NwWArK+hwIwp8IwBKGIAihiAIgagiAE8YwDPGMAzBvCMATxjAM8YwDMG8IwBPGMAzxjAM6bAs70RCs8YwDPWyDp/ksOGtpwYN1TTZFuuVgsN1XW1u5EFBl1QKXu7Z0vFTX1BnKdszeZKXyxz9lrkzvSGxtdtjY72pLTbLpz0oqB1JBEf7/IFezd34RQvQz2JSclhMHAawZwbzzqmhkdf8VVmCsgVK0iTsi24HXCGz5qzSM+sFtK7ebZw0hX78gqYUjCUAgylFAylCKGlSDjnFAA3BRhKAYZSgKEUYCgFGEoBhlIwsBRgKAUYSgGGUoChlIKh9kaWpVZnO8VII2eaeBHcFd2RnVkU8+tqmVrQONGTW4gGYvv75s5Y2J/vj5jKPaGZCPpP0TVeClSyUZNe8kccyarfnfJGN4wMzLn17kDUEY6LVlk26gZcHCMxrbBVzWpR/1s9NJ3wqzThSx6oaqb5Dsn2ahasDqT4CgOowwDqMIA6DKAOA77CgK8w4CsM+AoDvsKArzDgKwz4CgO+woCvMOArrOCrvRGKrzDgKyyrnMhOUNUhg6/YmsDX+fXp82aTGmeif66WmSx7o0Nzxb6FIMeiw28th0e642r/5mJwsOifYV9QBUb2rcudfc6+jUVfz+bu6fPXp3sHWbFsOXQee/z8yJrz1k8MBUdOH9u6qTWfM+b3a4meBO8Jr8b+KG26U2Gl7rQtHaPwV9Wdyh6yq+tOA5wkVWrosuDUFkfA6xNtJskd8Qz/7cCh2Vg1NnnfxNFercXmMNucQUnUDkwHWf1zl/kTbos6qzZ6srGt9RcQs8SQ4j9s94kGdVZjdQYcNzwHcFgCuNwKcMg3dafUDac5yhSuSMljMGB9KxlDSjlHxJTEARFwQAQcEAHehHBASRxQEgeUxAElcUBJHFASB5TEASVxQEkcUBIHlMQplNTeCKUkDiiJIzO/4ZeDZ74NZr5Nmfk2gLINemmDSWsDJNtg5ttg5ttg5ttg5ttg5ttg5ttgmDaY+TaY+TaY+TaY+TZl5rc3whO/HK3iXtLUjdYqSmSUTmrUApuMRbcXBycnpyr6wvi6ci05G/UkTimv2VEbQpV+T9d0PjDUUzCfHYyPVIrVwkgpnnE5E+7ARG9mxsoZR/Kxwbzb6PRZmJb4ltgWfPsq8S5l3cY48Yl3dtBR/mVkvExHuYxKk1EhKj4W7H27zeeSjFa9ze62Xf7x0feORnHmmx+8z+6x6lRZldbiEa+v/3RpCSdCQEu/gH7/Ei6tTR1fm39h8zCzg82ZuuESTw7dqX6SE+yuRCRiy6CJmb7xb4acqUxXIGSOj501/8Xjx9B3b9p96UzKQnaxeL+OI97sY1aLAEilvBOkYaXHC5zsAQlMlijjtI0rO70qdYWB0dXIjMZQI7k4QBBHvzZwKhX7SM92VqUx2AyFvsvWLbKPbnL9oedgtX4pusGWGdhU+1dWD9dvO35MxiurYXEEoblVLcapaC28upRhGhpRF/cxjHuGk4Jx6C2R+rFI30xfCOlDfTMvv8zqn38eetDMPYF56HxLvhV8P0fu5ZzO+H6hJecovp9WnmeXyP3mlniTmKZPobJihRNZfKLRw6xB16+QFc2rW7lRZ6q2gfMdok8s5+00Tw7D2OhJgnJlb1zF6JVsFJdQmE8CmE9CYT4J4BvYAgVHjcUZ8fCsTADzSQDzwdEUE8B8cPREbL2dAOaTAOaTAOaTAOaTUJhPeyPYckJ18t3M72dqR7Hf5f3MCLbkEpdbTIgSt1wXwHFNK33sbCE2fZiFAIdmsukd/b5i1J4YmcsWJ3zpaj6xt+KFitjgpmxmvT9xWni4HMjHHLlClzdgn3gpOJD3FiKJ3VW/LhhLfg1VBqv23ERx2w2ndxWSKCHUH66M44rFG3ZXCsn6b9iPp+cu3bC23xjpzR1N9NTHsvOXrlvbPzH/tBhxmxo6YPQkobVdjBx79gYSezbJfIKRddedp1CbQWxrkA6LghcLtojH23EAqQVAagG8WAAvFsCLBfBiAbxYAC8WwIsF8GIBvFgY7AH3suKF0akRihcL4MUiu/93jikr29hVaDyJnhp6c25fZmVE2V7OZNVLGZXNyrGXTg+0B5Otn+cy2U3onjcLPo/ebWaUcxD0CMDJfQKfIyp9Cv+v9dU19MhMXyp7Bu67t8+D+16AvjtxDjEUmujHfX70i6TH8aHc7bJvB45Nqge6/e2qnhE0aESzIosrsi0VNElp51OlFRrtBwivMhPeoKZXr4NbBT5yl8lhWaDhZVTRehNl35c7I9k/wMHf3n5MGiwbDoo5Qhv0uliC65muw2uGxifWDg0NixKmEKOky0WsieECmqA3Mr2QdWnj0g0E/sPMd3Hm7uJqa2pbYOe2vLBtBiRNPdADJPe3lQD6pIeJwPI5CbvxKgGtOJjRucje7igW8+KrAHwvZ3NwMEFFPEGjpZDp1SChfp5kkowwZ/1evcsk7xnFpT+hbxKfTndTl9U2a1sjanE0X5G8UzTK0fWppp8A2wxwMgOczAAnM8DJDMA2A7DNAGwzANsMwDYDsM0AbDMA2wzANgOwzQBsswLs9kYosM0AbDM1ThAagdeSYlSkwjbI1Z4veNadefDCc4sboiNXvzCzML1+c0gqsfr7N0zvPMdoRI/XN6+fLvf8XKOhccX+xF5M8htaGG8zV9lfkOGwVfMvNAy5jCffC1nmm+FWCNWa8GEvnumbqW/u8wwcPPvQgejW6Icm52Y2joWkipyB8f5NUzsATo4NU5UqARKLYUR4uwHefNerphOxoY41KuPH/upG6LoRum6Erhth/EYYvxHGb4TxG2H8Rhi/EcZvhPEbYfxGBjsFv6yEv+7UCB2/EcZvbKeOlrG/va9BG3e1UYajSRb0rOcjsD+KN3WRbYbwrdk+9A2bw8jrsd9t2M1ikVMEkVNURE4RpEURpEURpEURpEURRE4RRE4RRE4RRE4RRE4RRE4cgFMEkVMEkVMEkVMEkVNURM72Roj/GD3cgT1u83An2VB/YeBX/FOJQDUX1Pxe/VuEbKGcO7E+4krs7J7dHR3eUilvD5/i8bvKG3vyesmY6Y9afFLaEzpz3+KV2/KRIPELP8Z+jMVh+9PNM542QaJNTdxqqdJmv920D7W9Hm5kmHVGFAKJAG4jgNsI4DYCuI0AgUSAQCJAIBEgkAgQSAQIJAIEEgECiQCBRIBAIkAgEYVA2huhBBIBAomQKcFjyRwf8JAdXKWBJHGZ5yz6x+JkzsHuJRu7PdKV2+f3xkZP0SUnK/7xvuRExT+mD/dvzDv1etjv/fSNl8qutOg3yz1pMc8wwCT6BvFd9jWjW7Tt4NvQ1Dybk49PDY3D25NP3Q13cC6KwYYa6sdK5Uguc86hxGJiXV/grbdMo+s9JX+6L24dGD/jBdt4btNurXD8v7/zHfQ9nhcjBU+p0qpbfLSRC30Xm2Nk2bSb5MlON/Nkt8VTofrBNi8cviP/NTWi4rhozEICOh5Axyug47FbNdZZw6h56BEPoOMBdDyAjgfQ8QA6HkDH43i1ADoeQMcD6HgAHa+Arr0RTOEmi5xVXE8C2+EIbFESpwRWppWJsYVlibOpWRK6l2TIHkzTDNmG+4X7Q90ke3Zrgs0VybK3ln68MEXSaLfm2AS443OKe3BeAvQDmpfAR+BO9Q6tsUXaVLlUZbDCNyL8evhGSK+LKEF9I3D2zdbcvMo+X0Kf8Q7GwoPlmPaY+vdofX9sNOrasCU7XfGlp0/tXpxED0h2T9e6Ul6jsWzb6nCne/x9C9jrNFdp5iDEup6tSs5xnOsb7tfL/kIkB/mjjRzk1F+I5HB4njy3gZwh/wLWiWdBRvEw8WaWmDZ+09THreL6El7Gb2TDX68Ccy+Aywvg8gK4vAAuL8DcCzD3Asy9AHMvwNwLMPcCzL0Acy/A3MvgPMwvQ6Ewb2+EwtwLMPcSmMsKy2UCLtZcxpuCjKLEbEpxI1+RdZksq4hzVKtJ5Tn0hKzarLbIdeMg+/4KYGaHDde/ryrXtW3R2qxtm1CVtcDymazPIuc7YxvRLWVp8OQ72S6TBom/hxBu2TGgx/sCG/bsOW8/gDFcX4rB2hdA6PD45vGNMz4sFn97dnjzHqPx1/U/sfpn63+YHCgU/kWREzfCH8y7g03eTbewJ/CxbA3Z0Xb6g7WtLFGEqOAZOVmRoNgPYX5jB35jV/iNHX5mB1ZhB1ZhB1ZhB35jB35jB35jB35jB35jB35jh97Zgd/Ygd/Ygd/Ygd/YFX7T3gjmN6xFDlmBw7X6SFKwVlYdFVey8h8Dlw5WCJfGCiXMwQcylIOzN5d+tDBJmPNbV7BtpqEj/jHh0c9THp1p0f2+0Mg1tIPVyecXSzewPNFzd/I/OUGO6b/A/+SxCaSZ6Jv5sCWj+vAMq6/H0XePH7vsMng7S+x//4Y9QmJUza7qv7TS38RFZoihkf1YdouX7RisK/xO5Px0TVO1a6jnyfqvEHPhpuvJji3E9eRwd8P3BPo3Cnu3r7EXkjn+WaYl4nnrdhVv11TEfFdoBOtV0TWco9PX+HpMXZFmoWvhhLVKy9S9q9/2DtN1FmVTN7hevWFPY2N3jnBl4QK66/90od7b3N+12pST/GxcS6wdd+ue7wTRdr6AT8rpLtdoOelKXtlA7aTHGlsed0cigcYcSvhROdTYsvA7X54821r/Mjt1VWSoEtOiUYSWBeEZO7Bfr3PMzaOH3eXZsk7Uy/sHhOUAdo69F2bD3Kqx3v98MOamLegDwCnU9KwNkXT3HD5ig5WWndNZRaf5N+M3Dl3MPmN02Kw69hMGKZQPH/8pe+T436EXg9mgC59nF4ivmbk1F+VqeaOEV8P85cwC6oZZfg+JQIi7dvap7K2BtGNA73D6xI9NXghMJ4N6R9e5NCZfopqsf5TVUz8IHZeFEa9tzUfZ5kt2QucIvpGFUiDOCOFaRZB9zDKWqll2M7viiurxG5jGufG/sW+k71QVVwuL1AaH1neqaQZDwNhREkaQvDT6xr4ZxFq6LaY/sPpDh7qUWGbEDt7IzLwKX4/W/J984yWYlWnpQqZX8n4Sfz6cFm2hsFe9N0Q86jz/oP4HnPQTCdVvkKSfsIsCvvBPwBe6UHBVG6eml+0DwM99xE3zpDNLnMNdfrVs91RQOEMBOENB4QwFmNQFmNQFmNQFQGEBOEMBOEMBOEMBOEMBOEMBOEMBBlsAzlAAzlAAzlAAzlBQOEN7I612T2rBIQnJDqZP1WRNapg/7SPmT93jVxqfSHYHDC32T5neS4z3l4airSZQhRkHqy969S5/xN4wgsoNS6y26DF4Qg1DKLT0/NIVxNcxy9yMDTiKq3EGmlrzBMzkBCY6bXiX5V4njVGNxaYHGD9jI+H+ZEEqvdLzEWv+X5334415Z56z3/IqPSC//M9Xn8AHcumHIDdhe6ZuAp/EqrGb247K2w7Tm9Y+y8OANCvKuKIsw8eKY8cS+FgtcjS0HHyWjuL05wmFBzbNmCotJiRSgKPnJMmkAq/LWk2ZpkLV0PQyo6cZg8VsNeJDErPXOrM+Wo1O3DdxFL17mVXTcuunD3n8Ju6eyzTJ9D2KEZTsMxogPqOjzZzmbaTTlga6G1d0N8W9fiJbSQ2Hju7XI7t5/OTHV8M5ze2MtFpOc9k6anUn09aURl8kue0rp4Ub/qTGTk6n/v4ttZWJqXdpuuLUw7RrFRfU1iTV2NYtQGzdxtCmFRbeJ0j9TQPENCuquKLaJIKBFURQeT2IIHby4wQ/ALz4zxLBCUzkkq1kQBJbSYXNUvzPWc3p+LYE5Zq0K35CMzrU10oHxP8P+/F6yB5z9bXktSwdzZVihS9vcz1Y6c/7uQrwf+cqPr2U3RM/ONgTE5u+KOmvr9gWhn+1s0wqvXEdveCFRi4u5fCgjTMD3/4BNufrW2Hld4bZbrOZMBvWGM12E7btW27v9xGXz6y65zKVzhag8cUV3+lA096WHu6cQJ6lW3jtSnhrV7fTaFX8aRoyo6YlQzxWedQUh5hlCxJegYSHnfl0/2J/PO/MOq23uoIer91msIpex62fHr3T47zj3vqnAVvPfO5zjwdTLsAXp7GFfdgHe+5eRY5+EXAVID6LnQ+x2jaff/koKOIqKy0z7xVz0d6Z3mDOkrA4zwDcOQF3VrvLNv/GkXP94kXvAJQ9d9FFb3dHHHpAmt4edl9c/+nSOwiusE/jZYArV9N/kMoRxpV2USfwvmr66st80tLI9GGXNSFtFs/Y/DDfweUduz3G0dWdnN4Pd9e/RVoXcRxC4mey669s9yof7DlJnztYwEZr3+poAzt+tdDJChb9e1fDB3mB+LZuUXIcdvQcbUs71GbJ2KqDMlJjq1JXnPCdZhQclsderD3p+peIixcajw9UFBZT/xYWImXdm4bo2nGfNMXVzGHbDMTbjvuakbNlz3Gr3Cf1Cju1pt0pOsqyZmKeZrezrE0xQdWF+w4bRI3diK3SwkGt03AlMUhlaAysAImB1dPU69DVugmuNK5INw8eo401+qSf86RfD5MJ1AwAS3dtnbxXlgfEGo2Wdk5n/F1jcRwJy9EdWJEdshCr7RyLdm89NNiznYTGKux62y4aFsvq1y7PG5mY9jQDZTH0fC5AzufKTbyVMJpKLSRFk4MQvLkbsQdKrwfeEtTFmOBNzpWahFKDsgbKNigHoPwNlOuhvAfK3VDug/IklGehvADlZSgUb+2NULzpAW/65XijmDoh1vBhXX8kuaYW3tgfHou6Ull73N+KsXwsO132Zdae1r2ZHNzFpg6Mk0M7nwljS2rFVqBvnh7jteeMw/HfK+gnwCO0Tfv9P6+bp0I1L6vGhGURKwShxh08lf3+cP2/vL3+w6y+3o3+9fixxzXfgHci5f3AJ89cNW4MNRTsHC/B2PAgZWDZ5IjGG7v/Y+NNRAPI6OiVbGGF1yHZTL8iIH94IHStcO77Rm9iXxz/w4UCMtV/i0wldH79TnRG/eZSK0zMzM5XDxPKM3ncR9ITcjSkRPbAR0PyYq8mx20UWjg4AQAM95DA7D93qs/z9wbOUW9/gwy4ejb3dc2zOfQtWSdwBY57Adz3dCW7b0c9YluwpLZ0DK0xMLG+FdEkAmoa0xRB15qSLgLwIeOjUy/eVoI1x3sL+8NppH7PxGH0XmSvP0FE27X1+9EhNFT/BdVdYNtsouuWzxNfpX9Dm3zb9M99gMgEcrIDrnGloVdU5k1WiEqiRdx9jvunmeeuGN/D3jH96KLBaqFSrtlsM/zmN8j1u6ef/u2HqWyrt4eobKvE9PA3baTbaJT2zNjBAOEBcl4v0FwSkpIejOYGlM2jJfjs6SF2vCLOHPiMcW47Cekx0BfMBnNzrjis6qnQ+pTx5rPZuQUc1sMljlTZ+iuaoh9lcLgPf0o4d7lNd7TZX0qNwsqwwELHzHvY3V1H+hukV7i/6uhyi+5KuSb3uqb0+p/0PMc3bLt5lnelnKGpkBPW+lRgImTYuQ41TbzRPe83TY3cji2/i72GBbqHEJfHTjlhfLU210g1PdjBJMFQ0q2QjIwdIu6tWRzILgu2V6vgYHtH6h/pFGpPkf2/x77Q2r+27GRth+ytCfE4KiZjE3MtSVzWkgSmcTJLQuqItY/KhjPpvpSceqcWCPQd6Ec5aivzXeSVU+6srT7L/lBoi0mJ6Rb4g0y3G1vPGVYLYWXsGFhBosYzDxCDRsW+X5Y+V4lJQwKq9HSOS/MWYA6dItPIMV1vIHSbZIYYORN6Zx1n09hH3nl4SfdwpHyalY74GrRZatdWdPd+2fmgYZeNJVNXi3PCNy3xwdwdDQNsIp5+rNVJAcN8cukY8+/sCwDzTcR+rm/pGLuNxLZINaWfNgC37v/wyUeELGCWkx+tTrZAPcnhMvBpZE8tvEx31HA3kkjYEbKT6FNp0De47ZtrOzP+0nkj3Qv9weLiheNvuPxnmY2jBX19P8ueXvcMe4KxC88Ie1PBRGD0jMnz776g95r50NS5s7aw+YKzMU4CS8fQUyCPeltx0mYe05qdjm9krrTSs36CEx3gRKfgRAfg1AE4dQBOHYBTBzjRAU50gBMd4EQHONEBTnTwRh3gRAc40QFOdIATnYKT9kaU7HQ+BSc+BkfwT0KpQVkDZRuUA1D+Bsr1UN4D5W4o90F5EsqzUF6A8jIUipP2RihOfIATXyMzS62TMTDBCBFPA9EtNx60hEpB//qMM7snMX96dt0Ztdm5D8YmexPq7ZdM+cuXpifKflVlMm1xeXLuwL6LZw9vKa6VgoNbelgpWQ1H860x+NY3YvCdyd7e4vf61Ybf63a2e1kecSvJQNHAItWRdWZdsYY1P3/y0/3JxgUBhXQCQDoBhXQCgPUAYD0AWA8A1gMw2ACQTgBIJwCkEwDSCQDpBBisUHsKynegvAjlj1Ao6bQ30owJsyyHOJ1NzZP+AsuetzKPeHZurKCt70Joz+3ZTaNFHfoIQt7SmBwRpiWdeHT63LXmgOWiN7CnRib2T+ldBhwVhvlfW4z/27YYD6HXZovRiAG8vhED+Ex2vsU266sN26ztrEDW0SBKsW50Csm8LtuzyfpjnJs+qEa/V6NUdzfO9YkC6AU03/G5lIDuF1BAeY59dtXn2HvIczgXtdweq6Y+7odYB3OMfQl+5VJiFS6nI5zVTD5bIOt65YsWj8Ph0ujXJ9gz9S7R7bJqJdsVpK2Loa3/arTFF9s8EaAtai9OTi+iR5ptfWBFW+LSBYD0ddCWnvaLx66Xy36+vvFzvuXXLB4Tehfph5fJ0197Vt0JNXPo4MgxrUMVlt2hbY3XPdMRBm9bNgTox4XQj1ta+oEhIhZX889ous6sBFNt2d0nOnXjA527gf3XLkAVAkcvMfBXYCH3ZSVEa6vA95lOkF4xXllmf459L2BsZMXeTd9RnaBtUydoiTqhoTrAungBpWu9tU+rP23vtX9GjR6vD6DHKx/6UIXoseT3icBPlqsvOr/PSt8nBxEXlr3ZapHjGOqoRS5WGeAkPHEsfENPlN5EcY8ER68DeuRTevUZ32fUR44cqTyPO/Z8BcPiAPMS6kMP4r4o+gKAdi3SBPDR/OBgHspLA/l8Py6Er2OZ9ivMAlFrRQGi8l4Cy+fe4mrbnrYYtE2HfBiA8j4g5NWu0ZzHKbndktNTf1G5YkvKVczu9do7FMzPmIuWfqZayz6EfXdhA5tlBoD3b0P7FD38ilwR+pX7IH0HewBasRlXbJYxl6NaSxlzroYEr1KWExUsJyplOVHhJ2AlUMFKoIKVQAXLiQqWExUsJypYTlTAWVSwnKiwdRYsJypYTlSwnKhgOVEpy0l7I1ha7FbCFuCFMwE4SsCal4A1LwHjTsDCmQDMJ2DhTMDCmYCFMwELZwIWzgQsnAlYOBOwcCZg4UwoC2d7I3ThTMDCmSALJ44EO0ijCIxTq5C1QJtSEkm8ktEYnxmXW1NfoVW/Wf03/5xlY9n6aHE4Gy8O58IDs+78UGx0rTs/jA52qryyQ6XkYx/wZaenSuXpqUoxNz2VnSp5NoxlJkvu+sGO1bmOtTJPmWTGUZbVwJ5UT2kKrwOiJCRrNekt5yZu4B8NovCTrqfTX3czJIrcOLK2P5+sSYKQ/Dp9Pt14fsm89FlUZF8k6uoWeqXaMDOeQQKA+Yks+kNmk8SFJFhD16FedBHsQwWg+xAaIev/EBpB57I/h7pHG3VjwAEOsT+EuscadbNQJ//28UbdXlRF15HnnmjU1eAdl5LnnmzUrYfnDpG6pxp1e9D70S72zVD3pZa6l6EuAnVfbdTtQo+hM9gtUPeVRt3NzK/RDJeFui826i6Bujype7BRl1mqogXmJ2S8zNIgqVtYGkQS832o+3Kjzrc0AM/9GOoehvsBUmeB364lv32k8ZwffrueeYHASqkLL/WgzaS9xxp1WaiT3/t4o25iqQzc5fsEVkqdBO/YSp57slGXg+c2k7qnGnVjS7ejAeZyAqtm3e+hLkhgpdQNLD2Mxpl5Aiul7oL6L1EaZDYMK6VuC9QZSd2Dch1W34Bc/t/sXUwR7VmRB07fMXKM4hMrr06mxrmuT+FsPuBsPoWz+YBKfcCUfMCUcKY5H3A2H3A2H3A2H3A2H3A2H3A2H7ZtAM7mA87mA87mA87mUzhbeyOYs1lJ6GkcoIljnDREi5zGD3uoxeCbeOMbfHieOCrbUOYUbpgDRpYDRpYDRpYDRpYDbpgDbpgDbpgDbpgDbpgDbpgDbpgDbpgDbpgDbpgDbphTuGF7I5Qb5oAb5ogJZ5F2g4ZsKLBJ4luLV2gcuJFmphXCQlSN1+sA9gqooY9714VyM91BbrNtGKm4aduIuXtiUya91h/omhjZ70GM7Y8a9GPrN1hnvDsUnfV7zZJveM9kl7vo7BrcORhw2HKhU3d35cpdAxtLdo8TFoRZECas7L2w8vlxxDYUYJbHY2julHtwRc+JzDOa1iRtjtPLA2004tIZG7tti5I73sJ85a+YzVZ6TY3oL5BzMGDzOUwrAXpMUKJXINQt24qJkdZAmrBLCctxnTgS1wl7d1XYWwJ9m8vrdwZ7N5c27nx2audwJdKfdQ3Xv82jWb4+v+4VFglaHR/rXZzBl3qDJtCLPtd/+mR855aB3VPxHah03rlTI77afHVq5PglpRJ7njS747R0/Rn2yPGbnRv2XjL8B4DkNCpxiP0kYwPx+zy6CuhbZfU2zUebkrFpwoFdkhjGSMYuNK7M9ApbRLC/v59xwexxY0E3mahWuShHFOYwcPgftkarQLxW9ps69kD2IKvNi33nnt0vHn/sb1FJczkqPRSKjNR/gRy98fhD6E0kw861aCGdrmP7pj7YeBxm74dZ8i+r2oI3rUnaDvZld2+LHNb75OtUsFSHk7KBjAMMJ481PbLinqpY5Bj4WM0sZ15t5GMVsHyeSGxWlCyB8kQcXaX+ijo21RvxlsYS5V1TaXs474Kqa1H3KAqedtvBvuj02VMzF+0YcXDVsti/7fJFEnX3lOu2lGb7suZylYtdhvdxG5d+z+2FNSMAjOmfmQ4OfW54KEKYOE4xzDTSoajxxMS8UQ1sDWeeUQNbUwNbUwNvVANvxNnI1cAb1cAb1cAb1cAb1cAb1cAb1cAb1cAb1fJcfC2N6DHPvBcunsBdwHbnDswGcWK71vhTAM9kgjBLR/g5c+/UbDQyMzng6Ot534HFdx0cHD7nXXObbnrD6M2Zy7Zte3MC/Q5tfEaKuQwGV8w1srZ62tUbNly7u1bdc8P8T/M91cJDZE28aOmz3AGQp5IgF4RAQkiys+if8E6BfYQNMrKupB+eOZU88zATWPGMgz5zUeOZZjt3kWceY40t7Wxf0c6D9BkNfaYIz2wkzzzCBOkzH5OfQXX6zFDjmUcb7/rUimdwf7Z27M/jLEefGYNnJsgzjzWekd/1OPp1Szs7OrbzZKMd3OeFjn1+Eh1veddpK971KdqOMva98IyHPPNE45m9tJ3Hmv1hf9TSH4HiAssy72DS7B9ZnCAdWzVri3g7/wXMHAiJy+YHWpm1hwVsmC8gJOEwu1KY/ePxXyJT3H5jun4ccekb7XETYkXgs/qI484YCqFQ7E5HRE+ODpkPwiT7CXsltJxrtZVqHj8+QGaVpsFJNXI4QGsSH4QmERKAjJOCFd3N6cOOO+MogiLxO50hPccmkSlqvzGBVPVXEjeKMRM6/n9Wjs3RMjasNzPLerMwsaWvIZTEUQeT4XdA98mAEFc/Lg8IhniGPKD6D+s/VAYE41n6BYznXAo3Mp4iHoKGJhox0yuAm1XCZ7oSQjUJAFizou9z+pDzznj9B/UfxO90hGEI5x7/P/Ig6q8gVeJGexQgmSRjuJpJq65gzyYHQLJ/p6soj8XZMpZlOX1WjmoZ2r7LrVs5xFfuXYnFZSN2wojh3tmCUjL+rexPuHnoV4X2y1l8gGhcnGT8psaVpXHlp1elLn4FSJYjeQWA5Pcvw/ncSmjhUS0nAujL15jd7H3sDKzZwUaOFpnMDKQ/DnoFUibCZtZ4gU6KcYATPpmHfrC31N/MsRwy1OzoGtUzgmA2h+0IXbcbXctao1ajWnhGha62lw2IZbn65UzbO3UULizc6+g7nYoBAIJRw4sAVbwoYBmhG7CFvoauQ5ag1arRQNvX2GsGBD2ov/k69BaOZZGhbK9foXpGrTZYI3a2/iZCI99jFti7WT99J5ZsDOSdBkqLDnoFtIhqcp7ZmsTxQB4VEloYIRXaj8ep63bU7+DuxeOMONj6e1h//Q5kCVnNGs19XP29YkmHB4rOantnc5w6imsHvcLvBGTDi4AG4xzg24EVjxJi74b2LWGrRau5l6vf4ejW4YGi/ehY/TY8Ul1JRAe4+/BIowDzfdB2ijFyt7H7YDQioTqezmgcMo8jSzPWNhrJfMD5g5VsVzydGXG7Ohp2IOQIg4SaDFcFqRrmbvNKx39R/zbKsHbJmzv++QcfZNf8SvJ+BuVQ7jNeSX3+Qw+dj/2bl37P/h03St493Wod1Op0Z6P+w7KrnXC0NTyYjaT/kXmbfKzORxJVaxShqBX6VbNWkkLFiiTJ+zH86o95Je6chx46x+CV0K9Rpv7tugW6x0YffPD497G8shlg8WUKi2ALLEyNvaaqGYe2u6cSriJUDcMbpbCjlnSEN3sl1o7bPf4L3O4aaPfz6BoYd/2Z+jPLxv1h9u/Yl8h7smTcckxjI3mHprGfxdtF1VEl5Inst22tIFSxwssFa1SqRa3o8zA43L4yOPYlr1S3YOCjX2Pgfx+AH8W8W9WAt5qcOnmJpVjD4qI14wHshYiyEFtWsFT162yYgCPaLeyMZgPoi/hnZH+rt8ix8WAiykhwkGwoAKEqxYXDUak+ryDjw5L3Wdzle5aQRNDxszMvkbxe6ZJ3Is+DD9Z/ev/cHDkPKC8dQ8+wd4EcWWjGkmvTWLfmRcAzOEnjHDgYfSMvQlDZdAdhZEF4JAgyYRBkwiDIhEGQCYMgEwZBJgyCTBgEmTAIgmUQBMsgCJZBBodieFlxS+rUCN10B2HTHZQFyGaY8ZqcikoRI5dHHf9911YPh9DF11jXv2E6HBne3pMcL3mD1TXBUC3rV7s3FILdSecadGs+hTQ27ry3h4q2vs3nTJ7ylu1ZT9d0trrYH6zf4upeGCh1O/MT+Ym1DKvkr8Qmf4TO/py1kqwXLnVFUUWMh7moF1Vnb6yvRRddwOLUORV2WpYBzl2qsG8i5xWbVz2vaIt+S5U3pEKwrJYCiRejnECTlqGr9/3wzNq+HWpUV+8482tc7ZWjAlcrFl85Cj9OQEd+AX0wMNUVtvb6jmFSUSP3po4m8ICdcw1xeAMtotN/gQrq+tt5hB7g0SXq+r99EvXW/1TJoigKZcv138rjnkYB9LlVzgqn1egstXym+BfpRncjI/NldA6rZg5TeyGG/Ri3F7hvgOlwJNN0nIFpxtXECqoIrFj//OgF3btZNPQFNdf1ytfRt6z1XVykjM9HdjPXchn0OyDLPDMA9CqfajendqJxqqOmU9tCNeeFo7ImvRuf6sASvjwSb9MuJtlwtApwDR16rcCxB0e2SNHd08FayhXonk6PbHFG9+A7KVidjvSu68sPbAxqpXC+/rXabOPm2jVDAzOO1GCiuKEnsGZ4YJ091Z8ob+rxdS+s6altGnLkYk4kbFrX2yNfY530hUsVEGUXGQ9z6wqrJl5xptA2jkBOcrBUbEQnK9nkuCZqdTPPZe391ms9QwHJU5biOfVuzcyEuw/uCs5ERs3+6w1ma8akz5Re+e30uAkudakyDKXCfAE9hZ4C7obPjvAGWvb8kjWjPNVxyVi0FPFUxPSP8ek9is/E5AwMQD4RrA1Q7JsqZWKd36EObXSkkxFzIRyRxiPOVCIMl1HXSK1jLTrLZDXlpGgcf3iikSPLb2WPxVn0EBuBxWOE5lVDRdk4snnSaFl20mihy79y0qimq2JNSDZOGiV60vjYjvjMovri7Q8K39sRX7dduHTHl9VPvFE6s/vy7svt++EvWVdgWURfJ/E5dU0ucoLgAjIXwRa8irhRgZmPanGJ54UoZgD1B9XokLV+H4r7qlXUXf5o6eZ35hvvunflu9osXju/S9d4lyjwyXi8Rt6VVdffZUUz9e/iV+1vvKqNl7DMmUu/5zezXwHKcBKOtPIsXT7vlGpSLVlLCkkQJLEUhQUchNCpE7ffrvyvfwAvz9wwelP92q+QmvdO3XHH1HvrN4Pkc4Hkrb+n/nfy+1QXk/d5X+P7sIADEgO6qfWlbyAv/ST+2+mlIGveJAG7FJnLYJyD8F58oloEutrEnM6cz7yFeTfzD8y9zBPMt5mfMn9AauRECdSDCkwHaVOgZPcF5iUGNnvkCovmbyRXN8HVs4QozwLikyhRho7K90l6X6L3NXo/Su/X0PvN9H4bvd8Nny/B50XweRN8XgOfb4TP6+nne2j9nfT+bnr/KXp/H73/Er1/kt4/Tdv9AXw+C58v0M+XaX1dvkeCfI9M9F6i9wFZ1kYFwiiklTiKyDHb8HEo5vuVv/I913Idpd/Bq+N/5dfw/5faC9P7j2MCVe3Gf//0qMZg0KzDfw6+lqu3kFuDpgd/nob/aAyvnPWa2zpueu0/uRD/Zffjv4bW2cbeSZ/4i/7UF/DF7xtVb3ntTXz8tf/ko81LvO8FXmFv4YmmTjwKyexJwKwKZEOF9Lmrbm/yp+NvrV+L3sQNY9CgvTJrIl98C52LzqbMCcE+28xdC3s+K9Gb4V2XsYg3rkaydcKHPERxQNqX99PsVV6J8Ns6Q3ZzRfaL5K4ieT8Ft9lPEd5+Bqwrv2I/S2T86quW8eW872o577s1bI1XrNEz0I31r3/rW+xnj286Bf0XQzI4MehbIGPzAKU+ZjWLlFZ1I4l7TTQEenqFQ/BwYkXEkYfEym9Ktz1fes/QJarPX6JCG9D6+ucQctZ/Xv8ZkXmb+299Y/e9Yqe9bIvdurdmCIwVXUbr75dpKJarJlp0ErJtv6KPmGzVRrS5tLeFXWoFAd9ZF9GqhFimfyDvVfQBwYbNE25ITXVNAr1aoQFo3fov3/XDbzNLN6nuYV9m3onei76Evot+AgtkD04RRkQ6RWoX1A4n1hYGOPxfjoogyKIpiTafLHBYWjVxWM0JX9OD40QiiQMtEEUbNKomxti1lj/QCg40ib+ADwHrTCVs4IvF32SUKCblhICSvCmGb5xSudZTJm7NMN1gD1GpypEc4Jse3IAcwAVHg65h1WYSm4JXoYNV3HW8mYYPeIw8SN6Cm8fvS+LdSk+tIskRgpLJmjxY2rC8acEPRxPEmAe/F6tMJUE27qnVlF06fiKJG8BglCo0fCkecZJe4x5UkzXcbgU+CXAx7BzQE3pmRGCCtwLwDQGCFIVB4CR7Ai/IuwJp3LqmKzSzeWtBrHZnBE3BH8y4dSzSGvURKTFVi6sRyyLECkbRLvBaXmNkNW6vR6v3WAz+YMjoSBp8IVGv5oy8Ss3HnGJtbCYW7hadlm5BrVerWI3X4kmYVLxLP6syZsVLOFM5ZDQm0hbOEI4EtNHZAGfOlwuWW39n9pqRPyyoTAYVy6oQD71AolYt2owavQbEQ5NRL2lUvD8aM6i3cqPBmbVjktatUQkOnd7Acqya1TntJk4lSG5JUHFWpEsb1Ca7pEnCAm/Taf3xvEdX6EpxxnQmqhGsgkZjFAPlfL5LzyGvEenCWqvR59RzPC8itZo38lWuHN48v97vyItOO8uynCBwwJzVWqdWr9WtrZTW+FU5dnpGZzbxLGvS2G1Grd5gsPJqbgOrK/X1iW4jz9vtYjaXsalZk4CsE9HcmmqY/4Sp6A4ik0Hv1HiR0WTAr3fzXs5o0HsM2I9Vv4bTe7JhrZlX83wFGTjoD6zGZsAdups3Wuxxu62KfmodS7h78n7Y7bAGVyii02hUHPTNobO4nS4zZ3M4BZdbwycyUY5FLFLbzHoVx2o0aofa7I1kA9acoPVwiONNHqeYE50OH0KC3qbX2ASNmDJ2w4bHOqgJjfrVvM0uaOyJgJM3eg2CmE3HDPEdPM/yjqmUz6nShfQal4AsgDbeXzFr3W63Vm+12XQ6TD6IVWlEm0XNi3zCE3cZWF3KouJNakHDq1Q6XpBcLg30AaAnaT0ssumR2SWaeN6CpFDcCpBwiZzOoGMFq9kA8FepeBip0WIJi5zK5tWrkJrVCO60353X1UJIbzILGgc/yDm8g90pQa3h4AFBbdGagho9/FIf1AsGg14wem3WtBtV+bhbZ9TySMWqdDazVjIKdqAoIGhRNGs0Dq3RrEZ6EejbGi3ktacZHDxnVWFyYCMqmEeiEX6IVF0cqQIon6b1++141IKHjbiNRpXO5DBxWti5DWp4mxXZZR3pn5buVb2RfRjpUBGtR1tgWZAnK94WS/JllPq/SWR2VxLUkUGi7tE1mWk5JbvMMyqJFuNgNWEDOCIX8BfKb5OYI8KT8BJ8cENcLisyU8ZpUwV4GJgx/gk+sZeg1w7MZiTBTnbqSQE/2Ggan0w5cDWWXYD5JtUR4CrwFWFt3YR7E8NsrJck7yHGy4SnEn4os6ZasoqPkwi/E6BB3D58ElaPf4i7UsE/HGETCvPj8cuxxyXq5sPVNbnohBXBUqC2ZXJZ0W7neaNb7Osr6dgNMHGsgGyt0WbXmFiWN5l1M9NsTuVfU6qs1cFccWrVCPF4agP+7E4x7/Cvn98cLnNV4ABqNRJ5ntM7fUarNqxDRi/i9F35fDkgGjWEh0QzaSOX6iroPPm4X6uzOe1cUgMIURvSOmRtcCOT3akDDsWxBr3OIag0bq00tnYmOMptVRtiUT+v0kh6owloBnid0SaqtSJMGh2mSVZlMKmEsB8Bf/w0MAaf1eAB6uS8vBv3x2AyIq/GqTeYUNBdNA0B9IBogXrVnAFVeGAfZm046wEWd03VBlzDYuTZfm2+ELWqVbyoR2qzUesAxiKKKuAwep1dMEpas02HaZrXGnXuOF9F7rTV5jUKwNsEmDwaHa/XBE1aC2ZGKk6jFlLdg14HN8g7NILZpEehmi7v9qfdgoaFB/Rem4oTwxYLQEwH8x3AbTBbBRYmNCe6oGfWeEhCFp43iS4z0tsQ69FKgDATz2lcLkngdTDfNYLaxKssKR3wubgnAYxEbbGJGhVhLqxOZ7NZ9YTpmCt+YEHAiASXRh/SqZy+1JQD2BR/GsxMlszRLhWe6kYRVkFVhFSprBzvMGwTeF7LwVzVqYxGd4T1CLhxu9+vHbIjq40nh/Za9nfMv6sOsDMggTqYAJNlephRZpbZwuyGGdxdI4q3qlSW5ImMqVqqlOUJmcQTj0w0oGapG5O/nTwCF1hSqXZL3TVYyeEyUSVpdiT6HV6rYZfn5HarNWY2gO7kMQ9ERh30EM1bBGCJ6jfzWhXmp8DJ5tSshbXxLLpDDTSvUeniQLaAJy26U61lzaxg7oOHeUFl1KNuo6DlnIjz4sFyAFIgHY2a0/NqYQRXYaAgE693CRzibaxaMwxcX1DpjAazCsGqqxG0ah5VWT2wWYMIUiH8A9aO4xub2mVD9Ev03wByC+tl42yJ7Wen/lda/B8kLUpQi4+S1JIdt0BeAAQudzcaTdrVDgcZK7Qp2fEDVdx4EqoxqKASNwAXAGYOvnES5xagckA5UVD/rzj6P1ccHUEB1qxR34k5gA5aAF60GTMmwXI5LCWYiau06xELTMTCqu9gdSoN9NKPtCChwZDv1JgFYE3amk5vVAFn1v6vdPs/U7p9QschJ6cVygIQCUCGww9X4UbPqd2snjch/DBUugFTsEohrgjyik4lwCItweKjFaCaQyjGItEA4oU+YdbB4g+NkLPRpX9d6ka/JHlTX1hxJmxeGSpFWBnqrC1DH98hMgU8bVGOsdBR+QzZoljZWpiz/4oG3PqOjWArW2z6oJggE0c7eWlUTvUEkglYyTRzyx5hj16/foMZmLFF8kyHiiWNDnln+sZ/NNzINGPl0feK62bXgFSnyZksud41x4+h79XHaJaZSKaWUODLCgDfCtr/6uHbFlmUGtjzHeMOx9rgG1LgGwL4hhT4huAHIQBNCEATAtCEAL4hgG8I4BsC+IYAviGAbwg6GgL4hgC+IYBvCOAbUuDb3giO5omPUkPEWsP1enjDI+qfkWxFL+yFuGXpabB4IMr4xjG+l2N73jMdHNgFgqnOqjX4Y7MIzQ2OVcqC7m2ma9qxbjTojl/JqwS7ScWlzbOCUcOOevK1NcUVBGBlrli6RVXm1jEi44M5VmT6QL6dZjaAhHsaAOIQgP5K5q3MLcztzPep7rMRm4SG0dGudJFoVuzAFTtaKg7hikO44gvMGJDUgUZ8WdlOQAJA+al9QAU+dwC2hoiBPv5mmH4zBZ9D9OAL16+HzzH4nKPfz8PnAfi8+OgDzGGGp/lMr2pc3di4eje9UmIHNC2x4yAKYS+WBA/CFpY6JV4WgeCWx94tRBTlsFBVSXBYhosmsQ2DQKICVaNOpxhJOsjzXE9F/h2nln8lcWWpqvwcNyrK36vVcfiSXCD4i9+nKq+76pN7937yqnXK5ytfjaa4D7MW4yj7TVUqWh4zmdnjm7hU1NMfNFpYdm80pfoIazaF+q5Nz2ce5r60OOfmHi5v2WQwsV++KzWf+TJr+o2Oj6+PS1P9vC47JcFlmdfkJl3x2bhRw6+fcU3axs/PFnudAy+NnZ91VvzOwXote/54bMDpr7AHs+ePRQedfei8vUeump296she+vnu0kUjha0p6dGRi0pBKbW1UBi9sMvq1ae2FH/cdeFocUtK70V36k3sNVvrf+Rc67Z8lnfGN2W+BjXXZjey/egF1qDr2//Kv6Pivj69nmUPoeL+Pp2BPX4L+inn6NvHeS2TXQGxuuuVn1omS2aXvrrrtNKkJbGrqnexqS5yJXbIx7QGuM+D7BE2AfSNff53slfWH5bj16Bekqdlk1yP/kTqb2aeQjMcR/3wJOqH9xTKk7oHG3V70CVoF/Hh+1Kjbh3IDRexD1FfRLnuIiShGns/8c1T6gahTn7u4UZdCX57Fql7pFE3BM+dyz5C/Rgl6sdoRYdIe4816mahTm7v8UbdXmRE15HnnmjU1eAdl5LnnmzUrYfnDpG6pxp1u9D70BlsnvonKuP9OtoFOzrZj1EiZysXLH0WpdEvaFwAjnjqyDFuJLWy97lgbm2wdzbuj0VLt+355Br78B1njJ6bF0vnw++3wO+N8Hsz+b2xiNvAs5HsT4h5m9OJjNCArxS1kyYQj9sITm3c3kVbwf0YY05DA2gYWolTG1cVsblmSV4iOZ69msaXxQkcatigQ3Ylr3xnL79X36Xfw+/Rd/04s2tXZpccLyCz9F9oAd1D/Mk+wXQIsmKk9owtbl9/lQAe0mtqhHqXWJgnaCbtZXFQnFwjZTmgAy2Yk2OVoXF3fjg+MnZPvODWpBJdY0nEJ0+dqy3Mje6djC3Wn66snQsM9FxweKAHw3YB/kjoQ4wamHtL/ozW0yliXkNjjoGgXeE+lb/Yfke6G509nNhcP122c/PBHwxPF6zPHVNcsjRVHUPsqNjfl7rC4RpNvwAbXOqsJlRQrv5r1aa9NTHiH6mFpraXRvwD2/ufjk2cMlZwuAJV71QlFxya3FSS32sBPK6F96abWdZa0yBgLKrJQoSI4TI278SZpRARGHwWnLKQYjZKogAkodSgrIGyDcoBKH8D5Xoo74FyN5T7oDwJ5VkoL0B5GacTlDH76huhmI0CZqNynCLiJL5K0PFmfPJo9DZHV2Wdv+Z1R2ajfaNdaRTJOVJ9sexGV9TaHy5Xd/lfKiQGXGLI661kI0NaTlOJ+ssxR8jrt3u78msI3HAygfXoE4yJKXfGO7ZrYan1Lg7QoKMTzIATlsDcEiVOidLwDeMjqiOlD1wn5kw1vmbcH0URa/3liy/O7pdxFF76b7QZaCzYxFFrdLtgw15YBVdu6u7iJjQnJ6USFRyJAF4RwCsCeEUArwjgFQG8IoBXBPCKAF4RwCsCjkTAkQg4EgFHIuBIVHD06huhOBIBR6I8+6JCazbZZsx4wBqwGzT1j6ZwomfMmRqIR2aliKPq6erJxixZa9Lzc3TpZcbhnkhfxuVz++z2ke5kSqd5GvOiLMAHz50AiNn/zLTFeMahiBUIaeAq2LBHTClwScGQUjCkFAwpBUNKwZBSMKQUDCkFQ0rBkFIwpBTAJQVwSQFcUgCXFMAlpcDl1TdC4ZICuKRkO0WsmWqNraWYesIKIWCNlKMRBOGXUjbuU/sng5lRV6oWHNkYrk3HpV6nX4xkQ8MS6o6B9IreLOXGMuFoX39yOOvcODtx1nTMYomadLfEvIJg6q8MDeaihLYmlv6A9hH+FWDakiw10+/A9CIWwtzEf3xPjST+JQ16Qy6OXUVwNmPgIVsB/jiherVJo63W7RLlHrK9ukeBuwe+8MCvPAAyD4DMAyDzAMg8ADIPgMwDIPMAyDwAdw/A3QNw9wDcPQB3jwL3V98IhbsH4O4h/tkRjAzq+uuhOQ3w+ups4qGnkTeWK5MYWUkaNUtNnDmJdhJtzVSLaSk7FJ/aNFALR2bH+9Z9ontA586Gy/ni9nxOsMd8mXASrQmWJVvV74X1eqSQHLGYi/7KcHf9U11Ro9Nu14s9/kACnZIM6u02q07KutxBTN85wNFmgK8RuHRjdQhh6IaaLtayswR+3CTjq7xMc9oM/SWff5FTKvWR4SJChVSuN+2ojEmZvqi3K+70jx9cr82v60sbWF/fI1XBoO7r7ulOZNOTPZFa0iHGqpHqznW9YtLgz/SlUNCDXzrAXIfGkZPYxEiMHClP1Vg4aL4B4Hc8lDXqY+r6En+M/0UmcyCToTLK/WiA+XHDzrv1N2Pw6P3ZLIlRtQQvQ+x7QX5VE7lLv3QQ/Yrrh3uB+gj+jP05yGtqbBcD99PMtehz6D/h3kSAE1s6xsbYfszAkJ5Z7tCu7RAPXt6eE2JlGCzWYXe2GhS8DGyDcgDK30C5Hsp7oNwN5T4oT0J5FsoLUF6GQnfE7Y3QHTHDYG7PUs/0kxxasNQVL8snlQ0v5VbPW6AYpMnPDcVx4JTc3Ah8DgeL84ORwuazBkpz8Lnp7GRi5pzprpmSFJ85d7q0tstVDg3v7N/05u3F4PDOAfwpr2XwJ8iWAXtFZrmtj7ajaU+b8PThoY+6ny5Nod/uy192/Gmip3kF/nwccOpuZrOn3F/bMT6s5fWI3YjlNhcx/mrKbeoWwS2Mrqhfob7spvWu7mJ+eyGx//CaBffaa89B5fL8pdsmQplMKh/ZNzmSWLfj/FlZ//fLpbeju2DcRSC65YRLlAh56pAjm3hzhPvalSQ1eOgmGLpJGboJemeCXpug1ybotQmGboKhm2DoJhi6CYZugqGbsOEeDN0EQzfB0E0wdJMy9PZGsIYpCC+XzbPinXIEKa7yrbIarHVofmY6YpCigzn3SM/mjd78vq7oUN6D2Q8aGg70zVX6z4nmhnevXdg1Ml6UUjUQ3Qbj8agY74n6asW4jrPOV4sbasFSJrJuUZZ1b0X/AvCSZTam2EZ/si1yZ5mNr4VrqCmzoYS9/m014rte/s9g2TWvnre/4SMF9G1HffKRRyofkeU2FeDnq0DrMWaQWZ7lWytzbdnpFTNLnBgPvzVK9YFYgmvEoggLyyKhymKTsnERomIYfbH+G5+vPxQezHtDAwuV2tnJbHQhHR3IuSZ7Qz3+fAptZJnnjBYnSAVDeyZjqUw0GvZVN1VGxywmNAovq8F+/zvsXTA/u1F0xU5A3zG3h6YRn9ZHO02IigGiYhSiYhgcKjsFpRcKzpKOo3eeBeUyKDgF4W1Q7oECLwCiYoCoGAaHVf6jwjI7NYKJiod++IiEi6NA5BUmnQf+mgeyzwN/zQN/zQOTzgOTzgOTzgOTzgOTzsN8yQOTzgOTzgOTzgOTzgOTzitMur0RyqTzwKTzsiSrSGwKWpruOUJDZMOOHHLMkLno1EBOlz4zH+zNuKKDc4X0RMmT33jWQHLMGyienT8lwYqRvDfYn/cMsBfFZy9Y31N1ZEazI/vXJHx92wbO//jFAw57JvLboYrZEiyOZURfbb42IcfxMQOdvZvw1ECrDSW1GtUqjg2lLgmFsfOEGY3V/1WNLlbX7z2T3VspyrkgOSYJNPAS9fkbbOZHpMH+9B3Sfpx07z45LnFRIbYiEFtRIbYi0EkR6KQIdFIEOikCsRWB2IpAbEUgtiIQWxGIDS88RSC2IhBbEYitCMRWVIitvRFMbGn4lP2ecb88TTmxiXtZTpQXTI4upp1ExZdGZ6+MjmzrLm+oercvdBf9PbOFxFjJdyw+UvCa4hPVdes33DA9awr3pkcHxlip95RE/778uqrfnR+ITh8MemayidGCxx7vPv5rZ7IWdiRiMbvvtOGeYXbjdJ8zFgqYQ4ulbA3mdP/SjejfgN/5Qbr9EE7zVVweRpJwoQD10MJ5EfyMSGaUaMEhViiM0wDjtALjNIAHC6FpAE8awJMGGKcBxmmAcRpgnAYYpxmsTrgfylNQvgPlRSh/hEJh3N4IlkAkWSSNrhA8BLEsH6orsomzf+1FW2p6NnpqV7hfnkzJiS5f95l/v+fu0nycZcVwwRsZyLqHphw9684YQeWiuziR6d81EvJ0b6zsv+PCzV5U7a7YwubsYNzq6prpGhsnsuJa5ibsmwSyYlCOrcU8gR5C98B9SI51Ad/fS74PU/2jCX0JnQf3e2h+k4PoafYe4Ip6ml/MX+yQ0YMGHiexyLHGe0USj9EZS5d1wymJ0W0lW8kWHvYtS9yR17zjRs2hM9dctFDib71V5bFDP0CyRc+zd0E/9snxyZgDIPGOw/1+co/j7EhEZj5A7pNLX0RPkPuzqYz8UexjCffnkfv96A70VpxLmbmQ3GM/KlmGvojcTzJXo88AZamZ99LfT6PPsRm4/zy5p/FiWTXQnpIL/Dn8PnaS3Ica91OKzI7jMsL9WnJP45LBvdxf6osM9zeQe+oLC/dvI/fULxXu3y73R/YZhft3kHvq1wn3N8m+WrJfJty/i+wpqA8j3N9Mvqd+fnB/C6UD4jcH97c24EHohP27xj2hC/bvyT214Yf795M9B35/lD0Cn0HmDmb5HGxLDGF8NZnNZcdKOVaAuxGZlKPeehxNIcJSrz3GImcjd9MU4PjTQb/30e8D2NddoIrf5XFEicTDwy16cnie316oFu6BMsdvW3ZXf+c9w/egb/6qcC/8K/yq8En4V/jVr/C8CC0dZNXcBqYPYY+GbhJjYbW8TW3Rx9oChrYen74u+ZxeF6d2wkXkdUQ2yJLZSFMWhNWmwLVylR+HFsszc4Zwf766JmsL9i90W7usA2eGUpHdfemxvMsQHSyVJzM2f21jFzCa4ryfXRvyj1elSNBvc6QL3cHC+lqIffuNQj6ajuSxdsAVj4RsYjJXCUaGC17097epo9jv4bqln3GG1riqJLocjmdpaY2r2ppF9f/PQVL/8mCoT64e8vTy1aKbSp2jm249QRzTfcw70TfRsbbzIrTKeRFqOS9CA7epbxN7RfIX7arcfnvldswDx4CH11lge0wKmVeN0t+aENH4ekSW5F4PckA0Acmwitp8NsQdlUwI6I/2q87esVvjjPfP9dTWZizjHK/3lVPZ4ZzPrB4b3nQq2vZPn776zYk9Z+6eLWTXnNJVLtlrgeiavmhmatuureEDu28F7M0Bcr8B65CORJ1p3ft2SgGlGKZgTONU8nFZ/4LT9iHV9MPun5c2vltdv07dzfYezP3t8eu7uzHtxEk+Rhz6/q4VGTU65+qxvl66GHcHXUyLMube+vnqc999emaot7i9nOi9sH/u1OLpN+1BG8tnvOuCnflKLZmPVLrmp8v7Ln7bNmyjAfT9axh3ubl7bgu8SDf/hAHi2dT1emV3eQBEkS56hhdVZH1M8Wkg1jQQaxqINQ3EmgaKTwPFp4Hi00DxaaD4NFB8Gig+DRSfBopPA8WngeLTCsW3N0IpPg0Un5bPO1r0FyfQAcnPRH/jisFyM1zJ7cj6Sgd7Y8M5tz3RE0FDE8G+he6JC6O50fOisBWYnwmiv3Vl+yOVnkgoEU/ZE7WIr7ec1HO2hb7ipr5QVyYyK2WHEsPTjOy7iHO2YnXWyKrzYaWjemflUHiFcmjAUf8Oj8xdSy8Gy64d6h2OI3n0A0d96JFHKkdkHpteOsbiOJ4xePNy8mjLz0Yzz6yuIpIDODoVJDoB/k6AvxPg7wT4OwGJTkCiE5DoBCQ6AYlOQKITkOgEJDoBiU5AohOQ6FSQ2N4IRaITkOiU2daf10v9rv5Dv28yFBspekJD22uDB5O56EIxOZJ3rx0IjfrzaXQ6e/mLRqunNJ3rPW0ynspEoiFfdbY0s8ZqQjMwwjUETvfDnqrWppcyrqqXiv5/RS9VUpBSAniWAJ4lgGcJ4FkCpJQAKSVASgmQUgKklAApJUBKCZBSAqSUACklQEpJQUp7IxQpJUBK6c/rpRIC/na5ZurSxPrR0v/T3peAOVZVCb/7XiWpLUllT2XfU5VUKqmkKqnUXt1dW1fv+0ov9E6zNDQ2jbaAyjICCiLI4MioOIJ+g+AyiC0q/DOIoDCoDNANNPtiKyowDLL0y3/u8paql2oax5/2nxG+28m9nb7vvnvOPffspyG1rYy1hdH+5fnURFegY+kZ/ZnZ3pA7t8Ldmc/aeHey4I31t3t6+UtbF++bXxxwZWa39W+baPX3ruw54/aPDjvtrRbLO7ZIxsP0U4Hy0q6JQYLr+wGGPrh3VDp/dtErEFSMjvQSpgqrElVYXYiWi1/Toy/pxa/q+b2F7LF9RF8VA5p7jL+TZJ7oV/RVzPdOUyeS3GkhCSAh2MsQ7GUI9jIEexkCgIQAICEASAgAEgKAhAAgIQBICAASAoCEACAhAEhIAoh2EgaQEAAkRPRVXgkLMBLmAAlzEhLmAH9ygD85wJ8c4E8OkDAHSJgDJMwBEuYACXOAhDl4sRwgYQ6QMAdImAMkzElIqJ0EI2EKPqldE3t6ejV2zQ+isDo2MTnZHx1cWyouLvqWrepq93UtKKRH895jLbNyHlNytHvxgkVXTCxoCPflRgdG+WT35kRoSaFtbnfQ3zEYHdkZ8k90xAezXmeieOxZV2t32JlMxB3+9X3Fufzm0W4nUAtLdGWurQfziQsrf+Q5AlOqswpmNYUUaRqlBqazCnIOOdXYh66zwkWhSRzODDorSfOzePz8DQMNvDVT6HLHBzOe2ODKfHqi0993xpc2fTe3Mc7z8wZjQ1nfWNBemr91GDXH3I2e3Ehbaf1IMtCzrLTzxr2LPGiAKK3WL/EV5+dGZ9N7ZAf39+gPvIP5H+mzGrdknI5Nz/E0pSZNm7NDTpiDBuQcNvDrNdzD6Aj6jsqGi2Qbrjrvlg7amQa0wyB+kmTg+nhn57cw94fXs4D7LPoPvoGth9fW6jtIvFSoOQjR1DroP+S0OqqkOohbh9zoKXQeQD3IKblcaQIXnMRMl6UFeqtnVEKnVs+T5J6WGAlxK7ENmb+FC38QvZ0L/XKK2m4WVtvNWxsfXo7VdnPKU7R2Wf0VV9buOXXs7KU53eevqU3RvQIQ8n4ee0P9mJtJCaTo2tUSWH0TZtIxd86zfFOIJAbEPr8fugs5ZueA6cExYzi/Gw5h1brpv/av+n+1GmIBhEpG8dP6VEJnH9YPWxvWzXFl25LmtGtWrFCqRZ/MXlsasAmdeVdv29eyn101v8Hutwa94c4h4mOwndfxs4iO4SaWCdWWpZ6VvuxUpskg0Qklw3VC2pYEbEtC2pYEvFEC3igBb5SAN8IF5hKwLQnYlgRsSwK2JQHbkoAHJmBbErAtCdiWBGxLQtoW7STEph5JgshEI31LLurW7iKFmgwuA5BaOXsbdj4MD2WXxpYm7dYlsaXtw6Gia0l8cdJhWxJf6ioGB2bPHoD292H4SX4k2ueCz4i1aUl0SX4k1u9eFFtstmTnDw3Nx43g1nLArT64c13c3hlzqzN9orFq+fYmVr5d8QGiB497WCmnS/ODNjD0M7LSRA7sQlpSV1OOSorF0hu1H9NvvXb4EuHw7FfO0F9ce7H+Ymef82P6l+dk0VLxVtyyc7J33pnlCO/3I/QynI9OblTJLqdwydgrkiYJpUxxSoJvCuCbkuCbAtCkADQpAE0KQJMC+KYAvimAbwrgmwL4pgC+KXhACuCbAvimAL4pgG9Kgq92ElpTTy+V3ZJd2eRYb8lriB0AcqE6nTg2kfr+Ol3sfn10MFdasyi7LhLyTwIBq3O3RRYPDeT93iWL8ytgcCSVL9S509HFQ3cYG5wtbYUx+Ei0F1A+PepsGeifDLpTTm9H1OJxu0zBsVx6zOnoDPVNBlwpZ3MuavE2u42h8QGdrt5RSoY6PfDF3tUSKkq6ntvQr9E6wAsLsYmrXb7iJcJ9XWoW/x3ovOO2/Z230lph6OfoWv4VoJZ+BS7M88AspQJtlP0N9BJcsL1BL8FFD1uqhy3Vw5bqYUv1ABc9wEUPcNEDXPQAFz3ARY+vNYCLHuCiB7joAS56CS7aSQg5ys/o+PR2prstnO7PRPrmulK9MW8u6nCletBb/cXW1t5SS7ptpIzLNljD7X4sUdJ7cRjeh+rDzMSSX5+t4oU5k3qMemAa6TWlVpThre37gv4L1h4r/GnrEV8nl+nawlVXFW4QG7q6yDZu4a5AD6Mn4Nk2lp8bP50nOjmYEOgIkBigLiUXGjqr9ayrI1ed2Xrm1RGUvyBx4UUtF5E/Ma+8lVuEfs13Eh2tl9zNzdmpMU110lsoF31SVXdLUH3fild6v1RzSy6+hcsAPsUKbomfYV+m24PIO2EfrmfgnVbPGFf1/kXAldScuBabpK3CWQtrpldlm+zt7r1Nf1tzd/PtevSC6EMvFO6/v8D8zuhasPPq1BvEPL0upfJoTY1YteM7LzvbWJRVMcsMRo06ZnHBZLNRbXVRVW5Dk/7b9be7u92war+y8lfwsl9hazdgvXvNLk09s7Hj697/VrHspFUs+4Dq+5krln0gnf5MFcuoDqoD119R6j9pytVXr//UxDJnU7HrQ9fSN6nqP1Hpz1il/pPjr6P+k0NT/0ld/qla/afHfSOplvFSTFhhnYNq51tHmkrjK7KpOf6wt8M/ca4P6axiLfqN5XGhubUzkJ0d9JhcvsEt4x0dmY7+U4bCdnvaatqyFdd/6l/cYW+2A02aVXkTvUDqj2vzeVdnAKk2n+bztrF83raTURQcqfJ5qxUY0/J5B3hUI2f0vv4ynM87MSvnCxZHp+Tztkfa0Y3tNKP3taFs/ObL1n96bcZbGGsrrugLiZc2l1b257pc2ZH2SDFuI7vQUynws4GX1ubeNv5Fc2+P7nh0e2nHalxRd/X2B4XJ9+4yCJPZ7Ht34TXAPSXAGrS5t41/Ru7tc4+iFMm9zf9Aj841iA/ejmaLfyykUQal0nmSGhDzhqiF8IbVcm8TFgBf+LhOL6ztDuFUTs9/1vi/Iu91pVJ5G3CiXVjGGfiries35hOXcveiV9CvPrz80Gd8kPzQZ79vfug13HJ0hG/7f5Qf+vkq+aEf1uSHHia5NR1/mfzQwyQ/9E/U+aEHVPmh8bMenf6sPzc/NHlWRp0f+iy1bm0CnvUmnN9qeT2NJ5zXM6zK64nMueteyl3Xv7fm4Dk1aCVaIX4ToZD4jPi05PMU5W8Fnvtt6nNFfXCg/w7pM58N6L9L+szmD/33yHrDwBsY/xYnoYmTKL1PnMS7rfP7YtgG2Tq/N+ZO9QQzC3vC7fO2FOEz0j5/SzIx9/TRjrGsKzF5+mhuvN2VD/at7l1y4cpMsG9N76ILVrVT2ktt9fkqtvq6D2qrL33P/WRukNrq0Y9ObTtP5KmtPkD88P6/j5u4TTxTf951S/3ljsIpqcTu8ydX+hdeeSYazS/ds3Q4murIpCLb5/Wn5i7bReMmOGPlEvQUP8R1AJ3+IQ5mBborcbV1sr47R3ifZmy8ocrz6TZrp9ZkrdisD7liQzn/QLltbdqX2909f6OzpTuC+keDvUs7Z58TbQutLkZ70+7lE0HU4Ep1h/Pd8VAinl444i3lEtRgvaAUKKaS8ZyztRdbrEEyq1yDDvG9f5n4hbxN/LUemTrEVwN51zLDMtvpX5Jt1F+i++StXI7eAByMKPELrFp3lfgFH3lqWGWc9h03fqGoMhO/KD7j85VDLbNz3ujQqq7Sacl0dHnrws3jI6EuHLywgeeeN1pcbUOpvo2zafDCaVsHZ1lMaA73Nxvx/wgb8YbK5cDfnngMw060VLxJj27UizdNiWH4m034f55NeAjo0GtwT81kE677q7IJu07QJjxrmk04OrCikJ7bGVBswgsGY7BFY6NNnZPMJuztGEnlVw4n/MWFHTtvPGeekwUyLJ3nzY+lZ4/SWiTMJgz8Ho2JZXZd6NOYWGajhX4d6TM7K/TryVk8KfZQXC+d2kNhHY3M757Y+6BvpDXMqU0L+iaau4bah6BvZjwssWVAv4n0mZ0C+haaG4bq8aFvJX2mW4e+jf17oiOHvr1qHAPTW8Pfu6T5WN8t8dRYHwv9ZhoHQPVr0PfQOAiqg4G+l9WEJXoF6Pton8r40PfT9VD5G/oB0p8iZ6vjGAQSn6KVSeE3TCaF30S4vwoZj8GB4mdM7j9K+nHSZ7IS9EkeNnEPf3FlJ/8cMBs3T5MIFR09M8WYqxg3P/QLnkrwUqEpENTFF70pn4VP1sUjkTZTvHGIv9jkDpjrbV6vrT7YyfIw8VfD/ZcQ1mPdvrAR/ULKzyQsVY2fisdZnbl7YNwAZ3TujBICcwMRqrhZ0SKTtDhuA7ZcUTVl1IAr0UXjBSGKtrwzOoiaRi/pEd8+PMZfdx2fP/bQvahE7lmcN+oFeL4FOOQIN19agQnPb1KtQG0i87BKjlijaCVRdFJ6Eiy7mJpk/Ycqc0sU2G6nzkBTtyQZ2xhFL3T2oULZV17R+52Rq3etF3/kO3/F/E/tOzAw0j+6FX0vM2YXGofb40PtXj4/+Nxzs/q2tA8UE8zvYqDyFvotnOmQ4onux8v0q9ataELhL5vwJjIU4gGFeAmFeJJapAVaN7RxaKug7YB2HrTLoF0P7RZoAAtAIR5QiAcU4gGFeAmFtJNguQerWhslxqQReIpG4CkagadohL1vBMakERiTRmBMGuGsNwJj0ginoxEYk0ZgTBqBMWkExqQRGJNGiTHRTsIYk0ZgTBpZlIkk1zLMVfOG6KcdY+n55UgzSLfpWV5faE2mfVFPpG3y1FJhnh89lYmOnj7RMbfD7XMkmiOB/rUDiw8sbws2E30Cxu96Is86FF0LEy7rqkQ4Uc8eKv7ZCVbYpOwoSgB59IrzL/xUZtm+iU8MzC+um53YsH2cz592zuILVmZyIGePrV9M4I1x9T54dgPcMFONh3VV/Xz1pP4vLbtJ44voOupo7RZbmDk0hA1jI6jX+G7zYf1hL6rT8fnc/e1P5ORn/h94Zp2i7WHiel3VwyjIJVdrmURCsuXgZIdYQrrjLc+j+keD5RFU5PlftYsiTC3hMtxBPVwcNXMzpRpUIqZ+iPeSuHXAz05G7JSb2cIJVhuxpxMgpBEQ0gg7ZgSsNgJWGwGrjYDVRsBqI2C1EbDaCFhtBKw2AlYbAauNElZrJ2FYbQSsNiqxUwpal4COCNNQ+wnPUKp9UV+kua0vFu0PuPajH4QzGzPZxT3htnk7eovLAugJZ3NycvdIbjznNprubhffdLkCfauI6ibslWDONxM8WzzN50aD4dUVLBqLW63sixG24TynWKFTENAXw+KL4fJIOYC8AUCJJvGPfP6NN449RNfA3QtrEEjsTvVTpljO4VTBrPeOlEcwbWc4VXmschX3b+Q93IxHmHa75DpwIkdbAefhbO3tMvSX+3WORG9qyNbfjY6KjkR3OmTi5HNvgblgD7ixGVfETsJxLi5mcKElopAtKiB8MHiLeOTo6G+Rr0JeQXxP/BWCvyavQs/gpeTZ6RmfPN1mgncEm0juHUTIKD6IJwWOME/gC1wWvxW+u4BTnOoJUDc9XPE48FW8+mnhIguRyerkb3b2DUcV4GSaAvwP+4yhT9yp+BY48Dz/8+I2Xmg0Gmv6ey6Yeyp//wL9s2NXd4lL0a3WvqE+q/h7WPkK9E2SIoXhZgzW7uTWzrgXmstbAwXlNj9IMvxwrDI1L9VKKuDVYk9APVswCEPo1dLI2HM80gl6QQiz7zq9gFEOvWrrDg4E3eLrsNwmW3mgz0HxBtO1dqJ/jiv6Z7Z1dVX8LugtQciKHQBkB4pgB4pghxe3A1mxA1mxA1mxA1mxA1mxA1mxA1mxA1mxA1mxA1mxA1mxS2RFOwkjK3YgK3YixWOfwoBEQANAQAMSAQ3AwQkA7QsA7QsA7QsAAQ0AAQ0AAQ0AAQ0AAQ1wtxBVRwAIaAAIaAAIaAAIaEAioNpJdHu0uVjRFH20k29Pz93W07G4HEpPks+g+Gpqfl/UnYI7e0FfdDWav+CC1TkgXD1AuNqDfavEL8cmzpzMj2ccsblnTG5YT88sep3c1TaNraIaFaH2LSkGmeYQxvJB1MY8hmS+7QZPeeQzu3d//MJlazevnrd4zaFDfH7+2Lqd2UVzciUG9+8QuDdzaXKj1WZnOljMK4fA3iPB/r+dUKyh6iQM9h6APU0cVgNP9sg6hpiEBTHAgpiEBTEAYAwAGAMAxgCAMcCCGGBBDLAgBlgQAyyIARbgEKAYYEEMsCAGWBADLIhJWKCdRPI8xEG+Blz9ITEjLqxYijpXelPN+e7hlo0fkTHi9ZbJXhkj1qL5+65NCHywuc3hteg/svf4ePEq4IURqMgKbibSrSF47N4QJI9NxUsOi5M4ram+CYOW6PijyaiMNwaF3z88/PntcNV9cdvGUxbfsGPZwqH5p77zDp+fGJyzri45pz+TwTTOA3z93YA7XYoWOI+fnVetjjlYk9XlTwYHJDtof3gKR1zzMMTlCa1O4Xx9lFYrXJFLKZOudmSl8eSEP/rHwOJsqN1nrPd1tuaGkpZm4PMD/d0d1kRwfXHWnMZAV2t2MGF2ZuZkS9tC6DGX3+QKWixej6/JlmjNeCN9bc0NDr8l6WvtzTsiAb/FFou3OH35uDPqxbDDAHyMyLOlGSmOGrOEaS4VmC+nbhQ3DXzPgG4y3j7Ac/m8iOdeBneJl9zbN8949zF9sDKg5I/EfAeDF46LMMBW41UaYKsNAC8DwMsA8DIAvAwALwM8xQDwMgC8DAAvA8DLAPAySPDSTsLgZQB4GWh8JKl5Q9QHNsqrEp9i210ZhEYH5yyvz5SzjeesXb8JoQxcnJ+rNdcODE0uRHvEvztl27qFtZZadCa997NER4X3dej9eKBqpP0gVQ1RhAGWC7MgPBJfH7hkYDf/MmUaRTN6jTwL5xl5HJ5l5j7CTeUg6qbHMxyH6VDIhcbMeZAISTwr0Ch9M7JvuY445o8Iw0Rdz9Ef+X/ueWBsnP/x6FC5k/9J/yz0R+A5fiO6YNVW9HvgdZ+BhT9FaNraE98fdbDatCiNgyRhLsd4OqmGpM1VAL7dRpZmEy46nb9l5KGb5lzM/2T8lU/z+SNHCONaK/4JtaMajpPiqJ8l8uPMcNMIFwq/dpDoFRjcBEO0RDYEPftbb9l7/eB+/iewAd965hm0RHwWBTHPLzIZWSWvaqZXnz/dFMm4VjLQUuNMGH1EvEyH9ovPGtCpevES1J9Fv8xnxSzVSQKdFr4IdDoh7CI6rV3oCaK/pDqt9/iEsIqMP86Xq44f4rOq8Yo8fpifUI0flcefoPpbNv6gPP40362MCzF5/Bme8CKVJ5hOzgx80I4T17ExjCb3nUVWrGJtG83gXMN84qnKq5FYS204SkvRwIEE4gLRH7ck1sRte2/RIOpCFxnFp4KH9A9GH9OJ7zyZJSq59p9nns7ci4aILiBA9FqdKDWjfKLIUWygBQ+0KC5/7bLrsku6Gl1wNbqkq9EFt5qL5LrthjYObRW0HdDOg3YZtOuh3QIN7jq4Gl1wNbrganTB1eiSrkbtJPhqbGEaQEJqwzAYBioZBioZBioZBlIbBlIbBlIbBlIbBlIbBlIbBlIbBlIbBlIbBlIbBlIblkitdhJGasNAasM0Fwd11C0pl51BowRTR3m86vZGWlyJ4XYPU3zFNVqx+nm9eV+bxWMM3OF22qxovT7Wt6xIlWHxqVqynrrelkJjQ6K2juXiv4/g+TqG/xNyjn71+CF+UDVekccP86tV4w/K40+zvEpjJPcmnmcjnR89II+HVOOH0N1kHDuFzSbz0/HD6DAZb4fxHjI/HX8a3U/G3VTHx+uFG6R5QebE53ArO4fnk3Eq2+HnbWPveXHV8UP8R1XjFXn8MMuzRMePyuNPTJnnQXn8af6TRGc9ULkUxm8D2SLGZVGoinSh8RaoLmp+yOIGdRNIS8cxDccxLR3HNOx6Gk5SGk5SGk5SGo5jGo5jGo5jGo5jGo5jGo4j1oCk4Tim4Tim4Tim4TimpeOonUQRNUkIm1RuE4evOamYkUgKzqTd6bKR00LlzmS4M1/OFbGgEQ2VOnryJSp9xoIPuC6MBB5webHEQUXQuv3mA97tC7C0Ufdx84XeXeIVWOAYXOgQB2rv6lnoQvfoQfLA8KT8G8aL3QxfzuKqjR/it6nGK/L4Yf5C1fiD8vjT/JlknN61eJ6z2DwxSXeFXgL63wiYcWJysFEm95htstMMxlieMUyXhD9jKo+UjStUsvDevXx+qyIMy+t6UF7X03xUdY89It9XT065J1+Tx5/i+6itCO6FR+E9cP6xrdOyOh5HbjtO5i2qmaTOP37m5YrzvHIsN2KYlmWVbAg0BJKYlgR8nd1jj/ktXh+up+aKuAod3ZkoNTX98PAY3+ANJ51On06XqK1tj6bnefAtJ16D7U70bMMdh2G1hsFqjzz+BwLzNQzml6h+f0QeP6LQIPSW6vfPKbQTaBgeX8vGhwkuMNoG97qfWzojL6DoJKhGX8nLZmZRPzj/mlG2edWw6AlW+ki2cJCAWtnKsWORflFAsnRs+Kr+q17J2oEac/9F7R2oL/ekbPKQ74BH5DvgySl3yWvy+FP8PNX4EXn8CE/jSMcAdzBfGOI2T4tRPiHMUSOKj5RNoKWMaP4dJZfanVzo4epoE1bMLejvbDG/VYU3xTbxXbUFpsETSrpl1EnN91CLjPR+D6juyuf4NvmuQGT8FIY3V6vGX5PHn8J3iDx+RB4/wn+KjovvYjuMPP48f72MT81k/g1s/k8RfMK2/lWwr7iYwke5mYwDDJ9O2FrAEy9zauVBzJpEI81qGQ7qGA7qWKAutSvQuLMw9Q0UcJAAupHYGIqjutH6cj3ywh/wtWg1iy+akUX8A7oztQj+S4njaHD/fo7lneTQPHIfU77gCfRzMg7cCmonuEjHn2R8xxCMd5M9puNPoQeJ/eGFSoDYMFxKTQJF9qGcdBMNRBCqIIzt3hF71NekQpNSGzFvGL2hhHMqdshnhXuGwJSu4wh6SB6/l/AzG5m/yVVERyH9bhMifiPYXsL4pE1T+KQxwAkL/PuEsJnhxEYZJyxk3s3y2buU0LRTGf/1jvTvsf1CHn9excddy3dL42gjP1YxyPPIv0dr+Dnix0jMFocuIzLu4IyypCIXHCTWTyw6Yn4HCyd1rA8bbgAOgET5A1dg+2nwy467momdxDPi2BTj8++ua9n9884nWlq6sVSp8IDvyTzgIX6/vDcxstat7N0uV/2+Io8/x69TjeM928roUiexZ4S43TO+E7uvNC+pq2LP0NQ+xEozAxPkvfIGIGLzSpIcB9UMHePEDtbQ12/gndVNHj8gxrF2e3/ZXtX4IfOvj8j865MSjSHjr8njT/GXKuNCVh5/FtMw7EoAcrYL5EEP18ady019w+PskiK/VinkUSNHsrjl6FYTs41Th2N8y8XhM459xpxOTFH0OMQtrJdV1S6gL1N11ejZcIi/XX9rfXcG5XTihaHwhj2t45vKwRC62Cg2tcztjrhaisHWueXwEl5IbJ7VPr4nmq3bdy7mH2uzYiw+cfpE53g7UVZvXKfcga8S3NvJcG9UPlevEtzbyXBvk+r3FXn8OUwgqL4C3U3m2cXm6VSNV+Txw+zO9MCdifXQY2hgWrWO48jhvXigV5HDh8km90r5+rG0YQKKaAJBwQSCgglWawJpwwTShgmkDRNIGyaQNkwgbZhA2jCBtGECacME0oYJpA2TJG1oJ2HShgmkDROLiP0B/IBJG0mQNpKStJEEREmSIjfd0MahrYK2A9p50C6Ddj20W6DdCe1n0B6H9gq0P+FyXVTa0E6C3VPxmIGctgIsI0ROmySbJxLV1dIGrQpbLarfi0V1Z35NoKqSOlxFpT1dcl9nSPqrqqzj1RTcijDPVcWP5/gQAW0G8APfI8246skMalG1bwj+N7ZpeV8aMR/5MNuiZCnKlN+qt/+u2zvXbWHK8FH1i8XRZqwbP/ajaeulOni83tPYeg2cWjdvVvwalJwBVfxnalRBCPQOkQIepycMoVp77EPImDzhpuhe/V4HXbTjHP05URRu/3Y+/+128WmVDHdUluGeYPw/HX9EHn9yioz4mjz+FH+OMk50fruZzu8M1XhWHn+W/xhHbQgBYkNoUypMvb8NIY4H4lINKsQqT8Wb/gosCoYqnFNCa2Som9trTwTUPHd7Yu1GrdVh4hQrltsU5jsx7kHrFjBDBMtB/jjBrTMYrTyokr0rsox7mC8SnkqUdV57GM1Nq8aPyONHmC5YlHVhexjuEp9cpsPF8+xn8zzI7sxL4c7Uc0kY2Q4nTy/QXOIeuBvuJnz8LnY3rKBnA8YfI3fGaWy8KPF+2FcG+BKSA168gD9QWc6/Byx5g5T/Cu5BIVly/fCnnrv4A5Od68nvPg2/2yj/Dkm1HYG9Ej99l+en/D+u75zEvxvnL6js5CvY11WeDyuj4LfJUsFlSIobXFcE9gV28xcEN20OkH+zgv9s5SL+KEkqraigaXIeKW9WI5E6BRJVqlfCSgk6vGj1NzsbrF5T2N4RcgTc9gaLxxyx5/nPmiwml8MSTcCnEz7jxFYhnsv/U2UL/wiLExbkOGEBjvZXjuqO8v9Eav+I5/AXV07jX4MVXcliPBqzf3XeuiZBfMmX9plRsjYWibSb4jpHOMNfbPFFrfXeSMRbb436LPS9f8xfUbHyR5ifVN20mBUzcVVSZU0Rf+yy2Z1Ou83F/4vV5bJCI74u4laA8R7AywZSWI/ms8KVhPGMjuzUSUrqCbc6rVYnbndJX/ivW5xOi6rh+T/Dn1FZIsTI/A1SdA2eN8JyFMF06lxU4u8yHeVsa6G73Rv0Oj0RH39GWzxbzMQy3ZFY0OWOhhy45hfA/eLK5UKW5IuT1m3IUmzWMWwuYYw+d3Vhx4bNHXv4G671Xmm7NnAF3b8D8N43VsVtwWWIwpHZz1C7wlAb/k1ZfFf8euU2wN8GVnMZ11TVyS9iMETFU+1eu9Xpzke/3Nhsxfd4C/EDFX2VgPgciI52kuvIkKU3Ky2XpmOsRkHNQIjnYg7ClzJNYwvOXqq6OZFYgnl/C7e5i8zryipKj1xHXENnB/iSeHgaUXW3dof4qQTU25mJNij3cnmKvv1nKn0fpj2rVDoc3F+n0j3g/oaq8uzx9YtT532B9BX7wi9wv8Y4xRcd40HXCXjY0swy2LTMsdhK7HOeFKKCF7ubj+zgH8Pyeg49IBarvJdkq4T+Hu17Ej0/9R0TcCJixS9WqXpSpZ4CkqlkHQs4Jdezm5iqMMdagjYGbSW07dD2QbsU2heg3Qzt+9Dug/YYtJehvYWL2dPrWTsJu57dcD27CcuNvb0jEt2LAN2LSHQvAr/AZQojQLIiQLIiQPciQPciQPciQPciQPci3C0kpVME6F4E6F4E6F4E6F5EonvaSUieLMD20vH9yX6h/3f9Ne/nUlbT3j7xfl5lVfUpaj0Ihwge/Wiqr8IH8S46CACXkgCEiakdFdCPes7mjw4h0yh6R9QzeY75ccJzt1TRLQhwijl0M8Nnlc+4ht9TOzbVyanoONkzpYZxvzjHU7hEtGqw4+hmk3iHYUSPVunF9/R/hEV1dBx7KJ9H9bkcp5Lze2A926bid02zfP5eJ+vdTvbtbfjjNmKn6JrR1/y4uUGIRqeUxLlBXCj4axTViZ+tee1fdGiPXnzk66j+cC755u9bcoc/zGfJ8gh+z9NU9Ar3zyJwgr/nb4S1ODgfF+XWzwgndQ7NsBzjjXWkHpakDsgVTsrSROWqMHw2P0wzpHmaqGoasYAUddQbwuYvvV6HbWHFIvqa4fxLU4v2zjV0Gz5xAfkiilu3ps+9EL0FH3sv4vM9uq3Li2tmtQh9fbodK4urh+NCj/jLOUt0aItuZ8vshTXil3SnExyQ/FLgXWkN7xi863qiE9154v4gGoGEuQPI2cyb5FDxmodpFWMc7WV7GBNLrO3TwwsWBKztKpD8nvjdS6WL3HULTkmX0ps21LnLzY0fvcBRcuzb3QAoes/YAh1aK35Nt2j0nn9bvaPmG980bF31b3j9JVh/N9DkNPfzGf1LFJcrTcJ8mnzARB2+mpgFFtNKD+yHR6KVHiBzHiBzHiBzHiBzHqCVHqCVHqCVHqCVHqCVHqCVHg4XKPgZtMehvQLtT5I5ttok2DfBxLRaiYcPksLjNLS9JAd4wuaA+ColKCC004VLGpfahYn03K29uUU9oRVz0Ud0B3XZ4RbL6tG2hT2R3KDuB7pzkCPus/xhwUeXZ/zl5eXTro0KuYynb2xF17rVsbHTxvpXpzI5wZjMdR+HF5jpLtfQkilnCNe8p3AB2lKjvfuZDfRxZgOdfUKRLByzfCqnnjp40hSINsq8RolVR5Csoe+dfuZHDtw4goZMFUd86+qVEytWotULx1ftAuJ4i/jo5FhH93Q+hPn3/4L492dPgOtQonloDE9YGCMP5Ab4fEFEsu0vD7LgWi0/Re8nHtfbbOU+OeP9pDGOafzbgnggOAOWk4EkHkgqDkRhWXqTqFMcKJKtHaTKgOBy0SJNAwKWXQwG5mSG20Umm8VmtDqDbkfjukygGEid1xz2eq1Wk705Hlz19eFru8LFcOaxidfQD11+S70uXWtx+h03vPHG5f6E26xP6xub07Ft4i+JwQc3WsO1tvIWqTuaUvxsNYYqdRF57PLbSt7BKKk+8NE1wNE1SEcXc0m4hLYBTp0BTp0Bjq4Bjq4Bjq4Bjq4Bjq4Bjq4Bc+5wdA1wdA1wdA1wdA3S0dVOgjWLdhwDrqpXj/5C9eobqk7CWLsosHZRqdZFcWrWkqp16eEU3NKyYG5XV+vSuH/dtsmVvf2os8tbmNveuyvcGlqYGZo7NppBI7M746mAJz5rpJSbbBLMI7nkrA5vKhYLReCvSnKsR5Dci2tn1NcphWI1zLAmXwbm1OuYctbCvsF7AbYVcMCHDVAviqK2wk01tXW1Ao+WjI+UgzV1dXU1vPideSNllA7MHipaie9lTXD2YNEq2lS2N1jra3yixsr0c/vls10BHHMqOkeN5UKDdBqlutpyIWV3gbtcdU7Y0UGVBqu92XrlXcPfGCORVX1fsfrdTiNvrqmzNNuuFR/G+M/n3/iWzWuppz6ald9W3kTvkRjYmflV5cbVeLNSskjZIlyPu0QssQZYnMPXEo25iggWMvBAytOayscjTbFZZ6z+9bGHeHTTtvPnphwz8LFqeW8K7VfFp6n46+P6eGpKMunkwgzUbBwW0BcHxBcHyiPoyhEeHatgsY3T8qiyHwZeyxqVrpnxdiQX5X+h/yJ7OXdG/kbjTKzg7EECXGqtM7NvuQ4vT811GEGF7RffP/yyuzU/nOMjhZaguekGPi9+Hu0Wd6XLcaehQ2fxJX3oOnjXXOX3/Ff4MTg/ATja61muHTnrL7tjDNPPEkk5HmVYpnCTURU3aWesC4hqD+NAzePwlSYhjvnKAQH9s37fp9qW7B3Td+v3X5pZeu6EXnx7y5ZCed2sGHpr8+ZC99rhKD+W1525cc7OuS18Pl9z1qY5uyZa+A7x9gWrefRFFO5fbZq3ukbcisIDq6vzl2OVy3gHifkb56gW5wR9odUhu1Md8m1CmGb/LoVt9w4h11B5sMOe4sWPYWu8yPPHxFvOI3F6cKugB4l/0syw15x1tduVA77oiQuSoHirA37Kmm3CvhI9DNnfB0d6QrGlrfOWIuTqcSHUX3SkW2LGAIlIq/NHJ8Zrm2rvvMPQqO8qNtqajW8qMXTvkj1afuK+4hrKe7wNI+nSoeENe36oBK08cuxqeb+gPcRiETG83iU2mU3qGM0/Yz3qOKrqSSqVdUnAZGsj8Dx2nXp9FKY89gXj+el84/tauezTrFwK34gkvhF4aoVvRAnCOA5erX/AO5Vv5HOHKN9IcxXwVxJ5Hhs/Z/bzZ94AdVVTTGskyRrm90bXa2ZZNqM2nbRS1Tr5K0fKI+KNeLGfHyl742vxUufT8IlDlM+VlqviuafE370vz20la8E71jCV0y5o+OzytM2SHw5UDej0HVPjyTUopL5VcU4HF3lyA4v8I8yVFQatQDytwBdZ4YWswFxZgbmyAnNlBebKCsyVFZgrKzBXVmCurMBcWYG5sgJzZZWYK+0kjLmyAnNlJXoz4aTozeTsb6qsbzgPSrGLqs70htmJ9YXVW2Kz1nV3bIingmPJcF8uUvuG/jVki3QE4wvD6D1vdNuZGz69Jh2Lxf2h5uLKgUxDvat9KGkNukhOs7f4XwEcvFwG9c7ozd+MB5pVA0pwcZXM5HY5a7NOytqMYeWDbfbBNvtgm32wzT6AlQ9g5QNY+QBWPoCVD2DlA1j5AFY+gJUPYOUDWPkkWGknYbDyAax8BFbNJ6MGB1LltmL8Hkm9PD1W8lctY5vK3YsKboRWEgZwZX1uzorcpjPFt1smcHqqYrh1shxZRp2XE7NW5ettDYQj7DtlKLxf3DZd38nxRE/9IouXXDajj5+GyKiPl0PO0YJ1mzSrVR3ThBDXYlZnAtjwko1abwqF39w0/t18fu/Hvz5S9kVPO2XJyOD5v/nNnyxj2eWnHHvoN8gza1aha8Y4AeKfcBUPQjEX5xZy2AL1/vF4NG9QUI4AVt8jOFTLwfKXshg9Q1Ey1kjOVFJeLIPhq4PU+O9vPaVzcEyor3Eke1MNvV2GeqGtrbnQkWryYueF3wbTQwsd3tXxUlvYlLP1d6/wOrpbjU6/+RmVjeI9kCuMiu8PrGsQ6Nvv4FxFFPrGBPK6Gd1XKT8XPBlZYBwfvv+PlAUG67PUpitVtoz7OsaSI8WE4T/1r68ZZUEvWMGVnrulm6aC8RaXlNpdmzdrU8HIfjFYFthV1S4wQ3zJNFs7j+UvwgO5ubByvjQSmLpetKasYh0rfUAvTgtBW7NcHZRKZZLvPhPO4tJlKklpWe84udgH76GiGvoWvd6ZyEbvdya19ajueMENa7dzfu60GbMnaaJQ1NKjJr+SRQ4xs5BCPVQD56CeeaTWN+OjiIu5nE9Exab0nL3b37d28PNR8fcRIIJ+ZPWV/VH8Oqvmo3nzRlvn5L3ILz7P51966SXx+fFZ+Tz1D+IH4V383LoTit2dpuylxMM1I/HgZiIeURXZkKJ+/a1ru2aNCbayTUhnmjtzaTMhF78LpQcWurxfvtHrLGEq0fQ0oxEVQiPsjEasZ3nbsCz6HIz7yfhyvneajLT8g8lIx6nkLr0uLwtMpBYIE5hGbjal+H+W+OuHzqO8Nd7vThKL4OIm388bSa4e6pStUzx5Ig6+Nz1M+TbKvVJPexnZJcVVtBM29jbHEspq/8v3KOuINbMUs8V2pp+V9Q018+XYYzPfDXi5eEYuVsPSzJQbhgj5uK4czY2CSEoUEtUKh5Q31zVZXU0PDFzSfzr/7UZbk6mWz9Y7Qm0hcR1I+Y3oQm/c66hneqVD/FdhDcun4WrD9Bv5OIaV6ZGwNJzTQPzZ8ImiyuUGU6eR6pfPOqsgIrInCfjjIcITTJyADkbtS6djulPqQ1fHfOgaZB+6sCFMPOgmIiP6ET/RbLuu018bQa7s7wo/yJKk/qjyIuAw1t1muKs5nM73z9djH0dtzQbSeCCt0Kb4FD12HD5b4YC3AfWmRtsZNNo4CrZ0wlrty1Mgk9pPTLNdueW8KaptotsOEN12n+K7y170OGrGHB7IKaJYkRgYMRtPBdrcyfDijUq1OjC/4gd+xS/xK364Dv3AaviB1fADq+EHfsUP/Iof+BU/8Ct+4Ff8wK/4YQf8wK/4gV/xA7/iB37FL/Er2kloklk7Sy9RxXc3QVK3VVeG4w/F8eZm4rmbW+qVFd8NWt349rUad11dS4ApwtMaPfmCrfwUB11Cz4mO2UNogey/pYmM09AohbRWYSkkKUvSMyvYO03XfGMbYKqtur65wlHUVGmcqf6pAdYb4OR6PTOFqdZV1d+qX29KfjElTggxPqEkSUsa45Lhe9ZkuDRSCiSsCWvTZyy+ZrfR0mCzN1sOfHn4Kof149fgZf/n5z53m93bVF+TrqlrarYTBfo1REbg+BC8g1vRw2gCEDRpno6r17fKHLpZ0RapLWHSG/AhtY5/8DL9PTNo+fmctOn0zm8merbl6nqm/600FjROVE/9wwh6KMwYOox1ap3qBG85QAWW4k3K+Ufj/LsUGUaT50Yd1u+FfxMhO5Q/GTJMy19FJstqDs+qBDfTclvac16N33NmfjlUNdmlublW6/wc7F/bJwk9Gt8VJb+Hmdty4v7k1cvMTS0udxDXTWCWEBP7hhWTcpE5lgnk39fpz/GUPWfr117C8oE8mnniiQxK0YwgmFd4BujjU8Qms1MdK//+/K6iJtWEFOH8KLVseUb5m5l9kzKlqK58li3l7zCx9EzJmALHQkqZotgQgooNQcNrangapj4jy7LBl1oW7UW/YSKYmGI+cMEX4gxDbAsGw0/qJhYxE0JXzpV0xUZcgZ6RnpB/OFz38Ul+fLTWgs0IRn1HUbj7x/qE601sX3CF9AtkG+fzJA5k7gn5L2gEPj0LDKHaIcSkJOywU0VCGhspR1vWdSrCEdWl5MXng+mh+SrZyPwM3k+APd3PBcyztzrsNXejGkebmUCKpThBjYml49hmiFGhayb7DIZ6VQvNdD0C4Fke5JFmoJN+LqFQSo0VWc1tG2RvCyeTigilNMMBMEuU0gxEzgxEzgxEzgxEzgyU0gyU0gyU0gyU0gyU0gyUEvs0m4FSmoFSmoFSmoFSmiVKqZ1EqnUSkChlgMS/JqGVoI1BWwltO7R90C6F9gVoN0P7PrT7oD0G7WVob0lJBKtNwihlAChlgFBKHYuzLhYl5bVS3SQJ5DJMyhPXbt5bU4O+gpAzWYq0LEv5WncWN+5uGd/SO3mmVfyisLxu79n2VleDqzY7O2X3Nrc0R844Z9mn1uSyu851O9euUGz9j8i2/idxfg+Vv64NVwxTIHWcbI+0tlazLBedlNyPH3qZ7Wq5HzF4SHkGXAqH2h+q5YCMjXS31IpXodUXxOeUW+rQWcid6qmSC9JbXNpdW9u0YT16Hqvwag1mrNOWdSKPyDqRJ2nupA+Wt/z4sdbVYpfF/fyxyh5hDeCBQ44ZUVKXazOt/87b6m9SMq0P88emZFqnPm+VA2i20MHr4XJ9G/pN0PeRfiPpz0J9aBKdBf0mLoB9FSrfQL2CHvoD3DvQb4Z+kvSHSL8D+kOkfwrp26EfJf2N3DtAh5bAY4/yd5I6rdlpHlPGqknXSJUieh/CVVOyM1oJp/Jn/eW+dXLB3aOiEz3zDVZpl7zbHO4c9DRfhmefDutSv8uZ5F1S3NnoXr4b+ge4Dry2ypvoII+NaO3cddLaEngpCdXalKyJWGfHzloTzudEnCFL0MagrYS2Hdo+aJdC+wK0m6F9H9p90B6D9jK0t6Cxs6adhJ21JjhrTZSV62R1H2s06ugadVVi1Kvr0AnhfE8+3NXRujQRzewqRHtSrmihvxA1ynv2D1ZnnclnypSTvkg2kWiNJUK5tC2S8bb1tAbjcMjk7cSxHdfyb1ZOE/ZWief62n2eu/g3pXiuz8Hvdsi/mxLP9bm7PPcJLhbPtYp/q3K+sO848Vx7mq8M7PPv5t+S47lOEQyVy4TNf3Y811NYyGmw+mg8l99lb7D4zPBdMFSP5/qY4K/sFuZVjee64aj+qOCn8Vznw9k8W9gJKzqBs2kSxN/70r4m1ILjqjLmmM4ZzvDHqsVV3S3UVOzCCtjJBsZ71E2LghLvlkKphIwUSsWLW2BvzxJGPngc1RZNHJUQqBJHdQX/UmWR8A9kfre6ShFjIWjE10xBVUenB1W9pA2q4sUDsKfXCDe/f0zVARpTdbZgnRJT9RnYg9ur4heLqdpJ0UvY9787pqoF6OLLmC7yvYQuQp9/jPT7SB/T0TSmo/wEoaMp6FtIfy7pb+TuEFJ8HPpXcdizpBfo6Ov812AnfFxS8YtlMkhD1QqPOPyvlhUpPgku7dyHX8wXF2bmmHDlwoArFSUtoF5PI5RdWHLXS8WSksj5u1Wr9Y4Ldq5aVyPYLzpUU2PQI1dwaOHazQvX2mqEevFosOFj+zPFb956YL+rw/PNW9GqYNEdLNjR/dnLxaHLb4Bed0zsbZXrg/ExwmsGuFal/odGn6OWu+pPFnSCEnSChPYnoZWgjUFbCW07tH3QLoX2BWg3Q/s+tPugPQbtZWhvQWPQ0U7CoBME6ASZLDC1aFWSwcNESi3jw4ycSMgu6Yu0L9rRm1sMnwt3HvG6kZDIti0ejN+SWdwf97rEY4mG0MCanoUHVmWDA2t68ecbhQk3+kdHfGK3+HZi4rTRwrhb3GQnMBmGsyMCf2QDPrdN41Nerb7xQZyjhXBI1Kf8Q4YODgGRHo8tlikJTinY4hT8ZQq2OAVbnAI4pQBOKYBTCuCUAjilAE4pgFMK4JQCOKUATimAU0qCk3YSBqcUwClFWSKJ7tVQSOnsLprOuSZOC2UjTB7Rn+wX7Vy9sdYZ71lcLI2nmsQLTMhvziXSA20+sx4N8roanfhSYGDherTyu7d94kBi05aNk+3psXUd+b8fzqBfeEKpkZVrV4w7SgFX1imWMtcQeCm1YfEZip7AGaK0rp5s2P+W03SQVK+tZ7ROe65sU86V4PzTtEqxv3TZK/EcLiN7I64pC71ow/RasX/IjbrQDbiWLBy5uaePZkfc4nYn1t19lW/i/Py3AVrTY2M058lAtXICUyAJwF2c0ju0jHfd0HAdueO/zO+pXM8/BLfvTHH7DSclbl+YKvu96k35FNHPOMTvUYt+lUrlF5VO9Cr/MtzZXyf+JNDnDaR/M8f9X0m33kd42pVUTW/TQBR8TlJKRVtRDhxAQouQSkGp06aIQ8QlhDRFDZVoIk5cFnvjLHHsZO0QEQnxFxA/AokDJ84cuHJFiH+DmF1vi9MPAbF2PfvevNnZl02I6KbznhzKPh2MDDt0HasMF2iRIouLtEcTi0s5zgKt0BeLL+Tii3SPvll8ke7SL4uX6JazYfEluuHsW7xMVx1p8Qq5zluLV+mu88niyzn9tZy3KyZeJKe0hNUH56fFDt0vvLG4QKuFzxYX6V3hq8WlHGeBrhWfWnwhF1+kfnFg8UXqFr9bvES7pdsWX6IHpaHFy1QufbR4hZ6Xfli8St2FbYsv5/TXtLdHMpCpnAmf+TzlzItHr5UM+inb8O6w6tZ2dRPTTpl1+4I9iWcyDDlrxGoUK57KOGI88llXhKIXR9LjrOPW3VYoBn3Zi16OZRCEfTkVg1cq4ONeOjsUwSTkqsGVimVypCNaLw7Xm76IkpEUA6GGPIrqrRrblQqKPEpYY6/Z2K+xhxMZ+qzqbm1ta287z4RKtAkT+cOWCeMsVdwXQ64GLO6d5961Ro5jgsEKW2cnzLB66zTzFKufpqNapTKdTl0xn3G9eJjLepmWjralBya6P4l8oVgKn/UR9/CymTLLHTKnwQ3LjVVQCTNmUmk/bjQPOs1NMOkRSQowUowZCfKJYXCsOZBHMY3oNSnD6iPKaAPRO3hXaYu2MW9atENlRLtgCbyfoHKGqhCPVmpgraClZ252i/EDYcCR2bOLqhCjZ+ISe+iqDrlUx2iZ3ADaEoyIXtLYOAoQ17Gpyb6CdoC6MTgpdj9ENMDfgnag4EDPCvqSklN+BPZ4gYp1asKPwB4JstLoCnCGxmkENy2qwdkucsp65Iatz7iH6gbtG8ZD7KzP75teueiR7hI77tYzo5scd+IP5yxtaWYdS01OexyaEw0Qi3Hi/+29e6Ij7IyeMNsVhr6wv3SGmd78i+bftfRNS5GpUQXP1DyuuZ3n17jmtg7PqfXmfB1x2+amZZrZ3Z+Y+6h1daezftahxsHLVvM1+s6f/U2e7YPntFzTlQDZcE4zQaRNj9G7Jh3gDjTNbwyavwHHnmWOAAAAeNptWgV8G0fWfzC2YxmSlJkZUlta2VZZspU0bZqkgUKKsry2N5ElR5DELjMzM7fX9srMcGXula/MzHDttb1+O7NPmnW/6+/neW923rz//817o52dFAjgz1/8v1shCv/jP7UvABIQMCiog3pogHHQCBFogmZogVYYDxNgIiwFS8MysCwsB8vDCrAirAQrwyqwKqwGq8MasCasBWvDOrAurAfrwwawIWwEG8MmsClMgs2gDdp97Bg4EIcO6IQuSMDmsAVsCVvB1rANbAtJSEE39EAaJsMU2A6mwvawA0yDHWE6zICZsBPMgtkwB+bCzrAL7Aq7wTzYHfaAPWEv2Bv2gQwyXAqHweFwL5wBn8IRcAIcC+fDVXAZKjgG6+BQOBW+hx/geDgTjsJ6eBu+gwvgavgJfoSf4RK4Fp6Ax+A66IUsnAR98BS48Dg8Cc/B0/AMPAufQT+8CM/DC3A9DMC3cDK8Ai/ByzAIX8BXcDTMBw8WwBDkIA8XQQEWwjAUoQQVKMMiWAyfwxIYhRHYF/aH/eAOuBgOhAPgIDgYvoSv4S5swHHYiBFswmb4A/6LLdiK43EC/ImAE3EpXBqXwWVxOVweV8AVcSVcGVfBVXE1XB3XgF/gV1wT18K1cR1cF9fD9XED3BA3wo1xE9wUJ+Fm2Ibt8CpGMYYOxrEDO7ELE7g5boFb4la4NW6D28L78AEmMYXd2INpnIxTcDucitvjDjgNd8TpOANugBtxJu6Es3A2zsG5uDPugrvibvAb/A4fwkc4D3fHPXBP3Av3xn0wg72YxT50sR8HcBA9nI8LMIdDmMcC3I3DuBCLWIKP4RO4AstYwUW4GJfgCI7ivrgfvAbv4f7wBrwJb8G78Dq8gwfggXgQHoyH4KF4GB6OR+CReBQejcfgsXgcHo8n4Il4Ep6Mp+CpeBqejmfgmXgWno3n4Ll4Hp6PF+CFeBFejJfgpXgZXo5X4JX4N7wKr8Zr8O94LV6H1+MNeCPehDfjLXgr3oa34x14J96Fd+M9eC/eh/fjA/ggPoT/wIfxEXwUH4Nz8XF8Ap/Ep/BpfAafxefweXwB/4kv4kv4Mr6Cr+Jr+Dr+C9/AN/EtfBvfwXfxPXwfP8AP8SP8GD/BT/Ez/By/wC/xK/wav8Fv8Tv8Hn/AH/En/Bn/jb/gr/gf/A1/xz/wv/inv1WRiJgU1VE9NdA4aqQINVEztVArjacJNJGWoqVpGVqWlqPlaQVakVailWkVWpVWo9VpDVqT1qK1aR1al9aj9WkD2pA2oo1pE9qUJtFm1EbtFKUYORSnDuqkLkrQ5rQFbUlb0da0DW1LSUpRN/VQmibTFNqOptL2tANNox1pOs2gmbQTzaLZNIfm0s60C+1Ku9E82p32oD1pL9qb9qEM9VIWboKbqQ9ug9vhYbgFboVH4BB4CI6Ea+BRuA/uh3vIpX4aoEHyaD4toBwNUZ4KNEwLqUglKlOFFtFiWkIjNEr70n60Px1AB9JBdDAcBxfSIXQoHUaH0xF0JB1FR9MxdCwdR8fTCXQinUQn0yl0Kp1Gp9MZdCadRWfTOXQunUfn0wVwFl0I58DZ8A1dRBfD5XAKnAdXwolwGpxOl9CldBldTlfQlfQ3uJOuoqvpGvo7XUvX0fV0AzwAD9KNdBPdTLfQrXQb3U530J10F91N99C9dB/dTw/Qg/QQ/YMepkfoUXqMHqcn6El6ip6mZ+hZeo6epxfon/QivUQv0yv0Kr1Gr9O/6A16k96it+kdepfeo/fpA/qQPqKP6RP6lD6jz+kL+pK+oq/pG/qWvqPv6Qf6kX6in+nf9Av9Sv+h3+h3+oP+S38yMDIxs+I6rucGHseNHOEmbuYWbuXxPIEn8lK8NC/Dy/JyvDyvwCvySrwyr8Kr8mq8Oq/Ba/JavDavw+vyerw+b8Ab8ka8MW/Cm/Ik3ozbuJ2jHGOH49zBndzFCd6ct+AteSvemrfhbTnJKe7mHk7zZJ7C2/FU3p534Gm8I0/nGTyTd+JZPJvn8FzemXfhXXk3nse78x68J+/Fe/M+nOFeznIfu9zPAzzIHs/nBZzjIc5zgYd5IRe5xGWu8CJezEt4hEd5X96P9+cD+EA+iA/mQ/hQPowP5yP4SD6Kj+Zj+Fg+jo/nE/hEPolP5lP4VD6NT+cz+Ew+i8/mc/hcPo/P5wv4Qr6IL+ZL+FK+jC/nK/hK/htfxVfzNfx3vpav4+v5Br6Rb+Kb+Ra+lW/j2/kOvpPv4rv5Hr6X7+P7+QF+kB/if/DD/Ag/yo/x4/wEP8lP8dP8DD/Lz/Hz/AL/k1/kl/hlfoVf5df4df4Xv8Fv8lv8Nr/D7/J7/D5/wB/yR/wxf8Kf8mf8OX/BX/JX/DV/w9/yd/w9/8A/8k/8M/+bf+Ff+T/8G//Of/B/+U8FChUpVkrVqXrVoMapRhVRTapZtahWNV5NUBPVUmpptYxaVi2nllcrqBXVSmpltYpaVa2mVldrqDXVWmpttY5aV62n1lcbqA3VRmpjtYnaVE1Sm6k21a6iKqYcFVcdqlN1qYTaXG2htlRbqa3VNmpblVQp1a16VFpNVlPUdmqq2l7toKapHdV0NUPNVDupWWq2mqPmqp3VLmpXtZuap3ZXe6g91V5qb7WPyqhelVV9ylX9akANKk/NVwtUTg2pvCqoYbVQFVVJlVVFLVKL1RI1okbVvmo/tb86QB2oDlIHq0PUoXWT8pVcrqGS99rakm0ie+qHMtliId867Ba9Ql/WzZfdotvXkAweN2QCWZ/sLbqL3PqMEQ3JwkAh7y5oyASyqTvrFbOVof6cu6Qpa/VId1+hnMlqp5FsTa3vyWa0y75A9Pj+M2W/p0VDWnBdwU0HuK4RkbT159bUhrSwcQNZnw4cu0Y0TQlxGwhxm2J9DVhfelXao1GRsabtQrMHra62680U1aDf1E8te7k+t94zomGq8PeE/9SAvxes21Rh6gUyMrUGTFO3J29+0/YhuPlWD+jEOkR2Ni8YKLpuPpfJ93nZ+mmZbKXs1ueMEJOUyO76acFq5IxQ03xElfOb+unBrHxolhMX2VE/PZiVD9YwnxkulMrFwvCgy+n8ALv5gYYZEmlBIp0RRFowomXGYCU/kClWhnKZSrmlEO7VzwqQiyHkuIQW76yfFSAXAzE7sC0Z0TQ7tDylvy5Ph2StI1Y/J5hcDmKeo3NV1rmaG+SqEuRqrkRQkQjmBhFUjKibW/TyA3UV3bbMHRNNJdxrmCs5rche2CXEcXFI3y2kj1i9fl4Q4agRkXm2KkdtVSbTwVpl3GAdZpRymdJgoBesbuKPtneJTIhMikyN8z3m3FJpfvCgO9E4UMwscrOFod5G40BrZizWFm00ixR64ojsENkpsktkUmRKZHcg26MiY4GMyvyozI/K/FhcZEdduZAvlFr6PP+XqOSVTC+SzA0PZozanB4ueblC3nTGpcvB08apBdGaZwx5Op9BZ27IODJjyB0IjCZ6vvkYhDqDoFJuOVM3JTM0lAnoJJwGwVPz/CH28ermDPqa0oB1O2SGhzP+Dhzq7cvQjhWaXqFdvQZhQDM9njVYqJvtDQxleE6m0iBseOagx93+38ySF8AkE81TQ4zGi2G1H8nY8N1w+G41fK8a/jKVsVOD4Mx81auDG9DB1fW5uXKmQXypUR2aHiyb0LSzugUmtJwJLSCZ6qZ8hZZ4/p438XFxsFBf0sG11xnBZT9GwedhP76s/+d36wp64ZvDaz7+LzSbC+GsVcJZK9SyZmg4be0ioyJjIh2RcZEdIjtFdolMiEyKTInsFpkWOTmQ7W0iBVcq2pGKdtoFt11w2wW3XXBlQzqyIR3ZkE674LYLbnuPSMFvF/yo4EcFX15PTlTwo4IfFXzZYY7sMEd2mBMV/KjgRwU/KvhRwY8KflTwY4IfE/yY4McEPyb4soMdeU85McGPCX5M8GOCLy8pJyb4McGPCX5M8B3BdwTfEXxH8B3Bl9eX4wi+I/iO4DuC7wi+I/iO4DuC7wi+I/hxwY0Lblxw44IbF1x5iTlxwY0Lblxw44IbF9y44MYFLy548iJzOgSnU/qd1b7gdgpuQtYnITwTYp8Q+4TwSgivhPBKCK+E8EoIr4TwSsh6yGHRSYr/pPhPiv+kzE/K/KTEk5R4UjI/JfNTMj8l81PCJyV8UuIvJf66ZX53tS/8usV/j8zvkflp8Z8W/2kZT1fHhV/azI+2Bb8PvuwSmYr0ewMV/xjsv1gbM/2ef1COVgc720Q6IuMiO0SKs86qfUJkUmRKZLfIHpHpQHaJ/652kVGRMZGC2yW4XYLbJbhdgtsluF2C2yW4XYLbJbhdaZWuFAum097e0eiWyv7Ztez2jfNPM+VBr9jXWF5cMEopMArKPSpnNl92iuwSmRCZbPRduN7AYHmwuTzoH1gDvdTU7y2q6s0l/6yVl47Mm9yYKRYLi3Nuf7nBaJXhiJFFbRYM9hUW5wOt1yfXKGZ9+cBFQqglhFpCqCWEWlrG0zKelvF0dTxZ12Pej7oXDX7Xo/pA5R+g/MUZNH05yUTlJBOVk4wvg6WOdQcpjQf7INoZ7J9oKng/+bJDpJmfbmtrE9kuMirSpH5yevLk+kr75Fh7W8SblMuU83vPmbVDiz7QB73u5JyWXLjXOpwp+h8J/jL6X35DxfGma9bQ9BuHc5VSoI26xYLRdNIDxU+6USImc4FZf6FSFM3PYGBX8pYEdiaRgepajLwnDiPuwkomF6hDXl6QQxT78oWhMEXdDygazVDUmqFoFE1RK0LRmBmKgaYpGjtN0dgFFI3qWgxDMXhoKBo1oBjMGs5k3Un9/udKq0+51y36R538pEKpP9JXyOUyRa02+Z/P+qSu9XGGtFYMZ19p0JS11Ix92RgQ1iaGr1E0XW2j2WqbgKzWAq7ayFDVij7FB2OGsmbgfxH629Y4a834H0fBB6mxrjJrLvkGOf+DxnSylaK/2NkRgzoSYDWV3GzZKxi9NVcY8LKZXL5QDqJ1B4R1i44wWCHtaKiSK3vDuZHAylvkBbCt9kc0GMkMDAT8WgK1r9cwH++vXXmwUCn5X7OGrv49CgYyxbKXyfV5/f3BIhcLfZWsYdNSqvin2CrVxhqZpqJ/wswGS9Ls5fu9vFcekU7ZDyAYGe8fbYuFJbXFa/ZjrHVa9OLWehNkXe1C5wqj/vdvsBChgij3N0o9lPsj1XIo9zeYavClKYZyf72uBV/oUij3jwsqwR82haClrgN/XJeBPx5Uga8EReAbmBrwpSkBPWCI+ZjVAij3t4Ty71sKk6Za9n29lnwfasQgRKqp9+eHMq/DChJf7m+2efdd1NKuTYKs+17kjaq9hPKvTYL0+15s9sv9reHk+1xN7vXjUOr1ekrm/dk28X7wVTKRatp9XrWsG12S7rsM59wfqqXc92kzXu4fPybhvutqvv2hcLp1KVQTrkuolnJdj0HStRakXZe1SbxWTOr1jpDka7Mg/UYzBaDtTAloOykCrUoZaMOgELQWlIIZDkhrPrVyMPUeKgg9o8a0xRaF7tmy0ARGBLW5VhraV7g4zCJIeegtHyoQ7c6WiDGUItEea2WiPYYLxRhKqWiPoWLRu3FMuehIgoIxQ+GSMRmpFo32EyobvVCWZHOtdDRjWzxBr1o+GmBMAZndXysh83Npi8jvThxbRhqoVkg6xuxI0dwzTSpl6/v39gKR84XK6KZXN1nd9OlGm6l+3QzoZlA3eo6ar5sFujFzh3ST101BN8O6Waibom5KuinrpqKbRbpZrJsluhnRzajftPgLPuQvcG9OT2jMmEsio5lLIl9rzdgLLDMQlFYp21z7vvc74zL68sxX6jJ6rCmbdfs8f8PoGW7NqVtz6o5x2uyGXDV6NXuvZu+NtfdC9vX+0VUb56vEGgs1B4Wag8LYKAq1KAph6OCCTWuVmo9KzUdlLIlKeOZI1cr/mS8UdVqaR0LjEblcNytYLYaI3Knrh9kaSnYMSou9TDdm5ppTa30hTV+na3+uBXGrIC1u2EHEtZBu1UPrwNjFGajNHRgzVy7K9YzBMTMa9O24SVh1WSOepeLV4vVq4C1Tw56b5LJSl3mdp+u8df4YgIhchvvq+PB9uHafq66cGHWbh9XYGswxWT+ppTY/doLTYR7WFiN0AW6qy5R1pGDjKVTjmTDmrltzL5iKKY4FiHeah7V8lWqpLo0JsqkU2jSlqnlELrr1w3ItqrIseKW24BVLsFIlOK4iu3JC5S9MI5VaKloXj2HROjK2GEarbFtGx1TiaI1gxm7r0AV1lbr/KWXVVCjZOs3NtUtp84NSvZeuToi1RfXz2u20fe5YtcOqnVbtsmrSqimrdtfUqPUQtR6i2sMy/+/qWC+EvaDV9Ri+o9XhVa9pze9UwXaW/1+XteanU7vTSdVXtvqBubXVirm4Nbs2mKqNRgOjerE1l7j6uYbSD8xVbrAv9G1uLZ6UDrgur98GdUu8oKQ9qZi6YfNSKg4WTOmZW17ty2h6pJypGEc1GvXDg2ZKNhDDZuuOM7e3ek3Cy+b3l/pL6NokfAes+5Wxy9hib4KrITixNqu2WzVq1ZhVHavGrdph1U6rdlk1YdWkVVNW7bZqj1XTVp1cUx3L17F8HcvXsXwdy9exfB3L17F8HcvXsXwdy9exfB3L17F8HcvXsXzjlmTckoxbknFLMm5Jxi3JuCUZtyTjlmTckoxbknFLMm6ZxS2zDsuhM6RaDglLPWENEpZOwnJIWOCEXZKk9ZC0HpLWNmnppKxtytqmLETKTuu2sXVbDz3WNm09pENPtW1dv3kj9uvzXou9CNI/6GNuf8w5oXrIzGZKbuiuRXfDdy263zQ44r/d8kaf0Ou/rha45ZrxRHlgzVv1E9d6M107PN5dkvV/bPQ1nekvNVDx32LuUMH6bJb/A8F0lq6NWx8TF1b0baT/E1H10mpfDaZrXw41h/r1YMbsCyI05oQ7HeFOZ7jTFe4kw51UuNMd6kTD3qJhb9HAW5ObN184gT5U083KlPxXcq62MkvXHtnFsF8muhd8VuqmpXrJZHrNcstgOq21b0/TrZtj/sWwWhPsf3X4f7n/A4iqiM4AAQAEAAgACgAUAAsAYAAP//8ACnja1b0JfNTV1f9/zr3fkMlkYQvIZghLICxhFwURFDAg1tZaq7i2WtunrQturdU+T1txw10RrQvuFneLu+KucUFrREEcl7E2T3VsHcW4jNapzu99z0zCBEFA/ff/+3lfJ/d8737vuWf5fBO+iopIXO7X6RLNbPzO7tLnJ8ceeYjU/9eRPz1YJh5ywNGHyUyJaCO5nDhru/ZJpbzoyUmF1EunHfbesVbGzdhh91qZMmM3fjbu8r3v1Mquu31vl1rZe/fddq6Vgwo9vFQWuEiqClyJdC5wnaRLgSuVrgUuJt0KXJl0l+qfHH7U4XLc1/t58E+PPEz+8PV+suVwbuGnhpXq3+1ZWZ9yQiWkONzfZbDUyRAZyrkMk+EyQkZKg4yS0TJGxso4GS8TZCuZKFvLNjJJJsu2MkW2k/lygpwoJ8nJcooskFPlNDldzpAz5Sw5W86Rc2WhnCeL5Hy5QP4oF8rFcokslkvlMrlcrpBHpUmekKfkafmLNMsKeUFWyWpJyCvymrwub0gLa3pL3pZ/Slrek/flA/lIMvKpZOVzyamq1xIt1TKt0Crtot20WntqL+2j/bRGa3WgDtYhWq/DdaSO0jE6TifoRN1GJ+u2up1O0+k6Uxt1tv5cf6G/1IP1ED1UD9PD9Qg9Uo/So/VX+ms9Rn+jx+px+lv9b/0f/Z3+Xv+gx+t8PUFP1JP0ZD1FF+iperPeon/WpXqr3qa36x16p96ld+s9eq8u0/v0fn1AH9SH9GF9RB/Vx7RJH9cn9El9Spfr0/qM/kWf1WZ9Tlfo8/qCrtRV+qKu1pc0oS/rK67MlbtK19l1dd1dD7eF6+36ui1dfzfADXJ1bqgb5ka4kW60G+vGu63cL92N/ga7+V4qKvcdcoeovz/cen25fHHpkZVRxYHlB1ZWlR9YuqD04tI7SleXpkszsS6xybHdy+eWz6040NKCeBSfWjmlrDE2P/ZEfHDsrrIf83Rk5ZTYw+WLy+6KPVHeL7Yivih+YOyDyqj8wNjS8nh8bmxRebw8XrYwtqR8TvyW8jmVEfMwIrRgbSprjE8ta8ynyilrU8WBjP5EPsXhy+OxpWtTfG7FgxUPhvHziVHj5XMCVSyILW2j+NR8CuO1zVHWGHpWPGjjDo7fErsrn8IMbRR7OCR2trCYyu4KqW1NllbED2Rv7DqksH5WYC3DviqnhHUzF6eXL+F0psQHw/041JYdWUZ5aBNfVBYPreNzwx7ic8tq47eUjSqfU7ZN2Bulcc4v7NJ2zImFflOZ6YqyK5DM4PJ+JiFKwz6RA2V5CXG2d5X3CzPEX4i/ENrbWSxgxJ7xWwIVZgjz3hL/NP5p/rlsYZBYaM1zPzh2zhi3MHLPcGrt9AJ9psbn5s8BCm3uD6VtZxl6V1aFVM5N405xmyqrCveKVL4YSc8pv6H8nvInyt8o/2eFVNRUTMnXtbULvdf24NZ8UdFUOafiBvKWyjlrU0VLxWv8bCpKSLq4BbWhxWv5Wnu228BIljq2Le5TaNsU+oY5bJ6W9hFbKpZa/WuF51D/NqUtRWt7m/R0xdP2ZHmeb699jUReKPki6AsU5U8Puc0R1ZfxJmX4rSr8TBf8SnfpIT1lC+klvaWP9JV+sqXUSH+plQEdrHeb3d6Q1Z4q0/GUO0qj7CS7yQ9kD5kre8k+sq/sLwfIPDlKjt2gZV9YZM8vWseiXylXydVyjfxJlsi1cr0slVvlDrlT7pK75R65V5bJQ/KwPILlfwzb/zjW/8kN2P935F1ZU7D3nxUsvsfOd8bSd8XWd2+39Vti7ftj7wdg8QdtwOZP6mD1d8TuzypY/rzVn9fB7h9TsPnB4q9r70/V0/VcXajn6SK9UC/SS3SxXqqX6xV6jf5Jl+i1ep3eoDcV+YS13mBdX/A4XmD5Oh4gWP+87X9VX9Ok/k1b9E39h76jaX1P1+j72qof6af6L/1Cc66TKzUPUYGPqCp4iWr8RE88RS98RR+8RT/8RQ0eoxafMRCvMRi/MQS/MdI14DfG4Dcm4DkmusluWzfFbe9muEY3y53qznDnuIXuPLfIne+edc+5Fe4Ft9Ktci+61e4ll3Avu1fcq+41l3Rvurdcyr3t3ncfuI/cxy7jPvHq9/Rz/T5+P/8Tf5D/mf+5/6U/2B/qD/Pz/OH+SH+UP9r/yv/aH+N/44/38/0J/iR/sj/FL/Cn+tP82f4cf65f6M/zi/xF/mK/xF/rr/NL/a3+Nn+HX+bv8/f7R/yj/jHf5B/3T/gnfbN/zq/yL/rV/i2f8u/4tH/Pr/Ef+oz/xH/mc5FEGrnIR1FUEnWKSqNYVIYJrYyqoi5Rz6hX1C/aMqqJ+ke10aBocDQkGhmNisZF46OJ0TbRpGhytG00Jdoumh7NjHaMGqOdop2jXaLvRrtGu0d7RHtGe0X7RYdF86KjoqOlRM/JZXVhrlUXQRfkMvpaLosP7pNL60W5lL5C7We5DBHjFrn3pRd1vXOt1LZKX0r78RyTargeUC+IGvq00icV+Vw2GpZLE7H15OcWUC/rm6ZfCr9fzc9+lHSCaymUf8asNqN7idHi0p36akboEUaBtsittHl607qv9cj6g+jdyVbRk/WEFRSvvLywvlZqM/RvtVX0zq+V/pkOrSO4cAZhB2lWn+IsKmVX7NeP3C/kAvcSVsjRM8v6sti8xfRxenLuSnb7EM/nMKazMT6Di4VnTjdtp7uYvOPoaeY7h9KFlDJSODHGuCjEuQWZhNWlqWtllxnipAgrWSnjgtQstq+RylyTldcX5kgRM59Dv0X5MZktjJthNuTKSrNWuxjZhNmK52kK84SVsYPFtoMwY7gJn9l+M7R+JZd23aQ6qpISRsxEU1hBd7mJNdycS8htSOce+GdyzfJXxpuTW85sLcyRYo4W5rAV2g15zcZdptlcgr213ZYmk0DH++P1dekc1qCf41nC7lKFVacYrSWMRNuVVhPOMtt+2vm9t7CftrOpKJzAStolCmsK55tg1hTtV4Y1sZ4wYoutp22+VGG+JK1aqE2wrvw5h/5pO5vMl86mzGR0j1TrK9BfkVKK/DPp7A+SzrRsiIYZ7qNVoZadWkleA9fqQnlhHUmb8SKTYUvRSa4srDqcWZK15Vul8zc03HXubm98c3dOoTp3IxqRRRsyBX1uQZuCNqTdClo+n7vRrQ49ci0uQf6ySSGvI6m8TNyLrOtlmy3L0wu2ylZ76uRW0mcVJS/aGGlr51mVY+SVPHGTOuzveWuXkVKbfVWuyUZfTc+E9c7Y7S9tuxm0zzBHmDHbfkvKrPQF+q+kxSryMPvqfKswhq2tzKxOD/bb0yxBsAKJYEUKPfP3PMYtWWnSzd8mtAO5LLazzt8oDRI2vatmbVn/iWnuyTKImrDTKJTaTehhM2esR8pq0bog7/Yb0FPi3IISq1vGXb1dplBebZYrzVpTZj97mW1rtrU+z6m8wC5Xkr9oaw7yKbZjartVmW1vEfrLaSVnlGdKlnSaUp7pdFd5pnRMeaaiS8XwiplVl3U5qOsX3Y/uvph0VvjZq7r7Xd1X9KquntOruteoXrN73cI4/fNvBb4U0V1JnLGIyGKx3o5HrzZPPgTvu3Kt5/U/jbxuL6VmdbPcs6wM5MwHc4pD4IdD46AJ0ETabJ1bKtvAT4KfTL4t7abklstMdtVI2SxoNrQTWjKHfDdod2hPbMNelO3NSe5LfhBl8+l7AnQidBJ0MnQKtAA6lbEXQedDF0B/hC6ELoYugbCQcil0GXQ581/F/FdD10B/gpZA10LXQdcz1w3QjdBN0M3QbdAd0J3QXdDd0D3QMugh1vcI9CjreIz+TeSPkz9B/iT5U8y5nHZPkz9D/hfyZ8mbyZ8jR18EHRNuuKB18jL0KpSEXqfNX8nfIP8beQv5/5L/nfxNbnAVN6QzeRfyruTdyPGyWk2Ol1Q8stZAtdBAaHBuqdZx+4eQ10PD4JGZjoRGQWMg5KfITydCW2MJt8HuT5K4TiafjpWagQbNpA756U70P5Tywyk/CjqG8uPIf0c+n/FPoO5EeOSlp5CfyvNp9DsdOhs6l3HPI7+E/FLyy6EroCuha6BrIWShtzDWUvrfCn8nY93N873w98E/Aj2KJeW8dTltOF99lvpm6p+DX0H5izwnaPMqa+dclTPVN6AWnv9BnobeYw1ryD+lLEv+BTakVOKuLLfUlaOXFTxXQlWUdceW9sglHVGI60t9f+o5Yzcgt9wNpH4Q+WDyOtqNpm4MdePJJ5BvBU2kbio0DdoBmg6dStsl5NdC3A+sZ7BjWbNjq83qZb3mWvze5PtDP4N+Dv0SOhg6BMt6KHQY/Lxc2h8OHQl/HHQShK/0yMAvgNAXfxp0Ou3PgM6EzoLOps+5EHrk0SOPHnn0yF8BXQldBS2D7oPuhx6AHoEehR6DmqDHoSegJ6GnGHM59DT0DPQX6FmIu++fY55V5Ng8z/78Ozx/SE5s4HPYW8EDKrkjj8g7kZeSx8jLyLuQc+cjbGmEHYqwpdGW2Oca8v7UDSYfSv0I8gaI+x1xr6OJtMEmRZOgyfDb0XYq7XbgeQY0k+cdoUZoZ553gb5Lu6PJj8W6H4eud5LOaHZXaDo3YHsIrXCzeK6TKmx8F3S0P3ktNAA6gOejyLHqci+2fjLy3RaaAp0BEQ04ohJ3HkRk4s6HnoOIY9yr0GsQ99a9Sf4WlILe5vl96AP4j6CPoQz0CV59D/azH3QYNI+5a1hVljVnWXOWlWVZWZaVZVl/lpVlWVmWlWXZS5a9ZNlLllVlWVWWVWVZVZZVZVlVllVlWVWWVWVZUZYVZVlRlpVkWUmWlWRZSdYFP9o2c/60Os6cWWfm9lP8NmbWscycZObFSKOF2RfLluEkTDJJVpFkFUk8V+JLnms6bWciKW4AHiqNh0rjndKyK32/b14qLT8wT5WWH5Jz2jIXOoB5iNtknkk7KceQH2ueK4HnSuC5EniuBJ4rgedK4LkSG/RcF9E/eK+rWMfV0DXQn6Al0LXQddD1zHUDdCN0E3QzdBt0u3mrNN4qjbdK463SeKs0p5zEY6XlPurvhx6AHoQeZR2PMV4T+ePkT5A/SZ73XOmC50oXPFe64LnSeK40niuN50pLiFpCZPkqlITynitd8FzpgudKFzxXWj5kXlCVdoJiUByqbPdo6YJHSxc8Wrrg0dJKhKvIUftDA6BB0AioARoNjYXGQ1hZvFUCb5Uyb0WkgZdK4KUSBS+VMC8VvFPwTKcx9unQWeaZ0niltJ4P/0foYuhSni8zD5XGQ6XxUGm92rxUWpeYp0rr9eat0uap7mT8+yDOst0rBW+ENuOB0vq6eaE0XiiteHT9OxQ8egpCs/FKaf2neaa0vku+hryVnHPTj6AM9An0LyhL3efmsdKawyJEEOfqONeC50o7LJLrBoGXXcAP6EHBa6ULHirtxrV7qTQWqgUL1YKFakEzF6OZix0eH+1cjKdKYLVa0NIkWppES5NoaRItTaKlSYv78xF4iP+XF7xXK9qbRHuTaG8Sa9aCBifR4CQanMSatWDNWtDkJJqcRJOTaHISTU7i9RJ+bm45nq8Vz9eK52vF87X6oyg7GvoV9GvoGOg30LHQcdSfBJ0MnQItgE6FiD78QurPgxZByBhP14qna8XTteLpWvF0rXi6VjxdK56uFU/Xiqdr9StpDxbxKfI0tAZCHj5Dzl3GW7XiqVrxUq14qNYonlseVUE9IM4dL9WKd2rFG7VG4ygjKsbjtOJlWvEyrVjtFqx2C1a7BavdgsdpNU+Tt9rTO1pnq2mipomaJmqaqGmipinUkLpC06Wz2x6aAc3i+QKzh8EWDgZ94BWFiI+IvM3mhag8K2H02dAcaDdodwgEhB1rxo41Y8easWPN2LFm7FgzdqyZqDq7kag6i63KYquy2KostiorS0FYt0K3wd8B3QndBd0N3QMRaWCbmgtRdXMhqm62qHq52aRgj4ItymKLstiiLLYoK+FtDtEStiiLLQp2KNigYH+C7cnKO8z5LrQGypi9CbYm2JlgY7JEvFmi3Sz2o9mi3UPh58kg7Ecz9qMZ29Gsv6XsBItog+3IYjuy2I0sdiOLrchiJ7LYiSx2IouNyGIfsnodY3AGeofZh2bsQzP2oVmfNLsQItMsNiGLTcii/1l0P4veZ9HvLLod9Djoa5YoM0uEGXQ26Gq2XT/zutkcMDc604zONKEjTehIEzrShI40oSNN6EgTOtLkj5dBfj60EP48aBG0hOdrIdbKfW/yb5GnyNPQGiiTa4pKZBB3u4m73cTdbuIuN8kRUoGv7wx1QUJdycPvB0IaKPWyPfl0qBEPNAuaDc2BdoN2h/bCI+wL/Zg2B9D/IMoOxZvO4/lY6Hqeb4BuhG6CboZug+6A7oTugu6G7jEPl5SHGOsRaDn8M9CzEJaJW5LkliS5JUluSZJbkuSWJLklSW5JkluS5JYkuSVJbkWSW5HkViS5FUmdhHU9jfx06GzoXPMSSb2E/FLyy6EroCuha6BrIdaMVJNINYlUk0g1iVST+h591pBnoS+wcqVY3AryKnIiEzeQfDA0Bn4CNNEscjMWuRmL3Ax2GAd2GIdu14AfxoEfxqHjNa4RmgXthCU9g3ZJ6G3o/Vxz9EOpwcI0R3PJ94b2NWvTjLVpxto0R2A4+VlBgi0dJJiXXEZCfDsbmgPtBu0O7UVbRirEPpkiiWWQWAaJZZBYBollkFgGiWWQWAaJZZBYBollkFgGibUgsRYklkFiGSSWQWIZJJZBYhkklpHwNie8b0JXkFgGiWWQWAaJZZBYBollkFgGiWWQWAaJtSCxDBLLILEMEmtBYhkk1oLEMkgsg8QySCyDxDJILIPEgh5mkFgGiQV0mEFiGSTWgsQCMswgsQwSa0FiGSTWgsQySKwFibUgsQwSyyCxlg4+dCoocRpkEiOfDhVLLPjT4BMLfnBdXyD7IZl6pFKPVOo533qkUo9UUkglhVRSSCWFVFJIJdWuTwfB5/WoHqnUI5UUUkkhlRRSSSGVFFJJIZUUUkkhlRRSSSGVFFJJFelRCqmkkEoKqaSQSgqppJBKCqmkkEoKqaSQSgqppJBKCqmkkEoKqaSQSgqppJBKqqBHKaSSQiqpgh6lCnqUQioppJJCKimkkkIqKaQSoqYUUkkhlRRSSSGVVEGPUkglhVRSBT1KFfQoVaRHKaSSMj2aKvXoTj2SqEd36tGdeiRRjyTqkUR90B3TjcPtNxEV0oj1asQyNaJBjWhPI9rTKF4/YKx6qIHzCe2qaVdNu2raVdOumnbV5otLkFsJ8iphzhLmKmGeEkNGmSJklAGTZMAkmQIyyoABMsTsmXWQUYaYK0PMlSHmyhBzZYi5Mi68r0YviK0yxFUZ4qoMcVWGeCpDPJUhnsoQT2WIpzLyQWHmgIzSFg20vcsrXsVg5Ld+ZJTu8O6u+L3dHoaC0va+LuxgPmOcAJ0InQSdDJ0CLYA2jHwyBeSTJppIE02kiSbSRBNpook00UR6s97R3WsWJqCcFJFEmkgiRSSRJpJIEUmk/399P7cukpnOPZ7BnV6LWFJEHKkCYkmtg1jWvkc7zxDKht+f5RFJiogjRcSRWgeRpDu8E2t7H7bGkIW9BzNU0fYOrO1d17rvtSajC9tCU6COEUkK65be4M1tQwrFNxiE1OEWv83z+9B6bjORTopIJ7EedJAg8kkQ+SSIfBJEPgkinwSRT2Ij6CBBNJQgGkpsJjpIFNBBgmgpQbSUKKCDxAbQQYIIKkEElVgPOkisBx2k8QhpPEIaj5BuRwetaHArmtnKqbdy6gGj5WvCW48WagKCa6GmhZoW6S1bc+snoRVT0IBgbbGQOgTCmhH7poh9U8S8KZ3PM9pLjJvSW+DvhtAmfZa8mRzc78qgSnsLmiYuTRGXptxWjD28AzqZioebBgWUsgM5EUUbWnFE7kSsCZPhAfbuMvuVsiuWDyjCzp2Iv8O5c+aRy2Xbzxj9s3Pm7kZjoXC+25EHtOP6S/i9ysCmsTfIbNlaJEeEmCPOzYG3yTPhJ6c2iNKU2c2kxIlRO9szPlu+0X85/Bg/kx3KMhCRBtRqeVhJa3t52laV+ZrzZe1nMpcgtX6pNhP+rpS8JdecS3y539easeNKa2RK0VNv+1vZtv+m5Ge3kkHUxYlZqimN8zNuT/VfMc8yZJbOLW1/Tpn8snm5saNE/jQLtYlwkvnzbNtfngsrDi2/wR6La1o7yuorx+28ibOZ3Lin+RtidzS/4w43KH9nAiXaam3HKdKCcPacSbpN4l++JW2nsem36htqQksOvBY0ipV2loa8/qFrhV2ZXq5c3wrzUmVXa1dRXcjj6+4id2fuIca5EfkvKzqx3oyesNNpkpLcjXabklDzl/dY0KDs+s+ho06FO9h2/sXSo13WJJQ1qWTXyi1YgnZ5tq57y/J7bCsv5ostSoenjie2jk4Xn1nRLckUbMTR67957asJ59WyzlnUbOr9XXtPN8NutXbQ7iyy+rigAemCtqXb7WRrx/NZq4V5CazvhL80a3O4A8yFNeTepMz6poPeWO3ykMJty99G6hPh2crE7tdSWjTTcwk3aRD9AqKqLvRu/tqakt0027NRfUu12abc8sKZ5b1OtvhuWU3YdavJeqVJfqVZ0JRpZYi4q+1u5vHMBtbMCG0alFrf2tfqVf7+G6WLLVdhpdl2ixXfkN1hrmbzzimbYVDeE6ydz6xMsoNmZNauc11bUrglG56tGc+TyI/HaZh3tvvXamfXxGzNbXpO2crCLWm2dS7L3xS7K39kjBrzVKm2W7Jej9JMm9ZN80FfXnOHnvF2W7JOb845yPihtl20lwcLnel4e9eJXtLfgi/IfJVH+TZmWM+on7fdu+Lxi9exaZbqS+OCOJFz04bltFYfCntvXsdbrNWcleudIfnlE6FPYvPO6evt7tuRyde1Yebpx21Su97rKRtE+qb/lWxgVW0R3ZRCmxJ7l7r5erDMtD2VtxHr3slvcG7r3qCvLf3N77mhHgXP07KRmxL/Jt7yP2FLci2bEg9vIIJcbD/XbAJu3Pi579DhqbHI22WLLPeuX+q386asfd1Y9/+G/9bu7Vte26D/6DYGfWv3cPnmvZ/4Jtqw+aj5G+0tUWwRDa/ZXnN3Fpdtrp36+vb0q3u2n0v1t7b/b2z5za9kO6IQizby5ekv45Nim7MOzm3dXM/wbXmuDd6O1LrRkqFt20GIsNcTVbeuG4l96Y1L6yZrQvYrMGxqI3Y9U8ANm6FLueRabLW+k7XxNmAJcr/7Ggc8bjNrfrjREbf+/+Qe/Pgra5fkbgSNndl+hk3rj6+L349sfgQU3qIYpmy2G9gi/0/+t/a96gY8TWZjkdtXvSfbvPeIaHfA14lizf7Kd2DZYp3rqB8bslwb0qKO/m7j+vwNvGnqm7zjb7cHD21alLEx/7WxtWy0PvsVY2e/8k5sbOSNWuVvJqH2lffeRK/6UJvn7PheZPNirtyNplGbcQP+M9HX142riyPzDbz5rP+STWnXgE2zLBu4Pw8Vv9/7+kjxq+9+B0S10Yg+/571W4i5N+3deTr//nGTbfNXeqmNvjNvXd9vFjfDX7ZuTqzMzpa3eYKv8t5F8W3L+nG3RYypTTjL/xjqtZP81t7hbeB2O7lCSkki5SSVKulKWXdSJ+lJKsXu9ZaY9JWBUiaDZTj1DTJaehHpTaV0uv0l2kxplGEyW3aSkfJd+Z6Mku/LD2QMcd+eMl72kv1lohxAmiKHkraTeaSpchRpmhxL2l7+h7SDzJczGW8h6buySG5mpPAlh1/I7bJMDpaH5Cl6PE36H/kL6XfSTPq9rCD9QV4gHS+r5HVGeYN0prSQzpK/k86Wd0jnyLukc2UNaaF8RDpPMqRF8qnk5Hx1Gsml2kk7yRUa05hcqXEtl6u0UrvLNdpDh8iN4RsP8oCO1JHysI7SUfKIjtEx8qiO03HymE7QCdKkE3V7eVyn606yInzrQRJ6iP5KXtFj9Bj5e/jGg7wZvvEgKf2D/kH+ofP1JPmnnqKnyHt6qp4qa/R0PUPe13P1PPlAz9fz5WO9UC+UjF6il8on4asP8plepVfJv/UavU4+1xtITm/SW9XrnXqvlul9+qhW6eOknrqctIU+o89rL/vOQ399SV/WAfqqvq6D9Q1tYVdvkkboP0gj9R1t1Qb9SD9mP5/ov9hPVnM6yXlXqlNdmRuiM9wwN1wPcCPdGP2JG+8m6s/dZDdFD3FT3QydF77koL9yO7k5eow71Z2qx7oz3Bl6nDvHnaO/dQvd+frf7lp3rf7BPeue1ePDVx50vnvBrdIT3Wq3Wk9xCZfUBe5N97ae5d537+tC94H7QM9zH7lPdJFnm3qh39Pvoxf5/fz+epk/0B+kV/if+d/o1f44f5ze5Y/3J+jd/iR/sS7zV/irdYVf4q/TVf4mf5O+5P/sb9OEv8Pfoa/5Zf5+TfoH/Qv6hl/lV+vH4VsO+ql/x6/Rz/yH/kPN+Y/9J078Z/4z5/2//b9d5HORcyVRFFW5sqhL1NVVRyTXMyK5LaJeUS/XK+oT1bre4csOrjYaEg1xA6MR0Sg3KBoXTXRDo22iRjcy2inayW0b7Rzt7KaEbzu47aJdo13dtGj3aHe3ffjKg9sh2ivay82I9o32dzOjw6Ij3KzwxQe3c3RcdJzbRZz7relwJXoaL2jyWKkI3w1Dn6vQyfAvAsZLF1Iv9LcrfLfwjTDT87j9W2AxbVf7F8FiOj9a+pDE/m1w3P4aeIL0lwGMNpC0FT5tMLV1JJUhJCdDSfm/0ijBGgzDggwnldoXvQSr0cAqRpFijD0aaxK+7xUQ4zh6jSeVM8ME+K1IFViMiexga1KVbEPqLJNIXWQyqatsS+qGPZnCDrYjVWNPpjLeNHvrGazSeJlBEmzTTHa2I2k0VqqRPc0iCdZqttRisXZiN3NkF0q+S6rH5nyPVe9q70W/T2qwL9WMlt1JAcn+kFXsQZqMbduT+eeSBBu3F3PvTdpB9iHNlH1J02Q/UiP2b3/W9iMJeDTYwV5yoBwCH6zhRDmMJGYTJ8jhciR8sIwj5Wj5DXywjxPkOPlv+GAlt8bunQK/gFQip5KcnIa1K8HWnUt5sJ5xLNt58IvkQviLSCPlYlJcLpHLOMnLSd2x/FdQciVptFwl13JK15Fq5XpSH7kB+1srt8ifGSdY4Tq5jSTY4ts5kzvkHnrdSxqJbV4Gf588SO1DpGnyMGm0PEKaJo+SRB4j9ZQmCb8He5zUU54giTxJ6oldf4pdLJfwm/Ng3508QxKz8k6eJYnZeifPkcQsflyeJ4nZ/bislOD9V5FK5EVSrawmlchLpFpJkErkZVKtvEIqkVdJtfIaqUSSpFr8xuvc1b+SxPxHqfyNJOZFSuV/SWK+pFTelH/CB49SJ2kJHjr4lTp5jyTmXerkffkQPviYzvIxSczTdJZPSIK/+RQt+BepXj4jzZSshC8a/Js0XD4nlckXpOH4pZyUqaiKYOGdDMf0eUoifNVwLdESyoPHatBSxYub32rA/pfBB+/VoBVaAV+plfBVWiVx7aydZbR20S7wXbUrfDftBt8dPzdaq5XIC2/XQ2rxHT2lAt+xhUzCd/SC76294ftoH/i+2he+n/aTSt1St5TJWqM18P21P3yt1sIP0AHwA3Ug/CAdBD9YB0uV1mmdTNEh+NQqHapDmbFe6+GH6TDKh+NlO+OPRlAefG1n/FEDfPC4nXW0joYPfrezjlVsiHnfzjpex8MHH9xZt9Kt4CfqROmqW+vWsoNuo9tId52kk2SaTtbJ8NvqtlKtU3SKNOp2ig3RqToVfppOg98eL96oOyj2BF8+XUp0hs7gTGbqTM5qR8WeaKM2sq9ZOot9zdbZrH8nvP4UnaM/p9cv8P0l4Rt/8IfoIfQ6VA9l3sP0MPh5Ok/q9HA9nNoj9AhEfKQeyQhH6VGUHK3hiz6/Im6o1l/rrykJ0UNcf6PYBGKIYyWmxyk2gUjif2j5O+KJuP5ef09JiCrK9Xg9Hn6+zmfME/QE5j1RT6TNSUQb3fRkPZnaEHPEdYEugA+RR3c9TU+DP11Plz56BlFIg56p51Byrp7LuS3Uhez6POKSPrpIF1EeopMGvUD/CB9ilJl6kV4Mf4leQvvFupiWlxK1jNbL9DLKL9fL4a8ggumjV+qVlIQ4ZrBerVfDX6PXUPsn/RPjLNFr4a8jvqnT6/V6aolyKLlRb4S/SW+Cv1lvZu+36C2c3p/1z+x0qS4VRxx0K3K5Te+g5Z16l0R6t95Nm3v0Hs7tXr1XuoRvJFJ7vz5A+YP6IH0f0oc4jYf1YcZ8RB/hlB7VR6l9TLFaIZai7xP6FDwRFS2f1qfhn9FnOO2/KJZKn9VnGadZmxn/OX2ONit0BeM8r8+LD19ZpP0qXQX/or7Iqlbrakpe0pfgE/oy7V/RVyh5VV+VnvqavsYek5qU/kRqr3P3/qpYJyK2N+D/pn/jlFq0hdr/1b9TTgxHyVv6NjyRHH3/qVgq4rl34NOa5szf1XeR13v6HtJZo2sof1/fp1ertko//UCxWkR+H8F/rB9LjWYUdEsU+An8p/ov2n+mn1GS1Sxr+Lf+m9E+18/hv9AvGD+nOZnsCEmAFt5FUuNKXIk0uE6uk8x0pa5UprmYi1Fb5sokcnEXp025K5e4q3AVMtpVukrp4qpcFS07u85S5bq4LjLYdXVd4bu5blLrurvu0s1Vu2rG7OF6YBp7up7S323htpCYI/KivLcDt7g+rg98X9cXvp/rB7+l21K8q3E10s/1d/1Zaq2rlT5ugBsg3d1AN5B5B7lB8IPdYPg6V8dcQ9wQ+g519ax8mBvGyoe74exrhMNGEQePZMwG18CYo9woGe5Gu9HsaIwbI+EbmeNoM96Np2SCm0DJVm4r9jjRTWT8rd0kaomepZfbzm0HPzX/r7vc9jLe7ZD/111uBvxMtyO1ja5RJrhZbhYls91sSnZyO8lEN8fNka3dzu50Soi2Ge1MdzY8MbeMdOc6YoMQecNf4JbAE3+zzuvcX+CJwqXSNbtm+Ofcc7RZ4VbIKPe8w8OG76/Br3KrpId70b1ICTE6u3jJvQSfcAnO/2X3Mm1eca/RN+mSzP66404Swacoedu9Tck/3BpKiObhWx1YNcT01H7ouHUhsof/1O8hQmS/pwzzc/1c6eH38nvJFn5vv7f09vv4fWSU39fvS5v9/H4ywO/v95dB/kf+AEoO9AfKUP8T/xP6HuQPkhH+p/6nlP/M/4xe/+X/S8b4n/ufw//C/0K28b/0v5Rt/cH+YNnOH+IPkan+UH+obO8P84fJdD/Pz5MZ/nB/uOzoj/BHyCx/pD+S9kf537CqY/2xjAzSYFW/9X+AP97PlyH+BH8C45/oT6TkJH8a/On+LEY+25/NOOf4cyg5158Lv9AvYpzz/YWMcJG/mPJL/OX0Aquwo2v8n+BBLIx5vcfiBdzCODf7W+D/7P/MTpf629jp7f52SkAy8Hf6e+HBM4z2gH8A/kH/MDt9xDex8sf9k+z0Kf8s4zT7Zvb4nH+OlazwL7C7lR7rBP5ZRd8X/Yu0X+1X0/4l/yblb/m3WEnKp1jz2x6rAjp6h75pn6bkXf8uMnrPv0f7NX4NJe/7D2gDdmK0j/xH8B/7j1lzxmeo/cR/gnQ+9f8Sw1S0yfosPMgKGX3uv4DP+ZxsFz6nJTsS7KiMilzkZEbkIy8C7oooKYlKZEjUKepEm9KolJJYFIMvi8rg41FcekTlUYVsET5wyWhVUZX0jTpHnRmhS9SF0bpGXantFnWnBPwmQ6MeEWgooDgZEW0RbQEPlmO03lFv+D5RHxkT9Y36Su+oX9SPMbeMtpTto5qohjb9o/6MWRvVMsuAaCDtB0WD4AdHg2XLqC6qowQcCD80Gg4/IhrB7COjkYzTEDUw5qholGwbjY6IasJ3AGk5IZpAm62irVjbxGgic20dbU3tNtE21E6KJjHv5Ggy5dtGUxiHxBqmRlPpNS3agV7To+msYUY0g/FnRiChqDFqpM2sCOsR8Ce1c6I58KBQRvtO9B34XaJd4L8bfZeRvxd9jxJwqQyLvh/9AB50KmOjH0Y/hN8j2kN6RXtGe1IyNwINBbwKv3e0D/y+0b4yMdov2o82+0f7y9bRj6JDKT8smkfJ4dHh1B4RHUH5kRHYB2R7lMSjo6Ojmf1XEVoWUC6RsHNzDeUOJHIuJ4auIPUHIbah3BJDucMM5XYylDsMhNiGZmPtaBZPAKLtBx8w7XDDtCWGaXsV/iJsMKnWkK0Yso2Ba4fBBzQbK0Kzve1rpwKOHcMYY9vRbMzQrBiajRmaFUOzAw3NqqHZsYZmnaFZb2i2j6HZyNBseLc2jV7bk/qDKNsw7bAiTDvIMG34u57ZrDTg2K3AsXPgdxbkB6LdhX2Et3Hhb3zyOHY3an9AajA0W2dotsHQ7BBDsxMNzTYYmi0zNBs3NDvU0GyZodnxYNkfMeaPSf0NzXYCzf6EkoNIdfLTdmRbWoRshxch2xKQLRGtHENqAOO2odzhRSh3JCiX+FXmg3JrDeXGQLltmDZmmLbEMG3MMO1Yw7SRYVoxTDsYTHsdp3Q9OLauCMeOMBxbV4Rj6wzHlhiOrTMc22A4tsxwrBiOLTMcW2s4dpDh2FrDsYMMx9Yajh1kODZmOLbOcGzMcGyd4diY4dg6w7Exw7F1hmPFcGyd4VgxHFtnOFYMx9YZjhXDsXWGY8VwbJ3hWDEcW2c4VgzH1hmOjRmOrTMcGzMcW2c4NmY4ts5wbAwc+yb8W+1odkQRmh1RhGZH2DfQBUT7ISfzUTua7Q2WxYIbgm2Q7EawaBy+fB0sGjMsWmdYNGZYtM6waMywaJ1h0Zhh0brw3V36BvzZAP7sCx+Q50BDnkMMeQ405DnEkOdAQ55DDHkONOQ5xJCnGvKcaMhTi5CnGvKcaMhzrCHPBkOeYw15NhjyHGvIs8GQ51hDng2GPMca8mww5DnWkGeDIU9vyDNuyDMy5FlmyDMy5DnOkOd4Q57jDHmON+Q5zpDn+CLkWWvIc5Ahz5ghTzHkOdCQ5xBDnmLIcyLIcw5oamfQphjajAxtiqHNEYY2a8MXhykJOLPWcKYYzhxXhDNj4fvz8MfpcbT5rf5WBoQv0VMScGYMnNmGLdWwZWTYMmbYsk8RtowVYcsIbHk6cjxDz6TkLD2LUzpbz6bknHaEWWYIUwxh1q2DMC+A/yM4syF8/xj+YnBmg+HMMsOZYjizznBmAzjzSviALXsYtmwwbFln2HIo2HIJJdeCMOsMYY4whNlgCLMOhHkzo61FlWKoMmaocmD41j4ld4Ate4Mt7+R87gJhShHCFEOYDoS5DP4+cGYtOBNLYqiyj6HKbqDKxyl5QrEe+qQ+yQk/1Y4tY+EL/fABVcYMVaqhSmeoMmaoso+hSgFVvgBuXwmqFEOVGr7iD5/QBLO83I4nBxmeFMOTdYYnG8CTb8AHJDnUkGQ1SPJNyt/St8IXTEGSDYYk6wxJNhiSFEOSdUVIssyQZJ0hyaGGJBtAkh+AYD8ESTYYkuwBkvwE/lP9lFn+BZJsKEKSdYYkxZBkgyHJOkOSQ0CSCjbgPxCgd17qCQIjcFdAlWKossFQZZmhygZDlWqoUgxVxgxV1hmqdIYqywxViqHKBkOVYqiywVBlH0OVQw1VdjNUWW2oUgxVNhiqFEOVDYYq1VBlD0OVYqiywVBlzFBlnaHKyFBlmaHKyFBlmaHKPoYqh4Iqh4I268GWPcP/V6GAJ7sbnuxpeFIMT8YMT9aBJ4k03DhQZYOhypihyjpDlc5QZVkRquxUhConGKocZqhygqHKYUWocrihymFFqLLUUOVIUCVaHH6TA/Y+rR1hdipCmCVFCLMEhAl6cUtAmFsVIcyBRQizxBBmjSHMCkOYNYYwyw1hjjKEGQtfHaV9wJY1hi1LDFt2KsKWJYYtOxVhy05F2LKkCFuWgC1xVuF3R1LLVSJy9XuAM0cZziw3nDnKcGZN+H44fMCWNWDLH8MfAMKsAGH+FD7gyRrDk6MMT9YYnhxleLKf4clKw5NjDE9WGZ7sbHiyi+HJroYn+xqe7AeePJbZA5KsMSQ5ypDkaJDkifABQ9YYhhxjGLJrEYbsahiy3DBkDRjycsqv8FfBXw2GFMOQowxDjgZDXg9/g7+B8htBkqNAkjezo1tAkqNAkkspvxX0OAr0+AAjBNw4ynBjP8ONlYYbxxhu7Gy4savhxr6GG8sNN9YYbuxnuLES3PgS4yfa0eNoQ4/lReixq6HHctAjkYbhxvIi3FgDbiTSMMRYDmJsw4o1YMU2fFhp+LCr4cMaw4ddivBhjeHD0YYPuxo+rDF82NXwYY3hw3LwIQjCkGF5ETLsYshwS5BhNSUBE5aDCdvQYA1oEDRhOLDGcGCl4cAqw4E1hgO7GA4UcOAAkNhAcKAYDqwEBw6BHxoNZfz6dhxYaThQDAfWGA7sBw4cQ8lY0GAFaHAcaxgPJhTDhJWGCcUwYVURJqw0TFhjmLDKMKEYJuximHBLMOH2lOwAMqw0ZCiGDGsMGXY1ZNgFZDiLNc9ux4dbFOHDmiJ8WGP4sAp8uBto7QdgQjFM2N8wYSfDhGKYsL9hQgET7g2/TzsyLDVk2MmQ4cgiZNjJkGGpIcORIMOjKA+YsAZMCF6IjgUTbvV/AKLuHVJ42uVZeZyOZds+zvO8ZoyZMTN2xmBsY9/XkMhYZ2xjyJ4xljCWDEJaqCRLlminaFGUQnZlX0KKKCJJUqlUklSW93gu82qSX+/3Tl9/fL/vd/zOY+7bc933cz3Xcp7HcYEACNUq2dbBxTdNTEZ06uhhaUjsN6zPQNydljJ8MF6HYxtcvow8gbbkIiiDaqiPpmiLnhiA4bgbEzETT+NFtl6DLZmeEIQhL4qiLKrjRjRDO6RgIEbgHjyERzAHC7AEa7E10xOKcORDLMqhBhqgOZLQC2kYiXsxCbMwFy9hKdZhG/sQ3KhLk1h0bNwoORYTGieRV7RqkxiLk0ltWsVKvuSkhFhpmvFWQw7kRzGUR03chBZoj1QMwh0Yh8mYjWfwMpbhTWz3rfOyNxEogOKogFpoiJZIRhf0xmCMwnhMwaN4FgvxBt7Cjoz2QYhEQZRARdRGIySgA7qiD4ZgNO7DVDyGeViE5ViPtzPaByMK0SiJSqiDm5GIjuiGvhiKMbgfD+NxzMcrWIEN2JnRPhtyohBKoTJuQGO0wi3ojn64HXfiAUzDE3gOr2IlNmJXRvsQ5EIM4lAFdRGP1uiEHrgNwzAWEzAdT+J5LMYqbMLujPbZkRuFURpVUQ9N0AadcSv6Ix134UHMwFN4Aa9hNTbjHexJSUkb7j7IGqdWS091R7PIgTecyCqn93Gnssa90/r3c99nkQcPGeTOZY37DktJdReyxvzylKDoLPLgEYOCYrPIQ1LTguI8V/BczXMdzw08xw/qN2xgUMusMb9kWFDbrPGQQA87ZpGH9R4c1C1rPDTwhl5Z4/T+g/sG3ZZFHpQ6NGhwFnlEr/Sg4VnloelBY7LGwwO/+t6s8Zg+w4YETcgas/QoQ3wU9RznuZjn4p7DyTmICOb6KObjXMyZeZg787GuFGD2D7Qp4TnG85U3mmfnOchzsOdsnkt6DvNcyHO058Kes3uO9RziOdRzEc+lWFOT3ZbQbqHhjLpEt9ChxNOhOwodDCsQNj1sYdi2sBPhLjwuvGX40PDHwzeFn81RJEfLHOMjmkf0jDgYVST3wfzzC6wrcKJgeMG4gs0LNSh0MGMMQqD2uhzQXa6jJlgn62xdrKt1s+7Ww261npZivSzVelsf62v97DbrbwNsoKXZIBtsQ2yo3e5ucdc+9fsz13+is+viurpurrvr4W61dBtuI2yk3WGjbLSNsTttrN1ld9s9dq+Ns/F2n91vD9gEe9Am2kM2ySbbFJtqD9s0m27D/tbTM2wm8Qgxi5hNPEo8RjxOPEE8STxFPE3MIeYSzxDPEvOI+cRzxPPEC8SLxALiJeJlYqEtsleIV4nFxGv2OrGEWEosI94glhMriJXEKltNrCHWEuuIN4m3iPXEBmIjsYnYQmwjthM7iLeJncQuYjfxDrGHeJeYYe8Re4l9xPvEfuIA8QHxoZ20b+xbO23f2ff2g52xH+2s/WTn7Gc7b7/Yr3bBLjs4cerMORfkgu0L+9K+slP29X948jc+e9EuXfu8y+ZCXHZXzpV3FVxFV8lVdlVcVVfNVXc1XE1Xy9V2oS7MhbscLsJFuiiX0+VyuV0el9flc/ldAVfQRbtCLsYVdkVcURfrirniroQr6Uq5OFfalXFl//bzf9W3OsQNRF2iHlGfuJFoQNxENCQaETcTjYl4ognRlGhGNCdauhZES5dAJBKtiNauteV1g90QN9Tdrgma4Nq4tq6dSyJGWF7raLcw2xRhrglkmyhCmJ1y8d9KUkEbFWxDftqEurQotWM75rb21IPlqd17Uq+mEnWohQdRWw4h6lL13UUdOI46tD614iqq3zVSFOlSXErgkMRJQxyWm6UlzskQuRuX5V4iUsZrbYnSelpftmkLTZAdOlWnyi59URfIbl2or8gevagXZa81tsayz412Y+T9jPwYAnEjMY+Zpa+lSXNJlp4yWO6WKfKkvCQrZIvsk2Ny2lbIBdukoRql+bi293C1fmTH/Do9w5V1yTmN0eJaRitpDa2rDbWpJmqSdtIe2lsH6FAdqWN1vE7Uh7kOojjnMZzfMpzLGjrLNdT5HO8k14n5p7cbwB4v1qW6QtfoBt2iO3S3vqf79aAe0WN6Qr/Ub/R7Pavn9QKH3VmIhVuU5bECFmOxVtLKWAWrYjWsjtW3hhZvzS3R2loyc2m3K7+SWWoUs9EEZp6ZzCtzmSsWMgus4N7edP3fdm2fucoacuVk6rMbiiCXrK/qOu2ofXjdgb/hTb1F+yJYX9O3tL320gv6LrLp67peE106x+aivsdPl+gG3Kmd9ZLu5d1S3Yjh2kUv6z7eLdNNGKFdDfo+797QzdpKu5noft4t59i01u6meoB3K3SrttEeZvoB71bqNm2rt5rTD3m3SrdrO+1pQXqQd6s5okmaYsF6iHdr9G3toL0tRA9z1aZZJ9afnrqQ12OtL68308cFuBl5qzT33ALqetpBcoodIveyj8ipxje43naE3Mc+Jve1o+R+9gn5NjtG7m+fkgfYcfJA+4ycZifIg+xzvvk3nUS+pJPZr7W6U5M11Yro95zkYRarZyBWmlGGUZZRjs8Nt/K8qsCoyKjEqMyowqjKqMaozqjBqMmoxajNqMO4gVGXUY9Rn3EjowHjJkZDRiPGzYx4RhNGU0YzRnNGC0ZLRgIjkdGK0ZrRhtGW0Y6RxGjPSIbqL7qb/Ku+Q/5N95ADK8H0ohvJFaB+5tXPuPqZVj/D6mdW/Yyqn0n1M6h+5tSyKUf9yrxZduWoW6hy1C1MOeoWrhx1y6EcdYtQjrpFKkfdopSjbjmVo265NDDqufUkOY9+Qc6nX5Lz61fkAnqKXFC/JkfrN+RC+i05Rk+TC+t35MDsqBXVH8iBGVIrpj+Si+tZcgn9iVxSz5FL6c/kOD3PWWtvHbi+ilGPBbRVGPWdUdtFUKXlpoILZq4sxkwaT+SmQ0+k1ksi8iKFyIfe9N/56ZH7U7cNJmLortOp254gitIrr0asxEoxFJOSUgolmNF6oJSkSCqqyD1yD6rLOBmHQJaqi5oar01QS5trc9TRftoPNzBHTURdnaRTUE+n6Ww00Dk6B02Yhc6jqZXmqkhnVknGNDfKjcKzGQozxKtD9ac0VJ26iNej/dUrGVeKyvT3V1Uef6+TptKMObdFoF2gz77HcvV9wdqDLByBq0/lnIJI7aN9mU06MWd00a7aTbszy96qPTWFuTY1U9uebNuROai9JuJODGcmacWM0YaZoR0zQAdNztSbOEQxey1mrkpghlrCPLSM+WY588pK5o/VzBNr2SrIzxb8bKk/6TCq5FhE6BSOV6RX2EGcu+KowdnrklFj4mFRR6KO8C8ClTJqZ9ROcG8y4P/litbWqFVecXMLRL3kK2mU/1x8TTVI1Exe5cn4C5T2Gj8X+zs1Q9mHXHlXVBpEOma0+eMnSVB5WOpf97NaMBlGxF730wKcoWQPvd7nkecRJDWuAMev24J5WXL9G9hw3TZL6U5OZ8LT1201hVc7/oCR123Xmz7m2WvQ+rot63LdjvwTSl4dZ9GETE8E5kMiQzJ8WxmuBA1oI1q5dbrzqs/yLSOOXpkzuqur7wrMMN/4KlcUrn0r34aMlsp/y+0dXRoRirFEmN9H8cwGv6/cnqjIvfmO7tF3qRP26j59n2rhgH6gH1IzHNKP9DCVw8d6VD+hfvhUj+tnVBGf60n9glriKz2lX1NRfKun9Tvqih/0jP5IdfGTntOfueMFFdnHbPymiGtcZzTzTwwzTiyzVQqzUh/0ZWbqz4wUyEdPYDUzDLMLc0s/5pRJOpl7ZJpO1xk6Ux/RWTqbWSXTXr+8LzAqzC/JV/3wP//rOHM+o8FntJhM37sOXVm3fmW9ukCdckkvc+OKsRpRcQVZsGWj7spuoRZG9ZXDIiySGiyn5bLcVGJ5LZ/lpx4raNFWiKqssBWxotRmxay4laBCK2Vx/NYyVtbKWXmqtYpWySpTs1W1aladyq2m1bLa1G83WF2rRxV3ozWwm6jlGtnN7GcTa2rNqOpaWEtLoLZrZa2tDRVeO0uy9oF66095QzKy1JU15HxNifAVJKevILl8BcnnK0h+P2MFfAWJ9hWkkNbW2ojxNaKwrxFFfI2I9TWimK8RxX2NKOFrRJyvERV9jaj0+yjKRziVFQ//t1z0TO+fZ3vn/Lj3zE95tzzX++R53iE/773xAu+KF3o/vNj74KXeAS/33ne197zrvNtd733uJttMj7vVe9wd3t3u8r52T4aj3eu97H7vYg/aIarow3bEPraj9gn19Kd23D6zE/b5/8Ch/tmf/pPOtI53jvW8Z2zg3WIj7xPjvUNsluENE7wnbO2SqF4Ep5gdS7FqlmbGKoty9HQVmCkqscZXQVVWtuqsgDVRiy6vDt1dXbq6+rgR43Ef7scDmIAHMREPYRImYwqm4mFMw3TMwEw8glmYjUfxGD3gk3iKFWAO5uIZZu5N2IJtzPU7sRt78B72YT8+wEF8hCM4imOsOidwEl+yZ9+wcnyPMziLcziP33CRTlHEJEiySXYJlwiJYg3KI/mkgERLjBSh9ihO7REnZaScVJBKUkWqsZLVkjpSV+rJjXITXWc81UrAH3aQjnKLdJLO0kW6SjfpLj2ornpJqgyV21k/02W4jJCRcoeMktEyRu6UsXIXHeU99KrjZLzcJ/fLAzJBHpSJ8pC8KovlNXldlshSWSZvyHJ6zpWySlbLGlkr6+RNeUvWywbZKJtkM93oVtkm22WHvC07ZZfslndkj7wr78le+tT3Zb8ckA/kQzkoh+Qjza5hmkMjNafm1ryaXwtqIS2sRbWYltBSWlrLanmtoJW1qlbXmrqIau73nXscp7O0c//+Cdh/t3sXZeze1/60f1f9lzv4j/s3cAb1v3Om9M+e+/ynnXvlROfKzs04u/GnNsI9Eo8maIpmaI4WaIkE6uxW1Edt0BbtqDDaIxkd0BG3oBM6U8t2RTd0xzzMx3N4Hi/gRSzAS3gZC7EIr+BVLMZreB1LsBTL8AaWYwVWYhXWYC1r6Zt4C+up+TZiM7ZiO97GLryDd7EX7+MAPsQhHMbH+ASf4jN8ji/wFb7Gt/gOP+BH/ISf8Qt+xQVcCggxcRIsIRIqYZJDIiWn5Ja8kl8KSiEpLEXpIUpIKSktZaW8VJTKUlWqS02pLTdIfWkgDaWxNKHnaCEtZYhMkskyRaZSEU+T6TJDZsojMktmy6PymDwuT8iT8pQ8LXNkrjwjz8o8mS/PyfPygrwoC+QleVkWyiJ5RQ7LEflYjsonckw+lePymZyQz+WkfCFfyldySr6Wb+RbOS3fyffyg5yRH+Ws/CTn5Gc5L7/Ir/KbXJCLckkuU4yIKm2v0yAN1mwaoqEarhEapbk0j+bTAhqtMVpEY7W4ltQ4LaPltKJW0ipaTWtorcB5V+C0K3C+lUnJzEdrl+w6uI6Bk/E/nnW7ni7F9XKprrfr4/q6fu42198NcANdmhv071M/N+yf1EGuvfdRV1xV4PxQ0eDqyaFDDyLInxYG+9PCbP60MMSfFmb3p4WhGEeEeZcb7l1u/sBJIKK1hbakgpmu01HEq8qi3q+2yuRXozNGKBjh1jFw7hM4zbSAgxTrfv12bjT/JnJ81XtZQYtMIx1KH0CdG9DozPbj/uh1Xbob7ka4kf7/ZHJTy1608teqfzl6Vf0Lq9n/zwp7m/SXATJQ0mSQDP4/XlMH6CILnCWqX5/w6zMs07pIpH7e9dfnDvR+Y/9qn/K5tfSeyvdeOYUP7CXJ0P65vPYPnFBE+vOkKH+SlNP3JpfvTWHvXGPpzabSIfzes5KIpJt9U9/S9bpBN+om3axbdKtu0+26Q9/2PjfSf9f1fSHf+C+EnO4AAAAAAAAAAQAAAAF42nWTT2/bMAzF7/kUhA7DCjR2kl2GzEnhuW42LC2GNdudsxhHqCx5tNx0/fST/8RL2vRmwY/8PYpP0dVToeGRuFLWLMQ0mAggk1mpTL4QPzc344/iajmKCnIo0eGpdDkCiGqj/tSkJCi5EAkyW1UllkvL6Gj1+8c7LMpPqSRTlYoeiAs0Jl7N4UYxwj2aCpIvafJtDp9rpSXMgslkCrPJ9IOAsAU8kpGWwWBBAwAGAngEtAx4AYF4JaBmvRA758p5GO73+4BONUFmiwMnY5LKVc33cHqTepb4Gpd1hR2Grfa91oSyR77ExEYyYQWpytuZt2f8j7fWuEDSod13trLOnN/JYY7waJBIq8xbpFd9sMRsR4HlPOwlVbj+mqR39+l41q/Wlzt6cqCxCQMZsVx3Ugm1kcTgdgRx2wj6P5fwqwtIs8cobMo7Tz2ku2hb/mWV79x5yLXKlVPPntImblDD++yiCcZs3KTjEjYee2ufldY4LKYho5GwIU3+olTmIxbEwbGTE3rkGCUVyA/nvfwPqd8+wqAGu32LfwI7ah+Fh0e0HP0D578iFQ==') format('woff'); +} + +/* Fira license */ +/* This Font Software is licensed under the SIL Open Font License, Version 1.1. +This license is copied below, and is also available with a FAQ at: +http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ + + + +@font-face { +font-family: Source Code Pro; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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8ty0dtytGzOqbvnXTkW8MjX5wdPSDvlhbLNb2JOl75pnq5yXyw+pPHnmEBN9d/UpPNNoTpbS/HowOA3878NgqrswhLshiejQrKmoVN4CmTY5yFk9RAcuL8pQReIqnPMUDT8GjinGWrEeG1yLDA3+JiSKIGLHguv4zD2ydHRvL8PawOXDpqQxdeyWszQMt/dxyrmzFtU0C1Q88Ui+Qk1z0HJXVLmrKWGBJl5raJVZYLIgsZ7LCajbUgWOc2uVnAr8u4LpnE1es2C9QSaZduf3QtgPNe3Zu3eP839VVe968u2nlyq0r+PbtO9dktx0bXa9uCm45fGRjy8DwOsaX84HPLgN8CW6Pos0EgaoxAzzZcrILwUzmJM0FOWIaH/NGNGB5mkF2m3OyF86Hmep8sx6ATdHzAQYnHN0IanODKAeC8Gyzl+0O1O8TGjudKLKnuDZTO0GuMKGKar5vzbFlu2678/iN6xbsXBzYeMP6G1fOG9p16/Z7hiNrhucuXJlZ0d89uCg8vHaob6VDZdk0sHoPtStb4MHP38EZQL6NcGU9ah8QKZoC5V1VXuJhl505SX9BMuWp+Szkyzq6wToNEF5PzUQ9yg8XtRzRoLahGW3kYAtIr8SLsBFoZBHccBQrKaA9KSU02hayPfGmN7VWf0b8RCCaROAzAfIP1b2Zz3wm82fboK0zyejdD2dLBbwY5N7MLF9ZBbAZcrITnsScbEF6h0AOXpA9IJrDijX6qf8sUiPUkrVI5hfUsqi+aJHsL3Cy2Z7NkjGzRbQrNiCRPVqA20rhNoC0GgPDyUOZZi4Jk0Kd7I6YK6adsA76fc1bFi4/tHPd4HDESzZVv+FatGD3W+7bNrx3aSTVvAO0fauDtGb+I37ddTuPZim9NwAuVuAdDxfndnNlF2ITADRizCIEpNSITYLqe+QZb14y2xAn2Q64JeE5bAYADWqrC+06uyjrtAh2LIBMZDcDy8gG4H5Zq+ulVk4/X8iDJgeV3QB5aQKrDa3LRrq3LwyUVu84SbYc3HboLWtvuD2r27F5/pY1K/eS+M53rs70h4vv+fCWfaPrjzx24MCJbQtXrMV9WQoI2WBfDNxCJu8UIU0kI90M0JNljRb5QwNqCFw76lEgq5jQrAOSSzqAnCCjCL1Mmmt4baLbXlpKvnjHbm2ndt9RflPG/1D1dy++QAzvADm7GOhnofRr4gqTKNiZk3W4dhclnRc41ctMpWZ42WyTs8xUGgsbszpGzCJcyTaL9mcFHW91BdJMtnYCIc+BeWRPtynWUalYt44mThyziqghnWGmEZhNzDRa/NCeA6u27u1tnzdwfN+B29v2bVi7zRMYzGTthnlDuV07dq0amjv85I3zVb1bF27ctrRtXVQVXTR38ejulXNWLe0NZYMRi0UjRJcSe/+C8Lw1PcvmMx9wGeAuTPCOETG3AeauHCVAVFEviUYCAP9JIfC2dYx3vEBr2WwBAeMQx4w2wUVRdtmUq3IUuUjDOXp7GyxkC58A+xexLU2Yg9RnWHYCeKV12dbu7YsCPcg/I/u3H2wDttmE/LOVfH79Te9/5853rmEMtHnf6Ip1uw4c3wa4UF1Nfgu6WuR6J2lrONEVs6Kr7YiKZMgrelqy1F4hXpM0tk1Rc4rmhn+JfE19k5N9iURfktKQ2i+wLmrpOZMsGEVR03W9qGMkU/SCKPNwBvkc2jWolK9izNQU7SSjxkEBaTRt+OsUYAh3iptFXuO3g83AOYoplxr+P0UOVz9N5pGepmrHK6pXOijMo9w3wQ56kcZQ/DVLiBpBuN26nGKMluD4pJhBVN1LHvlmOv01MItgnRthnf/J1ikVU/C/2nUjmQfrHJ5FF6k2Mf46CnvyHf6jQJkI9yauHEHaBNieuBTlG6UuqtEwPmY3+SytlRANrqD7YUfLxURjAbLJBzQy90pGscIbXP4ICqqQXQ6gm4oCi8pZVwDlrNromaScBU8iXVPMNYoeXbp/1fZMdzGiadKGCt2Z+YPr56yl0Rh++/IN85KDXV0L0s1DxXxftDBv4NK3aXgG8Om7/GY+wh8DPd3GneZQxKK7CUo4A08tzOv0KF5nOz00fvAv/TZqoCfh/CRtSFrZ0ZyHE6QfpyJED97TOcHsCYapX60RpQggYw7CufGHqQrPMJEstQB6BpseTTQPmGiSj7laiKeYyCQscIDS1AenQsOGh8ozcb6KFtL3odtHd0fVKt/KZGnpvWdWrj74tnsPbehzLh15y+MXutrmLTh5/cXyV+/aX/0f/eG2eX2L19gsG2/4ZPXTL3QEe751tqVj1VlxEPe1HR5a+bPUNm1i1pwkFMoEvUuzeryi0XHEDAIZNxjMF5FyU8FRcCQyMa2jAOINdHX7a9nXOpdX/zw88vOWbEAl9vBnLx1+9VWiP3XP6JyPUBv4CLUlzlJvP4ocxCkSii0VFcYrPi9dyodLxSjJbXC+fHnJxhxYOGZjapMTBHQIrodylKXi8IsQiii9DhnHa6MnUPIBnfVA56hdUgNpwbqYJKEzTMG1gk+IL1rJkQ/vu6mvd+m6t95094nrbji898R1u7c8d5A/u2pVcblVZVw9f9vu9PLhRYtSA/PfQu0O1DVR8M0dXBdXtnOMWmUBcdGpx6lZBHa8ESB0oWTQgV4+Rzi1xmqrWeI1zVvf3MWP3rF3YXD2usO33XZw2+LA6ptOfZz0PLcyPP/x6q+fXB3aXov18TGgow5kY49CRX2NiiKSjspFWW+iHoRZOXkoEqnTMIkcE3TY8Z6HHn747MHr7rjttjuu48/+4yOPypnH7j39CMX1dljTCmsaQatPWRGMrYqasQgVOKb64uhKcjWzHx4FveJWKr5kQQR7Cf+H59vJ6epTJF79EdnFn2262FT9UROu+zCs64F19dwAW3fmNQ0zrDmxmnFiNfrzMLmz+jESrr4KK1X/s6n6IrMjZ8N+mmE/fcibHsTR0rCfFbvDI8B6dlzPT9eDrUXRhuLABbaMjfobNjusGIBLNnDCyjrBg2feJcoaNTKnHaxKydUr6xxUummME7EmxgoudroT4AThYZ/9vjv2Lgn0bTp8+6lDox3v/cKCU7e8hyx7H2WJ+888kX85U/3zsvMM/s3wcJnu0VzlFGvZKZbUhYpgoNQSJnYIoefziIAOjABVXtYCk9Q2BoPr4IbB4+YsWZrNVj/Bn63+mMQuHSZLq59g6x2Ch1/R9YYm+YBltbJFteg2T7emwQWUNPkGLxDXVtalrl/MlQBP4NBHP0ru+uhHm/j5TU2XPtUE620D/fMK/xDIj1lc2az4VTSkzyw7G3WpjGhVGqlVqatFGHTgQckcafCWxFgxJjqBwNtSPSOrl1X/jaz46qxdu/yjm7aS92eqPf+jh+GIMms24GjiOhSa6uo0JaArkJAmSkjZgiuhsSoLhl52wsQCKWgdCUHrOpLjycLuf/1t8Yf3ASEfJDf8vrqT3PL3/17j8QCsoQY9xOgoKGdLiWXJAnizAuVqQa2vBbPoJrkebiObQdS+u4nBu5XmAc6Cjn5agVevwKstULsFvs0Dqstjkw2orVgsAf2hvh//cjb1h7TgD6lfkC2Wi5LtBUltG9OoMZxus41ZbRZHaxneRs9EzyQ0wMq9ZbgGT1xFrbFYbTRoTs6pNdraG8V9QhPeQb1XXuxVbPqyyszsSEDE4SmUHMhvXaWEVkgImQQowa2zb8io0odnt6qF9E3RI028Bkj38s03kwJw4cuJNx+rvkRKx+41VwsM9xF4+Avg7uLWKbibFNwNgLub4u4C3G15DKWA5pbUedkEFPDgAUYQrb2SHkAEJ0ky2SWVAqissipgEk8hyxfxYJBMIsy7xJEOQoZ4IvBtHdXL9AWAmL3LNTwQJO8GKL91l3vZ3GB1P5Xb3SBf4iBf9KAxhphNO6Ex7IrGABgNwE8GG01AqZnykK0GEBeCVsdTe9wOmkRWc4oNrli4YBZQQR7XdN///fvhX8fh8mH4R5Y/8vzzjzz6qU89ev+HP3z/fY8/TmE5Bg8uoBX69fMaJasDJKveSGWFXpgEkjE/BSpOdhinaJNW4iM1fXKscvT4qRtPn9y7c3T/Sf7shl2jO6s/JfOWrFo9wOzJ3sv7+DD/Qc7JhUF2MTKEQGpYc7IBqRGhS7thabeNSlRcNwrPATfaWLzBatehjaUWZZOZuuZWZleGxIqaM9m9NdnK9H7dgMpkiR01brcNBG7v6e/fc3xX4mTQoY+Gh6/z7DqeO7hl86FDm7eQ5Y8+//yjD5437ta16IcHTOeJv/rrj3yE2J8A2G9W9JIJoN86WTJg2KFiNFMSGpGErrqUMOclE9MXKkAFkxc2E2ylAc1BlSjp0VI00jiY5BSB/xhhEXgQIgkkLaXszZ/83paVn+guv+2uT2zdehd/9p9WbDVWv05y1W+S9e9cPBfPwnLgNRF4LYNnIU1lCnCaHcHzIG2bcpIV7FkTtWcxdZQAgJrR7fYjbY12VwyzAVJCpFkjj4BOL7E6XQkl7KHEnHKEJoomtFeYjxDFBV4eXvOWVdvnztsTbMn5b9p4ZGVgwe5F613ZUHD34hUnd719Y3TzktmlnkC7yZPuSQxtXRlZMNAdaIlYTW3h5QtX7EE8wMPhm6htCjJfU+dSTsBAEw24a2iwvqym0QM1BhI0NNinwUCCvh4GToBw6SB/+mmWPwT65N38IUVn0ljdWbCkSkosUaMenxAazJASgEwCs/VRXDhQcApUXKBbBeKAufr4Avlrc3br0mXbWm/evu3YH8n7qgeO79t3nLynuueBEyeYnQE4hWBNM/czpsdATskaDarLMrAWoGgwFgoFmqeG1QmsTpi4RlvSysT15y798hkqrjmbZH4BPiBpXjjf9+1feulFg03SvgCqXTK9cP5zf/jli3DRCJ8Z44kGs630UUUf1fh4fo5Av80oaW1jeq0BpDx8ckLKSwLwJxy03jL8cuIyV+H1gkrNpP6Antdo9SZz7UJN+CP9C44w7yl0g4gXErM7T+r9bpPK3Hsy+908iMvbgxuGkqnnyJ2XDrM9sQB9loKeD5M7Wb5LdoUKBVmtGZc1pjyjkUzshUJZT5R9YqKC6Cil0NV06KioQEq98KU/mGqUClNKqV84P2fzr16kFzWg7fw2NWYQQ8JFPA164eL5zz33q7fTX7uykiGL6sKku2hB+efTXTz/wrN/uHmCompKUTWlqBpped2vfkF/q7GN6TR6uPK5R5UrBtuY0WBiOWi3z4UffuzXFfqrkG0sGPJTwqunEr4MX9OgcuFz+ATf1HARvg53BHZBZ3T7/EFBVd8FMiDyajCGDEaTC38VCjf8snGrgHIiyxLr1TQ+zraOsK0DHd3P0y0UsgRdPiFhaR0SrALfzq9pWdeuErR6fkHLwZ7tarta8Ku2lviHqnP8B4Lv0RFPdfwD3uKAnbx46XrS51xh322rfh73ehnstZnaK2lFiloLZZ6nZwLtFRZU4VEL62h+uuAQCh7KTXNJQQAXFL1PK1n2pefzhzVOu0EVcB/OPf+l/FFnsyrmOUrWk/7PGeJhWyHzueoL1X/8SmpBf+tXGJ+B2cCnYG0L5qrwHFLOAoOJJuPMVGRTYW1CfauixR+cWdF4DoCCKFC4wFrP3Sz2mFSmpTe1v5rlz34/eNDluvd71dHf/Y6ttYjqi4dA92cVG08LNp6K5xST3JCjXoqsZVFxsJ7hWYP4FgmYqi4Scy0iZ6t/R56qHiaPBPnVmeAlSbH5Xr+8n1zkPw8ysojRn1r+RZWrEPqKikk4HmoDiEmuVt5B830sSykyi/t1on/11fcKI+G/vBLmJue0HAWSuKmdDLXzX8SMFuFGYc39tTW1uQrH1hRyFdXEmuD9amBNQkUzwTWF+prU0BdjoxgiqP7xpBAN/+VJ+N7bSJx8n3+Mxv0UE1ghTUdngBQciRxJWMlt78m+p3W4oCoMw8dvqd791Xvu+SqjRd/lt/LByzLLCQo5mVOP409DTtADHmAfeaUaXZmFz3+b7yN7KI5N+HnMIVsRehXNAvJmzqJqpX8Ivg3sCMd2PvHt4kia/+IZZseMgA75E/kl5+Yi3FGubENOcuIW+2GLjSCi0EetCCGnER0wFQuTcTQZgXZ4EDhMEPN52QriywrmgZ5miTBQhnYzDdRLQXFMbbQ7qfknOAESkdo9LIhPE/SYf+gntejRpEDRyMc+z7998zZn6s29I1tSav7Q9kU725d3b95ffteJVevE9w7G/O1711ZfXrxuwbyOjo2P2BZSvA6ADeHi/wV2IoCZLGojmjhm4JQ1REFQ46falmAiOUjxsjN/SAQ87DZqXIP3J4cwRSEyI9sD7rAJj5MfUBnTW20qalVgAqghCZFJaEuKmRHXHmgXNo7u2X/XttSmJK/WDa8a3rPqqU38v3xj37q33nTs7clw966hUzu337iJ8cFGgN0Ne9IQmwFYBVLzFWeKzXBkIjYzYdI4a3bjxodv3LHCv3DFjhPHdm5a6llz4MjJn9+3JDxw/NM3L4ysAHph3u83QC8b0GsvVzYgvSw1etGlffjCR/047QS9RFOtlgUdEiVqY9DTbE9IKWEpCyZLL1LMhxTjjCZ1rTQD4Myg29y45yICPv+ebStXC+1pNb9yZMfR3MjKNWuXrVx+8DdvftuCnV+81Dm09u7jO45uIsahWwD2FUAvJ6WXH2EXlawqA9sL7OvUixj9cKpYilWJtjjzCCt6KJhBCNIqMAqsyEqPyjqLlYKtRzsXX4NhK2u43olYp1Mbw2STEtuM0WDninfu2H2Urx7gj25bv8y+afuhB7PkhpGVS24E4I/v85pGjnbFe+5/1+bR62o+ej//A7DE13NlB1KdR7vAUqAJQPD29DnJmGPxS7DFHbTUwa5Dc7xsd+Bu2G1gNjrs+NKBZqMbeUJjpAkoNB9LEyZuiBSoLXnkXVs2L+m39PS/7cc/biHn46pZI9eF4r739Keri8h5Gu9cd9nH54GmaeDBPu48V+5EqobAvowikGYkbZ9qvGzFF3YANZmTW1TjFU9P1Ayk9iCp5+QkNWY45IBufCwTUOvA9gXIuZyc0dE6sFlAcye8dNrkdlYBBhjL/fByVkC0D1gEXme2aj32cLKlo1BkGawWTAXGMrhFIRH8rgK+8oBLGYDnHlHy9Up2e0VrcBZnUS7zsBRXLc/lAQqwI5oBg382qScNlYwXeCjwGzv6o3By163Oz+o9sDQV+vKDvXuXdbTm3nR8ZO07brzhppaRjdtv7hu8qT04nBi+cXj4xpG5eZWvq9Ckyg4v2WVKlRYs2e4OpecXegd3Lx1o713WkYnqW8j7jy5bdnQF7vsBWgfwL8CzKxTbwVAoa5GYVuBcrZWmE6lcYk6sgwW8HKww0aC41kYHKzyQrah6VTUxhKLUhQEJmhkVQfwUthT/sX1wUeeqEkid24rdn63+K0mtHs7Pqj7F9MBOAOptfIVTc1ZuNcsdlQlRvBVLTtZrWZBKxQI6Klrvp8IAmADmIBxwMArM4AXkwOAYx8AVKAuMasPBZ04MgMPySUjunSTUlgw4XX6/y0nOp6tRcv5cS8Df5qewzL0coLBYOR/ARQ1lFHwIhsCKJRxaFsfEkJmuMWQGbsOY2+gGaEQzzZ+7ARp0v40agAaLDkAFWagylHQiGCvAIExOU5WOsNnrUM61z5q1sv+3JLRh7/yPK9B+IRFavpj8NH3pz9t3CetqMGO+i+OBtuBTt0941GqCNsD0QJv6CoG2U+0q0lX6wk8L33yA/5dLr5PY+er3ifGt97H4IdVnZjiNVDqjXq7npC00dYUbY6IbY0JBYKVLGaggkDgR+IRWQIlORWAVxW0/2t/WY1mSewf/dPrSJ2/0J8Lv571MB6FtG4fzH+EOKzaf1QNOC7IEZVN0+zAx68jXLIIICFEeBH/EJntR/RuogYAmKNgG1CKI8JRJWURN3yvZRMkE+xHAeJqg0tfiaWCqA/966kxMebj2vCyp5j351ApHqCu1v3VRJOdrWhjNeckrg5n0+rbmd1afJBsPt+aqDytP9bNG9cOaibNWxwQPXMMpozhMOWYOnmbxJaMoq2hBgpVuoGoSwI0HLq1W5TbXThx5ZSQ/5cBRfcu7AKZJ8bSazrILbxxP43XaqfG00gzxtPmnv3j63s/fmzvwoQPw7zc333ffzUfuu+/I9mPHto8eP84ptlKGwmLnQlgnQ6PTbozi1kkUpLxGpHDdRnLkKaHsrHYVCRVBG4ntMKavtDSqFXRj/ZZBYJaJp0armpHkcYm1Yg2wkkDbp3a279n/1u3JjUmSWR9deR2YSd/jn1+YbEc7KRXZ9XEyO5lgphLSMEN+A3CjzbKLmzBXEOS6zQKGyBRbxQC2irtuq2j1VGqhrWIQcVexgEArgp9Us1c0alODvVIoofVfmm6vrF7Bq1PtwoZNk+2V+aVLQ58bXTdhrxDuCSC6HeC21HIdjNLUKjWivW+l4FowcgNkZlWVrOhIOScSEal2p8xX0+5a8Qmg4Ob7Z6dM+eY7tpJXjt3lzIgPV7+DZ2At8Jsa1oxiTC1Si9NbCCMZTVga61Y9xtSCSnJS48GYmt5iZ6nuoAjWOwd/Q21OsDKCk2NqGaWcpBZS8yjxtLW+9XcMrVy851M7RnJ7E95FW5fN+9CbNh3aetdAdFGpKZn3tm/qWRzzR4ud6TmZwGBX7zCTQ6sA7gh/iHNxow2WHbWR1AWsRqN5GndOcjYWgTppfsaJ6gm2WIAtFnJlvVCrDEW7npNNikHvEiULFY3gDtOEXt1qThfFVQ9qUoS7zM1atmi2afGybcNoLj3wQLr6h2VLffHw7m1EU7PZya/JK3CaNyn+OAVWoxwjGuhx1vIhDQE5jKma9TRz71JCc7IVDFDJjFCB56ZRbM+GYB2+UEzmjW2Di/JrC20ptWrL7k3rzpHW6g9WDxdmkY3V6LYDo0qNGeauATYTnG/mBKkALI4o8QJY2sJCjQWHG88njZP0Z++OBVS6jPGe1n/Ngcv57cXznCN+0l5lNZRG+M4V8J0BckKpW7MHCgX8YlA5GOdCziLWQkHSRi8AsxZkD+yVO187i0pgEOWaTUcdLAx3ffaV1x+rhbsCNNyleuF8v+f1k/SiOit5spLaJvutF5FNtdaL5z978fU59JduGuxy22Sd6iJKTLsKfvmV1/9zItalcrSe7ze9vpJeqaWGzn/298oVnW1MrzOwlguH245dGvTRhY/n+9OvP0s/5reN+fweGutSNYSwJieW4BP4BN/XcBG+DqNirl7J0ct9gtfoHT6nqyHMpVJrtDq9wQ6b4PMH6r+aEuayEupA17dLCW6RycEtY26FU6+KruhcEVUJLs3ytpO9y1UurSokLO2FzXxpde4ODLnfYdnsIyUwv9LW0cAdxuoP2ZmDvdXB3rrrcS1zgR055GJPDvW7EtfS2KkOLGUKHjcLKGk9iQyFwkpWvSAXtuXMqox3S+fY5wp7NZ1mVSq8++J/nBwQ87ET43+8Szdo62i5k8U+UnwQ1nRxrRxjTV0BOZOqQneOnVjUdXhiOdDDtt7eGgm6EHcsOaGFXHNJX/ZtnaKq59bWV72jixIek9ezJy8C1t/aHyGnSfbSTxZsNWR0t7fQOgjA1QLrToltkb8itrWYnKhK5Gz1PvJWL/lQ2lPdnmHn7k4lttXM7eOkeK4SYXEmNNpUcPBzFb0SbmrJSU0XUNb7DNg4I/lsUhDrs1IgH1K0YDWI4ZU8NodwMhcBwvtSVAvILjfN9ykb4ShikgUk8GziYvn4iaIReEOv4q+LXXe+W79xZ9es1T3aVEdHStuzelbXzo16oomuir4tvrgnnO0J3xXNdupV+s5s6lS0JxvuWZw+HV+FvQveyxoywP+axqmUaBNYs+P0h8Wp1CChiLfpP4XX/qLYkxhzu0BpsY2Tmusxt2hOjqiwyq/inqCF6oIk5uUUSEV/nokPcIfj8DakUCBKQ0tIgYgoGw1YowBC0o8U8DA1RGuPsoSiyspk3JQEBVecEaWVjM5a06tLdnQkdb1rAPkNuoce0m3Y2XUy2xM9lVIwj94VppjH3wZ0WRU/nV7cg3lqYiCXyBmQ9bM4LBFwFFDOY9yLpzUEiqSvOPRcn6qVBWk0Jup0yDwW+BiUojBq+1BNQysOtVtTa6PzZntCTfZIeo3yiniOtLfHS5Y3t7cni8xe+93leWQv6HLsERzmqKVT0SrVfTO1B5poe6BZR7WMSWkPNE+0B5pq7YEdnbWyNAxXumptgeqouoW8k1aeVQMYshxicJy8/BPyOv82kBMhbi8H3pbkLNBydn++LGKfxICIzXTGnBRgFBLyNVdNhZ5tuDGSiIkpwZ/Py3Y9cJERXkSo0QPAVXSc3mKtJUSVvq50RkTSYUtXloAl5hEt5OThdYmlfd6uWfN6PQuGExsOZVcuGFxDSrtP6t90mJ8VzArV24VCaI5w/WHdyT3Dew3kVuM+xp+rUebxD3At3EWunEQ5EAM5gC8qKcaqwJj+gsyraNky7DVNj7bmJN0FTNhIznxZR+MxOrQ6wIFowsouw3g51IRXQ36s6AklwPhoU5Jg3/1VGjWXSnJmLZL7BaDQRVB3Y2oNKqrPVn67keobp20MOBb0DTw2KBP4VEMu6xzoDqfLreiSCrxT3lCV4dCB4chHY2g4NolSCy1Y9AbQPrfxWOeD5bEsVpRVTUmI1uIlWrSMiv1wojKrrxesWoPq0MiBgdDstUtX67Uu4aVP61vayK7qioG5RpKKCfpmdyJsXbl1KDB7aa+j1QcnrTnStzauagqE980Jt1D+GeK28yLfDdZ7Cv2OJApdA3PwI0jcdE4SLlDRF7RRB1IE3s2gbYpWElFjY6A4pjO5sQdCQsPJgTglQT4+S9Qmq0PndyvWKUaAMiUPolbyaDFw59Fi/1dGO+EqDa1PpdYHNnTOn5ffENiQTsNDx4L5+fWDq25aBf9ObiwsGCpsCm5ua9sc3FRcOK+4MbipvX3Tz+dv3Dh/wSYldjtIcyW3A07Xs3geRu1sBdkNfGMByZ5Dx9kPbwx57EXQFahB5LggeWYI60nGfC2y54J3vjwLRDvQ41PRjI5fCfs46vpXwD4E1ouQKBbwZzB3gzhbVfTd0P5l+TOf+Uzbpz71qY/zt382fGhn02erUmwo/uEPx4diHN8g17VwomkWRLiABU48dinmZa2h1huWAgPUR6iMb2r6YbWFF8l3q824p3svf438jn8a5HwvdycHuOE5qkcwZ9ET3wJ4tthkFeBigZcWGy3f9uloj26exQTl2Vho0ALoRXoliyjxvVLSPmAwasRgLJPNdZdwy8HN1HuAC/Ks2N4Yg41X6fS+cCRXUsRFKT2Jn2kXqBL/K9Vq3EvI58jaWT5jIXt3xYcGh4e8/f25XN/6dX2d2di6WXsWheesbC/1bdjQ15zvH/G1NefnjHjbWsmOtR3x7YuKkWxbNFmIZxYXcrO8iY7i0Nxgd2cy1RXPLCqmSoEmm70tk+4NNtncOSY7P8ZvIB8DOmEd5GzMQgGTYJF4DiuO88orJYePcrwfrqup71qx0HdKlbhDEdjpfM35/5g77vHE3TL8uOP87XavL+71xn1eu+iFnU2BP1UAmY31sinuVqXD3MhEXCInh5UAGy1lqQiKUk6zri499ZgxpBNgAVxanqlnhzKAVaxanrouzwoGjdXhiiVoiMIbFu0DZqJSczqTWe+yuaOxGdu5hKmVhNQHSz348wfPvnbjrV+/9dav57bP6231pJoK8+YWcjlH95x5mz9G2iqV6neeIxeqr3/kI8T2ZPU76/a1++Nr5y/d2BTsPAS0/jj3F1Lhl4JtGeaOcJIjJ/vgAAZr6EnqnGxQTdTsGOo1O4IV1JDFwAp33PV8VkAsqw1Y/iVZqCku+/BEWi001VXmRBv2qaiFhj4VJcWFjnGITM1wffzgEX44P1scnDe7Jy6QwZ62WU3Nkc6+nevI+q4e00gy2Lxg1pebOnJtoVBuj6GV8s9BbgH5N1LhNGADcKUibbFUng6+w3fbbb559PE/Wp7wPP6E6wn2VOuvJNs4NddRq7avdVZSnayZIcSr1OzRSpTiKHmkmZTSv3npb+ljVHHHyALyKv9l8B8dXJTLcM9zkj5XsbKNiOQqMfqqHInh4hEnSL1gXsrkKi72CccETzbRo2GmNha2ETnhaETZu1heijKh4tXTThFsRNQwawzrhKJOkbWMS0lxTC+EAyhMvPay1R7CXRVFKQi7GsFOI7ONapmyhgvQ+nc7WDbeSR0kSis1zRcIRVbxBD5QwlXEiqdWcuzAiuUHDy5fcSCy8Y6Nm25TL1zhETtTmVyo0BHl1RsOH96w/vrr3/eObdvesaP6h68POKLqDcuX70ulGX3/md9O3s/fBfSNc4rngD+UvhyhLcJ6JcvLZi3886v89iTrBzlPPkMe4z9GY4yLOZaz0QHn2yeIqAQZ9RNBRv3fULR3fv72+fAv3r6oHf7xxe7Bwe7i4GAx1dmZSufzrM+Do329AsidnQ0Vt+A9GAs0lq3Pl1W0+EmFTY8Toxxo2sFyARUQmrC6fNlsoT2GAjCHIV+2mPGdRanFVQr80TNrbPbFthHa8JtKke7UV7+aeknh32fJc+SD/G+5ILeUA8LIVqCPP4dmHm278yiVBx4KjQiAeSiMHiyUDqOBarWz8lA/dmN6gpMaPrQ4bKGodJVrn20fKPSojDqXKWxJ6h5/dUl3ayqWi/PPzurqMNhdVq85YI5qY97ZuV5fNJll8EnkY+RRgC8CXjn2DAgqDFdWdOw4oIOs5OTVrMPDiH6jy0AD7uC1su5LP7KuTpSAy83A5TYXY2BUgMUu1nk50XiprTWBSYHEnCWHc7nBbNSTWtjePSvW1F9IzCfj3uKsOcF4sCvtybVkelyapmhrNgGw/p7vI/fQeoQoreW4Yj0Crl3Q/n6keIjvO3NGiZ8tpf5/GLP11G7yFbD5ETu/HZZacpPF0vT1oqkw5hyC+bwUZoXgblYTi+JaB0pH9vjQOxYlF0bSwFIuuz1BirtHpHkQDKXxLme9uJIK5ozTs7Htnq5N2TbBqzNorbaIl+eX3JBf6FZ/gn+4+oMPdA2TedURPsIn1d3zjoeaTh9kOn3jZYm8THsbTGD/0JpQGjEx15S4jinxWi2epabBZxMR1iUA08ZTh9uCR+8my1vIi9fvqe7cU93E//ulkFIrQ9xkP/l7GqsA40zpKbuG5m/H1OZvsjGcTNLub/zeX1zuIG8C+E1gEWBYglOEg5lVvxsopKzJWdNLJwOAFwAbSP2CX2yb35QI9Q11ly2ppLi8x9WRbNEyeL8LZ2sl/1OwNWYzfmCyvbF7X6mB1I9PKXyU1RqacqFCrZuG3L/b2RRJ80+H9O7qt39L6f0Q6PXPg17Hepv5SBHZrKJJP1qnYmdVEmyAhFXJ8qOXacVxODoB7WfRzDoZWHv5ROYvrcjzhzYNDG7cODiQnbNrzpxdZMMjW7Y8suXVY0uWHFsG6x8HHfzrmg6eS8C/cGmVp+Oge9/xjmfp4+YnHveAAnaxJ9C8CQC+CD6CAFrQzfnhtDzHej0xmGAvVALscNvy5QD1ogNWfeuU3vQYTj1Ag6w25EDFQt0gukFhyk49hovKTtrU4bRjE7mTNpGbgLwY1dcbWKWuSzxHeI8/QGP7TlCKYSSLyYUtBwI1dbAmWWU/xxO9xx9mFcuYY9faJS/1rDza2gaB+1iTtwIYIkKhiFNmzrmfMeSaI6n3/0O8szN57JnoOdfNKlVhLk4PiYZ0HtjMqtn50guhVavI2peDX6j+aPniecg/qkl0aubauQ8pmQvsdMvkZItqfApVslegCloCIohxMUmDEmGgR1LEl8kI0CPXQI+k+CzhTRZ/sKVd8SndrUiRTBCzICaRJJux500VwRk1Le0oV4EebZQerVPpoWgBHdUC3SWl0Ro/UqfKh3L9hV6Vxqx3mgKWmPZDrx71hVLxjqgF6DSJRJ8EJaG3Wx0Wl8lnCmli3tFQPAxa4nk6a0XNgbnAb+YfAD2RAOnQxfVwX+PK7chTyZzUUqjkGJWa8uUcJUIuA6S5oj7preuTeL6uUrC+tB34qyMvtwF/ZfLltnb8qrYWoGd7G75sTwI9sarDhTWYsV65HRzUsVyh2IPUbBPldB6pmUvCb1O0gCMWz6O1jIqqAoqKfbCmqsZAVSmO3BvoKhxyU5rgvwzlPZxrk/Yn5iw9nMsO5KLu1IL27l6mxMywAf9KOfJm5MYITrZ5a4Nea03X9Fr1AmxDO2PQELDmT5DgPHf6cjf5Gfkl7Se9hSsHMAYXqfeT2oR6oRydjcBSauA/Y42yXRuytFZ8rLvUl1P6TGmAw4d2lmBkk4/8EcxE2itqmytAT15IpG5uxEazknaHUt/SL2QKbovQ4DLVoninJzWWrusPYbPpLTSol0/OKzR2lgaWb+BVrLmU1v/QvkohR/1Exxt2Vjpp9mqGzkqh4ElM665MzxppmtRhSZ45+F+4JtoW09ccmXXD5DUHDx6csqbnDddUanpnwLNUQJt/+rotO1p2NC1TLZu29uLFDXRugvUDcHLfPGX9GK4frK2PoSRdgco9AMSIui5Ph3HoLlQCzPMJMF/HznydFPXU4awF0ak5xxuJi7rekh2s+RAN+NYRoWl5tIgKtHkXw9HC1PbYlXwqGlzssLmFkJCKsFe2SS2z/NdSpZ6wP1Xqjfirc2rtsyDLGZ5hSmcfYLrtqpTGZq9YoeLQcEEVKjSKpe0CDpNpYsNk/IBlhL6jWPpxhAxPzJipn2l7JpyW+qtpW9XkjLpcUef74QdeTd6wm0WnU7Q5nTbluQGnHRSnAPiyh6+Ok6+eAUrlKo4JLxbwCrLdC9pQOVfcE55qHPUOT0xmn4M6YinM/bhtrJh8Go6FadVssI3T8NRmk/GOXCKZDYc87lDY5Q5PxvVMMptNptrbU4FQ2O+LhKmthQ8raP+zG2ssTXQiRmGikdZBw/sVi82E6Fpoi6up3uLqwfokTOrUhjRRu0bP17pcWWclyys61LTLtKOzk8RYKFMsuGLFhBZ77CxES+IkduGJJ16p/r687fCHVPaF5lrP7fe+x10m17e+P0z7mztof3OUu6GhvxkbMupNscBkFZ+yDbHGnlgM/aALhYZSAIzFZ3WC2eH1hagQdomSHT1iH2yEC84QLb+tqLla9W1DO6zSGW0l1FDOUKs5S6a0Sa+43g3Gs3bb/NibH6g1x9J+6S2qFmpLh9Gunmt4jvkYtJcZ5BXOnXvDbmbbNXQzi9O6mQmIsoaO5uo3qLhmJBZyB//b4ACZqm2A4ydUgjMw+C8cnAaH443hcF4DHK7p9FBkeyNNvlYX6xMAgUQXFHjCAI8LLINjV4cIAQoVKlYm5rz1UrqrQogGrQmkhMhkISu+rgSYLIxNh34G0deIydenSD0Fn4vTBB7PeqaVPV95la5p2zV1TYs1n9LaO6V7GhlQ6aCufh2Yr9ZGzZjvvw8OZEAFjp8B89XAUJivEQ5HrWt3Rjic1wSHS4GDDm9S1FgjURQurBHmKwoHNkKl2BQMrhoPHrkiZDOyn+lCA2fxrP/hanAjO05nwEbAZ2DAGhJfm8R8dVSmMR8PNgPHZ2jPqo/bp8wHovWSiI4LThVvMgpmwIKlaLHQyI8lbVgUhia4K18209Sz2QveipHGDI2IgZlaTHR+QIBWhaEJrhWVfGi9NVh01MrDUSP5VtB5E+/NsoETTz5JlodUJI1jJ8jy6g9w8sTlGOuvwb5usO9c4MHeN62zG+cZuQvUoU2zrEQkT0sgJnV7I3mbmYXQbMO0eC3OHZ3UCY6TQ91gB0l8rxxpxhqRBKgnfZT2Fb9hN/hMBuD0DvGmGSzAmbvGGy1B4EnaPw5nBWPRHm7JjB3k3pkqXn1KMPocBqOd7msJR2OT0+Q+8vUgRab1kpOtB5mv898JG1ZITYbtcRAt02D77cEZYAtcAbbgTLCFJsHmuUbYqIiZDN9qRdDMBCMKnBqMTRTGDE7BnQYj2ldOlvdO5rA5RArllQxODW5M32QYW2dsCH0lzN6FJ3BCiziDuRsdT9s/zgE+Jg/1aMJwaGlI7w1wLM3A5pPxXTADi0/D/U8NzE19AUaDMKVBCKhwx0xUgI1KFSoeJm+jM1HAx0Svj07FqyTYu8RkCtCqZB1vpwMyE2EcpCmI5ms6GDOI4snIr50kkKcfmdR0PwhncN1LXuPNWBNKw5/KvNcbH388UPv3xEc+Enz66SA8PvWUwtfjfJz/KOXqBNrotOo8DNQS6za6D95paRtlks5KA//BaaLdQjFWcw46jHp/To5NxIyJz6oFs9Wuo3kYyUDj1bIPSPQspzOo7VZ3osFGZ4UgtAgkUwIqeQhyg4N5Tpnu+w+PDpRCfXPhebA32D+3o5XEiqs3Hx7Ah1YkzaLVri1bH3r0U0vWuUa2P3R8NfknMN3fuejD9x9bRWU/7c+HsyuC9J89U4e+e6YOfY9SBly22p29vTN36aOEa+jU3wXibWq3Pv/iwf/LMIB11ADDP4EYmwbDZhBjjTD4ZobBPxMMgQkYXFeBgUqsBji2K+JqJlgU+4jBE6a9oSnuuukQIUCJQsXFDmo4TwsgJiC0w9H0sKPJWmArMfYuNgE9LVPyYFmA5kqwz3AYG/DYMekkTsPm7TPY57QnHOhs4ezYOTq5K9xR7wp3Kl3hZRUWjV6lLxzt30m94RbqgjX0h5Nv1/yw2kwWnCmyrGEmS8MwkYrgnBjjVJ8rIvPmPJ0sUrPCaP+i00zj8ayfrWaDYUa9m05nyZ4+cqJhPMvNOJ/lH15e8sFBKo/2gyzu4H/AdaAUppC4lI5mqS2Hti+ROunyHWBiddjkBBvOhkA0MyAkrY2VWgE8WJCU6ICd9HpoMlFWtcFzs71sYF2IWlF2+VEdUQ9CbsOIt9bu8SpdwfU5k0r1UWPhUbFLGQeocYn7962dvybWHMvNn5/bMn/1oKdvbnE2vnFHou6e/OAy3rXl+uFZiblN3f5IWzg+mJ29Kh9rn9WULkYjpaZARyrV7mvr3bTh0kXkcdrXzX+R9nUn0A+9hs7u5DV0dqemdHafw87uaPxv6+1GMXaV/u4t3VtTV+jx5m1nmH30/w884SBdBc9bRoqHroAnOU3z45PxzFwjnk3XgGfzjHgm/mY8qTi+Cq6Do03bUyCer4LvddfV8f0AxbeD+/RUfOMo1jIFOauaEfdKqlUdB28wWpBTqvpxVygRBYHdwWxLOPwgqCtN7F3TFamEMiADMuCc0emPq1vR8Ao2AXHsvazzFtMyOMWxDG9QJgi0YFFtv1a6dVObtG6SXo2AJd1c/wJrRBcWYnHfAjGquRIl/25LT0+6q6eH2aeMnk9TejaDdnj2GjhIKuSAxpV2VpUYBzVYnErHFLvxS4ret6LSweoUO65Ix268vwc4pLIfzAqpVZSNanBRgx3/haSs61L3RDz8KuTscmOZpFt220W3W7RfiZgv2b1YQOklSfrcSNMvKzTNcy9dC02bcpV2lgXozFUSSvi5MJWuLYwjW2yYna6k2LvUFenaBZdbonT+jZQTP2H0xxOZJjVl09S10lbubIeNSUX/OiqXlEoJzVVovCu7OAv/QqC2wm2RK5H4nzMdHZl0R0faH491x+MgA0TQ4xvJL7k4zWgDx+LoASlYkNN464E8m6BkoU1nUj5fyTmjeiByDo4/30Zf0iouxrMJoFeCcilGhHDoQC6PnkQHKw2gnJmgHU1aypljKn00zYoiyqZwM1KrQyxbaPmQBBR0+PzUdnKmsRHS5w8naGEAH2UiUyWWNVpTL6Nlqp6x9kybGjFxExKg+BxiIakCNjqLRLO/b45j+ZKOAVN+98IlfPUXZGhhV7d9zuDujs2rehe2dbTEVkXFo3uJ6tcHZg/d8o7E37dF8/35G9+yNeDYflM80rx796J5HfnO1r7+gH3BxvN7arNFOuhskQjWp4dqUTTmc9X67D25ildhzGhjXsSv5EXQ+/LX8iIeL96SqZ4XCXmVGaGTsyKlaTNJaFaknhSZMp9kyS53322akfmxQ/f85ub6nJJF2hZXx0Jb2JxOinPVp6lepLM/QC/i7I8wt/+Npn9ErjD9I6pM/6gIJjEQYsOP/8b5H2jUXHEGyDYwaabNASHXnfl/FBeMVl0Rl9vBbJmGyw/OTMcl/sa4JK6AS7IRl/D/KS7UOLkiPgtGM6NomsyEE9gkKgWnpylOKZBJ918dK7Qz2wqVMFOfTaA+c1OwVFzHfuY6puFdK3vXOkEBFFDpGPgUJtErULPsr0PbPqEGS7VegSuSoKSowfexHoLpnGpi+q+ZdRUoc0PeDfus5vToc06aG0JLEqdXkxuV4SA4MrI2GgTrRHAoyHBxJK0MBCGmM8r3P6t8f9s1f3/9e7FMEb+3bWv39cr33nWm9r3foN9rxjnUU77XMtP3WhW48d5yvQ1jTTKK1Yvr7AMeSmOwtL4WcA6eB1zvR8A7as7G+bBHfPKEFWtO8hRwWD+yioMlL7QXKibGDibWLDNt8Aqt9XCzdpBAA9bpGfYcobt58vYqQI5N3dP59D4e3wEuz+AsGC+NzAnYisp8d+ZXKPdyi7EB0tSRwPt0nBM0BpvDy1SCjHYGJ6fCaHO4NL0TvOpJ06gb+MITcbh62UKGjlS440B+a8xz6GHbA92r3Gvnn7aeevCW/aP3tx9eObKFH7p+664f7DnV2XR2ZDi4uCUdTnctDAzc98qJd96+f931t+yxx6+j8S82ZwfnnKfwvNamf3h4ZkkkVOOTJ4FU/FGrBzwHFq2uBX4a5oI4p9pjlRB7F5qYGZJpmBlCZ6FSM2xM67FGlcTeDENDagmYCS9g8hiRdiEe8y+kln8cLH9bRDd1sAi/EO39VJHZ/AKbMQI8PiWvMWnKyBvkNXiddnpeo3SFnMvkWSM74ShPnTdCTpz5b4YLNdhkuO5CtTUFrl+fmQpX4ApwvUGuBeHyXCNcVGhMhm1otImKjxngU+QIg5HNYU5xf9cAYyNL1+AFbrZP5+aGfMOVOLmGGXJyqp5xCSoZl6hy04tpGZfSVTIuE3w9Ged+cGSBr6Ma9Gj9C2xRzVTs/4hsTV1ZlYL/0xT/IFDgjhl2CWe8JQsVD5OmkfwMePuYYFXyLHH2Lj4Zb5pn4XUszxIP036Y6XmW0pXyLJOa8iajPKuxRW/aGemc1LIHez7KHSYX+RS8MsN5KdEafa2WS6lqNyWS3LmKSC/Qg6O6gDeTYXdhxUE9vnoflrYOrFh/NUoe+V/uqLv+Dxu1HqdqwuMhJ5UXCu/9nHeR/z01ZzPJf/Ap83f+i3I2VrtaydmUriFnM//07k39JX/v7Ht3sedcCzEUhlYfGMgvXn2gBSjdPdc1uPDQkfuKc13zFh5Y10MKHSeqf84d376+p9bD8Xvya2q3enA29hUmuXivPsnFp6QuxqwilVLXOMwFZeiUgS7HQIhOHerCHznz/wCsYFhNgfW9YGNNhZWMU3+gEdbAVWANXh3WUAOsnr8KViprp8C7bTsTtjPBTGOQDGa098NcE3f6ClAj0Om6tInl6b1uJ7BAaeNn8sXPijeS7GAmZ8IQb4Ab8QM2ogZrN5KsLOkNEZxoXJkQR1OwXQnn2I32X5lFvKZxVZvdC1YbuO8s0kXvMZTig7BnLrBYZ5jK4s+xiplrnMqC2aQZJ7NkQSHPMJ2FX3jmTMN8Mjqb1I/2KJ1g5KiNcfXS0WQSydVGe9rQVhPz9LY7LmV+Kx3uif3JbHIr3i23rLeoaq1gDYNbcSSZu3ZPvAPtwuaR3Qfv3ja8mgy/b+/qdWs3fU946nvb6dTWBTiMTBnbKii0epr2GDfjrKrJ1MJbJYcKlThjEi8r8vFcwKqpfla2HWHRVDTl6S2A8WZlKjXNfF4rhfna3pcm+GFGih+niufRGkfMRPzjTP00M6Zg+9BMa4AfovdAOqDMWzPSGYAsX++m7XoVrcGCHrAWecRHm7DwPkjKTZAwlKTJl420Hcmox6JGIzYl+ZGTDEY2mVGLt1WU3HY6nxFvNdRQCBwXcI6NCFK/+d5bifu7Tz75b9VXbt20f7/Hs3//GMl/PPNnLGAky+99jF/0KNVbBiWOGODSXDv3KJtXhXVXEbzHYp4qLiysT8Lb1nwlY/Ej/Bk0mLIUfmUEBdYDWwzY+YIzC3C+h9EwTtuHsExb9mPDlAVcci/O2bCP6UQ3bSIyimWzg6bRZUsE21wcTi+tWclgn7GUtI8RY1wzMbq3HiVMTIoSZpTbNQPm6gJ9MuxY1rnM2b5jYCH/ZzJvoKkg9hYPtbbuWd41v69n4cKevvkkcSGbL84+9fN7Fw3e+5atfieNDN599192Hjvx6ePHFqzZvxvow/LGYc4C+xrntk/OHGPtdrRQsbNceCBPYzXWCxUnS3k72RAAJX3qw7IdVgiYvLbZ4zNV5k/KOY9MqU9tyD7z2qlJcMI9z/eRD4DM0oLEQrkgFOptqLrarZWxYVpfu+ENA0rREM8r9je2pV5H5/NK/ELyFNjbIrdA6egERrHS8U1Y/65R1e5YVRGZ8SzSTtSKntXwY7+hjo4VNLGIwTRjWJpm/jI3jtq7jf31XGMj/ZTe+7/ud6u4V3kdcUz07GvG8aehZx9vt7eKPPdqZyd+3gmfX/CGn3fyHcrnXyF3kpv4T4K87uYkS66iU+6iLFI6Gc24HfRGB2yioVpDz4bOgk2HmtrABE/jLT1fWdDr2qYVLb5YPBBpJa8uOhqN9B82xP0BNhOJcP8Oax6tranKVQwTa2ovVMwTa5q1sCbB27gq90Olt8zBnm0603HiZpj/PgLWvp8uuKCXfGDODbBcMNndtuhoBNe7HCNHuZG/fT3PVdf77MRyR6Ioe08Aft+n+MVwgpYlJ0UKCmElHxzKeANtMVaPkaEggyIxmdI43kAFvpy97HR76pQf4zSipz5iaRLxS1MvnJi0G9+Ad9s1M+9NG76Ze319o3juFODxwwk8VDnJVVCIR4VLvIF+WJvrZRKlhkcDNSUvjqKUwngz4VidumO82RFWmvCnELg09cKpRop/8srbHZ6094AD7P0P6d7/38bB83+AwyQWCk/mJ8I9DjvxLHkXyMksvQeCoMXudOVJuQGC0rKuPCmjf7oV3/bxtTeuXXvjSyeHh08Oow4BHZvibqI15zGshtdTKy1SKCj96bLFl8/Tq/WGdcazGtYIqal3NdgnuhqCrDUyUbshaiNPTqiN+tVC3ONOJNye+AvxbBz+vYCv8VohFI+HgolEcMozkx3f4haQt9A+7hhHcBQPa6M3qeg9H3QYEmDjtamko9WN32qcroLf8WP4jtOTv0Pi88rXTHwHwe9QesR/3NgdTmdHAQ3b6Awy8DUySL84WCQRqmiwRJzk0ZnTFGSXCudg4LgKkzKETHVB1rfk83hTJNkVAUL76fwMfxgNLL9H31pW+euBY/DA21D9ReIgjZIpGtjBonGXl81ltov0dtEUWRyclSiyGI5yp+WYK4aDXeFpItmQGewnpH/Qeu+Bjg2BUN+SDYfMpL/6GUKIr/oLy3XDGxaGhq/fcbvtDyGVJeg1hlSnHmiLB+YfPxAzekKW2L6bV/u2nzmBfWbkzfxs/knaD3lE0eB06IneSqeK0kk1Gj1q1TwbJqrMD5jxHko4bQFpH9DTWLWd3nmexeuwL1L2+uhdW8cMVpeHRWbFIhuR7xALEVIAIwWH/Sa0YBx4XH8+lP58oSuiCucLSZVqTWyNSs3fmUhUXyc2+CnctmHDbdWXH9/1zW/uepzyFT68Ql5BHdwpxkR8XY3Cu2G4/hqd+R/lktzblXkXMTZjU7bEC/Xh/+Gc7NVOjM9KXcsNAHAmM8ZakqbxMXfMZQFUzeOYXJJddvSAMNWfjMGrMJ2GjsOZcNM14pXvF9B4xoAw4vC8/t5EwhQMLX/Tm9ouBh3OYNDpCPracTbuoaEltqTl8H56K4GX3IGA2+UPXHoXRR32dy341K8ruB9T7ngQqdVLTLn1gTs3lnFrLMqdyGLXijw6fV5lenEdZU428hTRK6BIxInB6Gsb0SNcu1Ov11nF2dOwq57m/+7SIRwDAjv9/wG8ol4mAAAAeNpjYGRgYGBkibK88kI8nt/mK4M88wugCMO5xQb3EPR/NqZI5gQgl4OBCSQKAGaCC+EAAHjaY2BkYGB+8S8GSCYwMPz/zxTJABRBAc8BgS0F6wAAeNpt088rw3Ecx/HPphwopRzIhURRarUoWSSFMD+abGvWd7vIbIfld5Tl4uwgRyXXld2Ev8GFAzcrRxfJH+D5mRd9+7TDo/e+333en/f78/5sgYLpDiaM8fnCJTLIohNDwUSgkVjFvr7z8Kj4iS0so4BFTGIAY1jFLGYwp/U290j5RewggkFsa62tU8IFRpFEHmmtse9TWMMw9jCCXcwjpByb26LaYUz5erb1j1X7WXvlENcZoqq1ovd2JuPqPa09c1r7F68Rw5L2sTNo1nNEZzthpu2qn/LN/lBznMaE1qyjjF7cYFN5ns78gHs936KCb9WO66wfeMG57rBH+nCquddj1G/JkXd0+O7BVVRMOsLqf0O59bTqDFFH1uGfv8tTjDsiyrGxH03q6c7OMFAxpiFjzH/sMsa84kwKKCNUm5HnY++5Tf+XdznQb8a6snVsLvEJb3bf3/umTrX2ecHEfgDZVaZZAAAAeNpjYGDQgsIihiWMVYz/mCYwyzE7MScw1zGvYn7BIsdixpLCUsJyh1WKNYv1ApsSWwfbO3YN9mUcPBweHH0cizgOcVzjtOM8xPmNK45rFtcVbgFuN+5l3Pd4xHgCeJp4VvCq8Zbx7uH9xxfDt4ZfgN+Bv0qAS5BB0E6wRHCR4DnBO0IcQhpCDkJJQueEdYTThI+IKInkicqJpomuEWMTMxPLE7siLieeIn5AQkYiTGKTJJtkiGSdVI7UMqlH0gLSNdLTpP/I2ABhg8wz2QVyXHIZcl3ycvJR8lcU7BSiFJoUZikaKQYoTlN8pGSk1KG0TJlD2UI5RXmC8gEVBhUZlQ2qbqr/1PLUVqg9UldSn6bBoFGmcU7TSrNO85AWl1aF1h5tBm0f7W06QjrTdJ7oGum26LHptejN0xfQD9Kfon/HwMOgzeCMoZ/hISMzo3XGYSYMJhtMo0wPmWmY9Zn9MG8y32R+z0LMIsfikmWA5RzLF1ZWVrusTawrrF/ZONhMs/lgW2C7xY7NrsLuin2K/Sn7Tw5GOKCDg59DjEOJQ4/DMYd/jmaOsxz/OMU5tTk9cXrizOasAYSrXARcZFxmuXIAALPIhyYAAAEAAADoAD0ABgAAAAAAAgABAAIAFgAAAQABgQAAAAB42t1ay24jxxWtkZ2HHdiIN0ZWRmMMyDMBxZmRx3Y83oQjUSPBFEmLlCcGsqH4ENvTZDPspmT9iL8gyCdkHWSVAFkE+YR8SW6de+vV3aQ4CgwjAUGyWI9b9577rGoqpd5T/1JvqHtvvqWUep/e3L6nfk2/uL2j3lW/lfYb6li1pf2meqa+l/ZP1FL9U9o/Vbv3nkv7Z+ov96bS/rl6uvNA2m+pX+38Xtq/UPs7ubTf+fDPO3+S9rvqeNfM+aX6YPeP0n5Pvb37V2n/Tb2/+w9p/1093v23aqhE5WpM/MzVAK1IXaqeStWK+ob4fUC/Rmh1qS+l75aKadaU5p9R/yXNTWj1Uj1RdfWYPj9TXxDlQ/VcNanlUzO0mNKeR4lXdLBm+/2jAgdfQ5aMxlOSKAo46hJd06NfXxCFlGgMMffKjtVpth6dEcVXRE/PmVBvQlQv1D61PsH7c1DZTrpQopg4jIh6RCNL+tZrZuD/FfWltFtEaIyodYH5PXVDK3LM0itPiF/N9VIt8MmaG4HyHFSnWHdOv2I71qMWz+Td59T7COsjyDgFdhEor2hU8xZjdv1O3HSppfUSkV7r9HksVDUeOc19Rrs/Utd41YEC71AHtRmN5bTTQnBdUHvp6X0fen2sara9f2fUHrwGTw+x4zVwnYr9ZUDuSqgdwZ40j22iMAMvHwUW8BHw0L6XgIKRKqugV4ck/9vW8456G+8+zWLuHUY9cJwToloCJ5/2Ni3vHGhoDlbYk3cxPPZImhZ9d2An84ByK6CgtVYVHZ5U8hfubngawg5j4Uejm1DPNWgzIk47CX2naF3RO0Z8uqDPcWA9A3DcUF+hnZP9RQVbzGhXjeQC9lEH9wl9a+QvabxD61tWgr0f5aV3dproUgRvQ64OffehiRPyYd3bo891eoiIkvblT7F2TGgtSefaKm7Exx9TZP5xpdTvLvlok3R2SrmqRS1jOZw7U9G98URjqbdbqI5DrM2HsAb2hhxWpP03Jv/lPJeLFWkbSMjqtD1xhtSfV2KXC8Qe3ol50fabiCUaz48xP6Jxw9UC2etb6h3C5moeFysa5aiRe7K5tUNwzXRZt2MancgKh8qAZprIpTFw/pMgCumMHovUQ+F8Bvk5JnFk8f2OOWTeryweA3CneRp7c1OriwlQ0Dgxmq9sFLxGLBjCS418mn8daW/E+zUiU9HUKIgBM8uJH1kXmJtTm+1/Cr/244GLpMW4yTZ0BB8bQIs68mSeFsoR0+eb8WGuVzKjJpa1onZse2aoYmJaHRfkYjlZL0tUQyubHwzKCdAZSBRNoUvzmzm98ax7DokjxMpEouqNnTkDnwlQzJAJ+wWLYxuIkdESkcPsOAclzhgxorCzdqNtXj/EbIPOhWSaxCKiObnAr5Ht24RFmB2dbH7cZ+6yUvYLLXgkWAyAklm1LNUcc7HirALblbWHi60QqcbZWUHVesZxCpvkCLT0kDWcML5L6HQMmyhndiOjX1OYOtBEj9DSfX417T8gdiyhNRP/JqKLskcspXpiDy3WGNXVgK6tGGsj2QBxMRHbTQP7S2ntyuPFxUgjfWatNq/APfUqnhjtag24eHFIWemIcm6b3n16d5B59cj9DZXXfUFjIvHHSGJ40rK7XDJBHcIolDXqe3FUWb8fi1fovR7Quod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') 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') format('woff'); +} + +/* Source Code Pro license */ +/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. + +This Font Software is licensed under the SIL Open Font License, Version 1.1. + +This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/doc/manual-racket.css b/hyphenate/doc/manual-racket.css new file mode 100644 index 00000000..bd830967 --- /dev/null +++ b/hyphenate/doc/manual-racket.css @@ -0,0 +1,308 @@ +/* See the beginning of "manual.css". */ + +/* Monospace: */ + +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk, .RktErr { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +/* this selctor grabs the first linked Racket symbol +in a definition box (i.e., the symbol being defined) */ +a.RktValDef, a.RktStxDef, a.RktSymDef, +span.RktValDef, span.RktStxDef, span.RktSymDef +{ + font-size: 1.15rem; + color: black; + font-weight: 600; +} + + +.inheritedlbl { + font-family: 'Fira', sans; +} + +.RBackgroundLabelInner { + font-family: inherit; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 95%; + margin-top: 0.5em; + text-align: left; + background-color: inherit; +} + +.inherited td { + font-size: 82%; + padding-left: 0.5rem; + line-height: 1.3; + text-indent: 0; + padding-right: 0; +} + +.inheritedlbl { + font-style: normal; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eee; +} + +.RktInBG { + background-color: #eee; +} + + +.refcolumn .RktInBG { + background-color: white; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: inherit; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; + font-weight: 400; +} + +.RktVar { + position: relative; + left: -1px; font-style: italic; + color: #444; +} + +.SVInsetFlow .RktVar { + font-weight: 400; + color: #444; +} + + +.RktSym { + color: inherit; +} + + + +.RktValLink, .RktStxLink, .RktModLink { + text-decoration: none; + color: #07A; + font-weight: 500; + font-size: 1rem; +} + +/* for syntax links within headings */ +h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, +h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, +h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, +h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, +h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, +h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + +.toptoclink .RktStxLink, .toclink .RktStxLink, +.toptoclink .RktValLink, .toclink .RktValLink, +.toptoclink .RktModLink, .toclink .RktModLink { + color: inherit; +} + +.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { + color: black; + font-weight: 400; + font-size: 0.9rem; +} + +.tocset td a.tocviewselflink .RktValLink, +.tocset td a.tocviewselflink .RktStxLink, +.tocset td a.tocviewselflink .RktMod, +.tocset td a.tocviewselflink .RktSym { + font-weight: lighter; + color: white; +} + + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { /* for definitions grouped together in one box */ + width: 100%; + border-top: 2px solid white; +} + +tbody > tr:first-child > td > .together { + border-top: 0px; /* erase border on first instance of together */ +} + +.RktBlk { + white-space: pre; + text-align: left; +} + +.highlighted { + font-size: 1rem; + background-color: #fee; +} + +.defmodule { + font-family: 'Source Code Pro'; + padding: 0.25rem 0.75rem 0.25rem 0.5rem; + margin-bottom: 1rem; + width: 100%; + background-color: hsl(60, 29%, 94%); +} + +.defmodule a { + color: #444; +} + + +.defmodule td span.hspace:first-child { + position: absolute; + width: 0; + display: inline-block; +} + +.defmodule .RpackageSpec .Smaller, +.defmodule .RpackageSpec .stt { + font-size: 1rem; +} + + +.specgrammar { + float: none; + padding-left: 1em; +} + + +.RBibliography td { + vertical-align: text-top; + padding-top: 1em; +} + +.leftindent { + margin-left: 2rem; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.SCodeFlow .Rfilebox { + margin-left: -1em; /* see 17.2 of guide, module languages */ +} + +.Rfiletitle { + text-align: right; + background-color: #eee; +} + +.SCodeFlow .Rfiletitle { + border-top: 1px dotted gray; + border-right: 1px dotted gray; +} + + +.Rfilename { + border-top: 0; + border-right: 0; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: inherit; +} + +.Rfilecontent { + margin: 0.5em; +} + +.RpackageSpec { + padding-right: 0; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0.20rem; /* sensitive to monospaced font choice */ + text-align: right; + z-index: 0; + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; + color: gray; +} + + +.RpackageSpec .Smaller { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} \ No newline at end of file diff --git a/hyphenate/doc/manual-style.css b/hyphenate/doc/manual-style.css new file mode 100644 index 00000000..d9e1783b --- /dev/null +++ b/hyphenate/doc/manual-style.css @@ -0,0 +1,721 @@ + +/* See the beginning of "scribble.css". + This file is used by the `scribble/manual` language, along with + "manual-racket.css". */ + +@import url("manual-fonts.css"); + +* { + margin: 0; + padding: 0; +} + +@media all {html {font-size: 15px;}} +@media all and (max-width:940px){html {font-size: 14px;}} +@media all and (max-width:850px){html {font-size: 13px;}} +@media all and (max-width:830px){html {font-size: 12px;}} +@media all and (max-width:740px){html {font-size: 11px;}} + +/* CSS seems backward: List all the classes for which we want a + particular font, so that the font can be changed in one place. (It + would be nicer to reference a font definition from all the places + that we want it.) + + As you read the rest of the file, remember to double-check here to + see if any font is set. */ + +/* Monospace: */ +.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +.stt { + font-weight: 500; +} + +h2 .stt { + font-size: 2.7rem; +} + +.toptoclink .stt { + font-size: inherit; +} +.toclink .stt { + font-size: 90%; +} + +.RpackageSpec .stt { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +h3 .stt, h4 .stt, h5 .stt { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + + +/* Serif: */ +.main, .refcontent, .tocview, .tocsub, .sroman, i { + font-family: 'Charter', serif; + font-size: 1.18rem; +} + + +/* Sans-serif: */ +.version, .versionNoNav, .ssansserif { + font-family: 'Fira', sans-serif; +} +.ssansserif { + font-family: 'Fira'; + font-weight: 500; + font-size: 0.9em; +} + +.tocset .ssansserif { + font-size: 100%; +} + +/* ---------------------------------------- */ + +p, .SIntrapara { + display: block; + margin: 0 0 1em 0; + line-height: 1.4; +} + + +li { + list-style-position: outside; + margin-left: 1.2em; +} + +h1, h2, h3, h4, h5, h6, h7, h8 { + font-family: 'Fira'; + font-weight: 300; + font-size: 1.6rem; + color: #333; + margin-top: inherit; + margin-bottom: 1rem; + line-height: 1.25; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +h3, h4, h5, h6, h7, h8 { + border-top: 1px solid black; +} + + + +h2 { /* per-page main title */ + font-family: 'Miso'; + font-weight: bold; + margin-top: 4rem; + font-size: 3rem; + line-height: 1.1; + width: 90%; +} + +h3, h4, h5, h6, h7, h8 { + margin-top: 2em; + padding-top: 0.1em; + margin-bottom: 0.75em; +} + +/* ---------------------------------------- */ +/* Main */ + +body { + color: black; + background-color: white; +} + +.maincolumn { + width: auto; + margin-top: 4rem; + margin-left: 17rem; + margin-right: 2rem; + margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ + max-width: 700px; + min-width: 370px; /* below this size, code samples don't fit */ +} + +a { + text-decoration: inherit; +} + +a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, +.techinside, .techoutside:hover, .techinside:hover { + color: #07A; +} + +a:hover { + text-decoration: underline; +} + + +/* ---------------------------------------- */ +/* Navigation */ + +.navsettop, .navsetbottom { + left: 0; + width: 15rem; + height: 6rem; + font-family: 'Fira'; + font-size: 0.9rem; + border-bottom: 0px solid hsl(216, 15%, 70%); + background-color: inherit; + padding: 0; +} + +.navsettop { + position: absolute; + top: 0; + left: 0; + margin-bottom: 0; + border-bottom: 0; +} + +.navsettop a, .navsetbottom a { + color: black; +} + +.navsettop a:hover, .navsetbottom a:hover { + background: hsl(216, 78%, 95%); + text-decoration: none; +} + +.navleft, .navright { + position: static; + float: none; + margin: 0; + white-space: normal; +} + + +.navleft a { + display: inline-block; +} + +.navright a { + display: inline-block; + text-align: center; +} + +.navleft a, .navright a, .navright span { + display: inline-block; + padding: 0.5rem; + min-width: 1rem; +} + + +.navright { + height: 2rem; + white-space: nowrap; +} + + +.navsetbottom { + display: none; +} + +.nonavigation { + color: #889; +} + +.searchform { + display: block; + margin: 0; + padding: 0; + border-bottom: 1px solid #eee; + height: 4rem; +} + +.searchbox { + font-size: 1rem; + width: 12rem; + margin: 1rem; + padding: 0.25rem; + vertical-align: middle; + background-color: white; +} + +#search_box { + font-size: 0.8rem; +} + +/* ---------------------------------------- */ +/* Version */ + +.versionbox { + position: absolute; + float: none; + top: 0.25rem; + left: 17rem; + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + width: inherit; + margin: 0; +} +.version, .versionNoNav { + font-size: inherit; +} +.version:before, .versionNoNav:before { + content: "v."; +} + + +/* ---------------------------------------- */ +/* Margin notes */ + +/* cancel scribble.css styles: */ +.refpara, .refelem { + position: static; + float: none; + height: auto; + width: auto; + margin: 0; +} + +.refcolumn { + position: static; + display: block; + width: auto; + font-size: inherit; + margin: 2rem; + margin-left: 2rem; + padding: 0.5em; + padding-left: 0.75em; + padding-right: 1em; + background: hsl(60, 29%, 94%); + border: 1px solid #ccb; + border-left: 0.4rem solid #ccb; +} + +.refcontent p { + line-height: 1.5; + margin: 0; +} + +.refcontent p + p { + margin-top: 1em; +} + +.refcontent a { + font-weight: 400; +} + +.refpara, .refparaleft { + top: -1em; +} + + +@media all and (max-width:600px) { + .refcolumn { + margin-left: 0; + margin-right: 0; + } +} + + +@media all and (min-width:1260px) { + .refcolumn { + position: absolute; + left: 66rem; right: 3em; + margin: 0; + float: right; + max-width: 18rem; + } +} + +.refcontent { + font-family: 'Fira'; + font-size: 1rem; + line-height: 1.6; + margin: 0 0 0 0; +} + + +.refparaleft, .refelemleft { + position: relative; + float: left; + right: 2em; + height: 0em; + width: 13em; + margin: 0em 0em 0em -13em; +} + +.refcolumnleft { + background-color: hsl(60, 29%, 94%); + display: block; + position: relative; + width: 13em; + font-size: 85%; + border: 0.5em solid hsl(60, 29%, 94%); + margin: 0 0 0 0; +} + + +/* ---------------------------------------- */ +/* Table of contents, left margin */ + +.tocset { + position: absolute; + float: none; + left: 0; + top: 0rem; + width: 14rem; + padding: 7rem 0.5rem 0.5rem 0.5rem; + background-color: hsl(216, 15%, 70%); + margin: 0; + +} + +.tocset td { + vertical-align: text-top; + padding-bottom: 0.4rem; + padding-left: 0.2rem; + line-height: 1.1; + font-family: 'Fira'; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +.tocset td a { + color: black; + font-weight: 400; +} + + +.tocview { + text-align: left; + background-color: inherit; +} + + +.tocview td, .tocsub td { + line-height: 1.3; +} + + +.tocview table, .tocsub table { + width: 90%; +} + +.tocset td a.tocviewselflink { + font-weight: lighter; + font-size: 110%; /* monospaced styles below don't need to enlarge */ + color: white; +} + +.tocviewselflink { + text-decoration: none; +} + +.tocsub { + text-align: left; + margin-top: 0.5em; + background-color: inherit; +} + +.tocviewlist, .tocsublist { + margin-left: 0.2em; + margin-right: 0.2em; + padding-top: 0.2em; + padding-bottom: 0.2em; +} +.tocviewlist table { + font-size: 82%; +} + +.tocviewlisttopspace { + margin-bottom: 1em; +} + +.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { + margin-left: 0.4em; + border-left: 1px solid #99a; + padding-left: 0.8em; +} +.tocviewsublist { + margin-bottom: 1em; +} +.tocviewsublist table, +.tocviewsublistonly table, +.tocviewsublisttop table, +.tocviewsublistbottom table, +table.tocsublist { + font-size: 1rem; +} + +.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, +.tocviewsublistonly td { + font-size: 90%; +} + + +.tocviewtoggle { + font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ +} + +.tocsublist td { + padding-left: 0.5rem; + padding-top: 0.25rem; + text-indent: 0; +} + +.tocsublinknumber { + font-size: 100%; +} + +.tocsublink { + font-size: 82%; + text-decoration: none; +} + +.tocsubseclink { + font-size: 100%; + text-decoration: none; +} + +.tocsubnonseclink { + font-size: 82%; + text-decoration: none; + margin-left: 1rem; + padding-left: 0; + display: inline-block; +} + +/* the label "on this page" */ +.tocsubtitle { + display: block; + font-size: 62%; + font-family: 'Fira'; + font-weight: bolder; + font-style: normal; + letter-spacing: 2px; + text-transform: uppercase; + margin: 0.5em; +} + +.toptoclink { + font-weight: bold; + font-size: 110%; + margin-bottom: 0.5rem; + margin-top: 1.5rem; + display: inline-block; +} + +.toclink { + font-size: inherit; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.indexlink { + text-decoration: none; +} + +pre { + margin-left: 2em; +} + +blockquote { + margin-left: 2em; + margin-right: 2em; + margin-bottom: 1em; +} + +.SCodeFlow { + border-left: 1px dotted black; + padding-left: 1em; + padding-right: 1em; + margin-top: 1em; + margin-bottom: 1em; + margin-left: 0em; + margin-right: 2em; + white-space: nowrap; + line-height: 1.5; +} + +.SCodeFlow img { + margin-top: 0.5em; + margin-bottom: 0.5em; +} + +.boxed { + margin: 0; + margin-top: 2em; + padding: 0.25em; + padding-bottom: 0.5em; + background: #f3f3f3; + box-sizing:border-box; + border-top: 1px solid #99b; + background: hsl(216, 78%, 95%); + background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); +} + +blockquote > blockquote.SVInsetFlow { +/* resolves issue in e.g. /reference/notation.html */ + margin-top: 0em; +} + +.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ + margin-top: 1em; + margin-bottom: 1em; +} + +.SVInsetFlow a, .SCodeFlow a { + color: #07A; + font-weight: 500; +} + +.SubFlow { + display: block; + margin: 0em; +} + +.boxed { + width: 100%; + background-color: inherit; +} + +.techoutside { text-decoration: none; } + +.SAuthorListBox { + position: static; + float: none; + font-family: 'Fira'; + font-weight: 300; + font-size: 110%; + margin-top: 1rem; + margin-bottom: 3rem; + width: 30rem; + height: auto; +} + +.author > a { /* email links within author block */ + font-weight: inherit; + color: inherit; +} + +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* phone + tablet styles */ + +@media all and (max-width:720px){ + + + @media all and (max-width:720px){ + + @media all {html {font-size: 15px;}} + @media all and (max-width:700px){html {font-size: 14px;}} + @media all and (max-width:630px){html {font-size: 13px;}} + @media all and (max-width:610px){html {font-size: 12px;}} + @media all and (max-width:550px){html {font-size: 11px;}} + @media all and (max-width:520px){html {font-size: 10px;}} + + .navsettop, .navsetbottom { + display: block; + position: absolute; + width: 100%; + height: 4rem; + border: 0; + background-color: hsl(216, 15%, 70%); + } + + .searchform { + display: inline; + border: 0; + } + + .navright { + position: absolute; + right: 1.5rem; + margin-top: 1rem; + border: 0px solid red; + } + + .navsetbottom { + display: block; + margin-top: 8rem; + } + + .tocset { + display: none; + } + + .tocset table, .tocset tbody, .tocset tr, .tocset td { + display: inline; + } + + .tocview { + display: none; + } + + .tocsub .tocsubtitle { + display: none; + } + + .versionbox { + top: 4.5rem; + left: 1rem; /* same distance as main-column */ + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + } + + + .maincolumn { + margin-left: 1em; + margin-top: 7rem; + margin-bottom: 0rem; + } + + } + +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} \ No newline at end of file diff --git a/hyphenate/doc/racket.css b/hyphenate/doc/racket.css new file mode 100644 index 00000000..b44fef59 --- /dev/null +++ b/hyphenate/doc/racket.css @@ -0,0 +1,249 @@ + +/* See the beginning of "scribble.css". */ + +/* Monospace: */ +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk { + font-family: monospace; + white-space: inherit; +} + +/* Serif: */ +.inheritedlbl { + font-family: serif; +} + +/* Sans-serif: */ +.RBackgroundLabelInner { + font-family: sans-serif; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 100%; + margin-top: 0.5em; + text-align: left; + background-color: #ECF5F5; +} + +.inherited td { + font-size: 82%; + padding-left: 1em; + text-indent: -0.8em; + padding-right: 0.2em; +} + +.inheritedlbl { + font-style: italic; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eeeeee; +} + +.RktInBG { + background-color: #eeeeee; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: black; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; +} + +.RktVar { + color: #262680; + font-style: italic; +} + +.RktSym { + color: #262680; +} + +.RktSymDef { /* used with RktSym at def site */ +} + +.RktValLink { + text-decoration: none; + color: blue; +} + +.RktValDef { /* used with RktValLink at def site */ +} + +.RktModLink { + text-decoration: none; + color: blue; +} + +.RktStxLink { + text-decoration: none; + color: black; +} + +.RktStxDef { /* used with RktStxLink at def site */ +} + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { + width: 100%; +} + +.prototype, .argcontract, .RBoxed { + white-space: nowrap; +} + +.prototype td { + vertical-align: text-top; +} + +.RktBlk { + white-space: inherit; + text-align: left; +} + +.RktBlk tr { + white-space: inherit; +} + +.RktBlk td { + vertical-align: baseline; + white-space: inherit; +} + +.argcontract td { + vertical-align: text-top; +} + +.highlighted { + background-color: #ddddff; +} + +.defmodule { + width: 100%; + background-color: #F5F5DC; +} + +.specgrammar { + float: right; +} + +.RBibliography td { + vertical-align: text-top; +} + +.leftindent { + margin-left: 1em; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.Rfilebox { +} + +.Rfiletitle { + text-align: right; + margin: 0em 0em 0em 0em; +} + +.Rfilename { + border-top: 1px solid #6C8585; + border-right: 1px solid #6C8585; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: #ECF5F5; +} + +.Rfilecontent { + margin: 0em 0em 0em 0em; +} + +.RpackageSpec { + padding-right: 0.5em; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0px; + text-align: right; + color: white; + z-index: 0; + font-weight: bold; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} + +/* ---------------------------------------- */ +/* History */ + +.SHistory { + font-size: 82%; +} diff --git a/hyphenate/doc/scribble-common.js b/hyphenate/doc/scribble-common.js new file mode 100644 index 00000000..75c7fcd0 --- /dev/null +++ b/hyphenate/doc/scribble-common.js @@ -0,0 +1,165 @@ +// Common functionality for PLT documentation pages + +// Page Parameters ------------------------------------------------------------ + +var page_query_string = + (location.href.search(/\?([^#]+)(?:#|$)/) >= 0) && RegExp.$1; + +var page_args = + ((function(){ + if (!page_query_string) return []; + var args = page_query_string.split(/[&;]/); + for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; + else args[i] = [a, false]; + } + return args; + })()); + +function GetPageArg(key, def) { + for (var i=0; i= 0 && cur.substring(0,eql) == key) + return unescape(cur.substring(eql+1)); + } + return def; + } +} + +function SetCookie(key, val) { + try { + localStorage[key] = val; + } catch(e) { + var d = new Date(); + d.setTime(d.getTime()+(365*24*60*60*1000)); + try { + document.cookie = + key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; + } catch (e) {} + } +} + +// note that this always stores a directory name, ending with a "/" +function SetPLTRoot(ver, relative) { + var root = location.protocol + "//" + location.host + + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); + SetCookie("PLT_Root."+ver, root); +} + +// adding index.html works because of the above +function GotoPLTRoot(ver, relative) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) return true; // no cookie: use plain up link + // the relative path is optional, default goes to the toplevel start page + if (!relative) relative = "index.html"; + location = u + relative; + return false; +} + +// Utilities ------------------------------------------------------------------ + +var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; +function NormalizePath(path) { + var tmp, i; + for (i = 0; i < normalize_rxs.length; i++) + while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; + return path; +} + +// `noscript' is problematic in some browsers (always renders as a +// block), use this hack instead (does not always work!) +// document.write(""); + +// Interactions --------------------------------------------------------------- + +function DoSearchKey(event, field, ver, top_path) { + var val = field.value; + if (event && event.keyCode == 13) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) u = top_path; // default: go to the top path + u += "search/index.html?q=" + escape(val); + if (page_query_string) u += "&" + page_query_string; + location = u; + return false; + } + return true; +} + +function TocviewToggle(glyph, id) { + var s = document.getElementById(id).style; + var expand = s.display == "none"; + s.display = expand ? "block" : "none"; + glyph.innerHTML = expand ? "▼" : "►"; +} + +// Page Init ------------------------------------------------------------------ + +// Note: could make a function that inspects and uses window.onload to chain to +// a previous one, but this file needs to be required first anyway, since it +// contains utilities for all other files. +var on_load_funcs = []; +function AddOnLoad(fun) { on_load_funcs.push(fun); } +window.onload = function() { + for (var i=0; i + .techinside doesn't work with IE, so use both (and IE doesn't + work with inherit in the second one, so use blue directly) */ +.techinside { color: black; } +.techinside:hover { color: blue; } +.techoutside:hover>.techinside { color: inherit; } + +.SCentered { + text-align: center; +} + +.imageleft { + float: left; + margin-right: 0.3em; +} + +.Smaller { + font-size: 82%; +} + +.Larger { + font-size: 122%; +} + +/* A hack, inserted to break some Scheme ids: */ +.mywbr { + display: inline-block; + height: 0; + width: 0; + font-size: 1px; +} + +.compact li p { + margin: 0em; + padding: 0em; +} + +.noborder img { + border: 0; +} + +.SAuthorListBox { + position: relative; + float: right; + left: 2em; + top: -2.5em; + height: 0em; + width: 13em; + margin: 0em -13em 0em 0em; +} +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index 444cc450..efb1cff3 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -1,6 +1,6 @@ #lang scribble/manual -@(require scribble/eval (for-label txexpr racket "../main.rkt" xml)) +@(require scribble/eval (for-label txexpr racket hyphenate xml)) @(define my-eval (make-base-eval)) @(my-eval `(require (submod txexpr safe) (submod hyphenate safe) xml)) From 0d4c0541af6434282b74508513415056c45e730f Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 7 May 2014 18:05:56 -0700 Subject: [PATCH 070/155] Update README.md --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 7ea6d9d3..c965c8e8 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -17,4 +17,4 @@ And enjoy: > "Hy-phen-ation al-go-rithm" -Full docs are installed with the package. +Full docs are installed with the package. You can also [read the docs here](http://mbutterick.github.io/hyphenate/doc/). From 6aa792d89cb99facff1b45bf52319d017ff2a4b5 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 24 Jun 2014 11:32:21 -0700 Subject: [PATCH 071/155] rewrite core algorithm in more Racketish way; add caching; add #:min-ends-length keyword argument --- hyphenate/doc/index.html | 4 +- hyphenate/doc/manual-fonts.css | 29 ++-- hyphenate/doc/manual-racket.css | 13 +- hyphenate/doc/manual-racket.js | 82 +++++++++ hyphenate/doc/scribble-common.js | 16 +- hyphenate/exceptions.rkt | 2 +- hyphenate/main.rkt | 234 ++++++++++++++------------ hyphenate/patterns.rkt | 27 +-- hyphenate/scribblings/hyphenate.scrbl | 29 +++- hyphenate/tests.rkt | 9 +- 10 files changed, 288 insertions(+), 157 deletions(-) create mode 100644 hyphenate/doc/manual-racket.js diff --git a/hyphenate/doc/index.html b/hyphenate/doc/index.html index b7180b56..83d76a94 100644 --- a/hyphenate/doc/index.html +++ b/hyphenate/doc/index.html @@ -1,4 +1,4 @@ -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.6

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder’s Python version. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line: +Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.11

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line:

raco pkg install hyphenate

After that, you can update the package like so: -

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphic")

"ergo poly\u00ADmor\u00ADphic"

> (hyphenate "ergo polymorphic" #\-)

"ergo poly-mor-phic"

> (hyphenate "ergo polymorphic" #:min-length 13)

"ergo polymorphic"

> (hyphenate "ergo polymorphic" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphic"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphic" #\-)

"poly-mor-phic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic"))

"polymo-rphic"

> (hyphenate "polymorphic" #\- #:exceptions '("polymorphic"))

"polymorphic"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file +

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-ends-length ends-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  ends-length : (or/c integer? false?) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-ends-length keyword argument sets a minimum distance between a potential hyphen and either end of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small word breaks. This value will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-ends-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-ends-length 5)

"ergo polymor-phism"

; Words won't be hyphenated becase of large #:min-ends-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-ends-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/doc/manual-fonts.css b/hyphenate/doc/manual-fonts.css index f2236451..39656bb4 100644 --- a/hyphenate/doc/manual-fonts.css +++ b/hyphenate/doc/manual-fonts.css @@ -96,31 +96,36 @@ src: url('data:application/font-woff;charset=utf-8;base64,d09GRgABAAAAAG8MABEAAA @font-face { font-family: Fira; font-style: normal; -font-weight: 300; +font-weight: 300; /* "Light" */ font-stretch: normal; -src: 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) format('woff'); +} + +@font-face { font-family: Fira; -font-style: normal; -font-weight: 400; +font-style: italic; +font-weight: 300; /* "Light" */ font-stretch: normal; -src: 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rF/wRSa30Fl5C6RCErsLrBX+2YSzQhMGl0gZOMD+KbKDu6Bk/xp8wQs9oZ10ReIIlc420JQwcSsPOrsgXeHJWRo32ciM/rS8ieh3kBPuYg2CsUJghFvFDhG3sjEL/2ktnChxf4VPwxqHCDW/8ONzvN6Vda3InL3f1s0cLb/jjhxprv4ENQQKh1HUhBqWCRCpUztBwFRudn43OjKJ/hCGUp4FC+q/xh8q4OK/Fzc1/8EVvKnC/4+BWSe3HudPP9PbC2DHaxtnBhbPVDwh38+eNOs8LCDb8ofqvLjJoztF/BUg055/wZy+o85b7HGOFDn+Ct3QWvKezN+QXbs2hG9Q6bxjv9tf4s3+HP5Hvi45IyCSWPPSsBlS8E7j2d5fQdmGaCOQwZhCocRiFDLgwpKszSPGi7zr8idlE/BF8oudZgIcoMcYRfOXVGEKGYZIkFmfC+KznMBRWlJByEETLvsefK2S5DpTLHdetb/GH30PRmOVz/4w/kVR4vc96Dj7/0skhVHTGOV/AAO02sePHR/iDFYLN452Fb9AEVck1wpQxbMwGiBNumrefbCb+4Ebx7sjqQCnOH8pYSr7QLKF0CUO0Ymhl8Qk3h2IuyyEOn+BNsfUwQTPry5FTo4osjIuh91cKlBfMI5bwOJlNR2HRyPwF/mgVqeS6EIOMIFESJeRYTP55F1g+2mUmz5IgSNAC5RmgULoL9n+FP1TG/oqdrhgIxdi42hgvUDcRxbzr9DO9vchxdvgBZyc/INzwneuGNqOR8g5/tt7xJXOyF2RQWu09/mByR25vuW8jv/BjOouu6ewN+cndDMqzzFxHECngj7PHDjH0LhaC2PcVp2JAkFjKSPAHThv7gj9IaMK9HV+UR96QhSFGfKQwKorE1SOSFkLUJ6awry/45CvJXajr2CVCMjwvKaonkvzOB04iu4u01oHVnIQLkcmPIoc/LGfD2DC7Mlfg3oPz7+AcNOcaXVVig60Qdsc1bCmObzuceyZJKHudt9h2PZaKOa80+gSDULIpplLMBj7CnyhSeyQAFn+AsJhTcY3EBRXGkShxF56h3n1Kb2xQCFz8pKJ9P0liEZgOnQhcK9EVh4oiBC2skLgkMhYFRc65leATHUqJUSyahTKJXQYCJLZqjO2QZ7X68rLmD3ceoe+MP3Hm+59v7E/CFCijrwsxKBMk0rGGj9PFPmMfZ325yMoCfqfRAuVlYeSZXbC/XTzxkrPzuigOt3AOM5nDzRA6Df2wZPbj3OlnenvxDc7WPyDc6C0KXRZwxp9wd32RVr8glhtUOCgiPbzFn4tzveG+M/k5d/oBnSmhszfkJ57LzpGNBLos1BsnuwD4Y/eWyNeDd/ij4LyiIWxR8TutYs+GdKLIUiHwJ4xcaPNIiJ8p5qK8QChGXhzB+eGcoCZJE/CKBE8jbggTalLyEHo1ty0Of0KBLqZ73AQDJ33sKtI0tTgTWctRbHc+EG6nBM6ywdbu8MmG1BkRLplJfGXIrZVXL0QJuX12ovQEmT2bMVXsqtbc6UQX6redwktN1Bnn9gIGAc9MmPdyf/0h/sQJd5u+FTyO8UVxjVA2NKliafAdTlCxHF9gGKCCO9nEjQpl9zWyiSi2StAcJOJ2hgiaiPhxguvWoXBzJObiWAg+DkN8Am5JIoPR8Bvf4zPeaGXxRlGVwRWAy0s0BR9mtIc2HYVFVY5N0w1siDKgTHpdiEGFIFHKfRgdOgT+WD7alXlVpvQPwZ8cWVDuh38BQJ8Y/xfnvZCUC9fc+ozeAFnfRJTcfpw7/UxvT73h7Pias4P0B4T7DoOiyKZJUqzfQv3XF7egEaSwF2RQ4sO7MwDojgwn+CPcFzvu28jvQmcyUnyhs3Cjs7fkJ3ezswu3SI4XQqX9W/gTYvOpOTQJmcTSKk80EKeaLIXsxI9ii8eUS8bMuEfH0IqniBo7d2KQotNImOJF390LPvmypRccID4xbYDeeMaIiGC0KZ5nIc3TcvpsjLE4g9E2PbvzgWg7JbCaTcOtfTu/dO9bdchA6S7mVFuNJb9zBcL6TBggLpEz2rMZUylXTcpMA9WN6XZl8aWmieAc6z5NlexofNmFkVI+wh8Fl0Ss+SIy1uarmFsSYBB0HyeJNPANzYHAE8YXGA5BpnJjrAkvWMfemITS0gyR4SBKi644FMQ3CbRpYptEJsQn6cwcI7X4pIlPkXMo/MZ3gmAs216T0PYqSnhXeFZwDJF9q0qK6vH4mEEhoZJUwJ8b+5O4SBPzp1LJe8Y8KOLkn7GPs3ZuqraB32VogfKqWHmlH4U3t0DBp4jLOzuvJalo84Y4rkT1bgZ8M9GtUtmPc6ef6e0lRlySPOODrazRHWfnDjuid4Sr4rOzW3ltRiPF+a3/5iKC5oJa9oIMSnJ8jz+YnC7luA+CCPeFwlhkRdpbYkjLSImIgv0JxIB/w1fSWHJrSEF/p0MJgscu3Cgj70mMH3rb4w5G0DsWBsoYDu15MCmIpUsEf4AEDn9Ciz82AbHYnMO1oTiV7IE/KXbuCWNVGUwN/EEwx/RKBA03hIZNATFfn/GHo0GUlJkb6Zj4kwJ/lMqyzOKMsvgjjxJsiZKrg0qqmu9sf4s/NiDUGYko3QWUNrxIUC9ECbn3yqEnk6MgkQ5x4iqPPlnPwxCJ3uCPIXZYcArSVPwrkI0zn3F8jD9JGiIB4G4N8iXJXkAsobDQpObvyJpQcEe+hTQuqo506osO6A9YQJZprElAOso4iEp5ooIuBpcRtEbFmbI21MQncSjmbIbE4RxKkg6MxiSDkwBvhKiRqohSNQ0t8G1/7+UFBVv8iRHtZ/zRtTuz+hH+lCbJ3hQiTy34k+scEAgpo50fO/xp667N4zhHC5RXK+VV+7/EHyw/UmfndVF8+VJLsLgZRFe3Sm0/zp1+prenM3FNcDb81XE2k1RScGH72Gd/4o7vTuWtxEpZBpVi/ZYniFcXGYJnxLIXyCQRk+P3574xt//CJuiJb477QH5IlnkyEFt3gU0phNBZxEa4i1GWzhJmGXAXIT+5m0FJD5bC44VYZ/tInowSf5CvR+/wJw0C4kZMQsbvYhD8wXhZyrPKGPgTc0BFTFGCzVGh6HMRYmafIGi00gnd0CglSQJeFn+U4A/VICckqRxU8cQpIiRhCRgF+yhieKCAP9gI5HnuNGfUhi+JPSeItTuldJY9489mKfe+VZfpWHTcyoYoCRKEt/iTiMb2wu8Bb8JU7MWaZ0nIuo257bku1aTKYUMUGIAR+xB/eGb9Mf4k2kSpSfdKsopE7xNgBtYo+KO03nMtfENzKC7C2E9EgBT7kL1gNNIbriPPUyswwTKmnmCWhCNkMA6CFuCTc4U0wzk/IsMZyY/EoXDV4o+h7uG6DBMuNE/JjxSOCzsDuNrzJarEFd/DQLHdPcAF0sYeQP6oqCrT+ZtCDGoFiQruw2LCGvAnEzv7fTP0hVJFIfjTqMSr99cb648K8AfKODuvJanNf7D8RgkM2xnwO1O3SmM/zp1+preX5iIEY132DFTbtmcorxN+69CXE/mL617jj3u6T/+4upgkxt1xxh8ZlMn5x/ijJPcm12lGCjtL8r23/KtcOg0ckyiSRoV0Gjhn1EZ+huSnuAuTzkni1Ml1xGkO/HHPz3zE0Dv8iU0QZPRcEjIT2znlbg13Fhk3kdgd7Xk8IIhDwOECq4SeiO17EGjgVJqk8HW4OTTGNAEv9g0Fn4JcchdGq+ATkMbfM0IQzBlGiTTPs5CvZ/sgSnRZlrFVfi7ql0eZtqjUnlJqq9lc+l3lR8q9b9UhjYZ0l4vaVcicXB7LJ/iunfSM7zCVDknqalkg44h0tI1JHFehTi41N4JzrCHBgH32zIP53C/6CH90mkWItX1C6VSaBjrJsEb4ClA4MWnAteztigj1Mj5mogBZzBuTJINOEx6flqXhmkgFqlA8S4FZJDPNsfyiTGGFEhMhiYTv8DrzI3pYjovIj4BPmdhJsinqHr7MAaiPwtA/tTI65fyiSS46kJdoCqJ6SLSUxR8QjunDcHdjf5I0RVq+KQVKz7ei4j5MDL3bq0J4ZT/181QlSYUWKK9LtNftVXS7fAJeKX12XglnF9YSrb11JjsDfhfJrdLbj3Onn+ntmVKEgAF5nG801UfOBj7F9TXh0uGTqxP5C6LZuBav19omePQPmzu5kl9Qy04sSS/4MH7/3AkWDZTlPoyG4ATdaEmKYXc00d4SQzmvJ4biXNOZAp2R/LB1EfJDO4ZiUKbaqZPrUKYMYs/+YwBiLNLxu11AFoYFdJGQkEksB+MxpLUueYIWAwnxA6MScUDKEhANHNwQB4ENSWGyNINfmrTUKZMEjTeCRUQt6aDU2GXAiS0+8fgKIAZpEcwFoy3leVYU6gKbvTSt61pZuClF/fIo0wgrJpKhS1ixlBxE7LBZy75vmKFd7mKQZFyAwlzVq3/W0PxDNCV25xXaDnhlUusKGQfqNmZCJIquxypzzimRGZVlptlHnmvzuV/8Ef4YU8R5UXC3hhWZDAIU2JIgkUqw9oy/4ayyroQuIh4LAKAAucoLNhXQqeigrnOYJJWxqgRaMjCL4QglLld1Vqa6hhroZLngEx0K+9+kJD4VwCfFs19xqIBJRqKhcE0gTeIKrSmmzqBKrUS5CX8Hhi+TZuy+9zSizW6HYdF8jKJb+KP7KqvflApl4lvVZA02lDT0bp9Uwiv7ZTwsjdYNWqC8MU29IUjiv8AfzeWdnVfC2YW15NSj5gLdDPhd6Vtlsh/nTj/T28tr6gx5xMbZhHKokjHR/oBwaU+q2hUwsGQijCf330X0D5vmpFvQnFHLXpBBSY7vnzth8iB5z30czJGfWPktnWlHZ2WZFpp09ob8EGUC9/AHp86AJszrQPF/TeThK/J19W4XUERRBV0Ae2BSz+vvc48LS01T8cktkDAA1lAZyLqMDfYevg1/z4FQma7ywhTw9Zybdx5IAHlSeiX2idgQhrKlRzKPGIVueNrJ4VODjVvFzC2LqMPIVEi2TNZ1nbZHkbWoXx4l5MKKumCWDjCymq311u7OLrV710Qck27IkJs8uzxkybdqcnNJ1A3GoU+EqAD4NGIzpsoRxqxtmynWbUzqMY1tJ1vrkvOK1eK6Lgz7yP/d8BmH+gh/crgkYi2EDrDSvAgzU+VpkeNOrL0sQq4lJOCCvowJ+QmYghW0KTVvNKaCwxmuo+3KjAIDLNM2xV4mh1ly4lCD5bdd0Zi0pRqUkVtSdjZ0m5r4VBngU4UZ4D4YraLuTZFyGXTBtiT2ZGmZ5dmmAvw2EDmkKgsOGHgYglgooRKXK8+nf1zM1Bbdm9KiHPjW9syDUhha+0HaCq8Ed+v9XW9MjxYobzWZt4Q6ubkFUp/StAGMbs5rn60RQ+WLMashc7oZsOQ2vVVW+3Hu9DO9vbIVl4QB4W3YW1B9ZIwSXjc47BC55Nm9LbnjW1cAySInD+jd0336hwT7doZWuztcP2NkUJCjfncGEMKidKmE2JIhAAq4TsYMGnLkaKK9qTVdax7NQWIBzQpy13VWgc4QWokEYN3kUGTOu+FNLtz4IAlypmUbJp79d5AIO61Mv9sFVHHcMqRByCSW6bnkbg13dg2ScUQAkoFcSwpCuej16QzfLqG7MkJq3pRVXkG8Mu/g97GJM7zglZgrj6Is6ogagP6M+MTjKxNgdVkOUVpAV1JwP4k0r0GylRfjOKb2OKAT9VPsshRWNBWzdHdQAPlSvstxuC1GGogGmVSHNGVe5ghbV8ut4uqFKHOMgyUY7F8lvmM2Y6oSYcw69EXCmqWuKu5YystoWVdzXkmWVNdVOfsQWBM+99Mf4U9Rtrppmwg6gHxlFRV5U2KNOUzZ5XUVcUURIx70leMb/FFD8VhS1qRNw6YGOqXs0TDWBQUmWPYZ9zIwS0kc6vKyGIaqy7OBPgRnqgWfqMgcbtJhgKbNBZ+ynKlqFLUtZ4XCCffAmqHO4J9FVhclFmYBl78jeVFJuBJ6mWmNTUdBOPVJKf/G/iRf+2p8U3qUe771E/OgDIsxfpj1dGUTPp2en6Y8n9AC5Z3ywjsiAb25BUo+wUtMcXZeCecss19MluenPMMcbgZ4T5/dKnf249zpZ3p79ZBZzgbf52lVUH3gbCZ66Wz7NIIc4o7Ct0WZn51dBMwtg+bkY+u3WeQuFq50rq/rl+cNwQB+lb4/94VFuf0nymC03FSgG2CQTjMky2iigNQaELQA8UNiCmyarMg70FlmOmBLKgEK8oM/lEWWCveVBfXNg1zIaeohSj37uCPGTqtI3+0CWqX6vGBSm5NYltfKIwLnxdDxTCxDSpAVqYxnilyw2ayYrAJdA7sQeVVd1GUBCQcIGmcxkIdxwD0CVBkP1EtCzIeDpzwfBYhBhUmedgV2KpUisKuiC2NdlPM8G6vKnuvnk/64qiQ/zyRDd2bJ897wnVZwus/cOzQk1eUuVVGVWb7VaqtFXVye1UPuiNEK6ZlBZAo3oRbsxTqNZcK6jZknOcDfdrJ1aDmvAJ7q+7pgH8EfPnBKP8Kfqu5TsH4EHRSQq47LosOWpMKd0GRTx1wL1oYYyTRdBFZKoXgK0BreSHdrsWqoaJrakgKXWZWNeVWVFcyC3xyqLqepHop8ouKQtLaG12sqC8E3WIdqM9NjBi0O1fWctQHeFESsdGxzQzxuyprzi2/id4GNWWxViSuhl2cdeVmoOmkflNrf2J8Up7Ge5utCDHoUJFqapWlyLCbbh/koPBO+PLy+LEWxoAXKeyhK7x4xdHMLpD/l+YCd5+a8lp5y+wUeXjwAs/HFzoAgG/Nb5dF+nDv9TG+vnWC+AmmG42yqM4NMLSRbbZ82uxCuFMZ8cTmbxzaHRZCptPhD/7BpjiuD6+v6FUVLFm8RrO/xBxalSzEPxmhFBoyCUCAkiFSB/IRVhM6MpbOSAmctzN4PpdAZyE8SgH4g+YHukJ5iWoabbFng2mXeTpEB/mjBn1KX5q0cWafUyJAmIeP38XvjEYHLch6YJRdRGhUVRi3p26UEe36q6rIBXTexqvOhaasWftmQtArsAMsiKSv01SXxKZYtfZojCSTOcUMpw5e6MCOgK62R9WCfWA2RSqv6cDjkku1UkxxIUuymkay8aBsUtFhVTxnfLT5JKaSBaFCybplJUzUVpbe12WrVVpdHC1Wp4hrKilG5n0h4E6ZiL9Z1qVNWmxaViFNYRjeX0cqpJwpJZGqAQcU+8n83EZRoPsKfph3NMA5xVZNcmjauq6HBGrFxgia7DsvKqxgLgXWQFsVcWQZQAcLAzYaBTUPR52iK1br2NQWu87pYiqapG5ilwb0Yqq2XtZ2qcsUK6WQ98alsqTJE3YQBhrECPo3weIQn1DGOvBOgBKUy11mARzWwp6uxsMwCOH/HDV9UEhYfeWUxkpfF93X/Rev9jf1J9bB06+G6LCgvfFuO3bHrSjhHsY+KRXgl+vXL91+PVXVEC5T3XNXeEzbAN7dA6Sd4cVGfnVfCWQ66GR1Iqr9UJWHYzgCdLOWt8sV+nDv9TG+vF87OYUB4G7Jlqg+cXfYMp41wiTTijvZArBGvLrfcBv7Awou1e7pfxrQhIHQ7Q5vcOb7rV1UyaI9gfXcGGcOiMfkK7RitKpDAQyjCcg//icEpDeADxh5zHs1BYgp8prOSdHYhP3BQU4OsyH2NUBvUy3UU/RpnnlJydhUhhvJ3u4BR6wVwUpKQmdj+1hJ/cPsy8smIxZ+M5oHnVxZ/7qCaFviD3Kkpxraru7oq23rGONikEH+wGIc/aqa6UuacyISyRCcWfypdZlPdFNihF4I/I/Cnbo7Ho1PmLPBPsdtWzgcKOSGgHqTM+Z/wR96ZjbFumU5bt/Wf8YeocnlWXwN/gPBET/J7mVjYwauTelgt/mxjlikCOW2rS50HziuAp+e5q9gn5ilQlPwQf6YMXB9DB5Cv7VRTjW3ZtXVeYu19p2A8mpC4w1STfAj3rSnAkONGLHaETqsKKjocBpgELguvWcsWSA2ztLBKNVdtsx66uS4Pgj9AGzoaOhOtsgIBWo4uPzrjz0T86QumtqTAdWDu05R9A0PnNiUk7ii+YPjuDf4wlyj08PIX+PO4dofjdVlRXvm2nvpT35d1UwJ/ytXiz7eX376dquqEFijvpW68L3GR/SX+AIzPzuvwxwIRA+SlwqIKNwPwZ72JKK/249zpZ3p7wwHmg77rWiFl7Guqj6A+gPXuXO4i+EOHhx2l1Gdnp4AwPYuNDnvAVcUOlCxeNc1cVVvWZPsNTHqHP+OPKvNaQRfIY/O6UQDCOm8EfyBS2ygJEmotnwR/IDHxB41NNc/NWBZzlXfYqSkVT/D3sm4b3A02g78VpRyZcB3lcFC5l9jHrVGTNh/gz1o1xJ+aie3j3wZPELg5LonWYOAsrlpBNZKzBHv51HZNX5f9kCR9tQxjO3ZN3fPwsNaVrvFqsQagCfApOTB7yUoDuaEbbXjiVEJVps7XFjuOPiWG62aJddZ2Dw8PpWQ77UHUL48yB8nKKzkhsBCEcuAg8l8WLj+qbH7EbIx1Q5q+7Tsoz9W+tnVohvbyrL6tE9Xj3gQVKq9TNKPihbWh3p+6jHUbs4bwtembSz3MnFciMz0cxpZ9FDbnWcznlR/hTz+s+bIuCjrAioYx6dtlqMehhSkP7TQmXJFiFoOUCB4B4asCoFK2ZTOXy8KmBUjVNFDR3f3ctQOAGo5yVw9D18MsQ9vU7bEdurv78djW91BDg6R1hoKRH1FlQJkD1Ib8aEZ+BD0iPKHQdQU6IWUaIQLh9m5m7tPVUzd0FroBzE3XJD1fQ8t+bew11cKcUrjXzN/SNLhxPtK+nsb7h+tyQvnOt9Pj9DhNDXitCuL6JLwS//Htb388ts0jWqC8b23n/aKq/OYRTPapro9Vd3ZejkOnqe1Dtrb91hJQ3QxoODW3ynf7ce70M729GZyNqIABk6Qtp47qE84Gwjw5whWsocNbvu369uzsLDAXCy92nT3gahJ3cTvDP9gdQuX6ta0MOvdVmbx77gSLJuSrmjcnLWyLzwawDDmGPoG1e6EzICiut5CYAtdL3TWHQ7/U1QHYUtQVpDgch6buEGWFcN/QVQKGLddRz3dJ6WktZ+cxYqh8dwqxpOkJcALsaZnYvv777DHl6PrHU2oMIqBQ7VC1CGIEbc9kpG2+DmM/t80063RqT/MyLGPfTcMD/N60psNrqAfM1Wvd6Yd+GIaiyfv2iJ0asnlmTV3f5111B+gqpgxbK2wzTyothvHl5aUZpNyL+in2PEtW3i4TyjCMVtX3Nd/lcVwvN7SD4BM+O9YNaeZhZi7g6uTq3C/95aBg6FINDbcaFbuONpt7VrywNtTnp7Fg3dCmy2GtfOov9eHIeSVZyu7vl4F9NPLXgg+cyo/wZ5rvqtPdSQ8jIribFz0Np7ld5qHphvvhsOoBEKj7oWt7WLrX9McKoFIPdX9sTic09SfotMc60ucvx3GYoZtmap+6eR4nmGUe+g5Gmcfn5+Vh6J6puLKHj1p8QoFTPzRDd7obgE93MDGSDqjjDl/bYQUeAsKAd0+HrqHSDiMMXQ9UMShn7PWEVzcP7Dcor29PLUkZFNjmhz+yLCx+XIbvT+uXl+vyhPI3vj29Mg/qhqltQ9U9VfQD9Y8//v0fr0P/ihYo749h8n7XbVXcLJ+77rEdz87Lceh5XUvCgtP8MXSYw80A33nqb5X/ZT/OnX6mt3d4hvmQow7g+6FeR6qvheqxnWx+sQ59FP4Ud7QH8hNNdHk2CH9g4cVxtH7ba9oQwb6d4T9Yhm5dv2E4IrSb49Q27587dc1IlwKc4GY9tOuITySyDUSaJ92NsDdjqLnDdXAlBqfejpD7/mE6dc1DD/qTAL1/WPp2nEbs0e4xLcMNt/YD19EennXN/zWRp+CIoeatHO0py54AJ0hqByGW/zh4NuX48mCyrO6REvRT3fcjsAKknGCB3fd5mdYe23djlv7hcJyP8zis8zPQIeuzAa+pnYdimNJ0MLg6zWVXQu6uRzKc9UnSQbnFUD/OC/KnHLk29mIPiSnn5ZdffunsceTTRMNR7NXm6b1k6NM8W80+t3xnmj3Z0k/yFGXqgTioU2vrOq8zQtXV1dXDdJjcc3rUaTApgqg3qMgghpzNhwmvo9SvL3PJCq+ROpRDNZTreKnP95jfZk3F0/NxYp8UGXOZZEY2tn8q6+Gxfnh8SOcFYDgcjmaZHg798TAj8J6nu6OZEPIpzNpPyDzGdBymvpkWLmm8R57IpgfodBqhoq+/3C/TAUDdLf3rcDgsK8xymCcOdVhevx6fp+ErUqIRCdYdFDxwddi3t/1zN4+PjzPQ/hEz1G0HhT4+TUM/nfrjNPfkwde7oSMM3y0HOJcF3AVYZFa8hsN8pPITb+wf+V93iIe+L+7+jk3Tjf3J9MfL8esv14UY9A9Bom+nb6fTCF7ro2R4aegHyb/+/h//+jZN39AC5f19Xrz/nfb1zS1Q+XkYvoCqN+flOPQ8wDK+jdP092nEHG4GeM/LeKv8X/tx7vQzvb074WzA+JxecfYMphm63zbCJdLQoR3hrgwD20YBsa1nYTjNi91gjiltCAiViMEtz+45IvrZKLongN0jWN89A0mHbk7JV2jHaFN/mjtyn5Dfuqaw9ip01pHOpjOd3UNu0Nmj0NkBioMUT8+HaZjXBXc/QbzDwnwA6k0nLPPua9p6WSbHVMlSLd27XcBjUbxMCzTkwaSe9/t/nTz+Z9a8fH3mmfyoaz0u7TjOEwVEyzgO/7YeltPYH4Fdx/HL6X69PyzTaX1d1ikf83ksgE4r4nUxZs5eoci1HqplfAKEIpsnA0BZ1dR+WQ9jfSwRFXWxPOu8Xg+//fbbIGcAGI2Go9in0z3LeM/cnBAk5bWnfolPiy2jfQcaTKxLb+tpPa3jvNWjq6flbjk/lDfrnJkjsoYMFVuuqTgtrHjdS/3+66FmtdnQMkzV1EyV7WTr6xPnldSqfH29X9jHNNiFaT7e/gh/jncv7fOXL0BXkMt0us+Oy5fTdH9ahwlrf7zP1nVYDJwQMdIsi5lhpW45rFjS/DQ8Pxtxt6dhWaCib9+fYJIVYx3HX6fT6XCEWU7rMi1fl7vDt+/3X9f5+wGO287zIxQ8LXcr7IJw/Dqu85eX9WnsX2AUZAVQ6JeXBZH5MN4v68jd1bfHaaDSHg+4q7eAe5gPS3ac8Tqt91S+9ubxC3kZ8YDN8uM/yzKqf1zW//Pr/fffrsuvKP/i26+/P/z+8DCvQPFIT7929AP9n//8r//8fVl+RwuU98/16P0/M7b1zfJ5nr6Oh7Pzchx63jQywUC4/nMFdI5uhmWef51vlf9vP86dfqa39/gd5lsHcHbmOPtAzp6ewNl/WId+Gok0dHhHuI5v2UYB4Q8svHg42A0m/GMh3AxygI87Xt1zRNdvXZ+YRD0hOX7/3GkaDtk0Ldi2gPsyct9A7gP5PU2nYya0SzobXi50Njo6ez1+mYZXYAvIL8vM69c7kN/piITpBe54OgB7Jngn1zE9fs96/q8bT6k0Ymh4K8f4pSx/Ba3NIOQjfv8P6O1dDgAAAHja1ZVZbFVVFIb/vc6mLYMUCsUyWPY5pZdqsRQRkHkqZShQoCCgSJmRSWZkEAQZhDKVWYYipTJPGhxA1KAJEAYhxgfBMJx7SQiQCA/EJzj3+rebGN598iZfv//mpvess9da5wLQABzSCIp/ITf5TlW8d1CFH9+DllN8fxiLEYfXmF7CIrVIbVQxqS+t5IJclFuOdhKcak4tJ8Np6axwipw1TqlzVVfT+XqYLtSj9Wy9SZfoMn1En9Rn9Fl9RV/TN/Rd/UA/Ngmmqkk29Uyq8UzIZJs2JsdMM4vMOnPUreN6bsjNcgvd7e5DT7w4L9FL8pK9el6ql+n18EZ4Y71zaRlpmWlX00+kX2pcmhnvO08lGovFyu+GtRrsYa3PJIW1nmet1x04cU4VJ8kJOS2cZc5K1rrOKdNKV9f99XA9Ss/QxXqr3qMP6+P6FGu9zFqv64i+rx+ZeNaaZFJMA2Mqam1dUesss/iFWgvcYvfe81prsta6/9Y6hrWGXqi1ko+nqqJWFfs7djf2S+xELDeWFasVXR5dFp0THRgtiA6I9om2jTYNIkE48IM7we3gaHAkOBwcCg4E24OPg4XBgmB2MDOYGkwKRgaFweAgP8gLukeyI1mRjEgokh5pFHEjKZEakfjwzfCN8PXwmfCAcPdwTrh9uK7/wC/xV/hL/QX+fH+uP9uf4Y/ze/nN/ew7v92Zfmfq7V9v/nXz9z+DP3Z4e+P3OYfsjPxPXnFSpVwK/7lqh1tSidMfjwRU5lZURTVOVnUkogZqIgm1UBvJqIOXkYK6qIf6aIBXkIqGnD4XHtK4TekIoTEy8Cp3KBNN8Dqy0BTZaIY30BxvogVaohXeQmu0QVu0Q3t0QEd0Qmd0QVfkoBty0R090BO9kIfe6IO+yEc/9McAFGAgBuFtDMYQDMU7eBfD8B6GoxAjMJL1r8CnWIXV2ITPsBtl2IsvsB/7cACHcISbfRTHcALH8SW+wkl8g6/xLU7hO/yAM/gRP0kOZmAMxmKC5GIuSjENk2QC5mCibMJK7JBizJTNsgXj8aGslNVSpHbLBkzGRzIRB/E9lmA0PpD1qrNslFWYgoXSHaPwCZZjm6qtkqWttJPO0kU6SEeclhL8rNpInoyXntJL9ssB6YZ50km6Sg8swxosxVoUYT2KsQHrsAVbeYebsQsl2IknKk8NwHTVV+WrfpivClR/1Zvd4ktXe97NQS90VlU8IyxCDFn0/Im4hx+X51H0xud0Js8Iny6qC/8lhdRnzqVbWVQv+jy5wJxHX7SoPvR1cou5r72Ew6evGkjHkQTmoTSn1mGtahidRGoxF9IhksHMjjotSEvmMfQysoJ5HL2SFDFPoNdY1GR6HSllnkKXkavMS3gmyp6LOkZXJ/nMp+n+hNdXT+nhhNeXeJpnoUczV6ZnkNnMVelisok5kWY/dAkz69Y8Q11mz0gfJkeYG9LHyUlml+aviz7D3Jg+a5FM+jK5wtyEvmaRLJpnqG8wN6Uj5C5zM/o+ecDcnH5EHjPznAzrNgm2N6aqRVrTPFuTzNyGZh9NPeYOdAOSysxeG86D8Zhz6JCFswuTbeFEwpR/F79DetI5FmHfzTSL9KZnEc6ScAbMYsJ+yBD6qEXGA24di7xPexZuGdyQhbsEN8sik+gCUt4X9tfl+bvbmefR98hD5qWAJxbhXHhxFm4gvESLcFa8moRnIavpZIuspeuS8jNhrV6qhZsOL9PCDYfXwyLcDW+Ehc8EeJxLbyzzZvqcRTgXabyPNM6wbKMzLbKDvmqRnUD6CYvsoi9Z+ExA41KL7AYyKxH2VT4HfO6Rz2WSveCvKSm/3/1ANGaRg1BPalQAOfQPH0+VzwAAAHjaXZCxTsMwEIbPOBTyBkgWki0rDJUrdqYMTiSUJRAG3wJFaiXSd0DKwuKBZzk2s+XFkLikUYcuvvv/O33+7QTgmgR5G36E+MYktl8J/O0v5CDfXjcJhNO66j2JLYsLx8bacCedrkkW9XOwqKOOj7uoa/3xvqOsmCsP9hHvNUEXej5fgqES1andIz4wJ5s42cyJyITDQjjMBAb88dKlazTJuzY8BRq8otKjMkZXNLaBRq8MIm+tTkm5fvY3S+Yrzrxac3N9pHSBSkWAMR6VNTTEqCK/Y9EJxjNDwLlRLgb/xESURZXE0M6jwRo1GdZYwznR8925a7pQcVKDm39I/WtFAAAAeNrbwcCgzbCLgZGBmYFJm2E/kKHPoM4gxyDGwMvAwMChvZ+BicEKKKbKIM0gABVhZnBgMGHQZJBlEAKLAPWzMLAzsGvvYGBQcK3NlHDx3sGQEBSxgVF6A0PkBsY+AGD1Dz4AAAAUAHYAYABXAAAAEf86AA8CEwASAjgADgKkAA4CtQASAuYAEXjaLcJxUFIHAwBwZ445x5wxx5w5ZoqIiIiISEgEyhg5JUaOGRmRc2RGxF7KmJZnnuc578WYezLH+IyxBzEjQiQEJGREzBGheZ7neTuv6zrP8zzP8zzP6zzv64/d75eUlCT7jz4p/Ib4jZVk+JDokOKQ/lAoBZFCTRGntKUMpVjfRLxJelOHQCK4CPtb5Lckb+2kNqZCqbHUzbeRb1PeNqaJ0obS9t5pesf8zjISidQgvcgl5MG79Hcl7ybSMend6YH3aO/1ZWRksDIGM/yHMw9LD+sPxw6vHd5HZaPoqDqUDLX6fuv7M5l1mf4PMB8so6loOdqAXv4Q/aHhw+0sYdbcRw0fQdk52ZrsuSMpR6RHzEc2cnJzFDndOTMfJ71G/lj58RKGgtFhbJ8IPun+ZCf3ei6cG8idO8o6Kjo6dnT96M7RgzxUXk+eM28+Pzkfma/JH8135ofzF7AYLAFLw1ZjBVgJVo4NFtQVNBa0FKgKrhcMFEAFpgI7LhWXicvFEXF0HBcnxLUXogoxhYRCWmF1oaBQj0fj8/AkPAPPw4vw0qLMotGisSJPUbgoUbRctFq0XXRA0BD6CDqCkWAjuAmh4uTi7uLBYn2xudhR7CdSiWxiHbGR2EJUEZdK+kp0JcYSW4m7JFQSL1kqeVmyVbJPaiS9KkWUokoxpYRSWml1KUxmkvnkBrKMrCBryH1kHdlItpHd5BA5XkYqs5W5y0Jl8bKlspdlWxQaRUsxUPyUKGWeskJZp+yWJ5czy/nlDeWyckW5pryvXFduLJ+n5lFJVAaVRxVRpdQ2qpq6UEGpYFXUVogrmiuUFZ00NG2GtkB7Ttug7VWmVGZU5lTiK6mV7Mo1+hB9lD5G3z3WeKzlmOqYm4FlkBlMBp/RwJAxFAwNo4+hYxirEFX9VUNVo1VjVZ6qcFWiarlqtWq76oCZxlQze5lapoFpZbqYQWaMucjcP44+Tj7OPd5z3Hh8j4VlSVgaFsgysfwnkCdyT9SekJ/Qn9hmo9hEtoCtYg+xw+wNThInk4PnSDltHA2nnwNxTBw7x8uJcOKcBc6/nJecDc4OZ79aUd1efb3aUe2pDlZvVe/VEGooNfIaZY26Zr1mm8vm8rkNXBlXwdVw+7g6rvFT3Kf2T3d4Gt7OZ4rPInwyX8I38Q9OIk7yTwZORmqza7tr5z8XfA59/rKutk5Xt1XfVq+u763X1hvqrfUuQaogU9At6BdoBQaBWbB/SnbKeSpwakaYJkQJJcJm4aDwuXDtC9EXCVGOCC9SiKwih8gjCoq2RHunk06nnhaeHjvtOr3ZQG3QNES/TP9S/qVVnCbWiZfFL75q/Crx1U4jv1HY6D5DOtN9ZvBMTJIiaZVYJQ7Jc8maZOss5izu7PrZ7SZiE9DkOZd8rvac+dwLKV8aPo87TznvPh+SEWQUGUPGkwlktgupFzIu5FzAX2i74G3Obs5rJjQrml3N61/jvm752tSCbun/Bv9NXI6WS+X+i2kXGy4aL75oxbXaL5Eu0S7JL7kv7bUJ2sxtm5eZl3suz1yeU+QoWhUqxcqV2iviK81X4kqqkq2s+49M2a4cUOqULuWCcucq6WrrVfPVlyqmqlmV+Pbfb3cAJJALEAAqwAL4gAhoAuSACugE+gAtMAKYATvgAUJADFgAVoA1YBvYv4a4lnEt+xr2GulauF3dvtIh7DB3uDuiHUsd6x376nR1rpqi5qrF6lZ1p3pAHVDvfEf6rvW7sCZTI9AMaMKa/e/J32u/D3fmdQ507nXldYm6+rsMXeausa7568B1x43MGw03em84b3hv7HUzepJ62D1wz/xNxE3cTd7N3pvuPmE/sT/8w8agdHB/cB9EgdkgDqSATJAHCkEJ2AIqQQ3YC4KgHjSBY6AbDIIz4NatrFusW/pb3luvtAqt6UfEj5ofR3RZOqUO1Jles+mcOq8u9BPhJ9FP1iHUEG9o5Oesn+k/z0M0iAXxIAEkhqSQHFJCaqgb6oe0kB4ahayQA/JAQSgKJaBFaAVahTahXehgGDGcPowexgzjhknD9uF9fUQf/4X8S8sv3hH6CDCy9Kv41x5DtqHHMGDQGUYMJsPKb7zfBL/ZjVQj0wgZjUbYaH/NbVz/H3W0ejRxm3lbcdt023bbaRKaGk0yU6tJZdKY3KaAKWKKmxZ+Z/yu/D1kxpubzI4/SH8I/liDBbAYlsJyWAmr4W64H9bCengUtsIO2AMHX4vCCXgRXoFX4U14Fz6wICzpFrQFY8FZSBaahWXhWQYskMVkWbEyrCPWlTvoO7w7zjubtnQb1aa0Ddm2/mT9afzz3zHRmPEu9q7o7ujdeTvRrraP2Zftq/Zt+8G9tHvoe3n3SPe093YdyY50R7YD56A4WI5ah9jhdAQcM44Fx3PHhmPvvva+4b71vut+8H7MiXRmObFOslPvNDsdTr8z6pwfJ47Tx7njwnHXeHA8Nr44/mJ8c/yVS+KSuwBXtyvqmnctu1Zd266DCcQEagIzQZigTbRNqCd6J7QT+okdd5Ib6c5yG9xWt8sddMfciw86H/Q/mH+w4snzkDwMD88j8kg9Mc+i54Vn0/NqEjGJmsRMEiZpk6xJ0aR8smfSMxnzIrx5XpHX4U1413xpPoZP7gN8nb5e36BvyDfqs/ocPo/vuW/Nt+Xb88v8rX6VH/bb/W7/ln9vKmkqdSpjijtVN9UwNTblmtoPKAKaQF8ADEABYwAObAR2HuY8BB52PnwebAragu7g7jR5mj7NnuZPd073Tg9OD00vh/AhckgRcoV2/+L+Bf71MowNDzxCPhI/an4UehSP0CPsCD/SEGmKeB5nPVY81jzuexyJoqLZUXl0NLr8d93fczNZM20z7pm9fzr/6f1nLoaNqWKeJ8lP0p60P+l5sv5kN54cT49nx3FxYbwxLou3xlVxTbwnPhAPxqPxRHzxKf2p6KniKfQ09nQlkZogJOQJcyKceDGbMkudlc7KZ5Wz6tnu2f7ZV3Pqud1n7c/AZ+5ngWeR/wPTuC0cAAAAeNrUvQd8HNW1MD53ZlerstLuansvs13SFm3Tqqx6sSVLlo0l2ZJ7wwZjGxvb4EIAm47BCSUQEkzTSyAEEjAYO51AEkiISSUJIe0FeEke5CUkpODV/9w7ZUe7kiDf//u+3+/DjHb26mrm3nPPOff0S8mog3kl7ZRZKIZSUCEqRTmp0xQVPU3R0bNUA7QmKFndWUpFIaoK7mJxrVvj9mncGq2ujPX4U6l0OpX0sx4F+ZbM0YlGB63XlSkUyXSi0aAnvQ6ih/JT6JL8tx9QV1Sq0j6j324sl1dV19pcKleduao+0apTqXT4kln+8eekfPqfq+gdVdXVVRcwnqA9WMVUV1aqKuRaV9iQypYfw13Vej1FUTTlmXmH+gl9CkaopXx47L0TpylN1PospaFqciv5hmrcUE3Jcitj8QweGR5kDQ1jyzAJxpP0a93mmhqzW+tPWvSP6Bb7U/gLbky9hk7lBynyriz6FLod3oVh1cDDSRblX4HwK5DknXLcIMcNADUmoUnANcWeWM3eBo8x5v8LX9xzq+CHnX6IsgL0XxDmoMV/rqWU4vOMuMEoaeBnWS426HGDXtJgxg1mSQM/JpnYUIEbKnDDWRgIDVOT1cHfqZ/FA3v3NMWoT1OKc9xnFXzS8FkNnxR8quBTzbfZ8D18OuDTeS4WR4qEnlWwGXKlEuRKKMill8NX9ANTbkh7VLtGe7S2ZbGpfUnt0do1tce0rfkvrjGtQU+d3XYb/Lft7Lbr4L9tZ8/CcBClmllLh5h2wNL9FAd5lwB9J56HUwIcD27wSBrKcEOZZOoMbmC4hjI1Rg8EE/bAXQjuzgCoQ1SZpjZ7BmigmvLAXSzuA8zWsym/P5AxGBKNgPsROhBhMOJnUgm9wWBU+IEayvQ6B210MHRo2/rLBnZ6l/vHk4kWpS3mzY40Gq3x7uDe1tX+JeyiUH1K6UgE44MJyzcv2Flz1+3lSd9qj7fOW2vR66pqw42t3kBH3KX4+O1l9d5xh9XlVBn1hmq1t7ETljE481Omjf4eTMJI1VHt1HLqfgpTLoeZZJIBPMmABAy9uKGXW/ARWPAWQt8VcGcnSx9QY6yj3+2UUyvhZhv+srqziiqHGxNcQbia4BqAS74angf947h/FRBFHAYSh9fFqQxc/XDJV8ODxuBmC+61OhY3BpBRDtBJNOZoDD3WU0MbCSlGaIF/aD/g9+c3oO9tPP+dMpVZqzXXlJXV4E9V2V9ssU6fvzNmtcY6/b7OmO3LfA+5vKiHzcb3CLTRz7bdrnaYVCqTQy18hrqjZnO0O8R/5g/hX9SYnLhDTQ10CHfhX3SF+Q4UrEBk5h36PP1NwJlGKkfdJ1CxFYPbKuEKMtwgm5MCz1B+uLECoj1LhQEFOysApGEAaRhAGgaQhikZQNwKEG8VVqgVVqhVWKFWWKFWWKFWWKFWWKFWAP8Z4FStVAXB4zQ8wUrwGJWVKYxsoKyMA2s6w+GwwBcVxnQ6wzRmoINeZ2B0BiPP5svo07qo5YGv5RIXZ5unOjwdXVafqcqSHs0kRpvsOk/cdq3aVPm39vj9dnOStbg9brfd6UbLm1f778wGPbbEoobWlfXmumDQ5G5rsJrrWzyuZENAe5VjUTj/hu8eQ8RWn0BfNodcxqjT7vFQhO6B71IvEr5roiS4XeC4HIMF5spxVvw3tTMbUJJZBeywisLED+wpCt0wXSp4gjXWME/WOOPsFn9vwuFI9Pq3sHFnDVrTu2/bhnhvYtuB46tWHT+wLdEb37BtH36mBp6ZKH0m5gEZB0MAF8gxH/23nlmBhtGT9JtUDTVMYf4M7DY6e9NSY8ygABWqySIy4l2ZeFch3in5O1jijFFhVAQUgUwgYwwkkPJI6MbNl3R3XLLxhuARww30qtwR08alhw4v3Ww80nYzgXOY2oR+QZtgdo2UZBw8nMsxy5DBjZwwChlwewq4vRw+K4Dja4H/Ac8H7simvnbsrruO3YUO3Xsv/p882zkzTP2Eehj2aQw7ZRTPFe/FGOkMRGBgM35PjcmtDSRVmvaV4cCg1m2qSfmNEf+Jz1vJM+qpf6GL0X4AQTV1Fr4jaMUySSbl1tejjn8dOsThC5EJyLswvjDRDxQCZgkA0s2fe97AzG3oq0wjvLdKlI4wJ9Maf3TLH2/e5WKudpF93Ac8wEd/ATijk1orcAA7fqu9dB+HYeCtmCdzObTIgczlQOZyQuZ2IHMV9+tyMhMVULYKKFsFv+YwWcoj5Zw8RqSub1UZvCYza6iqMrBmk9dQhVZffeTwNdccPnI1Gu2ezBgN6cne3lUpIOtV3Y8+88yjjz79NJ5nGfw4AHJIGRWlZrOrwugp3EBx7IrAnyBbQgN4ltC8dmv/fx6ny8a333R+Cn6rgOe9CfCwAffn/9yE/9wkeZ4CNyg4fmhSY3mGn7IGumlgyhqYsgamjDFfQyngdfBHag50GPPOwKLIKROH85gE3Qp3Ksdw7EoRSJN1Rj81Nm8ZQTp1vm/FjpwpGvA12deE9gxlx1sd6G3/ohXb+67YvWz3aKsjHPV4B9PtztQAWfuZf828g96COTQQmYMM2YWH7JLMoSBVnQXeALyHEIgcBqkU1leJJTe8EcP6Ksn6utR4Y+Ana4XJWmGyVpislUw2BE/R8zIHwVFR4vCzbIa/8cD8BIFb72DQW57O9e3De0KrnB2BaHNTOl3rbUjGQv1tI2uPZVY023tb7Omw+cvhwaw7Hb+AdTRGk/WX1Id9weYVU9ZozptbqpYxxlALzMECCO0AnlsDEsJsPkCmqeSJj5MEGeADSvgsx/zgXCdD3Q44hABLfcAO3CmtkQHJD7gDeuXe/O++dP3Jfdoblpw4cWI7OtOYv/a++w4Qfv0OyJ8PUV5qAzVbep0bzi74G92HgbOZh/MZIEId5ZoTpJiEyhSsxq1g9RzC0JS/b0Pbkp2B1eYONt1cY/botT7jxei+2nctcWO4P+n4VWqiw5uNjbo8nUl3g6WqqhrtuPSmqkp7dpnAC6yANy7gWh+ZlxfwQj7BfkzwjIAQeKtjACEYQAiGzKPiNYDrWmD1aPWzlJtMqAw+KwhBaNVYyuNhEAAYBMi/DFyYWSAilCrSEp4nSFMGIwO/EVALfUYXMTb1KlyDvmBf0u7pWJXtXt/uCA1d0hMbsj9jgSUMxcOhIO2tqVk74XI4ssvTicnuQHTswOIVN2/KmHX5H1rN21cNtHYmON6pnPkTeu5D8xS8rTwL0EPvEv7qBsb+0onf5t9Bz6ijdPWBi/EzGcoBsA0BbJ1AlVnquiJZq/DcKtxQxXHaOgE6dURYDsCVgQuTWhw+rQSMWLTKCEuQgSXIwBJkYAkypKMPPqv4TThO+cidlr/DzAfDsQDddMYvasQMlhGIMAVwniVPqRLZ3k62Z2N727outqsl3eDrGGtMjOXYazXupMfhy8QaG5+Op1hT0O+L0Ex4xOlZmQ0tSruc6f5Q6zKLazQa7o6ZjfVd+ZvMrMWgrG0Kh+NJtMnfoDU1OtzhAKdjWmf+k9YCzKzAWQYpDKzZWqQSE5WNMG1Z3RlYHgVlIzDRqLEexcPEAzDxAEw8ABMPQa0MSIqiHCmRILWN6UxSUIWGrrjRLDN3RQN9KUegeyqVW9Phbrzwvh0nbY06fyLUWG1wLLevXUZbXM7s8mRqLOcO9K1r3nLXjn4DusxhW700m3U3WJUFfZ+CXdBJdnftB+/umvn3+vn2fXSVL60yu2sFIYDm5Bf+vVX8e5WlEkzRu6TyjPRds2QbdNOslyFQA9bBvtkPNOPh5UwyQxrPkKYq8dYrg1/SBO20KZ9RLlf40fFE/psom0DVN39u57Ejl0HPMHUneh39joiMRonEdBZvnlgJ4WUnH1xh9FR+CD1156FDPwAxCgHfWod+LY6Bjs7Wovkx0ERBBtTXywM+Xwb9Or8nibL5bybR3Tc/tvfKo7s43APejn4KupED5MoegVpr8ZNqJZpRBDdEOC5QW+Dp5XADAgMgnRKQTsnxMxZwTSbsgALEZXqFBAMxRiLfCaM36DX63Ln0lvpdg9kLmqzWYCRofUBYaeETUea6lpDdatdZ7W0jiaw12uYOpYNOV9D+orQffHJzis14mO/AnAaocepKajYO1mBa6gUgMgTYoPgCOPFdGO4WkU3LBbul8RwWBk9Tcd5+YoviPcpFxQndVQMIWgQQtAAIWgAELQCCFrId4D8ahT8aBRyUl9If/h5gpe0GowZzn4LEqCcSJOh55B4zpkzK76f/GTvcvuOJwz19H/n8Rdsf2t3izI7GHVG3lpGp+9Oxvnq9s2W8KbwqbDTWOvRK7+LdQ8uPrKirW3F4WXJ74CWtw6C0uWzO8irtU7Wmzss/u33LZw/3de24dUnPnuWRWptH4097WpfF2jb1+w3G/B8a3Lr4aFvnhQOBxOqrhpdetSqmq0GvagJdsZ6MS/N7uRxgPfNn+LEJZBEFUN7iol2kgD88ecjmsPhgAweH+lhapHmh1ccqWG1CyzIJhkXHv+19/Eff/uEXfnB7v/yOO+hT5wdRNfJx+00nvH8U3l8J3L6OWjKvbs8LLOSFGn75OQGEE1bx9lJDdu4AFma5QWB5To/XheHv0sTcwWpEVoolu4dzyaFeU71bZ0mkWzpS0ReiI1uzf34rvX5RncFTpzen6q3fT9edVehY1Bbyngy83zocraVPaUI9CWcjMAiZ3ODPYt7Cwt7ZCnjrLmgoJdbSgkyOt2V+36SAhVAU3k0yGJKruZ3BJGCoifwLwtUEFyZSHyCUcTYGEuMYh3loQ6zLPujdPdx76bKG2AWXdvdvqVtmbfO6M0GDPpDeyRrXedPRqRtWjl+3OhbyrjNZrC2T7blVzVaO/vCa7IA1UQLAs8JMdHjgOslMeCZDcEInrgPmLgoiYyBMCxjUOTpTgDr6GjZMNDV5W8OmzzavO9z9/Rd6rtrUBlr8eLw236JPruzZdv0ISMfWwWsxTGEs6I8wliqqm5pt1ZkLptjQKuBGhZqDcEGlAYZO1Gi33g3i6Js/+hGS51egRzV0+8N7P3eAPrWPf9+v4H0VhZnzj6+ZU1YuvE/Bv49/iwaLvG+++OI0ug9e8PT+/Nv4BZSAJ5OAJx5qh/COcvzIcsk7CnLbWeDtiLcgli+kuGJ9AdMIj1RmQCozIJUZkMpMsEYuuBFmYUuiMZNiA25NWRmavOv+5OTlvUOXhsdd7WFfrsFcy6a9yeCkGinTV2uefWri+qlozL/KZrW2THX2rM6ajZ/Ym3+E9XPzwngzQdZqlCox1M+3eFIBtch2fBYmifdVvJe6NRiiCfIPfeGl6emXplEw/yp9Kv8uUp4fFN5PvUlsWT5qPs9B4XVYs05oOqcxP+L00TdnVlB/gb+vJtJPddG+TGxhCtB+4a8w6zC7Q3rFtC83Wp+sdgbjTrr3/KmuqY6gSqSh68lYKqh+ajYbncuPMR80eMTgxgsA0GoTjJZ9c3q67GePv/b2V2D+X0Ld+W/nr+Zx92/wTvm/MX+3onMaqYCdnX/5GorIJhT9D3iGrSD7G/CfGCTPsOAGi6SBH2TBF6LEDUpJQ8m8eHZCbB0V8BsDkfirxTszfwcr7/cH/KlUMsMy8A+0AL1OweDNBf+jx+TlNKJl2+67RMYwqPqB5CsXyja8khr7zJjZvM2qywfRq/bhsL9Wm/8awCqCvl/AFXoc5qmlJoV5VuIhVUqmVcK8F1idM7CuFFUpzqKSGzvDOhg9RlxtAjQWjLtHn5MxFeXyO869IKtQ30Fr1On+5ZH8eViAd/zXrkEKMj6a8IgTwCNUQPkbS2WgOXxOWKjRC7xBDyisB96gB96gJ7xBXrCJKODGCFcArgyxiXDmHdHNaFBwajsnutAnwkv3LvrYQ9zPx2rZhKenr7+7txdNrrhuTeOXHud+dk01Wy45enTnThH/e4lcoStw0hKAqnCDiqN1LDdXEy6nEfVUlOS2bW4D0eMtxIDuOZRpy7Y9GhzY0jY4/fNb7kU/uPjXTW1tK1tsb9CndhHYXUx/A2BXDXRwNYURmH8di1/HSt7Pe/UKC8rLHaSBVYtGxHJsBsNeIbiaeCMiljiqBIBWAUCrAKBVWI0lCm0tPKaKk+ClwMyAMmPEDDjCFMCN/rMA1MeGhlDXmvBGU7prJHbiUxzQ0aQI3aOb7g3LXM6rrXGv4QwHegHeO4mv1lSQ43gyrJnfUcfjPFkAAzZEkwVQEkcVWQCibwLdaQjsFYIcRXfr/Y32p8/e0TT9u1uPP9Kcbe9NZ9BvfK1RjzL/GirP/50+tWVHY8M343h/BFz2wnrEqJuEkTnwex3zYLIDXu8VAO+FCXkB8F4AvJdA1gCfciLHL2iewnzFQCkJRUagxUHuPHDvncdQFRA8NXh/lHgavf6+rR1T19Wt8K9MJJqrbFFv62ijIdg3lRq+LDLcN9KQrLIlgvElSdtL8dFmV3N4tcfbENDaTPoqbV2yPRAbTFoj9auaWZfGpNdVq/2pXsKDKohvGtNIZt79smAY5KbLSTTYKCjDrmC8K6bcCrRh+klap6HT51+k01deCX+QAZhj/qYv7MW8yaammAfPtQjPUmoBrmqAqxrgqoZRqjnpU7DD4J2QAE+ToMc9PVt64H/PdGNTU+P0W6nJbr+3a7IJfTff1NXZ2YW+RfbYGZjzSjLnNPXB3v0SkQBeDhsgqBVaFL/yM89/74UnDt9I150fBPb5IwGmzAChg31Uyf49H6OvwQ01CzH6gmsRG6go3nldId5V83fA8sk2xST4DSpB/+iny2Urf7Dr4S7Zms9NyIY/RVN5Cob7Yzp8/id0iNjBASZLidwh7kX8AEp8mzVzGveLLHKcI4siA6vk70AqTRgTGSw84PFpK09tlG174sxLp/bL9n7+G/SpV1/Nfz1/A0L5GbQLj+nvMKZJIgd3zKsVlgitBWQ9g5UAXhfESMrBAx2afv3pQ7LDTyBZ/n3EoC/kf4TqONmxFt6nIO9rm1fuLmih+C2YDmTnZjssYvEMdlEgbNz8EWrU5G2oMf9H9MrRo4fQsx85THxlx1CIyfBWGzlvlCvI8bG4UePGG43eiSr37DnIfGH/+ZZ9c/mqUBQjJsA1o1UM3PzHW5ha1/tHXLifDd7hF98xl2XImEpgutXY9uxBlQf309/Y//4w944aWkVbmCHAV7PoD8MUwZmEhJXUsgEF+9JHv3TvRVs/xQzln3vhBYL7MyuAwF4p8eEZARoV6G+PCj48E30lSjNT/Dy4mAZYpkDGiMre7nuVvnLL/pvxnqIFHlJJ+0CfraeuL+Lc5fN73aV7ihZe4id7SmXB1qmAGyNcAbgyxNaJ0aWSxIFw3N8ocH8jcH8jcH8jcH8jz3yI9lLwrycSUn+UQc9gYwu336K3VFp3rF1rH4uFuiKmqw+11aVNi0LexPbw5dvesdSrbF1Jxz0Oq2Kb3On2ecz1bb7xNdqop6Zmu063dnX+7w7bimDA4QFY5AAWjfR7wC491N1FOrG6mFGVF4uQsjmipXDgD/ZY8DO1w0ztMFM7zNROQILNI3bRXqUXYKcHQOgBdnqAnZ50VMMDOX+WVuqG8AOOaDLaghNGb3jdNBhMDjUa7ZllyWCfqez4yZH6hNLg0lkaNHb0C3cgsPjCztyFg3UedyP9hub8xUtWxjt9Kpf9lzFCO++g1wAfnCX2jfL/S/YNsiWjuKXePuAfT3Zs6vF6e9bnMiv9vdaYJdGksgV21Oq3ONzBxVtzuW1L6jyudQbN4Mr6FlbF2bdpE6xhDciAdxfFgqmLZdLy+YVEXv8hDSq1OM9yuDHBFYSriZ+nRY05JA8GjM7lAAbs/yjnhUQVz6eN8MByjl1ys+RthgFsXDRqWIkfAOHIJqMbr5nG183mTCdvKTcOpmBdTY7sMvTEkpWNHXjN/lNnvMxiRIzmvKXZWR8cvLCz7cLBMLG3v0PXwDpaAA47inC5fE4ydhDtRiBjRpgQDo5iiMEtw3vSdAt5XoE7E1mraGmxfT8A6JkANH2uvD3mavF0B7a292zpdrs6VucuvRrRf/JH5U9U6Nw/78wYLJPOcHhwa65l65KGW6+ucSp/2dZli7q1HG+DcaIvwhqbqQNFe6m6eKcsL3YVls+hl3BGFYUwJQVMSQFTUsCUFGTGVWJ4mwY2o1oslBWwVZ9QsERES5CFc0WGXfWWkC5kO1x70clly8yJJfR72pptVRUuf3Bnfgo9tDPi747bYBaKGQ8dpbdT3dQS6tPCTGx4WDbJOAt7/llYABr2TrzP9MNdPTHIUvBLBrCqk6GuhCa0mtz0ww3GvXqqn7AXG0xhUJjhIMxwEGY4CDMcJEjKwisH8UPk1OXw5Qa4aH7iSfxXDIgISeKSNgpWcNASSMCEGPvErble8OEB+8bqEO9fJ7iQ0uI/TiUBbHcm231RS4WzYWRsqdta6zap2PYLGseuiATtww31MWfzsqTaraky13c2jqTtt1+/aEOz+UzYOzjoCzX6bZVqvVLvbG2wp2orbd6oPT7YaA7Z9ivLZbWdCX9n1MrIqtUajTGU9axYZarPBRh0Z7hh5fIGgj852Pgq6L8BNuyiZjN1dTGPW8C6UVgXTj5RC9BVA3TVAF01QFdNoIu9gWou0AO4tYbbwwBnuD3t9ZMn3Usa+hedNJlN9Qb6DXX+Tda3fCh/Bdrhs3scnL02Aj//wIThhSoqRGEb2+zNpsQuQwRprSSqhQFJ/g+pcDiZDIdTj5+kz2H3HVznK2nt+f/GfoJzMx7yjmqgLD1vHTNGsS2exgpl3SzTmPTRMXPIqjrpaBqO/VZ4wbYqMxv3ol/lw12r2hu0zOf4t+G5YPgngX6x3Wy0yG6mLtYQyj+cZaYMQ4mPpclotJkEaLS5k/IHHrz/safwLleB2D/9V/7HZP1Bb0J1ZI/oKLLNqudQRxZQP2ETKyNQgFdizM6gOl3K1rXkZE11jRKVVy4Zpqc05+8z1soFvGP0RNY6SZXEhs1WZMrnZ2QlYJjFyCRBQqQBU7BOwEwdtOoAM3WAmTo+JqiK0pHNqZy/O03ZzxGzoRGjqbEIVws3uZuU7FB4rdO7NNTfe1Jn0IdrT+oNurCW1raF/CPBAMHgXazNbc/fiva4rfiTktCfD7jTrqLVXwAOJdMu7F1c/PG8NnPO26sS6A8mVkR+Nyn71ojkp20bKaY9vJeGYbxVsMNtnFcqKnivONFngVgU7NKqEJCqApCqApCqApCqgrPT8Y5/vI/6CjkBgGjoaDQWi0XjsWj+EyAVtbWt7/beePDQjahqbHh4fGJ4eKJ92+JQcPGFHdfeeTsZew72mEYYuxaw7u4Pj3Vq3KCWQJvfPssEaNuE2dlgdjaYnQ1mZ+NxqoyPfVAXkA/bCI1wBeDK8MhXC2/QkWUx8ugmiLUB/SyRNndLuWvUxwm1w/Gl8aV1gkDrfJ3+n5YwK4i0Te+i+JAgzka5eAcPyIO+2fIgH9xemG6JwlMwXc8GSJlgu1pAHtQtLA9qsARGSM4Nr6TmkAe1gdRsuTiTmCUP/vikqS+SGopjUTAZ7DWX34QFwjgIhE4sEJ6/VPNPKyvIgk5HHaa5NvhxO80CzDuo+Ra9BC2kwYqMaP0QeANnQYOtQNN2XKkdaKgx11gMFpPXXFtGazem22SyTyi07ogl/1ccGwk898ewDtGCz4EHaeF1IdwQ+kC9Qr2Q8niG0FOIhy9Ftt0zAHE3ZSR3DdigQ6aR4Q2Cfn+p+mHkwpF50+FvfKFySzTQP2pvuqCpbZur097hZr3l5gafrzVs9HdMxPv3BEacfestxmqtRlWlXdrpbm2weE1rag0GbaVapa6ssgVSvnBng6nOO2ECfXAmD/A4Tt8No7+Iwsap+bh9iaYiTbuo4vmIIJdy6qZBAJ0BIGEA0BkAdIbCdoUFMSytZrDkquf2reOOpWyiJ6QeGTl5WHOx2Wx2mfV6a+OiyJ8v2aO99pK/+J21fCw5jDtPa4EVXFwke5fP7yqSsuqiLQubFfjhyvAC4og7HC5GllKJ+3BKL2eEzIDwwalJsOf+VGO31qtP3qywLo8N99Ha/B02n9OELjv/37lAcOUQuhLbuP4JTKAcxqso4P2/s9ecoeSiYOHmLX5o3RcfeWxKtvYBeOUl6KMcXGTQ6214T6lNsgQM5cU2yfL/IzbJK7/SK+s/u/v+lGzZvf2ytnvQgfz1MOJd6Lb8peg4hs27MGYQ/uAho0X2vwXWUmqsLrFJFgyCGQWrDRBrJAhigb+Pfe6Re57sl/U8cuLRUyu/9jVkfP+hh/6W/+3XiL34n8CjlTAONbVCGm/+wbRQAi5pMkgNFm440JSV4cSCjLB+m1y3Hq4NZIKWqszJRyZlmx7esluxW662eC0An0n0MEW8VBQ6C2MqtVWWz2mrpOazVSYU7pSWTbn1L/xVlV//p5+jj11++W4UPrCLw5uKmb2onhkgAZVYv+Osh2cxg8MiHNzV8D4z7Neopmo46AI16Akhg6iQAkZGWJgea6N8xIv+V45I13hCb/MHLfrEeFfEobL5TcaATWVzmXfqw7ngl33uq72hZ4K5sH6n2fWcs85eK5PJNbagDY9r98xdqAx0gdkx+1ogv9133MGE398Bfcww9lYYu4+M3QMt7lkjLswCi2AmwoFJcGEmBTojN3TY8fVkMtzQyWQ2N0dNfpuKm4Al6LdxE3ijKVkpk9Xa65zP8VN4JuS92u37Mj8F3sb8Jvorupt4P7FpUrDL1vCJF8ADPZxYARiBBQ6it9YwaIUn5nPVWq3KCaU9EHfCN3etBb5V2QONb9Yaax3GiLHBa6g1wF0U31F8/mSSj2vUkoiCqqK40DJODeMdr0TEAYLQ/kQaP2k1PKpHD9Xi8EWfH4cyfivfi85y+OGYWYt+Rj/FR2uKOSX83qkk3hKieXN5dVgfx4l0UlNaFJvSmvv3rN+6bd2lA9lZZrSI8o6Pa2+7eMedurvuUMYKhjTybjNMEMdg+6gLi3xXyjnsZFhPZEpj90vjDzmLmYkPJQJp7BwWmE9TXpwFM3srJqE8ODifT0rA+9bF9uyKpp6Nvg36Ont94OmnjSzK1uZZp1vNLF6Mft2wJONqTPY7TI3poWWd/pxWdvmecrM7bMot43JF+2kfvYnElQf46FAXyUTCetNZHBlO4uI5b0GAy9klwk7GSMKTy3BWENmBcG4QADwT4OyvvMz+YKzP1WJZ2j8MCodqpH+pudXlboXvS52Okf5vgvQei8fjtNZeo1raP2JuYdk200jfcA38t7R/tLG3t3Fpf/6a5lSyuTmZauZiVvIw8E76IcDovUUSfElsv3JOt7uSuAvwpMqJ0s2FGeH8I0yYoDjxFmhOjsCZCNpzOLjqNKU/R3LDMNtk8FoIGUoJuD7z6COXy/Y//Mjaa6+99r5jx46hdagn/0eky39xWd/yyy5b3rcMYFjgIwqRk5TxnETPcRPMT/K3n83fTuwcM59Ff6Q/T7VQi6nLi6I2SIx1FKYdJCzFDPeVZOSVCye+1EBXDdkuM/g35K4e7qPkrpN/zBlqAN4R5MQNHH0+j1hYpjDo53IrZ3AH7ktZWSTqSjublsYzmwJNrg6311duivi9TUF9vSvlal6WaF3nT7s6WX9IYY4G2WxAf7PS2VRvUrqyDVWVKBzO6eo62JawyWGZ0tWadMpajUZZZWVjrlCbLtTtbQkbHZYNQOb4N1pllcUTTasNWr3KYVMZdHpVjRPD0kQfRdOMnwQuaHlcr+WzW3HstVaw38CkEpL7i9hYjGWj0efJZyxGH42C1BjxQBP/KcR1bqTfoGeA/CNUF0Dx0GkqGzUdPk1Fo6bTlPU14Fev4Z2RAULPAjL5oEX1GrazMzjsQDAS84AW4WwwFkXZGouCc9F9Jr+2wdITGl1vjXb6l6TjOqfWVRfSp1Z1+Xxdq1LCZ//BqVRq6mA/fCaTUwdRj0rdZXJsWRdZlLAmcqqqxtbW+IlAL3Ra3RsI9K6Gzr2BpclVl/f1XTGZTE5e0dd3+aokmesgEOJ79HugsQUBd24oimFVz6HDnAX+zIDWicnOCatRwUcsclKCLHqG6P5OMXFCJ+Sk6qht+AuXkzrbZDMAF84aDqm5FFccvMG7yvj9pchRphAdZQyIIOjVao2zIalKLOtddsn2hLdB28a6GibYreMvG4I1jmTwSnQPOmvQy1fKLdbWJbneYSVrrFJOqlUji8+ZDTm7ozF/6Y4dGLe8lJoeoRtAvq0muIWzyfHehz2m5YBbPkUgBRxTzn2gng1f/vKGj6CbyMdo52ubX+v87svcB8XnTm5Fr6NDwMI0hEtwnlSa27FxEpQbvX4s/wp6aus9Bz98LqMMJJPv08uJrTdAJYGrJKQZsDxfKaxeBjdkuPD8ejHCy1eEf4Ei/NTqSDYwF7uk4MKZUEfL5sFweHBzS8vmReHwos0tdQMpuz01UFe3KOlwJBd90mVZsjxnHBi/dnHKYEx+P7xoU3Pz5sXh8OLNzc2bFoV7nJnB+vqhJperaai+fjDjRCCXVO7buhXZxly9vI/3PrSYqeFhwIgwwK5xtDj/Mmqk79sJMAygS9HN9DeBDzhJlmxRxN9ZIsgoCXoa1Fhl4RGxDBCxTEDEMkDEMkDEMkDEMkDEMkBEYCGSna+YTH/m8vlc+HJ3JJzORIfb3dHodDZ2oHNhlq3D1xpTfUcwmKs3Guvbg8H2ehMnU4Vhcq8Te5uKWjSv9F2wcxfC0wvpdJjO5Oe4MKdqjlL4jYsk0mFi6MNZth/HWRtItXnz5Z/85OX5/zlwYGaGYlEL2g7anIIG/QS1UBS06VASbSBtX+faRB/7ZEmsgFFherXvHfrcTfu2kH7tMyxdDbqEg7qCwklsH1pvljqSi8xSC+rN2MQkI1uaib+bpUHDUrG8dx2EGBxtqdC8rrOYI+qTZbLjMgWtb/JYPCqZuvYuUIg+Xxe1m9De/JXBxa4at5qt0+loey4+oab/BHPrgLl9mj4Fr/QUV/TgJZAaIZQjFpdrWI1Cw/uL3BratvLmtqmcy925vgNt/gXDvv9WFfodcmWHI9GRrOv9y3EuMvXf1E/Qg3zeM9YNq0nO+LwpSWiAy0MCcVqV5mMh8v9AwK+IV50LV1ASriwrxIMADmcSxHVVVtjYn2iI1EykE6O93pzOp3JpTNYTuuqPdJQlQ4lOrXJReUUNRXCjAfClHnZCBf1VHjcYaimxO7xHaI4FOpqtFRQ4Dp8My2MxjX2odYL9mCdDBv6cEchwtjF5AC45nwzr5qMp57Idc7FcWoz1h8J+fxhf+R86sqPJ5GjWQT6XNTlU6B5a19vS0tvX3NwXW97GetqWxxMXtLrdrRfknXPzfRxZUhHlMu+VfISJXhGl8c8AevwjmOHfRH4i53cJw3+Z+8Bwm/k08wD9TypAD6LbsJGPwE9PKejnaCJi8H0emrPP1+hmvo+25Dnc3wOtzswgPZ+/50G/Bj3NAbIK3mHCUS4Jt5bbNRIk/4nYwgqOa1kqM0txe/mjJBvKi7Oh6nYPZi/IWK2BaIDLhvKnUgQL33HVNfOJUK0jjSQRKpghiVDfk2h4eNxcXg7zEu0HqMJoZetomaT9O2L7ehrhqDq+/QmxfQMdk/S/X2zfOKv9TrF9K32rpP33YvuFtAbDaOYtQNwIXwvowg+fJ8RbscS0HYoviYKwya+OS0ktI9peDa8W4rRPaRYRAvXOCKoFXG6STfTAj+NPIg2trs3/xfPuL7xv5o9/+94kySva9/C+x/ajaqBnRLH5f5BcnDR1hJovyq8kcsmPG/zcaJNAPg1kjDULB1b71bg6Ds9vncBGnMBvncBvnVzSBWYf0sBSvzRBDBBKUcxa0OZIpCqzst1Tmrrjwok97i29KY7x+GuA8diA8WyuzE4eHC5J52GN69wJuWsWUwKaIDk1BLeCHG6hd+dsX4/+Kml/QmzfQFsl7XeK7VvpA6Qdlhk5yXPq+efvJO2AwcgjaV+PLiI492NoX06ez7VvQPeQdhD/0CR5Pte+Ff2d0Gs5/NgNuKgGvrZ83uhWaZZOJY6oIItZxRvBsWIIWj2xyZ2mLOc4u4RNDHpmSdQGSVkiwfCceoujG+jdzesOd30/l8OJS62fNde1eJpuvDGDE5rQGpy7hKKbkMc6eO1FOKXpkU3P6JMrKQFe9DihxThPi0tJO4n1J3Bp5Gk9MWf7erpJ0v6E2L6BXitpv19s30ivk7TfKbZvpb/M2eupTehl9E+AmsCtZURCx8Iv7KPArYU6J5+7bGLPpRN7905cumcCRfdMXAbfyU+yn7EzB+D5rUDWeipG6iQ54Bn1wl4fxAsRlKxMHW6okzRIo+6lyfy8adtB1YuakEKgNBxcifPxcfC0gkg21WLH4EI6P9kHAwwhNRxMqOUoUs45F7HdRtTuiVkHvanTXq2oLu8dyL+h010tV5d7kl4t+gaOzDdrfYeDvUP4VmmowveDaHJwjQUER7Tz6PBaC3oGIUvzVBeO05cddH8k/MA+fEvTl7uvDD8Aa0PitMkaN/Fr7yBrVty+nnZL2p8Q2zfQQ5L2O8X2rfQjhIZIHC95Tiv/HJmYn9EPNIQ52uIir1tJjl/lnPy8DBuZCFHV8i5tTsTgMzbKuIQNPUnZaG1t6Uq3PPbRq5ZMT2eOfwKtb07+Ntl1xd699Kldu4jfH8a/DGSi5AJxNwnckJCgScGtvgAL5hxfMQEdYoAOMUCHGAAqxpV7KQiMwJZlBQMODkeKyDAyED1Gr2FzV+xtXJKyunwuWzgWtrkyQ3X+Tkujw9Zm8oa8JpvbZnUNnqS1Fx8whbNuT4PXbdQ67J5Ie119b9SsqblI1WbzO2yeiDsQ8bB2o2/H+TcEOeUdupLphHXqweuELkCvztm+Av1c0h4T28douaTdILaP09LnO8T2SbpC0r5BbJ9CbxKahnamgfhkmwFXHhXWxIsh7pWoIWHcEF7In1cIFzgLa/Wh4ggxLVeSwDV448JBsgEYDRck2wI8vAVbFyQxhvOHCfPBKzqFvBGb84hcjHAQot+Pfq3obHS2sF2BLe0D6+32Dc31fTGLNHi4Y0hvGUrsPMKcP2eNqss0i7LoI/5I2eO0/zc9KYN5nTPcEAzVmxtyvhWrjBGWhBP7XS7/8WsspqucDm/IE86h5ZlctpWr3wQ6CI6rbSzIKiUJdCWyCh+nQMAaA6iFZmXuEGjNriqHKcGzcBIYkVXm8nnPK6rEGyJVazYVB+GasFeBHY6kivSjrfrbtheF5dbqt9icjKtEbyIxqgTvB3h6+O2c7SvQG5L2mNg+Rqsl7Q6xfZKuJXxxBgBvJ8/5C//8lXO2r0DjpP1laB9kYlQAjaGPYMcq/j20P09kFwe0T6KrhXY+LsgJ7SwsDo6WLo+WpE1zNUFCfKBmLR/4gcQ7F/yOi5XB/DUqLFsUli0KyxbFVmqOgWVI0UTBCzG7BE0G1HhtKhkQVb/dWV29ybUst2hZav0Y27U+l5rqCXiaB0PhnJFx9GYeRoFsKBYPr6VbWhVV8guVpqH+dPsL1+UuGol4Ola3ZqY6vaZaNJFsyv/FV6sJd/Yu6uDWjMRuEd4zyvMep7gGYQLTZTys/zBn+wr0jqQ9JraP0SZJu0FsH6e1knaH2D5JWwgPC1PV6HV6F+ZmsA44atEcxaYHqU0Q671yMQ4ZA04z6xuu3fFijdnD6XAebEko3CN08ODdpLSInxgW0Fe5L74UX8uCgbHtp8P0XUBgXlAnLuKjM43R+QIZS+w80jJGUuOcmBHm5GprnuMqFQXJtzqJu6yAFYJ4k9EZtR6MD8ZkgGnEdOzEAWPlqnLfZcGmVm/3+ja1oty/N9DU+qB+tbxCHo88r5uUK+SxCKrMXTgYptFlngPskdGubYsD9BWeg+7DExNe5ELDY6Ns/g00DGtCYkHI2k7wa/4rslbF7SvQHyXtMbF9jFZJ2h1iu0C/JC6APGeKf86PJTFt75GYtpulNWx4r9gCMaTSWEn5wqGRNPwhFxCJ4/8tAmlaSBh/AK4M9nsSa5uKsnA2Ni62txDFptCS+DXeSZQ7KaZm4Ci2k3/HAWwxkpxBv6HJv1FIzWh6V0PfgkPYuGA2ERYOERaT6F8SXf6IqMtv4nkit+dT4p4/gX4t6f+w2H8z7ZL094j9V6I/E5vAn/N5+pMkV9xFbf5fqR1SIv6fJZEZemIkcIhlRVzFZUVqGD6ZVvARpTOzKo3Yvbpyq0XnqXKZmp1dSzONo4XSI2qXw1att1XIl1TXdGaDfRahFglNaWE+GdiH0yDx3EvNFjoX2In5+riiN1VLho/NcC1kT3YWKl9hZcVISodlyD+MImYsqRKGb+Pv4KXwJ/UC+tUD+tUT11ITDusXcqDmAMK/kxZlsKnLLFYMI3Ozo2tpNlFrr5wnT6qhxtaVcpI8KaXNaqkSoRfqN5dbtAslTon6ZyvRQfy8DhIS+DZ6jdBwH0/DP5L0f0Lsv4Eel/SPif0FmZfr/xmx/5bCfgH9w2L/Veg5Sf8nxf7b6eVzPn8NXS7q7TtI/wDfv46043yi15gueEo/6b+OeXDmB/+v2if4/KhJEvteRz1HzS6pqS5Oh1IWa2HK+WOxCup8ifD6gRlUnoUiZmE0fE1l4CK4zNO5M0BDnnkzqYiTx8iVZ1koo+raa092d5OsKj6Ulgui9YtZVatXL9I0rT7/uDSxSmITOyLaxDahf0rkUEqUQyd4GYjr/7DYfzNdJenvEfuvROcl/T8j9t+CfibpHxb7r0Lf5epcAE/zAS66CrUfS3LvS1KJ+Twjgpoq4GOGWSmyhSBnLnWIC2grO1corzMHaxIr7mDebLFqWcJ3ukfSifzTfAmex/eX8GZcMgdkaZgDzleLUdlCHirvHPlQghK2VQhRLil4IJeRqlUvWAvaRapv83gZB7yMA8jjgJdxIVy2ZJIlaW1uURdl+AQ39NmWsEXcmkaiUYVG0b663SlkuuVP8xlwGv+n+aQ3havdKQLF021CqA67joX0N5ISV2NE/8GlwYk48qSII9sl8rNUR1pDV4v8cJLw2zDPb7eQdpKDxqShfTHHbwEHy8T+D4v9N9Njkv4esf9K9CfJ8z8j9t9CByT9w2L/VegrXP/8l3B9JKE/Wk9/R9L/IrH/WrgT+PMEGX8dP/5lEn3kp9A+yLfXgUpF4/hN+hOk9ouROjhvVamSYisfUKmIJjGEZ7HYSGoWcWFUuLB/OV/QX84HUcn54CmuphHvd+ZKPGuYFKtHz7403dIy/dJ0a+v0S7jKEXp3ajP8N5VXos8MDooxxdX030BseqjIC64ullSUxcqF8t+ImpVSFVc/FPPaynPczFQLpfFyMdomIbeGDyvXc2VgJUk2vzmZy5286SZpntvo6ib1wOq90lQ3kE9fhYmPEvs25w/YyPsJXoH2RUQv5HT2cXSQ0xGgvYHw4nqeFx8Q5FzkYyjQ2SfQpESXfwvaOwlec/03oxtJO2guqJnxQP+VaIeo4yPKkc8jN+CRqRA/zu+WCyBNIZuYi7hTETU0MZdIq0m8CdxSAeyCrXTz3LJveg4mycmuSM+ESbEUXAfSE509ovL/TSPKSFL7XrOzeoWEmaUb20+qhCS/2cMM9Vpo7ZeEPD+gTex+/zPhCfX8PjZJYIotYq/R2jlqeJXPW8Oq9SSXpUh4wcwK2gQQ4Z9LNWDhHtojMx70L4CPnxoi7UsQ0YVmfj6zAnG8o4H3Pd1H2r8H/Yd4e89VeM3RYu75wJuup09B/wjpfxH9AsdroD1JvwftwzzPOkEV8hm1s+uAlczo38ln5OZclMUI80e6mXfzvybxKLgOGJG3o7yfjaMHXG+7jnkH2kf49g2Ul5sTrhsm9r+Ivo3zKUB7HZnTCD8nuyiD/I1+XuiP1tH3zYxxPgj0H0wPJfRfR18y8yOxv/h8tIpuyz/K9/8GyJtC/1W0Pn8/hWbeA5gpST2ULPXBhdK4WulyokEp+DuAUUoRyGgS+owRBwiPh9Prpq/MPI1Utb+xTLSgVX8ZHrv0+WtwngOMYQuMwUBdUGR7nSvf8wwxViv59AruboE0NjEHlAwG/sFguJyaPpIL6suuOdmS3StmhF5mWNmMtmvyb3pX9b9krJWLPsOXRJ/hes5/z+9tnaKtbQXKi/g5TmAd59fyZyJ+VoAkKPQn+Ck+/0mx/3ben8Q9Pyb2X0N7CA79D2nfKbavQ2OcnAl78zixBazlz1qYu8RQSWHPQlpGiYEUbyByPgXVyN9x1YewUovrwTkYvb5QXI0e97WN1ocyMXmmUGStXHNHJDeRC6l26eNBWqNuGhiLcNXWblyHEJdzCmPHOac2ksEpjv2Dj/yRbo7mhdNMcS1GlWT8OFlaTJvl007pCkfTSKzJErSpyDbIJ5+2kSzpy7ik6Wa8F+ZPcKmoom/3iOjb3UTnJDZRSrSJTvA+fq7/w2L/zfSIpL9H7L9SolufIPEgXP9t9GWS/mvF/quJzZWmkjPvMNfQ3wSoxKj/oGaXHy4sej1uqJc0SBXCEqOKieQbYImqfuGSbJ7CGijgxghXAK4MXx4zwhv1uI52cuc4JxRoE4IycrTWYMARJ2Ugv+vdEpHe6Fagt1SuuAf+r61l40620Vlzic4s+85LcpMRRfKLYqmB3SPh8Mil/U0xdKqWK9uG/b9dUy0WS8sU8rtHE/tSY579mtjq68exK7h2H28nfofZCjiI4ZylnqHm2xhKEp8KutocjqEMrIhGzLoIC5DDYkIYIBcGyIUJemJohsViEAvUmsG+dD3pGAP5Lwa0EgZpNnEOG8oKNmfeuSZVgArOOJ8kDE3Ludyc3u61re1jduto864jNMo/o+hodLWwXXWbW1LrvfYVra3rurxoM85vxknOf/JH5J9DAVSJM5ojoUDs1muqTdXdaaN5nSfANvjD/kXbekjW85IliM60Z9tEXreT8NIUz0s5HyjJfyW8dAXPSx8QeelOwktTPC/l9JM22Bdvp1mx/3qakjz/SbH/djpC2vXk+TGx/xr0DdJO6uKR8aRnxduQfFgynjF+PF+X9H9C7L+Bt0Nx/WNi/zH0e8LXmPw/SN29buqjAj7FMXLE5yytVlIggEva4eK0TOoFPezxhYv7h3Abn1DhJDW4+eO+ityJKc7/+GFK8u3dNsu52BCpHN7j/xAF+ib2VnskzkaNrnp9Wdr/YQr2Iaos/w+Sp9xDnSiK8V/AOpzEDUkOnl2iTdi6UOX/M6TKlIxQmYyvMnmG+CGq+PyUKnKoArZ11fOnp8lLQbdA8nKpI1fdEKlqXusecfYFhYxmW3Z5U26rq8Pe7mFZIaPZ1tgTLHbrrpeHnBMmO85wVquqdFyGM2taq9ULGc7WQNrnbam3lrHFsWgcTj8p4vR23jZQjNNrSFwCoioAp3HNRCug0nxl6AprgCMOhLyzcjHUkNNeeZhxBRRZTTFAxiMR5SAuqviIdLo42G4XLrF4/h7pTNBMHnAD52zXUb3S2sELpPWeBbJg8Drz0RDlZGz40D/NuYIrvjgbe04vfDmMtS1SyM9OW7qcxSGCF2rWDhYStrfU6piSuEBSj5KsRYZfC+KDI/noX2BWwN40zsv1l8+8IalfqSrkCJeUVix4f7ApkZZE4suI/QAbDqXzV57DhyDiYwh40whZHX0C/WjP9J49ZD324GMQUHb1ySuvPMnlwPH58i7qGMVnMc1p3Cgp8yQ14CjFNByVWNFJD4Mx8FlvRj5xwMxn0jsEbugAbugAbugAqDlKM+kL60fyFcWM+mRPUN3fz63Z5s1CVn1iUXTpplayTK2bluPMejG2634xtmsjL6NzvlGD6BsdpyslsWBHxP6b+H2C60+J/QUbNNf/YbH/ZrpV0t8j9l+J3pf0/73Y/0J+n+P6bxD7T6H/mbP/NnqFpP9asf9qjG+4Bk8+T3QJf6HOXEk9TN6lMPcBAYIXjpPK5606iEtTwi40pyNNUtuUHh8adAT05RJvWV3o2A2kzil9Kp9YesCudjkdBWMH22akj+6RFj5FVJb4FrUwp5v+f9RGWMCRwqWUGcmssXi7QAqIk99dZiV+zGHOLlRTMJuMDeqTTT6J4T6biJTZhOIKfrvTgosruNvMUpOPUGuB4y3MAJFdmnnZ5TEhJph+m/D5VbxPb4ckbvEJMW5RiGfnfN0x0dc9xvlX+P53iv230sfJ80ldUSJjtfEyH6fXkBx+ImOt5mWs05L+nxH7b0G/k/QPi/1XoU9K+j8p9t/O+8y5/jGx/xr0S77GvIfUp2OpnRQuSD2bV6nnxwU+mZo0FLYyVaGmRzncmOAKwtVEanrgajzc8Se4bBOpz8VXoksUlagj9ezNIZuK1KRLCGXq7EdqL3ZmhyPblUT33M1Vp9OqLuQL1t3btaazXiPYTpkIgfP1PJzPCbEDTAOB86c5ONP38Xoljhn+DbTfw/e3UEaiV+4HvXIA2s/w6/IqpcByAsjiXuITSPMy952cnACy+I+JXWOMb7+Y28ugv53I7hledr+d28ugP+wVtLCXracvIOuC65u9RupdzFX7v7yo9j9X1MyVXRLZpjQJtcymOus0fO7XIZD3O3BhKcmZsXIupjphVARGs7dsuCV7jD7Uec01nSvEfLHbmW7+bxg+W7KMzxljA5kfHyN/RL+9Av/Rv5Hjxz17N5MCcT7DZ/oqo7OtL2pJWZ1SJyzOBsbncPK6XA3zjVAubGLGqwIsG6waZ0zhHH2lNdLqVrM+H6t2t0as/PiOUT9ksiCtCvlZFdHZded+mOSsxUn6l5IacCb6UhRlDpL8qLGiaGCSk2gVM9UZEunNvEtqE2qoG3A9utWdqpKw7wG4JuC6EJ9zSI54FPQNT1nxEbj7TTqd2azTmU7rvEmXK+nVarlPHf2eGf9nMpmtMa/B4MXH4Xr1em9MyCXLIwvo4nqSRaSO4jXhFCi+NKKUuQIYj5nJjmJqcXSNrFlex9aZKvaL7DM1YdRq3G4ngeOd6DamkZzoIU2jUYp1K5BQt4ILMRLqVihNbpNOqTEol2q6YuS+Fu4rLO4gfWe1ulqv98f6qjX40xR2aSkO9reie5gDJCdfy2cuyqPc6il4bMzgLMa1Ow5MXnjRVfRT32h8yvv19JMUyk/T62a+wXQW1RVmAhnjxbis8Lrt+3EGFsp/Gvq9IPYTciPxoar5T7/a99/052/bvx33G6Y3zrzExOagI8TRUf765uOEkDZ23nxz5xr8N2P0gZmXGQOgyPC8FV4LIQ2F2h+cO3gBEmDmLA1yqgBVsztkEuEN34L0gRpNjQHD1q2tUZO7OrcWxngXfWLmRYYqoVsG6Dad/y5K0Cd24rnsgfl/l/Fgi4tIt4V8Vm5IEqr8NaHKiYqQhw1XTDCmuhy90RHvcKu8DQ1elbsjDiJr/s/0vpnHSa1IKU0yEpocxd4b7MURq0ACXuS76cMzrzCOeesFoHnqBeTv5AsFPO+JxTy4YMDhCFcoICJ8YrzLn6RXzjzDbJiT5pX/e2geLUDz+Zn5if51i8lkmZvo6fwuevfMfzNrRXph+FOGkYCpPL3kd01evGdqw0WH6Lu+FT/jeyH1LOEZ+VFY45dFHOd4PkcPDMf3/3Qse3z98Wb6+2swjpO/uYfeNtPEXAS4K6xhpXQNM5mEwmD4VoPHFVWqIiPWGi39jCsS8uqCjsk9VS7uvZ+gd8xkmZ1Fz0DCspED9/z5T0gewrhnPwTlO/Jfyr8+85WiZ8iLntEhecatJeNYn//HzI4F82/lc+bf5v/xYRJwUf7ifH7mEuDJWsKTtdFCKEgszs4h876UZSUezTXLXW0WKUsmz9yALKC5HBDpl5bQrya/B92CLJgXnR+Cfm/O0898fjP9Ca7fzB56EdXOjBXxQ7z+t/inV9Kr3ne+jW3EeQXwzSeY04QGrQRfrB+CAhlFIJOf8ESjHnck8hb/mRiYctLrGtyuhgaXu0H4RLkva77J2TIxct8BMpyf8sax/LSfupvIT6Ax0ldDewDI7E6K+81RLteW/O5t8ru6uX6HDpLf1VO3F/3ud6Af/hd5VyMogmWy/Uf4dph0iPxNK/Uyxf8G2n8P7/kT7k9vX8U96RrS/ylYldXMadqP7iKy3Vb0WCGuFWTBMhzXyttpR8l3n+jP/Af+jr48uz99QyHmivQPFmR+8r1gV54g3+v4fDju7B6shPoKFbZLTr8puL4K2MHld5uFfcgMHM0MrzUDRzNzZ9Wq8RE2vG7HAiawAB8WJDtWOL4xYZzjLB8x5RR95cUXvy890OchnS/DshmfTudPs/1DKLY2WXysj+DB2CnaufE5WzDfenH+15PvESJLY/itImd8dMx78tWC1ewUhYK93CmC7P2Pn/v2975wlRxH8NIxeCd/ThW8M1bwY5LvcbIGHhjIX8n5W7i2UPRDRCcX0pLxKRLkiDi3ET496OV8I/qBNt/RgZbmn7jhBvrU0Y8dEn1joJOUEd9Y4fwzybw/+IAvqQEeO2m4aghcaJCbHHVGG+nM+W/jmfPz7CXzTJB3avnz6pRUal57qLReMXduBlYgK7lYUuzjSmUCKfgwoi2PIl8+8dxz6Lv5X3wGZb548MAv3jpw4HnBNkjemyno2+R7K4G3Gn60wTjMQGNRauW8JxBJz7ULk5BCrgIbjT0JJNmaiyxCfPQr9i65zuEgai6rwZ3iPAK4kplgy9Zia7cmx/iwgVsDcu9Y7/6JxsbxA73345vExP6eT5rqW72+tjpj3mcMt/l9rXWmJYy7c3N//8Z2JzM0xDjbN/b3b+50M0vQmkguoKXzn2X0wfaGhvagnkEX0NpAOxdDwZ3VAvNuEeBPf5vMu3/eNS8J/V3gYDE8Q8H6ZISf6bSgc+qR9YYr74t03dUZu8/VubHnWfW1WxCVfz/Vo0Q35A8oe5JINkPFL+iqLz/D0SlwK/pOjJ/09vnzqee0ndwi+nj7mDHgp7cSfroFTYlx0n+H/SoALYtIbMzHhBgbWkX638H33yDa+RSknePLW6hvCe20BvYzP3oQEX5Nd4i5U320D3bNMHUbNdshXD5HKupssf6DSsQ6CwHF5SRqrRwAVQ78tZx3vdSQwku47n0NX4IJm6vDGBlxeiE+z1KoRiWPMNxJsKKrJYFTpg0GIyqvtpj0Faqwiw0GUcgdNFeXyYzL+tZe7GwaiS1ZWiuzXLXKXWUyb1T5OhsnB0cnVg7uLdO7I46uvo9em9s2VNfXftj7+81uu5zQFz7zXEu/R1lgsAlqTxGuqecIesW1zQwkGmaBnD+O54QEcIQAHCF4QwjAESLgiPDPEHy7pNq0Ql/IMzMKIrUCVzvCJX/J+du+0ODWXKSnTj+QG1nlbp9q7lnTYv2bv46NafyWCp0zovXatfSiJUY0teHubRlzOOPIjRpliou2JMY7vI1rrnuwrb2rv1rZuarJTHv18aXNrsUpo4XsL3+Z8dJ6Gu99uP6mLvrB5dFxqVYdXxa1kr8DLg+rl8G+fq2RIaKgUQHr+KwuHMu4PxVuVssuPvl8TU2Z/IijeuTGfZvC2a4Xr0I3+fIONucxNtqr21q486sd5HwzHMeUKuz2BctKian2DNmfuNPlKxY6HYCz5CaExUvAjBOweAlYvAR3ngZ/Enp6nhLF2NkOvBFbuGHrd4wsbgrt2JVbyw5Zk07WrdCz9szShNnXva6lbV03i9ZVmuvcRodGsSYS+/OS3W5He7RnzGsd12pMWmWtplZpSHRekGnd0Ov39azr9KWCTpXGX9dou6Ofy2PFfAHotp7a/yGo9iz0E2SemoUz+zEJc5n9mHj9Arj8AC4c44z9Cn7O81Ik0nNnxaeKPKHk6Am0vKXBVxcJ9rCL63f1pyc7vYtaEq2u7HBDdnvDgK3F0ef3dr+OHHanx2Bc6fLrw7lQc1e5rDrX4En7tHbXmFaTsbiJ3WfGgb5L/51qoLZKa9TyFlt1sfVeiRmUQVBgDaDAGgQFdrYFdwCuCbguhEuxGhdGsfNnYsp1xNYDdEYc5Pwx8X6JMQBjs4NBT09OtXjq7eFoT73u4OV0lV6ZWmtcrU03sC1s39JtOXO6yxbzaG0da4LrdD673qbRhVN9sYnPLWcYJpXJeAI2+9K+PRsuCKRaLEoz24DnS/g8rLOBxEuhD+9vk8Z6aRcK5cGJc1qe78gV0vMFcJ4rFyylOqmzmesNJ2vKb1eX96/pX/RdDd3WwOLoKHRlcMiis8WWLh/iY2toF6m3ZKDcBQotqS8glcdrATdtorlhgXqlFYWK4xhx8b8AyfEyFooL8KorwtwxEWEYvIWwDsZ53RVXXHvd5Vdch5DJa1ahF+kai9do9JpraHKL9n75+a9/9asvfAO9ok+Od3WNJ/XnX9cnJ7q6JpJ6vt62nNbCvHzz+pQKyXakrqaOnDyZyp7UmWJsNmSktfn73d6qy8os4bYQqeE08zYdBljhSunpeU/QKTnWqiC9w2sMfHB3QM7thfDGQOBrGuXJ6mq08+oTG9ROfdqdCLHatfR74b0XnP8Xre7dGHmu+cWjAKcjcpM37vg4iXGHdfPTfwMa2jxvjHvJhKXHUhc5BrnkagXZBTTinYm/w/DBG4KDAcIhY2aZwKOpKosv5dd2bRiIqw3+QL3tU2af3aiUbbyPNll9VnXZjgpX82T35PFd495G/9jWI8P5UR/INnxdN5AT95M9608kptUH9LF43hrgJce1FNcaryYDVvJ3oB3x48Ub2Em1r77R/jG9z2mplF1879NLP3Fsi63RNHrRNYvQ/ez5PKkX7EC/hLXNUIMwhobobJas5qxsHNrjQ1NsJMiEY87z5sJyckGBxRYqdSYSitmlUQnDisgclromR7zb07K0YdeSXnPUzobqAs2qSKJdH2z2O6JuDeFZ4Y5FHWFUFsrVWxUydV82kKs35VZoagO+YN22XMzV4LGqlFZPg7OdZ11Opy+9pBCbSPsA9svIvmSA75uIvLB+3oqBJSe3lZycItXcGLWgSeFYksqoECqAY7PZlJsvuswTW4rVTPaip8Kd9lo2ztPdZehTl5WX76ti/iBS30x+AwA/C7y1geCJneNU0fmqrxdqHC5wWCcWApXkoAMulGiBM9eMGp5VFR+yodcbspcfPnwVl5mMD4wDtTjqd76O/ufo8Vtuab1wqB6frTE8Hu/wq1ds3ByleFz7GYlnTEj3xMIpY2LadDncmIhca4GxWLhCFLP3t1mIRfAJfY0gibM+3BU1+3vXtVw0iKtPRFuV1gjriHu0dh4tDGatpq5lWVN246JQ11q9pmfEFfXaMOZERF1jhI4C2Xmpo3zlorkju6TBvtZ/swafdqGzgjE6cQn8nihXnIhYawzCuceCcsGV4DAY0FG7gQWkwke9PMx2r287dCPbs6lr2bHmWmN7MBxBiiVLatX+7sT40NBwbnOf/6PXtm8ZCJZXbS8ro+2TnK+Kgr3jD0ATuG7sfPyo5DAEKU3QYg5gBSYBnP0nYD7LCqh/991ouK7bXhsdbdQbo2xzyMjhver3hU0HUU2wBmrYx8yFOKIStl4S9yotdykXQCsnceIBuDJEjuD3PM7sH0hIqmM0nXS4go01yk9Wq8MDa5PR4YwT9sJHG4NDF7Tf2Nd204rujZ0uc3xxHAAQBJrEcX9W0ImwV0kTnR0rWSLgEPSeV0zFKd8VlJ/bcjA6i6ZahV7B12lPlJXJc4xAgM9huXzT1p3bb7j2jhs/4jd+3OJCMk+DtbJcZVSzWlTmbw6Z5b+86NDxG264VvlVzSvV1+xYeSI7dPWbclM4F453BzSt7Vy98D/MeNAM7YX9r5OPdS+PzpeVUohVO0NgW8PnPcj5kwa0sO1oFQxsk1ou8tD4/uTHP/nYJ7fJtn78Ue9U+p5Akw4ZULU7/2T+7noUzb/iQvu23ptIJ49MYRxMAVx/A/uRj+xH1iJOt8AeX3I6TCEZlCOgDBZB0lwYJL/qPGw5wwpqrVberlHmEjJFZdk9ylpf36b2j19z9JPxLBFFNCCV5NdU9Xc5+xctZttuWNG8qiOo+Lrm+8rLxtBA/ivRTAUefxDw9g+AtyFSu7UIAWbL/AucnlQwW3DH1yxwuiKuvI4LWujOcWovrorvm43eRA1gRXdGQtCHUqkM+qHV4XU4DHfr2AvXdiypltUsaVm/ldXdbbQ5fR797d/NxpaMtx8dyN668uqrmlqbmz9yzcpbswNH28eXdAzt0XE2+eeAb4ziWhO8LWcSV8MRbTmkDg6tIzahB1EhT2BMzBPYgvZL+nM2pClJfwJTYiv6D77/K/PXGuTOvKV/Qp8CuX5W3CWvd9bMWWMC+5aMYmkGjonZz/G5AHx2ol7I0kiJygd30LZzcXTXDl9utD7sDujKwk3+RC139nbTnSb7Vfv2dU11BFX7qh3BRtclXa3Gmvy36abDhwt+Bhwjg/0MJN77PJkDqUdAf1Oqm5RYCAs52lhIQ7xuolB/4CmrCx2lO9cpq3iyCT1oJ2hztNs+4N093HvpsgZcirJ3a/3Slt7W5eV/e48xh1LbvabV3nR06oaVpO6kb3XjiqnLYv0xYyGul9jG03P5DOa1Rb45s4L6C+nXQGqMvDfzR+ajsL74rFJsYbVE5zvVu6CTcJZ8B4FQGV8QiwOGi9i88XkvGbdeEHZgZRU1jMInlK6rMHusxhor+kLy2ruDiza3vXGlstoR60/Sj7W0RVKZ5pW1dUuvu+Rn/7VjT9vKZhvdtPPQ/aBIzzQlfpGmhNp6zIMwZgNg4EXzWoVLEo4/IL+4OKsY8UGpFC/WCU4DPpdYqDTD6HmnN/rM16envz6d6r5ocSC0aHNrZyrT0tIG7Ow0feq9996zpJY1tY41WdHA9+LN6YhwPj2mLSPQ7uycqJo58hLnWAYZf9gLV6aBIzTMw3RSQmPnpLBPl1DWr16XkpPg8zlE6Ol5PoaMw61/AO6tZG6n/OhlGrcvxzHlJEdtFT0G86mafZZQSWxpycHjJecaFWp3CIdsYQEIaVg9G4AVgH/02It7al+YJm6b6Wn4+R06WeKL5Osw9sKYagDK3dR8qeezz3lFfER7tQhU4SRHHPslwWs3I+A0+q98fuDoRxMrr+g7jU6vb8m2tadb6czB7Zf0TSS09Kl8pDH5SqLYN8r5tLBvFCYbnTcWd1YOiejCQgqMj+gf6nwe5n/1+e/iPOWZv8IaXEJqo3DSHtadaualaamOw820/BwncJbxJT65oGxMByZ8ohKhbHIQGI7pR5iuE5qAyqirrbKiu3J7avO31V6KYuUVWovH+Osra2Mjl4397PyL+Z9PTyMf+uKyCw5ckNGiL1Klfl+QnYBDMR+Dseupaz48VZesZUk9pBKJoCDacnRPzaJ77IwgxwyzDEuOX8H4pk0w2E2qYdEV7R/9/Fc+++CJlo83f+yBx77y1InWj2PJCx1Ezfl3kIZcL+SP4TaKVI5+h5bD3iOx2brx693zVKrB1Q0KGWUL6DRu9QIa3hkqjAvRi/mQQr1NwqjYjBimIwS08T4HWh5YtLVjeF/dqtxIMteeHa5ta2hqjHi7nEtjOwfTqzq9gwNDUy/EljY547GxtmQs1bgvHPaH7dYVDVFrrDvYPqKSlY8LvtoVpAbEZFFWdk1x+PUCHLqAn9zBa4hIyLX8HcnUJoIEXiWWK1PV+aBMUSGTffX5B1UVsi/Sp95Kj/VmTXTl+cHfbrklcf49ngZXMLcDX3uO4vhXv+hfPkR8vaPz+rNLnL8l6CblJYpCzCjZOnhEQt626enmhx/8yvefQQ35HwB7+BNSY6zhdAjYkwnP0hDdXjMv9Ur3hjLR48ztvhp+160ws1YDbLanp49xuyy/u54fpDOXkI2Vo8W5/P1izMX/VV98+vyLc/nihbpSZAz+Qj6N4DMncHuH5DXUFmyAJdyhRPArEN8ZWDU5bwNU83dAPgBE6QF2J42pgdU5gzfltyrTP3z0uOzgp7/XMpq0ynfLqvV2Hcrnt6K7udqE+pmfMl30z3ifPbYhk7jg6Fz+eMH/Lv8w/vfJBfzvXmNdmx/uTIEljH9wz+jo7kVeZvFixrto9+jonkE/swQdywzFjEx+PWOJL8lklsQtDLqPMcaG5vK/4z39QbKnD/x7e7p0C0ez7BiI2z+4bXz5Utgz2OkX8A6e/6mwkSOc00nHCf9YPG/cxQJu/rM4w4gc53eGfHJr6dbw5QISejEvA93kWNywa/d0BOQhzTSSGa1X7fvjH7pa9CrUc35QwHWmINcsuEf/LwMkoeEBYv7EA+//4YFPcIAAKuUAIqwFM03ywdZLz6P74LGUBEgUPDHCWPB5LWUkNwxwUhyTZKFgXEsvrT3vFIcmWS7AZgZ+PP6BcpbUA4RmyVlVvKwhylkS7SHl1opy1mjr9feEFm9pe/vTaPiJFhCysi3oO4KmcDif5rQEhqyZnvByPdDf5LxV4koKypTUS5CWucJjVvNnSWEvCB6ptjDShDhOHFryZurauxtXXt7/+PR/tLRFQRv49TQe6sBUUgccn4z0cczpZsmpeLxZ6oPX7d8Yy5sAssSqgwNPTX++FQOstXgUFHdGMF0GcoqtoCOXYHDhSJyzWPTgdXzFwvXlqtULFvDQFiooSsNPM2wq4ff/oi5nGa7bMXDdx+6+eeDiwIijNdjRJXvnbVk7Pew0TPobnn386TMNwVVm69SGy9YsJ3CceYc5CvMwgAR067y1pwrH48xXok3KSpRiDLtqIYWfE87dwlzd0OiGubphrm7O6o7jyXk5IC34AhhJYQRsT6NXtW8dbCgbfeihCzS3H7rlk8ElO/ucUadKBT/sUZdG445o6kb3Ls6D5pj/y3Uf5+II6TXm7FR3z+qsxZJd3d29OmvmaTJM6rxIatCXwGKBQ2ULyRAckmkJkvkUrJYLisBCVwB7olKsB8X2P313c+utx9+cfqI905y79J//RGbLmoGdO84P/vPnrZEfS+qkE99RD8F7Nx93g6tzTxTVnlPP4RvgbA9+3oXm56M8sP2/TgB8HQC+jgTJZuAiQZtYTZFWhyUWf6zMGOE3OLSGg74fxR1hm4qR6XpS4UVph69rKnPokDa6tNUZDf1/7L0HfFzFtT9+Z+723u/2otXualda7Uqr1ao3S5bcLffe5IJtbAPGNsUUgwOEhOKEDgElAUIJSSCUYEJ7SSgvBT8SkkASQgu8vBTyICHVq/+Zmbt3r7QrG3jJ5/N/n9/DrPbeuXfvnTkzc+acM+d8T9Lb7kokG5sas2i1o8ZtasCDWm8iX1ufrBlY392/aSByy+cXnre2166z2hymLWan1fL84JxrjJG2hoX9VB4gmC9kX18Ds7Wu7GNUYcKcChHASxABSooOFqA75uLuiIHbTk7Y7sjk7fMRgu8CukAcnmBlwkyJJySY+A+HAmMXk/QAtDue7O+rj1lTSYOgbZ/5QKxvedNb+U0duaU9NS3ZjoGvhGsujf454sN4350gbtiwUW+01LREs506hYbG8kNb0TewXa7XVmx3yOVDLIZUUigz0C1fHUfn2J7D9rNBp/37xA4cpDmKmU6L5DptRQR4+anM1luKeS6nqmTpNks6LYnPy5X1Wp7ptPutOxJGh9mgNKELGrdb71QoDQ6f/evXIbUx2ra4+57iuuJfr0O357sXt8fNKFfG/6Nje4TKo38X81LL9Nl/Rl7qCkiJyZY5LNqxiN5uEO1YdurZGRXzQhPzFcsNHXWixsaxL1x28PoN2U83r7/+4GVf3JR56y0U+OAF+O+D4ptvvUUyAU68i17EJNPwgWnx88uRs4/R3IEpCS5fVeKXk7PYESXVSSBT6AQmQ7q2NIFrYQLX0swDBfiwXSaisUZrpuirU3OBwuD+THesZmZ3YVbDzvb0/PZIR7Zjdm3/qtbhHal50Z66dCLesAgNhn2F2qXhoD1WiKU7jApNT2eqt95ZE1ojOKLBQEgcv9hDc62vnnbPrIIIFay0HGB8lMUViforO6IWLcqJiGkhRxqVs4OgpVBpFIr77rjZpFHcR5DHvhTpaU0Zi1dg+91de8LozBJ+lIfXgQ77JtVhz8JOrlTvFNRbpsP+j9DQiJERi17bRNuWBk7PePbAjVffctdZDdheGip0rPwWY2yfRnfVnER3LUzSXbHd7zCrrei68R1KjTPelRk1httWjxw9/jt0a+/qcxblBSYX+6DNQBwYflu46VD5KrabTwDTd5QKMoLkDMKOvOIRzKQEqBDU2AD/SAo/h1qlosDZ5B/6owHxWDF6eKkC8wiEqhvTT8xTjDzV+IbB4Pbm/MXH0JC/1efQ6drPbMf24hNogILrsb6zUX+j0WnxiSo2wD6UVZvOfqdou7aiM64ZH79m/Ic/xPbvfpe8u4pPB1ur7FX0e83H1u/3HBlH/4E+Vxwjg5qMYYolT94pw4em5zPZHjrNRWmnjorTeWnI68DwMxlYLoh0hOeJ6COoc/xm9KrjKvS5/fs5EXOjhu6Jq7g1ChZTUsNnQA6pgfWqh3tRzCMgd3CqQGguV0JE/NVU0fWqZJNUnggXl+0Ep0RP2hJoVLAclKKBAzd86uDTRoNSiItVkIvSn/jEI+bYTyCkovBdOCaCWhNYfGsZwrzZJVgFJ2OpCYqWL/JRxCCdWViLC7q1aTg9J3ud0FebHm72rt8U7fZe5xuINc1MO//Lk7Bao+5YXbT4JXet1Rxz2wN2XR3S9p8yO9H+JytS+QMEWv/wDe4AUlv/EvQkZm/fKjg/cAlz1qybXbxfcH3gFKx1fZk1c6Bf/gjjTkf9ulaL2HGb8Xw6J0bkffJReFpJDFATqNhjDN6xpNz2jF813r/dCtNwjAzM4u9vgaeGqV3aLrc9fBQsCbYvY6YiKkFoFaEgRJNDngjNohniKZ9XyFrGx/3z6hfMwvZn4gG7+Z3jv/uO4F059xVOmoev0vYvnbYuFb5VFd5XH872gF7ce+PxDTfuZdQ4/jv2zZX6gQ9BPZjtwfjh++EEDGtyxzA7mGFSB4mddOPey/be2L/dVuqmUldR/2YOz4Z6TbI7TOfdIkWC2USUnBIQjV7MAZ1tsk7at1RKdod04NAF9XN39t18BfpSOhOsTaax/Y4V69uGk2b0+XeSsdtinCTjP41ZnKWnwvb9UcQ8ubZtlfDriTqtpTUlfSbJ80qWCIzWG0fGi0dS9aHaWH3xt+PBgwdrupbmCMs9Sqp5Ja13ZijtKuGnor9DfTVyu0OFUCq3OxipZllSCZW0LlXrgVY0ZEJAqOLb48ELL6jpXZ6vqADiDMDznwXZMli2O1TICvIMV354u0faeT6B3cFSRu5Qw4EAnwR8ChS5o2R3kOULkdsdvu1rDQzO39W1rjdSM7Cpb9v8mYFmb0NB/fg3VY3ofotjZW9qzvbenlNmJ7vWOCztQ2u62lhulHd54oNK0MaumtYTssKNu2KxkNsedBIovLmcW0oDB2741MGnTYwz4cTtd9reMLQ3DO0NQ3vDou0hnhAlABZgT5ptb6Eef9BubNlxobFzfLxLXde7tKVjXV+0pn9tZE2mcU1Tg/Xgrp9i+7HmxV2Rutmn9A1sn1WH/HcsWP6lRczGgN6j/pTecma5ijlfIRjLB7ddClPQ0q12UbF1g2LrLim2k90pR4g7+1pqiSiHZ0i2COrHiMyb7rk4mTl4fm5TfvyiZHPCZNU3xx999BXn7KalW4364+8/+tVU4guYJqutmsdKz3DACR4O/oCLcddzxO2lwqd3MoepgP42TLUjaqranFxlx6SpPo6kc/XirGf45rZjJFbBRRO4lbIOq61VEMBLPjZoF8M7ZTjgcxtnzgq2zc+2EZAVBv5dPDIJEvwRGSIq0zXQNwjGDHpVxIx5VopHIXnVwhV+NZqqfjVk7gY+rF/NCTxpq/rVlBxrXC6U9WUDg/HlLX2bB2ul1GnNvmy78skn+e4xm2ttEEbyth6WKm2l09bWtWawgyvj4lEZlGHuEy/W3/ApOJ87fT4yKCf4Nuy+eZSvgh7EE1l+Or8azbTae3W/GixpR9P61ZTUpauC5x2s6V6aOzbGtCacIotBPCVqTyLzLalQPyitXXQt4GNQZwf00s5/mgaCq/jVuEW/Gi9bycq6idS4grTygtYwfmQ8wNo0xNa1P/wB2x9//PGFq9P9ScdXYoHLgiWsKyP+APrg1xLGMs1/RjCm6Lj9Y1n253VcnMr+oDuj30uyponKWis/rqxZzZxsKck5CplsQzxZesavHr+nJNUc/90tt1CIPA4/KfpvzJk2s7Jc2CT0dUhRXlyFxcvF9lOckzZU1OUdlU3DnziSHNnc+T7xBVJ1dHT1tnbitoM7dncubfcRZ6DivcR3hYxpYtTCX6DjY+pqbfgI0uhk2zoms7q+5POPJdlUPkJyVhnM39QRMtDXN37YtB8EtJreFfk5TDpDz67dbTl/7Uo22I+yQS7fx8a5yXov3WRDBJkBj+GnYEL2cdPtu1fsHpRXM6K+GcXwx5hdNDDzZO8YNa1XGQwGzec1ZqNJc+0Lz3ztvE+ie/2pkNcYNPoiqcDx3+OHjv+I1OFvUAcnDspjWSqEhgr9oxyIdJSyJTPVB/XiEbOB82wTu7W1gJ0as8msPeub99y3RjGoF0xYb/RGUv7ixTAad6PaxnYbV/ZP4hfCq0bksWgn33OUZyHjReMu2WaEmsA0Z75LG25kzks338zclyS78ZfhfUu56dJsVBiSK3iqfEKqxNhHUfkDRkPeH311/NdHiIH5xhvPphiXQHOe7pXM4k7u6sGk4MlYm0YRa1MW+y9ibBKkA2cOXXDlnfPmoW9Ak69E84sPoPljSHHRRdBmWALRNyk22qxpJXA55iqiOgx5NxbfSXiqRpzvBnEnEMSAKEXHjKijb+zZM97Zic6xP4vaVr366qqf0Tb/ZWIVfxONrT8ix/X8Z/hclV2squxpaKTMcwQ7VknNFXLvK1cV7yuBKILVPLAuGD7DVqjqhPW34st3MjcsYosH3v5nGgNB2ipkPrT5XYx3+yj2eLnMY5XWP9JHymNH6cahjrbZamH6biRBu2qydZ42GM/ZlPn0JAP9aN9221tvlU30X6J6MPCt4l+pn1lvGYtaREb+iFjUj4EkhojZXdxymhaHFV4Al9MlMS0ND0qDmJYGMS1NrVLdxIj/IbCoP4Rb2oGtEtxuxOL2NzbqB7bE5U5qucba/tDC7P4ZrasGmJPastOM0clA1BuUTSmZ05rHt7Q+7WuaUde70KhQryBrT/GvdJ+jr0zDivjqCvzpLCnIMhr20FgClqSoBAyvOLEbX+hEaDRHKdaWoyoAtUSwqrsilRjGaiBa+4qotAuiq9wo8edm1rc2l+hsFQis8UZF2Cdui2yt3DaJtae8ipopmFDUZ+hiKsMslduKPoYvXTkgahpfOsYWJH+6K+butbXLXeoID5BkuxzdQyR1MmX+udKtOIetsqmLLjqrYZzukayfud361lt0l4TN1pL/3IVAIwd3xrT+c9O5z+imn9FyU0l1l3bi2hrLixQkvEZ0bXUivmZ8vKbHcu4XbvnK18+xffa24g+Air/53OeQkzq0Nt8m319ylGM9K+Tjk9Ow7NfJUiKZpGryx5hPnO2YuN8k36wEJunsucGbNay4ae8Fdy0zZL3Y/tLevS99UHzzv/bt+y+KyQ/1e5v6Ia2eVn47AYh2FfOEVnKBUEl71OLKHin5c17VfefdaAGMwKdefJgOv7bzJJdOuo+Bz6Y2yun3Eis2Nio8UqbaMLWTbJjMcikRCpbJNN2fu/tAw/gV0g4d+nxpft5F/ciWlnAfq5KlQu2oYH7yfULicKeicyFGJ6VVHGPWHF6xcK/t9O/eeed37zxE1uS64k9hZP0RGcR5uZjalSfxin/Jvhedlmzvq3+7lW1/lWz+0WKRxgi1ljWbOHlgXNb8amkbWUKPE9gy4idaJCVbRjWQbHlqhngJYQxtyg4E5rh64v7opDyPDYkZu+fXkzCi4a31i3zdtZFCncuZaN0TFTYICYMlJM8WRgC0m9ZcupwGFtVucHt9nat7e1Z1+BhvChWL1K7TUkELzf9PaEHDlFGTtyEw4ki6gBTyNGmNya61fRHJ8JP15trM/sQum3OrRdBMJYSbT83a3MUsQRtc1jkrGzqj5gr8LURxsTUwTrV0X1uKGj+BKsIgBRjMmpBn3sO888GjX12lWPfFR199A5uLh9AFx997sRT7QN4HtNzMfYz5yJwuqikFxPFAQQVOElrKjoh7ZUk9EN2ab1p25p1nLn3y4YOK876Gete+8cZatL/4EqqXt93MzZPrgCfwZXkM2s50FOb3oKLyrlL0SCEVJD6mSnW5AjxUCC24eWP/TZQ+Nw9s+L719ZXoEUKj4qyVogy/Cq+nfvHb5faZCl20QtAos84KueIohT1lfhkm6cgiHhE9SgCuKqkfoJToHhpTbP/a0UuW7LX1HlCcef+38UM//Wnx3z4gnA0VJ9BptK5/BL5mo34QpK7mzIf2/zkBXyN50c0iypJCOtKKR1QGEXUISQhZulKx7Cv33PT1YcXgPUe2zttue/ppJPzj9ttLeoPkZ+07gR+/6H1nquoqQRIYMSCZWF50rSYh1zlnK3WvjlpJQg2k3HfunUpLwN0n1BjvvNMcdVwyb/+Fv/12vD0hKF57XWnTE2drpDDYlasYDyrtwXrLNpAKO1IF/o28XmY4UIupzZwiAEkhX3b/FqvItmPVzl+7PQtmjTsdzSavdnzcERidpVo595VnIkH+4vMVJh3ZlbXqV5RltzWTfdNPjr84NSzEQieHAr7VpQyeOeuUkL137rxTFqwHa+bvyoF6oiymxR/I6yEOJ8v0YkQZv4WBM/O0HnoihE3ZTihYS4lE0Xa2fzDOcoiiJN0zeAm/bSl+kW4YPFEZg0rGFszXQzS+cb5czqgQa8Wdkep8zUYDJZm7p5azsZHGBIwKZ37cRAQNuT8/lTcm+fSTsQVzM43tYr2cmelMahWbGSeNL8hPqVJJ6JhLd/jH2XZ//3Yb2+Fn+/3iVraYr5Hkg1TRfI2Y81FclWdhDsgilysWAbl/ukKKy5UhfmngwA2fOvi0UcQvtt80LWgdRVUqROLy9PYiroMSGhVxuXw8RrcoZg/m5vnmZc6Zf+Sm5NxdQ7N3jURRtKNPAUxwEI1ao+ax5XFhbSrz0NdXfnJdtmnNxdcv3bJ1Cdtr8EPb9CBjTGpbBTOUR+px0t6I7sSbZY4Ttw3FJ5sYRH9gkDbI9q/Lhfbg1qbavuhA3eaBgY29wXDvuu4zLsbovXQGfxM1oPa+Dod7ZTiWmrOtp/OUeQ1XXmwMGV9u62/v46TYsvOl2LLNsnySHjEn7nEaj//mJCxbM3ShzKpeMUfkMYIERMguxQhOi03DnAVOEJ+OJuHYIta1ZGMcuh4fkWPYFp/vHVEW/1M5q6d7WI1c6mG0WoZhW1y3bvfudehXy7dsWV7CA0vRPeFJbaqQ6eValgN+553apmqIfcaT4YFJKIoUEYymv+NZz4ZAJuzu3jij9vJzD16OVKkW1bOqXAq+nlfnWK47sr99yXXXoMa2/v624v1tg4NtUrzz+VK882Zske0jcaV9JOjZH1O+Z0AI16LzRFxqJNkt7PmI04DdCB08yPgj93f0PjpQcV8B7nOiV/9Ob2P38erp7sPvsftoHjz6PKzCLHYrhI5x3+V5ET9cJ+Je26fgmDfVxjIGS9/ChNWOwzWNjVFHKnLxrYYIJz3je9IzShjk9skY5NGm2tqs0dI7mrDY8QPRxkzUkYRn6MVnhCfWcN/nrppSj8KUZzSXnmG198qrgUkd0M20DgGKAU+e4BFzJtgqWyRM38Bj0kssjkmNdU9uOObC6Kfoc7xeeicv4vGzd1dQ4ASNOdYcjWWN1l5K4KNl4tQIsmP2zok16BZKp+rtLHz4d8o6pHf6ZtIYHg79GX9J3POUiwyGj+DTJffv0Eq7kMSWo2Bx+6Us7E606Lo77rjuDnR9cTu6/tBVVx2S1cFe9i+v8J6owG6rWJzlHBJLXjPWcm0szNOMaB9acaeh5HGGnOXtknJNSUXvYLX9xEVXX33RJ8T6NnDPotnoLc4ujWeSh6MgS3dAVpXHQi1xlyveEhK/n3XF80E4doplToajDbzlee4OaGsUNMsBcaQRmSSRqeI7OiV36+SskxQdMNYiX9cKsgoxuFL5VeTNx+0Rj8nkidjj+b+Sr9Ip+S6a5Zdnx/OlC+Xi8mXpGkfzf9dNvKw4il8AGpFAnF5uMbeNO5f7d46A/H6Dqyu1bQGp+QJZP5fRBMWCXaRgF+vWKFWAiH2dwEYNSRnIiBNav74Cn2oYPsq1/UpuGRxsJXfB+rEA7u8s+Rh1gnbWWfIx6oS1phPWmk5Yazq5Efgo1zKldaWYSm9M9Kc9QHGByjFbxDgzNeOFMoEE5UnusZ/kOv+syuyx2z0mpdJEvs2q933Z/ni8P+v3s2/fP2ZsQi+MHf+eeKNKVboRboiRG8gPYvCDJyoeJd5BH0Xu+KIl6Dab3CELfJtM7qCFYL95MgOp5AzyPeP9bvxo9zXkJjNcLH2LF5Pid/HgSZ5CN5csaBCnQaAn80dBs3kQZ65EviCo0eCmJ57YdOFo/8+3/Lz/+5RHTb4fl3M9CU514vYLyf0o9H36A6p7L5+4Cy3AfxPzPRBbDYb71dAhw5vQdZtWZPmaJrJeRlALCHu/x2qSdxZ10jU0gDrRXvwulH1LVtaCxvDbUPZtqSwKZXvpb78jlTWiLNpA73tGKvPBffvofc9KZX5Uj3bSsueksi60DS3Be6EMdCkUFcv+Dco8UPbvUFYrll0AZauh7Hmp7BTuFpTgG6Dsm9Jvy2WPS2WRiQa0h3ubtXeC+T+kJ1pQA/dLKHsKzltEH4kWtAM0OTV+WipzwG830d/+m/TbANy3l/tPRivxvgDcN8a9ymg1UYrbb4D73ma0EssaJ+rQBnrfM1KZD+7bR+97VirzT9SinbQuz0nv6Jo4gJZwFzNaifd1TbwIZUlGK+m+K6FsB6OVeN8pxftQAnUzWon3lcseZ2UkTwHw5X78AMh2D3GT8YYNVeXX0p78YxRUzCH56qpKoqoKLqiANRGwAhb9pIXfeqlhjCxJlmMENLVUwnZq4J1lr04NHLjhUwefNurV+Q1OgNui8MNa6YcOKIkRsMCcOso8Wp0MujhagKWtwOJOSzBU6mjxBefXTAPtyTnB+Jz0/quFda6eRc7Z/mt39S6v6WrtzQ1afu16FTUu7i94HefZ7OecsXh48WnnhISNta39i0EKJfqOYhb0IckrRLJkPD1tTvI8KcifKHxfDPss8/5aUlArKxDzmku+cj5pjf8oaJFhMUyXREaGaWTkUVhQwmKMJJKlz45NWT6JBB/ho0GeAPDm7DkGeMc/norHU+RT/FGwfbSlZbQ9SL8XtQU16O7jA99S8FqN8tpjzyi0lmvRm0OdnUMzOzpmZhd3R2u6FzflFndFIp1LigsPHsRWS+vw4sbicfzQ8Xfjl6xDajE+3I/qeIa3EYK5zaywxozMelFhtavwUpKb8cxULMKSkMaC0pSUFH7xqCS4RQjIsNNJApyIZdEeTdDgJ3U0gfh9Z6DNlk9iXrHTdF2fMv8502kKnlfMWD0Hryy+gJrWrNG56sOWh9EVv/1tce/DLm+dp1ik80vMnQAT4nRusrJ/AuwrueDjOLH7d8kLh4RgaOgWugyDrobaKJ2RfE7C1RV3z3NQSHAh0fpPal2J4AS3t3dm/cIzR2btXVg/s/fMCS4YFzR43g/bl/Wnzbv3K8IXrRs5Z2Vz88pzRtZdFFbs321O9y9r/yGzccyf+CM/BjyKeE1IUbCigGOqaosm4SIeMVwkyBPRgCAMykUCZ4KZL5yRX5rbhuZEa2YNdjrbW2/ZtuTqHV09O68eXXDVrr4jqbOWLz8vDsrg/B8JtW6DwV3r7h3Jr7to3rzDGwr5jZctejvdmm98kvL/u/hbYa1M4DmIZI9LkHUAOTng8yRLrci/7+JvmXTP09I9HeI95Dmfq/qcb0v3RCvuebriHnvFPewavGtiAu4l9wSnvedbHBLvIfW5q2p9voPz4rvCFfewa2Tt4mXPuafqc56VnmOvuOdZ8TnlOocr7mHvkD9n1bTPeYZrKNcH/1J2j1qsD5lToxN/4XP4Js7C1XAy3NGyJx6z+IpOFERTBnELCSR4UYg4UTPytQTmbi/+B8psnxto8SGMkIa3ZsKLV6FRNLpqcThj5Ym/2i5QXAT8M3hPQ5V9GHFThaOh+WQrhR3RYLwEvArkMKSGUZxQY8M1vDUZWbgWLUVL144FAiYe/Qn5mgKzNqF88bubVnsSAprUrgZ5u+ROsEjmUqbjNGwK5SPEYSZRQChRaG0tJEahQd5ceM524hW2fa03JUADL+It2ZrRVcWvFr+6aksgauKZXrxr4h1o49PiO9WZCqZ6lDrumcWNI7XoZRkT4EUFeG6BALMTk7SBtyQjo2uL9xbvXTvmD5r4a76HfNnA7DGSiHBstTcON/+JvXPexF8UX4d2Bih2rEbO3eXelFNQTcudSoitEhs/tXsnUwI1Il8uOPeU4jGUPYUSAt/OSlC2eOwUkTSyvqeUYedyShE6hXmBPwh1zol0cmUYaVwSaVziQCgdBcSjSnJNHR+8JRUWaTdakzRDDZJwTofLaKTOyquQNxsEUn4PtYzNDjd6ET6C/JnAnDHUUvze2Jxgo58MjOs4P0jbeyleJFs1UeYoxfljYE8u8YjoIIRuJKBXnbDHCOmI6KTGv99cvJ7XqJDqKgH9QHuFwal1wIQ5tAXtRL5U0Kk3naZBLwiHNAgplDzty8nv1NK+PEpteWxaOMQjkmuTvSVRUNrVYmRxAiUwRkKNS+s0XKZFPxCuUiOdki9evxn9nlcqEdIeEopNmh16nb2u2YmK125h77TAO7dOeadaeqdeemesNUfEwAKCfwwQuSDwoLFeodVYAgkzKl6zGW3nNTB8oMXFZu2NSKng0e7NxWuRJ+7Xe62na4tNrkPTvpNs2TjFdrIj1tfkpYI6xkN3O8l6KyABXYScdYLBZ9mvLTYLV2mQRsOj7Zuv4ZUKGAeHXOgF7WUatdFf50Vo52a6rtZxRv4GvAVWSzt9q5LmhCRbfkop+4BS3FaLOVRR6CrkjDS7nIlIXi3kI/wNPuH4b4s/RinsEHwNxx99/HE8/K7g+xpqQA1f8wmqPU8+uQfe0zXxR0zyDJP3nCbm5JTvweimirK6k7rzTJ97gG3mmsUjGrCVt0YRilqhBcBIEuqcFQmC725Sybt9Ar/zySd3GnwC+gNKFX9ctEBDcPTxx4//gskeC4FGT1WlkVoU86ziEbNlRvII5SPwTlgJCglnZKFPwA7y5OO/JU8ehic/ii4GGhV/VPzRJBp9AV+Df0/fs1dOo4qcFhUe4idwKyYkUYl78WrpyCwdWcUjmD1kgzKHUI6g66utUaEQtaJHgUykniUy4d/7hKKFdDj6A+nwX0CHRwmdFFIfq+j2iY/2s4RyJu6V6qZuMOumGj5P4MdV3vcl2/d6GrR1lJoOWfhWgXUymQ5Runco9rXTmcv/qtTZXxB8PyENuWsCJgzp7l9v3if4fMK+K5H38ceLb39jdFTcL9SCbh/g0mUsnQovksl7aohgE9GN6AilKBOskyWtNQlESYL4mgTVLsk2WAjfYHkxnDJzlSBFixOp9WfZfidvqB9Y1Vmz64YNDeGedd35Vf2xYMvMB4xNfnNAMDbU+SJ2Nfpm1I8bZjTFTLtcI6ce2dC+ZU5DpHt5a25xZ+Tr4ZDem4609Psbe+iYLmG70pyD9dMisZWd+UreevacPVLI8dFnn//R8Sufe/VUmuXwHJKQnuRRqMGb8O3QHc2irUiRqbCDTwVJKwVPK0E/UhMNyQmD7tKrrhvEg0Ov8trjGiuvPfvs48QLLQAv+TU8vzJ/oOFj5A/cdzcKFFuefx59r/jm3aj56Fl7X31t71mPwK9SCKFX0cGqe04p9CBC555L96xE2xhW4TlUnqzhfsf9BH0Rq7izqe3sGaDxw/wOmJdBrsK4P8kJl4/yBUJZJ/rLDx+++5pTFN9ELfi/j5vR99PFm/CPz2bx0GFuBb8Zh6h1ewZ3/oeIpyfG3RIyHKFDoqTkJUDJI2lRE6DkJagFhSeldD454QdNdPjaLN/gvNA/TRT3AD7ElA7H/ccosxDK0a9k0TXxpQFM/KtJ/iCidrXG2DCGcU5CSbmhsbA5nu2o6Vic93hal3YNbSbn7aVzjFMJIRZ063TuYMyVqD/+l1TCFQ96tFpPsNZVV49D/TkhFbYnehfXNyzqjZfOFjWQszeb2xw1abc17DW35chxg9sa8ZjbGBboaxM16F1+HYwjkr/XIjpDECuT1BE1KhrpKXOtt0oJy9DpgWAoP5JsHAw1eJIOr3/LmsxwuMFbi38drDnelBlKC3bzKXqtP4yPrdhkN8EhWz9s3AXoTxjRffN6eHNGxEQnWSUZzyjn9iYhvOXaVEvjra5aipbWZGNhm89nWGEIJJpCcBaxeeFMH0g0h05wDS20uWxBodGdjrpsgi0kZAQ4+g9aSA/LR2SOpzgTehWfCrXsFS0nepqnuJTnXSch6XGiB7JF3CvSWVgcncpCIm+BWasTJEIcPpGCQKJN4fPj0UWtvZe1PoE0C0db+z9ZeOq6yzIrz1lz9qXpVWevOYfQMg6VeAdfTlWTuiprpDTxGfAMW/9zMHFRPiYolWqYv8URdGWu+Cxqz519Nlp6xV17Lti/j+0ZwrNflz1bd+Jn66Rn253KRCxWgGfzxb0tqL34bAs8+o0rbj/zwPmncVV4A+Y2T/xRuRA/T/N8xbjpnMPKvt1E5isIhUQhoU6AqEcEGiJpAKdaO+Omm0r/F28jKxnfgw4WDz9PS24cuvnmoRuLR0AEOV3wFa8vXsOV3q84k77f9z95P42MVkXRVfJK7KKV+DL5W60SIDBeJfjgPWcBDbqgDmaQqjIwnhZw67k93CUgB9/JPcw9w/2Ye5v7AKmQC8VRK/epabEUKwCKEqQgISsokIKCrGCYFAzLCpaTguWygm2kYFtVITPbJExtP8k8RALmSfIKYH65f/I5LzuOitfg1bF/8muU/6LnRcTze0jnKzaQv3//lsZg0Mwmf3Z8lKNL6KlB00q+15E/GsM/TvnIzzpu+ug/OYP8xVvJX4N8JONbxTs+1p/iYnLwR6noko/+iHs++k/uKB8yflAHc9ExlR9V+MfJ+QFirEBN2AJo0aWpwB+6qcwLjn+yeBgd5HsIqdAYYwP0wkvoVLRdZASiHmrmD4PuY+W81MtXil6oyHx4crhkUdUwMddVo6gmuKQjt3hE9ieo8k4rzjRbe9TKFFt8yCdQblrkqLKTeemu4gHQdZrwN2lpTvB9BYrrv4IMxWepAkfbsQnWkHfx/VSuzk+R+gxVcXsUdOsA0f0tFp8dsRKnzE3oiuILL72E7z++YA36K3m2A/6kQf5VyrOEV0jA8uBlXrJhxQqJKHQWD1Imj6I7dypOPXXZQw997cEH9772i1+8thctQouKXyl+hWoxZX1XL2m7UzTbSSqtXJdl+xElm4L895OsB5PNBjJ7Afl92VYwKF/hP54dYIr2L1f7J2n89L0l/buhuvZdTZWeojbL9eXJqjIZH0ouNXGV4i78Z+5KdCN6Av0MvcVxJIZclOVKfpRqldNFrHgsv6MYhshMW0TKJpnmiAgIwiDNsuZk+xrE0AdyK1kiEgl4qIp6ZhZkfxiGCb0AX2pivxRI1iUi3pJMTGqY0Sy7MNNI4YpLaC60NlPBE2Y6EenzYgItl9BKHsD0V6h6nmR2VSco4DpJhUeqTgR/+ILb6I30LSx5cTyRYBlvc4JAdomI0Y41VnxwvrR3KETZxhJ5LzFlCmoRc7ZQUpPJHQnyAEJGIcfUZ9rihHhMapBPFMhzc3mSl5Wk+iTe9FATcRdIlKjJ69WUCEIUGqEiF5RqFv0pDFiHm8KzFi5rtOdbUmpNYyCU8ugw0hr1NUJ8qBBTIYwRwmqj3aFWapUaI9Z4fF6t3msxBEJhozNh8IftehVvVCpUylqXvdA/qzbSYndZWtQqvUqBNT6LN25SKN36OQpjvX0fb2oOG43xpIU3RGqC2uicIG9ONzdaPvu+2WdGgYhaYTIoMFYgJdQC2bUqu82o0WtAKjQZ9YJGoQxEaw2qZXxfaNZIv6D1aBRqp05vwDzorDqXw8Qr1IJHUCt4K9IlDSqTQ9AkQNaw6bSBWNqra2yq443JVFSjtqo1GqM92JxON+l55DMiXURrNfpdel6ptCOVSmlU5vnmyMJFcwPOtN3lwBjzajUP64JK69LqtbqRXHY4oGjAM2fpzCYlxiaNw2bU6g0Gq1LFz8O6bHu73WNUKh0Oe31DyqbCJjWyzog2DOcjyntNGU8ImQx6l8aHjCYDeb1H6eONBr3XYPXrDfphXu+tj2jNSpVSmUMGHuoDgoEZ+g59SWm0OGIOWx69be2Pe1rTAZPVhA3ucI1Oo1HwUDenzuJxuc28zelSuz0aZTwV5THCSGUz6xU81mhUTpXZV1MftDaotV4e8UqT12VvsLucfoTUepteY1Nr7HXGFlBorF2acF9ApbQ51BpHPOhSGn0Gtb0+WWuIrVQqsdI5VOd3KXRhvcatRhboNmUgZ9Z6PB6t3mqz6XRk+CCs0NhtFpXSrox7Y24D1tVZFEqTSq1RKhQ6pVpwuzVQB6CeoPViZNMjs9tuUiotSAjHrEAJt53XGXRYbTUbgP4KhRJaarRYInZeYfPpFUiFNWpPMuBJ6wphpDeZ1Rqnsot3+rpa6tQqDQ83qFUWrSmk0cMv9SG92mDQq40+mzXpQXllzKMzapVIgRU6m1krGNUOGFEwoO12s0bj1BrNKqS3w/i2RhvT2nUGp5K3KshwwDUKmEd2I/wQKZp4WgRUXqcNBByk1WovrvEYjQqdyWnitaCqdWmUNityMNvi3yceVpyLn0Y6lEFz0VJYJthkJTFuAjuMsqmuFujszpWzvLIYuAJjWi7BwXhGroR2RYznKsoGEiT5r7rEbxMJlqEbXkI2VMjthRxjyirCO+BmYMbkJ2QHXIBaOwmbEdTwPMKN1eRG6dFkD8lJionYBMw3oaoBrgKXKGtrodybbR4QppqjbxSzZaspP2SsqZDIk20eyu/U8EDyfPimrJ78kFQlR37Yi+Ml5qckL881FwqoRRnJDzdEZ5BsQ1hlSzXU2x0OpdLosbe3Z3V4HkwcK3S21mhzaEwYK01m3ayZuEERGM7mRnQwV1xaFUJKMrWh/xwue9oZmLtoYaSZzwMHUKmQXank9S6/0aqN6JDRh3h9UzrdHLQbNZSHRFNJI1/X1KjzpmMBrc7mcvAJDXSIypDUIavEjUwOlw44FI8Nep1TrdB4tEL/yKxQH79MZaiNBpQKjaA3mmDMAK8z2uwqrR0mjY6MSawwmBTqSAABf/wqMAa/1eCF0cn7lB5SH4PJiHwal95gQiFPxtQN1INBC6NXxRtQTgnsw6yN1HuBxV2ctwHXsBiVuEObboxaVQqlXY9UZqPWCYzFblcAh9HrHGqjoDXbdGRMK7VGnSemzCNP0mrzGdXA29QweTQ6pV4TMmkthBkpeI1KXdfS5XPyXUqnRm026VG4oEt7AkmPWoPhBr3PpuDtEYsFKKaD+Q7kNpitagwTmre7oWbWWFhAFqXSZHebkd6GsFcrQIeZlLzG7RbUSh3Md41aZVIqLHU64HMxbxwYicpis2sUlLlgnc5ms+op0zHnAsCCgBGp3Rp9WKdw+euGnMCmlOtgZmI6R5sUZKob7bAKKmpokcLKK52G5WqlUsvDXNUpjEZPDfaqycMdgYC224GsNiWxkHBa/D73imIbnkUxEYNcPdfK9XFzuKXcBpjBLQVqWMsLzQKbyGRUC7lmNiETZOLRiQajWWghw99Bb4EDIqnkW4SWAqzkcBjP83TBFq+RtRoUThe/QaUx4yC6VUl4IDLqoIZokUUNLFF1nlKrIPwUONmoCluwTYnRzSoY8xqFLgbDFvpJi25VabEZq83tcLNSrTDqUYtRreVdiPeRxvJAUhg6GhWvV6rUvaSIEAWZlHq3mkdKG1ZpeoDrqxU6o8GsQLDqatRalRLlsR7YrMGOiKUZAWvXEYWmUjZEv0N/A5JbsA/HcBZ34KH/kxb/F0mLApSSYAKV4CBPoC+AAc6qG40mHCqnk7YVnik4yA0UbzEBxYRUUEgeAAdAZh6uuATC2GGUQ5dT4/T/iaP/e8XRXhTEZo3qVsIBdPAE4EULCWNSW86BpYQwcYV2LsLARCxYdTPWKTRQywDSgoQGTb5VY1YDa9IWdHqjAjiz9v+k2/+d0u0zOh65eK26WQ2DBCjDk5vzcKLnVR6sV5oQuRkKPdBTsEohPgPyik6hhkVagMVHq4ZiHqFajOwGEC/0cbMOFn94CPODwhyHvbCmBLhPctPhrVbYUU4O8C8Hy/FZpu7pkoBZZ2mr0cm54VMHnzYST762BGJPYoOmYHI4I1Z0ziXjixZ58ku62laG0+42n7fGoUZxdHtxDbp9Tzox0Ox3W7bqTRqr354Qsf7xxLv4PGhjgsbEyCE1LFP9oS3TB0FVINFXNLqMLlqFCn4LS69K26yFNmuhzVpos1YKtTTLksoyIL8TpOmIsfBnK13WCFjjZJIVWKr4Aj7Pkff3z4/VNga3WJcA6byto62BgfAFJqMKxqpGN3cO+qOuNp7YUyYgTOnj44JNQWC1zp/4jKKZn83ZgVoxLsO1g3w2k5sHEto6bht3GncWdyGMnM9wN1GfNGLLM2eOcmdzStFd75B0dIV0dJ14VIqKLXvcQqNI8qBCXAlLMJFFBCVbGOFUCV9RKqDwZKnNxXmyskdhySQ/UpMlOUpCahNOej/fmmO/41XsVwLfLORLPycPtbPrKlUMLtIDBH/J+xTNsw99eWzsy4dml77/8e/ROv4L2GLswz9U1EWb+01mfHwBXxf1doSMFozHonWKL2KzKdx+OLko9TT/xJJRD/9089IFBhN+6va6RamnsOm/dcrY3Jgw1KHU1Q8JcNis1DQMumNzYkaNcu4s96BtYE99ps3V+fv+PfWuXMDVVSzU7xmo7XQFcnhH/Z7+aJerHe0eu+/QnDmH7hsTv6/L7u1tXFYnfKt3bzYk1C1rbOw7o8nq09ctzbzZdEZfZmmd3odu1ZvwxcuKf+Hds5fer3TFFqS+DyWH6+fjDvQONujat/7jFZTZ0q7XY3waymxt1xnw8c+gt3ln+xbeZxlsCtrzq//xtmUwa3br86vXZQct8dV5vRvXNdEjezX8Xopn+QF+CMe5DMWEXYW7i/eKsfffhvkYp7H3pNxZ/DyNo7kSJfigGFvjFGNrSmWPS2VdaCVagreI8TusLIJMaA9+TowvEv13kRM14Kew5LdLY4mcaAe972mpzAG/3UTL/k0qC8B9e/HzYmxSqcyExujzvi17ngnue06MTXKKsUk6tIHe94xU5oP79tH7npXK/EiJdtKy52RtOx3aNk+MOXKJZQ9CmV6MTXJRnnbKxNkogbViXKSCZmnKNhWIMCwmtQQZ++VEYtjdQGIFG9zDjoBd9/Sqw52ZyND8NW3ta+YPRjLB7sF5XJXnEdu2hUbBEoOEmBsTJOCHdfagfdhdH3E4IvXu4UTi6fS8we5gJjI4f01725r5Q5FM52H6vC5uEC1BC+FpMdFXFWUIZgIvZndTWIBHHmMhf1qy20/jQFlc6LVbV67cuvJPq1cvX7VqOc1b9le0B30duFGAW8ZV4I+QIP3SY50Uoov/Y7+ZgsMK8EnApwCfYfgsh882+KhJpOJ+OLiEgIuuZQ2V+VQVSmHNwEr/otTbjAa7QeVxG6wG1YGlo6PLl4+OLv1JMh8yGMP5xIIu+Js849RTz9i151TS9jT8aUD3cirqG66o5rNN3SHEtLogOOWsR1fkb92ICk1zVxaJ8YqLwp8d0GY/9TSogLokoTZWCd5bCS1mzBQYIQuqkOMuoFW2ZF/6G8biC60zk1afyxGxjoTmtdS2xx0o7822dNUun5cdao6ZBa/dVYglnNFG2ocOoPsmqEOS28FVCfwNQx08oksKLzp1sETKIv0nIzAOw2c5fLbBR6S/HuivB/ofpUgK9moplCuhKl2lxGmbhHR/Krcg0J9MhyODSVNACAUEZ9LVEV7YMHd+LFXffJ4/W+uoCXcmQ0JhgVNwOi2O7kCwrymcMSjUbbSNxGdsL3oQ5J1m+Z6O3A/LQD3s5S4rBgsDuI3R4WoX1LkCjWIe3PON0zesnmFZl1m6dOlcZI/8esOGpWx+BYCWYzAmQtVpKdDwKULLAAVqLdHSUKKlAW4xAJkMQEsD0NIAtDQALQ0lWhqAlgZKSy/8PjCFliUcyxo1zdHDQOvRmLuhN9E62z/DEXUGon6Xw7MIOY03mEKGjqGrI211rli44LTWBgIh0+9G56nVw2wPMwpt2QvjIgBjU2qNHA3RKwXokbCwIHV6VJKkPdRrzEIT7IjtikK7otAuEs9G0Nuj0K4otCtaalcU2hWlcxTRMTAJIkUSEGvUjlI6nbjXH86onI3O1tlCfXessT9l97fMyQSbXRcG3R6v0y2gUWtzq9M6MhRpTwrhwuz6/PLeqNX8VKC9JVKb9NP+apz4E9pA53CQq4JIU4LcyjYJCTtxSnz41PFvomZ9BPUum0l88XxAo31AIw/wv6YyleTIRKTPM5Q2AfjWU9roPxZtjsIUjYoJs5CD2nDKUCslM7a6hYg4LNYuwawJdFahzfFoNuWs70+vXJxqjMSXDw8vHotFbe6Q3+ff7PM4TDbB4UEDoZTVWqj1Zmudw23hVqspFy50dU54/Xp90OH2+X7u8GmNfpPVZRcxZ/6AdkL7Sab05ilRnbT1FgLIQseIj25DM8dYFedjnrrEGDI5GItwtwJItJRTk3Z0Da0T+EirrzHq8KZ7a5M9SWdkcMfIDpPfoAJ+7fR7+635Zlxrq8mFo4WEw9PYF+9cNZCxvG8whRIubbAm7qF17eJWw1pVoHvyAsfiS5m3GulmhYT/EYNPF3IX/xO5Vy9bdsmyZXSduxUt4f4k+YLyMrwQuPfW5cuZf5ee5s++HWQjFT1HE+uxj++FM/V75Lxu4mW+G78A1zX0eorbjH6B3XBuonV0gw6zDM+kMf7rS/SMEnpGZS7S5Yh+wllE3WFyoD5RNqKiskF1ETMwHjPxrwBdxMzcjqeEyiunSOmPOGsbPZ7GWmfpG92WnLOjv3/HnGTd7B0zZuyYXYcCLcMNdnvDcEtuZspmS83MDe5Z0NCwYM/gjN3zU6n5u8kc0xDei2cADTJT8Md1VbfsKxbNn3xq8BdXottHt196/HHqrcmhXwGN/GWMLhF1WVcFo4tRiAEvW0vEsMLNVooE3EbWVxG4Rx2ptqq+bG8dW4g0luLMNad12dPxaFdgXXrvnNalnSF0ZW1Xz0j2rNN7F3c2uKOpcM2sQnugeQbzMy1OHEb/BfXMlHPP1ZBq1ZB6llPgPgbiTSl9Us2JEtIc5erhNuc0LH86rOcgj/6rpn9D7/wz61aG+uqy7e2t7fZ4Ot+cjPcFF2ZPHyosbQ8OdwYLKc9oag5M+ebRSCTX2Nq8I5VKJAOBRY2N3sbe2p75ZoVCSHWT3IATR2CMD4tr6VTsQqlt06+lEVhLeXEt/dF1xV88eckXLrQdnuX/1KdOQd9qLp73hS/sZ3mMDqO/4jagV9eUHIRT6BeUnJsFEfqZZG2zccHpVkeVmiZEFdO0ob/Ghsa6550WX+Ppry20tdTba4Vd6HP2971NQmokH9yXX9FX25YdDdf0tc5o1hvRjtMvN+iC7Yuh22IwX734ARCSGstIK2LiTsO0uXYjtLKBE2FuEWy2iCwV7wnCB0T0LTn4VnnJ5OEK9b8ma+ZdjrSjbUQTnhOrm9kSqOlb1T5jY08Qpulg45zAIz7oDp2rxpNK1uFas3H9inAQGtmaWz0jkVl21uyln95c8DiKP/J58rMzrpGu/hzNcX0Behy3ldbPTMX8ZukD6foZAV753JFfFv+AHjmUwdazTyVCA9AvCfQLgTTdzl3KTbY8GaqEfJwgKzEJOa+nKwuzRhVKxC0AcQtA3AIQt0BvjBFZlVopePhRTAwgYUeTF1e231COaeaJrlRaYHnZAovNufah/ujgWG/3hoHoQGdrOta7rDm3rDd6iTXSUhOMFbLNzY8056PuZDzWiPnUglDNyvbkrNZwqHU42bXIGx7NpGZkPULDQPFTnqjXZbC1pVJNLbBwp+3u5mAklWBymTBxATYCX/FB/5N8Jr5MRcjUYzTiXC2utmrOL4LjE+Yj0qSG5tSqgw+ZYWQc0Z0JVeVqbCercQkhdvicq528d0YmMTMfjA+uzves6ws3b7tt123+vKMul2wxCUFraO0i7A0HCqO5lmU9kcTQxvat1+6Y6UJn+n1rF7a3Rxq8erL2xbkN6B08DGtfSFwLr0OvAmdXEQ9sEt8L11+n1yP03Ma9g/6EboTzjWLM8nr0Cn4QzjfTc1jlsQ8/AOdbxLV4GMfwZjjfyrDF4Ho/XZu3iXgZX0a/xffD+Xbx/dtIvAec76bnCXQG+jTo8SruDPE6yZ1J8hjtpeftsHb/AP0Nzm8Urxvh+mlw/ig9FzHLsIpEUsN5CZNJhQennA9xomxA8H3g/hF6LuJlwPk2EcuDxiLB+WVi+2mcDZxfzuwWLC4Gzj/F6sPiV+D807T9YhwKnF8l0pfGkcD51fS6GBcB50dEetN4BTj/jNg+6vMP55/lWP9RH3w4v0Z8HvWbh/Nrmb2F+SnC+efouCW4qHUUFzXE3Tytr7nI4k3T53KTZ87DYua8xziPlD2khErFi2hUWIw4IEuR+RiBN2I5v8i3U7zuF69TLAMahRAt0A+NTCDgr/TjVMIpetXTM9d+2L7OftjWOcvbM9f2CXJs7yoeXeddh574zvar4b/t39lxBfy34zvEYMS5QA708Cu5nGTHCWbEJA7RvCwFgej/QXZDc06XHJpZCPLYs2Xdvr5ttaOxOblsQetN156+1pvpT+xrXx5bEB6INjbpA811TSNZ4XtLTrfccI06E10fimRitoBX0Ee3z0r0NoU1N1+nrAsv97pqw2aPy2W01OWHgLoNIJeuwC8ALQlL7QaJ5e4Svmhmsjd9uWNmkIIZrB/mAfU7KfXnWRgqRCBTyq+WoHm3RCwRO0w2ewlLxA48yA48yA48yM6NwIdgicywEOQtEX6qCSrUBK9tAobdBMpRUwl+qglmdRNVGD86LJRq6mWkopBPVbChgLwlyKdEf8b3YxEMSqmEO+Pe96ZeTxBAp4utIQLkFLZawvTbkhrMer3ZwaT4XdxlDXmkG/I1SfGy+M2wLTej/8YkubeJTCMuAHPfDrzIDnrA+im7G9XiEE+IGe4XQ+HoOqAjcjP0gQ76QCdihpfpSEeelNqWLAfI7Y66dDpXVPruXdcbOv+8884P9a7b4ulYPzS0tt3j7Vg7Y3Bdp3d/87pLl9371FP3Lrt0XTPMgxg0xgE8QAdjbLog1rLsfpTinhEf7ZIUXwoTtFPFgECL5P78qeHXrjxU7PoSdi/Zftnxb599NrP3YB3Qq1JHMP0rdIS/+Qd2LkB11mLz0r0zg82p2s7AptSZo50ru4KYS8xfs2fmOacv2r8ClOtsJDa70BduncXsRcqJd6mtOFOWHkUdoTpOqVMSdZViXiLax5PNRqSP/yWaBFbHZo71zj+3YVVwVjLX31PotaUbOwrp1IzAouz+kbYV3eE57aG2lOdbDfM6Iq3NS6KhlqZCdnc6nWgI+5c2Zv1N/bUDC60KpZDspu13Qz+5oP0mGkdWPbfEZCPdh1Us/uOW4ptPXfbFs2yXDx05cmQH+l5z8cw77zyLYii/C/LTQ0DjTdzJFx25enESmn8s7QMbEyNbuufuY9rHQFvKnhJORXfZjnvzQmpWa+gtEuXbll0Srhlo7WvVGdG+M64x6EIdSxh6L7TFDfQLcQ3lEVTBF+QA1RqKBF7KLIBLQ4SkjCPhFxiGCKZDRAm3acT4z0dh4orNjkGzY9BsIkHHRP3jROoHdVEhDCWO7mzItI2ow3PjyeGWYLRvdfvQpt5A3bzdM7PzAw93NOK6FlfYqYvjdv/Yxkgo2Lms0LJ6qC6/6qwZKz6zvRN0j+dbt21xRjO+4XYydjITfwDp5KEqdgXTCXOZE2UEEWXkTzcgXDyGXrRkcPCsU2lsrYvqc89Oo4+Y/jfpI2gi1zazL9K/qb9vfV94sLO1Mdq7tDm3pDtyiSncFA1Gm5pz6a81tdQI8bp4CjtSo+Ho+s662e01kcKsuq7l3ppl2dRQ1udunFG8wFPrF4yOzmR9awHtTWQdnnwg2pAs6SNvAE9/FuhTX1UfMZFhl5ykjyQlfSRSokkEaBIBmkSAJhE6rgrT6COoZBqkUa9zzrvCybsHs8nhfCgxY21r74b+cPP28V2IVztr/akmoxCyBbOLwjuW4EBNuHNJvmVlb21y1ljH1pvPmOdCTzQMNgrdXTWNAUOY7FmCzvEXPAxjKmRl6/B16D30KzgPO7hJ1yMCk4HfwVp0I5xvdJAxWQCd5H38IIwftxzjRrSaG2gAJc3CweQ+0pVE0JOn4BghKTg6hvdu3LZ9wxkj7ZOybTQarr3BfvWpu65zXH+tISsl12BriR86owb6oZaimVVHMCtbDplp1irbzhE7Qg9V10NH6KEjWEItj4gPzdKrRcRg3uixEjR0qfZ0Z4+sFOIaSXBf9wQ7lrZdOrzJkQ6mE4884o6iPlvRH4hYFbNmoQ/S8wrhrcMBd3P7osVz4j12xdl7tUI45Z+5eKr+xqGJ96F93RT7/swpEVUVfNtUNd2VgZpvS/sVWilBEneMJX9AdFQaRfWALCzESUNL1QRoazmrxiRo2zseuOc8xTl33D92ySWXjB8+fBhtQEuLbyF/8d5Fg4sPHFg8SHI6t4Ou+Wfom06QR7orcSRYMHidBMU+LVg3w5GPlz1mytqBU74jIFcoGnnqDs5OVKr2TKQQalvYVNicaOseisY07sZ4bVudMx32+sMdi3JdG2Ot4f5ovE7tztTVtiWcnzKECw0eQ6Qtrdejlvp+Z/1gbWeDO+hdE/c6DXab3aD3xbKRVJ/TWahlVzY5XV4HXHLApdpswSo4nOZIwCI4XWZLhM2rbTCvDsK82U3l2wL6IroF/5liHs7nJsPwW0pQ9QZKH5cYIkfVCaK7q0rqhIojAnMdfIhBagQ+SoquIfMKncJLfh2Ox8OheDwU6WsOhZr7IpF+8t2PufpoNJWKRuvXCg19dXW99YJQ31tX19cgcCXseZqjW8XtpXxhHsjrb6C/wfmNDnbdCNdPg/NHHRW2AIIBDu1RwHjQl+WeivhFudyjrZB7tBYx9accCXrNtXfdde1d6J7iMnTPoVtuOTTpXfYyHnUFFr480xMnZnpi0pZWlmmRvV0tTg6zWAsrRXueivUcdWIF1OUuUqG7UPCiW2656NOkSp+mMj3om4ofSfomwTLewp3N/eCkOucQKRiSGQN2koKdrOILJCV0wf9YCR36SEoowzPuFPGMydv3Hfs4imnldeEkiivehH5QxiqeXnH9gdLsdpQUV4fbrKxQXY9MVm0JLLLsevbjqLZmd8g6RblNnlj1JWPPAjJYC8Wx/PyUHUXTvwondjI67LQyCUOHrT3GMGHjZNyfBBO2BAqL+Add1xt62pJDgdis5JmXC6udPYucI57PnNY9t6bT3xBunmH+gfNbqH3JYJfXcYHNfsGBJTMX770oIIzZzZ1Di0uyvgH/CuSshjIWkRj3a6kq67PZz4SukIhFZCvjv6hpmocE/Veg+C8iFhExSJ0Iiyj/y8YBB+84vD9KoYj61vW0ruyL+nPDDzpTPkvAZaxPuiMOLfr3qA+v2hvY5Rrdd+OGju0LMpHelW25ZT3RLwe8xkAm0tHvTrURsyGnmqjBKVjbp8cMMn1IzKCVF13XiWs7X+V9//jAyvvOOusfH8DPWuElRXh+JWaQ6WNgBl1+B/IU277zHfRc8Z07UMe/nbX3nf/ce9ZThO8jxNY1/GnC9ye+Dx33OL8Dzq9S/z+D3cPXy7F7Go7/+Z+E3QP0tcI4CfPrgJ5Hmpj8fQHWYhg/+DPiumuCdfdUOP+sKK9zIK9fDufXWCefXytwNOcL2a9/iMbS950sS7XuowTXe7dtU2zbtuDBB+++775zXn/ttdfPQavQ6uIdxTtZXhFqCwd54K+0XaJ9GM7/Rs9Feyyc/52rZg90AC/w45k0x8H6KZl1dVWSd0k7jWq65PIwYkheXV5KmDut+E/8BEqiZDUvgftbm5paTd6E253wmtDOUO/YjMFNvaFA79jQ0FhvAAVOWbLklJaZ9TZb/cyWCu8AMvfroUFGPKOKTVD3cW2Cf7pk8KdXHizOug3dPm/HRcWWAwdoFifCA8i+2ezK/eRpbYLCR7MJSibBP9gLmxcig7U4Y81p3Y7G+FDbuvS+ql4DA5LTAOI0E4fRP6CODWWfgXKvPkZ6SdzzLmdDJr3nLVXQCxUkvjheqKB3SrrjKS53ckMf1FruMPCP6MCm3vkHkqu65jd1drW22eLp9nxqVu+C9ZcXlneEZnUGC/XekrfAQK6x0LQjWZ9IdixaM8lVgOQhmTiCPf8sX4EXby6+9tQnvni+/bLhqb4C7onDwAf+9b4CWBsfHuuee0Z8jbe/ttDVWm9PCKeicetfvMDERlqr+Aqc9qmSr0DZVpf+19rq4qWpHof2x2Gqx2Gqxz+ErU4lN9YlM4W56vDcWHI4LxnrkvNPm9k4N/CILy+I1roEsdatDwdDHcsKLWsGJ1nrfJ5TtjqIuY7pPOmJ89DfPoKvQPGzvyn+BH3/4ix2HNj5/5Ztrib7T7LNBSbOw3bK81LT+wp8DNuc8GFsc7PPu9rBCwOZ5EhLkJrm1nWHcqeM70JKtT3qS7WYhJC10x7ctAh5a4KFhbmW5d01iZkb2rZet3PYhe5P9ta72roi9R49W/v/R7Y5Go9AbXNYxeuZXz6zl8G5oaq/gGhvgusmtt/PbDhwbuYqbBjk+cyGAdet/3MbAZyLejs8T5hy7i7JCESHhnMPPRf1Jjj3iv4BVF+Acx89F2VsOPfTc1EmhvMAq++JZFe5vwAf/ufLYgTzncli8Pw44RfF1fjCiad5kvNuRPTZ1mUqtB6Wc4Fq9Rzx4yhp9ZPTF4wQ0B0YtjxFXiAgCIKJfy/Vm/byK1xDQ64VvDfdhy8Ukq0hS3e3JdSaFO08JPfgPcCz4vxaInfwG9DzpXL+Rln5GCkX8VTrcRv1ip89rbdjRXJ0OZ68VoIe15N72LpEstCSNBG5RBRtuDNw71OPPfHle08vKPbvx23Hn/vVi0S36Kf0a6NWwyjNK1zdN1Ke3dIs+k8ws1p5F9RAF8YIXBNB2Im44CRcTDyghoioVYw8J37652STfR3JVqGurrl17tHU8Nrcz36YXT4Q39o1+LVE5HI/0ga9++5r7k+YcZu5pr1+hVehpzJCdOIPME5ncoGyJFsB/iyXy06ws024lrvEtdz0Xx182ojTfTkb9iSXctHw7kL9qQ73guj2mT3bZtfVz93W1bM+OerNhfND/dtCzjWhbGLeabOG98xN1IZWO51LNq5fTvgroXkBaG4AUaJ9StYNXZU1nWEBMzrbxHyiBH+skRGThKRIdEVHnLVN/lQq2BR13NmyfE/XUw91711VQKF8X9RQ/LopNtCybE+fF7e5enaLOXTRc5hI7TO4ya4y1egoz+hWzi+nFmtHsmUwQ3cEpJ/Xv/nNXxXPRZda0Xd2794LQ25v6X3E909bbrn4eN1JMsipxfeV3kIkrNcfeGAcHbSg7xzc/TPyAjYuojAuZNlMxXmvq5o+NiDiqTI9eVrHZyJnnjDfpbImXpElnqWehflnValQ16WfyYye2jO0vW5JsCMazMWcHZ1C1LrQ+vemA5YbPjvrtLnxVM1yQbDXDzVtWazWbN9ZfCsQkvIcx2gfjU7Zo9FN9W/SfZiwWyYjIuqLHskTSoKknM9Z0SduHx+/ffw3v8FtP/nJ8edK7+Zex8S9NDZl/0RXFd2SJNrtHyf8hfkzvzNxBv29ke5tGStl+WyTGrQg+BWRBDwkhfx4uDC3PqL3BGNu9EoxVZhXiJu50rxZTuui5Ya56dTsCtJUUKKcz4ale7bbc7w9+vr4uOLhL3/jucdwW/HPSFucKD4vjtdj8E5lGen6BO1nGjOjQk7dP/6uFR7We4Dl0cZfhed4uC1TvNh0U73YdB8mipjByNqpXGmQjlziEclBzjYKaa70Utog+g9b9AjxWLHkqpUKHutuyzyzSDH/2cxPrBGrrxAq3ocWx4fjDd+Din8RrYVuZOOvFhND9+opu1AnQN4/AdWPUq87Ha2xUQLDZfmcnKV8TmQ8brxegRUK/jPfukGh1H4G7dMnmtv8wD2Kh9zbep+GumE63xdTm4aPG5uyU6Gr6g5opEZ9cZ5PtuMr1rJtTU9pnnugOzwwzz0wzz1VcvWqZTmq8OL4rFMGLr4mPnJK/yeuubOzra29o9DegQIz98xP3XrV0J65yZuu2rB48YZNy5Zx0nh20rXXWeaGFVj38uApgpVsotzKZimNNVRaZdkqQAjY7EKndbd5M+ncHbGBNYWO8WcvvAKdmw7fFkvnZmeFR3DbGhar9Ql8EdCORBKdL8/oUgGvX5G9vGxKlyR+NRwI8EnAp0AlfqIaGLkIVQ2cJ3ItYgqR0EwDVKejbm8fal0W2eTMtg/WX3SlROVCR2crUNm/6EBI4ffsdyVDthuumrl7XvLmqzYuXrxx0+LFEq07KB9yVWRp11VJeF4xaIn1BNFYJLbbamXEJ/WOJkSqq0tdgQ0zcrc/clF4/N8PXXhHOpPK1tejS7vm2n/74ou4bdnq2vCVNWRdm/gDyLozQTP91BS9tPrI9Z3IFZtkDquhiSQmbc1PjbRkGxk2UTetJxjO9CgExzVVLT4JFjMsrWzizjF6r6ZvbcfoweTikWX1mYbO/KxGR23PkuzwzoYF4cHIXJ0nFWkYynjuSsxo9jfHVnaFfN6w1RxLt4QSvQ1CXXyF153SW80WnTHSwHR9EqPzWyoHF6Zd5+QZbpXTZLiNqNHI+G3oTSt6utiLnqZ2vALwiRpMUCRGp8Tb6aZ6QlYj/gnSe5coBuIhWcUY8HsO14S613b3rO4Jjtel08nxxxvmFELB1jmN6NziJ5uyUNUDdH2cEHmrumxJFjmnburKXa1ehJUqRSxRO/U0iPL3nKLY9qUHnn4A+ORSdO9xIt1R2uL3MRFm9nMVa/B006Eiv0oFUy9PGJZrimVP0UpHRglJNUJXIuYOQf7hT393UDH0zJYv5BRz7pip6LoZHS4ehCpvQTcXN6NbCG3+DnWO0Dm7elraVKhJFaxKnviDRPExCFadeESyUpBseiAAJIi+pH1gkWLJfXc98vWNig1feRC3PfBA8f3iS88/j5JMnvkL1ClB5de+aTW1CoGzPGiP0swNon7mjOZ5+nK0Yfy5B7Yptn75pZd+hDa/9x41N3LoFfqe/LRysjzDxlRJvEDMy4hsb72INNbiLKT6LbrrnHNOQ4v27ya6KPAe/k/Ae+KgqxNddAfmqf2C6qL8GhznV9Dyn6L/rFr+MnpNVt4vlb+C9bLyZqn8Z1gnK09I5b/Eu2TlB6Xy19CvqW78G/jzOh23du6cD68biyOXFmCJTSjEDV4mzVvpkY5sBGQY/gqzJhuOMdd/nbjLS8AOqC4dUUcF0DzgE6E69elfqb/vA/Sm7V3vT5/2/rB45+f2x6luffrpu/ad+avvUp4WLf6V6qnN5X2K8qx6jMvCkEzSNeUkuDdka60whROLSyPRToky7XSoymZotCjdqGte1BGerJXmib4aXNHe2jw6FO1xxMxhq9t3xGHcrGmcs61/kqYK+quvQVWjaknm+u2GWRqtqYTb8RwdB2vE8fEaV638ZfSqrLxfKn8FK2h5H5T/gI6DNeI4YPE3IBmiMH3OBvH5O2g5SXIWkZW/jMbouPkhlC+gz2flr6AraTlBw1hBn8/Kf4nepXIASM24FRO/qAi3eNqVQK6B6uBXalEDZU5eZN2x0eFCQrIDbBjBtdAxUT5kTi00+7RT8sMgejFuJSr5k+3tD3WBUl68N0nUdAdR2HeiENHLP1j3FijmF15I9HSise9ZJ9qTaulc2iLOpSYxjyPIvpQmWxmtsFC1/GXslJX3S+Wv4HZZebNUDqq0rDwhlf8S30T9XRsmDuA1+EmQiKMgu9xYRXKs2Jn4UItslW27AJkMkkwTpgamhFRGhOD60pyphzlTD3OmHuZMvUxWT6gTknWd4Aq6aLQ7TzMNkFh3O51KeA1IlAOCs25XqmcGO0ydmuoZuM1i2aNUGno637NYdiv1yu4uJtDzB8PnRS/ZQKR6enjx+pYhZ/EhtGZT60wHGkFopWh/JnIH7YtTxT6qXv4y1sjK+6XyV3BKVp6Qyn/J4rXYekSfc5o4L96R5F2B6hbCR9QtWLwAz7LIVOoWTqJdnNGczeTrm+6IDqzt6BgfT1xwNQrXx+6IZ3Ozm4Q1uG3lunLdElLdJvN6k8Trf45+Jytvlcp/gf7G7KPFIt4CbfHDANjyceyjk4VrMVcjTziruLnHTKfhqaZTBv5bsv8xfVpuTfXXOjReryOqD3s6gjMWtObmls2rlnDQb3T6tcp5RlN/e91M769eLM0pA+2vVWJ/TXDl8n6p/BVcJyvvkMpfRX+QlQ9K5W/gesn2XOAHYV1fLZa7/jfzPVg7TNIa8XP0K9ma0iqV/wK9LyvvkMpfRc8wG1axiCYwydUtxW4ESUODJxIbxT1W0eDNE9t3vdwcGZSkCr9knFUdK5tAq4ydklU0EHWqPT5HjT7s7gwOLGhtLv5cMpNWDBti1pTaNii17Q2MpHEQpeNmnThuumTlrVL5L0Q+wso7pPJXS+Ov+Di1m5bK38TfkMZTjD5/vfj8LB1PINjj9dQmJHDnTms5rjDEnMQqyUuOCsw+yVytSTymRvQdVUpjkTlYM/ul6D/KfEitPJShy24fLxTG2Z/f/AbdtaQL/ltSXIE2Dg8Dr3kJ6DmPrnlMPvgZuqLET1GKjrkN4pjbQ8vfgvJuSs8N4pg7SMeWAGML+gjWnr4PwWWrpP7jacooihZTwWtAnzTxh2UcppDrGw8A0zkweYQwbkP7Kwe1epf27waxfxeW+pHYYbGKlJPziTPonCjdtxEFaTt/BOULaX9vFOUpFvfbD+NjOfw+zm8Sx8ft0vhYTp+7iZ67ib2U8rcxkb+dVfo9saNK5W/iPdKcPYb7SuVoA76i+B9i+U/L96NVOFncCPrXB1D+BtUJ89zJDb5H6YaPkvr96JllNk+wSHNOEAScOfXieGHt+Ma2G9+1fk1Y3Ipcj3YsXnXtAU6SudZIMtfL2CTRoZbWa4vYjvu58v2DUvkbZJ6Uyil9tjBeNFFD9X0/3bfyT5vJtMIEJ8eLnJJPh8A++DmTmJGTHYHG0Eqtv1NsqnS/vaG1ETdNsq0Sk/t+Z0tabmMVTul9+vgrJfO7JA+aJHnw59grK2+Vyn+BE7Lyc6Xy10nMOvCOFtA90xSLpY67bNodR9F9V1dVp6tIPK0QnXXYTiRjzESl0kjeXqaTOLkQ3H9nVKUG7U6+2ydE1Eq5HbLRZFN89auqwD+KFwtN/v5tI/H4yLb+lgZ0sbX4udb2fFdXvrMFPSO01uweTu/TaJLzThsmUqLpjLuZ8Xe5NC466PjaLs6T30vjq4OOr+3i+Lpedv+gVP4GZriK1IZIn7NDfM7LsvJ+qZzq5WTxKv6V2hz7uCPcdISusIJmSUGWEbqH+gASQp/Q65mYIyNUmmJqt05MfWcT7f4pKPHSoyAcR9iIJTpu/KSWRxHjbbK662ts1Pdtjp7EGLlzI1F8a3sccVPE4vaD4jumTodPYptMDG/WT1KDy/QdlOj7BpHfiZ0N6EtsmD6aO7y6OahMX4JAwMv8dFWSSUJ/TKQHM2hG/7/argS8repKv3ufbHnRau2WLUuWrMWL5E2yZFu2JWdxiBMnJQGHJE5sh8RJyEqHNJCtSWlLmQTKUpK0BLUD0wEKXRhISb5Cl3SaodCvDEvC0mkhnen3DZmECaWUGfI0d3uLLMkJ/VpaRe8+S093Pfec//7nHOP0Bidbwpo5GOS8V2yS3k2btBVDnoJeUWNUX4KtkvpupPUl9rCMueplXDRPs5YlDSYaQLJdUS8OHKVR9JCk9GoxW6MOq0LYsQPT4PCmjP6XXkvqe+ONmbVgbHLHjsmVQpbEGpbsm3bJvnkLhhT3ddL9tymOxO7HpPu/gXbF/V3S/d9BteL+bdL9d/DzCS4MCS4clHkEebohcyiRbzBZpaLsSnEA7SQ+GxMwufHZKEpcqi6gFObhxgMpfAiKNn2sH3bXpUca/cnlSRFGHpi0GeqQimjFCoBGN5Dw9thcseGWHFiZjjf8gKz/zWz936awF1OSTfYm1LK4HRx4k8iRbUyOvKy43y3d/3fwvOL+LOn+u4BwjrPn0fPfRTqqn98J6L55P+Md7YAr+LXo819h+6maq8DrCOkFSB5J6+gc3EPrj+6fJ3JwI7tP4qmI58loPx0nfJ/DcF/2GfR7PImRgfmBMNLaxge6bLdemHMW7rtxx53kcxn0ueekz2FOKR/BeehsaiFzZu4F+PKdO3DudmE23J39CZ9CK1Gv8CsqwZ8NdHXY1AFhT+LgxMHE7XB3ev/+NI7HKQzBB7I/5tvJaeFJDCuyCHEigZRSiBSe8Szv6s/sHrtZU2XVLKpKt5JrI7oud3iC8AGtQWux+Ftn03d7o9tE8GfhDpjJnuR1LKYcL+V75T1Rz2zhV6AdZjCvQ5giPKgYqk0X40FpIrlaukFBi5lOfVLJtCcrq+z5xmSjnR+tCHi9wYpR3t7YB/c5w70eg9fn8xo8vWEnqd85eHv2Ib4b9XIly0OP+5lXxEwdj4ZC0c7Gxk74O6SR+P2dnWjKXH4LfW89HyCnVSZW4yrW+xrc+/Vyxp0OxbUQ9ra2etHr5+wd3h6p94bD3vqI+I51DuEovDn7fX4X8RW8Lj+KBI00WM5CwWBsmMf8sJ3o4g70gitT+jwm9xB6jaLXFE7hTuAmmf873eVK+NhhNtvtZrPjhyZfp9vd6UPmL3k3wT9X2+3VDrvd4Wz1Wa0+7DyFw+cRO0tYDe/OnuNvIycXJjZzSyI0N7qazeAuPItXj9+0c/n6jfvhMz9vO97ws9jTdL4Mwc9nT/Gz2HzG3y4VxwR9yxvo+t8vxg+OH0rA95ek9u9Pke90CT8SXss+j3StSpaFvSKCdyMxwKoa79JCV0u9O6LRh0ecOtNd7nDIZw66lt9c6aa/Oyp8nF2DjB4LWRM4CKyGrAmVhC2R3a1j+kYu/E84rBuNdbBd2m0kW9q+gZz9Fz1/PAvR893o+UYOa8vUetSTJwcKiNnXsdFd7TSJltSqa1XE1JbkaGzUVhQ3FrEpIndGZawB85KxPS7ayeTvqwrZWwWwsM3Fnov5eKi8TPqdV3FZpZW4gs2EA6O+SkYKzb2O4ayGDt6r+/HJ54U7n1iiwlbjLSClaAsU28LOnlB5W37bcGhOBeeiTuZZzcC6OIk+BxnP6m/Fvwh4ox25HIxv9SUSvcl4d7L5vvtyaRgTS5ZMTI6Otq4obBsrbVpkc15i55DqGc78ZkAfT5BUChRYBMgiw5xMUK6aevzkyWe/A44L8whbisbCwhwh9LtrCtiOPFePKvNLNvYKvt4MdaHEUKqv5R+D4VNCQtXz2NB7PXhEWA4eNQpTSdAkvLZrF4x/bmqzZMehPbqUX5s7H1QOqWwh9aQxx9BWBY6TskB0LFYu4EdXcVV+dA3YJqN+dF4bWHDoz8KKRx8FD390MHvHLVu+893NNx+UdB6iM5RinUFcc6S8lfSfAZX/g3Cw6tHakfhsTL0tzGfzRFnI9GiHhcU6t5gwQ98Ywx5uNqOOB829UwuamhZM9T6YnBpuah6e6t1l9kZquoeEjXN7a1u9pj5VTewz8e7FndV8Xx9f3bm4O/6ZWI2qD7jqIy49L3yi7k6ne3CKL70rQtoinn2jum8R+xAeIHWfWxT3yFuAeQyzHKZelCACxKhCCmgsRgrItPpk59ajZeb66jujvqPbd9yt27z0zJsmd3VVCegTflrR6X/zzGe26e4moQc4eAOSAwFuW1FOWx6uyrRrcsNkmEEDoafZ2BEbk5rVhNdGY67VYryZuuZbMPIn+06Q+iNrgzpWgXQiGWx978ZEMjC0Pp2aGgoM9N70nqPeXJ4Er48svX7COrlB5VwznJiYFwrNm0jMX1ut2jCpqW8fbF46MsNeUESWT18nufMPx+qj/YXWjSpf9iv4YDok9QaLSlVlmGheCgKrlVY3xubNlJyEj26ol4nX6BFJ2DFw6lz4tjsji7cOPAzuWZ1M1LRF2sGppaMru4dCehgX9jfX3e/O24sYF/JVwoWMXImrQsebJXfBnrDYAASvGs5lYHynkMIHjDD7YXYKtpMzCQexPitIpoJi7BTZChVbWsbceUulw3xsk9rQHTvOGtDHd3V50Mz2BrD9DHAOsw6jR2s2Gsrs4LM9243Cv1ZtA5ZStcFaU/XMzYbG/tG+Z4Qe4cPDh0ElWNLdvzzdYgRLOC5vj6Q8ED5O+EQHrp6TmzeWebvGjFBxmRStUETFOeKAzs6rMJcEI+CMzGLxgpHGz3/n8SMP7QneG9z/jaOPPbk3dO8HH4Ao4N9G/wmXhV9+8AHhIGXfB68R/0HJw8yDf9ZTZC+/6nhinpnjiTVedTwxaW1breC1+oEV3UObQqPunvrG9o7W4apeX0vQ507ULlp+W9vi7rrOtkT64VA6Ut3UOFJjD3hD3k0uV22N1bpw2BaM17d2V6kqZ4m8ai/EqvzyoprUDOTxPBSSos2AoFoGdkW4wLjqHSY0EykjN3VMW6b6+okHtWrVURh/PTYeAPddPv1a+5oGYau47rx8A/Srqoh8WQo9Eg98mOyji6+ee5Q3xZTyQy3Zjw3scJdMHqBpymRCX/3mk899/9IlGH/rLTxXKP/po+x5qCF9hnP6GIuuVpk4Sdcn3ckDdE0iYYBXY7nV7bBU2sGhzLqySmfTYPuI3pfasPSZy6fBT0cm918Xs3JcMb1IqWvnyF0FX16hr12ZFK4UXCWS4KLppjyEGg9+j/mEWFkroPOI/iil+Dx2ui5C+u0imWsGblHR01cWdqgw/7CUbITl2OmcTDAdu0JDh7oyQMB+QqwDu8xt6esT5uSgtfnUP/2dat3Dj7XOarapbixxucA/CD8B/VgXsmTfgRfgUiR5fTjBAMfwAWznFdV4+vgGoiwglSeaXL+wuXnh+uQR8WKv2dvmqkN2hrChyttW50JXdX0qd9+KVHpFr0vV06Ny9a5Ip1b0uZHek2zs9pt44Tne4u8JhXr8Fh6keVNDT2HdJ5UdhxuJ/8MQs0cL7z0zOJKISqXo9g3ovoBp+kbYMAftBcsyD6O9r0947yH8Bn6KY/4RXzdsmFxTVG+dgfd+Eol6QFIEnCDvWsqDjFKbFCtbxEZFNQBjjqR/7bqMv6UuqM+8aDRvXnXqubZmQyXgmB8F8R0rIX2w9Op5op+yQ9DuSP4FF3Yeu9x77FbaEZhASjpEHAt+PsGLx5Wxyq5cl7zZLkfknR6iA5PvdFKd5IHC9ZqzveryrWLVlMNFfNI4uGm6/pRXs1z9SdzJOJIcKFd/MnkU+pO3RPJmAzGkP/kHV3ad+Rr4RTLhbI0gLeafx1Z3XNNmR/0V8TwS5ETfujeIvYY1nOJ7TN66zxNOysg1JTj7jqTzWZmYQr0j17XDJBHRExmhLHDrHeHFmwaOZb7cHbeGwm1YhIEvjK3uHW7B/ikHaYVl/VOj9EeYYdxOklN6g+QNVkV7rVA93gnv+grRODP39OEO68j/fRzP5X3wJjkX3FSU86rsiWocRzDHN6yIIaFlQ0rUFDP6jhmpKWakpphprApl+iBZDcExnP3+l3xxx0jj2tTOLx3alZ5sWFTT7o12lbzySkkMnKmpWuIJHr7r/qN+7xKrbdbQhtm9pB/Z+aYZVeKuK7VkBiKcUpRUSMQT7UxEUTqR68S21qG21qG21qG21ol+agG21UvZcngWs1ek7ED3tq9o4plMj+H2LfsO+mavSTn8Tp3O6XfYAzV6Q03A8KUdF2D8jZtu+/pdc7YsDIFzOExH59wmk6lpbicO20H9WzBn85PpPhd5SrGS0Z+3QI2SylvOYCMMB3hZ4hqsUQWQFO2IYvf46qnvfrmtY/++VzJ3t0cigWjn6dO/tw0nVqy4fPr0083uo16Jb5DDO11Hz8Gy2+FXUV193AiHV2QxPZilaZCkh4OIdw6f4xH71MO6H4c6xFGfkBSj/Wwhxz8482+UqbUWdrQHhpypxolxHpb6ooOBZqfXXIY2gpCOuDDcC64z2TavSpo8+sbeFo92E/GLG8Gbw0Vw6rOflTBCfHZDMEJ8dnOWE31kccz/enk9zeAji8P/Q9y03PX01/SYxTHSXTyY29hju8Y7Nbdv3TWh5gVre/pXhkbsMVfHrLKzZ1VWT9Nqj+n6urDoOut1ox5IDG3wxzyMh8D8ZpB+sKEg1lrMbs89O4JYl+WRMERyxEtQleqi2qzsd0cRNRfppVI2JWmHuBUarnLfwKMueUKLKu8dSCY3pFfEXp6gmi8cpaKZacDSZkLV4DfYlkJlND+E6mxGI7WRK7aB5MEwstAuIEeR3MbrrYkGfsJnupUGbEPTRVdNLXhFi4zMYVTeZeoCt365Ib089vKxTEbaZsDm61a2zQlbARCyMP7CC8L+Zuc9HuaLgteajVtR1Ps5DzdSUlXxwtOwhadhC88skROtv8YggLzwvIXXWyZvkT31hLysRDtjmKwrMzuzJDEfsh8jXb6Bb+D8qlpI7DN89sn0VNlP91PoqXkiUKmnldP+NyKpHfAyhfWp7cYnsb56+fRDCv0H9+suhqfM54oxi5SsGSAFBNJJ+JHs/iDu6EA5nVEPqi3MNgdD4Vv/nihCpBeRHtTRSZCktrktFtyNz9/vbgx6c2w01QLJ76kZptCvL7mSn3ZFgbis2O9JT6LXYJtIvDKyK+oLhVYiziXPe/nH16mGSyoqNOpjZRqtVn07843qs9U7rZrqSluNzy5cizEpinG9Al9C9RhSxh66sn6rZBvjE0QVU2lR9yFVn+JfvQ8Y3s3A+P33MwiM6E8UU9Ny87grzBfGc4KM58TJqZMNVI9XGShvBKiVwWYx6rZ3b2ZgAMZ3To4JwtjbBL9CevwAwZMxD6gq8lfEsGTIqgBdQsSwThDaBHVXVKJZ1gJolg2bAIUQrQ1D26vap4FazyOTAMNaeI4JHxNca0DGS+T9XGYyUbopXQaemeNiNUpxsWSu0pUi4FutBQlLJeFwZeKG+gIoVsvm3rbFCQJjrRubzleaKGnyTkO1/H4Ca/UYVZWzuodWVXinnZUSuXQtkQtLlT74fwF2pAyMXBA7okMl4UefW7CtKipCSHhkJHxmhOxh41d/lpHHf1RuCGWEmK1ERgFDRrvk+AYyMvqh88gRZ3vF1gcPHntyS+Utez+E8d/u2fNbjHJ9uJfaudiWfITYkn8d30O6aZXn2JrUwpTgWqOXB12hr2aeeO4Hh5oyD4i426VLCtub4CB6Mo4wctVumzO6NWuZWzMaRzJ4cofBhjnbqiZJTIhb0NjRuBBEr+QJ1tUp65VB/MCg4iflYx6ZPi+T5ovolUH054i4+iJo9UXQMyNo9UWUeuU0FhWNn1U8OovF56oN2CsYoSpeWxsLOZoD6XWzffkBW0xWndbtcVNWQKVOV9vi9vbamke2pHNc4/LOFmW/UD23hrtCAMhixDo+h1h3gug4kOxrJexKSa2jnqM8k/Mrh54gDqRPzJvMTAIV6Lx0SXjxhsceI3X7PzRvggSzXc84OVc5n+XpW2ADxnQZjkGR4pWBXUletaLolj1rty7cXhVTONc+jWYWca+V8bYaGbfNU5XyeNEsaAapEqYLqGmO0CieEOx0E73FCM7mjSJBfKF9UcKVUWmspnZzXWUmU+tZNmJvXxA9daym0WVSfe0BqC/HuNuLpvLrJeyNxGdS4IB5fafEu/NMBkx60TIcUMuYACZLvnr6jjPdOD6R8YddjTqkJ7xpsmweO/FUe5O+8k9EXSB5SMbhbKI7L1TKgDxxyeI1FSadVjFRhInj5VwVRZHp4s8DJ4Ewd3vVpBKfxLIgB6PMs8HQrHcifa8ZyQi7kiGSJ5iUp1sqiSGiYzGOiBhQo0eokRhQcxjQx1LCPDNDBMe69/hzc0JjKVGCER2r1QkhWF/SG2sZdCxo2TrnwJ2Hdg9ODriBOtyp+je+C5j1bu3QgNu8tCF43733PBgavunm1Lz5/fK5jI4L8G9DbIqWkvMZJR/Giqyyq+PDYLqZSTpDKxpcgMI9NrEzbKgzbKgzbFycxR3K5cMA2kYMaHX4/blsGOEPnX3q90v7OtqSZf9dlgQ1GLp5kIbKEI4PLlo0CLYnh4aSnMLGIW0F50lbka3zaWObzeyPUsi/Q1gML2aP8/ehlWOReIuUdcxJTEoFK/ETGo6tsgWNcCUOyNYPL9pCMbfeXVuL/omFbJjPlF0GOvnFsBTJso9IDLploIOUNaTcDLzgJvAQKhu4II6Zl90FQnwYlfvI32tQ2U/KA6Rcnt0Imvl+VB4jZQcq95Lyau4jVNN6VNcz8F+Iz3rDNBxVV0BA4Gi5YkpmrDaqTV7TGZ3DY/J3dvpNHofOaX3cAjfiK8x1QH/5hTAPHCf96OOSSJe6Af32Jq4lpy1bSFvkv+/mWsi6vADeQXVzcWFZyjbiqjQWjCc6w/kuFvLIKlQRUaEAfFTRrpzm/Ooemy/os/k8fbG1TdvmJ5Z0OZ2BSMD5LdLEaJQ0EZx0N3WHap21ZmdtcqQj4YwkPcGuYJ07WPuCouGE+3cPmiPf439J0p8qZCCTyQbcoZgAvPfinLPwIiEAA+EImVfidyS7jmmV5DuEDHzk7JwL/AAmAwOhF57PPst/DwnJUOHfyV3X9CGMJXxL9yHCEj6PWcJLKCeyjy9Fdfgm4wmbJJ6wLp8nTCNsMx3nJYknXO7whOyUKWzTLDKl+FKZHywyhulv7ef12af5PQV5wvOFl9D812/Bnxsj/fJI3noDhdfbn/JZwBensYCB8Bb8Y/YB/lESFVqhbyj7WkkIXo/JwPjFjwQ6OwOYEAwvv4aeMcl/jfCBW5R84IIjwBQpOgLFmMLB+ra2eswUZu/wjxGvJxLxeCPiOweFQ/Dd7CP8fxGesI2j7nlGKRV5OfWKnonoe95hNjvw61mR4CsSfvl1DvwfIfo2WCwNrc5qkeiLeb7Z7Dn0u1fN8+Ubcni+A2gcf8Q/RTzBZJ5vwTnuDXQJ2dsTh8YPJfixpakDB1Lo+83Cj4QXrsj5bZ6R87tA+Di77C/h/P5nOKxbFqWcXxKSojDn9wZByK5E7TMRzq8pgn3WaXKe1jZvaWke5/fthK+auNk6ul3pRauudSerJb/J6CiNlWBB8vIDLC9hD5GXqMyrSblXlJ9gFpafcB6Rr3L5GlJ2c/v4NTjfLLybJGLGuZ0b4A/IvK2X+TQMRtEUMGdPEPuIJm0un4kbe4Krlj6IESaXKJhd6LdcSDC7kGB2ieG0pOVVIsY40EFbZ4CnwZphw/49u75wYPfuA8I3VKqjmjqT3e/QnlYfrawzORocWrD48ePPPvr4Mz981NNlASmdxh5fPpgKCc/rKmzx5ViKSjnnsf/WzdyVKQwnSKp5PfHFrBarXo1uVqOqV6OqU4ilnn0IPUt22CtDF3b0CqJXXHTYm7byWFQH1LgGucXwOpJ9fv0wyT6f3jA/eFive9DudLT5bcIlnfaYxqHF16CWRJlftGUQR5lvWrg53dJvEX5RbgnPi4b7bSBewptahlC7xZya2M+ySR7fvOj/Sh9UjB6XMaRrhoMTCgzUil1Ti7qmFnVNLeqaWhaVnWPwZomYXZNGUObNYntNOBpoDLtV4JEG9r6xfvee3fjfuv6xY6VHNG6z3WevXGWtt2khgJA/rHEbabrN9rEvLsUJN8GmZBD0mrTOnjHhZ5bW4S5jld/qMwinTDgVlphDwEQihn3acXeKjXOim07UOCdqHCWDeXPGvWjCimLjTgY+oBj4GndqIoX+764bmBgcnBioO1xRdlelU28P1urPlpXdXenU4Us28HJ6gUF3e5XwnrrE0jLUUd9hBhZ1ial5DrGj14EzXAr+mkSOEH2ITpBzTsr0wh4VRzq+vQ5ceLfmN0herYWT2Zf4CtQvFikWsYyATgss/IfQAAssbKOBhSftwS63ob/f4O4K2sXYOLAax4qG/0jLaCx2k/K3Oe7/AcKvJvkAeNqVU8tu2kAUvQbyah7LLpqqGqlSlETEEKi6oFUlQgBFIlkElFU2EzOBEcaGsYHAsl/SVVZV1UW3/YH+Tf+gx+NJahKitFh3fOY+zn1wTUSvrQuyKP41ITG2aBu3GKdohTyD0/SBRgZnEj5LtEnfDV5O6FfoHf00eJX26bfBa/TW2jZ4nd5YnwzeoJfWpcGbZFvK4C3at74gu5VZw+3W+mWwRe9TA4NTtJW6NThN49QPgzMJnyV6ld43eDmhX6Fu+tjgVWqlvxq8RrUMGbxOHzM1gzcom/ls8CZdZr4ZvEWtpRfHsiNDORNt1uYhZ44/mCrZ6YZs19ljhfxh4QBHMctaXcFO/Zl0Xc4qvhr4iofS9xj32qwlXHHte9LhrGmX7VN/eBOMg9FwOgxuwmkPxM6425uOJ+pcdEYuVxWulC+DOx5RvzrfqbaFFwyk6AnV555XrpdYTSowci9gR77bLkXlFC+ECqK8BTufP/zrIAPGWah4W/S56jH/+qmCbZP7XicYsrMd9iA/K9cfez7y6obhoJTLTSYTW8xbbMfvJ6xOzBVpG9KBJwY+8tpCsRB1lgfcwctYsizRZIKDay/bV52cG3sGucZJpXrWrB7Ak45JUgcSQmYkqE0MwnHnQA75NKApKe3VhZbRLrR7eBcoT4c4DwwqUhbaFrwE3qeInCHKxRMxVXBX4IpOrrP5+OYYsKdzthDlQq61XiJHFNUkm8qQiG1INxTQGDICnkICaEKgnqnYgbWL2xTvCfKcg68D76gChQqiU4FJIvJhPYLqdIWIHaqCTaCGAFYJ1IMo6utKPVRTpxIqq8GmTI1cezM6ApuL6NL9dIp0oaOD+34L6CavbYsYpD4jXahtUSV9XXcPOh/T+d8J2w/6Zgs6Z6Z3hu7ZM/0zPYF/4XyeK9qnEJYS5fBM9GPrHXw6xtY72X8i1pmr6863ofcp5ow3fKS3LuKNJh3Psww2Dr/4Nh8Tbfbif3JxHTzBZeupdGB15zgDaBp0gtlV6Qw7UNVfEjj/AJLhWzYAAAB42m1aBXwbR9Z/MLZjGZKUmRlSW1rZVlmylTRtmqSBQoqyvLY3kSVHkMQuMzMzt9f2ysxwZe6Vr8zMcO21vX47s0+adb/L7+d5b3bevP//zXujnZ0WCMy/P2+FKPyPf2pfACQgYFBQB/XQAOOgESLQBM3QAq0wHibARFgKloZlYFlYDpaHFWBFWAlWhlVgVVgNVoc1YE1YC9aGdWBdWA/Whw1gQ9gINoZNYFOYBJtBG7T72DFwIA4d0AldkIDNYQvYEraCrWEb2BaSkIJu6IE0TIYpsB1Mhe1hB5gGO8J0mAEzYSeYBbNhDsyFnWEX2BV2g3mwO+wBe8JesDfsAxlkuBQOg8PhXjgDPoUj4AQ4Fs6Hq+AyVHAM1sGhcCp8Dz/A8XAmHIX18DZ8BxfA1fAT/Ag/wyVwLTwBj8F10AtZOAn64Clw4XF4Ep6Dp+EZeBY+g354EZ6HF+B6GIBv4WR4BV6Cl2EQvoCv4GiYDx4sgCHIQR4uggIshGEoQgkqUIZFsBg+hyUwCiOwL+wP+8EdcDEcCAfAQXAwfAlfw13YgOOwESPYhM3wB/wXW7AVx+ME+BMBJ+JSuDQug8vicrg8roAr4kq4Mq6Cq+JquDquAb/Ar7gmroVr4zq4Lq6H6+MGuCFuhBvjJrgpTsLNsA3b4VWMYgwdjGMHdmIXJnBz3AK3xK1wa9wGt4X34QNMYgq7sQfTOBmn4HY4FbfHHXAa7ojTcQbcADfiTNwJZ+FsnINzcWfcBXfF3eA3+B0+hI9wHu6Oe+CeuBfujftgBnsxi33oYj8O4CB6OB8XYA6HMI8FuBuHcSEWsQQfwydwBZaxgotwMS7BERzFfXE/eA3ew/3hDXgT3oJ34XV4Bw/AA/EgPBgPwUPxMDwcj8Aj8Sg8Go/BY/E4PB5PwBPxJDwZT8FT8TQ8Hc/AM/EsPBvPwXPxPDwfL8AL8SK8GC/BS/EyvByvwCvxb3gVXo3X4N/xWrwOr8cb8Ea8CW/GW/BWvA1vxzvwTrwL78Z78F68D+/HB/BBfAj/gQ/jI/goPgbn4uP4BD6JT+HT+Aw+i8/h8/gC/hNfxJfwZXwFX8XX8HX8F76Bb+Jb+Da+g+/ie/g+foAf4kf4MX6Cn+Jn+Dl+gV/iV/g1foPf4nf4Pf6AP+JP+DP+G3/BX/E/+Bv+jn/gf/FPf6siETEpqqN6aqBx1EgRaqJmaqFWGk8TaCItRUvTMrQsLUfL0wq0Iq1EK9MqtCqtRqvTGrQmrUVr0zq0Lq1H69MGtCFtRBvTJrQpTaLNqI3aKUoxcihOHdRJXZSgzWkL2pK2oq1pG9qWkpSibuqhNE2mKbQdTaXtaQeaRjvSdJpBM2knmkWzaQ7NpZ1pF9qVdqN5tDvtQXvSXrQ37UMZ6qUs3AQ3Ux/cBrfDw3AL3AqPwCHwEBwJ18CjcB/cD/eQS/00QIPk0XxaQDkaojwVaJgWUpFKVKYKLaLFtIRGaJT2pf1ofzqADqSD6GA4Di6kQ+hQOowOpyPoSDqKjqZj6Fg6jo6nE+hEOolOplPoVDqNTqcz6Ew6i86mc+hcOo/OpwvgLLoQzoGz4Ru6iC6Gy+EUOA+uhBPhNDidLqFL6TK6nK6gK+lvcCddRVfTNfR3upauo+vpBngAHqQb6Sa6mW6hW+k2up3uoDvpLrqb7qF76T66nx6gB+kh+gc9TI/Qo/QYPU5P0JP0FD1Nz9Cz9Bw9Ty/QP+lFeoleplfoVXqNXqd/0Rv0Jr1Fb9M79C69R+/TB/QhfUQf0yf0KX1Gn9MX9CV9RV/TN/QtfUff0w/0I/1EP9O/6Rf6lf5Dv9Hv9Af9l/5kYGRiZsV1XM8NPI4bOcJN3Mwt3MrjeQJP5KV4aV6Gl+XleHlegVfklXhlXoVX5dV4dV6D1+S1eG1eh9fl9Xh93oA35I14Y96EN+VJvBm3cTtHOcYOx7mDO7mLE7w5b8Fb8la8NW/D23KSU9zNPZzmyTyFt+OpvD3vwNN4R57OM3gm78SzeDbP4bm8M+/Cu/JuPI935z14T96L9+Z9OMO9nOU+drmfB3iQPZ7PCzjHQ5znAg/zQi5yictc4UW8mJfwCI/yvrwf788H8IF8EB/Mh/ChfBgfzkfwkXwUH83H8LF8HB/PJ/CJfBKfzKfwqXwan85n8Jl8Fp/N5/C5fB6fzxfwhXwRX8yX8KV8GV/OV/CV/De+iq/ma/jvfC1fx9fzDXwj38Q38y18K9/Gt/MdfCffxXfzPXwv38f38wP8ID/E/+CH+RF+lB/jx/kJfpKf4qf5GX6Wn+Pn+QX+J7/IL/HL/Aq/yq/x6/wvfoPf5Lf4bX6H3+X3+H3+gD/kj/hj/oQ/5c/4c/6Cv+Sv+Gv+hr/l7/h7/oF/5J/4Z/43/8K/8n/4N/6d/+D/8p8KFCpSrJSqU/WqQY1TjSqimlSzalGtaryaoCaqpdTSahm1rFpOLa9WUCuqldTKahW1qlpNra7WUGuqtdTaah21rlpPra82UBuqjdTGahO1qZqkNlNtql1FVUw5Kq46VKfqUgm1udpCbam2UlurbdS2KqlSqlv1qLSarKao7dRUtb3aQU1TO6rpaoaaqXZSs9RsNUfNVTurXdSuajc1T+2u9lB7qr3U3moflVG9Kqv6lKv61YAaVJ6arxaonBpSeVVQw2qhKqqSKquKWqQWqyVqRI2qfdV+an91gDpQHaQOVoeoQ+sm5Su5XEMl77W1JdtE9tQPZbLFQr512C16hb6smy+7RbevIRk8bsgEsj7ZW3QXufUZIxqShYFC3l3QkAlkU3fWK2YrQ/05d0lT1uqR7r5COZPVTiPZmlrfk81ol32B6PH9Z8p+T4uGtOC6gpsOcF0jImnrz62pDWlh4wayPh04do1omhLiNhDiNsX6GrC+9Kq0R6MiY03bhWYPWl1t15spqkG/qZ9a9nJ9br1nRMNU4e8J/6kBfy9Yt6nC1AtkZGoNmKZuT978pu1DcPOtHtCJdYjsbF4wUHTdfC6T7/Oy9dMy2UrZrc8ZISYpkd3104LVyBmhpvmIKuc39dODWfnQLCcusqN+ejArH6xhPjNcKJWLheFBl9P5AXbzAw0zJNKCRDojiLRgRMuMwUp+IFOsDOUylXJLIdyrnxUgF0PIcQkt3lk/K0AuBmJ2YFsyoml2aHlKf12eDslaR6x+TjC5HMQ8R+eqrHM1N8hVJcjVXImgIhHMDSKoGFE3t+jlB+oqum2ZOyaaSrjXMFdyWpG9sEuI4+KQvltIH7F6/bwgwlEjIvNsVY7aqkymg7XKuME6zCjlMqXBQC9Y3cQfbe8SmRCZFJka53vMuaXS/OBBd6JxoJhZ5GYLQ72NxoHWzFisLdpoFin0xBHZIbJTZJfIpMiUyO5AtkdFxgIZlflRmR+V+bG4yI66ciFfKLX0ef4vUckrmV4kmRsezBi1OT1c8nKFvOmMS5eDp41TC6I1zxjydD6DztyQcWTGkDsQGE30fPMxCHUGQaXccqZuSmZoKBPQSTgNgqfm+UPs49XNGfQ1pQHrdsgMD2f8HTjU25ehHSs0vUK7eg3CgGZ6PGuwUDfbGxjK8JxMpUHY8MxBj7v9v5klL4BJJpqnhhiNF8NqP5Kx4bvh8N1q+F41/GUqY6cGwZn5qlcHN6CDq+tzc+VMg/hSozo0PVg2oWlndQtMaDkTWkAy1U35Ci3x/D1v4uPiYKG+pINrrzOCy36Mgs/DfnxZ/8/v1hX0wjeH13z8X2g2F8JZq4SzVqhlzdBw2tpFRkXGRDoi4yI7RHaK7BKZEJkUmRLZLTItcnIg29tECq5UtCMV7bQLbrvgtgtuu+DKhnRkQzqyIZ12wW0X3PYekYLfLvhRwY8KvryenKjgRwU/KviywxzZYY7sMCcq+FHBjwp+VPCjgh8V/KjgxwQ/JvgxwY8JfkzwZQc78p5yYoIfE/yY4McEX15STkzwY4IfE/yY4DuC7wi+I/iO4DuCL68vxxF8R/AdwXcE3xF8R/AdwXcE3xF8R/DjghsX3LjgxgU3LrjyEnPighsX3LjgxgU3LrhxwY0LXlzw5EXmdAhOp/Q7q33B7RTchKxPQngmxD4h9gnhlRBeCeGVEF4J4ZUQXgnhlZD1kMOikxT/SfGfFP9JmZ+U+UmJJynxpGR+SuanZH5K5qeET0r4pMRfSvx1y/zual/4dYv/HpnfI/PT4j8t/tMynq6OC7+0mR9tC34ffNklMhXp9wYq/jHYf7E2Zvo9/6AcrQ52tol0RMZFdogUZ51V+4TIpMiUyG6RPSLTgewS/13tIqMiYyIFt0twuwS3S3C7BLdLcLsEt0twuwS3S3C70ipdKRZMp729o9Etlf2za9ntG+efZsqDXrGvsby4YJRSYBSUe1TObL7sFNklMiEy2ei7cL2BwfJgc3nQP7AGeqmp31tU1ZtL/lkrLx2ZN7kxUywWFufc/nKD0SrDESOL2iwY7Csszgdar0+uUcz68oGLhFBLCLWEUEsItbSMp2U8LePp6niyrse8H3UvGvyuR/WByj9A+YszaPpykonKSSYqJxlfBksd6w5SGg/2QbQz2D/RVPB+8mWHSDM/3dbWJrJdZFSkSf3k9OTJ9ZX2ybH2tog3KZcp5/eeM2uHFn2gD3rdyTktuXCvdThT9D8S/GX0v/yGiuNN16yh6TcO5yqlQBt1iwWj6aQHip90o0RM5gKz/kKlKJqfwcCu5C0J7EwiA9W1GHlPHEbchZVMLlCHvLwghyj25QtDYYq6H1A0mqGoNUPRKJqiVoSiMTMUA01TNHaaorELKBrVtRiGYvDQUDRqQDGYNZzJupP6/c+VVp9yr1v0jzr5SYVSf6SvkMtlilpt8j+f9Uld6+MMaa0Yzr7SoClrqRn7sjEgrE0MX6NoutpGs9U2AVmtBVy1kaGqFX2KD8YMZc3A/yL0t61x1prxP46CD1JjXWXWXPINcv4HjelkK0V/sbMjBnUkwGoqudmyVzB6a64w4GUzuXyhHETrDgjrFh1hsELa0VAlV/aGcyOBlbfIC2Bb7Y9oMJIZGAj4tQRqX69hPt5fu/JgoVLyv2YNXf17FAxkimUvk+vz+vuDRS4W+ipZw6alVPFPsVWqjTUyTUX/hJkNlqTZy/d7ea88Ip2yH0AwMt4/2hYLS2qL1+zHWOu06MWt9SbIutqFzhVG/e/fYCFCBVHub5R6KPdHquVQ7m8w1eBLUwzl/npdC77QpVDuHxdUgj9sCkFLXQf+uC4DfzyoAl8JisA3MDXgS1MCesAQ8zGrBVDubwnl37cUJk217Pt6Lfk+1IhBiFRT788PZV6HFSS+3N9s8+67qKVdmwRZ973IG1V7CeVfmwTp973Y7Jf7W8PJ97ma3OvHodTr9ZTM+7Nt4v3gq2Qi1bT7vGpZN7ok3XcZzrk/VEu579NmvNw/fkzCfdfVfPtD4XTrUqgmXJdQLeW6HoOkay1Iuy5rk3itmNTrHSHJ12ZB+o1mCkDbmRLQdlIEWpUy0IZBIWgtKAUzHJDWfGrlYOo9VBB6Ro1piy0K3bNloQmMCGpzrTS0r3BxmEWQ8tBbPlQg2p0tEWMoRaI91spEewwXijGUUtEeQ8Wid+OYctGRBAVjhsIlYzJSLRrtJ1Q2eqEsyeZa6WjGtniCXrV8NMCYAjK7v1ZC5ufSFpHfnTi2jDRQrZB0jNmRorlnmlTK1vfv7QUi5wuV0U2vbrK66dONNlP9uhnQzaBu9Bw1XzcLdGPmDukmr5uCboZ1s1A3Rd2UdFPWTUU3i3SzWDdLdDOim1G/afEXfMhf4N6cntCYMZdERjOXRL7WmrEXWGYgKK1Strn2fe93xmX05Zmv1GX0WFM26/Z5/obRM9yaU7fm1B3jtNkNuWr0avZezd4ba++F7Ov9o6s2zleJNRZqDgo1B4WxURRqURTC0MEFm9YqNR+Vmo/KWBKV8MyRqpX/M18o6rQ0j4TGI3K5blawWgwRuVPXD7M1lOwYlBZ7mW7MzDWn1vpCmr5O1/5cC+JWQVrcsIOIayHdqofWgbGLM1CbOzBmrlyU6xmDY2Y06Ntxk7DqskY8S8WrxevVwFumhj03yWWlLvM6T9d56/wxABG5DPfV8eH7cO0+V105Meo2D6uxNZhjsn5SS21+7ASnwzysLUboAtxUlynrSMHGU6jGM2HMXbfmXjAVUxwLEO80D2v5KtVSXRoTZFMptGlKVfOIXHTrh+VaVGVZ8EptwSuWYKVKcFxFduWEyl+YRiq1VLQuHsOidWRsMYxW2baMjqnE0RrBjN3WoQvqKnX/U8qqqVCydZqba5fS5gelei9dnRBri+rntdtp+9yxaodVO63aZdWkVVNW7a6pUeshaj1EtYdl/t/VsV4Ie0Gr6zF8R6vDq17Tmt+pgu0s/78ua81Pp3ank6qvbPUDc2urFXNxa3ZtMFUbjQZG9WJrLnH1cw2lH5ir3GBf6NvcWjwpHXBdXr8N6pZ4QUl7UjF1w+alVBwsmNIzt7zal9H0SDlTMY5qNOqHB82UbCCGzdYdZ25v9ZqEl83vL/WX0LVJ+A5Y9ytjl7HF3gRXQ3BibVZtt2rUqjGrOlaNW7XDqp1W7bJqwqpJq6as2m3VHqumrTq5pjqWr2P5OpavY/k6lq9j+TqWr2P5OpavY/k6lq9j+TqWr2P5OpavY/nGLcm4JRm3JOOWZNySjFuScUsybknGLcm4JRm3JOOWZNwyi1tmHZZDZ0i1HBKWesIaJCydhOWQsMAJuyRJ6yFpPSStbdLSSVnblLVNWYiUndZtY+u2Hnqsbdp6SIeeatu6fvNG7NfnvRZ7EaR/0Mfc/phzQvWQmc2U3NBdi+6G71p0v2lwxH+75Y0+odd/XS1wyzXjifLAmrfqJ671Zrp2eLy7JOv/2OhrOtNfaqDiv8XcoYL12Sz/B4LpLF0btz4mLqzo20j/J6LqpdW+GkzXvhxqDvXrwYzZF0RozAl3OsKdznCnK9xJhjupcKc71ImGvUXD3qKBtyY3b75wAn2oppuVKfmv5FxtZZauPbKLYb9MdC/4rNRNS/WSyfSa5ZbBdFpr356mWzfH/BfDak2w/9Xh/+X+D7MqhtcAAAABAAQACAAKABQACwBgAA///wAKeNrlvQecVdW1+L/W3meYO3PnDm3obSgOfegIiqiAgFhijL0lvhBfYgNbLHnPRMSCGruxYaxBbAl2HbtiAeNYBnEso2aiXqNX8Vquyk28v+9e985wQRCUvPf//z6/2Z81e5199tl9r7W/Z/AoKiLl8qBOkWja9J33kO4/P/How2XQfx79i8Nk/OEHH3ukTJOIPJLLibO8a65U4kVXTipkkLTZfr8dqmX01O33qJZJU3fn9/RdfrRztey2+492qZb99th9p2qZXXjCS6KgRVJZ0EqkbUFrI+0KWqm0L2gx6VDQyqSjVP187jFz5aQf9vuwXxx9pPzuh/2my2Hcwm8NLdV37FppnzJCJYRytHdkgGwhNTKQcRksQ2SoDJPhUisjZKSMktEyRsbKOBkvW8oEmShbydYySbaReXKqzJfT5HQ5Q86UBXKWnC3nyO/lXDlPzpcL5EK5SC6WS+QPcqlcJlfIlbJQrpI/ytVyjTwuS+UpeUaWy1+lXl6Ql2SFrJRGeU3ekDflbWmmTe/J+/KBpORj+UQ+lc8lI19JVv4lOVX1WqKlWqYVWqnttINWaWftqt21p/bWau2nA7RGB+kQHaa1OlJH61gdrxN0K91at9FtdYpO0+k6U3+pv9JD9TA9XI/QI3WuHqVH6zF6rB6nv9bj9QQ9UU/S3+h/6X/ryfpb/Z2eovP0VJ2vp+npeoaeqQv0Nv2z/kWX6O16h96pd+ndeo/eq/fp/VqnD+iD+pA+rI/oo/qYPq5P6FJ9Up/Sp/UZXabL9Vn9qz6n9fq8vqAv6kvaoCv0ZV2pr2ijvqqvuTIXdwnX1rV3HV0n18V1cz1cL9fH9XX93RZuoBvshrphboQb5ca4ce5Qd4u/2Va+l4rEGzVLRP1LYdXrO/GvSv+YmFvxcPzhxLnxh0sfLK0vfT9WHquODYlNix0ZOzN+V/yuioctvFO+e/m5iQfLTo7dE1tdfmjsg7LLuLo58WDs8/hX5VFsdfyEsqj8nfI7ymoSc+MPx96JH1K+OPZM+fz4IfFDyt6IvRZfFHfxRYm51ESZyDtrQtnJ5eeWnZwPiQfXhIqHKX91PpTfkXgwfkjsnTWhfHGie6J7KD8fKPUQakEquNsi5efmQyivpQ5q6R6ClXto+fzy+bEP8iHU0SKxz0OIf1X2RrGURyG0tCoE+n1HfFHouYWTw7P5nKFniQdDyxPdbQQthRF6sPxQtMvC3bKbyyZQInnK3ymbEnKXLw69KF9ctk/5/DJ6UzY39I7UQxhBtHyfGTPKKz+Xmj4o+wD90PgJVgep8SHcDfqh+Vmi/1H8hFBDfAj3yG+j8WjZ8vLZ8T3irnx2fp7yNVPLHgS7phfzaYGNS/wEehl6/w5P7M4zYeQKQrl7UMvi/Egg5Im3C6ktoxmeTpwbQpz1xspiTSXOLawuQvwrZnt5RZuKqop+FZMqplccUHFSxWX5ey35wtNrnuD5QxPViQmJ5Yk2aDOJlydmW1jO1RTi6qIQZnz5WmGKSf5uuLY1QUn5sLyovNmt5U4ppHXnmSlW+2x7utrqn233ZyYqrLQphfwhV8i3K3cmFPLl27groYYwwVJatJrWekP+XSljiuXNt+fQsIeQufnRZCaXi2K/S/EocbxQW7xOe3xLJ+ksXaSrdJPu0kN6Si/pLX2kWvquZdNbrPmGbPlkmYL/3EGmy46yq+wuP5G9ZB/ZV/aXA+QgOVjmyDFy4gYt/oVFdv7ydSz9tXKdXC83yJ9kkdwoN8kSuV3ukrvlHrlX7pP7pU4ekUflMTzCE/iEJ/EKT2/AL3woH8mqgh/4WlYXfIHHA7TFB7THC3Rs9QK98AN98AR98QX9N+ANJq7lD3bAI8wo+IS8P5izlkc4vuANgi9Y1xMs0LP1Ar1QL9KL9TK9XK/UhXqVXq3X6A36J12kN+pivVlvLfIWa/zEul7iSfzDsnV8Q/ALea/wur6hTfqW/k2b9V39h36oKf1YV+knmtbP9Sv9Wr/RnGvjSs17VOA/KgsepAof0hkv0hU/0h1P0hNf0htvUo0/6YdHGYBPqcGnDHPD8Skj8Slj8Srj3VZuazfJbeemuuluhlvgznHnuwvdRe5id4l7zj3vXnAvuQa3wr3sVrpXXKN71b3mXndvuCb3rnvPJd377hP3qfvcfeEy7kuvfm+/j9/X7+8P9D/3s/0h/pf+UH+YP8If6ef4uf5of4w/1h/nf+2P9yf4U/w8f6o/zZ/uz/Bn+gX+LH+eP99f4C/0F/mL/eX+Cr/I3+gX+yX+dn+Hv8vX+Qf8g/4x/7h/wi/1T/qn/NO+3j/vV/iX/Ur/nk/6D33Kf+Q/9qv8Zz7jv/SrfS6SSCMX+SiKSqI2UWkUizD1UTyqiBJRZdQuah91jrpGPaNeUe+oT1Qd9Y8GRDXR0GhYVBuNjsZEY6Px0YRoYrRVtHU0KdommhxNiaZFO0TTox2jnaJdol2j3aI9or2ivaN9owOjI6M50THRsVKqp+ca9fxcSi/MJfVi5A/ob+RSkc814re7c3U58louq6tzGU6ZXXIp6YrWLZcOd6UHes9clrNcFVonJNztnkvzTJpnkpSUjQaTs0Q6U2b++fBseC7JWaGKq55WdlX+Sa5WU2sm1Ohe4bpcOvK7Kvcl5a+mlNWU0lhoRWhBiifSfnauuVBG50ILilseL7QvbXe7EIdWdGutMbNW7sha/4b1IEXrk4xFAhvVXbZ0v5Ld3CvojieztC+LRVzIM46xvJbePsL1+ZTpKCP0IS2xcM0IpxjhNHlTdmdN6Snqy89BJpQURoynzw9tCufj1idDCxdaTzOcryJsakIG5eviqkoSjEBI712oJ8lZO5Rycb5cagxlZ6gxS42n09fz7U7Wagz1pC3v5bn6UE9oHe1YmJ8JWw3pwrykbF68rQ96yFWKuh6hjNe410GqokopoZ5MNIl2dZRbc0vlNuSOXIPcR/ws8lZuqc7KLaMNzYXV10zp1u7C6Iey6zSba6THqcI6WlqYm+KVpTbKoa/JQh+SlNJcWMcN9OFiG7mU5QnjnG2difyYNFue/JhVFEamgXyNpDYWxr2RekOZy6htSaFFzdT/CLvo/FwTuZutD/mcWXI22y7yhTloaUF+lDLfGqXAir3xRuXkGKSvSZW+RZzkerW09bOlnNzDo8GWL8zxmrvla81Nfs/EC6PRZDVfbvPcHGaHdiXJ1UAP0oURbKKN+VzJ/EoOpbHGS/Dw+Z13Czsny65p2ffN7Lqwa1LuBXK+mLvFrbRV0OwaiV+ln76wl5I2Q969TLtetdqyXL2Ub6VdtXENPLOClJfzK8nyhZFzlNzAVYaWFPfvRcuXllKrfUVuqZW+kicb7emM7ZDSlnVC/gx1hBqzrWumzFJf4vkGcqwgDrWvzOcKZVjbyuh7kr43YzXSBcvWGOxd4cmw/zPs79NZLWGW8ysr7Nu2toPyq6tRlNLStjeraFvWf2lW43Tpzx2ztCHVVkMnq5k5KLQ0Y882WT72aJj51rXQmXgwaVrI59kdpTKLtfQW8jfk76yiO2USKyqstSqzgin6k6Q/wQ5n6U+99edFRu4lRqKB+GXrF7ZkLZuoNiIqM+0tRh85q8s5JQ+WrOy4c5dz2hyOvNflnPji+OPxNypHt/2k/bwOn3TsSigPv7uc03F0yNfxqS7ndFnU5dGuQyinT/6txLfOjtdymrmY88tCvZNTQ5WdFmrw8A1rvLv/ReR1ZymlD93oSw+kX+5uGcB1DfoQZDQyFhlP2pa5a2UC8UTGZyvGcmv0SbmFMo14OnlmIDORHenzLOLdkT2QvZmzfUnbj3wHEM8mbR76qch85DTkdOQM5ExkAfexPXIJ8gfkUuQy5ArkSu6H/X8V8kfkauq/jvh65AbkT8gi5EZkMXITz9yM3ILcityG3IHchdyN3IPci9yH1CGP0L7HkMd59glkKfIk8hTyNPIMeZYhy5Fnkb8izyH1yPPIiwg7QV5GXkFeRV5HmpA3kbeQt5G/Ic3I35F3kHexGZVIW6Qd0h7pgHRE2DvKWlPshPZGqpF+yIDctboFu6OGeBDC3tAhpA9DapGRyGhkLDIeC7Yl8YTcQp2IBduKeArXU5FplD2deEeeP4L0uejHIMeTfhLxycTzKP9U7s1HZ770DOIFXJ9FfDZyHnIB5V5EfCXxVcRXI9cg1yLXYc1vIL4RYT70z5S3hPh2yrobuZfr+/FkD6A/gjyGPE6bGXdlvJVx1ufIU08exllfIP0lynyZtEbyvc4146rN9OEfxCnkI+5/TFtWoX+KfMH1V9zPon/DHi3FzpblrnVx9AokgQWsJK0je7dTrslhq1wP7vfMNbo+3K9G+uYWun7k6U88gHgL8g7k/iDuDSMeTjwCGYmMQdg7bhzljifvZO5vi2yPTEEW8Owi0m9EnjMfkCzYjiQWNIn1THrNpfx+xAchhyC/RA7l7HJYrs4fzr0j8EBH5pr9HPS5+NOjuXcSeU5DTkeYJ38mwp7yzJU/m3znIL9HzkXO45kLEPaaZ6959ppnr3nmzTNv/jqEfeEfQB5EHkIeo47HkSeQpciTtOUp5GnkGcpchixHnkX+itA3X08bn6eeFTyPh/Aryfsh159xjW/xOc58klsSKZ7OcSaIiNtwXUocIy4jbkd6e6QrOrYq6pmri3rlGqLe6H1I74sMIG0g8VBi5iKqxTuORR9PvgnEE0nbCn0b8kxGtidtKmnTqGMHhH0QzUB2RHYifRdkV/IfS3wiJ5GT7HTcFjveHpmCn9sOmYrM4HoLYf1IO+xdH+JqpC9yMNfHEF+O3M9cb8W62hqZhJyDcHJznHrcRQgnH3cJ8jzCOcm9jnACck3ke5f4PSSJvM/1J8in6J8jXyAZ5EvauBd9PhA5EplD3b1pVYY2p2lzaFmGlmVoWWh/aFmGlmVoWehLmr6k6UtoVYZWZWhVhlZlaFWGVmVcOHO9juCTaVGGFmVoUYaWZGhJhpZkaAl8iP8eSc0N1LyQMWmm9oXSC1vHfNGKBlrRQCsa8DdJ/E0Wf5PF32TxN1la1uJXUviVFH4lhU9JyW60+MfI7ug/Id6DeE/ivShjH+KDzb+kZA7Xx1D28aSdaP4mib9J4m+S+Jsk/iaJv0nib5L4myz+Jou/yeJvsvibLP4my6g04HOyG/EvKfxLCv+Swr+k8C8p/EtK7qTeu4ixbfiYFD4mhY9JMcoN+JmUPMD9B5GHkIeRx2lH3t8kC/4mWfA3WfxNCn+Txd+k8DdZ/E0Kf5PF36TwNyn8TQp/k5JAD+HMiC3E36TwN1n8TQp/k8XfpPA3WfxNCn+Txd+k5DPq5cSvbZAYUo4kkEpOKm2xp+2I2W/4oSx+KIUfyuKHUsrZVZlHxSZqX6Q/MpS04cgIZBQyBhmHTOFe3sdklfMBviWJb0niW7L4liS+JYtPyeJPsviSFL4kpefy3HnEFyGXoF+KXIHg8/WPxFcTX4Nci1zPNfOii4iZE72JmPnAt2TxK0n8SRJ/ksSPJPEjWfxIFv+RNX/BntI3kbfR/078DvIukkTeNz+S0g+IU8SrkDQ6Y6afIxnkS+Rr8ycp/RfxN8Q57HbE7mFMHWOKb8niW1IOm+A6INCyC1TQG+nDPXw5/iKLv0i50aSNQcdfYyOasRHN2IhmduVCduVCxxmLnbkQv5HEbjSzQxvYoQ3s0AZ2aAM7tIEd2mCn+fy5OpzqG/Al4SSeZuc2sHMb2LkN2JNmdm8Du7eB3duAPWnGnjSzixvYxQ3s4gZ2cQO7uAEflPT7EO+H3T4IOQT5JcL+8scixyG/Ro5HTkBORE7i/mnI6cgZyJnIAuQshDZ72uxpM34njd9J43fS+J00fieN30njd9L4nTR+J43fSeN30r6B/BCGp70+haxCmA9PO/EhaXxHGr+Rxmek8RfpqBy7jf2BBRrwGWl8RhpfkcYvpKPRpE0kxtph59PY+TR2sxm72YzdbMZuNmPz02brl2K5lmKRljITS5mJpczCUruT5U6wVVnuZLmT5Q52xCxesHYDoILhpIxEJq1l1TIS/MVMZBayO7IHEnhrHs+cisxHTkNOR85AzkSu3qg1ymCNMlijDNYogzXKyBLo6HbkDvS7kLuRe5B7kfuQOuRxys5bn/qC9ak367OMe88izyHYfqxNBmuTwdpkJBBbYEp8AdYmg6XJYGUyWJgM1iUjH1LnR8gqJGMWJYM1yWBJMliRDCfRLKfQLBai3izEEehzpD8Woh4LUY91qNffkHYqssCsQwbrkMEyZLAMGaxBBkuQwRJksAQZrEAGC5DRxZTBGOhdZgHqsQD1WIB6LEC9Pl3Y+W9z/x9IClmFZJFv8FkVCL6RU16WE17YlRl2Y6Z1B+Z3Xz27qo5dUc+uqGMX1LEL6tgFdeyCOnZBHbugjl1Q50+R/n4eciH6RcjFyCKub0RoJyu6zr9HnCROIauQDCeSEunP6q1j9daxeutYrXUyRyqgvLZ483bMTnvi8NeBEPoh23FvCvF0uGwGMhOZheyO7IHsa+yVkp+R72Cen03aEfjKOTxzInIT1zcjtyC3IrchdyB3IXcj9yD3IvchdQhndDgprJAmVkgTK6SJFdLECmlihTSxQppYIU2skCZWSBMrpIkV0sQKaWKFNLFCmlgRTayIJlZEEyuiCS5JMctNzHITs9wETwQf0ARPpJjtJma7idluYrabmO0mZruJmW5iNpuYzSZms4nzfrDVTcxoEzPaxBk/xaw2ca5PMbNNnN1TnNtTzGwTM9vEuTzY2npsbT22tt5NlkFuW2Q76e22J56CTEWfjsxAYFtsbz32sx6bWY/NrI/2lCpsR320D/F+yAFmR+qxI/XYkfpobjiTMHNV+VMQcS+kt81Y1QZtQSDmA+z02Gx2YQ55T0TWt8e/a2+3EO1m7OVv7d1AkMX7MU9+mQL5rX9fhj1ZvO/yZLZm7wUaC/svEFjYg4GyAmG17MHxdnJe4xUnY4e3DTZZqiCqpS7Y56no05EZyDl2am5u8WzrWnfZ3/ZS8T7K75817zGK32G07J/w7mLtffN93y+07Jv8+4PnNuG9wVuF9wV/L7wnaFt4P9Cx8F4gv2+KOTxV4PDUtzi8mMEDL7ewcn7fJIvYOGVMnN83yaJ9k2fasG82Ya/YXphrzFQhk7BSk7BAk9gxk9gtk9gtk8RrYJhByPBCviqzZlgq21mFXRX8rZQwXyXMUwl1llBXCfWUtPJNnsnW5pvMOnzTymr/Dr6RdKHmwDcp8/jd8NA9kOJWfDffpFlvadZbmvUWuCYwTeCZwDJhveUJ7YfxS2YT+CXN+k2zftOs3zTrN836DeySZv2mWb9p1m+a9ZsOI8ga3hirpAuski6wSrrAKmnWeJo1nmaNpyW8d+ZMyhpPs8bTBVZJF1glXWCVdIFVWpgkXWCSdIFJ0gUmCTyShkfS8EgaHlmXO9Ib4Y40eycwR5p9EzgjMEaaPZNmzwS+CGwRuCK9SVzxtrFD4IY0eyrwQWCDNGzQwgMtZ/904ezfcu5PY+FSWLgUFi61zqkjnPlTG1y1Lef94tULA661gt/n+hNkPSv5/6EzfgovkMILpPACqdYzfv7dyBRGsOgdiN0J7y2auRM4rJk7zdxpDn/BtDfhGc71SQkWFuuoNcgge8ua5Gyb5Ewb3pymOMOGt6XhrWd405lSdpJC8VpPDLm7MiTBTPQghqg5e4a3hhmfo44htKGONtTRhjpsbhU2t4q21GFzq7C5VbSpjjbVuRdZQytyjcxjoz84l/VzkGPQj0WOQ36NHI+cgJyIXIhchFyM3EbeBuJXiJPEKWQVksk1Ri6XZZwbGefGiP3HWDdGrN9oFDIafRvi6eFvrX3sbxr9Vo+OZJaMF8lxEsxlcvU5yJk4nUuFv/xgDzO5ZA5qZoTbMXpVuWVSQt7mIPIDf0L5/E6unWa/s3Y3W5DQlnT+HtehXZl8vu9VW9Z+N+UaCem1U1vr7mZxc25ZrlE282edFvbGb679083+lWzLz6Tw71ktpRuhXAbhPycRh7+OlttZZ/211OWWMit3t14352cu9DSMLSPVHPob5q6QozGvF36HcU21zkdq08f1u3PmZ2nd0V/vT9tNrYuWh7WQXxuZfC+L14/1Op2f29D7MBr5+4xDMndmmAVGI/Sx7bfXRsso/Hv6v9GnwxprspCURPj7cmG/ZaS8pUfcq4f7vjWCYU9Yn7JFq0sKq6e4jrutjrsZt7r8WNhPgucbkGab/3r28S3ES0lbsqa2dXZNev1zvBn9z27Gs0lbtY3fbovZixbbkSyeo7APWi1O+lt2qCm/djY0t2tf59fWWmunee0U22/ZlhVYWIeFdZk7dkNl53fM2u3mp+r7rTQrI7OJ1jCz1n4Nf2UvPG92N1O4kyr00uzxmnEqfrp1j37HmmA11yFJpJGVGeLgUQrBciwjNIR1nN+R5GkMPsnuLUWWcL8+90huESu1v+2hFBbSyv73rMUfsqtpRzK/ssx/ZvIzGFaA2alsi2VqnZ1Cf61vGfvdaM805m6xf3MSfG1m/XbRRizbsg8KI59dt+WFlGzLim+xbvZEi7XnDNxaR/l660rZbDUXvEI38yzZNT0qzGlDfn42aqOqCmujfANrY2nwzKY/Qh0NeW9keynvz5aaPUwW+pUmR2N+3skX1kadPbskdyn7s7d5vWR+bazHN9Vzf814lRT1J7Mp1mqtVV6+vjWfX8f0JN3ip1rHtMmsQGbtNbv55421fe9GPOnGfF3596zxX2vWOLUn17+fvreHhVbzc/udc7PO+bHIY9rZJre6cNWwnmdfX/f0Sv7G4nZujo/bhB6mNvP5H3YGqZLRm5zz2z8bPIt+j5+S76irLefeEstR8v3qKlBCnVmTsP8fWd8O3rxzW8GHb87JJyn/4z+Fk3Dm+62w77Aa6YLVb/53reWNn/82d2+sU1pjbvUPn/nchfZ71UZOAZu2KqYX6ZOK56vodLkuK+65aSMafKb8/+wnT2z/5p/+/4sd6LbZIxDOqUU7Z32e6Nv+9Id6FGzfZq2B1qfbbsKeqlvr+l1YMx2YM7BnsR//31trm2Bx2v7batsMT2IeKrs2tRRO6vW2YsI5v349s5teX0/XewJN/8+8udjomkiuu8LzxNJKK03fPusWfFVyA942s2nnsE0496a/821kpnCCyG7yvl69sdqt7ev1muu+B9joz+jvfXen/0/s/c82eGcRfLssd2nR262Gja2mH7DPf5Z/r2Ws2iz/V/7klnzHmst89zlsve8M0j/oBNZo/N343Z58bW+Tf++23rdm6U3bset791awjP/m2Qws/sN9ZeE9Wd6uLNv4yWHjNeXfmWzM32yAgld/57kwW/yGcdM9wsat5ubzTOua2ug5iz39UItPzP914wfXuSic5TfVD/6PnGDX9T0/mCjXvNEufleyIYbPv6tcY103Xu8G18Yta976fke/spvVr8x3nJjbrrN31rwX3bzz77KNtdnePaY3pf0bHdPyTbBR9Wu9T2veBCuS/YGtsnewLfqmvJPc0EjbO9iNtHXNWfZ/gUDr1+KvzOaW960kJ1dJKUEkTlCplPakdSS0kc6EUvurbkx6SD8pkwEyhPvDZaR05dw2WXrKFMJgmSbTuTNTZnFvV/kR938sPyHHnrK3jJN95SCZIAcTJssRhG1lDmE7OYawvZxImCL/TZgq8+T3lHUhYTe5WG6jlPDVh8PkTqnjuUfkGTlOlhN+K38l/E7qCafIC4R58hLhVFkh78p8+ZDwB/mIcKmsIlwmnxMulwzhCvlKcnKlOo3kem2jbWSRxjQmN2q5xmWxJrSj3KydtEZuD99+kCd0mA6Tp7RWa+VpHakj5RkdraNlmY7VsbJcx+t28qxO0R1lZfgGhLyph+tx8rYer8fLB3qi/kY+DN9+kI/1d/o7+UTn6WmS1jP0DPlCF+gCyejZeo58qRfoRfK1XqKXyD/1Mr1M/qVX6lXyjX0NQvU6gtcbdLFGejOhTG/V22nx3Xq/ttMH9HFa/CShlz5N6K3LCH30WX1Rq+0rEAP1FX1VB+vr2kx/3iWM1X8QxumHmqYPn+sXuo1+qV/rtprVnE5x3pXqDFfmanRnN9gN0UPdMDdSD3dj3Hg9ym3lJulxbrKbqieE7zvoyW5HN0t/5xa4BTrPnePO0VPd+e58ne8udJfoae5Gd6MucM+55/Ss8O0HPdu95Fbo791Kt1LPd42uSS9w77r39VL3iftEr3Sfuk91ofvcfalXeTqu1/q9/f56nT/QH6Q3+v/ws/Umf4g/QW/1J/mT9BF/ij9VH/Wn+Sv0CX+Nv15f9Yv8Ym3yt/pb9W3/F3+H/s3f5e/Sd32df1Df8w/7l/QffoVfqd+E7zs49R/6Vc77z/xnLua/8F+6Mr/ar3YV/p/+ny7hc5FzlVEUVboO4csOrldUFVW5PlHnqLOrjrpGXV3fqHtU7fqFrzy4wVFNVOOGRkOjWjcsGh2NdyOjCdF0Ny7aMdrRTYt2inZyO4QvPLjp0W7Rbm5mtEe0h9sxfOvBzYr2jfZ1O0cHRAe5XaIjo6PcbuG7D26P6KToJLeXOHeK7dhKdmV5Yd+OkYrwpTHSKqUW/9KWXdeO0I3d2h69Q/iqmO3quP3Xu2J7W+2/4RXb4aOkO0Hsv+aN279SHS99pC+l9SNsKf3Z+yJbEFRqCE4GEuIyiFCCBRiMvRhCKLVvgAl2YDj11xJiMoJQhk0YSXtHEQLzjbZWh3aPJcRp4zh6MJ5QSW1b0oMJhHYykdBetiJ0kK0JHWWShP/yfhtCJ+zJZMrYFisiZonGYUOmok8jdJEdCKOwTNPp1QyCYKFm0psdCQOwVbPox06yC+m7EoZgt35E23cjCJbnx7Q6fM9mlOxBCG8y96T+vQiTsGp7U/M+BMG67Uv9+xGmyv6EHeQAwvZyIGEmlu8gWvhTCWwZLGA3+Q85HD3YwQlyJEHMGo6XuXI0erCJtXKsnIAeLON4OUn+Cz3Yx4lyspyBfiahRBYQnJyFxSyRc+UC0oPdjMtFBMF6XoZ+OaEWi3cF+pXyR8bzakKVXEOIy7WEUXKd3MhYLSb0k5sIPeRmLG8/+bP8hXKC/R0odxAEK3wnY3KX3MdT9xNqscp16A/Iw9x9hLC9PEoYJY8RtpfHCSJPELrIUgknvCcJXeQpgsjThC5Y9GfoxTIJHBIsu5NnCWL23clzBDEr7+R5gpitj8uLBDGLH5cGCWesFYQSeZnQT1YSSuQVQj9pJJTIq4R+8hqhRF4n9JM3CCXSROgnbxJK5S1CjbxNKJW/EWqkmVAqfyfUyDsSvqD0LqFG3pMPqDH4mIGSknCSCJ5moHxMEPM3A+UT+Qw9eJ128gVBzPe0ky8Jggf6in0RvkU0RLISvlnwT8Iw+RehTL4hDMNH5aRMRVUEX+VkGGbQkxLht4ZpiZaQHrzXCC1V/Lf5sBH4hTL04MlGaIVWoCc0gV6plRLXttpWRuEv2qG31/boHbQDekd83iitUk7c+JFO0k87a2dJaBftIltrV+2K3k27oXfX7ug9tAd6T+0plXicXjIJj9MbvY/2Qa/WavS+2he9n/ZD76/90QfoAGmrW+gWMllr8K9t8UoDqXGQDkIfrINJH4LHbadDdSjpwe+20+E6HD1433Y6QkegBx/cTkcplsQ8cTsdo2PQgz9uh0cbhz5ex0sH3VK3lKk6QSdIlU7UibK9bqVboW+tW0snnaSTZCZeD0uik3Uy+ra6Lfp2ePSZur1iVfDrU6REp+pUxmSaTmOsdlCsik7X6fRrhs6gXzN1Ju3fkRPAZJ2lv+SpX3EOKAlfCEQ/XA/nqSP0COo9Uo9En6NzZKDO1bncPUqPYoqP1qMp4Rg9hpRj9ViePY4zRCf9tf6alHCSiOsJik3gPHGixPQkPQn9N5wtyvW/FPvACeO/eepkzhlx/a3+lpRw2qjQU/QU9Hk6j/JP1VNpw3ydT57TOIV01NP1dO6Gs0hcz9Qz0cOJpErP0rPQz9azpYeew+lkhP5ezyflAr2AMbxQL2QELuK80kMv1otJD6eWEfoHvRQ9nF2G6OV6BfqVeiX5F+pCcl7FaWaU/lH/SPrVejX6NXoN6dfqtaRwvpFqvV6vR79Bb+Dun/RPskP4Bhb6Yl3MiN2kN3GX0w8pt+gt6Lfqrei36W30/c/6Z0byL/oXerpEl4jjfHQ7c3SH3kXOu/UeifRevZc89+l9jOH9er+0D19b5O6D+hDpD+vDPPuIPiJeH9VHKfMxfYxRelwf5+4TigULZyyefUqxYOGkxfg/o8+gc95iDJfrcvRn9VlG/q+KBdPn9DnKrNd66npenyfPC/oCZb6oL1LLS4rt4ny2Av1lfZkWrtSVpLyir6A36qvkf01fI+V1fV266Bv6Bv1t0ibpq2/qm4zYW/qW9NK39W3W59/0b4xYszZz9+/6Dk9xzmMu3tP30Tnt8ewHiu3izPchekpTjP9H+hHlfKwfM1OrdBXpn+gnlJPWNCV/qtgxToefo3+hX0gfzSgUwknxS/Sv9Gvyr9bVpGQ1Sxv+qf9kJfxL/0WZ3+g3lJ/TnExyHFuADe8i6eNKXImMcG0cJwZX6kplexdzMe6WuTKJXLkrJ0/cca5xFa5CRrmES0h7V+kqydnWcbpx7Vw7qXbtXXv0Dq4DekfH6cZVuSrZwXVynTCZnV1n6eu6uC4Sc11dV+rq5iAZ1911R+/heqD3dD3Re7le4l1v11vCVzL70NRqVy09XF/XV6pcP9ePevu7/ugD3AD0LdwW1FXjaqhroBtEywe7wbR8iBtCv4Y6bBdn5WGUOdwNp8xaVyvhe5sj6NFIN5IejXKjyTPGjSFlrBtLyjg3jj6Od+Mpf0s3kbucsKWb28Ztgz7ZbStj3XZuOxnntndT0Ke6qejT3A7cne6my3g3w80gZaabScqObkeZ4Ga5WTLR7eTOJoUTOaX93p2Hzrlcat0FjjNDOJ2j/8EtQueMTjsXu7+ic1KXSlfvoGnO68+T5wX3gox0Lzo8b/hyG/oKt0I6u5fdy6RwjqcXr7hX0BtdI+P/qnuVPK+5N3i2yTVR+5uONckpP0nK++59Uv7hVpHCiR897aDTcO7n7meOVRdO/+hf+b1EOP3vLUP9Pn4f6ez39ftKV7+f30+6+/39/jLSH+APIM+B/kDp7w/yB8kW/qf+YFL+w/+HDPY/9z/n2dl+tgz3v/C/IP0QfwhP/af/Txntf+l/if4r/yvZyh/qD5Vt/GH+MNnWH+4Pl+38Ef4ImeKP9EfKND/Hz5Hpfq6fKzP8Uf4o2dEf7Y8m/zH+BFp1oj+RkqERWvUb/zv0U/w8GeRP9adS/nw/n5TT/FnoZ/tzKfk8fx7lnO/PJ+UCfwH6hf5iyrnEX0YJl/srSL/SX81T8Aw9usH/CR2qocybPNYvsA3l3Ob/jP4X/xd6usTfQU/v9HeSAu2g3+3vR4d5KO0h/xD6w/5RevqYX0rLn/RP09Nn/HOUU+/r6ePz/nla8oJ/id41eKwTjLSCZ1/2L5N/pV9J/lf8u6S/59+jJUmfpM3ve6wKBPUhz6Z8ipSP/EfM0cf+Y/Kv8qtI+cR/Sh74itI+95+jf+G/oM0Zn+Hul/5LZucr/zXpcBd5sj6LDn0xR//y36DnfE62DR/SkhkcglRGRi5yMj3ykReBzSJSSqISGRS1idqQpzQqJSUWxdDLIggkfJxUOocv9EnXKBElKK0yqpSeUduoLSW0i9pRWvuoPXc7RB1JgfFkcNQpgpgC6cnwqEvUBR3eo7RuUTf07lF3GR31iHpI96hn1JMye0W9ZErUO+pNnj5RH8qsjqqppW/Uj/z9o/7oA6IB0jvaItqCFFgRfWA0BB1mpPZh0TDKGR4Np8zaqFa2iUZEnHbCVwPJOTYaS55x0TjaNj4aT11bRltyd0I0gbsTo4nUu1W0FelbR5MoZ5toG9owOZrMU9tG2/PUlGgKbZgaTaX8adEOjM/0CE6KZkRYj8Co3J0VzUKHVClt52hn9F2iXdB3jXal5B9FPyIFdpWh0Y+jn6BDsDIm2jPaE32vaC/pFu0d7U3KPhGUFJgWfb9of/QDogNkQnRgdCB5DooOkonRT6MjSD8ymkPK3Ggud4+KjiL96Agmgn6PkXh0bHQstR8XscsCCXNCdm5PI+H+nKXjnKorCNVQZAsJlxgJDzESbmMkPASKbCHeWCvx4gmg3p7ogXuHGveWGPd2p+zwLzYGEPoa/YrRb4wT/mD0QLyxIuLtYV9LFWPdfkWsGzPWFWPdmLGuGOv2N9ZVY91RxrrOWNcb6/Y01o2MdcPbtm15ajtCNWzVQrxDioh3gBFv+Hc6M2ljoFxppVzmD9LdhR6E93MC4/6Ytu5OqIFxf4IeKLfGKLfWKHegUe44o9xao9wyo9xyo9xBRrllRrljYNyfUubPCNVGuW2g3J+TMptQI79oJd7SIuIdWkS8JRAvJ105nlAL+7bQ79Ai+h0O/XKWlXnQb1+j3xj028K6MWPdEmPdmLHuKGPdyL4kK1DuYsbnJsi2pohshxnZ1hjZ1hrZ1hjZlhjZ1hjZ1hrZlhnZipFtmZFtXyPbAUa2fY1sBxjZ9jWyHWBkGzOyrTGyjRnZ1hjZxoxsa4xsY0a2NUa2YmRbY2QrRrY1RrZiZFtjZCtGtjVGtmJkW2NkK0a2NUa2YmRbY2QbKyLbWBHZxorINvYtsh1WRLbDish2mH1TXaDbzxiZz1vJtgdci+2GaFeTnm2l09oiOq1tpdNy9HgrndYancaMTmuMTmNGpzVGpzGj0xqj05jRaU34Wi/PBiKthUh7oAcW7W8sOtBYtL+x6EBj0f7GogONRfsbiw40FlVj0XHGolrEomosOs5YdJSxaK2x6Chj0Vpj0VHGorXGoqOMRWuNRUcZi9Yai44yFq01FvXGouXGopGxaJmxaGQsOtpYdIyx6Ghj0THGoqONRccUsWhfY9EBxqIxY1ExFu1vLDrQWFSMRcfBorNkC90J/hTjz8j4U4w/hxl/9g3fKSYlkGdfI08x8hxdRJ6x8D179MCcfY05+4Uv25MSaDMGbbYQphphRkaYMSPMnkWEGSsizAjCPJt5PEd/T8q5ei6jdJ6eR8r5rZxZZpwpxpk1RZxZC2f+Af1SaLM2fDUZ/Qpos9Zos8xoU4w2a4w2a6HNa9EDYXYxwqw1wqwxwhwEYS4i5UY4s8Y4c5hxZq1xZg2ceRulrWFLMbaMGVv2D9/uJ+UuCLMHhHk343MPnClFnCnGmQ7OrEN/ANrsC20+jB44s69xphhn9jTOrIIznyQlEGZfI8x+RYQZC1//Rw9sGTO2VGNLZ2wZM7bsaWwpsOVL0in8vwHQA1tq+D8EoDdqI7W82kqVA4wqBap8k14HnhxsPFljPDnIeLIzPPkud9/T97ibhCdrjSdrjCdrjSfFeLLGeLKL8WSZ8WSN8eQg48laePJT6aqfwZO1xpNd4ElO+ZDkV9TyNTxZW8STNcaTYjxZazxZYzw5EJ5UCIEf2QKq9DKYo2AELQS2FGPLWmPLMmPLWmNLNbYUY8uYsWWNsaUztiwzthRjy1pjSzG2rDW27GlsOcjYssrYsrOxpRhb1hpbirFlrbGlGlt2MbYUY8taY8uYsWWNsWVkbFlmbBkZW5YZW/Y0thwEWw6UTm4QhNk1/D8bClTZyaiyq1GlGFXGjCproErOG240bFlrbBkztqwxtnTGlmVFbNnmW2w5pIgthxSx5VBjyyFFbFlqbDkctmRHh7/5QNpntXJmmyLOLCnizBI4s4Ut+xexZYmxZcLYssLYMmFsGTe2HGFsGQtfESV/oMqEUWWJUWWbIqosMapsU0SVbYqosqSIKkugSpxV+MuS9GX5cGb1e0GYI4ww40aYI4wwE+GL4+iBKhNQ5c/QD4YtK2DLX6AHkkwYSY4wkkwYSY4wkuxtJFlpJNnWSLKdkWR7I8kORpIdjSR7GUn2hiRPpPbAkAljyBHGkCNhyPnogR4TRo9tjR47Gj2OMHrsaPQYN3pMQI9Xk36Nvw79euhRjB5HGD2OhB5vQr/Z30z6LTDkCBjyNnr0ZxhyBAy5hPTb4cYRcONDlBCIcYQRY28jxkojxrZGjO2NGDsaMfYyYowbMSaMGHsbMVZCjK9QfmMrN440bowXcWNH48Z4+MY6KYEY40XEmIAYOWkYK8ZhxRZKTECJLWSoRoYdjQwTRoYdisgwYWQ40siwo5Fhwsiwo5FhwsgwDhnCDsaE8SIm7GBM2AcmrCIl0GAcGmzhwAQcCEcYASaMACuNANsZASaMADsYAQoE2BfC6QcBihFgJQRYgz4wGkj5g1oJsNIIUIwAE0aAvSHAkaSMggMr4MDRtGEMNChGg5VGg2I02K6IBiuNBhNGg+2MBsVosIPRYB9ocDtStocJK40JxZgwYUzY0ZiwA0w4gzbPbCXDbkVkmCgiw4SRYTvIcHcZEf0EGhSjwWqjwTZGg2I0WG00KNDgfuj7tzJhqTFhG2PC4UVM2MaYsNSYcDhMeAzpgQYT/wewLG0lAAB42uVZeZyOZds+zvO8ZoyZMTN2xmBsY9/XkMhYZ2xjyJ4xljCWDEJaqCRLlminaFGUQnZlX0KKKCJJUqlUklSW93gu82qSX+/3Tl9/fL/vd/zOY+7bc933cz3Xcp7HcYEACNUq2dbBxTdNTEZ06uhhaUjsN6zPQNydljJ8MF6HYxtcvow8gbbkIiiDaqiPpmiLnhiA4bgbEzETT+NFtl6DLZmeEIQhL4qiLKrjRjRDO6RgIEbgHjyERzAHC7AEa7E10xOKcORDLMqhBhqgOZLQC2kYiXsxCbMwFy9hKdZhG/sQ3KhLk1h0bNwoORYTGieRV7RqkxiLk0ltWsVKvuSkhFhpmvFWQw7kRzGUR03chBZoj1QMwh0Yh8mYjWfwMpbhTWz3rfOyNxEogOKogFpoiJZIRhf0xmCMwnhMwaN4FgvxBt7Cjoz2QYhEQZRARdRGIySgA7qiD4ZgNO7DVDyGeViE5ViPtzPaByMK0SiJSqiDm5GIjuiGvhiKMbgfD+NxzMcrWIEN2JnRPhtyohBKoTJuQGO0wi3ojn64HXfiAUzDE3gOr2IlNmJXRvsQ5EIM4lAFdRGP1uiEHrgNwzAWEzAdT+J5LMYqbMLujPbZkRuFURpVUQ9N0AadcSv6Ix134UHMwFN4Aa9hNTbjHexJSUkb7j7IGqdWS091R7PIgTecyCqn93Gnssa90/r3c99nkQcPGeTOZY37DktJdReyxvzylKDoLPLgEYOCYrPIQ1LTguI8V/BczXMdzw08xw/qN2xgUMusMb9kWFDbrPGQQA87ZpGH9R4c1C1rPDTwhl5Z4/T+g/sG3ZZFHpQ6NGhwFnlEr/Sg4VnloelBY7LGwwO/+t6s8Zg+w4YETcgas/QoQ3wU9RznuZjn4p7DyTmICOb6KObjXMyZeZg787GuFGD2D7Qp4TnG85U3mmfnOchzsOdsnkt6DvNcyHO058Kes3uO9RziOdRzEc+lWFOT3ZbQbqHhjLpEt9ChxNOhOwodDCsQNj1sYdi2sBPhLjwuvGX40PDHwzeFn81RJEfLHOMjmkf0jDgYVST3wfzzC6wrcKJgeMG4gs0LNSh0MGMMQqD2uhzQXa6jJlgn62xdrKt1s+7Ww261npZivSzVelsf62v97DbrbwNsoKXZIBtsQ2yo3e5ucdc+9fsz13+is+viurpurrvr4W61dBtuI2yk3WGjbLSNsTttrN1ld9s9dq+Ns/F2n91vD9gEe9Am2kM2ySbbFJtqD9s0m27D/tbTM2wm8Qgxi5hNPEo8RjxOPEE8STxFPE3MIeYSzxDPEvOI+cRzxPPEC8SLxALiJeJlYqEtsleIV4nFxGv2OrGEWEosI94glhMriJXEKltNrCHWEuuIN4m3iPXEBmIjsYnYQmwjthM7iLeJncQuYjfxDrGHeJeYYe8Re4l9xPvEfuIA8QHxoZ20b+xbO23f2ff2g52xH+2s/WTn7Gc7b7/Yr3bBLjs4cerMORfkgu0L+9K+slP29X948jc+e9EuXfu8y+ZCXHZXzpV3FVxFV8lVdlVcVVfNVXc1XE1Xy9V2oS7MhbscLsJFuiiX0+VyuV0el9flc/ldAVfQRbtCLsYVdkVcURfrirniroQr6Uq5OFfalXFl//bzf9W3OsQNRF2iHlGfuJFoQNxENCQaETcTjYl4ognRlGhGNCdauhZES5dAJBKtiNauteV1g90QN9Tdrgma4Nq4tq6dSyJGWF7raLcw2xRhrglkmyhCmJ1y8d9KUkEbFWxDftqEurQotWM75rb21IPlqd17Uq+mEnWohQdRWw4h6lL13UUdOI46tD614iqq3zVSFOlSXErgkMRJQxyWm6UlzskQuRuX5V4iUsZrbYnSelpftmkLTZAdOlWnyi59URfIbl2or8gevagXZa81tsayz412Y+T9jPwYAnEjMY+Zpa+lSXNJlp4yWO6WKfKkvCQrZIvsk2Ny2lbIBdukoRql+bi293C1fmTH/Do9w5V1yTmN0eJaRitpDa2rDbWpJmqSdtIe2lsH6FAdqWN1vE7Uh7kOojjnMZzfMpzLGjrLNdT5HO8k14n5p7cbwB4v1qW6QtfoBt2iO3S3vqf79aAe0WN6Qr/Ub/R7Pavn9QKH3VmIhVuU5bECFmOxVtLKWAWrYjWsjtW3hhZvzS3R2loyc2m3K7+SWWoUs9EEZp6ZzCtzmSsWMgus4N7edP3fdm2fucoacuVk6rMbiiCXrK/qOu2ofXjdgb/hTb1F+yJYX9O3tL320gv6LrLp67peE106x+aivsdPl+gG3Kmd9ZLu5d1S3Yjh2kUv6z7eLdNNGKFdDfo+797QzdpKu5noft4t59i01u6meoB3K3SrttEeZvoB71bqNm2rt5rTD3m3SrdrO+1pQXqQd6s5okmaYsF6iHdr9G3toL0tRA9z1aZZJ9afnrqQ12OtL68308cFuBl5qzT33ALqetpBcoodIveyj8ipxje43naE3Mc+Jve1o+R+9gn5NjtG7m+fkgfYcfJA+4ycZifIg+xzvvk3nUS+pJPZr7W6U5M11Yro95zkYRarZyBWmlGGUZZRjs8Nt/K8qsCoyKjEqMyowqjKqMaozqjBqMmoxajNqMO4gVGXUY9Rn3EjowHjJkZDRiPGzYx4RhNGU0YzRnNGC0ZLRgIjkdGK0ZrRhtGW0Y6RxGjPSIbqL7qb/Ku+Q/5N95ADK8H0ohvJFaB+5tXPuPqZVj/D6mdW/Yyqn0n1M6h+5tSyKUf9yrxZduWoW6hy1C1MOeoWrhx1y6EcdYtQjrpFKkfdopSjbjmVo265NDDqufUkOY9+Qc6nX5Lz61fkAnqKXFC/JkfrN+RC+i05Rk+TC+t35MDsqBXVH8iBGVIrpj+Si+tZcgn9iVxSz5FL6c/kOD3PWWtvHbi+ilGPBbRVGPWdUdtFUKXlpoILZq4sxkwaT+SmQ0+k1ksi8iKFyIfe9N/56ZH7U7cNJmLortOp254gitIrr0asxEoxFJOSUgolmNF6oJSkSCqqyD1yD6rLOBmHQJaqi5oar01QS5trc9TRftoPNzBHTURdnaRTUE+n6Ww00Dk6B02Yhc6jqZXmqkhnVknGNDfKjcKzGQozxKtD9ac0VJ26iNej/dUrGVeKyvT3V1Uef6+TptKMObdFoF2gz77HcvV9wdqDLByBq0/lnIJI7aN9mU06MWd00a7aTbszy96qPTWFuTY1U9uebNuROai9JuJODGcmacWM0YaZoR0zQAdNztSbOEQxey1mrkpghlrCPLSM+WY588pK5o/VzBNr2SrIzxb8bKk/6TCq5FhE6BSOV6RX2EGcu+KowdnrklFj4mFRR6KO8C8ClTJqZ9ROcG8y4P/litbWqFVecXMLRL3kK2mU/1x8TTVI1Exe5cn4C5T2Gj8X+zs1Q9mHXHlXVBpEOma0+eMnSVB5WOpf97NaMBlGxF730wKcoWQPvd7nkecRJDWuAMev24J5WXL9G9hw3TZL6U5OZ8LT1201hVc7/oCR123Xmz7m2WvQ+rot63LdjvwTSl4dZ9GETE8E5kMiQzJ8WxmuBA1oI1q5dbrzqs/yLSOOXpkzuqur7wrMMN/4KlcUrn0r34aMlsp/y+0dXRoRirFEmN9H8cwGv6/cnqjIvfmO7tF3qRP26j59n2rhgH6gH1IzHNKP9DCVw8d6VD+hfvhUj+tnVBGf60n9glriKz2lX1NRfKun9Tvqih/0jP5IdfGTntOfueMFFdnHbPymiGtcZzTzTwwzTiyzVQqzUh/0ZWbqz4wUyEdPYDUzDLMLc0s/5pRJOpl7ZJpO1xk6Ux/RWTqbWSXTXr+8LzAqzC/JV/3wP//rOHM+o8FntJhM37sOXVm3fmW9ukCdckkvc+OKsRpRcQVZsGWj7spuoRZG9ZXDIiySGiyn5bLcVGJ5LZ/lpx4raNFWiKqssBWxotRmxay4laBCK2Vx/NYyVtbKWXmqtYpWySpTs1W1aladyq2m1bLa1G83WF2rRxV3ozWwm6jlGtnN7GcTa2rNqOpaWEtLoLZrZa2tDRVeO0uy9oF66095QzKy1JU15HxNifAVJKevILl8BcnnK0h+P2MFfAWJ9hWkkNbW2ojxNaKwrxFFfI2I9TWimK8RxX2NKOFrRJyvERV9jaj0+yjKRziVFQ//t1z0TO+fZ3vn/Lj3zE95tzzX++R53iE/773xAu+KF3o/vNj74KXeAS/33ne197zrvNtd733uJttMj7vVe9wd3t3u8r52T4aj3eu97H7vYg/aIarow3bEPraj9gn19Kd23D6zE/b5/8Ch/tmf/pPOtI53jvW8Z2zg3WIj7xPjvUNsluENE7wnbO2SqF4Ep5gdS7FqlmbGKoty9HQVmCkqscZXQVVWtuqsgDVRiy6vDt1dXbq6+rgR43Ef7scDmIAHMREPYRImYwqm4mFMw3TMwEw8glmYjUfxGD3gk3iKFWAO5uIZZu5N2IJtzPU7sRt78B72YT8+wEF8hCM4imOsOidwEl+yZ9+wcnyPMziLcziP33CRTlHEJEiySXYJlwiJYg3KI/mkgERLjBSh9ihO7REnZaScVJBKUkWqsZLVkjpSV+rJjXITXWc81UrAH3aQjnKLdJLO0kW6SjfpLj2ornpJqgyV21k/02W4jJCRcoeMktEyRu6UsXIXHeU99KrjZLzcJ/fLAzJBHpSJ8pC8KovlNXldlshSWSZvyHJ6zpWySlbLGlkr6+RNeUvWywbZKJtkM93oVtkm22WHvC07ZZfslndkj7wr78le+tT3Zb8ckA/kQzkoh+Qjza5hmkMjNafm1ryaXwtqIS2sRbWYltBSWlrLanmtoJW1qlbXmrqIau73nXscp7O0c//+Cdh/t3sXZeze1/60f1f9lzv4j/s3cAb1v3Om9M+e+/ynnXvlROfKzs04u/GnNsI9Eo8maIpmaI4WaIkE6uxW1Edt0BbtqDDaIxkd0BG3oBM6U8t2RTd0xzzMx3N4Hi/gRSzAS3gZC7EIr+BVLMZreB1LsBTL8AaWYwVWYhXWYC1r6Zt4C+up+TZiM7ZiO97GLryDd7EX7+MAPsQhHMbH+ASf4jN8ji/wFb7Gt/gOP+BH/ISf8Qt+xQVcCggxcRIsIRIqYZJDIiWn5Ja8kl8KSiEpLEXpIUpIKSktZaW8VJTKUlWqS02pLTdIfWkgDaWxNKHnaCEtZYhMkskyRaZSEU+T6TJDZsojMktmy6PymDwuT8iT8pQ8LXNkrjwjz8o8mS/PyfPygrwoC+QleVkWyiJ5RQ7LEflYjsonckw+lePymZyQz+WkfCFfyldySr6Wb+RbOS3fyffyg5yRH+Ws/CTn5Gc5L7/Ir/KbXJCLckkuU4yIKm2v0yAN1mwaoqEarhEapbk0j+bTAhqtMVpEY7W4ltQ4LaPltKJW0ipaTWtorcB5V+C0K3C+lUnJzEdrl+w6uI6Bk/E/nnW7ni7F9XKprrfr4/q6fu42198NcANdmhv071M/N+yf1EGuvfdRV1xV4PxQ0eDqyaFDDyLInxYG+9PCbP60MMSfFmb3p4WhGEeEeZcb7l1u/sBJIKK1hbakgpmu01HEq8qi3q+2yuRXozNGKBjh1jFw7hM4zbSAgxTrfv12bjT/JnJ81XtZQYtMIx1KH0CdG9DozPbj/uh1Xbob7ka4kf7/ZHJTy1608teqfzl6Vf0Lq9n/zwp7m/SXATJQ0mSQDP4/XlMH6CILnCWqX5/w6zMs07pIpH7e9dfnDvR+Y/9qn/K5tfSeyvdeOYUP7CXJ0P65vPYPnFBE+vOkKH+SlNP3JpfvTWHvXGPpzabSIfzes5KIpJt9U9/S9bpBN+om3axbdKtu0+26Q9/2PjfSf9f1fSHf+C+EnO4AAAAAAAAAAQAAAAF42nWTTU/jMBCG7/0VIx9WINEEuhdU0qLQLRVSWa2Wwn3WnqYWjp2dOJTl16/z0dBCuSXK6+eZ8UyS69fcwAtxqZ2diIvoXABZ6ZS22UQ8rm6Hl+J6Okhy8qjQ42F0OgBIKqv/VqQVaDURM2R2upw5Lhyjp8Wf398wL67mimxZaHomztHadDGGW80ID2hLuHFGjWF0fvFdQNwwX8gqx2Axp54JPRQCFRosfOBCuhBQsZmIjffFOI63221Eh5lIunznkUxK+7J+7t++tB41ftbJ9mCrYWcCa0moOuVHTWoVE5Yw11nT8/pI/cO1sz5StMP9Yqcq6cMYdn3Ee40kRstQIn3iYIFyQ5HjLO4iZby8m81/PsyHo26a4binVw8G6/mTFdNlG1VQWUUMfkOQNiDovpzBU7sTECBJXB9va+ok7UW74h/rbOOPS37oTHv9FizNkvVpOJGn9WKMhvV2nMEqaO/dmzYG+8HUZrQKVmQoXJSWYauiNNqv5MCeeEZFOfLz8Vre9zJMH6FPg1t/5T+Q7eGTePffTAf/AeJ4Hxc=') 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) 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format('woff'); } + /* Fira license */ /* This Font Software is licensed under the SIL Open Font License, Version 1.1. This license is copied below, and is also available with a FAQ at: diff --git a/hyphenate/doc/manual-racket.css b/hyphenate/doc/manual-racket.css index bd830967..18c93607 100644 --- a/hyphenate/doc/manual-racket.css +++ b/hyphenate/doc/manual-racket.css @@ -305,4 +305,15 @@ tbody > tr:first-child > td > .together { left: 0px; top: 0px; z-index: 1; -} \ No newline at end of file +} + +/* ---------------------------------------- */ +/* For section source modules & tags */ + +.RPartExplain { + background: #eee; + font-size: 0.9rem; + margin-top: 0.2rem; + padding: 0.2rem; + text-align: left; +} diff --git a/hyphenate/doc/manual-racket.js b/hyphenate/doc/manual-racket.js new file mode 100644 index 00000000..9691015e --- /dev/null +++ b/hyphenate/doc/manual-racket.js @@ -0,0 +1,82 @@ +/* For the Racket manual style */ + +AddOnLoad(function() { + /* Look for header elements that have x-source-module and x-part tag. + For those elements, add a hidden element that explains how to + link to the section, and set the element's onclick() to display + the explanation. */ + var tag_names = ["h1", "h2", "h3", "h4", "h5"]; + for (var j = 0; j < tag_names.length; j++) { + elems = document.getElementsByTagName(tag_names[j]); + for (var i = 0; i < elems.length; i++) { + var elem = elems.item(i); + AddPartTitleOnClick(elem); + } + } +}) + +function AddPartTitleOnClick(elem) { + var mod_path = elem.getAttribute("x-source-module"); + var tag = elem.getAttribute("x-part-tag"); + if (mod_path && tag) { + var info = document.createElement("div"); + info.className = "RPartExplain"; + + /* The "top" tag refers to a whole document: */ + var is_top = (tag == "\"top\""); + info.appendChild(document.createTextNode("Link to this " + + (is_top ? "document" : "section") + + " with ")); + + /* Break `secref` into two lines if the module path and tag + are long enough: */ + var is_long = (is_top ? false : (mod_path.length + tag.length > 60)); + + var line1 = document.createElement("div"); + var line2 = (is_long ? document.createElement("div") : line1); + + function add(dest, str, cn) { + var s = document.createElement("span"); + s.className = cn; + s.style.whiteSpace = "nowrap"; + s.appendChild(document.createTextNode(str)); + dest.appendChild(s); + } + /* Construct a `secref` call with suitable syntax coloring: */ + add(line1, "\xA0@", "RktRdr"); + add(line1, (is_top ? "other-doc" : "secref"), "RktSym"); + add(line1, "[", "RktPn"); + if (!is_top) + add(line1, tag, "RktVal"); + if (is_long) { + /* indent second line: */ + add(line2, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); + } + if (!is_top) + add(line2, " #:doc ", "RktPn"); + add(line2, "'", "RktVal"); + add(line2, mod_path, "RktVal"); + add(line2, "]", "RktPn"); + + info.appendChild(line1); + if (is_long) + info.appendChild(line2); + + info.style.display = "none"; + + /* Add the new element afterthe header: */ + var n = elem.nextSibling; + if (n) + elem.parentNode.insertBefore(info, n); + else + elem.parentNode.appendChild(info); + + /* Clicking the header shows the explanation element: */ + elem.onclick = function () { + if (info.style.display == "none") + info.style.display = "block"; + else + info.style.display = "none"; + } + } +} diff --git a/hyphenate/doc/scribble-common.js b/hyphenate/doc/scribble-common.js index 75c7fcd0..c0a32af9 100644 --- a/hyphenate/doc/scribble-common.js +++ b/hyphenate/doc/scribble-common.js @@ -20,7 +20,7 @@ var page_args = function GetPageArg(key, def) { for (var i=0; ivector (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble)))) \ No newline at end of file +(define default-exceptions '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble)) \ No newline at end of file diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 4ec947ad..162c2ae0 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -1,18 +1,8 @@ #lang racket/base (require (for-syntax racket/base)) -(require racket/string racket/list racket/vector) +(require racket/string racket/list racket/bool) (require "patterns.rkt" "exceptions.rkt" txexpr xml) -;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -;;; Hyphenate module -;;; Racket port of Ned Batchelder's hyphenate.py -;;; http://nedbatchelder.com/code/modules/hyphenate.html -;;; (in the public domain) -;;; which in turn was an implementation -;;; of the Liang hyphenation algorithm in TeX -;;; (also in the public domain) -;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; - (module+ safe (require racket/contract)) (define-syntax (define+provide+safe stx) @@ -28,122 +18,138 @@ (provide (contract-out [name contract]))))])) ;; module data, define now but set! them later (because they're potentially big & slow) -(define exceptions #f) -(define pattern-tree #f) +(define patterns #f) +(define pattern-cache #f) + ;; module default values (define default-min-length 5) -(define default-joiner (integer->char #x00AD)) +(define default-min-ends-length 2) +(define default-joiner #\u00AD) +(define (add-pattern-to-cache pat) + (hash-set! pattern-cache (car pat) (cdr pat))) + +(define (initialize-patterns) + (when (not pattern-cache) + (set! pattern-cache (make-hash)) + (for-each (compose1 add-exception symbol->string) default-exceptions)) + (when (not patterns) + (set! patterns (make-hash (map (compose1 string->hashpair symbol->string) default-patterns))))) ;; Convert the hyphenated pattern into a point array for use later. -(define (vector->exceptions exn-strings) - (define (make-key x) - (string-replace x "-" "")) - - (define (make-value x) - (list->vector (cons 0 (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x))))) - - (make-hash (vector->list (vector-map (λ(x) (cons (make-key x) (make-value x))) exn-strings)))) +(define (add-exception exception) + (define (make-key x) (format ".~a." (string-replace x "-" ""))) + (define (make-value x) `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) + (add-pattern-to-cache (cons (make-key exception) (make-value exception))) + (void)) ;; An exception-word is a string of word characters or hyphens. (define (exception-word? x) (if (regexp-match #px"^[\\w-]+$" x) #t #f)) -;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -;;; Helper functions -;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; -;; Convert a pattern like 'a1bc3d4' into a string of chars 'abcd' -;; and a list of points [ 1, 0, 3, 4 ]. -(define (make-pattern-tree pattern-data) - (define tree (make-hash)) +(define (string->hashpair pat) + (define boundary-name ".") + + ;; first convert the pattern to a list of alternating letters and numbers. + ;; insert zeroes where there isn't a number in the pattern. + (define new-pat + (let* ([pat (map (λ(i) (format "~a" i)) (string->list pat))] ; convert to list + [pat (map (λ(i) (or (string->number i) i)) pat)] ; convert numbers + [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed + [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back + (flatten (for/list ([i (length pat)]) + (define current (list-ref pat i)) + (if (= i (sub1 (length pat))) + current + (let ([next (list-ref pat (add1 i))]) + ;; insert zeroes where there isn't a number + (if (and (or (equal? current boundary-name) (string? current)) (string? next)) + (list current 0) + current))))))) - ;; Insert the pattern into the tree. Each character finds a dict - ;; another level down in the tree, and leaf nodes have the list of - ;; points. - (define (insert-pattern pat) - ;; todo?: filter other characters out of input string? - (let* ([chars (regexp-replace* #px"[0-9]" pat "")] - ;; regexp returns list of strings - [points (map (λ(x) (if (> (string-length x) 0) (string->number x) 0)) (regexp-split #px"[.a-z]" pat))] - [tree tree]) - (for ([char chars]) - (when (not (hash-has-key? tree char)) - (hash-set! tree char (make-hash))) - (set! tree (hash-ref tree char))) - (hash-set! tree empty points))) - (vector-map insert-pattern pattern-data) - tree) - - - -(define (make-points word) + ;; then slice out the string & numerical parts to be a key / value pair. + (define-values (value key) (partition number? new-pat)) + (cons (apply string-append key) value)) + + + +(define (make-points word) + ;; walk through all the substrings and see if there's a matching pattern. + ;; if so, pad it out to full length (so we can (apply map max ...) later on) + (define word-with-dots (format ".~a." (string-downcase word))) + (define matching-patterns + (if (hash-has-key? pattern-cache word-with-dots) + (list (hash-ref pattern-cache word-with-dots)) + (let ([word-as-list (string->list word-with-dots)]) + (cons (make-list (add1 (length word-as-list)) 0) ;; ensures there's at least one (null) element in return value + (filter-not void? + (for*/list ([len (length word-as-list)] [index (- (length word-as-list) len)]) + (define substring (list->string (take (drop word-as-list index) (add1 len)))) + (when (hash-has-key? patterns substring) + (define value (hash-ref patterns substring)) + ;; put together head padding + value + tail padding + (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))))))))) - (define (make-zeroes points) - ; controls hyphenation zone from edges of word - ; possible todo: make this user-configurable? - (vector-map (λ(i) (vector-set! points i 0)) (vector 1 2 (- (vector-length points) 2) (- (vector-length points) 3))) - points) + (define max-value-pattern (apply map max matching-patterns)) + (add-pattern-to-cache (cons word-with-dots max-value-pattern)) - (let* ([word (string-downcase word)] - [points - (if (hash-has-key? exceptions word) - (hash-ref exceptions word) - (let* ([work (string-append "." word ".")] - [points (make-vector (add1 (string-length work)) 0)]) - (for ([i (string-length work)]) - (let ([tree pattern-tree]) - (for ([char (substring work i (string-length work))] - #:break (not (hash-has-key? tree char))) - (set! tree (hash-ref tree char)) - (when (hash-has-key? tree empty) - (let ([point (hash-ref tree empty)]) - (for ([j (length point)]) - (vector-set! points (+ i j) (max (vector-ref points (+ i j)) (list-ref point j))))))))) - points))]) - - ; make-zeroes controls minimum hyphenation distance from edge. - ; todo: dropping first 2 elements is needed for mysterious reasons to be documented later - (vector-drop (make-zeroes points) 2))) + ;; for point list, + ;; drop first two elements because they represent hyphenation weight + ;; before the starting "." and between "." and the first letter. + ;; drop last element because it represents hyphen after last "." + ;; after you drop these two, then each number corresponds to + ;; whether a hyphen goes after that letter. + (drop-right (drop max-value-pattern 2) 1)) ;; helpful extension of splitf-at (define (splitf-at* xs split-test) - (define (trim items test-proc) + (define (trimf items test-proc) (dropf-right (dropf items test-proc) test-proc)) (define (&splitf-at* xs [acc '()]) (if (empty? xs) - ;; reverse because accumulation is happening backward - ;; (because I'm using cons to push latest match onto front of list) - (reverse acc) - (let-values ([(item rest) - ;; drop matching elements from front - ;; then split on nonmatching - ;; = nonmatching item + other elements (which will start with matching) - (splitf-at (dropf xs split-test) (compose1 not split-test))]) - ;; recurse, and store new item in accumulator - (&splitf-at* rest (cons item acc))))) + ;; reverse because accumulation is happening backward + ;; (because I'm using cons to push latest match onto front of list) + (reverse acc) + (let-values ([(item rest) + ;; drop matching elements from front + ;; then split on nonmatching + ;; = nonmatching item + other elements (which will start with matching) + (splitf-at (dropf xs split-test) (compose1 not split-test))]) + ;; recurse, and store new item in accumulator + (&splitf-at* rest (cons item acc))))) ;; trim off elements matching split-test - (&splitf-at* (trim xs split-test))) + (&splitf-at* (trimf xs split-test))) ;; Find hyphenation points in a word. This is not quite synonymous with syllables. -(define (word->hyphenation-points word [min-length default-min-length]) +(define (word->hyphenation-points word [min-length default-min-length] [min-ends-length default-min-ends-length]) + + (define (add-no-hyphen-zone points) + ; points is a list corresponding to the letters of the word. + ; to create a no-hyphenation zone of length n, zero out the first n-1 points + ; and the last n points (because the last value in points is always superfluous) + (let* ([min-ends-length (or min-ends-length default-min-ends-length)] + [min-ends-length (min min-ends-length (length points))]) + (define points-with-zeroes-on-left (append (make-list (sub1 min-ends-length) 0) (drop points (sub1 min-ends-length)))) + (define points-with-zeroes-on-left-and-right (append (drop-right points-with-zeroes-on-left min-ends-length) (make-list min-ends-length 0))) + points-with-zeroes-on-left-and-right)) (define (make-pieces word) (define word-dissected (flatten (for/list ([char word] - [point (make-points word)]) + [point (add-no-hyphen-zone (make-points word))]) (if (even? point) - char ; even point denotes character - (cons char 'syllable))))) ; odd point denotes char + syllable + char ; even point denotes character + (cons char 'syllable))))) ; odd point denotes char + syllable (map list->string (splitf-at* word-dissected symbol?))) (if (and min-length (< (string-length word) min-length)) - (list word) - (make-pieces word))) + (list word) + (make-pieces word))) ;; joiner contract allows char or string; this coerces to string. @@ -158,41 +164,39 @@ [(and (txexpr? x) (not (omit-txexpr x))) (cons (car x) (map loop (cdr x)))] [else x]))) - (define+provide+safe (hyphenate x [joiner default-joiner] - #:exceptions [extra-exceptions '()] - #:min-length [min-length default-min-length] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + #:exceptions [extra-exceptions '()] + #:min-length [min-length default-min-length] + #:min-ends-length [min-ends-length default-min-ends-length] + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) ((xexpr?) ((or/c char? string?) #:exceptions (listof exception-word?) #:min-length (or/c integer? #f) #:omit-word (string? . -> . any/c) #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) + #:omit-txexpr (txexpr? . -> . any/c) + #:min-ends-length (or/c integer? #f)) . ->* . xexpr/c) - ;; set up module data - ;; todo?: change set! to parameterize - (set! exceptions (vector->exceptions (vector-append default-exceptions (list->vector extra-exceptions)))) - (when (not pattern-tree) (set! pattern-tree (make-pattern-tree default-patterns))) + (initialize-patterns) ; reset everything each time hyphenate is called + (for-each add-exception extra-exceptions) (define joiner-string (joiner->string joiner)) ;; todo?: connect this regexp pattern to the one used in word? predicate (define word-pattern #px"\\w+") ;; more restrictive than exception-word (define (insert-hyphens text) (regexp-replace* word-pattern text (λ(word) (if (not (omit-word? word)) - (string-join (word->hyphenation-points word min-length) joiner-string) - word)))) + (string-join (word->hyphenation-points word min-length min-ends-length) joiner-string) + word)))) (apply-proc insert-hyphens x omit-string? omit-txexpr?)) - (define+provide+safe (unhyphenate x [joiner default-joiner] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) ((xexpr/c) ((or/c char? string?) #:omit-word (string? . -> . any/c) #:omit-string (string? . -> . any/c) @@ -201,7 +205,15 @@ (define word-pattern (pregexp (format "[\\w~a]+" joiner))) (define (remove-hyphens text) (regexp-replace* word-pattern text (λ(word) (if (not (omit-word? word)) - (string-replace word (joiner->string joiner) "") - word)))) + (string-replace word (joiner->string joiner) "") + word)))) (apply-proc remove-hyphens x omit-string? omit-txexpr?)) + + +(module+ main + (initialize-patterns) + (define t "supercalifragilisticexpialidocious") + (hyphenate t "-")) + + diff --git a/hyphenate/patterns.rkt b/hyphenate/patterns.rkt index e1382b5c..34ffe61d 100644 --- a/hyphenate/patterns.rkt +++ b/hyphenate/patterns.rkt @@ -5,16 +5,17 @@ (define default-patterns ; Knuth and Liang's original hyphenation patterns from classic TeX. ; In the public domain. - (list->vector (map symbol->string '(.ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is 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4ducts du5el du4g d3ule dum4be du4n 4dup du4pe d1v d1w d2y 5dyn dy4se dys5p e1a4b e3act ead1 ead5ie ea4ge ea5ger ea4l eal5er eal3ou eam3er e5and ear3a ear4c ear5es ear4ic ear4il ear5k ear2t eart3e ea5sp e3ass east3 ea2t eat5en eath3i e5atif e4a3tu ea2v eav3en eav5i eav5o 2e1b e4bel. e4bels e4ben e4bit e3br e4cad ecan5c ecca5 e1ce ec5essa ec2i e4cib ec5ificat ec5ifie ec5ify ec3im eci4t e5cite e4clam e4clus e2col e4comm e4compe e4conc e2cor ec3ora eco5ro e1cr e4crem ec4tan ec4te e1cu e4cul ec3ula 2e2da 4ed3d e4d1er ede4s 4edi e3dia ed3ib ed3ica ed3im ed1it edi5z 4edo e4dol edon2 e4dri e4dul ed5ulo ee2c eed3i ee2f eel3i ee4ly ee2m ee4na ee4p1 ee2s4 eest4 ee4ty e5ex e1f e4f3ere 1eff e4fic 5efici efil4 e3fine ef5i5nite 3efit efor5es e4fuse. 4egal eger4 eg5ib eg4ic eg5ing e5git5 eg5n e4go. e4gos eg1ul e5gur 5egy e1h4 eher4 ei2 e5ic ei5d eig2 ei5gl e3imb e3inf e1ing e5inst eir4d eit3e ei3th e5ity e1j e4jud ej5udi eki4n ek4la e1la e4la. e4lac elan4d el5ativ e4law elaxa4 e3lea el5ebra 5elec 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gov1 g3p 1gr 4grada g4rai gran2 5graph. g5rapher 5graphic 4graphy 4gray gre4n 4gress. 4grit g4ro gruf4 gs2 g5ste gth3 gu4a 3guard 2gue 5gui5t 3gun 3gus 4gu4t g3w 1gy 2g5y3n gy5ra h3ab4l hach4 hae4m hae4t h5agu ha3la hala3m ha4m han4ci han4cy 5hand. han4g hang5er hang5o h5a5niz han4k han4te hap3l hap5t ha3ran ha5ras har2d hard3e har4le harp5en har5ter has5s haun4 5haz haz3a h1b 1head 3hear he4can h5ecat h4ed he5do5 he3l4i hel4lis hel4ly h5elo hem4p he2n hena4 hen5at heo5r hep5 h4era hera3p her4ba here5a h3ern h5erou h3ery h1es he2s5p he4t het4ed heu4 h1f h1h hi5an hi4co high5 h4il2 himer4 h4ina hion4e hi4p hir4l hi3ro hir4p hir4r his3el his4s hith5er hi2v 4hk 4h1l4 hlan4 h2lo hlo3ri 4h1m hmet4 2h1n h5odiz h5ods ho4g hoge4 hol5ar 3hol4e ho4ma home3 hon4a ho5ny 3hood hoon4 hor5at ho5ris hort3e ho5ru hos4e ho5sen hos1p 1hous house3 hov5el 4h5p 4hr4 hree5 hro5niz hro3po 4h1s2 h4sh h4tar ht1en ht5es h4ty hu4g hu4min hun5ke hun4t hus3t4 hu4t h1w h4wart hy3pe hy3ph hy2s 2i1a i2al iam4 iam5ete 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2ini i5ni. i4nia in3io in1is i5nite. 5initio in3ity 4ink 4inl 2inn 2i1no i4no4c ino4s i4not 2ins in3se insur5a 2int. 2in4th in1u i5nus 4iny 2io 4io. ioge4 io2gr i1ol io4m ion3at ion4ery ion3i io5ph ior3i i4os io5th i5oti io4to i4our 2ip ipe4 iphras4 ip3i ip4ic ip4re4 ip3ul i3qua iq5uef iq3uid iq3ui3t 4ir i1ra ira4b i4rac ird5e ire4de i4ref i4rel4 i4res ir5gi ir1i iri5de ir4is iri3tu 5i5r2iz ir4min iro4g 5iron. ir5ul 2is. is5ag is3ar isas5 2is1c is3ch 4ise is3er 3isf is5han is3hon ish5op is3ib isi4d i5sis is5itiv 4is4k islan4 4isms i2so iso5mer is1p is2pi is4py 4is1s is4sal issen4 is4ses is4ta. is1te is1ti ist4ly 4istral i2su is5us 4ita. ita4bi i4tag 4ita5m i3tan i3tat 2ite it3era i5teri it4es 2ith i1ti 4itia 4i2tic it3ica 5i5tick it3ig it5ill i2tim 2itio 4itis i4tism i2t5o5m 4iton i4tram it5ry 4itt it3uat i5tud it3ul 4itz. i1u 2iv iv3ell iv3en. i4v3er. i4vers. iv5il. iv5io iv1it i5vore iv3o3ro i4v3ot 4i5w ix4o 4iy 4izar izi4 5izont 5ja jac4q ja4p 1je jer5s 4jestie 4jesty jew3 jo4p 5judg 3ka. k3ab k5ag kais4 kal4 k1b k2ed 1kee ke4g ke5li k3en4d k1er kes4 k3est. ke4ty k3f kh4 k1i 5ki. 5k2ic k4ill kilo5 k4im k4in. kin4de k5iness kin4g ki4p kis4 k5ish kk4 k1l 4kley 4kly k1m k5nes 1k2no ko5r kosh4 k3ou kro5n 4k1s2 k4sc ks4l k4sy k5t k1w lab3ic l4abo laci4 l4ade la3dy lag4n lam3o 3land lan4dl lan5et lan4te lar4g lar3i las4e la5tan 4lateli 4lativ 4lav la4v4a 2l1b lbin4 4l1c2 lce4 l3ci 2ld l2de ld4ere ld4eri ldi4 ld5is l3dr l4dri le2a le4bi left5 5leg. 5legg le4mat lem5atic 4len. 3lenc 5lene. 1lent le3ph le4pr lera5b ler4e 3lerg 3l4eri l4ero les2 le5sco 5lesq 3less 5less. l3eva lev4er. lev4era lev4ers 3ley 4leye 2lf l5fr 4l1g4 l5ga lgar3 l4ges lgo3 2l3h li4ag li2am liar5iz li4as li4ato li5bi 5licio li4cor 4lics 4lict. l4icu l3icy l3ida lid5er 3lidi lif3er l4iff li4fl 5ligate 3ligh li4gra 3lik 4l4i4l lim4bl lim3i li4mo l4im4p l4ina 1l4ine lin3ea lin3i link5er li5og 4l4iq lis4p l1it l2it. 5litica l5i5tics liv3er l1iz 4lj lka3 l3kal lka4t l1l l4law l2le l5lea l3lec l3leg l3lel l3le4n l3le4t ll2i l2lin4 l5lina ll4o lloqui5 ll5out l5low 2lm l5met lm3ing l4mod lmon4 2l1n2 3lo. lob5al lo4ci 4lof 3logic l5ogo 3logu lom3er 5long lon4i l3o3niz lood5 5lope. lop3i l3opm lora4 lo4rato lo5rie lor5ou 5los. los5et 5losophiz 5losophy los4t lo4ta loun5d 2lout 4lov 2lp lpa5b l3pha l5phi lp5ing l3pit l4pl l5pr 4l1r 2l1s2 l4sc l2se l4sie 4lt lt5ag ltane5 l1te lten4 ltera4 lth3i l5ties. ltis4 l1tr ltu2 ltur3a lu5a lu3br luch4 lu3ci lu3en luf4 lu5id lu4ma 5lumi l5umn. 5lumnia lu3o luo3r 4lup luss4 lus3te 1lut l5ven l5vet4 2l1w 1ly 4lya 4lyb ly5me ly3no 2lys4 l5yse 1ma 2mab ma2ca ma5chine ma4cl mag5in 5magn 2mah maid5 4mald ma3lig ma5lin mal4li mal4ty 5mania man5is man3iz 4map ma5rine. ma5riz mar4ly mar3v ma5sce mas4e mas1t 5mate math3 ma3tis 4matiza 4m1b mba4t5 m5bil m4b3ing mbi4v 4m5c 4me. 2med 4med. 5media me3die m5e5dy me2g mel5on mel4t me2m mem1o3 1men men4a men5ac men4de 4mene men4i mens4 mensu5 3ment men4te me5on m5ersa 2mes 3mesti me4ta met3al me1te me5thi m4etr 5metric me5trie me3try me4v 4m1f 2mh 5mi. mi3a mid4a mid4g mig4 3milia m5i5lie m4ill min4a 3mind m5inee m4ingl min5gli m5ingly min4t m4inu miot4 m2is mis4er. mis5l mis4ti m5istry 4mith m2iz 4mk 4m1l m1m mma5ry 4m1n mn4a m4nin mn4o 1mo 4mocr 5mocratiz mo2d1 mo4go mois2 moi5se 4mok mo5lest mo3me mon5et mon5ge moni3a mon4ism mon4ist mo3niz monol4 mo3ny. mo2r 4mora. mos2 mo5sey mo3sp moth3 m5ouf 3mous mo2v 4m1p mpara5 mpa5rab mpar5i m3pet mphas4 m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge o5gene o5geo o4ger o3gie 1o1gis og3it o4gl o5g2ly 3ogniz o4gro ogu5i 1ogy 2ogyn o1h2 ohab5 oi2 oic3es oi3der oiff4 oig4 oi5let o3ing oint5er o5ism oi5son oist5en oi3ter o5j 2ok o3ken ok5ie o1la o4lan olass4 ol2d old1e ol3er o3lesc o3let ol4fi ol2i o3lia o3lice ol5id. o3li4f o5lil ol3ing o5lio o5lis. ol3ish o5lite o5litio o5liv olli4e ol5ogiz olo4r ol5pl ol2t ol3ub ol3ume ol3un o5lus ol2v o2ly om5ah oma5l om5atiz om2be om4bl o2me om3ena om5erse o4met om5etry o3mia om3ic. om3ica o5mid om1in o5mini 5ommend omo4ge o4mon om3pi ompro5 o2n on1a on4ac o3nan on1c 3oncil 2ond on5do o3nen on5est on4gu on1ic o3nio on1is o5niu on3key on4odi on3omy on3s onspi4 onspir5a onsu4 onten4 on3t4i ontif5 on5um onva5 oo2 ood5e ood5i oo4k oop3i o3ord oost5 o2pa ope5d op1er 3opera 4operag 2oph o5phan o5pher op3ing o3pit o5pon o4posi o1pr op1u opy5 o1q o1ra o5ra. o4r3ag or5aliz or5ange ore5a o5real or3ei ore5sh or5est. orew4 or4gu 4o5ria or3ica o5ril or1in o1rio or3ity o3riu or2mi orn2e o5rof or3oug or5pe 3orrh or4se ors5en orst4 or3thi or3thy or4ty o5rum o1ry os3al os2c os4ce o3scop 4oscopi o5scr os4i4e os5itiv os3ito os3ity osi4u os4l o2so os4pa os4po os2ta o5stati os5til os5tit o4tan otele4g ot3er. ot5ers o4tes 4oth oth5esi oth3i4 ot3ic. ot5ica o3tice o3tif o3tis oto5s ou2 ou3bl ouch5i ou5et ou4l ounc5er oun2d ou5v ov4en over4ne over3s ov4ert o3vis oviti4 o5v4ol ow3der ow3el ow5est ow1i own5i o4wo oy1a 1pa pa4ca pa4ce pac4t p4ad 5pagan p3agat p4ai pain4 p4al pan4a pan3el pan4ty pa3ny pa1p pa4pu para5bl par5age par5di 3pare par5el p4a4ri par4is pa2te pa5ter 5pathic pa5thy pa4tric pav4 3pay 4p1b pd4 4pe. 3pe4a pear4l pe2c 2p2ed 3pede 3pedi pedia4 ped4ic p4ee pee4d pek4 pe4la peli4e pe4nan p4enc pen4th pe5on p4era. pera5bl p4erag p4eri peri5st per4mal perme5 p4ern per3o per3ti pe5ru per1v pe2t pe5ten pe5tiz 4pf 4pg 4ph. phar5i phe3no ph4er ph4es. ph1ic 5phie ph5ing 5phisti 3phiz ph2l 3phob 3phone 5phoni pho4r 4phs ph3t 5phu 1phy pi3a pian4 pi4cie pi4cy p4id p5ida pi3de 5pidi 3piec pi3en pi4grap pi3lo pi2n p4in. pind4 p4ino 3pi1o pion4 p3ith pi5tha pi2tu 2p3k2 1p2l2 3plan plas5t pli3a pli5er 4plig pli4n ploi4 plu4m plum4b 4p1m 2p3n po4c 5pod. po5em po3et5 5po4g poin2 5point poly5t po4ni po4p 1p4or po4ry 1pos pos1s p4ot po4ta 5poun 4p1p ppa5ra p2pe p4ped p5pel p3pen p3per p3pet ppo5site pr2 pray4e 5preci pre5co pre3em pref5ac pre4la pre3r p3rese 3press pre5ten pre3v 5pri4e prin4t3 pri4s pris3o p3roca prof5it pro3l pros3e pro1t 2p1s2 p2se ps4h p4sib 2p1t pt5a4b p2te p2th pti3m ptu4r p4tw pub3 pue4 puf4 pul3c pu4m pu2n pur4r 5pus pu2t 5pute put3er pu3tr put4ted put4tin p3w qu2 qua5v 2que. 3quer 3quet 2rab ra3bi rach4e r5acl raf5fi raf4t r2ai ra4lo ram3et r2ami rane5o ran4ge r4ani ra5no rap3er 3raphy rar5c rare4 rar5ef 4raril r2as ration4 rau4t ra5vai rav3el ra5zie r1b r4bab r4bag rbi2 rbi4f r2bin r5bine rb5ing. rb4o r1c r2ce rcen4 r3cha rch4er r4ci4b rc4it rcum3 r4dal rd2i rdi4a rdi4er rdin4 rd3ing 2re. re1al re3an re5arr 5reav re4aw r5ebrat rec5oll rec5ompe re4cre 2r2ed re1de re3dis red5it re4fac re2fe re5fer. re3fi re4fy reg3is re5it re1li re5lu r4en4ta ren4te re1o re5pin re4posi re1pu r1er4 r4eri rero4 re5ru r4es. re4spi ress5ib res2t re5stal re3str re4ter re4ti4z re3tri reu2 re5uti rev2 re4val rev3el r5ev5er. re5vers re5vert re5vil rev5olu re4wh r1f rfu4 r4fy rg2 rg3er r3get r3gic rgi4n rg3ing r5gis r5git r1gl rgo4n r3gu rh4 4rh. 4rhal ri3a ria4b ri4ag r4ib rib3a ric5as r4ice 4rici 5ricid ri4cie r4ico rid5er ri3enc ri3ent ri1er ri5et rig5an 5rigi ril3iz 5riman rim5i 3rimo rim4pe r2ina 5rina. rin4d rin4e rin4g ri1o 5riph riph5e ri2pl rip5lic r4iq r2is r4is. ris4c r3ish ris4p ri3ta3b r5ited. rit5er. rit5ers rit3ic ri2tu rit5ur riv5el riv3et riv3i r3j r3ket rk4le rk4lin r1l rle4 r2led r4lig r4lis rl5ish r3lo4 r1m rma5c r2me r3men rm5ers rm3ing r4ming. r4mio r3mit r4my r4nar r3nel r4ner r5net r3ney r5nic r1nis4 r3nit r3niv rno4 r4nou r3nu rob3l r2oc ro3cr ro4e ro1fe ro5fil rok2 ro5ker 5role. rom5ete rom4i rom4p ron4al ron4e ro5n4is ron4ta 1room 5root ro3pel rop3ic ror3i ro5ro ros5per ros4s ro4the ro4ty ro4va rov5el rox5 r1p r4pea r5pent rp5er. r3pet rp4h4 rp3ing r3po r1r4 rre4c rre4f r4reo rre4st rri4o rri4v rron4 rros4 rrys4 4rs2 r1sa rsa5ti rs4c r2se r3sec rse4cr rs5er. rs3es rse5v2 r1sh r5sha r1si r4si4b rson3 r1sp r5sw rtach4 r4tag r3teb rten4d rte5o r1ti rt5ib rti4d r4tier r3tig rtil3i rtil4l r4tily r4tist r4tiv r3tri rtroph4 rt4sh ru3a ru3e4l ru3en ru4gl ru3in rum3pl ru2n runk5 run4ty r5usc ruti5n rv4e rvel4i r3ven rv5er. r5vest r3vey r3vic rvi4v r3vo r1w ry4c 5rynge ry3t sa2 2s1ab 5sack sac3ri s3act 5sai salar4 sal4m sa5lo sal4t 3sanc san4de s1ap sa5ta 5sa3tio sat3u sau4 sa5vor 5saw 4s5b scan4t5 sca4p scav5 s4ced 4scei s4ces sch2 s4cho 3s4cie 5scin4d scle5 s4cli scof4 4scopy scour5a s1cu 4s5d 4se. se4a seas4 sea5w se2c3o 3sect 4s4ed se4d4e s5edl se2g seg3r 5sei se1le 5self 5selv 4seme se4mol sen5at 4senc sen4d s5ened sen5g s5enin 4sentd 4sentl sep3a3 4s1er. s4erl ser4o 4servo s1e4s se5sh ses5t 5se5um 5sev sev3en sew4i 5sex 4s3f 2s3g s2h 2sh. sh1er 5shev sh1in sh3io 3ship shiv5 sho4 sh5old shon3 shor4 short5 4shw si1b s5icc 3side. 5sides 5sidi si5diz 4signa sil4e 4sily 2s1in s2ina 5sine. s3ing 1sio 5sion sion5a si2r sir5a 1sis 3sitio 5siu 1siv 5siz sk2 4ske s3ket sk5ine sk5ing s1l2 s3lat s2le slith5 2s1m s3ma small3 sman3 smel4 s5men 5smith smol5d4 s1n4 1so so4ce soft3 so4lab sol3d2 so3lic 5solv 3som 3s4on. sona4 son4g s4op 5sophic s5ophiz s5ophy sor5c sor5d 4sov so5vi 2spa 5spai spa4n spen4d 2s5peo 2sper s2phe 3spher spho5 spil4 sp5ing 4spio s4ply s4pon spor4 4spot squal4l s1r 2ss s1sa ssas3 s2s5c s3sel s5seng s4ses. s5set s1si s4sie ssi4er ss5ily s4sl ss4li s4sn sspend4 ss2t ssur5a ss5w 2st. s2tag s2tal stam4i 5stand s4ta4p 5stat. s4ted stern5i s5tero ste2w stew5a s3the st2i s4ti. s5tia s1tic 5stick s4tie s3tif st3ing 5stir s1tle 5stock stom3a 5stone s4top 3store st4r s4trad 5stratu s4tray s4trid 4stry 4st3w s2ty 1su su1al su4b3 su2g3 su5is suit3 s4ul su2m sum3i su2n su2r 4sv sw2 4swo s4y 4syc 3syl syn5o sy5rin 1ta 3ta. 2tab ta5bles 5taboliz 4taci ta5do 4taf4 tai5lo ta2l ta5la tal5en tal3i 4talk tal4lis ta5log ta5mo tan4de tanta3 ta5per ta5pl tar4a 4tarc 4tare ta3riz tas4e ta5sy 4tatic ta4tur taun4 tav4 2taw tax4is 2t1b 4tc t4ch tch5et 4t1d 4te. tead4i 4teat tece4 5tect 2t1ed te5di 1tee teg4 te5ger te5gi 3tel. teli4 5tels te2ma2 tem3at 3tenan 3tenc 3tend 4tenes 1tent ten4tag 1teo te4p te5pe ter3c 5ter3d 1teri ter5ies ter3is teri5za 5ternit ter5v 4tes. 4tess t3ess. teth5e 3teu 3tex 4tey 2t1f 4t1g 2th. than4 th2e 4thea th3eas the5at the3is 3thet th5ic. th5ica 4thil 5think 4thl th5ode 5thodic 4thoo thor5it tho5riz 2ths 1tia ti4ab ti4ato 2ti2b 4tick t4ico t4ic1u 5tidi 3tien tif2 ti5fy 2tig 5tigu till5in 1tim 4timp tim5ul 2t1in t2ina 3tine. 3tini 1tio ti5oc tion5ee 5tiq ti3sa 3tise tis4m ti5so tis4p 5tistica ti3tl ti4u 1tiv tiv4a 1tiz ti3za ti3zen 2tl t5la tlan4 3tle. 3tled 3tles. t5let. t5lo 4t1m tme4 2t1n2 1to to3b to5crat 4todo 2tof to2gr to5ic to2ma tom4b to3my ton4ali to3nat 4tono 4tony to2ra to3rie tor5iz tos2 5tour 4tout to3war 4t1p 1tra tra3b tra5ch traci4 trac4it trac4te tras4 tra5ven trav5es5 tre5f tre4m trem5i 5tria tri5ces 5tricia 4trics 2trim tri4v tro5mi tron5i 4trony tro5phe tro3sp tro3v tru5i trus4 4t1s2 t4sc tsh4 t4sw 4t3t2 t4tes t5to ttu4 1tu tu1a tu3ar tu4bi tud2 4tue 4tuf4 5tu3i 3tum tu4nis 2t3up. 3ture 5turi tur3is tur5o tu5ry 3tus 4tv tw4 4t1wa twis4 4two 1ty 4tya 2tyl type3 ty5ph 4tz tz4e 4uab uac4 ua5na uan4i uar5ant uar2d uar3i uar3t u1at uav4 ub4e u4bel u3ber u4bero u1b4i u4b5ing u3ble. u3ca uci4b uc4it ucle3 u3cr u3cu u4cy ud5d ud3er ud5est udev4 u1dic ud3ied ud3ies ud5is u5dit u4don ud4si u4du u4ene uens4 uen4te uer4il 3ufa u3fl ugh3en ug5in 2ui2 uil5iz ui4n u1ing uir4m uita4 uiv3 uiv4er. u5j 4uk u1la ula5b u5lati ulch4 5ulche ul3der ul4e u1len ul4gi ul2i u5lia ul3ing ul5ish ul4lar ul4li4b ul4lis 4ul3m u1l4o 4uls uls5es ul1ti ultra3 4ultu u3lu ul5ul ul5v um5ab um4bi um4bly u1mi u4m3ing umor5o um2p unat4 u2ne un4er u1ni un4im u2nin un5ish uni3v un3s4 un4sw unt3ab un4ter. un4tes unu4 un5y un5z u4ors u5os u1ou u1pe uper5s u5pia up3ing u3pl up3p upport5 upt5ib uptu4 u1ra 4ura. u4rag u4ras ur4be urc4 ur1d ure5at ur4fer ur4fr u3rif uri4fic ur1in u3rio u1rit ur3iz ur2l url5ing. ur4no uros4 ur4pe ur4pi urs5er ur5tes ur3the urti4 ur4tie u3ru 2us u5sad u5san us4ap usc2 us3ci use5a u5sia u3sic us4lin us1p us5sl us5tere us1tr u2su usur4 uta4b u3tat 4ute. 4utel 4uten uten4i 4u1t2i uti5liz u3tine ut3ing ution5a u4tis 5u5tiz u4t1l ut5of uto5g uto5matic u5ton u4tou uts4 u3u uu4m u1v2 uxu3 uz4e 1va 5va. 2v1a4b vac5il vac3u vag4 va4ge va5lie val5o val1u va5mo va5niz va5pi var5ied 3vat 4ve. 4ved veg3 v3el. vel3li ve4lo v4ely ven3om v5enue v4erd 5vere. v4erel v3eren ver5enc v4eres ver3ie vermi4n 3verse ver3th v4e2s 4ves. ves4te ve4te vet3er ve4ty vi5ali 5vian 5vide. 5vided 4v3iden 5vides 5vidi v3if vi5gn vik4 2vil 5vilit v3i3liz v1in 4vi4na v2inc vin5d 4ving vio3l v3io4r vi1ou vi4p vi5ro vis3it vi3so vi3su 4viti vit3r 4vity 3viv 5vo. voi4 3vok vo4la v5ole 5volt 3volv vom5i vor5ab vori4 vo4ry vo4ta 4votee 4vv4 v4y w5abl 2wac wa5ger wag5o wait5 w5al. wam4 war4t was4t wa1te wa5ver w1b wea5rie weath3 wed4n weet3 wee5v wel4l w1er west3 w3ev whi4 wi2 wil2 will5in win4de win4g wir4 3wise with3 wiz5 w4k wl4es wl3in w4no 1wo2 wom1 wo5ven w5p wra4 wri4 writa4 w3sh ws4l ws4pe w5s4t 4wt wy4 x1a xac5e x4ago xam3 x4ap xas5 x3c2 x1e xe4cuto x2ed xer4i xe5ro x1h xhi2 xhil5 xhu4 x3i xi5a xi5c xi5di x4ime xi5miz x3o x4ob x3p xpan4d xpecto5 xpe3d x1t2 x3ti x1u xu3a xx4 y5ac 3yar4 y5at y1b y1c y2ce yc5er y3ch ych4e ycom4 ycot4 y1d y5ee y1er y4erf yes4 ye4t y5gi 4y3h y1i y3la ylla5bl y3lo y5lu ymbol5 yme4 ympa3 yn3chr yn5d yn5g yn5ic 5ynx y1o4 yo5d y4o5g yom4 yo5net y4ons y4os y4ped yper5 yp3i y3po y4poc yp2ta y5pu yra5m yr5ia y3ro yr4r ys4c y3s2e ys3ica ys3io 3ysis y4so yss4 ys1t ys3ta ysur4 y3thin yt3ic y1w za1 z5a2b zar2 4zb 2ze ze4n ze4p z1er ze3ro zet4 2z1i z4il z4is 5zl 4zm 1zo zo4m zo5ol zte4 4z1z2 z4zy - - ; Extra patterns, from ushyphmax.tex, dated 2005-05-30. - ; Copyright (C) 1990, 2004, 2005 Gerard D.C. Kuiken. - ; Copying and distribution of this file, with or without modification, - ; are permitted in any medium without royalty provided the copyright - ; notice and this notice are preserved. - ; - ; These patterns are based on the Hyphenation Exception Log - ; published in TUGboat, Volume 10 (1989), No. 3, pp. 337-341, - ; and a large number of incorrectly hyphenated words not yet published. - - .con5gr .de5riva .dri5v4 .eth1y6l1 .eu4ler .ev2 .ever5si5b .ga4s1om1 .ge4ome .ge5ot1 .he3mo1 .he3p6a .he3roe .in5u2t .kil2n3i .ko6r1te1 .le6ices .me4ga1l .met4ala .mim5i2c1 .mi1s4ers .ne6o3f .noe1th .non1e2m .poly1s .post1am .pre1am .rav5en1o .semi5 .sem4ic .semid6 .semip4 .semir4 .sem6is4 .semiv4 .sph6in1 .spin1o .ta5pes1tr .te3legr .to6pog .to2q .un3at5t .un5err5 .vi2c3ar .we2b1l .re1e4c a5bolic a2cabl af6fish am1en3ta5b anal6ys ano5a2c ans5gr ans3v anti1d an3ti1n2 anti1re a4pe5able ar3che5t ar2range as5ymptot ath3er1o1s at6tes. augh4tl au5li5f av3iou back2er. ba6r1onie ba1thy bbi4t be2vie bi5d2if bil2lab bio5m bi1orb bio1rh b1i3tive blan2d1 blin2d1 blon2d2 bor1no5 bo2t1u1l brus4q bus6i2er bus6i2es buss4ing but2ed. but4ted cad5e1m cat1a1s2 4chs. chs3hu chie5vo cig3a3r cin2q cle4ar co6ph1o3n cous2ti cri3tie croc1o1d cro5e2co c2tro3me6c 1cu2r1ance 2d3alone data1b dd5a5b d2d5ib de4als. de5clar1 de2c5lina de3fin3iti de2mos des3ic de2tic dic1aid dif5fra 3di1methy di2ren di2rer 2d1lead 2d1li2e 3do5word dren1a5l drif2t1a d1ri3pleg5 drom3e5d d3tab du2al. du1op1o1l ea4n3ies e3chas edg1l ed1uling eli2t1is e1loa en1dix eo3grap 1e6p3i3neph1 e2r3i4an. e3spac6i eth1y6l1ene 5eu2clid1 feb1rua fermi1o 3fich fit5ted. fla1g6el flow2er. 3fluor gen2cy. ge3o1d ght1we g1lead get2ic. 4g1lish 5glo5bin 1g2nac gnet1ism gno5mo g2n1or. g2noresp 2g1o4n3i1za graph5er. griev1 g1utan hair1s ha2p3ar5r hatch1 hex2a3 hite3sid h3i5pel1a4 hnau3z ho6r1ic. h2t1eou hypo1tha id4ios ifac1et ign4it ignit1er i4jk im3ped3a infra1s2 i5nitely. irre6v3oc i1tesima ith5i2l itin5er5ar janu3a japan1e2s je1re1m 1ke6ling 1ki5netic 1kovian k3sha la4c3i5e lai6n3ess lar5ce1n l3chai l3chil6d1 lead6er. lea4s1a 1lec3ta6b le3g6en2dre 1le1noid lith1o5g ll1fl l2l3ish l5mo3nell lo1bot1o1 lo2ges. load4ed. load6er. l3tea lth5i2ly lue1p 1lunk3er 1lum5bia. 3lyg1a1mi ly5styr ma1la1p m2an. man3u1sc mar1gin1 medi2c med3i3cin medio6c1 me3gran3 m2en. 3mi3da5b 3milita mil2l1ag mil5li5li mi6n3is. mi1n2ut1er mi1n2ut1est m3ma1b 5maph1ro1 5moc1ra1t mo5e2las mol1e5c mon4ey1l mono3ch mo4no1en moro6n5is mono1s6 moth4et2 m1ou3sin m5shack2 mu2dro mul2ti5u n3ar4chs. n3ch2es1t ne3back 2ne1ski n1dieck nd3thr nfi6n3ites 4n5i4an. nge5nes ng1ho ng1spr nk3rup n5less 5noc3er1os nom1a6l nom5e1no n1o1mist non1eq non1i4so 5nop1oly. no1vemb ns5ceiv ns4moo ntre1p obli2g1 o3chas odel3li odit1ic oerst2 oke1st o3les3ter oli3gop1o1 o1lo3n4om o3mecha6 onom1ic o3norma o3no2t1o3n o3nou op1ism. or4tho3ni4t orth1ri or5tively o4s3pher o5test1er o5tes3tor oth3e1o1s ou3ba3do o6v3i4an. oxi6d1ic pal6mat parag6ra4 par4a1le param4 para3me pee2v1 phi2l3ant 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4lov 2lp lpa5b l3pha l5phi lp5ing l3pit l4pl l5pr 4l1r 2l1s2 l4sc l2se l4sie 4lt lt5ag ltane5 l1te lten4 ltera4 lth3i l5ties. ltis4 l1tr ltu2 ltur3a lu5a lu3br luch4 lu3ci lu3en luf4 lu5id lu4ma 5lumi l5umn. 5lumnia lu3o luo3r 4lup luss4 lus3te 1lut l5ven l5vet4 2l1w 1ly 4lya 4lyb ly5me ly3no 2lys4 l5yse 1ma 2mab ma2ca ma5chine ma4cl mag5in 5magn 2mah maid5 4mald ma3lig ma5lin mal4li mal4ty 5mania man5is man3iz 4map ma5rine. ma5riz mar4ly mar3v ma5sce mas4e mas1t 5mate math3 ma3tis 4matiza 4m1b mba4t5 m5bil m4b3ing mbi4v 4m5c 4me. 2med 4med. 5media me3die m5e5dy me2g mel5on mel4t me2m mem1o3 1men men4a men5ac men4de 4mene men4i mens4 mensu5 3ment men4te me5on m5ersa 2mes 3mesti me4ta met3al me1te me5thi m4etr 5metric me5trie me3try me4v 4m1f 2mh 5mi. mi3a mid4a mid4g mig4 3milia m5i5lie m4ill min4a 3mind m5inee m4ingl min5gli m5ingly min4t m4inu miot4 m2is mis4er. mis5l mis4ti m5istry 4mith m2iz 4mk 4m1l m1m mma5ry 4m1n mn4a m4nin mn4o 1mo 4mocr 5mocratiz mo2d1 mo4go mois2 moi5se 4mok 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ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge 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4s3f 2s3g s2h 2sh. sh1er 5shev sh1in sh3io 3ship shiv5 sho4 sh5old shon3 shor4 short5 4shw si1b s5icc 3side. 5sides 5sidi si5diz 4signa sil4e 4sily 2s1in s2ina 5sine. s3ing 1sio 5sion sion5a si2r sir5a 1sis 3sitio 5siu 1siv 5siz sk2 4ske s3ket sk5ine sk5ing s1l2 s3lat s2le slith5 2s1m s3ma small3 sman3 smel4 s5men 5smith smol5d4 s1n4 1so so4ce soft3 so4lab sol3d2 so3lic 5solv 3som 3s4on. sona4 son4g s4op 5sophic s5ophiz s5ophy sor5c sor5d 4sov so5vi 2spa 5spai spa4n spen4d 2s5peo 2sper s2phe 3spher spho5 spil4 sp5ing 4spio s4ply s4pon spor4 4spot squal4l s1r 2ss s1sa ssas3 s2s5c s3sel s5seng s4ses. s5set s1si s4sie ssi4er ss5ily s4sl ss4li s4sn sspend4 ss2t ssur5a ss5w 2st. s2tag s2tal stam4i 5stand s4ta4p 5stat. s4ted stern5i s5tero ste2w stew5a s3the st2i s4ti. s5tia s1tic 5stick s4tie s3tif st3ing 5stir s1tle 5stock stom3a 5stone s4top 3store st4r s4trad 5stratu s4tray s4trid 4stry 4st3w s2ty 1su su1al su4b3 su2g3 su5is suit3 s4ul su2m sum3i su2n su2r 4sv sw2 4swo s4y 4syc 3syl syn5o sy5rin 1ta 3ta. 2tab ta5bles 5taboliz 4taci ta5do 4taf4 tai5lo ta2l ta5la tal5en tal3i 4talk tal4lis ta5log ta5mo tan4de tanta3 ta5per ta5pl tar4a 4tarc 4tare ta3riz tas4e ta5sy 4tatic ta4tur taun4 tav4 2taw tax4is 2t1b 4tc t4ch tch5et 4t1d 4te. tead4i 4teat tece4 5tect 2t1ed te5di 1tee teg4 te5ger te5gi 3tel. teli4 5tels te2ma2 tem3at 3tenan 3tenc 3tend 4tenes 1tent ten4tag 1teo te4p te5pe ter3c 5ter3d 1teri ter5ies ter3is teri5za 5ternit ter5v 4tes. 4tess t3ess. teth5e 3teu 3tex 4tey 2t1f 4t1g 2th. than4 th2e 4thea th3eas the5at the3is 3thet th5ic. th5ica 4thil 5think 4thl th5ode 5thodic 4thoo thor5it tho5riz 2ths 1tia ti4ab ti4ato 2ti2b 4tick t4ico t4ic1u 5tidi 3tien tif2 ti5fy 2tig 5tigu till5in 1tim 4timp tim5ul 2t1in t2ina 3tine. 3tini 1tio ti5oc tion5ee 5tiq ti3sa 3tise tis4m ti5so tis4p 5tistica ti3tl ti4u 1tiv tiv4a 1tiz ti3za ti3zen 2tl t5la tlan4 3tle. 3tled 3tles. t5let. t5lo 4t1m tme4 2t1n2 1to to3b to5crat 4todo 2tof to2gr to5ic to2ma tom4b to3my ton4ali to3nat 4tono 4tony to2ra to3rie tor5iz tos2 5tour 4tout to3war 4t1p 1tra tra3b tra5ch traci4 trac4it trac4te tras4 tra5ven trav5es5 tre5f tre4m trem5i 5tria tri5ces 5tricia 4trics 2trim tri4v tro5mi tron5i 4trony tro5phe tro3sp tro3v tru5i trus4 4t1s2 t4sc tsh4 t4sw 4t3t2 t4tes t5to ttu4 1tu tu1a tu3ar tu4bi tud2 4tue 4tuf4 5tu3i 3tum tu4nis 2t3up. 3ture 5turi tur3is tur5o tu5ry 3tus 4tv tw4 4t1wa twis4 4two 1ty 4tya 2tyl type3 ty5ph 4tz tz4e 4uab uac4 ua5na uan4i uar5ant uar2d uar3i uar3t u1at uav4 ub4e u4bel u3ber u4bero u1b4i u4b5ing u3ble. u3ca uci4b uc4it ucle3 u3cr u3cu u4cy ud5d ud3er ud5est udev4 u1dic ud3ied ud3ies ud5is u5dit u4don ud4si u4du u4ene uens4 uen4te uer4il 3ufa u3fl ugh3en ug5in 2ui2 uil5iz ui4n u1ing uir4m uita4 uiv3 uiv4er. u5j 4uk u1la ula5b u5lati ulch4 5ulche ul3der ul4e u1len ul4gi ul2i u5lia ul3ing ul5ish ul4lar ul4li4b ul4lis 4ul3m u1l4o 4uls uls5es ul1ti ultra3 4ultu u3lu ul5ul ul5v um5ab um4bi um4bly u1mi u4m3ing umor5o um2p unat4 u2ne un4er u1ni un4im u2nin un5ish uni3v un3s4 un4sw unt3ab un4ter. un4tes unu4 un5y un5z u4ors u5os u1ou u1pe uper5s u5pia up3ing u3pl up3p upport5 upt5ib uptu4 u1ra 4ura. u4rag u4ras ur4be urc4 ur1d ure5at ur4fer ur4fr u3rif uri4fic ur1in u3rio u1rit ur3iz ur2l url5ing. ur4no uros4 ur4pe ur4pi urs5er ur5tes ur3the urti4 ur4tie u3ru 2us u5sad u5san us4ap usc2 us3ci use5a u5sia u3sic us4lin us1p us5sl us5tere us1tr u2su usur4 uta4b u3tat 4ute. 4utel 4uten uten4i 4u1t2i uti5liz u3tine ut3ing ution5a u4tis 5u5tiz u4t1l ut5of uto5g uto5matic u5ton u4tou uts4 u3u uu4m u1v2 uxu3 uz4e 1va 5va. 2v1a4b vac5il vac3u vag4 va4ge va5lie val5o val1u va5mo va5niz va5pi var5ied 3vat 4ve. 4ved veg3 v3el. vel3li ve4lo v4ely ven3om v5enue v4erd 5vere. v4erel v3eren ver5enc v4eres ver3ie vermi4n 3verse ver3th v4e2s 4ves. ves4te ve4te vet3er ve4ty vi5ali 5vian 5vide. 5vided 4v3iden 5vides 5vidi v3if vi5gn vik4 2vil 5vilit v3i3liz v1in 4vi4na v2inc vin5d 4ving vio3l v3io4r vi1ou vi4p vi5ro vis3it vi3so vi3su 4viti vit3r 4vity 3viv 5vo. voi4 3vok vo4la v5ole 5volt 3volv vom5i vor5ab vori4 vo4ry vo4ta 4votee 4vv4 v4y w5abl 2wac wa5ger wag5o wait5 w5al. wam4 war4t was4t wa1te wa5ver w1b wea5rie weath3 wed4n weet3 wee5v wel4l w1er west3 w3ev whi4 wi2 wil2 will5in win4de win4g wir4 3wise with3 wiz5 w4k wl4es wl3in w4no 1wo2 wom1 wo5ven w5p wra4 wri4 writa4 w3sh ws4l ws4pe w5s4t 4wt wy4 x1a xac5e x4ago xam3 x4ap xas5 x3c2 x1e xe4cuto x2ed xer4i xe5ro x1h xhi2 xhil5 xhu4 x3i xi5a xi5c xi5di x4ime xi5miz x3o x4ob x3p xpan4d xpecto5 xpe3d x1t2 x3ti x1u xu3a xx4 y5ac 3yar4 y5at y1b y1c y2ce yc5er y3ch ych4e ycom4 ycot4 y1d y5ee y1er y4erf yes4 ye4t y5gi 4y3h y1i y3la ylla5bl y3lo y5lu ymbol5 yme4 ympa3 yn3chr yn5d yn5g yn5ic 5ynx y1o4 yo5d y4o5g yom4 yo5net y4ons y4os y4ped yper5 yp3i y3po y4poc yp2ta y5pu yra5m yr5ia y3ro yr4r ys4c y3s2e ys3ica ys3io 3ysis y4so yss4 ys1t ys3ta ysur4 y3thin yt3ic y1w za1 z5a2b zar2 4zb 2ze ze4n ze4p z1er ze3ro zet4 2z1i z4il z4is 5zl 4zm 1zo zo4m zo5ol zte4 4z1z2 z4zy + + ; Extra patterns, from ushyphmax.tex, dated 2005-05-30. + ; Copyright (C) 1990, 2004, 2005 Gerard D.C. Kuiken. + ; Copying and distribution of this file, with or without modification, + ; are permitted in any medium without royalty provided the copyright + ; notice and this notice are preserved. + ; + ; These patterns are based on the Hyphenation Exception Log + ; published in TUGboat, Volume 10 (1989), No. 3, pp. 337-341, + ; and a large number of incorrectly hyphenated words not yet published. + + .con5gr .de5riva .dri5v4 .eth1y6l1 .eu4ler .ev2 .ever5si5b .ga4s1om1 .ge4ome .ge5ot1 .he3mo1 .he3p6a .he3roe .in5u2t .kil2n3i .ko6r1te1 .le6ices .me4ga1l .met4ala .mim5i2c1 .mi1s4ers .ne6o3f .noe1th .non1e2m .poly1s .post1am .pre1am .rav5en1o .semi5 .sem4ic .semid6 .semip4 .semir4 .sem6is4 .semiv4 .sph6in1 .spin1o .ta5pes1tr .te3legr .to6pog .to2q .un3at5t .un5err5 .vi2c3ar .we2b1l .re1e4c a5bolic a2cabl af6fish am1en3ta5b anal6ys ano5a2c ans5gr ans3v anti1d an3ti1n2 anti1re a4pe5able ar3che5t ar2range as5ymptot ath3er1o1s at6tes. augh4tl au5li5f av3iou back2er. ba6r1onie ba1thy bbi4t be2vie bi5d2if bil2lab bio5m bi1orb bio1rh b1i3tive blan2d1 blin2d1 blon2d2 bor1no5 bo2t1u1l brus4q bus6i2er bus6i2es buss4ing but2ed. but4ted cad5e1m cat1a1s2 4chs. chs3hu chie5vo cig3a3r cin2q cle4ar co6ph1o3n cous2ti cri3tie croc1o1d cro5e2co c2tro3me6c 1cu2r1ance 2d3alone data1b dd5a5b d2d5ib de4als. de5clar1 de2c5lina de3fin3iti de2mos des3ic de2tic dic1aid dif5fra 3di1methy di2ren di2rer 2d1lead 2d1li2e 3do5word dren1a5l drif2t1a d1ri3pleg5 drom3e5d d3tab du2al. du1op1o1l ea4n3ies e3chas edg1l ed1uling eli2t1is e1loa en1dix eo3grap 1e6p3i3neph1 e2r3i4an. e3spac6i eth1y6l1ene 5eu2clid1 feb1rua fermi1o 3fich fit5ted. fla1g6el flow2er. 3fluor gen2cy. ge3o1d ght1we g1lead get2ic. 4g1lish 5glo5bin 1g2nac gnet1ism gno5mo g2n1or. g2noresp 2g1o4n3i1za graph5er. griev1 g1utan hair1s ha2p3ar5r hatch1 hex2a3 hite3sid h3i5pel1a4 hnau3z ho6r1ic. h2t1eou hypo1tha id4ios ifac1et ign4it ignit1er i4jk im3ped3a infra1s2 i5nitely. irre6v3oc i1tesima ith5i2l itin5er5ar janu3a japan1e2s je1re1m 1ke6ling 1ki5netic 1kovian k3sha la4c3i5e lai6n3ess lar5ce1n l3chai l3chil6d1 lead6er. lea4s1a 1lec3ta6b le3g6en2dre 1le1noid lith1o5g ll1fl l2l3ish l5mo3nell lo1bot1o1 lo2ges. load4ed. load6er. l3tea lth5i2ly lue1p 1lunk3er 1lum5bia. 3lyg1a1mi ly5styr ma1la1p m2an. man3u1sc mar1gin1 medi2c med3i3cin medio6c1 me3gran3 m2en. 3mi3da5b 3milita mil2l1ag mil5li5li mi6n3is. mi1n2ut1er mi1n2ut1est m3ma1b 5maph1ro1 5moc1ra1t mo5e2las mol1e5c mon4ey1l mono3ch mo4no1en moro6n5is mono1s6 moth4et2 m1ou3sin m5shack2 mu2dro mul2ti5u n3ar4chs. n3ch2es1t ne3back 2ne1ski n1dieck nd3thr nfi6n3ites 4n5i4an. nge5nes ng1ho ng1spr nk3rup n5less 5noc3er1os nom1a6l nom5e1no n1o1mist non1eq non1i4so 5nop1oly. no1vemb ns5ceiv ns4moo ntre1p obli2g1 o3chas odel3li odit1ic oerst2 oke1st o3les3ter oli3gop1o1 o1lo3n4om o3mecha6 onom1ic o3norma o3no2t1o3n o3nou op1ism. or4tho3ni4t orth1ri or5tively o4s3pher o5test1er o5tes3tor oth3e1o1s ou3ba3do o6v3i4an. oxi6d1ic pal6mat parag6ra4 par4a1le param4 para3me pee2v1 phi2l3ant phi5lat1e3l pi2c1a3d pli2c1ab pli5nar poin3ca 1pole. poly1e po3lyph1ono 1prema3c pre1neu pres2pli pro2cess proc3i3ty. pro2g1e 3pseu2d pseu3d6o3d2 pseu3d6o3f2 pto3mat4 p5trol3 pu5bes5c quain2t1e qu6a3si3 quasir6 quasis6 quin5tes5s qui3v4ar r1abolic 3rab1o1loi ra3chu r3a3dig radi1o6g r2amen 3ra4m5e1triz ra3mou ra5n2has ra1or r3bin1ge re2c3i1pr rec5t6ang re4t1ribu r3ial. riv1o1l 6rk. rk1ho r1krau 6rks. r5le5qu ro1bot1 ro5e2las ro5epide1 ro3mesh ro1tron r3pau5li rse1rad1i r1thou r1treu r1veil rz1sc sales3c sales5w 5sa3par5il sca6p1er sca2t1ol s4chitz schro1ding1 1sci2utt scrap4er. scy4th1 sem1a1ph se3mes1t se1mi6t5ic sep3temb shoe1st sid2ed. side5st side5sw si5resid sky1sc 3slova1kia 3s2og1a1my so2lute 3s2pace 1s2pacin spe3cio spher1o spi2c1il spokes5w sports3c sports3w s3qui3to s2s1a3chu1 ss3hat s2s3i4an. s5sign5a3b 1s2tamp s2t1ant5shi star3tli sta1ti st5b 1stor1ab strat1a1g strib5ut st5scr stu1pi4d1 styl1is su2per1e6 1sync 1syth3i2 swimm6 5tab1o1lism ta3gon. talk1a5 t1a1min t6ap6ath 5tar2rh tch1c tch3i1er t1cr teach4er. tele2g tele1r6o 3ter1gei ter2ic. t3ess2es tha4l1am tho3don th1o5gen1i tho1k2er thy4l1an thy3sc 2t3i4an. ti2n3o1m t1li2er tolo2gy tot3ic trai3tor1 tra1vers travers3a3b treach1e tr4ial. 3tro1le1um trof4ic. tro3fit tro1p2is 3trop1o5les 3trop1o5lis t1ro1pol3it tsch3ie ttrib1ut1 turn3ar t1wh ty2p5al ua3drati uad1ratu u5do3ny uea1m u2r1al. uri4al. us2er. v1ativ v1oir5du1 va6guer vaude3v 1verely. v1er1eig ves1tite vi1vip3a3r voice1p waste3w6a2 wave1g4 w3c week1n wide5sp wo4k1en wrap3aro writ6er. x1q xquis3 y5che3d ym5e5try y1stro yes5ter1y z3ian. z3o1phr z2z3w)) + diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index efb1cff3..bcc13c2c 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -13,7 +13,7 @@ @defmodule[#:multi (hyphenate (submod hyphenate safe))] -A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. This implementation is a port of Ned Batchelder's @link["http://nedbatchelder.com/code/modules/hyphenate.html"]{Python version}. I have added little to their work. Accordingly, I take little credit. +A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit. I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born. @@ -40,6 +40,7 @@ Safe mode enables the function contracts documented below. Use safe mode by impo [joiner (or/c char? string?) (integer->char #x00AD)] [#:exceptions exceptions (listof string?) empty] [#:min-length length (or/c integer? false?) 5] +[#:min-ends-length ends-length (or/c integer? false?) 2] [#:omit-word word-test (string? . -> . any/c) (λ(x) #f)] [#:omit-string string-test (string? . -> . any/c) (λ(x) #f)] [#:omit-txexpr txexpr-test (txexpr? . -> . any/c) (λ(x) #f)]) @@ -49,12 +50,22 @@ Hyphenate @racket[_xexpr] by calculating hyphenation points and inserting @racke @margin-note{The REPL displays a soft hyphen as @code{\u00AD}. But in ordinary use, you'll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it's not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding @code{#\-} as an argument).} @examples[#:eval my-eval - (hyphenate "ergo polymorphic") - (hyphenate "ergo polymorphic" #\-) - (hyphenate "ergo polymorphic" #:min-length 13) - (hyphenate "ergo polymorphic" #:min-length #f) + (hyphenate "ergo polymorphism") + (hyphenate "ergo polymorphism" #\-) + (hyphenate "ergo polymorphism" #:min-length 13) + (hyphenate "ergo polymorphism" #:min-length #f) ] +The @racket[#:min-ends-length] keyword argument sets a minimum distance between a potential hyphen and either end of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small word breaks. This value will override a smaller @racket[#:min-length] value. + +@examples[#:eval my-eval + (hyphenate "ergo polymorphism" #\-) + (hyphenate "ergo polymorphism" #\- #:min-ends-length #f) + (hyphenate "ergo polymorphism" #\- #:min-ends-length 5) + (code:comment @#,t{Words won't be hyphenated becase of large #:min-ends-length}) + (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-ends-length 15) + ] + Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words: @examples[#:eval my-eval @@ -66,9 +77,9 @@ Because the hyphenation is based on an algorithm rather than a dictionary, it ma Using the @racket[#:exceptions] keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens (@racket["-"]). If an exception word contains no hyphens, that word will never be hyphenated. @examples[#:eval my-eval - (hyphenate "polymorphic" #\-) - (hyphenate "polymorphic" #\- #:exceptions '("polymo-rphic")) - (hyphenate "polymorphic" #\- #:exceptions '("polymorphic")) + (hyphenate "polymorphism" #\-) + (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism")) + (hyphenate "polymorphism" #\- #:exceptions '("polymorphism")) ] Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: @italic{associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution}, and @italic{table}. Admirable bravado, but it's not hard to discover others that need adjustment. @@ -79,7 +90,7 @@ Knuth & Liang were sufficiently confident about their algorithm that they origin #:exceptions '("col-umns" "sign-age" "law-yers")) ] -Overall, my impression is that the Knuth–Liang algorithm is more likely to miss legitimate hyphenation points (i.e., generate false negatives) than create erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated. +The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated. For this reason, certain words can't be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance: diff --git a/hyphenate/tests.rkt b/hyphenate/tests.rkt index e557b46f..132862f4 100644 --- a/hyphenate/tests.rkt +++ b/hyphenate/tests.rkt @@ -3,14 +3,15 @@ (require/expose "main.rkt" (word->hyphenation-points exception-word?)) +(check-equal? (hyphenate "edges") "edges") ;; word without matching patterns (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") +(check-equal? (hyphenate "POLYmorPHISM") "POLY\u00ADmor\u00ADPHISM") (check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") -(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering"))) '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squan\u00ADder\u00ADing"))) (check-equal? (hyphenate "present project") "present project") ; exception words @@ -56,4 +57,8 @@ '(p (script "tail-feathers") (em "tailfeathers"))) (check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string (λ(x) (regexp-match #rx"s$" x))) - '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) \ No newline at end of file + '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) + +(check-equal? (hyphenate "polymorphism" #\- #:min-ends-length 5) "polymor-phism") +(check-equal? (hyphenate "polymorphism" #\- #:min-ends-length 7) "polymorphism") +(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") \ No newline at end of file From a599b1fc8b04f381eb79c1863193a62fbdeac56a Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 23 Jul 2014 15:25:30 -0700 Subject: [PATCH 072/155] change #:min-ends-length to #:min-left-length and #:min-right-length --- hyphenate/doc/index.html | 6 +++--- hyphenate/doc/manual-style.css | 21 ++++++++++++++++++++- hyphenate/doc/scribble.css | 4 ++++ hyphenate/main.rkt | 23 ++++++++++++++--------- hyphenate/scribblings/hyphenate.scrbl | 14 ++++++++------ hyphenate/tests.rkt | 5 +++-- 6 files changed, 52 insertions(+), 21 deletions(-) diff --git a/hyphenate/doc/index.html b/hyphenate/doc/index.html index 83d76a94..768152ec 100644 --- a/hyphenate/doc/index.html +++ b/hyphenate/doc/index.html @@ -1,4 +1,4 @@ -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.11

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line: -

raco pkg install hyphenate

After that, you can update the package like so: -

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-ends-length ends-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  ends-length : (or/c integer? false?) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-ends-length keyword argument sets a minimum distance between a potential hyphen and either end of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small word breaks. This value will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-ends-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-ends-length 5)

"ergo polymor-phism"

; Words won't be hyphenated becase of large #:min-ends-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-ends-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file +Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.13

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line: +

raco pkg install hyphenate

After that, you can update the package like so: +

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-left-length left-length    
  #:min-right-length right-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  left-length : (or/c (and/c integer? positive?) #f) = 2
  right-length : (or/c (and/c integer? positive?) #f) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-left-length and #:min-right-length keyword arguments set the minimum distance between a potential hyphen and the left or right ends of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small words from breaking. These values will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-left-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-length 2 #:min-left-length 5)

"ergo polymor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-right-length 6)

"ergo poly-morphism"

; Next words won't be hyphenated becase of large #:min-left-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-left-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/doc/manual-style.css b/hyphenate/doc/manual-style.css index d9e1783b..bd203235 100644 --- a/hyphenate/doc/manual-style.css +++ b/hyphenate/doc/manual-style.css @@ -241,6 +241,12 @@ a:hover { height: 4rem; } +.nosearchform { + margin: 0; + padding: 0; + height: 4rem; +} + .searchbox { font-size: 1rem; width: 12rem; @@ -304,7 +310,20 @@ a:hover { border-left: 0.4rem solid #ccb; } -.refcontent p { + +/* slightly different handling for margin-note* on narrow screens */ +@media all and (max-width:1260px) { + span.refcolumn { + float: right; + width: 50%; + margin-left: 1rem; + margin-bottom: 0.8rem; + margin-top: 1.2rem; + } + +} + +.refcontent, .refcontent p { line-height: 1.5; margin: 0; } diff --git a/hyphenate/doc/scribble.css b/hyphenate/doc/scribble.css index f34b7198..9733e69d 100644 --- a/hyphenate/doc/scribble.css +++ b/hyphenate/doc/scribble.css @@ -122,6 +122,10 @@ table td { padding: 0; } +.nosearchform { + display: none; +} + .searchbox { width: 16em; margin: 0px; diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 162c2ae0..2272ee28 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -23,7 +23,8 @@ ;; module default values (define default-min-length 5) -(define default-min-ends-length 2) +(define default-min-left-length 2) +(define default-min-right-length 2) (define default-joiner #\u00AD) (define (add-pattern-to-cache pat) @@ -127,16 +128,18 @@ ;; Find hyphenation points in a word. This is not quite synonymous with syllables. -(define (word->hyphenation-points word [min-length default-min-length] [min-ends-length default-min-ends-length]) +(define (word->hyphenation-points word [min-length default-min-length] + [min-left-length default-min-left-length] + [min-right-length default-min-right-length]) (define (add-no-hyphen-zone points) ; points is a list corresponding to the letters of the word. ; to create a no-hyphenation zone of length n, zero out the first n-1 points ; and the last n points (because the last value in points is always superfluous) - (let* ([min-ends-length (or min-ends-length default-min-ends-length)] - [min-ends-length (min min-ends-length (length points))]) - (define points-with-zeroes-on-left (append (make-list (sub1 min-ends-length) 0) (drop points (sub1 min-ends-length)))) - (define points-with-zeroes-on-left-and-right (append (drop-right points-with-zeroes-on-left min-ends-length) (make-list min-ends-length 0))) + (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] + [min-right-length (min (or min-right-length default-min-right-length) (length points))]) + (define points-with-zeroes-on-left (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) + (define points-with-zeroes-on-left-and-right (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) points-with-zeroes-on-left-and-right)) (define (make-pieces word) @@ -167,7 +170,8 @@ (define+provide+safe (hyphenate x [joiner default-joiner] #:exceptions [extra-exceptions '()] #:min-length [min-length default-min-length] - #:min-ends-length [min-ends-length default-min-ends-length] + #:min-left-length [min-left-length default-min-left-length] + #:min-right-length [min-right-length default-min-right-length] #:omit-word [omit-word? (λ(x) #f)] #:omit-string [omit-string? (λ(x) #f)] #:omit-txexpr [omit-txexpr? (λ(x) #f)]) @@ -177,7 +181,8 @@ #:omit-word (string? . -> . any/c) #:omit-string (string? . -> . any/c) #:omit-txexpr (txexpr? . -> . any/c) - #:min-ends-length (or/c integer? #f)) . ->* . xexpr/c) + #:min-left-length (or/c (and/c integer? positive?) #f) + #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) (initialize-patterns) ; reset everything each time hyphenate is called (for-each add-exception extra-exceptions) @@ -187,7 +192,7 @@ (define word-pattern #px"\\w+") ;; more restrictive than exception-word (define (insert-hyphens text) (regexp-replace* word-pattern text (λ(word) (if (not (omit-word? word)) - (string-join (word->hyphenation-points word min-length min-ends-length) joiner-string) + (string-join (word->hyphenation-points word min-length min-left-length min-right-length) joiner-string) word)))) (apply-proc insert-hyphens x omit-string? omit-txexpr?)) diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl index bcc13c2c..84c48542 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -40,7 +40,8 @@ Safe mode enables the function contracts documented below. Use safe mode by impo [joiner (or/c char? string?) (integer->char #x00AD)] [#:exceptions exceptions (listof string?) empty] [#:min-length length (or/c integer? false?) 5] -[#:min-ends-length ends-length (or/c integer? false?) 2] +[#:min-left-length left-length (or/c (and/c integer? positive?) #f) 2] +[#:min-right-length right-length (or/c (and/c integer? positive?) #f) 2] [#:omit-word word-test (string? . -> . any/c) (λ(x) #f)] [#:omit-string string-test (string? . -> . any/c) (λ(x) #f)] [#:omit-txexpr txexpr-test (txexpr? . -> . any/c) (λ(x) #f)]) @@ -56,14 +57,15 @@ Hyphenate @racket[_xexpr] by calculating hyphenation points and inserting @racke (hyphenate "ergo polymorphism" #:min-length #f) ] -The @racket[#:min-ends-length] keyword argument sets a minimum distance between a potential hyphen and either end of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small word breaks. This value will override a smaller @racket[#:min-length] value. +The @racket[#:min-left-length] and @racket[#:min-right-length] keyword arguments set the minimum distance between a potential hyphen and the left or right ends of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small words from breaking. These values will override a smaller @racket[#:min-length] value. @examples[#:eval my-eval (hyphenate "ergo polymorphism" #\-) - (hyphenate "ergo polymorphism" #\- #:min-ends-length #f) - (hyphenate "ergo polymorphism" #\- #:min-ends-length 5) - (code:comment @#,t{Words won't be hyphenated becase of large #:min-ends-length}) - (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-ends-length 15) + (hyphenate "ergo polymorphism" #\- #:min-left-length #f) + (hyphenate "ergo polymorphism" #\- #:min-length 2 #:min-left-length 5) + (hyphenate "ergo polymorphism" #\- #:min-right-length 6) + (code:comment @#,t{Next words won't be hyphenated becase of large #:min-left-length}) + (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-left-length 15) ] Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words: diff --git a/hyphenate/tests.rkt b/hyphenate/tests.rkt index 132862f4..1ccdb46c 100644 --- a/hyphenate/tests.rkt +++ b/hyphenate/tests.rkt @@ -59,6 +59,7 @@ (check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string (λ(x) (regexp-match #rx"s$" x))) '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) -(check-equal? (hyphenate "polymorphism" #\- #:min-ends-length 5) "polymor-phism") -(check-equal? (hyphenate "polymorphism" #\- #:min-ends-length 7) "polymorphism") +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 5 #:min-right-length 5) "polymor-phism") +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") \ No newline at end of file From c573adfcc7843a11a05ac32d78aabd37a16063c8 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 25 Jul 2014 11:20:04 -0700 Subject: [PATCH 073/155] change splitf-at* to filter-split --- hyphenate/main.rkt | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 2272ee28..3404ea03 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -105,12 +105,12 @@ ;; helpful extension of splitf-at -(define (splitf-at* xs split-test) +(define (filter-split xs split-test) (define (trimf items test-proc) (dropf-right (dropf items test-proc) test-proc)) - (define (&splitf-at* xs [acc '()]) + (define (&filter-split xs [acc '()]) (if (empty? xs) ;; reverse because accumulation is happening backward ;; (because I'm using cons to push latest match onto front of list) @@ -121,10 +121,10 @@ ;; = nonmatching item + other elements (which will start with matching) (splitf-at (dropf xs split-test) (compose1 not split-test))]) ;; recurse, and store new item in accumulator - (&splitf-at* rest (cons item acc))))) + (&filter-split rest (cons item acc))))) ;; trim off elements matching split-test - (&splitf-at* (trimf xs split-test))) + (&filter-split (trimf xs split-test))) ;; Find hyphenation points in a word. This is not quite synonymous with syllables. @@ -148,7 +148,7 @@ (if (even? point) char ; even point denotes character (cons char 'syllable))))) ; odd point denotes char + syllable - (map list->string (splitf-at* word-dissected symbol?))) + (map list->string (filter-split word-dissected symbol?))) (if (and min-length (< (string-length word) min-length)) (list word) From 52af57b5ebb0fa7cce4358ba46b7ab177311449c Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 31 Aug 2014 16:06:33 -0700 Subject: [PATCH 074/155] use in- iterators --- hyphenate/main.rkt | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 3404ea03..2ff8ef7f 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -59,7 +59,7 @@ [pat (map (λ(i) (or (string->number i) i)) pat)] ; convert numbers [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back - (flatten (for/list ([i (length pat)]) + (flatten (for/list ([i (in-range (length pat))]) (define current (list-ref pat i)) (if (= i (sub1 (length pat))) current @@ -85,7 +85,7 @@ (let ([word-as-list (string->list word-with-dots)]) (cons (make-list (add1 (length word-as-list)) 0) ;; ensures there's at least one (null) element in return value (filter-not void? - (for*/list ([len (length word-as-list)] [index (- (length word-as-list) len)]) + (for*/list ([len (in-range (length word-as-list))] [index (in-range (- (length word-as-list) len))]) (define substring (list->string (take (drop word-as-list index) (add1 len)))) (when (hash-has-key? patterns substring) (define value (hash-ref patterns substring)) @@ -143,8 +143,8 @@ points-with-zeroes-on-left-and-right)) (define (make-pieces word) - (define word-dissected (flatten (for/list ([char word] - [point (add-no-hyphen-zone (make-points word))]) + (define word-dissected (flatten (for/list ([char (in-string word)] + [point (in-list (add-no-hyphen-zone (make-points word)))]) (if (even? point) char ; even point denotes character (cons char 'syllable))))) ; odd point denotes char + syllable From a5885878a2bb009193f3e07464432c8ad07bf549 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 21 Sep 2014 08:05:03 -0500 Subject: [PATCH 075/155] Update README.md Use Racket server for rendered docs --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index c965c8e8..80f64a62 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -17,4 +17,4 @@ And enjoy: > "Hy-phen-ation al-go-rithm" -Full docs are installed with the package. You can also [read the docs here](http://mbutterick.github.io/hyphenate/doc/). +Full docs are installed with the package. You can also [read the docs here](http://pkg-build.racket-lang.org/doc/hyphenate). From ecbf2d42d5ec42e1d05de24336b10cf1cfb08455 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 19 Oct 2014 10:30:30 -0700 Subject: [PATCH 076/155] update dependencies --- hyphenate/info.rkt | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 329e1fdc..5260bd76 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,4 +1,6 @@ #lang info (define collection "hyphenate") (define scribblings '(("scribblings/hyphenate.scrbl" ()))) -(define deps '("txexpr")) \ No newline at end of file +(define deps '("txexpr")) +(define build-deps '("scribble-lib")) +(define compile-omit-paths '("tests.rkt")) From 621b367335ca5ff8a76521eb6e0d3dc25a64a75e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sat, 25 Oct 2014 11:14:14 -0700 Subject: [PATCH 077/155] update dependencies again --- hyphenate/info.rkt | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 5260bd76..9e7a9f62 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,6 +1,6 @@ #lang info (define collection "hyphenate") (define scribblings '(("scribblings/hyphenate.scrbl" ()))) -(define deps '("txexpr")) -(define build-deps '("scribble-lib")) (define compile-omit-paths '("tests.rkt")) +(define deps '("base" "txexpr")) +(define build-deps '("scribble-lib")) From f781d22b0f239a0c95c88e07b80df720bde0ce20 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 4 Dec 2014 13:53:13 -0800 Subject: [PATCH 078/155] replace listof contract with predicate --- hyphenate/main.rkt | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index 2ff8ef7f..e2d466fc 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -48,6 +48,7 @@ (define (exception-word? x) (if (regexp-match #px"^[\\w-]+$" x) #t #f)) +(define (exception-words? xs) (and (list? xs) (andmap exception-word? xs))) (define (string->hashpair pat) (define boundary-name ".") @@ -176,7 +177,7 @@ #:omit-string [omit-string? (λ(x) #f)] #:omit-txexpr [omit-txexpr? (λ(x) #f)]) ((xexpr?) ((or/c char? string?) - #:exceptions (listof exception-word?) + #:exceptions exception-words? #:min-length (or/c integer? #f) #:omit-word (string? . -> . any/c) #:omit-string (string? . -> . any/c) From 3328bfb59fe328c2e75ec3bc3f2102db386dcc06 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 23 Dec 2014 19:10:43 -0800 Subject: [PATCH 079/155] speed up pattern loading with pre-hashed patterns --- hyphenate/main.rkt | 10 +- hyphenate/patterns-hashed.rkt | 4943 +++++++++++++++++++++++++++++++++ 2 files changed, 4948 insertions(+), 5 deletions(-) create mode 100644 hyphenate/patterns-hashed.rkt diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt index e2d466fc..2ec3c4a9 100644 --- a/hyphenate/main.rkt +++ b/hyphenate/main.rkt @@ -1,7 +1,7 @@ #lang racket/base (require (for-syntax racket/base)) (require racket/string racket/list racket/bool) -(require "patterns.rkt" "exceptions.rkt" txexpr xml) +(require "patterns-hashed.rkt" "exceptions.rkt" txexpr xml) (module+ safe (require racket/contract)) @@ -35,7 +35,8 @@ (set! pattern-cache (make-hash)) (for-each (compose1 add-exception symbol->string) default-exceptions)) (when (not patterns) - (set! patterns (make-hash (map (compose1 string->hashpair symbol->string) default-patterns))))) + ;(set! patterns (make-hash (map (compose1 string->hashpair symbol->string) default-patterns)))) + (set! patterns hashed-patterns))) ;; Convert the hyphenated pattern into a point array for use later. (define (add-exception exception) @@ -56,12 +57,11 @@ ;; first convert the pattern to a list of alternating letters and numbers. ;; insert zeroes where there isn't a number in the pattern. (define new-pat - (let* ([pat (map (λ(i) (format "~a" i)) (string->list pat))] ; convert to list + (let* ([pat (regexp-match* #rx"." pat)] ; convert to list [pat (map (λ(i) (or (string->number i) i)) pat)] ; convert numbers [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back - (flatten (for/list ([i (in-range (length pat))]) - (define current (list-ref pat i)) + (flatten (for/list ([(current i) (in-indexed pat)]) (if (= i (sub1 (length pat))) current (let ([next (list-ref pat (add1 i))]) diff --git a/hyphenate/patterns-hashed.rkt b/hyphenate/patterns-hashed.rkt new file mode 100644 index 00000000..1e9716c4 --- /dev/null +++ b/hyphenate/patterns-hashed.rkt @@ -0,0 +1,4943 @@ +#lang racket/base +(provide hashed-patterns) + +(define hashed-patterns + '#hash(("ripl" . (0 0 2 0 0)) + ("erent" . (0 0 3 0 0 0)) + ("jap" . (0 0 4 0)) + ("dgy" . (0 2 0 0)) + ("pid" . (0 4 0 0)) + ("ct" . (2 1 0)) + ("eb" . (2 1 0)) + ("alie" . (0 0 0 4 0)) + ("adit" . (0 3 0 0 0)) + ("ogativ" . (0 0 5 0 0 0 0)) + ("igab" . (0 0 0 5 0)) + ("ning" . (0 0 0 4 0)) + ("phy" . (1 0 0 0)) + ("enem" . (0 0 3 0 0)) + ("sev" . (5 0 0 0)) + ("eic" . (0 5 0 0)) + ("uton" . (0 5 0 0 0)) + ("lyno" . (0 0 3 0 0)) + (".cat" . (0 0 0 4 0)) + ("perag" . (0 4 0 0 0 0)) + ("olt" . (0 0 2 0)) + ("torie" . (0 0 3 0 0 0)) + ("enant" . (0 4 0 0 0 0)) + ("misti" . (0 0 0 4 0 0)) + ("bombi" . (0 0 0 4 0 0)) + ("olid." . (0 0 5 0 0 0)) + ("amato" . (0 4 5 0 0 0)) + ("emonio" . (0 0 0 0 0 5 0)) + ("edd" . (4 0 3 0)) + ("hlori" . (0 0 0 3 0 0)) + ("dary" . (4 0 0 0 0)) + ("imni" . (0 0 4 0 0)) + ("biou" . (0 0 5 0 0)) + ("razie" . (0 0 5 0 0 0)) + ("nia" . (3 4 0 0)) + (".gasom" . (0 0 0 4 1 0 1)) + ("yso" . (0 4 0 0)) + ("ficer" . (0 0 3 0 0 0)) + ("role." . (5 0 0 0 0 0)) + (".lio" . (0 0 0 3 0)) + ("enea" . (0 5 0 0 0)) + ("rlig" . (0 4 0 0 0)) + ("rming" . (0 0 3 0 0 0)) + ("lumbia." . (1 0 0 5 0 0 0 0)) + ("pedic" . (0 0 0 4 0 0)) + ("itabi" . (0 0 0 4 0 0)) + ("edes" . (0 0 0 4 0)) + ("caval" . (0 0 0 5 0 0)) + ("sord" . (0 0 0 5 0)) + ("ictua" . (0 0 4 3 0 0)) + ("ibe" . (0 0 0 4)) + ("peten" . (0 0 5 0 0 0)) + ("olde" . (0 0 0 1 0)) + ("lubr" . (0 0 3 0 0)) + ("ves." . (4 0 0 0 0)) + ("ntif" . (0 0 0 2 0)) + ("ormi" . (0 0 2 0 0)) + ("fici" . (0 0 0 4 0)) + ("benig" . (0 0 5 0 0 0)) + ("duct." . (4 0 0 0 0 0)) + ("erel." . (0 0 5 0 0 0)) + ("omerse" . (0 0 5 0 0 0 0)) + (".awn" . (0 0 0 0 4)) + ("rteb" . (0 3 0 0 0)) + ("nomy" . (0 0 3 0 0)) + ("uras" . (0 4 0 0 0)) + ("ulia" . (0 5 0 0 0)) + ("cessi" . (3 0 0 0 0 0)) + ("idiar" . (0 0 0 4 0 0)) + ("udd" . (0 0 5 0)) + ("rtroph" . (0 0 0 0 0 0 4)) + ("gov" . (0 0 0 1)) + ("tamo" . (0 0 5 0 0)) + ("pm" . (4 1 0)) + ("aceou" . (0 5 0 0 0 0)) + ("do." . (3 0 0 0)) + ("rriv" . (0 0 0 4 0)) + ("ory" . (0 1 0 0)) + ("ulche" . (5 0 0 0 0 0)) + ("lp" . (2 0 0)) + ("ampen" . (0 0 0 5 0 0)) + ("domiz" . (0 0 0 5 0 0)) + ("rcit" . (0 0 4 0 0)) + ("ship" . (3 0 0 0 0)) + ("stand" . (5 0 0 0 0 0)) + ("isp" . (0 0 1 0)) + ("talog" . (0 0 5 0 0 0)) + ("dato" . (4 0 0 0 0)) + ("milia" . (3 0 0 0 0 0)) + ("inu" . (0 0 1 0)) + ("agab" . (0 4 0 0 0)) + ("rabi" . (0 0 3 0 0)) + ("ers" . (0 0 1 0)) + ("furi" . (0 0 3 0 0)) + ("opera" . (3 0 0 0 0 0)) + ("obi" . (0 1 0 0)) + ("tables" . (0 0 5 0 0 0 0)) + ("kt" . (0 5 0)) + ("osc" . (0 0 2 0)) + ("sest" . (0 0 0 5 0)) + ("ogyn" . (2 0 0 0 0)) + (".roq" . (0 0 0 4 0)) + (".le" . (0 0 0 2)) + ("inus" . (0 5 0 0 0)) + ("ypoc" . (0 4 0 0 0)) + ("isk" . (4 0 4 0)) + ("eloa" . (0 1 0 0 0)) + ("arang" . (0 0 0 0 4 0)) + ("preco" . (0 0 0 5 0 0)) + ("rpauli" . (0 3 0 0 5 0 0)) + ("mb" . (4 1 0)) + ("bod" . (3 0 0 0)) + ("riq" . (0 4 0 0)) + ("nepo" . (0 0 4 0 0)) + ("ysta" . (0 0 3 0 0)) + ("eder" . (0 4 1 0 0)) + ("habl" . (0 3 0 4 0)) + ("holar" . (0 0 0 5 0 0)) + ("eass" . (0 3 0 0 0)) + ("cq" . (0 1 0)) + ("ecte" . (0 0 4 0 0)) + ("rpo" . (0 3 0 0)) + ("narm" . (0 5 0 0 0)) + ("pte" . (0 2 0 0)) + ("addin" . (0 0 4 0 0 0)) + (".ch" . (0 0 0 4)) + ("fing" . (0 1 0 3 0)) + ("ishan" . (0 0 5 0 0 0)) + ("escr" . (0 3 0 0 0)) + ("ulgi" . (0 0 4 0 0)) + ("sthe" . (0 3 0 0 0)) + ("tee" . (1 0 0 0)) + ("sophy" . (0 5 0 0 0 0)) + ("ifacet" . (0 0 0 0 1 0 0)) + ("ssli" . (0 0 4 0 0)) + ("ntib" . (0 5 0 0 0)) + ("sib" . (0 0 1 0)) + ("kest." . (0 3 0 0 0 0)) + ("eith" . (0 0 3 0 0)) + ("df" . (4 1 0)) + ("th." . (2 0 0 0)) + ("bound" . (0 0 0 0 0 3)) + ("nave" . (0 0 0 4 0)) + ("hnauz" . (0 0 0 0 3 0)) + ("ira" . (0 1 0 0)) + ("hanci" . (0 0 0 4 0 0)) + ("lever." . (0 0 0 4 0 0 0)) + ("aski" . (0 0 0 3 0)) + ("rtsh" . (0 0 4 0 0)) + ("abe" . (0 0 0 2)) + ("nting" . (0 4 3 0 0 0)) + ("aha" . (0 3 0 0)) + ("iquef" . (0 0 5 0 0 0)) + ("toriz" . (0 0 0 5 0 0)) + ("nkero" . (0 5 0 0 0 0)) + ("igo" . (0 2 0 0)) + ("ms" . (4 1 2)) + ("ivot" . (0 4 3 0 0)) + ("masce" . (0 0 5 0 0 0)) + ("fril" . (0 0 0 0 4)) + ("uptu" . (0 0 0 0 4)) + ("trofic." . (0 0 0 0 4 0 0 0)) + ("lystyr" . (0 0 5 0 0 0 0)) + ("bodi" . (0 0 0 3 0)) + ("mnin" . (0 4 0 0 0)) + ("ldere" . (0 0 4 0 0 0)) + ("nimiz" . (0 0 3 0 0 0)) + ("doli" . (0 0 0 0 4)) + ("ufa" . (3 0 0 0)) + ("idr" . (0 4 0 0)) + ("pela" . (0 0 4 0 0)) + ("pris" . (0 0 0 4 0)) + ("tp" . (4 1 0)) + ("syno" . 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(3 0 0 0)) + ("nprec" . (0 0 0 0 4 0)) + ("zet" . (0 0 0 4)) + ("oligopo" . (0 0 0 3 0 0 1 1)) + ("ttes" . (0 4 0 0 0)) + ("usap" . (0 0 4 0 0)) + ("liariz" . (0 0 0 0 5 0 0)) + (".bera" . (0 0 0 5 0 0)) + ("cred" . (5 0 0 0 0)) + ("yro" . (0 3 0 0)) + ("scind" . (5 0 0 0 4 0)) + ("iede" . (0 0 0 4 0)) + ("uu" . (0 3 0)) + ("ginge" . (0 0 0 5 0 0)) + ("seas" . (0 0 0 0 4)) + ("colo" . (5 0 0 0 0)) + ("malty" . (0 0 0 4 0 0)) + ("antw" . (0 0 4 0 0)) + ("edon" . (0 0 0 0 2)) + ("agy" . (0 4 0 0)) + ("vity" . (4 0 0 0 0)) + ("rc" . (0 1 0)) + ("pseudod" . (0 0 0 0 3 6 3 2)) + ("philant" . (0 0 0 2 3 0 0 0)) + ("llec" . (0 3 0 0 0)) + ("dripleg" . (0 1 0 3 0 0 0 5)) + ("eput" . (0 4 0 0 0)) + ("ve." . (4 0 0 0)) + (".marti" . (0 0 0 0 5 0 0)) + (".heroi" . (0 0 0 0 0 5 0)))) + From 6c390ef652772914eff0e67d9fd842e17a8ba048 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 1 Apr 2015 22:46:11 -0700 Subject: [PATCH 080/155] add travis --- hyphenate/.travis.yml | 25 +++++++++++++++++++++++++ 1 file changed, 25 insertions(+) create mode 100644 hyphenate/.travis.yml diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml new file mode 100644 index 00000000..d6c6c154 --- /dev/null +++ b/hyphenate/.travis.yml @@ -0,0 +1,25 @@ +# adapted from +# https://github.com/greghendershott/travis-racket/blob/master/.travis.yml +# Thanks Greg! + +language: c +sudo: false + +env: + global: + - RACKET_DIR=~/racket + matrix: + - RACKET_VERSION=6.1.1 + +matrix: + fast_finish: true + +before_install: + - git clone https://github.com/greghendershott/travis-racket.git + - cat travis-racket/install-racket.sh | bash # pipe to bash not sh! + - export PATH="${RACKET_DIR}/bin:${PATH}" #install-racket.sh can't set for us + +script: + - cd .. # Travis did a cd into the dir. Back up, for the next: + - raco pkg install --deps search-auto --link hyphenate + - raco test -p hyphenate \ No newline at end of file From 33ec0da2192496ff0670e3bc61d9f38ec460bd8a Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 1 Apr 2015 22:50:20 -0700 Subject: [PATCH 081/155] Add build-status badge --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 80f64a62..f139b188 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -1,4 +1,4 @@ -hyphenate +hyphenate [![Build Status](https://travis-ci.org/mbutterick/hyphenate.svg?branch=master)](https://travis-ci.org/mbutterick/hyphenate) --------- Racket implementation of the Knuth–Liang hyphenation algorithm. From 9ab4fcaca542bb89dbc8afd3bb0b1f6de91b3450 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 2 Apr 2015 09:56:52 -0700 Subject: [PATCH 082/155] Use my fork of travis-racket --- hyphenate/.travis.yml | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index d6c6c154..bc704220 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -15,11 +15,11 @@ matrix: fast_finish: true before_install: - - git clone https://github.com/greghendershott/travis-racket.git + - git clone https://github.com/mbutterick/travis-racket.git - cat travis-racket/install-racket.sh | bash # pipe to bash not sh! - export PATH="${RACKET_DIR}/bin:${PATH}" #install-racket.sh can't set for us script: - cd .. # Travis did a cd into the dir. Back up, for the next: - raco pkg install --deps search-auto --link hyphenate - - raco test -p hyphenate \ No newline at end of file + - raco test -p hyphenate From 4f9ef5d3f4cbbf2324dd752a2674a061bf736edb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 2 Apr 2015 10:02:55 -0700 Subject: [PATCH 083/155] Enlarge build matrix --- hyphenate/.travis.yml | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index bc704220..87cdcade 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -9,7 +9,11 @@ env: global: - RACKET_DIR=~/racket matrix: + - RACKET_VERSION=6.0 + - RACKET_VERSION=6.1 - RACKET_VERSION=6.1.1 + - RACKET_VERSION=HEAD + matrix: fast_finish: true From 1b8fa1fd4d88b2776635e2f1221703b071d15c1b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 14 May 2015 22:26:50 -0700 Subject: [PATCH 084/155] update build dependency --- hyphenate/info.rkt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 9e7a9f62..670fa644 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -3,4 +3,4 @@ (define scribblings '(("scribblings/hyphenate.scrbl" ()))) (define compile-omit-paths '("tests.rkt")) (define deps '("base" "txexpr")) -(define build-deps '("scribble-lib")) +(define build-deps '("scribble-lib" "racket-doc")) From 1e0a5116d626773e32046157cc2c6c9cbc6a966d Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 22 May 2015 19:32:05 -0700 Subject: [PATCH 085/155] ignore those too --- hyphenate/.gitignore | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/hyphenate/.gitignore b/hyphenate/.gitignore index f721c831..c9cb0b21 100644 --- a/hyphenate/.gitignore +++ b/hyphenate/.gitignore @@ -16,3 +16,7 @@ Icon scribblings/hyphenate.html scribblings/*.css scribblings/*.js + +hyphenate/scribblings/hyphenate.html +hyphenate/scribblings/*.css +hyphenate/scribblings/*.js From 99cf4dfb0ded2af59dc9d3ffa5c8edf773ed5d07 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 24 May 2015 10:13:16 -0700 Subject: [PATCH 086/155] add typed/hyphenate --- hyphenate/.gitignore | 4 - hyphenate/doc/index.html | 4 - hyphenate/doc/manual-fonts.css | 343 -------- hyphenate/doc/manual-racket.css | 319 -------- hyphenate/doc/manual-racket.js | 82 -- hyphenate/doc/manual-style.css | 740 ------------------ hyphenate/doc/racket.css | 249 ------ hyphenate/doc/scribble-common.js | 169 ---- hyphenate/doc/scribble.css | 484 ------------ hyphenate/exceptions.rkt | 7 - hyphenate/hyphenate/core-predicates.rkt | 3 + hyphenate/hyphenate/exceptions.rkt | 5 + hyphenate/hyphenate/info.rkt | 3 + hyphenate/hyphenate/main-helper.rkt | 3 + hyphenate/hyphenate/main.rkt | 22 + hyphenate/hyphenate/patterns-hashed.rkt | 4 + hyphenate/hyphenate/patterns.rkt | 3 + .../scribblings/hyphenate.scrbl | 14 +- hyphenate/hyphenate/tests.rkt | 107 +++ hyphenate/info.rkt | 9 +- hyphenate/main.rkt | 225 ------ hyphenate/tests.rkt | 65 -- hyphenate/typed/hyphenate.rkt | 3 + hyphenate/typed/hyphenate/core-predicates.rkt | 10 + hyphenate/typed/hyphenate/exceptions.rkt | 8 + hyphenate/typed/hyphenate/main-helper.rkt | 3 + hyphenate/typed/hyphenate/main.rkt | 267 +++++++ .../{ => typed/hyphenate}/patterns-hashed.rkt | 5 +- hyphenate/{ => typed/hyphenate}/patterns.rkt | 6 +- 29 files changed, 461 insertions(+), 2705 deletions(-) delete mode 100644 hyphenate/doc/index.html delete mode 100644 hyphenate/doc/manual-fonts.css delete mode 100644 hyphenate/doc/manual-racket.css delete mode 100644 hyphenate/doc/manual-racket.js delete mode 100644 hyphenate/doc/manual-style.css delete mode 100644 hyphenate/doc/racket.css delete mode 100644 hyphenate/doc/scribble-common.js delete mode 100644 hyphenate/doc/scribble.css delete mode 100644 hyphenate/exceptions.rkt create mode 100644 hyphenate/hyphenate/core-predicates.rkt create mode 100644 hyphenate/hyphenate/exceptions.rkt create mode 100644 hyphenate/hyphenate/info.rkt create mode 100644 hyphenate/hyphenate/main-helper.rkt create mode 100644 hyphenate/hyphenate/main.rkt create mode 100644 hyphenate/hyphenate/patterns-hashed.rkt create mode 100644 hyphenate/hyphenate/patterns.rkt rename hyphenate/{ => hyphenate}/scribblings/hyphenate.scrbl (93%) create mode 100644 hyphenate/hyphenate/tests.rkt delete mode 100644 hyphenate/main.rkt delete mode 100644 hyphenate/tests.rkt create mode 100644 hyphenate/typed/hyphenate.rkt create mode 100644 hyphenate/typed/hyphenate/core-predicates.rkt create mode 100644 hyphenate/typed/hyphenate/exceptions.rkt create mode 100644 hyphenate/typed/hyphenate/main-helper.rkt create mode 100644 hyphenate/typed/hyphenate/main.rkt rename hyphenate/{ => typed/hyphenate}/patterns-hashed.rkt (99%) rename hyphenate/{ => typed/hyphenate}/patterns.rkt (99%) diff --git a/hyphenate/.gitignore b/hyphenate/.gitignore index c9cb0b21..dc9a8e24 100644 --- a/hyphenate/.gitignore +++ b/hyphenate/.gitignore @@ -13,10 +13,6 @@ Icon # Files that might appear on external disk .Spotlight-V100 .Trashes -scribblings/hyphenate.html -scribblings/*.css -scribblings/*.js - hyphenate/scribblings/hyphenate.html hyphenate/scribblings/*.css hyphenate/scribblings/*.js diff --git a/hyphenate/doc/index.html b/hyphenate/doc/index.html deleted file mode 100644 index 768152ec..00000000 --- a/hyphenate/doc/index.html +++ /dev/null @@ -1,4 +0,0 @@ - -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 License & source code
6.0.1.13

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

I originally put together this module to handle hyphenation for my web-based book Butterick’s Practical Typography (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is still iffy, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born.

1 Installation

At the command line: -

raco pkg install hyphenate

After that, you can update the package like so: -

raco pkg update hyphenate

2 Importing the module

The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-left-length left-length    
  #:min-right-length right-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  left-length : (or/c (and/c integer? positive?) #f) = 2
  right-length : (or/c (and/c integer? positive?) #f) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-left-length and #:min-right-length keyword arguments set the minimum distance between a potential hyphen and the left or right ends of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small words from breaking. These values will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-left-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-length 2 #:min-left-length 5)

"ergo polymor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-right-length 6)

"ergo poly-morphism"

; Next words won't be hyphenated becase of large #:min-left-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-left-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage lawyers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/doc/manual-fonts.css b/hyphenate/doc/manual-fonts.css deleted file mode 100644 index 39656bb4..00000000 --- a/hyphenate/doc/manual-fonts.css +++ /dev/null @@ -1,343 +0,0 @@ -@font-face { -font-family: Miso; -font-style: normal; -font-weight: bold; -font-stretch: normal; -src: 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') format('woff'); -} - -/* Miso license */ -/* - M M I SSS OOO - MM MM I S S O O - M M M M I S O O - M M M I S O O - M M I S O O - M M I S S O O - M M I SSS OOO - ---------------------------------------- -MISO is an architectural lettering font -completed in 2006 by Mårten Nettelbladt. ---------------------------------------- -MISO is available in three weights -(Light, Regular, Bold) -in TrueType and OpenType format. ---------------------------------------- - - L I C E N S E I N F O R M A T I O N ---------------------------------------- -MISO is a free typeface. However, -there is one important limitation: - -MISO MUST ALWAYS REMAIN COMPLETELY FREE - -You can use MISO for personal and commercial work. -You can share MISO with your friends -as long as you include this text file. - -You must not sell MISO. -You must not charge someone else for using MISO. -You must not bundle MISO with a sold product. - -Use it, share it, but keep it free. ---------------------------------------- - -Mårten Nettelbladt -Omkrets arkitektur -www.omkrets.se - -Stockholm, Sweden -July 9th 2009 - ---------------------------------------- -If you have any comments about MISO -please let me know: -miso (a) omkrets.se ---------------------------------------- - -November 27th 2008 -Converted to OpenType by Torin Hill. - -June 24th 2007 -Some small adjustments - -October 23rd 2006 -Released -*/ - -@font-face { -font-family: Charter; -font-style: normal; -font-weight: normal; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Charter license */ -/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ - - - -@font-face { -font-family: Fira; -font-style: normal; -font-weight: 300; /* "Light" */ -font-stretch: normal; - src: 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) 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) 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) format('woff'); -} - - -/* Fira license */ -/* This Font Software is licensed under the SIL Open Font License, Version 1.1. -This license is copied below, and is also available with a FAQ at: -http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ - - - -@font-face { -font-family: Source Code Pro; -font-style: normal; -font-weight: 300; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Source Code Pro license */ -/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. - -This Font Software is licensed under the SIL Open Font License, Version 1.1. - -This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/doc/manual-racket.css b/hyphenate/doc/manual-racket.css deleted file mode 100644 index 18c93607..00000000 --- a/hyphenate/doc/manual-racket.css +++ /dev/null @@ -1,319 +0,0 @@ -/* See the beginning of "manual.css". */ - -/* Monospace: */ - -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk, .RktErr { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -/* this selctor grabs the first linked Racket symbol -in a definition box (i.e., the symbol being defined) */ -a.RktValDef, a.RktStxDef, a.RktSymDef, -span.RktValDef, span.RktStxDef, span.RktSymDef -{ - font-size: 1.15rem; - color: black; - font-weight: 600; -} - - -.inheritedlbl { - font-family: 'Fira', sans; -} - -.RBackgroundLabelInner { - font-family: inherit; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 95%; - margin-top: 0.5em; - text-align: left; - background-color: inherit; -} - -.inherited td { - font-size: 82%; - padding-left: 0.5rem; - line-height: 1.3; - text-indent: 0; - padding-right: 0; -} - -.inheritedlbl { - font-style: normal; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eee; -} - -.RktInBG { - background-color: #eee; -} - - -.refcolumn .RktInBG { - background-color: white; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: inherit; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; - font-weight: 400; -} - -.RktVar { - position: relative; - left: -1px; font-style: italic; - color: #444; -} - -.SVInsetFlow .RktVar { - font-weight: 400; - color: #444; -} - - -.RktSym { - color: inherit; -} - - - -.RktValLink, .RktStxLink, .RktModLink { - text-decoration: none; - color: #07A; - font-weight: 500; - font-size: 1rem; -} - -/* for syntax links within headings */ -h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, -h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, -h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, -h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, -h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, -h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - -.toptoclink .RktStxLink, .toclink .RktStxLink, -.toptoclink .RktValLink, .toclink .RktValLink, -.toptoclink .RktModLink, .toclink .RktModLink { - color: inherit; -} - -.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { - color: black; - font-weight: 400; - font-size: 0.9rem; -} - -.tocset td a.tocviewselflink .RktValLink, -.tocset td a.tocviewselflink .RktStxLink, -.tocset td a.tocviewselflink .RktMod, -.tocset td a.tocviewselflink .RktSym { - font-weight: lighter; - color: white; -} - - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { /* for definitions grouped together in one box */ - width: 100%; - border-top: 2px solid white; -} - -tbody > tr:first-child > td > .together { - border-top: 0px; /* erase border on first instance of together */ -} - -.RktBlk { - white-space: pre; - text-align: left; -} - -.highlighted { - font-size: 1rem; - background-color: #fee; -} - -.defmodule { - font-family: 'Source Code Pro'; - padding: 0.25rem 0.75rem 0.25rem 0.5rem; - margin-bottom: 1rem; - width: 100%; - background-color: hsl(60, 29%, 94%); -} - -.defmodule a { - color: #444; -} - - -.defmodule td span.hspace:first-child { - position: absolute; - width: 0; - display: inline-block; -} - -.defmodule .RpackageSpec .Smaller, -.defmodule .RpackageSpec .stt { - font-size: 1rem; -} - - -.specgrammar { - float: none; - padding-left: 1em; -} - - -.RBibliography td { - vertical-align: text-top; - padding-top: 1em; -} - -.leftindent { - margin-left: 2rem; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.SCodeFlow .Rfilebox { - margin-left: -1em; /* see 17.2 of guide, module languages */ -} - -.Rfiletitle { - text-align: right; - background-color: #eee; -} - -.SCodeFlow .Rfiletitle { - border-top: 1px dotted gray; - border-right: 1px dotted gray; -} - - -.Rfilename { - border-top: 0; - border-right: 0; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: inherit; -} - -.Rfilecontent { - margin: 0.5em; -} - -.RpackageSpec { - padding-right: 0; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0.20rem; /* sensitive to monospaced font choice */ - text-align: right; - z-index: 0; - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; - color: gray; -} - - -.RpackageSpec .Smaller { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} - -/* ---------------------------------------- */ -/* For section source modules & tags */ - -.RPartExplain { - background: #eee; - font-size: 0.9rem; - margin-top: 0.2rem; - padding: 0.2rem; - text-align: left; -} diff --git a/hyphenate/doc/manual-racket.js b/hyphenate/doc/manual-racket.js deleted file mode 100644 index 9691015e..00000000 --- a/hyphenate/doc/manual-racket.js +++ /dev/null @@ -1,82 +0,0 @@ -/* For the Racket manual style */ - -AddOnLoad(function() { - /* Look for header elements that have x-source-module and x-part tag. - For those elements, add a hidden element that explains how to - link to the section, and set the element's onclick() to display - the explanation. */ - var tag_names = ["h1", "h2", "h3", "h4", "h5"]; - for (var j = 0; j < tag_names.length; j++) { - elems = document.getElementsByTagName(tag_names[j]); - for (var i = 0; i < elems.length; i++) { - var elem = elems.item(i); - AddPartTitleOnClick(elem); - } - } -}) - -function AddPartTitleOnClick(elem) { - var mod_path = elem.getAttribute("x-source-module"); - var tag = elem.getAttribute("x-part-tag"); - if (mod_path && tag) { - var info = document.createElement("div"); - info.className = "RPartExplain"; - - /* The "top" tag refers to a whole document: */ - var is_top = (tag == "\"top\""); - info.appendChild(document.createTextNode("Link to this " - + (is_top ? "document" : "section") - + " with ")); - - /* Break `secref` into two lines if the module path and tag - are long enough: */ - var is_long = (is_top ? false : (mod_path.length + tag.length > 60)); - - var line1 = document.createElement("div"); - var line2 = (is_long ? document.createElement("div") : line1); - - function add(dest, str, cn) { - var s = document.createElement("span"); - s.className = cn; - s.style.whiteSpace = "nowrap"; - s.appendChild(document.createTextNode(str)); - dest.appendChild(s); - } - /* Construct a `secref` call with suitable syntax coloring: */ - add(line1, "\xA0@", "RktRdr"); - add(line1, (is_top ? "other-doc" : "secref"), "RktSym"); - add(line1, "[", "RktPn"); - if (!is_top) - add(line1, tag, "RktVal"); - if (is_long) { - /* indent second line: */ - add(line2, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); - } - if (!is_top) - add(line2, " #:doc ", "RktPn"); - add(line2, "'", "RktVal"); - add(line2, mod_path, "RktVal"); - add(line2, "]", "RktPn"); - - info.appendChild(line1); - if (is_long) - info.appendChild(line2); - - info.style.display = "none"; - - /* Add the new element afterthe header: */ - var n = elem.nextSibling; - if (n) - elem.parentNode.insertBefore(info, n); - else - elem.parentNode.appendChild(info); - - /* Clicking the header shows the explanation element: */ - elem.onclick = function () { - if (info.style.display == "none") - info.style.display = "block"; - else - info.style.display = "none"; - } - } -} diff --git a/hyphenate/doc/manual-style.css b/hyphenate/doc/manual-style.css deleted file mode 100644 index bd203235..00000000 --- a/hyphenate/doc/manual-style.css +++ /dev/null @@ -1,740 +0,0 @@ - -/* See the beginning of "scribble.css". - This file is used by the `scribble/manual` language, along with - "manual-racket.css". */ - -@import url("manual-fonts.css"); - -* { - margin: 0; - padding: 0; -} - -@media all {html {font-size: 15px;}} -@media all and (max-width:940px){html {font-size: 14px;}} -@media all and (max-width:850px){html {font-size: 13px;}} -@media all and (max-width:830px){html {font-size: 12px;}} -@media all and (max-width:740px){html {font-size: 11px;}} - -/* CSS seems backward: List all the classes for which we want a - particular font, so that the font can be changed in one place. (It - would be nicer to reference a font definition from all the places - that we want it.) - - As you read the rest of the file, remember to double-check here to - see if any font is set. */ - -/* Monospace: */ -.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -.stt { - font-weight: 500; -} - -h2 .stt { - font-size: 2.7rem; -} - -.toptoclink .stt { - font-size: inherit; -} -.toclink .stt { - font-size: 90%; -} - -.RpackageSpec .stt { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -h3 .stt, h4 .stt, h5 .stt { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - - -/* Serif: */ -.main, .refcontent, .tocview, .tocsub, .sroman, i { - font-family: 'Charter', serif; - font-size: 1.18rem; -} - - -/* Sans-serif: */ -.version, .versionNoNav, .ssansserif { - font-family: 'Fira', sans-serif; -} -.ssansserif { - font-family: 'Fira'; - font-weight: 500; - font-size: 0.9em; -} - -.tocset .ssansserif { - font-size: 100%; -} - -/* ---------------------------------------- */ - -p, .SIntrapara { - display: block; - margin: 0 0 1em 0; - line-height: 1.4; -} - - -li { - list-style-position: outside; - margin-left: 1.2em; -} - -h1, h2, h3, h4, h5, h6, h7, h8 { - font-family: 'Fira'; - font-weight: 300; - font-size: 1.6rem; - color: #333; - margin-top: inherit; - margin-bottom: 1rem; - line-height: 1.25; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -h3, h4, h5, h6, h7, h8 { - border-top: 1px solid black; -} - - - -h2 { /* per-page main title */ - font-family: 'Miso'; - font-weight: bold; - margin-top: 4rem; - font-size: 3rem; - line-height: 1.1; - width: 90%; -} - -h3, h4, h5, h6, h7, h8 { - margin-top: 2em; - padding-top: 0.1em; - margin-bottom: 0.75em; -} - -/* ---------------------------------------- */ -/* Main */ - -body { - color: black; - background-color: white; -} - -.maincolumn { - width: auto; - margin-top: 4rem; - margin-left: 17rem; - margin-right: 2rem; - margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ - max-width: 700px; - min-width: 370px; /* below this size, code samples don't fit */ -} - -a { - text-decoration: inherit; -} - -a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, -.techinside, .techoutside:hover, .techinside:hover { - color: #07A; -} - -a:hover { - text-decoration: underline; -} - - -/* ---------------------------------------- */ -/* Navigation */ - -.navsettop, .navsetbottom { - left: 0; - width: 15rem; - height: 6rem; - font-family: 'Fira'; - font-size: 0.9rem; - border-bottom: 0px solid hsl(216, 15%, 70%); - background-color: inherit; - padding: 0; -} - -.navsettop { - position: absolute; - top: 0; - left: 0; - margin-bottom: 0; - border-bottom: 0; -} - -.navsettop a, .navsetbottom a { - color: black; -} - -.navsettop a:hover, .navsetbottom a:hover { - background: hsl(216, 78%, 95%); - text-decoration: none; -} - -.navleft, .navright { - position: static; - float: none; - margin: 0; - white-space: normal; -} - - -.navleft a { - display: inline-block; -} - -.navright a { - display: inline-block; - text-align: center; -} - -.navleft a, .navright a, .navright span { - display: inline-block; - padding: 0.5rem; - min-width: 1rem; -} - - -.navright { - height: 2rem; - white-space: nowrap; -} - - -.navsetbottom { - display: none; -} - -.nonavigation { - color: #889; -} - -.searchform { - display: block; - margin: 0; - padding: 0; - border-bottom: 1px solid #eee; - height: 4rem; -} - -.nosearchform { - margin: 0; - padding: 0; - height: 4rem; -} - -.searchbox { - font-size: 1rem; - width: 12rem; - margin: 1rem; - padding: 0.25rem; - vertical-align: middle; - background-color: white; -} - -#search_box { - font-size: 0.8rem; -} - -/* ---------------------------------------- */ -/* Version */ - -.versionbox { - position: absolute; - float: none; - top: 0.25rem; - left: 17rem; - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - width: inherit; - margin: 0; -} -.version, .versionNoNav { - font-size: inherit; -} -.version:before, .versionNoNav:before { - content: "v."; -} - - -/* ---------------------------------------- */ -/* Margin notes */ - -/* cancel scribble.css styles: */ -.refpara, .refelem { - position: static; - float: none; - height: auto; - width: auto; - margin: 0; -} - -.refcolumn { - position: static; - display: block; - width: auto; - font-size: inherit; - margin: 2rem; - margin-left: 2rem; - padding: 0.5em; - padding-left: 0.75em; - padding-right: 1em; - background: hsl(60, 29%, 94%); - border: 1px solid #ccb; - border-left: 0.4rem solid #ccb; -} - - -/* slightly different handling for margin-note* on narrow screens */ -@media all and (max-width:1260px) { - span.refcolumn { - float: right; - width: 50%; - margin-left: 1rem; - margin-bottom: 0.8rem; - margin-top: 1.2rem; - } - -} - -.refcontent, .refcontent p { - line-height: 1.5; - margin: 0; -} - -.refcontent p + p { - margin-top: 1em; -} - -.refcontent a { - font-weight: 400; -} - -.refpara, .refparaleft { - top: -1em; -} - - -@media all and (max-width:600px) { - .refcolumn { - margin-left: 0; - margin-right: 0; - } -} - - -@media all and (min-width:1260px) { - .refcolumn { - position: absolute; - left: 66rem; right: 3em; - margin: 0; - float: right; - max-width: 18rem; - } -} - -.refcontent { - font-family: 'Fira'; - font-size: 1rem; - line-height: 1.6; - margin: 0 0 0 0; -} - - -.refparaleft, .refelemleft { - position: relative; - float: left; - right: 2em; - height: 0em; - width: 13em; - margin: 0em 0em 0em -13em; -} - -.refcolumnleft { - background-color: hsl(60, 29%, 94%); - display: block; - position: relative; - width: 13em; - font-size: 85%; - border: 0.5em solid hsl(60, 29%, 94%); - margin: 0 0 0 0; -} - - -/* ---------------------------------------- */ -/* Table of contents, left margin */ - -.tocset { - position: absolute; - float: none; - left: 0; - top: 0rem; - width: 14rem; - padding: 7rem 0.5rem 0.5rem 0.5rem; - background-color: hsl(216, 15%, 70%); - margin: 0; - -} - -.tocset td { - vertical-align: text-top; - padding-bottom: 0.4rem; - padding-left: 0.2rem; - line-height: 1.1; - font-family: 'Fira'; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -.tocset td a { - color: black; - font-weight: 400; -} - - -.tocview { - text-align: left; - background-color: inherit; -} - - -.tocview td, .tocsub td { - line-height: 1.3; -} - - -.tocview table, .tocsub table { - width: 90%; -} - -.tocset td a.tocviewselflink { - font-weight: lighter; - font-size: 110%; /* monospaced styles below don't need to enlarge */ - color: white; -} - -.tocviewselflink { - text-decoration: none; -} - -.tocsub { - text-align: left; - margin-top: 0.5em; - background-color: inherit; -} - -.tocviewlist, .tocsublist { - margin-left: 0.2em; - margin-right: 0.2em; - padding-top: 0.2em; - padding-bottom: 0.2em; -} -.tocviewlist table { - font-size: 82%; -} - -.tocviewlisttopspace { - margin-bottom: 1em; -} - -.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { - margin-left: 0.4em; - border-left: 1px solid #99a; - padding-left: 0.8em; -} -.tocviewsublist { - margin-bottom: 1em; -} -.tocviewsublist table, -.tocviewsublistonly table, -.tocviewsublisttop table, -.tocviewsublistbottom table, -table.tocsublist { - font-size: 1rem; -} - -.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, -.tocviewsublistonly td { - font-size: 90%; -} - - -.tocviewtoggle { - font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ -} - -.tocsublist td { - padding-left: 0.5rem; - padding-top: 0.25rem; - text-indent: 0; -} - -.tocsublinknumber { - font-size: 100%; -} - -.tocsublink { - font-size: 82%; - text-decoration: none; -} - -.tocsubseclink { - font-size: 100%; - text-decoration: none; -} - -.tocsubnonseclink { - font-size: 82%; - text-decoration: none; - margin-left: 1rem; - padding-left: 0; - display: inline-block; -} - -/* the label "on this page" */ -.tocsubtitle { - display: block; - font-size: 62%; - font-family: 'Fira'; - font-weight: bolder; - font-style: normal; - letter-spacing: 2px; - text-transform: uppercase; - margin: 0.5em; -} - -.toptoclink { - font-weight: bold; - font-size: 110%; - margin-bottom: 0.5rem; - margin-top: 1.5rem; - display: inline-block; -} - -.toclink { - font-size: inherit; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.indexlink { - text-decoration: none; -} - -pre { - margin-left: 2em; -} - -blockquote { - margin-left: 2em; - margin-right: 2em; - margin-bottom: 1em; -} - -.SCodeFlow { - border-left: 1px dotted black; - padding-left: 1em; - padding-right: 1em; - margin-top: 1em; - margin-bottom: 1em; - margin-left: 0em; - margin-right: 2em; - white-space: nowrap; - line-height: 1.5; -} - -.SCodeFlow img { - margin-top: 0.5em; - margin-bottom: 0.5em; -} - -.boxed { - margin: 0; - margin-top: 2em; - padding: 0.25em; - padding-bottom: 0.5em; - background: #f3f3f3; - box-sizing:border-box; - border-top: 1px solid #99b; - background: hsl(216, 78%, 95%); - background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); -} - -blockquote > blockquote.SVInsetFlow { -/* resolves issue in e.g. /reference/notation.html */ - margin-top: 0em; -} - -.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ - margin-top: 1em; - margin-bottom: 1em; -} - -.SVInsetFlow a, .SCodeFlow a { - color: #07A; - font-weight: 500; -} - -.SubFlow { - display: block; - margin: 0em; -} - -.boxed { - width: 100%; - background-color: inherit; -} - -.techoutside { text-decoration: none; } - -.SAuthorListBox { - position: static; - float: none; - font-family: 'Fira'; - font-weight: 300; - font-size: 110%; - margin-top: 1rem; - margin-bottom: 3rem; - width: 30rem; - height: auto; -} - -.author > a { /* email links within author block */ - font-weight: inherit; - color: inherit; -} - -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* phone + tablet styles */ - -@media all and (max-width:720px){ - - - @media all and (max-width:720px){ - - @media all {html {font-size: 15px;}} - @media all and (max-width:700px){html {font-size: 14px;}} - @media all and (max-width:630px){html {font-size: 13px;}} - @media all and (max-width:610px){html {font-size: 12px;}} - @media all and (max-width:550px){html {font-size: 11px;}} - @media all and (max-width:520px){html {font-size: 10px;}} - - .navsettop, .navsetbottom { - display: block; - position: absolute; - width: 100%; - height: 4rem; - border: 0; - background-color: hsl(216, 15%, 70%); - } - - .searchform { - display: inline; - border: 0; - } - - .navright { - position: absolute; - right: 1.5rem; - margin-top: 1rem; - border: 0px solid red; - } - - .navsetbottom { - display: block; - margin-top: 8rem; - } - - .tocset { - display: none; - } - - .tocset table, .tocset tbody, .tocset tr, .tocset td { - display: inline; - } - - .tocview { - display: none; - } - - .tocsub .tocsubtitle { - display: none; - } - - .versionbox { - top: 4.5rem; - left: 1rem; /* same distance as main-column */ - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - } - - - .maincolumn { - margin-left: 1em; - margin-top: 7rem; - margin-bottom: 0rem; - } - - } - -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} \ No newline at end of file diff --git a/hyphenate/doc/racket.css b/hyphenate/doc/racket.css deleted file mode 100644 index b44fef59..00000000 --- a/hyphenate/doc/racket.css +++ /dev/null @@ -1,249 +0,0 @@ - -/* See the beginning of "scribble.css". */ - -/* Monospace: */ -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk { - font-family: monospace; - white-space: inherit; -} - -/* Serif: */ -.inheritedlbl { - font-family: serif; -} - -/* Sans-serif: */ -.RBackgroundLabelInner { - font-family: sans-serif; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 100%; - margin-top: 0.5em; - text-align: left; - background-color: #ECF5F5; -} - -.inherited td { - font-size: 82%; - padding-left: 1em; - text-indent: -0.8em; - padding-right: 0.2em; -} - -.inheritedlbl { - font-style: italic; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eeeeee; -} - -.RktInBG { - background-color: #eeeeee; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: black; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; -} - -.RktVar { - color: #262680; - font-style: italic; -} - -.RktSym { - color: #262680; -} - -.RktSymDef { /* used with RktSym at def site */ -} - -.RktValLink { - text-decoration: none; - color: blue; -} - -.RktValDef { /* used with RktValLink at def site */ -} - -.RktModLink { - text-decoration: none; - color: blue; -} - -.RktStxLink { - text-decoration: none; - color: black; -} - -.RktStxDef { /* used with RktStxLink at def site */ -} - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { - width: 100%; -} - -.prototype, .argcontract, .RBoxed { - white-space: nowrap; -} - -.prototype td { - vertical-align: text-top; -} - -.RktBlk { - white-space: inherit; - text-align: left; -} - -.RktBlk tr { - white-space: inherit; -} - -.RktBlk td { - vertical-align: baseline; - white-space: inherit; -} - -.argcontract td { - vertical-align: text-top; -} - -.highlighted { - background-color: #ddddff; -} - -.defmodule { - width: 100%; - background-color: #F5F5DC; -} - -.specgrammar { - float: right; -} - -.RBibliography td { - vertical-align: text-top; -} - -.leftindent { - margin-left: 1em; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.Rfilebox { -} - -.Rfiletitle { - text-align: right; - margin: 0em 0em 0em 0em; -} - -.Rfilename { - border-top: 1px solid #6C8585; - border-right: 1px solid #6C8585; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: #ECF5F5; -} - -.Rfilecontent { - margin: 0em 0em 0em 0em; -} - -.RpackageSpec { - padding-right: 0.5em; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0px; - text-align: right; - color: white; - z-index: 0; - font-weight: bold; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} - -/* ---------------------------------------- */ -/* History */ - -.SHistory { - font-size: 82%; -} diff --git a/hyphenate/doc/scribble-common.js b/hyphenate/doc/scribble-common.js deleted file mode 100644 index c0a32af9..00000000 --- a/hyphenate/doc/scribble-common.js +++ /dev/null @@ -1,169 +0,0 @@ -// Common functionality for PLT documentation pages - -// Page Parameters ------------------------------------------------------------ - -var page_query_string = - (location.href.search(/\?([^#]+)(?:#|$)/) >= 0) && RegExp.$1; - -var page_args = - ((function(){ - if (!page_query_string) return []; - var args = page_query_string.split(/[&;]/); - for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; - else args[i] = [a, false]; - } - return args; - })()); - -function GetPageArg(key, def) { - for (var i=0; i= 0 && cur.substring(0,eql) == key) - return unescape(cur.substring(eql+1)); - } - return def; - } -} - -function SetCookie(key, val) { - try { - localStorage[key] = val; - } catch(e) { - var d = new Date(); - d.setTime(d.getTime()+(365*24*60*60*1000)); - try { - document.cookie = - key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; - } catch (e) {} - } -} - -// note that this always stores a directory name, ending with a "/" -function SetPLTRoot(ver, relative) { - var root = location.protocol + "//" + location.host - + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); - SetCookie("PLT_Root."+ver, root); -} - -// adding index.html works because of the above -function GotoPLTRoot(ver, relative) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) return true; // no cookie: use plain up link - // the relative path is optional, default goes to the toplevel start page - if (!relative) relative = "index.html"; - location = u + relative; - return false; -} - -// Utilities ------------------------------------------------------------------ - -var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; -function NormalizePath(path) { - var tmp, i; - for (i = 0; i < normalize_rxs.length; i++) - while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; - return path; -} - -// `noscript' is problematic in some browsers (always renders as a -// block), use this hack instead (does not always work!) -// document.write(""); - -// Interactions --------------------------------------------------------------- - -function DoSearchKey(event, field, ver, top_path) { - var val = field.value; - if (event && event.keyCode == 13) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) u = top_path; // default: go to the top path - u += "search/index.html?q=" + encodeURIComponent(val); - u = MergePageArgsIntoUrl(u); - location = u; - return false; - } - return true; -} - -function TocviewToggle(glyph, id) { - var s = document.getElementById(id).style; - var expand = s.display == "none"; - s.display = expand ? "block" : "none"; - glyph.innerHTML = expand ? "▼" : "►"; -} - -// Page Init ------------------------------------------------------------------ - -// Note: could make a function that inspects and uses window.onload to chain to -// a previous one, but this file needs to be required first anyway, since it -// contains utilities for all other files. -var on_load_funcs = []; -function AddOnLoad(fun) { on_load_funcs.push(fun); } -window.onload = function() { - for (var i=0; i - .techinside doesn't work with IE, so use both (and IE doesn't - work with inherit in the second one, so use blue directly) */ -.techinside { color: black; } -.techinside:hover { color: blue; } -.techoutside:hover>.techinside { color: inherit; } - -.SCentered { - text-align: center; -} - -.imageleft { - float: left; - margin-right: 0.3em; -} - -.Smaller { - font-size: 82%; -} - -.Larger { - font-size: 122%; -} - -/* A hack, inserted to break some Scheme ids: */ -.mywbr { - display: inline-block; - height: 0; - width: 0; - font-size: 1px; -} - -.compact li p { - margin: 0em; - padding: 0em; -} - -.noborder img { - border: 0; -} - -.SAuthorListBox { - position: relative; - float: right; - left: 2em; - top: -2.5em; - height: 0em; - width: 13em; - margin: 0em -13em 0em 0em; -} -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} diff --git a/hyphenate/exceptions.rkt b/hyphenate/exceptions.rkt deleted file mode 100644 index 5e52f08c..00000000 --- a/hyphenate/exceptions.rkt +++ /dev/null @@ -1,7 +0,0 @@ -#lang racket/base - -(provide default-exceptions) - -; Knuth and Liang's original exception patterns from classic TeX. -; In the public domain. -(define default-exceptions '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble)) \ No newline at end of file diff --git a/hyphenate/hyphenate/core-predicates.rkt b/hyphenate/hyphenate/core-predicates.rkt new file mode 100644 index 00000000..0990239b --- /dev/null +++ b/hyphenate/hyphenate/core-predicates.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require sugar/define) +(require-via-wormhole "../typed/hyphenate/core-predicates.rkt") \ No newline at end of file diff --git a/hyphenate/hyphenate/exceptions.rkt b/hyphenate/hyphenate/exceptions.rkt new file mode 100644 index 00000000..304eb01f --- /dev/null +++ b/hyphenate/hyphenate/exceptions.rkt @@ -0,0 +1,5 @@ +#lang racket/base +(require sugar/define) +(require-via-wormhole "../typed/hyphenate/exceptions.rkt") +(provide default-exceptions) + diff --git a/hyphenate/hyphenate/info.rkt b/hyphenate/hyphenate/info.rkt new file mode 100644 index 00000000..5dbe12c9 --- /dev/null +++ b/hyphenate/hyphenate/info.rkt @@ -0,0 +1,3 @@ +#lang info +(define scribblings '(("scribblings/hyphenate.scrbl" ()))) +(define compile-omit-paths '("tests.rkt")) \ No newline at end of file diff --git a/hyphenate/hyphenate/main-helper.rkt b/hyphenate/hyphenate/main-helper.rkt new file mode 100644 index 00000000..e26e0b91 --- /dev/null +++ b/hyphenate/hyphenate/main-helper.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require (for-syntax racket/base sugar/string sugar/coerce racket/syntax)) +(require sugar/list txexpr) \ No newline at end of file diff --git a/hyphenate/hyphenate/main.rkt b/hyphenate/hyphenate/main.rkt new file mode 100644 index 00000000..5e4c1ff5 --- /dev/null +++ b/hyphenate/hyphenate/main.rkt @@ -0,0 +1,22 @@ +#lang racket/base +(require sugar/define txexpr (only-in xml xexpr/c)) +(require-via-wormhole "../typed/hyphenate/main.rkt") + +(provide+safe + [hyphenate ((xexpr?) + ((or/c char? string?) + #:exceptions exception-words? + #:min-length (or/c integer? #f) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c) + #:min-left-length (or/c (and/c integer? positive?) #f) + #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c)] + [unhyphenate ((xexpr/c) + ((or/c char? string?) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c)] + reset-patterns + [word->hyphenation-points ((string?) ((or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)) . ->* . (listof string?))] + [exception-word? (string? . -> . boolean?)]) \ No newline at end of file diff --git a/hyphenate/hyphenate/patterns-hashed.rkt b/hyphenate/hyphenate/patterns-hashed.rkt new file mode 100644 index 00000000..936dbf8b --- /dev/null +++ b/hyphenate/hyphenate/patterns-hashed.rkt @@ -0,0 +1,4 @@ +#lang racket/base +(require sugar/define) +(require-via-wormhole "../typed/hyphenate/patterns-hashed.rkt") +(provide hashed-patterns) \ No newline at end of file diff --git a/hyphenate/hyphenate/patterns.rkt b/hyphenate/hyphenate/patterns.rkt new file mode 100644 index 00000000..4cdddc1a --- /dev/null +++ b/hyphenate/hyphenate/patterns.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require sugar/define) +(require-via-wormhole "../typed/hyphenate/patterns.rkt") \ No newline at end of file diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl similarity index 93% rename from hyphenate/scribblings/hyphenate.scrbl rename to hyphenate/hyphenate/scribblings/hyphenate.scrbl index 84c48542..1437716b 100644 --- a/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -3,7 +3,7 @@ @(require scribble/eval (for-label txexpr racket hyphenate xml)) @(define my-eval (make-base-eval)) -@(my-eval `(require (submod txexpr safe) (submod hyphenate safe) xml)) +@(my-eval `(require txexpr hyphenate xml)) @title{Hyphenate} @@ -11,7 +11,7 @@ @author[(author+email "Matthew Butterick" "mb@mbtype.com")] -@defmodule[#:multi (hyphenate (submod hyphenate safe))] +@defmodule[#:multi (hyphenate (submod hyphenate safe) typed/hyphenate)] A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit. @@ -27,11 +27,15 @@ After that, you can update the package like so: @section{Importing the module} +The module can be invoked three ways: fast, safe, and typed. -The module operates in two modes: fast and safe. Fast mode is the default, which you get by importing the module in the usual way: @code{(require hyphenate)}. +Fast mode is the default, which you get by importing the module in the usual way: @code{(require hyphenate)}. Safe mode enables the function contracts documented below. Use safe mode by importing the module as @code{(require (submod hyphenate safe))}. +The typed version is invoked as @code{(require typed/hyphenate)}. The typed version is implemented ``natively'' in the sense that it is compiled separately with type annotations. It is not a @racket[require/typed] wrapper around the untyped code. This avoids the contract barrier that is otherwise automatically imposed between typed and untyped code. + + @section{Interface} @defproc[ @@ -141,7 +145,7 @@ Similarly, you can use the @racket[#:omit-word] argument to avoid words that mat (hyphenate "Brennan Huff likes fancy sauce" #\-) (define capitalized? (λ(word) (let ([letter (substring word 0 1)]) (equal? letter (string-upcase letter))))) - (hyphenate "Brennan Huff likes fancy sauce" #:omit-word capitalized? #\-) + (hyphenate "Brennan Huff likes fancy sauce" #\- #:omit-word capitalized?) ] Sometimes you need @racket[#:omit-word] to prevent unintended consequences. For instance, if you're using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With @racket[#:omit-word], you can skip these words: @@ -153,7 +157,7 @@ Sometimes you need @racket[#:omit-word] to prevent unintended consequences. For (define (ligs? word) (ormap (λ(lig) (regexp-match lig word)) '("ff" "fi" "fl" "ffi" "ffl"))) -(hyphenate "Hufflepuff golfing final on Tuesday" #:omit-word ligs? #\-) +(hyphenate "Hufflepuff golfing final on Tuesday" #\- #:omit-word ligs?) ] diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt new file mode 100644 index 00000000..b7e755a1 --- /dev/null +++ b/hyphenate/hyphenate/tests.rkt @@ -0,0 +1,107 @@ +#lang racket/base +(require (for-syntax racket/base racket/syntax)) + +(define-syntax (eval-as-untyped stx) + (syntax-case stx () + [(_ exprs ...) + (with-syntax ([sym (generate-temporary)]) + #'(begin + (module sym typed/racket/base/no-check + (require rackunit "main.rkt" txexpr) + exprs ...) + (require 'sym)))])) + +(define-syntax (eval-as-untyped-safe stx) + (syntax-case stx () + [(_ exprs ...) + (with-syntax ([sym (generate-temporary)]) + #'(begin + (module sym typed/racket/base/no-check + (require rackunit (submod "main.rkt" safe) txexpr) + exprs ...) + (require 'sym)))])) + +(define-syntax (eval-as-typed stx) + (syntax-case stx () + [(_ exprs ...) + (with-syntax ([sym (generate-temporary)]) + #'(begin + (module sym typed/racket + (require typed/rackunit "../typed/hyphenate/main.rkt" typed/txexpr) + exprs ...) + (require 'sym)))])) + +(define-syntax-rule (eval-as-typed-and-untyped exprs ...) + (begin + (eval-as-untyped exprs ...) + (eval-as-untyped-safe exprs ...) + (eval-as-typed exprs ...))) + +(eval-as-typed-and-untyped + (reset-patterns) + (define omit-em-tag (λ:([x : Txexpr]) (member (car x) '(em)))) + (define omit-p-tag (λ:([x : Txexpr]) (member (car x) '(p)))) + (define omit-foo-zam-tag (λ:([x : Txexpr]) (member (car x) '(foo zam)))) + (define ends-with-s (λ:([x : String]) (regexp-match #rx"s$" x))) + (define omit-script-tag (λ:([x : Txexpr]) (member (car x) '(script)))) + (define tx-with-attr (λ:([x : Txexpr]) (with-handlers ([exn:fail? (λ(exn) #f)]) + (equal? (attr-ref x 'hyphens) "no-thanks")))) + + (check-equal? (hyphenate "edges") "edges") ;; word without matching patterns + (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") + (check-equal? (hyphenate "POLYmorPHISM") "POLY\u00ADmor\u00ADPHISM") + (check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") + (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") + (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") + (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") + (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") + (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") + (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") + (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering"))) '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squan\u00ADder\u00ADing"))) + (check-equal? (hyphenate "present project") "present project") ; exception words + ;; test these last so exceptions have been set up already + + (check-equal? (word->hyphenation-points "polymorphism") '("poly" "mor" "phism")) + (check-equal? (word->hyphenation-points "present") '("present")) ; exception word + + (check-true (exception-word? "Foobar")) + (check-true (exception-word? "foobar")) + (check-false (exception-word? "foobar!")) + (check-true (exception-word? "foo-bar")) + (check-false (exception-word? "foo bar")) + + ;; omit certain tags + (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-em-tag) + '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squandering"))) + + (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-p-tag) + '(p "circular polymorphism" amp (em "squandering"))) + + (check-equal? (hyphenate '(p (foo "circular") (bar "circular") (zam "circular")) #:omit-txexpr omit-foo-zam-tag) + '(p (foo "circular") (bar "cir\u00ADcu\u00ADlar") (zam "circular"))) + + ; omit txexprs with an attribute + (check-equal? (hyphenate '(p (foo ((hyphens "no-thanks")) "circular") (foo "circular")) + #:omit-txexpr tx-with-attr) + '(p (foo ((hyphens "no-thanks")) "circular") (foo "cir\u00ADcu\u00ADlar"))) + + + ;; omit strings that end with "s" + (check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string ends-with-s) + '(p (foo "curses tailfeathers") (foo "curs\u00ADes tail\u00ADfeath\u00ADer"))) + + ;; omit words that end with "s" + (check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word ends-with-s) + '(p (foo "curses tailfeathers") (foo "curses tail\u00ADfeath\u00ADer"))) + + + (check-equal? (unhyphenate '(p (script "tail-feathers") (em "tail-feathers")) #\- #:omit-txexpr omit-script-tag) + '(p (script "tail-feathers") (em "tailfeathers"))) + + (check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string ends-with-s) + '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) + + (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 5 #:min-right-length 5) "polymor-phism") + (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") + (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") + (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism")) \ No newline at end of file diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 670fa644..a31e1723 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,6 +1,5 @@ #lang info -(define collection "hyphenate") -(define scribblings '(("scribblings/hyphenate.scrbl" ()))) -(define compile-omit-paths '("tests.rkt")) -(define deps '("base" "txexpr")) -(define build-deps '("scribble-lib" "racket-doc")) +(define collection 'multi) +(define deps '("base" "sugar" "txexpr" "typed-racket-lib" "typed-racket-more" "rackunit-lib")) +(define build-deps '("scribble-lib" "racket-doc" "typed-racket-doc")) +(define test-omit-paths '("typed/hyphenate/patterns-hashed.rkt")) \ No newline at end of file diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt deleted file mode 100644 index 2ec3c4a9..00000000 --- a/hyphenate/main.rkt +++ /dev/null @@ -1,225 +0,0 @@ -#lang racket/base -(require (for-syntax racket/base)) -(require racket/string racket/list racket/bool) -(require "patterns-hashed.rkt" "exceptions.rkt" txexpr xml) - -(module+ safe (require racket/contract)) - -(define-syntax (define+provide+safe stx) - (syntax-case stx () - [(_ (proc arg ... . rest-arg) contract body ...) - #'(define+provide+safe proc contract - (λ(arg ... . rest-arg) body ...))] - [(_ name contract body ...) - #'(begin - (define name body ...) - (provide name) - (module+ safe - (provide (contract-out [name contract]))))])) - -;; module data, define now but set! them later (because they're potentially big & slow) -(define patterns #f) -(define pattern-cache #f) - -;; module default values -(define default-min-length 5) -(define default-min-left-length 2) -(define default-min-right-length 2) -(define default-joiner #\u00AD) - -(define (add-pattern-to-cache pat) - (hash-set! pattern-cache (car pat) (cdr pat))) - -(define (initialize-patterns) - (when (not pattern-cache) - (set! pattern-cache (make-hash)) - (for-each (compose1 add-exception symbol->string) default-exceptions)) - (when (not patterns) - ;(set! patterns (make-hash (map (compose1 string->hashpair symbol->string) default-patterns)))) - (set! patterns hashed-patterns))) - -;; Convert the hyphenated pattern into a point array for use later. -(define (add-exception exception) - (define (make-key x) (format ".~a." (string-replace x "-" ""))) - (define (make-value x) `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) - (add-pattern-to-cache (cons (make-key exception) (make-value exception))) - (void)) - -;; An exception-word is a string of word characters or hyphens. -(define (exception-word? x) - (if (regexp-match #px"^[\\w-]+$" x) #t #f)) - -(define (exception-words? xs) (and (list? xs) (andmap exception-word? xs))) - -(define (string->hashpair pat) - (define boundary-name ".") - - ;; first convert the pattern to a list of alternating letters and numbers. - ;; insert zeroes where there isn't a number in the pattern. - (define new-pat - (let* ([pat (regexp-match* #rx"." pat)] ; convert to list - [pat (map (λ(i) (or (string->number i) i)) pat)] ; convert numbers - [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed - [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back - (flatten (for/list ([(current i) (in-indexed pat)]) - (if (= i (sub1 (length pat))) - current - (let ([next (list-ref pat (add1 i))]) - ;; insert zeroes where there isn't a number - (if (and (or (equal? current boundary-name) (string? current)) (string? next)) - (list current 0) - current))))))) - - ;; then slice out the string & numerical parts to be a key / value pair. - (define-values (value key) (partition number? new-pat)) - (cons (apply string-append key) value)) - - - -(define (make-points word) - ;; walk through all the substrings and see if there's a matching pattern. - ;; if so, pad it out to full length (so we can (apply map max ...) later on) - (define word-with-dots (format ".~a." (string-downcase word))) - (define matching-patterns - (if (hash-has-key? pattern-cache word-with-dots) - (list (hash-ref pattern-cache word-with-dots)) - (let ([word-as-list (string->list word-with-dots)]) - (cons (make-list (add1 (length word-as-list)) 0) ;; ensures there's at least one (null) element in return value - (filter-not void? - (for*/list ([len (in-range (length word-as-list))] [index (in-range (- (length word-as-list) len))]) - (define substring (list->string (take (drop word-as-list index) (add1 len)))) - (when (hash-has-key? patterns substring) - (define value (hash-ref patterns substring)) - ;; put together head padding + value + tail padding - (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))))))))) - - (define max-value-pattern (apply map max matching-patterns)) - (add-pattern-to-cache (cons word-with-dots max-value-pattern)) - - ;; for point list, - ;; drop first two elements because they represent hyphenation weight - ;; before the starting "." and between "." and the first letter. - ;; drop last element because it represents hyphen after last "." - ;; after you drop these two, then each number corresponds to - ;; whether a hyphen goes after that letter. - (drop-right (drop max-value-pattern 2) 1)) - - -;; helpful extension of splitf-at -(define (filter-split xs split-test) - - (define (trimf items test-proc) - (dropf-right (dropf items test-proc) test-proc)) - - (define (&filter-split xs [acc '()]) - (if (empty? xs) - ;; reverse because accumulation is happening backward - ;; (because I'm using cons to push latest match onto front of list) - (reverse acc) - (let-values ([(item rest) - ;; drop matching elements from front - ;; then split on nonmatching - ;; = nonmatching item + other elements (which will start with matching) - (splitf-at (dropf xs split-test) (compose1 not split-test))]) - ;; recurse, and store new item in accumulator - (&filter-split rest (cons item acc))))) - - ;; trim off elements matching split-test - (&filter-split (trimf xs split-test))) - - -;; Find hyphenation points in a word. This is not quite synonymous with syllables. -(define (word->hyphenation-points word [min-length default-min-length] - [min-left-length default-min-left-length] - [min-right-length default-min-right-length]) - - (define (add-no-hyphen-zone points) - ; points is a list corresponding to the letters of the word. - ; to create a no-hyphenation zone of length n, zero out the first n-1 points - ; and the last n points (because the last value in points is always superfluous) - (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] - [min-right-length (min (or min-right-length default-min-right-length) (length points))]) - (define points-with-zeroes-on-left (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) - (define points-with-zeroes-on-left-and-right (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) - points-with-zeroes-on-left-and-right)) - - (define (make-pieces word) - (define word-dissected (flatten (for/list ([char (in-string word)] - [point (in-list (add-no-hyphen-zone (make-points word)))]) - (if (even? point) - char ; even point denotes character - (cons char 'syllable))))) ; odd point denotes char + syllable - (map list->string (filter-split word-dissected symbol?))) - - (if (and min-length (< (string-length word) min-length)) - (list word) - (make-pieces word))) - - -;; joiner contract allows char or string; this coerces to string. -(define (joiner->string joiner) - (if (char? joiner) (format "~a" joiner) joiner)) - -(define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) - ; ((procedure? txexpr?) ((or/c null (listof txexpr-tag?))) . ->* . txexpr?) - (let loop ([x x]) - (cond - [(and (string? x) (not (omit-string x))) (proc x)] - [(and (txexpr? x) (not (omit-txexpr x))) (cons (car x) (map loop (cdr x)))] - [else x]))) - -(define+provide+safe (hyphenate x [joiner default-joiner] - #:exceptions [extra-exceptions '()] - #:min-length [min-length default-min-length] - #:min-left-length [min-left-length default-min-left-length] - #:min-right-length [min-right-length default-min-right-length] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) - ((xexpr?) ((or/c char? string?) - #:exceptions exception-words? - #:min-length (or/c integer? #f) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c) - #:min-left-length (or/c (and/c integer? positive?) #f) - #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) - - (initialize-patterns) ; reset everything each time hyphenate is called - (for-each add-exception extra-exceptions) - - (define joiner-string (joiner->string joiner)) - ;; todo?: connect this regexp pattern to the one used in word? predicate - (define word-pattern #px"\\w+") ;; more restrictive than exception-word - (define (insert-hyphens text) - (regexp-replace* word-pattern text (λ(word) (if (not (omit-word? word)) - (string-join (word->hyphenation-points word min-length min-left-length min-right-length) joiner-string) - word)))) - - (apply-proc insert-hyphens x omit-string? omit-txexpr?)) - - -(define+provide+safe (unhyphenate x [joiner default-joiner] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) - ((xexpr/c) ((or/c char? string?) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) - - (define word-pattern (pregexp (format "[\\w~a]+" joiner))) - (define (remove-hyphens text) - (regexp-replace* word-pattern text (λ(word) (if (not (omit-word? word)) - (string-replace word (joiner->string joiner) "") - word)))) - - (apply-proc remove-hyphens x omit-string? omit-txexpr?)) - - -(module+ main - (initialize-patterns) - (define t "supercalifragilisticexpialidocious") - (hyphenate t "-")) - - diff --git a/hyphenate/tests.rkt b/hyphenate/tests.rkt deleted file mode 100644 index 1ccdb46c..00000000 --- a/hyphenate/tests.rkt +++ /dev/null @@ -1,65 +0,0 @@ -#lang racket/base -(require (submod "main.rkt" safe) rackunit) - -(require/expose "main.rkt" (word->hyphenation-points exception-word?)) - -(check-equal? (hyphenate "edges") "edges") ;; word without matching patterns -(check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") -(check-equal? (hyphenate "POLYmorPHISM") "POLY\u00ADmor\u00ADPHISM") -(check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") -(check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") -(check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") -(check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") -(check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") -(check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") -(check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") -(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering"))) '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squan\u00ADder\u00ADing"))) -(check-equal? (hyphenate "present project") "present project") ; exception words -;; test these last so exceptions have been set up already -(check-equal? (word->hyphenation-points "polymorphism") '("poly" "mor" "phism")) -(check-equal? (word->hyphenation-points "present") '("present")) ; exception word - -(check-true (exception-word? "Foobar")) -(check-true (exception-word? "foobar")) -(check-false (exception-word? "foobar!")) -(check-true (exception-word? "foo-bar")) -(check-false (exception-word? "foo bar")) - - -;; omit certain tags -(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr (λ(x) (member (car x) '(em)))) - '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squandering"))) - -(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr (λ(x) (member (car x) '(p)))) - '(p "circular polymorphism" amp (em "squandering"))) - -(check-equal? (hyphenate '(p (foo "circular") (bar "circular") (zam "circular")) #:omit-txexpr (λ(x) (member (car x) '(foo zam)))) - '(p (foo "circular") (bar "cir\u00ADcu\u00ADlar") (zam "circular"))) - -(require txexpr) -; omit txexprs with an attribute -(check-equal? (hyphenate '(p (foo ((hyphens "no-thanks")) "circular") (foo "circular")) - #:omit-txexpr (λ(x) (with-handlers ([exn:fail? (λ(exn) #f)]) - (equal? (attr-ref x 'hyphens) "no-thanks")))) - '(p (foo ((hyphens "no-thanks")) "circular") (foo "cir\u00ADcu\u00ADlar"))) - - -;; omit strings that end with "s" -(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string (λ(x) (regexp-match #rx"s$" x))) - '(p (foo "curses tailfeathers") (foo "curs\u00ADes tail\u00ADfeath\u00ADer"))) - -;; omit words that end with "s" -(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word (λ(x) (regexp-match #rx"s$" x))) - '(p (foo "curses tailfeathers") (foo "curses tail\u00ADfeath\u00ADer"))) - - -(check-equal? (unhyphenate '(p (script "tail-feathers") (em "tail-feathers")) #\- #:omit-txexpr (λ(x) (member (car x) '(script)))) - '(p (script "tail-feathers") (em "tailfeathers"))) - -(check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string (λ(x) (regexp-match #rx"s$" x))) - '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) - -(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 5 #:min-right-length 5) "polymor-phism") -(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") -(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") -(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") \ No newline at end of file diff --git a/hyphenate/typed/hyphenate.rkt b/hyphenate/typed/hyphenate.rkt new file mode 100644 index 00000000..e54beb45 --- /dev/null +++ b/hyphenate/typed/hyphenate.rkt @@ -0,0 +1,3 @@ +#lang typed/racket/base +(require "hyphenate/main.rkt") +(provide hyphenate unhyphenate) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/core-predicates.rkt b/hyphenate/typed/hyphenate/core-predicates.rkt new file mode 100644 index 00000000..7310168d --- /dev/null +++ b/hyphenate/typed/hyphenate/core-predicates.rkt @@ -0,0 +1,10 @@ +#lang typed/racket/base +(provide (all-defined-out)) + +(define-type Pattern String) +(define-type Patterns (Listof String)) +(define-type Pattern-Hash-Key Pattern) +(define-type Pattern-Hash-Value (Listof Natural)) +(define-type Pattern-Hash (HashTable Pattern-Hash-Key Pattern-Hash-Value)) +(define-type Pattern-Hash-Pair (Pairof Pattern-Hash-Key Pattern-Hash-Value)) +(define-type Exception-Word String) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/exceptions.rkt b/hyphenate/typed/hyphenate/exceptions.rkt new file mode 100644 index 00000000..a98d98ba --- /dev/null +++ b/hyphenate/typed/hyphenate/exceptions.rkt @@ -0,0 +1,8 @@ +#lang typed/racket/base +(require "core-predicates.rkt") +(provide default-exceptions) + +; Knuth and Liang's original exception patterns from classic TeX. +; In the public domain. +(define: default-exceptions : Patterns + (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/main-helper.rkt b/hyphenate/typed/hyphenate/main-helper.rkt new file mode 100644 index 00000000..37525e95 --- /dev/null +++ b/hyphenate/typed/hyphenate/main-helper.rkt @@ -0,0 +1,3 @@ +#lang typed/racket/base +(require (for-syntax typed/racket/base typed/sugar/string typed/sugar/coerce racket/syntax)) +(require typed/sugar/define typed/sugar/list typed/txexpr) diff --git a/hyphenate/typed/hyphenate/main.rkt b/hyphenate/typed/hyphenate/main.rkt new file mode 100644 index 00000000..762ca474 --- /dev/null +++ b/hyphenate/typed/hyphenate/main.rkt @@ -0,0 +1,267 @@ +#lang typed/racket/base +(require sugar/include) +(include-without-lang-line "main-helper.rkt") +(require typed/sugar/define racket/string racket/list racket/bool) +(require "patterns-hashed.rkt" "exceptions.rkt" "core-predicates.rkt") +(provide hyphenate unhyphenate reset-patterns word->hyphenation-points exception-word? exception-words?) + +;; module data, define now but set! them later (because they're potentially big & slow) +(define: patterns : Pattern-Hash (make-hash)) +(define: pattern-cache : Pattern-Hash (make-hash)) + +;; module default values +(define: default-min-length : Natural 5) +(define: default-min-left-length : Natural 2) +(define: default-min-right-length : Natural 2) +(define: default-joiner : Char #\u00AD) + +(define/typed (add-pattern-to-cache pat) + (Pattern-Hash-Pair -> Void) + (hash-set! pattern-cache (car pat) (cdr pat))) + +;; Convert the hyphenated pattern into a point array for use later. +(define/typed (add-exception exception) + (Pattern -> Void) + (define/typed (make-key x) + (Pattern -> Pattern-Hash-Key) + (format ".~a." (string-replace x "-" ""))) + (define/typed (make-value x) + (Pattern -> Pattern-Hash-Value) + `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) + (add-pattern-to-cache (cons (make-key exception) (make-value exception))) + (void)) + +(define-syntax-rule (hash-empty? h) (zero? (hash-count h))) + +(define/typed (initialize-patterns) + (-> Void) + (when (hash-empty? pattern-cache) + (for-each add-exception default-exceptions)) + (when (hash-empty? patterns) + (set! patterns hashed-patterns))) + +(define/typed (reset-patterns) + (-> Void) + (define: blank : Pattern-Hash (make-hash)) + (set! pattern-cache (hash-copy blank)) + (set! patterns (hash-copy blank)) + (initialize-patterns)) + +;; An exception-word is a string of word characters or hyphens. +(define/typed (exception-word? x) + (Any -> Boolean) + (and (string? x) (regexp-match #px"^[\\w-]+$" x) #t)) + + +(define/typed (exception-words? xs) + (Any -> Boolean) + (and (list? xs) (andmap exception-word? xs))) + + +(define/typed (string->natural i) + (String -> (Option Natural)) + (let* ([result (string->number i)] + [result (and (number? result) (inexact->exact result))] + [result (and (exact-nonnegative-integer? result) result)]) + result)) + +(define/typed (string->hashpair pat) + (String -> Pattern-Hash-Pair) + + (define boundary-name ".") + + ;; first convert the pattern to a list of alternating letters and numbers. + ;; insert zeroes where there isn't a number in the pattern. + (define new-pat + (let*: ([pat : (Listof String) (regexp-match* #rx"." pat)] ; convert to list + [pat : (Listof (U String Natural)) ((inst map (U String Natural) String) (λ(i) (or (string->natural i) i)) pat)] ; convert numbers + [pat : (Listof (U String Natural)) (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed + [pat : (Listof (U String Natural)) (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back + (apply append + (reverse (for/fold: ([acc : (Listof (Listof (U String Natural))) null]) + ([current (in-list pat)][i (in-naturals)]) + (if (= i (sub1 (length pat))) + (cons (reverse (list current)) acc) + (let ([next (list-ref pat (add1 i))]) + ;; insert zeroes where there isn't a number + (cons (reverse (if (and (or (equal? current boundary-name) (string? current)) (string? next)) + (list current 0) + (list current))) acc)))))))) + + ;; then slice out the string & numerical parts to be a key / value pair. + (define value (filter exact-nonnegative-integer? new-pat)) + (define key (filter string? new-pat)) + (cons (apply string-append key) value)) + +(define/typed (make-points word) + (String -> Pattern-Hash-Value) + ;; walk through all the substrings and see if there's a matching pattern. + ;; if so, pad it out to full length (so we can (apply map max ...) later on) + (define: word-with-dots : String (format ".~a." (string-downcase word))) + (define: matching-patterns : (Listof Pattern-Hash-Value) + (cond + [(hash-has-key? pattern-cache word-with-dots) (list (hash-ref pattern-cache word-with-dots))] + [else + (let ([word-as-list (string->list word-with-dots)]) + ;; ensures there's at least one (null) element in return value + (define starting-value (make-list (add1 (length word-as-list)) 0)) + (reverse (for*/fold: ([acc : (Listof Pattern-Hash-Value) (cons starting-value null)]) + ([len (in-range (length word-as-list))] + [index (in-range (- (length word-as-list) len))]) + (define substring (list->string (take (drop word-as-list index) (add1 len)))) + (cond + [(hash-has-key? patterns substring) + (define value (hash-ref patterns substring)) + ;; put together head padding + value + tail padding + (define pattern-to-add (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))) + (cons pattern-to-add acc)] + [else acc]))))])) + + (define/typed (apply-map-max xss) + ((Listof Pattern-Hash-Value) -> Pattern-Hash-Value) + (if (ormap empty? (list xss (car xss))) + empty + (cons (apply max ((inst map Natural Pattern-Hash-Value) car xss)) + (apply-map-max ((inst map Pattern-Hash-Value Pattern-Hash-Value) cdr xss))))) + + (define: max-value-pattern : Pattern-Hash-Value (apply-map-max matching-patterns)) + (add-pattern-to-cache (cons word-with-dots max-value-pattern)) + + ;; for point list, + ;; drop first two elements because they represent hyphenation weight + ;; before the starting "." and between "." and the first letter. + ;; drop last element because it represents hyphen after last "." + ;; after you drop these two, then each number corresponds to + ;; whether a hyphen goes after that letter. + (drop-right (drop max-value-pattern 2) 1)) + + +;; Find hyphenation points in a word. This is not quite synonymous with syllables. +(define/typed (word->hyphenation-points word + [min-length default-min-length] + [min-left-length default-min-left-length] + [min-right-length default-min-right-length]) + (case-> (String -> (Listof String)) + (String (Option Natural) -> (Listof String)) + (String (Option Natural)(Option Natural) -> (Listof String)) + (String (Option Natural)(Option Natural)(Option Natural) -> (Listof String))) + (define/typed (add-no-hyphen-zone points) + ((Listof Natural) -> (Listof Natural)) + ;; points is a list corresponding to the letters of the word. + ;; to create a no-hyphenation zone of length n, zero out the first n-1 points + ;; and the last n points (because the last value in points is always superfluous) + (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] + [min-right-length (min (or min-right-length default-min-right-length) (length points))]) + (define points-with-zeroes-on-left + (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) + (define points-with-zeroes-on-left-and-right + (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) + points-with-zeroes-on-left-and-right)) + (define/typed (make-pieces word) + (String -> (Listof String)) + (define-values (word-pieces last-piece) + (for/fold: ([word-pieces : (Listof String) empty] + [current-piece : (Listof String) empty]) + ([str (in-list (regexp-match* #rx"." word))] ; explodes word into list of one-character strings (char list is slower) + [point (in-list (add-no-hyphen-zone (make-points word)))]) + (define updated-current-piece (cons str current-piece)) + (if (even? point) + (values word-pieces updated-current-piece) ; even point denotes character + (values (cons (string-join (reverse updated-current-piece) "") word-pieces) empty)))) ; odd point denotes char + syllable + (reverse (cons (string-join (reverse last-piece) "") word-pieces))) + (if (and min-length (< (string-length word) min-length)) + (list word) + (make-pieces word))) + +;; joiner contract allows char or string; this coerces to string. +(define/typed (joiner->string joiner) + ((U Char String) -> String) + (format "~a" joiner)) + +(define/typed (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) + (case-> + ((String -> String) Xexpr -> Xexpr) + ((String -> String) Xexpr (String -> Any) -> Xexpr) + ((String -> String) Xexpr (String -> Any) (Txexpr -> Any) -> Xexpr)) + (let loop ([x x]) + (cond + [(and (string? x) (not (omit-string x))) (proc x)] + [(and (txexpr? x) (not (omit-txexpr x))) + (make-txexpr (get-tag x) (get-attrs x) ((inst map Txexpr-Element Txexpr-Element) loop (get-elements x)))] + [else x]))) + + +(define/typed (hyphenate x [joiner default-joiner] + #:exceptions [extra-exceptions empty] + #:min-length [min-length default-min-length] + #:min-left-length [min-left-length default-min-left-length] + #:min-right-length [min-right-length default-min-right-length] + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + (case-> + (Xexpr + [#:exceptions (Listof String)] + [#:min-length (Option Natural)] + [#:min-left-length (Option Natural)] + [#:min-right-length (Option Natural)] + [#:omit-word (String -> Any)] + [#:omit-string (String -> Any)] + [#:omit-txexpr (Txexpr -> Any)] -> Xexpr) + (Xexpr (U Char String) + [#:exceptions (Listof String)] + [#:min-length (Option Natural)] + [#:min-left-length (Option Natural)] + [#:min-right-length (Option Natural)] + [#:omit-word (String -> Any)] + [#:omit-string (String -> Any)] + [#:omit-txexpr (Txexpr -> Any)] -> Xexpr)) + (initialize-patterns) ; reset everything each time hyphenate is called + (for-each add-exception extra-exceptions) + ;; todo?: connect this regexp pattern to the one used in word? predicate + (define word-pattern #px"\\w+") ;; more restrictive than exception-word + (define/typed (replacer word . words) + (String String * -> String) + (if (not (omit-word? word)) + (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) + word)) + (define/typed (insert-hyphens text) + (String -> String) + (regexp-replace* word-pattern text replacer)) + (apply-proc insert-hyphens x omit-string? omit-txexpr?)) + + +(define/typed (unhyphenate x [joiner default-joiner] + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + (case-> + (Xexpr + [#:omit-word (String -> Any)] + [#:omit-string (String -> Any)] + [#:omit-txexpr (Txexpr -> Any)] -> Xexpr) + (Xexpr (U Char String) + [#:omit-word (String -> Any)] + [#:omit-string (String -> Any)] + [#:omit-txexpr (Txexpr -> Any)] -> Xexpr)) + + (define word-pattern (pregexp (format "[\\w~a]+" joiner))) + (define/typed (replacer word . words) + (String String * -> String) + (if (not (omit-word? word)) + (string-replace word (joiner->string joiner) "") + word)) + (define/typed (remove-hyphens text) + (String -> String) + (regexp-replace* word-pattern text replacer)) + + (apply-proc remove-hyphens x omit-string? omit-txexpr?)) + +(module+ main + (initialize-patterns) + (hyphenate "supercalifragilisticexpialidocious" "-") + #;(define t "supercalifragilisticexpialidocious") + #;(hyphenate t "-")) + + + diff --git a/hyphenate/patterns-hashed.rkt b/hyphenate/typed/hyphenate/patterns-hashed.rkt similarity index 99% rename from hyphenate/patterns-hashed.rkt rename to hyphenate/typed/hyphenate/patterns-hashed.rkt index 1e9716c4..b86203b4 100644 --- a/hyphenate/patterns-hashed.rkt +++ b/hyphenate/typed/hyphenate/patterns-hashed.rkt @@ -1,7 +1,8 @@ -#lang racket/base +#lang typed/racket/base +(require "core-predicates.rkt") (provide hashed-patterns) -(define hashed-patterns +(define: hashed-patterns : Pattern-Hash '#hash(("ripl" . (0 0 2 0 0)) ("erent" . (0 0 3 0 0 0)) ("jap" . (0 0 4 0)) diff --git a/hyphenate/patterns.rkt b/hyphenate/typed/hyphenate/patterns.rkt similarity index 99% rename from hyphenate/patterns.rkt rename to hyphenate/typed/hyphenate/patterns.rkt index 34ffe61d..10f34849 100644 --- a/hyphenate/patterns.rkt +++ b/hyphenate/typed/hyphenate/patterns.rkt @@ -1,6 +1,8 @@ -#lang racket/base +#lang typed/racket/base -(provide default-patterns) +;; These patterns aren't used by the `hyphenate` program. +;; Instead it relies on the patterns in patterns-hashed, which are faster to load. +;; These are here for reference, preservation, etc. (define default-patterns ; Knuth and Liang's original hyphenation patterns from classic TeX. From 6b24079c75f614498a13b7edb556b9799020fe1b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 24 May 2015 11:13:01 -0700 Subject: [PATCH 087/155] Update README.md --- hyphenate/README.md | 10 +++++++++- 1 file changed, 9 insertions(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index f139b188..dd2faeac 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -7,10 +7,18 @@ Install from the command line like so: raco pkg install hyphenate -Then require it in your Racket file: +Then require it in your Racket file, in standard mode: (require hyphenate) +In safe mode (with contracts): + + (require (submod hyphenate safe)) + +Or in typed mode: + + (require typed/hyphenate) + And enjoy: (hyphenate "Hyphenation algorithm" #\-) From cc8600a4bc9c259a75c196cb76ec1939d2ce990b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 24 May 2015 11:25:16 -0700 Subject: [PATCH 088/155] acknowledgment --- hyphenate/hyphenate/scribblings/hyphenate.scrbl | 2 ++ 1 file changed, 2 insertions(+) diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl index 1437716b..23d36a74 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -17,6 +17,8 @@ A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm or I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born. +I thank Benjamin Greenman for his suggestions on the typed version. + @section{Installation} At the command line: From e24afdc9ad15fa7511f1f34711895db475adaf43 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 24 May 2015 12:16:05 -0700 Subject: [PATCH 089/155] doc update --- hyphenate/hyphenate/scribblings/hyphenate.scrbl | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl index 23d36a74..528bc1f9 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -17,7 +17,7 @@ A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm or I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born. -I thank Benjamin Greenman for his suggestions on the typed version. +I thank Benjamin Greenman and Alexander Knauth for helpful suggestions on the typed version. @section{Installation} @@ -37,6 +37,8 @@ Safe mode enables the function contracts documented below. Use safe mode by impo The typed version is invoked as @code{(require typed/hyphenate)}. The typed version is implemented ``natively'' in the sense that it is compiled separately with type annotations. It is not a @racket[require/typed] wrapper around the untyped code. This avoids the contract barrier that is otherwise automatically imposed between typed and untyped code. +@margin-note{I explain more about this cross-compiling technique in @link["http://unitscale.com/mb/technique/dual-typed-untyped-library.html"]{Making a dual typed / untyped Racket library}.} + @section{Interface} From 8271245844b394ac9d298479e8fd4b9af43df23b Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 28 May 2015 11:43:04 -0700 Subject: [PATCH 090/155] add update-implies --- hyphenate/info.rkt | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index a31e1723..75894836 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,5 +1,5 @@ #lang info (define collection 'multi) (define deps '("base" "sugar" "txexpr" "typed-racket-lib" "typed-racket-more" "rackunit-lib")) -(define build-deps '("scribble-lib" "racket-doc" "typed-racket-doc")) -(define test-omit-paths '("typed/hyphenate/patterns-hashed.rkt")) \ No newline at end of file +(define update-implies '("txexpr" "sugar")) +(define build-deps '("scribble-lib" "racket-doc" "typed-racket-doc")) \ No newline at end of file From 7363646a3d62695622d9575155cea266869afa3e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 28 Jun 2015 08:32:21 -0700 Subject: [PATCH 091/155] Update .travis.yml Change 6.1.1 to 6.2 --- hyphenate/.travis.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 87cdcade..3fdf0ed8 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -11,7 +11,7 @@ env: matrix: - RACKET_VERSION=6.0 - RACKET_VERSION=6.1 - - RACKET_VERSION=6.1.1 + - RACKET_VERSION=6.2 - RACKET_VERSION=HEAD From d884633fd8955a58f909feab52a0d78a6736d4f7 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 20 Jul 2015 20:59:27 -0700 Subject: [PATCH 092/155] Update .travis.yml --- hyphenate/.travis.yml | 8 +++++++- 1 file changed, 7 insertions(+), 1 deletion(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 3fdf0ed8..fe95d545 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -14,8 +14,14 @@ env: - RACKET_VERSION=6.2 - RACKET_VERSION=HEAD - +# You may want to test against certain versions of Racket, without +# having them count against the overall success/failure. matrix: + allow_failures: + - env: RACKET_VERSION=HEAD + # Fast finish: Overall build result is determined as soon as any of + # its rows have failed, or, all of its rows that aren't allowed to + # fail have succeeded. fast_finish: true before_install: From 092e9007eeaddce50b454d704f75077b1ac4ecce Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 18 Aug 2015 13:11:12 -0700 Subject: [PATCH 093/155] add a few exceptions --- hyphenate/typed/hyphenate/exceptions.rkt | 8 +++++++- 1 file changed, 7 insertions(+), 1 deletion(-) diff --git a/hyphenate/typed/hyphenate/exceptions.rkt b/hyphenate/typed/hyphenate/exceptions.rkt index a98d98ba..58e651d2 100644 --- a/hyphenate/typed/hyphenate/exceptions.rkt +++ b/hyphenate/typed/hyphenate/exceptions.rkt @@ -4,5 +4,11 @@ ; Knuth and Liang's original exception patterns from classic TeX. ; In the public domain. +(define: kl-exceptions : Patterns + (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) + +(define: mb-exceptions : Patterns + (map symbol->string '(real-ly law-yer law-yers law-yered law-yer-ing law-yer-ly))) + (define: default-exceptions : Patterns - (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) \ No newline at end of file + (append kl-exceptions mb-exceptions)) \ No newline at end of file From bdba8b6bf08736d2153c9a2a8c9a91028e239267 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 18 Aug 2015 13:16:12 -0700 Subject: [PATCH 094/155] okina exception --- hyphenate/typed/hyphenate/exceptions.rkt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/typed/hyphenate/exceptions.rkt b/hyphenate/typed/hyphenate/exceptions.rkt index 58e651d2..9622732f 100644 --- a/hyphenate/typed/hyphenate/exceptions.rkt +++ b/hyphenate/typed/hyphenate/exceptions.rkt @@ -8,7 +8,7 @@ (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) (define: mb-exceptions : Patterns - (map symbol->string '(real-ly law-yer law-yers law-yered law-yer-ing law-yer-ly))) + (map symbol->string '(real-ly law-yer law-yers law-yered law-yer-ing law-yer-ly oki-na oki-nas))) (define: default-exceptions : Patterns (append kl-exceptions mb-exceptions)) \ No newline at end of file From 92d61358600768ef31276f8b7cb84aa52358a1ba Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sat, 22 Aug 2015 23:10:28 -0700 Subject: [PATCH 095/155] make compatible with newfangled macrofier --- hyphenate/hyphenate/tests.rkt | 36 +++++++++++++++++------------------ 1 file changed, 18 insertions(+), 18 deletions(-) diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index b7e755a1..752b18ed 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -4,32 +4,32 @@ (define-syntax (eval-as-untyped stx) (syntax-case stx () [(_ exprs ...) - (with-syntax ([sym (generate-temporary)]) - #'(begin - (module sym typed/racket/base/no-check - (require rackunit "main.rkt" txexpr) - exprs ...) - (require 'sym)))])) + (with-syntax ([sym (syntax-e (generate-temporary))]) + (datum->syntax stx `(begin + (module ,(syntax->datum #'sym) typed/racket/base/no-check + (require rackunit "main.rkt" txexpr) + ,@(syntax->datum #'(exprs ...))) + (require ',(syntax->datum #'sym))) stx))])) (define-syntax (eval-as-untyped-safe stx) (syntax-case stx () [(_ exprs ...) - (with-syntax ([sym (generate-temporary)]) - #'(begin - (module sym typed/racket/base/no-check - (require rackunit (submod "main.rkt" safe) txexpr) - exprs ...) - (require 'sym)))])) + (with-syntax ([sym (syntax-e (generate-temporary))]) + (datum->syntax stx `(begin + (module ,(syntax->datum #'sym) typed/racket/base/no-check + (require rackunit (submod "main.rkt" safe) txexpr) + ,@(syntax->datum #'(exprs ...))) + (require ',(syntax->datum #'sym))) stx))])) (define-syntax (eval-as-typed stx) (syntax-case stx () [(_ exprs ...) - (with-syntax ([sym (generate-temporary)]) - #'(begin - (module sym typed/racket - (require typed/rackunit "../typed/hyphenate/main.rkt" typed/txexpr) - exprs ...) - (require 'sym)))])) + (with-syntax ([sym (syntax-e (generate-temporary))]) + (datum->syntax stx `(begin + (module ,(syntax->datum #'sym) typed/racket + (require typed/rackunit "../typed/hyphenate/main.rkt" typed/txexpr) + ,@(syntax->datum #'(exprs ...))) + (require ',(syntax->datum #'sym))) stx))])) (define-syntax-rule (eval-as-typed-and-untyped exprs ...) (begin From f51953c601f7ffd50cce89fd0750668a259c8a15 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sat, 22 Aug 2015 23:16:55 -0700 Subject: [PATCH 096/155] Update .travis.yml Add 6.2.1 and allow failures on HEAD --- hyphenate/.travis.yml | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index fe95d545..815993f2 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -12,13 +12,14 @@ env: - RACKET_VERSION=6.0 - RACKET_VERSION=6.1 - RACKET_VERSION=6.2 + - RACKET_VERSION=6.2.1 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without # having them count against the overall success/failure. matrix: allow_failures: - - env: RACKET_VERSION=HEAD + # - env: RACKET_VERSION=HEAD # Fast finish: Overall build result is determined as soon as any of # its rows have failed, or, all of its rows that aren't allowed to # fail have succeeded. From f379e40e8a67046cab0e859e70cced8705f9fb81 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 26 Oct 2015 12:02:02 -0700 Subject: [PATCH 097/155] add support for multiple languages (incl French); remove typed/hyphenate support (for lack of interest) --- hyphenate/README.md | 4 - hyphenate/bootstrap.rkt | 44 + hyphenate/core.rkt | 194 + hyphenate/exception-prep.rkt | 17 + hyphenate/fr-test.rkt | 4 + hyphenate/fr.rkt | 3 + hyphenate/fr/exceptions.rkt | 1 + hyphenate/fr/patterns.rkt | 2887 ++++++++++ hyphenate/hyphenate/core-predicates.rkt | 3 - hyphenate/hyphenate/exceptions.rkt | 5 - hyphenate/hyphenate/info.rkt | 3 - hyphenate/hyphenate/main-helper.rkt | 3 - hyphenate/hyphenate/main.rkt | 22 - hyphenate/hyphenate/patterns-hashed.rkt | 4 - hyphenate/hyphenate/patterns.rkt | 3 - hyphenate/hyphenate/tests.rkt | 107 - hyphenate/info.rkt | 8 +- hyphenate/main.rkt | 7 + hyphenate/params.rkt | 6 + hyphenate/pattern-prep.rkt | 17 + hyphenate/scribblings/hyphenate.html | 4 + .../scribblings/hyphenate.scrbl | 40 +- hyphenate/scribblings/manual-fonts.css | 343 ++ hyphenate/scribblings/manual-racket.css | 319 ++ hyphenate/scribblings/manual-racket.js | 98 + hyphenate/scribblings/manual-style.css | 743 +++ hyphenate/scribblings/racket.css | 249 + hyphenate/scribblings/scribble-common.js | 170 + hyphenate/scribblings/scribble.css | 484 ++ hyphenate/tests.rkt | 79 + hyphenate/typed/hyphenate.rkt | 3 - hyphenate/typed/hyphenate/core-predicates.rkt | 10 - hyphenate/typed/hyphenate/exceptions.rkt | 14 - hyphenate/typed/hyphenate/main-helper.rkt | 3 - hyphenate/typed/hyphenate/main.rkt | 267 - hyphenate/typed/hyphenate/patterns-hashed.rkt | 4944 ----------------- hyphenate/typed/hyphenate/patterns.rkt | 23 - hyphenate/us.rkt | 3 + hyphenate/us/exceptions.rkt | 23 + hyphenate/us/patterns.rkt | 6 + 40 files changed, 5735 insertions(+), 5432 deletions(-) create mode 100644 hyphenate/bootstrap.rkt create mode 100644 hyphenate/core.rkt create mode 100644 hyphenate/exception-prep.rkt create mode 100644 hyphenate/fr-test.rkt create mode 100644 hyphenate/fr.rkt create mode 100644 hyphenate/fr/exceptions.rkt create mode 100755 hyphenate/fr/patterns.rkt delete mode 100644 hyphenate/hyphenate/core-predicates.rkt delete mode 100644 hyphenate/hyphenate/exceptions.rkt delete mode 100644 hyphenate/hyphenate/info.rkt delete mode 100644 hyphenate/hyphenate/main-helper.rkt delete mode 100644 hyphenate/hyphenate/main.rkt delete mode 100644 hyphenate/hyphenate/patterns-hashed.rkt delete mode 100644 hyphenate/hyphenate/patterns.rkt delete mode 100644 hyphenate/hyphenate/tests.rkt create mode 100644 hyphenate/main.rkt create mode 100644 hyphenate/params.rkt create mode 100644 hyphenate/pattern-prep.rkt create mode 100644 hyphenate/scribblings/hyphenate.html rename hyphenate/{hyphenate => }/scribblings/hyphenate.scrbl (89%) create mode 100644 hyphenate/scribblings/manual-fonts.css create mode 100644 hyphenate/scribblings/manual-racket.css create mode 100644 hyphenate/scribblings/manual-racket.js create mode 100644 hyphenate/scribblings/manual-style.css create mode 100644 hyphenate/scribblings/racket.css create mode 100644 hyphenate/scribblings/scribble-common.js create mode 100644 hyphenate/scribblings/scribble.css create mode 100644 hyphenate/tests.rkt delete mode 100644 hyphenate/typed/hyphenate.rkt delete mode 100644 hyphenate/typed/hyphenate/core-predicates.rkt delete mode 100644 hyphenate/typed/hyphenate/exceptions.rkt delete mode 100644 hyphenate/typed/hyphenate/main-helper.rkt delete mode 100644 hyphenate/typed/hyphenate/main.rkt delete mode 100644 hyphenate/typed/hyphenate/patterns-hashed.rkt delete mode 100644 hyphenate/typed/hyphenate/patterns.rkt create mode 100644 hyphenate/us.rkt create mode 100644 hyphenate/us/exceptions.rkt create mode 100644 hyphenate/us/patterns.rkt diff --git a/hyphenate/README.md b/hyphenate/README.md index dd2faeac..8db78af6 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -14,10 +14,6 @@ Then require it in your Racket file, in standard mode: In safe mode (with contracts): (require (submod hyphenate safe)) - -Or in typed mode: - - (require typed/hyphenate) And enjoy: diff --git a/hyphenate/bootstrap.rkt b/hyphenate/bootstrap.rkt new file mode 100644 index 00000000..24728a4d --- /dev/null +++ b/hyphenate/bootstrap.rkt @@ -0,0 +1,44 @@ +#lang racket/base +(require (for-syntax racket/base syntax/strip-context)) +(provide build-main) + +(define-syntax (build-main stx) + (syntax-case stx () + [(_ dir) + (with-syntax ([patterns-path (datum->syntax stx (format "~a/patterns.rkt" (syntax->datum #'dir)))] + [exceptions-path (datum->syntax stx (format "~a/exceptions.rkt" (syntax->datum #'dir)))]) + (replace-context stx + #'(begin + (require txexpr sugar/define (only-in xml xexpr/c) + (prefix-in core: hyphenate/core) hyphenate/params patterns-path exceptions-path) + (provide (all-from-out hyphenate/params)) + + (module+ safe + ;; An exception-word is a string of word characters or hyphens. + (define (exception-word? x) + (and (string? x) (regexp-match #px"^[\\w-]+$" x) #t)) + (define (exception-words? xs) + (and (list? xs) (andmap exception-word? xs)))) + + (define+provide+safe hyphenate + ((xexpr?) ((or/c char? string?) + #:exceptions exception-words? + #:min-length (or/c integer? #f) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c) + #:min-left-length (or/c (and/c integer? positive?) #f) + #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) + (make-keyword-procedure (λ (kws kw-args . rest) + (parameterize ([current-word-cache (make-hash)] + [current-patterns patterns] + [current-exceptions exceptions]) + (keyword-apply core:hyphenate kws kw-args rest))))) + + (define+provide+safe unhyphenate + ((xexpr/c) ((or/c char? string?) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) + (make-keyword-procedure (λ (kws kw-args . rest) + (keyword-apply core:unhyphenate kws kw-args rest)))))))])) \ No newline at end of file diff --git a/hyphenate/core.rkt b/hyphenate/core.rkt new file mode 100644 index 00000000..b3599798 --- /dev/null +++ b/hyphenate/core.rkt @@ -0,0 +1,194 @@ +#lang racket/base +(require txexpr racket/string racket/list "params.rkt") +(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) + +;; module default values +(define default-min-length 5) +(define default-min-left-length 2) +(define default-min-right-length 2) +(define default-joiner #\u00AD) + +(define (cache-word pat) + (hash-set! (current-word-cache) (car pat) (cdr pat))) + +;; Convert the hyphenated pattern into a point array for use later. +(define (convert-exception-word exception) + (define (make-key x) + (format ".~a." (string-replace x "-" ""))) + (define (make-value x) + `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) + (list (make-key exception) (make-value exception))) + + +(define (add-exception-word word) + (current-exceptions (apply hash-set (current-exceptions) (convert-exception-word word)))) + + +(define (string->natural i) + (let* ([result (string->number i)] + [result (and (number? result) (inexact->exact result))] + [result (and (exact-nonnegative-integer? result) result)]) + result)) + +(define (string->hashpair pat) + (define boundary-name ".") + + ;; first convert the pattern to a list of alternating letters and numbers. + ;; insert zeroes where there isn't a number in the pattern. + (define new-pat + (let* ([pat (regexp-match* #rx"." pat)] ; convert to list + [pat (map (λ(i) (or (string->natural i) i)) pat)] ; convert numbers + [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed + [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back + (apply append + (reverse (for/fold([acc null]) + ([current (in-list pat)][i (in-naturals)]) + (if (= i (sub1 (length pat))) + (cons (reverse (list current)) acc) + (let ([next (list-ref pat (add1 i))]) + ;; insert zeroes where there isn't a number + (cons (reverse (if (and (or (equal? current boundary-name) (string? current)) (string? next)) + (list current 0) + (list current))) acc)))))))) + + ;; then slice out the string & numerical parts to be a key / value pair. + (define value (filter exact-nonnegative-integer? new-pat)) + (define key (filter string? new-pat)) + (list (apply string-append key) value)) + +(define (make-points word) + ;; walk through all the substrings and see if there's a matching pattern. + ;; if so, pad it out to full length (so we can (apply map max ...) later on) + (define word-with-dots (format ".~a." (string-downcase word))) + (define matching-patterns + (cond + [(hash-has-key? (current-word-cache) word-with-dots) (list (hash-ref (current-word-cache) word-with-dots))] + [(hash-has-key? (current-exceptions) word-with-dots) (list (hash-ref (current-exceptions) word-with-dots))] + + [else + (let ([word-as-list (string->list word-with-dots)]) + ;; ensures there's at least one (null) element in return value + (define starting-value (make-list (add1 (length word-as-list)) 0)) + (reverse (for*/fold ([acc (cons starting-value null)]) + ([len (in-range (length word-as-list))] + [index (in-range (- (length word-as-list) len))]) + (define substring (list->string (take (drop word-as-list index) (add1 len)))) + (cond + [(hash-has-key? (current-patterns) substring) + (define value (hash-ref (current-patterns) substring)) + ;; put together head padding + value + tail padding + (define pattern-to-add (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))) + (cons pattern-to-add acc)] + [else acc]))))])) + + (define (apply-map-max xss) + (if (ormap empty? (list xss (car xss))) + empty + (cons (apply max (map car xss)) + (apply-map-max (map cdr xss))))) + + (define max-value-pattern (apply-map-max matching-patterns)) + (cache-word (cons word-with-dots max-value-pattern)) + + ;; for point list, + ;; drop first two elements because they represent hyphenation weight + ;; before the starting "." and between "." and the first letter. + ;; drop last element because it represents hyphen after last "." + ;; after you drop these two, then each number corresponds to + ;; whether a hyphen goes after that letter. + (drop-right (drop max-value-pattern 2) 1)) + + +;; Find hyphenation points in a word. This is not quite synonymous with syllables. +(define (word->hyphenation-points word + [min-length default-min-length] + [min-left-length default-min-left-length] + [min-right-length default-min-right-length]) + #;((string?) ((or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)) . ->* . (listof string?)) + (define (add-no-hyphen-zone points) + ;; points is a list corresponding to the letters of the word. + ;; to create a no-hyphenation zone of length n, zero out the first n-1 points + ;; and the last n points (because the last value in points is always superfluous) + (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] + [min-right-length (min (or min-right-length default-min-right-length) (length points))]) + (define points-with-zeroes-on-left + (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) + (define points-with-zeroes-on-left-and-right + (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) + points-with-zeroes-on-left-and-right)) + (define (make-pieces word) + (define-values (word-pieces last-piece) + (for/fold ([word-pieces empty] + [current-piece empty]) + ([str (in-list (regexp-match* #rx"." word))] ; explodes word into list of one-character strings (char list is slower) + [point (in-list (add-no-hyphen-zone (make-points word)))]) + (define updated-current-piece (cons str current-piece)) + (if (even? point) + (values word-pieces updated-current-piece) ; even point denotes character + (values (cons (string-join (reverse updated-current-piece) "") word-pieces) empty)))) ; odd point denotes char + syllable + (reverse (cons (string-join (reverse last-piece) "") word-pieces))) + (if (and min-length (< (string-length word) min-length)) + (list word) + (make-pieces word))) + +;; joiner contract allows char or string; this coerces to string. +(define (joiner->string joiner) + (format "~a" joiner)) + +(define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) + (let loop ([x x]) + (cond + [(and (string? x) (not (omit-string x))) (proc x)] + [(and (txexpr? x) (not (omit-txexpr x))) + (make-txexpr (get-tag x) (get-attrs x) (map loop (get-elements x)))] + [else x]))) + +(require sugar/debug) +(define (hyphenate x [joiner default-joiner] + #:exceptions [extra-exceptions empty] + #:min-length [min-length default-min-length] + #:min-left-length [min-left-length default-min-left-length] + #:min-right-length [min-right-length default-min-right-length] + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + + ;; todo?: connect this regexp pattern to the one used in word? predicate + (for-each add-exception-word extra-exceptions) + (define word-pattern #px"\\w+") ;; more restrictive than exception-word + (define (replacer word . words) + (if (not (omit-word? word)) + (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) + word)) + (define (insert-hyphens text) + (regexp-replace* word-pattern text replacer)) + (apply-proc insert-hyphens x omit-string? omit-txexpr?)) + + +(define (unhyphenate x [joiner default-joiner] + #:omit-word [omit-word? (λ(x) #f)] + #:omit-string [omit-string? (λ(x) #f)] + #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + (define word-pattern (pregexp (format "[\\w~a]+" joiner))) + (define (replacer word . words) + (if (not (omit-word? word)) + (string-replace word (joiner->string joiner) "") + word)) + (define (remove-hyphens text) + (regexp-replace* word-pattern text replacer)) + + (apply-proc remove-hyphens x omit-string? omit-txexpr?)) + + +#;(module+ main + (report (current-word-cache)) + (hyphenate "snowman" "-") + (parameterize ([current-word-cache (make-hash)] + [current-exceptions '("snow-man")]) + ;(reset-patterns) + (report (current-patterns)) + (hyphenate "snowman" "-")) + (report (current-word-cache)) + (hyphenate "snowman" "-" ) + #;(define t "supercalifragilisticexpialidocious") + #;(hyphenate t "-")) \ No newline at end of file diff --git a/hyphenate/exception-prep.rkt b/hyphenate/exception-prep.rkt new file mode 100644 index 00000000..7d6d910d --- /dev/null +++ b/hyphenate/exception-prep.rkt @@ -0,0 +1,17 @@ +#lang racket/base + +(module reader racket/base + (require racket/port syntax/strip-context) + (provide (rename-out [exception-prep-read read] + [exception-prep-read-syntax read-syntax])) + + (define (exception-prep-read in) + (syntax->datum (exception-prep-read-syntax #f in))) + + (define (exception-prep-read-syntax src in) + (with-syntax ([str (port->string in)]) + (strip-context + #'(module exception-prep racket/base + (require racket/string racket/list hyphenate/core) + (provide exceptions) + (define exceptions (apply hash (append-map convert-exception-word (string-split str))))))))) \ No newline at end of file diff --git a/hyphenate/fr-test.rkt b/hyphenate/fr-test.rkt new file mode 100644 index 00000000..047d60cc --- /dev/null +++ b/hyphenate/fr-test.rkt @@ -0,0 +1,4 @@ +#lang racket +(require hyphenate/fr rackunit) + +(hyphenate "formidable") \ No newline at end of file diff --git a/hyphenate/fr.rkt b/hyphenate/fr.rkt new file mode 100644 index 00000000..193c1a79 --- /dev/null +++ b/hyphenate/fr.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require hyphenate/bootstrap) +(build-main fr) \ No newline at end of file diff --git a/hyphenate/fr/exceptions.rkt b/hyphenate/fr/exceptions.rkt new file mode 100644 index 00000000..6528eae7 --- /dev/null +++ b/hyphenate/fr/exceptions.rkt @@ -0,0 +1 @@ +#lang hyphenate/exception-prep \ No newline at end of file diff --git a/hyphenate/fr/patterns.rkt b/hyphenate/fr/patterns.rkt new file mode 100755 index 00000000..716f3400 --- /dev/null +++ b/hyphenate/fr/patterns.rkt @@ -0,0 +1,2887 @@ +#lang hyphenate/pattern-prep + +#| + +French hyphenation patterns +Based on v.3.0 of the OpenOffice.org French hyphenation patterns, released under the LGPL +Downloaded from http://www.dicollecte.org/download/fr/hyph-fr-v3.0.zip + +Original license: +___________________________________________________________________ + + French word hyphenation patterns + Version 3.0 + + Language: French (fr). + + License: GNU LGPL. + + Origin: Based on the TeX hyphenation tables *hyph-fr.tex*, + renamed (June 2008) from *frhyph.tex* (V2.12, 2002/12/11) + for consistency with other files with hyphenation patterns + in hyph-utf8 package. See http://tug.org/tex-hyphen for more details. + The TeX hyphenation tables are released under the LaTeX Project + Public License (LPPL) -- http://www.latex-project.org/lppl.txt + + License: OpenOffice.org adaptions of this package are licensed under the + GNU Lesser General Public License (LGPL) + version 2.1 or higher -- http://www.gnu.org/licenses/ + + Authors: + 3.0 Marc Lodewijck + 2.0 Paul Pichaureau + 1.0 Blaise Drayer + + Log: + 3.0 New revised and expanded version: + + Conversion to UTF-8 Unicode encoding + + Processing of hyphenated compounds + + Correction of altered patterns + 2.0 Fix for words with apostrophe + 1.0 First conversion + + This dictionary is based on syllable matching patterns and therefore should + be usable under other variations of French. +___________________________________________________________________ + +|# + +2'2 +.a4 +'a4 +.â4 +'â4 +ab2h +a1bî +abî1me +abî2ment. +.a1b2r +'a1b2r +.ab1ré +'ab1ré +.ab3réa +'ab3réa +ab1se +ab3sent. +abs1ti +absti1ne 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-(require-via-wormhole "../typed/hyphenate/core-predicates.rkt") \ No newline at end of file diff --git a/hyphenate/hyphenate/exceptions.rkt b/hyphenate/hyphenate/exceptions.rkt deleted file mode 100644 index 304eb01f..00000000 --- a/hyphenate/hyphenate/exceptions.rkt +++ /dev/null @@ -1,5 +0,0 @@ -#lang racket/base -(require sugar/define) -(require-via-wormhole "../typed/hyphenate/exceptions.rkt") -(provide default-exceptions) - diff --git a/hyphenate/hyphenate/info.rkt b/hyphenate/hyphenate/info.rkt deleted file mode 100644 index 5dbe12c9..00000000 --- a/hyphenate/hyphenate/info.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang info -(define scribblings '(("scribblings/hyphenate.scrbl" ()))) -(define compile-omit-paths '("tests.rkt")) \ No newline at end of file diff --git a/hyphenate/hyphenate/main-helper.rkt b/hyphenate/hyphenate/main-helper.rkt deleted file mode 100644 index e26e0b91..00000000 --- a/hyphenate/hyphenate/main-helper.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang racket/base -(require (for-syntax racket/base sugar/string sugar/coerce racket/syntax)) -(require sugar/list txexpr) \ No newline at end of file diff --git a/hyphenate/hyphenate/main.rkt b/hyphenate/hyphenate/main.rkt deleted file mode 100644 index 5e4c1ff5..00000000 --- a/hyphenate/hyphenate/main.rkt +++ /dev/null @@ -1,22 +0,0 @@ -#lang racket/base -(require sugar/define txexpr (only-in xml xexpr/c)) -(require-via-wormhole "../typed/hyphenate/main.rkt") - -(provide+safe - [hyphenate ((xexpr?) - ((or/c char? string?) - #:exceptions exception-words? - #:min-length (or/c integer? #f) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c) - #:min-left-length (or/c (and/c integer? positive?) #f) - #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c)] - [unhyphenate ((xexpr/c) - ((or/c char? string?) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c)] - reset-patterns - [word->hyphenation-points ((string?) ((or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)) . ->* . (listof string?))] - [exception-word? (string? . -> . boolean?)]) \ No newline at end of file diff --git a/hyphenate/hyphenate/patterns-hashed.rkt b/hyphenate/hyphenate/patterns-hashed.rkt deleted file mode 100644 index 936dbf8b..00000000 --- a/hyphenate/hyphenate/patterns-hashed.rkt +++ /dev/null @@ -1,4 +0,0 @@ -#lang racket/base -(require sugar/define) -(require-via-wormhole "../typed/hyphenate/patterns-hashed.rkt") -(provide hashed-patterns) \ No newline at end of file diff --git a/hyphenate/hyphenate/patterns.rkt b/hyphenate/hyphenate/patterns.rkt deleted file mode 100644 index 4cdddc1a..00000000 --- a/hyphenate/hyphenate/patterns.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang racket/base -(require sugar/define) -(require-via-wormhole "../typed/hyphenate/patterns.rkt") \ No newline at end of file diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt deleted file mode 100644 index 752b18ed..00000000 --- a/hyphenate/hyphenate/tests.rkt +++ /dev/null @@ -1,107 +0,0 @@ -#lang racket/base -(require (for-syntax racket/base racket/syntax)) - -(define-syntax (eval-as-untyped stx) - (syntax-case stx () - [(_ exprs ...) - (with-syntax ([sym (syntax-e (generate-temporary))]) - (datum->syntax stx `(begin - (module ,(syntax->datum #'sym) typed/racket/base/no-check - (require rackunit "main.rkt" txexpr) - ,@(syntax->datum #'(exprs ...))) - (require ',(syntax->datum #'sym))) stx))])) - -(define-syntax (eval-as-untyped-safe stx) - (syntax-case stx () - [(_ exprs ...) - (with-syntax ([sym (syntax-e (generate-temporary))]) - (datum->syntax stx `(begin - (module ,(syntax->datum #'sym) typed/racket/base/no-check - (require rackunit (submod "main.rkt" safe) txexpr) - ,@(syntax->datum #'(exprs ...))) - (require ',(syntax->datum #'sym))) stx))])) - -(define-syntax (eval-as-typed stx) - (syntax-case stx () - [(_ exprs ...) - (with-syntax ([sym (syntax-e (generate-temporary))]) - (datum->syntax stx `(begin - (module ,(syntax->datum #'sym) typed/racket - (require typed/rackunit "../typed/hyphenate/main.rkt" typed/txexpr) - ,@(syntax->datum #'(exprs ...))) - (require ',(syntax->datum #'sym))) stx))])) - -(define-syntax-rule (eval-as-typed-and-untyped exprs ...) - (begin - (eval-as-untyped exprs ...) - (eval-as-untyped-safe exprs ...) - (eval-as-typed exprs ...))) - -(eval-as-typed-and-untyped - (reset-patterns) - (define omit-em-tag (λ:([x : Txexpr]) (member (car x) '(em)))) - (define omit-p-tag (λ:([x : Txexpr]) (member (car x) '(p)))) - (define omit-foo-zam-tag (λ:([x : Txexpr]) (member (car x) '(foo zam)))) - (define ends-with-s (λ:([x : String]) (regexp-match #rx"s$" x))) - (define omit-script-tag (λ:([x : Txexpr]) (member (car x) '(script)))) - (define tx-with-attr (λ:([x : Txexpr]) (with-handlers ([exn:fail? (λ(exn) #f)]) - (equal? (attr-ref x 'hyphens) "no-thanks")))) - - (check-equal? (hyphenate "edges") "edges") ;; word without matching patterns - (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") - (check-equal? (hyphenate "POLYmorPHISM") "POLY\u00ADmor\u00ADPHISM") - (check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") - (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") - (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") - (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") - (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") - (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") - (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") - (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering"))) '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squan\u00ADder\u00ADing"))) - (check-equal? (hyphenate "present project") "present project") ; exception words - ;; test these last so exceptions have been set up already - - (check-equal? (word->hyphenation-points "polymorphism") '("poly" "mor" "phism")) - (check-equal? (word->hyphenation-points "present") '("present")) ; exception word - - (check-true (exception-word? "Foobar")) - (check-true (exception-word? "foobar")) - (check-false (exception-word? "foobar!")) - (check-true (exception-word? "foo-bar")) - (check-false (exception-word? "foo bar")) - - ;; omit certain tags - (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-em-tag) - '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squandering"))) - - (check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-p-tag) - '(p "circular polymorphism" amp (em "squandering"))) - - (check-equal? (hyphenate '(p (foo "circular") (bar "circular") (zam "circular")) #:omit-txexpr omit-foo-zam-tag) - '(p (foo "circular") (bar "cir\u00ADcu\u00ADlar") (zam "circular"))) - - ; omit txexprs with an attribute - (check-equal? (hyphenate '(p (foo ((hyphens "no-thanks")) "circular") (foo "circular")) - #:omit-txexpr tx-with-attr) - '(p (foo ((hyphens "no-thanks")) "circular") (foo "cir\u00ADcu\u00ADlar"))) - - - ;; omit strings that end with "s" - (check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string ends-with-s) - '(p (foo "curses tailfeathers") (foo "curs\u00ADes tail\u00ADfeath\u00ADer"))) - - ;; omit words that end with "s" - (check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word ends-with-s) - '(p (foo "curses tailfeathers") (foo "curses tail\u00ADfeath\u00ADer"))) - - - (check-equal? (unhyphenate '(p (script "tail-feathers") (em "tail-feathers")) #\- #:omit-txexpr omit-script-tag) - '(p (script "tail-feathers") (em "tailfeathers"))) - - (check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string ends-with-s) - '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) - - (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 5 #:min-right-length 5) "polymor-phism") - (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") - (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") - (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism")) \ No newline at end of file diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 75894836..7594cc3c 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,5 +1,7 @@ #lang info -(define collection 'multi) -(define deps '("base" "sugar" "txexpr" "typed-racket-lib" "typed-racket-more" "rackunit-lib")) +(define collection "hyphenate") +(define deps '("base" "sugar" "txexpr" "rackunit-lib")) (define update-implies '("txexpr" "sugar")) -(define build-deps '("scribble-lib" "racket-doc" "typed-racket-doc")) \ No newline at end of file +(define build-deps '("scribble-lib" "racket-doc")) +(define scribblings '(("scribblings/hyphenate.scrbl" ()))) +(define compile-omit-paths '("tests.rkt")) \ No newline at end of file diff --git a/hyphenate/main.rkt b/hyphenate/main.rkt new file mode 100644 index 00000000..3d998d3e --- /dev/null +++ b/hyphenate/main.rkt @@ -0,0 +1,7 @@ +#lang racket +(require "us.rkt") +(provide (all-from-out "us.rkt")) + +(module+ safe + (require (submod "us.rkt" safe)) + (provide (all-from-out (submod "us.rkt" safe)))) \ No newline at end of file diff --git a/hyphenate/params.rkt b/hyphenate/params.rkt new file mode 100644 index 00000000..d7a809eb --- /dev/null +++ b/hyphenate/params.rkt @@ -0,0 +1,6 @@ +#lang racket/base +(provide (all-defined-out)) + +(define current-patterns (make-parameter (make-hash))) +(define current-exceptions (make-parameter (make-hash))) +(define current-word-cache (make-parameter (make-hash))) \ No newline at end of file diff --git a/hyphenate/pattern-prep.rkt b/hyphenate/pattern-prep.rkt new file mode 100644 index 00000000..70d31f23 --- /dev/null +++ b/hyphenate/pattern-prep.rkt @@ -0,0 +1,17 @@ +#lang racket/base + +(module reader racket/base + (require racket/port syntax/strip-context) + (provide (rename-out [pattern-prep-read read] + [pattern-prep-read-syntax read-syntax])) + + (define (pattern-prep-read in) + (syntax->datum (pattern-prep-read-syntax #f in))) + + (define (pattern-prep-read-syntax src in) + (with-syntax ([str (port->string in)]) + (strip-context + #'(module pattern-prep racket/base + (require hyphenate/core racket/list racket/string) + (provide patterns) + (define patterns (apply hash (append-map string->hashpair (string-split str))))))))) \ No newline at end of file diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html new file mode 100644 index 00000000..0d31b1b1 --- /dev/null +++ b/hyphenate/scribblings/hyphenate.html @@ -0,0 +1,4 @@ + +Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 French
5 License & source code
6.2.900.15

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

1 Installation

At the command line: +

raco pkg install hyphenate

After that, you can update the package like so: +

raco pkg update hyphenate

2 Importing the module

The module can be invoked two ways: fast or safe.

Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-left-length left-length    
  #:min-right-length right-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  left-length : (or/c (and/c integer? positive?) #f) = 2
  right-length : (or/c (and/c integer? positive?) #f) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-left-length and #:min-right-length keyword arguments set the minimum distance between a potential hyphen and the left or right ends of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small words from breaking. These values will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-left-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-length 2 #:min-left-length 5)

"ergo polymor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-right-length 6)

"ergo poly-morphism"

; Next words won't be hyphenated becase of large #:min-left-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-left-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage law-yers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #\- #:omit-word capitalized?)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #\- #:omit-word ligs?)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 French

 (require hyphenate/fr) package: hyphenate
 (require (submod hyphenate/fr safe))

French hyphenation is available by importing the module as hyphenate/fr or (submod hyphenate/fr safe) and using the hyphenate function normally. Below, notice that the word “formidable” hyphenates differently in French.

Examples:

> (hyphenate "formidable" #\-)

"for-mi-da-ble"

> (module fr racket/base
    (require hyphenate/fr)
    (hyphenate "formidable" #\-))
> (require 'fr)

"for-mi-dable"

The two languages are in separate submodules for performance reasons. That way, they can maintain separate caches of hyphenated words.

There is no way to use hyphenate in “polyglot” mode, where English and French are detected automatically. It is possible, however, to mix both the English and French hyphenate functions in a single file, and apply them as needed. To avoid a name conflict between the two hyphenate functions, you’ll need to use prefix-in:

Examples:

> (require (prefix-in fr: hyphenate/fr))
> (hyphenate "formidable" #\-)

"for-mi-da-ble"

> (fr:hyphenate "formidable" #\-)

"for-mi-dable"

5 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
\ No newline at end of file diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/scribblings/hyphenate.scrbl similarity index 89% rename from hyphenate/hyphenate/scribblings/hyphenate.scrbl rename to hyphenate/scribblings/hyphenate.scrbl index 528bc1f9..f8a87f37 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/scribblings/hyphenate.scrbl @@ -11,14 +11,10 @@ @author[(author+email "Matthew Butterick" "mb@mbtype.com")] -@defmodule[#:multi (hyphenate (submod hyphenate safe) typed/hyphenate)] +@defmodule[#:multi (hyphenate (submod hyphenate safe))] A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit. -I originally put together this module to handle hyphenation for my web-based book @link["http://practicaltypography.com"]{Butterick's Practical Typography} (which I made with Racket & Scribble). Though support for CSS-based hyphenation in web browsers is @link["http://caniuse.com/#search=hyphen"]{still iffy}, soft hyphens work reliably well. But putting them into the text manually is a drag. Thus a module was born. - -I thank Benjamin Greenman and Alexander Knauth for helpful suggestions on the typed version. - @section{Installation} At the command line: @@ -29,17 +25,12 @@ After that, you can update the package like so: @section{Importing the module} -The module can be invoked three ways: fast, safe, and typed. +The module can be invoked two ways: fast or safe. Fast mode is the default, which you get by importing the module in the usual way: @code{(require hyphenate)}. Safe mode enables the function contracts documented below. Use safe mode by importing the module as @code{(require (submod hyphenate safe))}. -The typed version is invoked as @code{(require typed/hyphenate)}. The typed version is implemented ``natively'' in the sense that it is compiled separately with type annotations. It is not a @racket[require/typed] wrapper around the untyped code. This avoids the contract barrier that is otherwise automatically imposed between typed and untyped code. - -@margin-note{I explain more about this cross-compiling technique in @link["http://unitscale.com/mb/technique/dual-typed-untyped-library.html"]{Making a dual typed / untyped Racket library}.} - - @section{Interface} @defproc[ @@ -203,6 +194,33 @@ Keep in mind that soft hyphens could appear in your input string. Certain word p ] +@section{French} + +@defmodule[#:multi (hyphenate/fr (submod hyphenate/fr safe))] + +French hyphenation is available by importing the module as @racketmodname[hyphenate/fr] or @racketmodname[(submod hyphenate/fr safe)] and using the @racket[hyphenate] function normally. Below, notice that the word ``formidable'' hyphenates differently in French. + +@examples[#:eval my-eval + (hyphenate "formidable" #\-) + (module fr racket/base + (require hyphenate/fr) + (hyphenate "formidable" #\-)) + (require 'fr) +] + +The two languages are in separate submodules for performance reasons. That way, they can maintain separate caches of hyphenated words. + +There is no way to use @racket[hyphenate] in ``polyglot'' mode, where English and French are detected automatically. It is possible, however, to mix both the English and French @racket[hyphenate] functions in a single file, and apply them as needed. To avoid a name conflict between the two @racket[hyphenate] functions, you'll need to use @racket[prefix-in]: + + +@examples[#:eval my-eval + (require (prefix-in fr: hyphenate/fr)) + (hyphenate "formidable" #\-) + (fr:hyphenate "formidable" #\-) + ] + + + @section{License & source code} This module is licensed under the LGPL. diff --git a/hyphenate/scribblings/manual-fonts.css b/hyphenate/scribblings/manual-fonts.css new file mode 100644 index 00000000..39656bb4 --- /dev/null +++ b/hyphenate/scribblings/manual-fonts.css @@ -0,0 +1,343 @@ +@font-face { +font-family: Miso; +font-style: normal; +font-weight: bold; +font-stretch: normal; +src: 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') format('woff'); +} + +/* Miso license */ +/* + M M I SSS OOO + MM MM I S S O O + M M M M I S O O + M M M I S O O + M M I S O O + M M I S S O O + M M I SSS OOO + +--------------------------------------- +MISO is an architectural lettering font +completed in 2006 by Mårten Nettelbladt. +--------------------------------------- +MISO is available in three weights +(Light, Regular, Bold) +in TrueType and OpenType format. +--------------------------------------- + + L I C E N S E I N F O R M A T I O N +--------------------------------------- +MISO is a free typeface. However, +there is one important limitation: + +MISO MUST ALWAYS REMAIN COMPLETELY FREE + +You can use MISO for personal and commercial work. +You can share MISO with your friends +as long as you include this text file. + +You must not sell MISO. +You must not charge someone else for using MISO. +You must not bundle MISO with a sold product. + +Use it, share it, but keep it free. +--------------------------------------- + +Mårten Nettelbladt +Omkrets arkitektur +www.omkrets.se + +Stockholm, Sweden +July 9th 2009 + +--------------------------------------- +If you have any comments about MISO +please let me know: +miso (a) omkrets.se +--------------------------------------- + +November 27th 2008 +Converted to OpenType by Torin Hill. + +June 24th 2007 +Some small adjustments + +October 23rd 2006 +Released +*/ + +@font-face { +font-family: Charter; +font-style: normal; +font-weight: normal; +font-stretch: normal; +src: 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') 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') format('woff'); +} + +/* Charter license */ +/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ + + + +@font-face { +font-family: Fira; +font-style: normal; +font-weight: 300; /* "Light" */ +font-stretch: normal; + src: 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j7Crhlmu/QWtxZM1bi/l2dvkLnlEqXfc1V9fRbAFZk+WUszO0+V2mUZGXahcG12qn/4wL1z3bL0o6UFrbpNqRcWH17ztOSSviUT9uXFXA3wnXo+/VKdnPRjjJVa673ArgQRkwt/CLqf02og5uLXmpEeDPizkMNOzGeroP06iHn2+HbBfdtaMWddA00bSvadS/dBxlvo1704QP0EGS/kx6ldbSLHqfbaC/cHbQPbgPth9tIz8F10fNw3XSAfoG8fgV3P/XRAHL5A/2RdtOHdI720CcURYoL9Bk9SzGapJ9jFvk70lyGO/g/Q5IxBAAAeNqtlEtrU1EUhb+TVzVtbawxlqASpUqRUrQUqSLBalqkpg9iKFJKaUjVgaGRNKKCKIjOOnDgzAeCDsUf4Fz0Bzjyd3Qo1HXuPem1RUrShM3di3vPXmvvfe45GwPEec1vIrmpfJF0+UmtwvC92p37ZCul+hrzRBTD1paHhhDhpr4MEZtYnMwwdH2iaH3B+pm5vHxhbka+WLgpv1unXKrUSd+tlcpkqrXVNbLrDx+sk/Mi+uR7tzNGidHFAQ6qg256tGJjDnkeDjPIMFfEzFNkiVUq1HnKSzZ4wzs+88WLM+o+JozygU0zbV6Yb967MX98DJ11uOBww+FPH8NxhwWHHx1u+hiZdfjV4S8fozGHI34d0WX11aPOnvGIx/oW5igpjgltlf3CAcb0P+yb4YiiI67rPlmIJCcUc0rWu+eazw5v61ltOqZqdRJaSzHalGaD5zMsl5Z4hrSepJ6L3j4m2uyjsduGEae3dxU4RlIr57WfzXECXko4qtovt8AM2AOKHmNc5/xqi/xAI62zb/NnucbUPlQCpeM60X4tOW7o3u1PK9A7qfvdqGuaWQptKAaqGc2MoMZ5TYfbbeoG2qc1jf6td4FFljugHmQY1LTbWfsSK5puncnh5zGcc5OUJk7//29gpGlmv8ub8Cb7JLe8+W6joSqL81zW7cWndsXb+qKc0Z7DK95K7z2fuMB32Tg/ZJcUEddTlYbT/wutbmRzAHjaY2Bh/M2ow8DKwMLUxRTBwMDgDaEZ4xiMGG24OJi42ZhZGRiYGFgaGJjeOzAs+A1Uo8AABYwNDLy/mZgF/2syMLBIMXEAJSaDxJm4mdaC1XEDAGjQDER42mNgYGBmgGAZBkYGEHgD5DGC+SwMF4C0AYMCkCUAZPEy1DH0Mcxj+M8YzFjBdIzpjgKXgoiClIKcgpKCmoK+gpVCvMIaRSXVP7+Z/v8Hm8UL1AvSsYAxCKqDQUFAQUJBBqrDEq6DEaiD8f+3/0/+X/1/7P/R/8X//f8x/X374NSDow8OPTj4YN+D3Q82P1j1oO2B1f2jt96wvoC6liTAyMYA18bIBPU3igIGBhZWNnYOTi5uHl4+fgFBIWERUTFxCUkpaRlZOXkFRSVlFVU1dQ1NLW0dXT19A0MjYxNTM3MLSytrG1s7ewdHJ2cXVzd3D08vbx9fP/+AwKDgkNCw8IjIqOiY2Lj4hMQkhs6unr5psxcuW7p85YpVa9atXb9h08bNW7bt2L5z9679+w4cZChNz8h5UL2kOO95ZS5D91yGMgaGrCqw6/LrGVbvbUkrBLELGh6mtnbMOnrsxs27927d3sNw5DjDs8dPXr5iqLlzn6G9v21C76TJUybOmMkwff6CeQwnTpYANdUCMQBT6pGUAAAAAgsCrQAyACgALQA2AFQAOQA5AD4AVgA0ADsALwAhAnkAAHjaXVG7TltBEN0NDwOBxNggOdoUs5mQxnuhBQnE1Y1iZDuF5QhpN3KRi3EBH0CBRA3arxmgoaRImwYhF0h8Qj4hEjNriKI0Ozuzc86ZM0vKkap36WvPU+ckkMLdBs02/U5ItbMA96Tr642MtIMHWmxm9Mp1+/4LBpvRlDtqAOU9bykPGU07gVq0p/7R/AqG+/wf8zsYtDTT9NQ6CekhBOabcUuD7xnNussP+oLV4WIwMKSYpuIuP6ZS/rc052rLsLWR0byDMxH5yTRAU2ttBJr+1CHV83EUS5DLprE2mJiy/iQTwYXJdFVTtcz42sFdsrPoYIMqzYEH2MNWeQweDg8mFNK3JMosDRH2YqvECBGTHAo55dzJ/qRA+UgSxrxJSjvjhrUGxpHXwKA2T7P/PJtNbW8dwvhZHMF3vxlLOvjIhtoYEWI7YimACURCRlX5hhrPvSwG5FL7z0CUgOXxj3+dCLTu2EQ8l7V1DjFWCHp+29zyy4q7VrnOi0J3b6pqqNIpzftezr7HA54eC8NBY8Gbz/v+SoH6PCyuNGgOBEN6N3r/orXqiKu8Fz6yJ9O/sVoAAAAAAAAB//8AAnja3b0JYBvndSA83wyAwQ0MboAESAIgwBskQBCEKF46qJMSJeo+LZmyJFv3YcuO78T3lcSWzxzONnactEpnQFpxvG7i2OmmcVLXOao0TdI4bXYdxUlzWdt1YkL73vfNgABEKXKzf7f/2iIwHIAz773vfe9+bziea+A40sI/yQmcyHUohEvNLYg6xy/TikH/w7kFgYdDThHwtB5PF0SD8725BYLnM1KDlMxIsQZi+tnXvsY/OX1VA7+B43huy/lz3Ev8KbiihRvlCiLHtU4JIufTtRZMPNdKZGtKJmem9BbOq2tV3yaNemJsVSzGs4qN4LvkmhQMIh/35znFJEgu2Zjv7Orp7kn7PIZoUspIW0JtoVCbJe9sqgm1hF4nPy/64N4TpEC64N6Iz1KuAGdaZV0Gb2/UtcqGNJGNKVk4M8UbuTY4wTsVznxW5lJ4JJLWKQM7b3AqOjivSykm0sp1drkz3lgOfibmJm+cm+RP/eEPf+A4xLUJXoxwvxqujqziCiHAteD1BTOZTEGEexeMFiscT3EkJNpaJ3mpNhz3ZxROf3bS4w/UxP3pKb2OfiQ4I3X4kR4+MpjMNviIyPUpOXRGCRrPykEKnmI0ni2IRnPr5JCoM7XKRqfig7NeOOv14VmvG856nYoFzlqBlg2kVe4JvTh48N9u57yt5hcHr/y3JjyQQ85JPiS64b701YCvcJNJU9AIBz7npNlnceOlJm1eK3zBSV8l+urBV/yOn34H/ipA/wquWaNdp1a7Thi/MxnRvlmH54UhJy8gkk4JqVAbjtR1VP0nD4WA7LlsJheDn4xIf7wx+hPLwc8ggY+a1tev3hDIBp6Dn1Vlx33P1T93uuNXHX8B/8Hbafiv41ewXoTLnr+a/F4Y5RLco1whCqslN2YUQX+2EBWQftG4qbXgQKZxZRS/cLbg8ONph9MEbJtMydYzSgj4IuRUHEDZeHrKZeQGgF+iadnlVAxA9XrzWaUJ3kNW4FmSlx2SbM7LLuBmkx/WPi8bJDmSl+tdisebB972A28/zxGrx1sPn3Z2DRJfJt2T7U4kO0i2uwco4PX5xUQsavB6fP4I8RhEbyybyMaWH1yxZdm2qzbvXNW5azS28IrhlfO2XrVr75auW0eaRpaPDA6F69cvWLjR8Pjj+qHk3Dm9ud5w/aZP7xUfekDH6bm9538u1PBfgl0icV4uzCW5R7hCGOihNAAxBKCA4tSfnUoEw4KtVUnAoUWkhxb9WSI34QZGZkQOxP2qh0O9U/HDYQQOI04lBoc1wIHN8G6D3fw87maXF3BUYhH41R0I1oY9dHsnGmCz+0I1fvzQaYFfOJ2eUGq4tA3vAaoAUWJRN/GT+AVn9666e9Wqu4PtnVvhXx15va2YJvryc+S1Rzesf3TDf+kcua5zZPoE/2JoemRn2SkOJMbR8+f4b/MvwF6OcSluN1fw4W4OIlHqgBVQdintiH5nSubOKGFghLBTjtefkRQDIG1IKXEjnlJa1N3XBe8tcUDWJATronaKbHud5DrNGSwefzRJUczBItOlziBOor8n54fXWNIQiyZ6EMFc0iDA0g8Qiqnh6NDInK7Ny0e3DI99pS3aG53z5PieLTdvPjh35fCVo28M+5t6F2eHUpm+zwxs6ehZnh5aO35kXfcLIzd5r990/xXX7Lj70KKtf9NCSONAd/tQe2u+j6P7AuQm9zSVmz1Maqoik4AMRGQJIEucUwITjwKsvyY5FX1JQk5Q0Uivlzv/IaITejkr5+aIbKP8IgJJ7PTLPU7A0k6Qo8VEbt14fPHSpYvj418jHWf2B3Z99567/35XYD+9zjBcx15+HeGMYi5dhxElmYsQp0EcZhdZt258Ytff333Pd+ESZ4rfPsOu00g+SB7m3+TsHOfO+ZMZMecX/WJSTOYapY8ae40flR67sn3duvad/Ei29+Mf780231B/++31N1DacA+Sb5JzoM1Wc6gqxIxCBOD3dIEjKB04MwgNwuEhEUxMv5nPyHxaMQE/6NIFkxk/M4nwNbMJD82cqRX3DdItm4EtDsSDXT3xeO/jj/eSpsyTT8I/CvfC83u5l7hxwL8F7z1lEDkTrgqlxJSJ6k4kBtWRCrGCSAGy5BKMn7weB1nY7q/x+YPOgcc+aqv11IS87tgdbM3nkQhZQFbDmkfx2ogU/uCSKxzoQsGCHKCtb7bBO4/wJNLdjX9LdTzAJXLZSg1fdkx1bbWiVxWqpsmZFmc6HK974vxJ8mEhDjDN5yibpVQOnOJL0IBGkxMhAmZJx9c5hRM6vk4UwuMxTzq+Dp/yBNQHQUK4/cKJt7re2i580PreTaivh8+fI7+BPS5yDrQPEFrFIqgSz4HIOymvmoC3TapsA4kuoRQzoU3Ciwa6jx0op4hOz9FNDAyd9jkNUd7pS/c4E9Hhg98+eOiN7tFPjI5+4s/JhuefLz53mkwXXzt5kvQ8gniOwcuvYL+ZuXlcwYBQiMBSQhpMK7SQLCnZeEYRQK8LVNsLeuAdI1VRRgPwjhXgEYxUw+Da5DJSxtuQzUji2Pc7Hy3ecep5vv3W6bu6u/n8XrbWw/DyJpVty7mCXcOaR6wDwtnJGjtvhNvWpmTvGUS44NVTc8IO9wrDgikWO9zMkZdrJEUPeksOuGQO8HYzLrMLYoPYkB3QMRElDm+4Ye2ButT28WVkrVg8sH78yqbw0v7saCO/9MCO8caxZfs3LOtOb9xwZN7S2JzFbR0MxjSszc8Axji3nulmRQAYfQijJJydMpuiPlBAZpTAjSnZcEapg0Wyo/gNwhIlEEzcBbAr6/IAollSamrhHc64PUE4oynX7kQryTElG4uKSYaC6I2APEKhm04u2LV869bRmBjo3z46tG60Ye2Rjftv7l9z21X9B8YbRlc/uCS1ZDi3aH58bMfI9a28af2yTYe7AP4eQOLXAL+du5or2FB3IH2nOJ2Nt4GtBmYfLLE5XdBRUaEzoKhwpGTbGRAlqC9kMV2wWfEzG8gH2epEa3QlWqOpgtWA560gaRQnIqrj6OKjiQQ8DtaRKkJ6vtv1N2+L6Y0b86fayT95inNfeSVz6hSj7yJK37/ggtyNXCGg0deqcj6YMgEr0NcF+t/oopxmQQhDKdlyRnECKzoteNZpA9iczNjxAt1r4B2VNpo5BmlSMLoCaOZ4XbIdtomRLYgXF8Qlyc6yRQDaxyRgGy9bACD9omTf1uWbVi0YzLeT7cbim9mF6w/ctOv6xQ3zJ55dXUeWpN8KH90+cQfu4yWAy7tAaz/Irmu4ggexqQFsdIiNCbCxN3h0gI0dt3SMqrAAUNialgNOJQIgSwB6HM2VAOxjUWdHU0SWJNkAQDfUINASCNO8YkLGF/OyDj8Chu8eIJk0M8jEEuAdBFSQxlFLcteuWjO3Nj20YY9uwYE1B45vXb6nZQ6/dnTxitGhK0nT/sLhVHPy2Tt37r9q/92b7lh+9M6r14+vhvVZATi9DTLBADgBkwD/oDBAriGymFKMuO4E113IM3lMkmQF+XjxW73gwt2QSU1f5+aPgOTsgusUgTZuLgL+CVBHQuqgNWvE6yVxAzVTknhgA3mccj3uIWrCpZR6I55SQkAaO3xKrRtUuGjTxOvBdhFhSf1hKxWCST8ar3qzPRwt2TKoeuiGYqRJ5DyaQWtwgb5nNOpatejE8U8fv+ljN+/Z94H+bcuXbVt77N7w4h2HR4eGnx+4Ityzb8WG8dV7h4ePrLvmmrXDo8sHh4Zau0n00EBscF1uPvO9+s7/mvwS8PRwddwGjonwMGwxUwqFhOxKoWijThSgCj4SOkZotofSaK+hb6R4Oca4DmnSZBdcFKkwcoSBczooSm5VkRrE5ICQi5UwApsNWKDv5k27j576a/vyPZvTer7/2tWH+8aH9gzzq5aNbCD/OHHDJ2564ZVMh7dj6YFlO47vWLF+94GbtnElH5l8n+qhfIUGBZEAtjbTn1QXyca0qjuBfTUtKlVoUb5Cm4bKdCr5lKpa4Z7UloB7WoFinZzsSU051ft40ZqQbWnVoJClNPUrL2pTaPcr2RYuekvNwvDV38G3a/dF++kJcob3Al9LXIEnqN9UdkY2bvTbiDhBNvuK3yA9fjKQfqbjww92IrwT3BtgdxWoLx/SLBQ0TvS4rEbNN8/BTmiEnwmyp/g42fNGd/fnmY2yiXuIfBPMBnpfofK+uXaS03v1m0hP8Rs+srn4zJcf/HDHM+lnNBvh88BXQa4BJXkDrk2YWTdUYfrx9lEU3Ci1J722GnvrVJ26Qk7Fo9oM6AFZbcBLteH6BpQudZLC+0EOelyKyUV9vzD6OnprkHGapkvDJJbtHhCYetI8oOGxo2ObEj3ZRE882x0f6l47vIDSnN+8dVVf61Bz02Dr/GVdi1oaM9Hm7qXT39HID/isPZ8RPgP4dHH93JMcE5ExoGQqpbQIdJ9kYbtYcaeH4aAP9g2KiAG6b5Kwb5JOxQvIpOEw7VR6mWcn1ziVemQS2EqD8N6bBlmgC8RaUriN0FBwOvLo6Basbe15RNfaAputLa/0ZUGMmDintz6Je0wOSHKICg8UrRGeiY0k3WqU5fySR5Ot1GeAzefHDxupZMlJKIvX7v/2Xduf2JG5ciwzJOoa9yzbefvaRQvX5Oaf/tiJ01u/I+++wrn34N+cI/UL8qm51mTH/C2/ven1Dwzuu2/FQ4/1JjccvvK6GxqKvz147PZHvnLgC4cmfxBLNf7qa6vW9NaBwN0NNDQDIf1qTEsGDwmls6ATMc6DQlrmM6isCeh5U0YxUO+A+gFAQRHEqOhUdGiymWl4C0Myc9/9xYM0EsM5ZfKyHb4hW15+8VWRnbXLOqdsflkvC06Zf1k2Oyf1Zp27Fb41aRAxoGLEVzxvwvMCp5gtHR3kC4TXG4wmPC4Po2TcGXcs2SDmMkLM/JNlPxnoK/5L37Lpm3j+1PT4F7/4NnmAQ//3AOBYCzjaQD7Uov+LWKIGZXqoFrSq14M4Kl7cAWGKnR3lalq2O6mNbAZcg8hIOsAU1WwQ1KciGnD5PXYma73gLovAGbUuWQfLDqZresb8SqJD30qydMFbyYGnf33t0Jr7rz18y+lPPnrfgiXPHOVPPXdjDW9etfLK7ekHP9I1v/96KmNGwHe3A497uQxXcGtwU5VgRGB9FFgLQOVHNWoEWKb0nMEpzQj5UpRF46+Rx4/sXRqfu3LLseNb1w81LDly4iRZ/9wX+5szjzz56OO55nlfZPsL6ZajdKvh5lRTrQbvXlsilZ3JByMAQu3qGkofY14lRESA/Y9EGOCz3R0CEODOnvXr5zQm+teNd67ekFm1rDnSvmi4ZZw/5Whb/IFnb16WktLB/g9sXLJvbtwMdABYyBsAi4VGPzlmDDFIdLB+esqjTIAy7tRcVGqTmsDig1fepLqrqo+aoWYaGJhSg/cA2SQWf/a73xFw9dPn08WfpSn98b6vwn1N3JC6O2a9p3mWe87czTJzNwnvdgC9h1/+67/CnYrn0sVX1HVuhXUOcMdYfEaxla3zlEvyYZDKhfcKaksuW6jeVzxgwzo8NJ7ngruhiYNeHPhVPjRPPcCXemRUCYS2YvEwi5XLy0ZXQW8wUweijFGcyCdZWCuJ8sqzx48sj/dv2XbrkSvXzbtf/Nsrj9z4CFn/mRcXNPY8WnzjsTjA/2LvaY1WfIKu0SCjlSyqUkSfmRLMlFrCzApZgFp8GpEA1QV0o3EUbWEwCJ+RYGGkA31kXl9f8Uv8qeLfk9bpcTJWlDntftxnaWynoWxttMgOOJn0R1+64oE+lAvsb/XnT4DOxnUNMM1B11A4Qy0oSykIA38FFpJ+KN03sn5jcHQhv3n6M9u3NMzsjwZ6fxMXUzE2ljDWmEIoXRBhcJOMicQO9OlIzeLiT0n7MgSJHCL9xf9WfEDlt6/BNfUaTopgOKviZShdT5yhkgj0iRjhKvf0UHkBMP01/L2b+41KE9Ho1qS5ojdkAC4PvY4byO+mtKeE96oR9b/7g6dcfLudsvPlF/v1vyjgWb2s7wAR/rJi1b8r215+8eXl7/6IiXUjink9SnsDnF70eyuctsDaTposRnfri4Ov/P44PeN2TrrcTndrAV7r762/N2YAQZEvwLdmfuNO60wWq83pUoU9GTITnd5QcY7pAMIcB0VwUEHjZv/HBNCyAvxvEIWR4dV/rntufF4+5hT5z88p8EZHHRDrl7wbyL7548enf8rXHv5U8RmNf9NAOwe3Wl1Nk7qaYobarEA1B1DNwZxENBBQNzgQAgtYk+AmKjzsJ9kEEOlwxzHgLKoUJJkEMlSMxHxe6cAKsoA39q4s/hXmWaYfuXYHOTk9zl+z83hxH/AWyoNdIA/MoLNGuIKxQvK7cRN5y8WAU7XNfKrTCt8zUtvEjXKY06t7PD3ju1DDI2oYOfk/Hzl5w42PDBx+5dChVw6Ttc/+1YvPPfPSC8+dfPyJk48+8aTG5xLdKxJGdWakIEYvjGxfU2XkKklBcxqjTHYVKjdqBMkMalKv6gOAoyEWJJo2/NjtdxT/cOWebROv7uZP7bz6TPEc6V+8+SlKhz/jPwp0cIKlPKZGeDwaHYJ40xp6U3B7ZYlljfCOtfDuk0AXAh3sInV/PJpGkoNSJUVEP4g+dHuq6PI0+eCSZM8tV1RR59xSfjDTGT89QyKVRp1U9rm5zZXSD5drymylZDIjxJ6S+LOmNRmOdoVXFdyKCewKdMyNaFwi2Qx52S2VWxXA45R8WYz5HPjcv516fdFXb7y2sGHbEf7Ui4/Eil8l3cVvkl0PLh4Cvo6B3f9boGE9t4Ur1GnxEcwGISmJ3EDzP36goJ9xdi0AE4V3v5rrMUjPC2aHJ1SHVm2tS5Gole9RMzySq3a2DI+mT2h2h7JdLLbq4Mrty7fv23J0y/F18ZHt81aPbNuz55b99y1uXrJi4cBQOLp6ydLNS5L9fVfPCddvWLPpAJXVHnj5KbVR57CYYil+IAss8Wk4g24+ajNQgnpQvAUDjfMZiEkLzLqzDWIMFIqHvCF+tY+/vrt7+i6e2VgTsNea4Pp2LscVrEgfvWpb0I3v0MQuGK2ljY8bzoDpWys6kTnUE/VMWwAbTfSRFX3X7tt//B/Jd4qdzz9P3ii277v+BN7Loe4lkbuWeceyIUPzEgUQcRmUzsayvAQ1rpGfTUw6v/LTX/xek84iSGeCVvSL/bXsLDWuBZDCepTCYDvzAgjPSV4wiDM2M5ORQswx9BX+KwM/noeyh98HapGAX8gJApV//40rOJDOZosddQfNmwB8RlPcX5KExEghNM5IQoTwK8t/165B6ChBONDy668z/aED/SG8rNjs7+pl+8svfuWff/04/boFzltfBpLCeT38wed++15JsYiAkgndBoF7HpGx2jS9YOUFUAyiGTSD3XFhmtWtaYSMQPVBsO8W/vHhJ/nbek8ufZR/dDHg/jC/n/6M8zunP4F2AawPT23exIwOQO8Y1onI9hRuViAsynUdk+tugd0Bt6Sg//6XRp7iPzXvKz8aeZF/ger1XxAP6nayuPiCen2OytI0k+paKp+aC0aWTLJQnYyqg8eNxmFAnM+X1g64WD//v/IvDf4YDJriJ8jO4p7i28RDeTkGL9+i1+9Q7QdRix4KzFClxogisjgrGLJUvAAeWdKAoTfYJWR/8QVyT/ERskvs4pdkuqZf6KbX3nT+Ke68UENzIzRBpqdRC6I/q3LtlGjhbFh9kMbtqP0mpNUt6KfGb8a76ZnDh3cJt7a99w9t3PvNjRCWGyGYGxFYbkSozI24c27xRNdbXULA+t5NVuZDPcW9TeEe4DBSwgHcQkrRqXCLZwDEKQMD1uBkjA0yxakhIGoRGT8o7yz8jBw+/MwzeaGp7b1b8frtvIP8QBjiDNQKJLCcQmaKiJyoa60KcKL6qyHotIrtX+788tBjj8GfdhX/7t138TpN5+8jb57/MtDBj3RAAceCpDotGelv8DY0kReKi4e74fsRfi/3Dv8OfL8ev4+3dJQym0g780yWK+cXI/WnPfzL3XujyILtoBO+x/vAs4tzN3M0GSy7MzQfTBPDLt3ZgpWo3gfsHIygC2qGAjY/aAi51knLMMBwB6MI0xRKLW4LE1pADVLBaMXchOxwKT4/crEQhA8dGCcySorJDu9WdJtpcLUP050sZREmmDztIMnsTEgyG4u233DNpr4PLXOuWfX5QMiWaBGzh5at6+/LXdG5/s8/umpt90BfuL3hM9PNcWOToamFbFy3tCe//U7VTgf5LvBvgXz3a7q5YOGY/VLQI5LU7w+UDDw+PWVnGQow9dyqWxtE7Yyuvg2VsaK3IFJeCf0sm5BnJl5OKoXOk2KOJvFjUfFAfmDntm37tm3t1Ym51Y/eu36Af1MsfmfLA7fd9OjqRbdt+smPrlZzwufIS7AmVb4++VN8/eHrr9o8HMktWrph/bJF+dr5W686ToQbH+tJth07sP9QR1PuI4xGeO/vUxoFua0cuLBAI6oKXRoINDoYYjQyUyMYXQY9ddvA7p8yMYqZUjRz4nWgEWq2UiPU78K8g77c1ZT8EisFYCtMY13DB7Zs7c2nxf4d267sX7pgY1/3usVjCO1SUiNO16/c9NAt1xzeRbiNx2Zg/ieglwQ+3H6u4CzlPBFcH9qmLid6zUY985rV0g5XGqs73Ky6g3rLblqVxVucaN/opYJos1O4jWhJc/QXdJn1ednHklM9quHYgNkRSmihgcbNh4+8spcvPq3fvGisv2bhrqv7SDO/ZGTe6jt//+g9J1yeiV3Z5CBJ7tgzwTF9Sz4ENPdyC1imp2BBOW1A4wOliIMWVMlSmi69h2be0WuzpxkDWAhwo4lW3hjzLOM+wwNhkqH2TnDH0kWDc9xd6a6We8UP5skPUxv7R2rb/M1t61LFOPkh0DF2PkN+yedBY+S5vwRIkHy9+rMFHwLRRgUl6o1GsLciKSWN1JyTkqUzSicAw2FUDEVmp1OO4bENjm0pJUZPKVkWVJ001GSNrUoz8G4fnInZWNY1Kw2ZTWadJxJMtKV7qZlu1tHEWjPmqCKNIDJsMaB+WlIc9fDeC8ZnDYtp+IPITf6cWivTSjCqqgbzcUnUbYiR1T6iOT4uLWkD1mj3snWfntM9tmAkO7Z7/ckxKbV5fPe6xrjDt271ynXX7d11aGzRwODCefMGB0h3x1XN7fm2rmhqx+hErMfZPLHyCpslau9d0btsdJBPnVg4H76qxYt+CGta8pTQfqAyxj7jIUks8gH+ilm1npAbzRLVEJxi13JhJYEC60iD5tKB/NDVS+bl27vXLUQZ8q1tYyuL95DdC/qOFO+ne2ITvMr839N4ruo3Fky4jqCHBPGsWqMI0uss/kxaaHUiLXhKVRYp8uA844LM1CoJYN5uCiQCgYQpzz8RDwTigelbeMv0Objv+T+c76b3Rf9nPlfQ4S0tKdkNBpPIXB4WWwG1OhkwSPZWxWahfCJZmOODxvSk3eFys5uKavDFzpcyBfrBVN7Z1tqyhMLwdN2CleTdoim7KB32CrsoOMwPI/8C9MeYTP1MTEZP1AhPVUAmJ7lzGfCmDuQN3xv5wTuLgKjTQRL55dvFNznNN+D+ANezgJ4smFXfQItgCWrACkx0tZAzB1f0qCJhIt/scjtr4hvW8feK04fTYrOjFLfifwdyq5a7UrXRrB6M0ACMFFAMtYNrSzc+C0bXslgWqlwvC/hhLtOmlmNhPNrDsXSuTQKJwClBGngQ1cCDH6UC/MzwUYmfunTzd17jWXDlHfm2jtER+sJbNk5MTHwS+Gr/4JxDxXvVtxLswN8ocxeXxUg0yKuYnMJ8GVxOASzn8i7dvH3A5h2ZtRQayuT7h/IUCib3/wAwiMBrFbUuhOl0ym4o7M20jk+LQiDl7BX1txKrySN6Vuui8fmMjDAMn3j92HWv944vH10zvmx07V3vPfyR9x4hzv1Hjx7cf+QItS0yYFv4wF/wo94smRUzJAHbAoxlzbywMfmNhLFV2hZujM6aaaDWwlEzQ7UurMy68GtkwgJB4FGiWRdduuFd27bseak3uLTlo3dvHPhb/h/W7XjgtptPjhbfJSPNXcy8oHTLgI73UR2/h5tR7waEVdPxIAiq1Dz6np60WhU5U7pB1bwJ1bxeYGreaqT6aDZ1n8tISWk2dS+m81TdL5uP6n7RKqruB6ebjMRTUvfHVb7bR2Hv1yJQCDWCrlgMZzUv3Q5uB08hpB66nac8plJUY7ZSpQNymsG/OFfrtXiDW1O85ei8uYa84YniS5TXI8BnH4d7NnA7uEJ9KW5CtLhJlMVNjKW4SVjNjlbFTWqwAlYOl8dNpjhiddGyWYckSxcPnnhnoieR+gXr+5f2jq9YMTG2eTjUtzg3nF+0bvzI6sPZZC7T0ZnyeRfO6V/a1pJoT7R0uHyLh5aMsj0bBDz28A+BnTGo1kxYNRNDz0wMsdzEYFkMZmJYJaaoOUm2qyZGzouGxYyFmQUTI3+P4YOJ5sYWf1f/4DD5cdtN4ofais92dQSaGpbMJ9sAhr0Aw7fAJXFyaxjn0QDDjK1jAgdYKg+0YE7AlqZRMotzysq4zppSXLhlBAoVOFUGulHUAAzlrAyzK/fm21NrRvIgSK6672FyovjQQO4QuXb63MYJRhO4O/lrgEfEOLtI/XCi+uFqAl7hxEq3O+YY+CT/1NwX5vOWYgs5g3qP2nD8n8F1LoyZkMuPmXzqN89dGDPp/+dffX72mMn5X8dnjZms+81t/1/ETPbzNw1fzx/I37ryGH/tKCCfIP9YTJLvT58jf1fE+jBQi+TLQIPKmAm5VMwkmfFnqOJNxkTzC08vvIm/Zf6nXlh4UniE+N95/fXfFt/6zW/YOoHMehWubefWMt9awTCZWgpDd72OFvbhdkda9vt/8XZZLIyFwsD5NADq9JVlDThz5draiZgcILmYY/BT/Ml+ObJ9i3HZEr8HkI2RH03/bssOe8q+ZBHKBADqToCnKr5C3kd8JUIai78jY8UfkqjYRj7f1VZc3UVxbT//FNEJ9VwY5A2oC8WvP6sVhwC+1IuJlOxHUKs1zPv20EBywVODEU9PANsn0kod5WA/kNyN9jKRFKfEMhN6GxXL2XRPPwFB40VXAYvvfeh5w68JON3eFB9Z2JkMN48kOxeOkAWZRNtbg11ttc0/a8lYBGntz5tr27oGf76S7aVnzj/FfU9oAJsrzGnRB4FuWPVNi17A5nwmvUu4870bVH/3KRLQ8A2zuIw/hZ4bZRoVX+GMbE4rIeq4FYQQrRoNA5L2NLYroNgFCczw9VMWCwGePokm52U7qFQX1Z4U3Vy2g8BbIpZNa+gi8rHhzuRIcxhxjTctH1mYr23++VpJsGRafkYRfastkVn580Hk9U0kQM6QEyDHMhxCKaDGTE8aBLuRGiGyM42CDMUUmDhYPsjlge+oYgSqo+opSU5QQJtcA7G63VJnbSKxPHI1vJPOaKK9LbSwvY3pbBrPE64DfnNeJKKn3ewSHEdy/pxfjJUH9orP11x7bei2iBbgEzZGli2L7KT3ZDx+7sJ7kvd/z3JmL36L3VNjev57kbVrI/vUurE+tW7MAjsdvJVSrfVsTVVmdFsw4jBAIw5TZno0OWAygmNhYcUoitlUZuuVuTGw4dUeK3OHmZxsCdU01Uy/TN4odsL6bjt/Nfku/xxXgxEFGhXzZahBF5SQ84KwvaipBKKN2Zy0dlTQmVpL1RBmWg0hwOYMpNFcQhh9aSyLoE6OYpGojYfZKSNncnu06E1lSwxlEmyJ6SDb9m7tXN4d6V6ydM36xcCc3cu7tu4hwrWPGB9+2NiebDt6cN/hVHO78YH7xYdwX10FL7/nX+DqwGpiqxfW6mExYycaOKutVfZnFFGPNS60klCH5Xi0I8uTLgR1FFc/4KoL0pperOvHusIgeOdKbRgRCKtrL4GaVOwsAZsdgO0Vq45DeGNYZuhtEK9K1g0P71i5dTjZPT8779VXayIkJ6b96dbPpz68fOOSulxf/sOpT3b3eIRu5IkMt5tM8/O4EBfljnDUjVWiehayK9hwEUBaRPSsEFagXhJ6SFi85TSyKthaWumnw3otaVIEKw9NLifASy2xCMpHbxA+jUqTxK6jBV4gIkULK6pOdOeSOeo8ASvTRKGYpKE9F+YJuxPRzHgysTo+3jE8t2t146pk0+rG8c65Q6nx4QU3LFhww33j6Xu7xuPj0ejq2Or0wpHMWHxVfcM4Sd2+fPnty5nsjAOiFv4UeA+HVPtBa+2TXA4OlskM7IdVbOkprw9PKLwhk1G8ehQ71KlwnJHdacp1pnTB7sDlsltBPorpgsNOi0Ik7J1LUyfD7tCyCiXVh8vDaqxx4eAnvkAW5KGX9t1xxx1zb7zxxp38qeIpMl48lVqQeuEFeKH7dUbmiyCj1Pg/aCNV4suG9JTIZH8p9i8JVP6n07vIlcWP81EyUfwYvdbW8y+R7wC/NsOKn+AKbrV4X25KMWnTjXa2zKWVFlhgJ8aYsEyvxamkAKMGjCnguUZYchptcqIfRWg6fsgsmOzuQCTW1J7GtW10Kb46XPkA8MUXOOL0+hrpJxhIKjfA1ThSpRGuVv4KarVv0rC1vm88M5TZMTqwoX/H4u3L6vtH0/2ZTaML1/VNLNnpHL69f/7Ng/Zke0cs2dpUPz+3pCsxMLg0m2xLxZubG+vnZZd3N/YPLiUfA1euOZfq6Wpi8pc/Tlr4V2kNbQploWzPYPAG9SCN4Ti1GA72ppkIjaWolbOalNOc2Ygv7vPFn6Wv/H1Rn0/7R+viHuYL/Pc4I3jzCe4J8A2oUtGdLYSo46pX3VidGj+y6s7K8ZRSB7wXSNG2QRDMZtY5ZXZSyzzMGsXA4MPyKPiA9gyGwSFUJB6zAdIXBKvo9PqjceqB18VBiESxVPK0nrObXWFaUBpygWOZx4o6uaxZLhblPazCPiqWL46mTg989reffe6G6296cM/e+x94I756br4lVJ9szmxLJoLtfUNjZO5vPwtfIfd9+yMf/u5H/tfYpoZ4qH/eLbWxBAbNgB4HYUOe4d/iarl64MXb1b7BiBZZaNKdnYqHsFlQ9maUuP7slEfHbQDcwWGwoRRqofIfGbLBifkQNM4wCtKKbArSctJsCUcQv4RUMNpCedrDIQeADE1ABvDMAhj0ROdGMTtV37mPlHVzlHIjiC4tlNfSIwf3bFnalcsPOBePrBxxei31UUPHlqGlNrK2+A+dbStaFj1AJocWJrraA001C+Z9vaHWEDWAQzlSvKu7m5xu6ViGtaAj3DzyCi9yBrDkOXeWdpLl2NvIM7G774456CtxNr8e+MZrgdfZmxon4/6SfJNs4fRYgc2MVq2LjOpGAzXUsfFHJ5Q0iljqwIplJ8ieHGnqPnX9n9rDpePGuGm+i/8h2C8usGUaua8yzp4SdNy9dLmmbOwonJqq03GHda2FcB0CFcYu41BabkxNeek3iJyg1uwMk7vh3hH2W10a+0GjcMLPTvgrGD+JMR1wMxSsxJEjkoJ9F3IU1CcqHL9UcNpqWIKsIIghGkAJY1jcjgXVk3pzkFMlFubMZqp31CIVrFHxs1oQPzhR3iyrLx27/7X77v3mfU3HPnfo0OeO7Vt+ZMGW3jV1jfMW15G3Jx54YGLXPffsWnv82F9cd90PiH3lXMexgwc/2t5Kc4lPESP/2gy99WdZYneG3qYyeme8kZ/zT6WYLlhGXiP7Yd9grdI8DreDHUSEJ8UShqxOCduArKyWFrMuWKcjWcvqlGh1jp6rqlPq0UJx0WXrT4yPz+1fl8s0N3WmVvMbh0dH5w2PLj+0qSfb3pHlWF09R/sZBZCbO1TLhxgwRy1bMhi3RQ2po4UhOjvYNnpq5uhFE+tIsJ8BrUUDdMZ0wUZVp00AhjCDWrVRtYrdS7inWfAY9195kyOW6T8257HH5mSzrNXxwx9mvNxHBslaoI+PG+RkC3hyOkodHqnjp4kULF6RKGCSBfZFgKb3LLS6RPZIk5xe8pWX0hvEDHalqZX0fYOr80s2H/+eofjrwezSmpZ4Xxf/9KKBdPbANS3x/p7VPf76JO0baCK9ZAXAEec2cQUzijQTyPpalO6xFMp9tOt9M21o2DJT72R1z7TGN4UGYkVDWj1KLKzsKrWiuVU9OksrmqHUi9ZU1zGQyu2uN3rjc1qTvT3B/tG5S9qiiczahWPkSLijPQnGVLwu3hzpGWir7zbypt7m3Aj378h5n65/hb9vb/d6Grs+nyW/ha8EgFMKLrTt7ZQtCi5Kehdnap0JRrF8IQaj/Gk1HkUTJJgvFIjE2txloyS78rIFDEonrffTAyWc+AkL2NICfxqbAmXFTEcQ4gfyO5pXRPK1XR5x/s4lEcH6Df5M8dEbhzrJtcU/W7PJ1DZ8sI/MydzFai4yau36ArUTyEizcWpoRTazejuTc4qjEhH7eE3MLcZ9RiMvRnP53uojEsb/RamDbDqx/0fZo9kjR8m5Vbvfe0AUVrz3RZG3kl2Mb7cQG/hk1+AEjTKP7DKaYF0VbTukqdSzgTHVCPdj8Ctd3BwO2Y0WYbgRjykLk6IWBj0wHK0otyDwOuoy6SSJdWf6e1huPZHMgcvEoqM6V6i+tylpbFvTn0r/nSlibwq4yZFx0/ymVrzvKOxBA/8m6LYaDosyVG1El1XQlTecAmlGP9yc3c8/tKq4nVzdr9oG56fJz2DvGDkr2OrbWIYcy/lQ3DnRj1LFXYDyjY3F99EkwoJiNL1tRCuOcEkF0YhBfdnACkc5xevErls9Z9CmA2SYr8p0vJaNOLh7w/orr/r8OGj1by24dWThwPAIee6140dfu674Wnc371y3cdP6tRvorJIKXT5IwI3xiurbyF13xZ555iP0ddNr36B6nL0BnqPnC8JmwNMA0jzIfYL1U9JauCmLI4B9IO4MzkoAh6LgsGjuxaQhAA65ljrQlYK4IMhkZxr1I/oErnTBH8A/8XthpwXoBIoAyrsadREUgv0TAbCOkE5qMzLKQIMEZoMNKUYweYTbjoZT2HLh6ITGynZRuoJ3k5OtxX0keG/nLXfp23K5Ln4LW9LpB4V673tvTsVI1Fn8n8eOtV51FafifkjFvYG7Ra3Dd+tYLeCUrc6HJZw2HGTi09CNlqNbyzzPQq0TUav1AWqxCtRqpeexi8XmZsavGzuLLE6hFq1eFsyeDTkTmU3sl6M4UKYCepYwFVCJK/nLCzUC4pwEnNdTndDE5bi/5Qo9uN6sNxks3Ob2Hh+seVdGaYY1z6QL7c2IWnvK1DoVE/AzJabDFmZ6aAYVkgCi9F5CfcAppQfYoiM9lWVs0ZkuZHvwqtkMsEVPFg97moF2eQw4IFGa8kpPPdAwkUSmaG+GUy15qoKmQAW1tqGhZJZoXEJ+v6poFuZJXkI7fYQR3FbiKTJ4MXVVfGUWLqN2yvkM+Rb5PhcCqh+ikV43yJFYaiqiSlZWY+UEl95ZqjgFqT7pNTXYW6dqWUdebWqqgQldWnqFXq/OzorQ3QEW6o3EkF4xN2Y5RS8zIfzdA0I/yXg9dl1ZmZAmcWLRiUS2J9ETampvCmEzXnLlsbFNnwr5vDU1Xt9w63Bzck6iszfRF4+HU+Hm7qWRrat4iYbQGD/RfjLhGI3jObgXL7ejzDlbR5n0H9xRpugwlGW10+hIeW8ZiE2xor/scL3iKfWY/U331mgZ7jf/P477VqX+r0q4f3Zr97Iy3K8D3O2g2y+Gu4Pi7pzB3T0b7p6L4u6qwl0q4S4B7lIJdxfg7sBXPO+UGO6SS8Pd4ZRcF+ButFTgDuIX56gI5a2Fc26P3Ba69lpzqcNQ8O7cGVm2bPod8kCJBjuBBn6wMn58ERoEKA2CGg3QcMCubkd60mb2GumcAhlnZNXORprwRUlTU0WaUIk0ISBNqESaGiBNAF/xfDDESBOq0UgTCOJxNWmocWtz0SIXkLR03EGJUD2VKY0KivXW9dctsISD8fr+0CJrJOicIV1wSXurtLi9bfpfaJsm+O2Mfgtp3MsNFPzORSjopBSUShR0pOQQGCXiWdlXTTc1OIa2GJZ/BC104tgfp6a7ipquEjVdQE1XiZpuHCGGr3hecjFqutwaNYHP3LO3rJayEUAtLVZXotoCGq5zAK1yLHDHKGajgTtktpMshFei2ceozHFzYe73lyd1YONN+Vn0CvSIgx5p2UWVdDbw+r3MJPc60YKdkthv0gwB6/6jpVTQW1YlptT64TebU7JSzVYutRIqSRMl47lChl3Rs66nZ50lnA7XhoIlYfapsUxmLHO8u64uVBMBPY3K+ie0H8LNPcyqFmQuU9F4CjbtlN1pVfnRDids6Sm90VpqDAU/X+2seyX0q5cokVwdsqkDx6rphHfRV7PCmw6IojMhLfAVmcnmooPp8FX4ApYRYMt9JS91kQaxwQ82izvjbVARJxbyrFj84vz/9faS/17811Txn0c2Fid4raUV0XxQ7SuO0L7iBOa5sNZYjmcqWovBAWa5lWR5nxnmVnxGNgmuHozzIZNRsIO9VRNj8dxIEGREDRZIF3y1MRrO/KNVyqLqwiVLTl0HqWpRXrgbvbqYj7p4hms+WNGuPKDrRS/PnaQu30brF9R+LPIG2CEWNg/p0h3DzsvoGJYu6BgmoBlnuoaLP6E2AaOzMMRsgv8bcLxN9bMKh5/pZw2O6wAOF1bgXBoO92XAgb65CfPtVhfTmxUQUd1ZBtQXmeYswcX0JuvNB7gWUulVw91wacgQMJD0jgpJfzEwbSYOtKlkofOuVOFPk7CSCROWbuBNlCasib8Sfq4qiVKGyFfL8ykaNrbyvArN2XPvwJpjbiysTrzR0w5eI/UWscXHVApRYVYsBrxzpI9yzbRFbVJ+v9dx43Vg7XN9dNVnrnP+D0DjWlh79Gub1WonozaOS2Rz53Dwlhl0fYEn+jwliMAWES+rZ6u3oU+zd0zqtQXsZyIS1dm4gkNaxTHtnUvhsEnMW9nTWkmmmrNSg2koUTBTr9YAl0WO8K6lul9K7PG+AH3XtCAFQf0FaOVXZxVIQLXDai+ASxNndcBFhMNeADnKZtzVA0TxlOykBW8ugKQuXXBRr90VBSfUSedEOTHe66JRDBwAoTTSmhoXm/ZAJDmQl+vUuo5sachBK5HcM2MOsOPJv75s1sEDfWXDDk6fJks6SXdp4gFZUjxbGnpQLHaqfaVpsCkdXJ22O8q6krFqhtmLk15XGNg9pEdUtNlAVc3KDVXNypO82RlQU95V/cqKNwRoOmnbQ2CW7uVqo6+8mzlcZfNVdzeXLD/kH9rnDDyOuYMA1hTP0ukcnK3TOaR2OmOHr9dPlc8f63XGXVLV77wdNt4FPc9kLUrv/+uwHYXNfCFsbSjRNdiuo7DVXAS22tlgC5fDFrhM2KgkqAJvmAmFCyFs0WQ7g3EnhTGOdsYFMMpRVuVWm54M+aPAv5hbjqe1CEgV6Ily0MOVoCuhOmBYLybW5PBFEani2iqMBqsY90LUOkqci7Y3w28hxa8WMLx+NgxhEWIZJSCyfVmBFybBQhY6dRdL+KNwGK3ENuRDieymkc8IdvnIUVdBcNkvq7W/uhSgCttlZZrsQkyj5SoN7MWj3APkS+QfQconOLX9AdvkjBbscqR5M6zL5dRAJ4fVM0laAYacc/TWWxtvva0RXm+7dfLW2xK3wb9b4ZXyyF1AwxY6q7eRhNUO/3qgoLOUfFfHzVDdxxojUrIhpeZmFR8Q08dC7ThJOkZYBVhypmcU7Oavg1cmYc+oQcRj0UB7RvXMmzO4W1/sv+KXP6IDKiTnpFES3a36SSe+zXwAX3XjVycD+KqfDOIbfj1S8b3JRvy1AF+dGWgBIrTQiHVSeWzpnzS6A420FvcLeqPTHQhGGstHWigxHwphjMQowQiG7nyWWJntjFktorYYoqmc8/jdaE67WbAzOXLyA9FEPNu8aOzkDc3RWLZp0YqBvc9EIjsOPxqI7zi0F9fafKP9tsSz1z/zkvmE/abEp69/Y5jPG58sLjQ+cfKN+WqM8hzfBLIPozl9s3XFu2friveoNW4Fq0NiVkRVZzyKuVJ3/EEQvpUd8vx3NLv5P+L+HwQBW3X/z2n2Mrv/dXB/7+z39812f//M/V0XuT8VpSUQVjEhWgXFc0yCon5kcCwEOHxcBPO21ZAgIOGM4gIBEwQBU1cOFooSj4X2CqENU2uh9XEasOjLBTwXGWFQLTxKEG8pExtVYD9dITN41usOa2jibBd2u9tL3e6OP9rtLsCqaR3v86h7M9P1zgtsycrmlJiBZ5aUzSlh5TtgDeIYQGwINc04OWj78pZ0Gms7EBADiz+CuLBoJa1gw2XqcV6JtzS9q28HEWcGlpz41g/u+a/Ltj7Ncszn+AT/FpfC+iEKgU8b4dlGHZqZOdspWKSUk5YpqunCZjaLB6MvEVo9wkZtx1NAnCDG9G1SQRdtQ23Q7Jq0+Gpw0rYsYjyOU2o4Wkwkt0kF0R1UG5K7tdl7Xk9EmPGye9A6zXajlQqiwysd2LVuyaZANBpo6e9vuWrF4jZfsju3oKVvbku8Ld6XuYWvu3LXknxNR3046gq2xtsWta+4ItzsWzA3kU809sbDnZGucKzr0el/ojzLesvfob3lTdyt76e7vPki3eUtVd3lU0ZrsJFi/3+ovxwFw6V6zJvqT3su3mdOnqdt9f+v4n66/pVL4H4rLa8o4X6O4t7Kfej94N52Edzbq3B/nuLewpCf9PmbmqkZ+KfiT4XypUjAMzl9CSrcvG9fZO3aMjq8SenQzX3mInRIqzNr5bZ0oQWPU3DcnZ6dPtmL0KdnNvq0pRh9Cj4/G1AZA9u44OD8pfJCRiJ8goPSAsJFbrxsUlVZ0JeiGakypy9BvPsr7GpGv1cp/dqAgp+7fE5CRspklCbQhql0FdnQoG6x0MLhGQpOph0N4Hd0wPmOlJK2MJK2JFiqo0OaFIN1GF6W09peuwQxL5OI1br1UkS0lanbS+3BCtWr0VAIqTTswYzc+6DhVCfLDWRTU01qbiBXRcqpDpYN6HAqafithf1WQVs6UbVDJWVa+gKQMtnU2sZGLF+KJ7OdYPYmmlsateHLl0/TmYD/paiaLo//X4ovKzIC6t4WdLyPS4JF08s9zxUakap1GaUV/JIQ272YCsCp9z3pKX+mEakKPu6U0NVY2s55SswmIGYTrWKn/ZZmLLDAItJu1uKtzIH3ptLmTgEvWhtbkRf9roI9iltb7pYKUohOhffAdscCCBy30YqDuWrD0aZ2/HZGkj15AEilcYmgajUEbYetHGaRSNpJibiJfjhubEAXo/36fZtumockvdvv3ZrbMcEXn9VvWrSyv2bhxOCOcHJrP1C4P7trjgN2/wCJCffMW/Xw2Nru64G4V3fl7/yAy7NrIpscnJPu61q/vGfuNV3DRunrE6wXLEJnn1yYjyD/GfIRVWNUBjaV5yPWXlExUqVbKM9HbLI9gHzDZpW8Q2eV1HIH/9i0kvBFppVE1Gklz+O0kmDNnzyvBFX/xWaWtIHJc8HcEjKIls7/P/EBM+ZCfMxovWj4nKP41JUiyBfFp/4i+DSo+Jxm+IQZQpOAUC3lx38PRtQ4uRhSBmaYXIiXUbNHdCpur1Lc6sEqfeLS2CFyyYxSCzo0lqZmaQWqGNyMWM6qte9KAg4TMwRAYzWEzpwpwGJWPI1ZWZx0FG1Cot34758K1SrzYuSQytTlLGtdmacBInD/g9YSl+VXyKXyNE7YEnvzdIjW9GNs9AlcJw6vv7/s62BqIw6s2JWnhckz1zmPDeU+4MGKPA15H3kaC2OGjXn+Hrr60yfVawvnz8O1LbSnqCJPQ/6deRp+ljwNoVRfkw+WNxtN34cgqL+oszt+xv8bFwSqwS7zV3Qn2tSxlGCM+G1sWPCk0W8zlkriasyl8ewedeZYfQ1KD71VcrFAeyyMvOVB4tCBFIrooo4znbKQo9I+gYEzEOs+2tYnlXcaJEERDB9ZNTHkOrC0ZWV+RLyif2F8/pOHr9p6tH/V/OVjZHj70I933bnyk2uWu8frHZ3e+JLIgmPF337oydte+vTuO663X6XmWn8I9r/ENWhRAMzZ1NGBm3qM0xT8dPA4HDekq6enRC82PYWWkqKT78rTKSpTek+QVo7KJhw0zyl6NuRC8dfSL8keNn/+wvkqQnX2pmzeir86e1M5f4V/TDPVBXUOyzt0Dosfn78zyySWwGyTWILqJBb67DSP7zJnsVDZXjmPpRX2Y9VMFrKcueL/KeAbhH1eDZ+fucsl+M5R+EIXga9mNvhqK+DzXzZ8TJNUguhgMqMaSq+mPkpwvknhjGEnbgnOBmRjH7BxTboQxGOw0EBplMEfnw3+xgr4ay+An8a9wWiVfZJcezFsqni4Ci17FRtX4xcreZw6Fb9XKX74jLwbZlkJXIhoRvGDlIykq9AqqyzD7FqDhTYAliPLCg2wATIsAaboqrsUgT494I+v2wW6rxLTUJnKu4DXKt1CjCdzY+SbfDccoR7Ic3SczZSbPaHFkpoS2RHruKPaQH8Gm4/VB6g406oCwJY7Q9VTWibInp+WPaiFNHV3f6klhA9reZq+MV66C2h9C8uYkQB7nhROugOvVA6rnBNS5zJiQQwmepjw95rpk24kNdETVbPyiZlEj1PC5I7knCXRQ+tDaaLH8Ytv03yO0zlpdNJEj8Mpln8AX3XhVyf99DWAr3r8erjie5Nx/LUAXy1L9Phprgc+UXM9YFb5A/EOLdvjgN/C8YpsTxRZA3sbOJrCVMxcvjzV47tEpmf4xO5QXawrcey63cDoXYn8QP/yD3oDo2uvlQKjaxYT/c0Pi4ccRwe/cPMjhmOOa8O3bX6iizxjOFJ8Xnf04MMZaruwuTzvgC3kwWcNXWQyj/dyJvP41Mk8BYfkpub7xafzoKgsn9CzDOR45ZQe/hsoxv+zwLcW5HgVfI+iGNfgOwfw+bWZWrPAF7gc+IKafpcwjDnlcLlp7YBisVJheGl4qWgvBznB5HoV1I8wsS6ocL8KcKNPcOdFIEfA6zKKR0QJTweFMzQmXQIWV/ksVQhNRixGo5rUTlEvoQLDqJrSVhwGFqqtrbv0OlSLvnIEO8vkXvXaVNr5bIbQOzSXOOsUIXdpipDn/8gUIcxXVU0SGsZGxMppQmpfojZDjs2n3cFdOJqWPsa5NEEOG+N4R5o+mqZifhztoLWU5sfZ8+XTaRVerz5Yz18xpTZIqqfUbulhM2r/VjilDamlg+TUMbXYXUvp+aqak/zQhRS9MCfpPDNLIlIbbl7/PohOM5YFXg0QXGwB+Cq+qVqMbeVFfNWLUsk7I+fPCYP8C4BpFG157BrFhwqyB/OFtKIEo1amUI+j/m0eQRv1z57Qp47WD6uZPnO6YAvT9mIrVivanKZWmgUM41Pn9ILR5aGPj1JHOZpt6ND4w2XT9BrEBh/W/RrEBm9DxbPoYvjkgg8k4+RRsfjSOuPLXxa2kbXFHfEEln3s2DgxsXHnISwAsKRXKOmXN6QtLzx38rHHTz722BPMzhPW8T6wRRu5Vu4pNWLszWAVBmh+NvdGzNBnbDWnp2yJoMD64Wj+hpTcMwyC2OAwkcakJvbBm9VUDj6AUBGC1CFT9JivSboKotPLHmtZsLqYYLZFsLPL5fbXs2kJihlnWMVcBdKgp2To6VYnWlYGC5JsOof6FEaDvoGNcNx9V0/2FgxWfka/aYQGK+/P5e7aXbKgyE0kKtwzbwysp9tuo0HKK7NNg3feCXbU4cP/dODQBgxRslpHnhMW0udgBFGSlGe0sSglkFFsIk7Q0Z4u6bDQAjzjTF4Xd6zfwp4ueemkdzUPawnwvRUVqDOJcPJupbGHvdLXkEEaT2jl6ACGTKldWmRDumj1jjqf3KDOJ1d1SUSt2MVIwvi4er07yDzwAxzcXLDbkN15OjuQ7QHWxKIWMauFQbRamU1H5fIyr84prrLcI9UeZ8nFrJgDwVVMefhTPmuCz96kn/kvmC0xM1CiibxA/4R+n3/jj3+ff079/gjv5ab4fwULu5n12WPLtFmdZYUNFhY2oEqk1ZZ6Noyne5BkRDbgYcQ+JxF3hVoC/LCz7uZ7LQF3MEifrQvX/ZJ2XTpf0DBzXQHcEfW6NJ1CWDuTu/TcSgcZoxe1z+G97JpuuDq97vnD3Je4pXDdpPYs5j9yVf8sV32o7KI8wko2Ulj9WJ2IVABJohKC8klAowVuCwxruS1MkZXIgtkgXV52g70gXUCkXNnxmEawp2ahnLuMhhfARYc+WjMqynTibkDDGl07B6ugoXCVCIAzO630cYc2/wVEzsxCmuOzEL58CRCu84fJRroGfm6EPo37T4bKf5lQPTQ7UITbzv0r6SJ/Vd7/b9bNMHOp/9/M+v/NF/T/b+/f0N+/gbRs6Ju7oY/ZDlvOn+N/QZ+v7QBM16iett2XyahzBRSzK52ufNp2oGzQgDrxaMrGfrNRf3DKyxphgxUPD61+Z9MIimWv7FGiNWWvrDcGpIed9s43cJqoZPjhsyxQmNNIm44uffl8HG0yzuzXwHpJlUyla5BSqaTWl6925CMcHfS5BfjcHrAKI5rBgbX1GCmc4kjEZGuVPez5yz64uI6ecLFZJ05msPNnFEN9Oo2PxFWcfjiI0ir2EM2LKXY9rf9CGDLZWC4zMxq3QYzhoNcISee8qFY7rPNXWhd5PrRjeX9Nd8+fRQhv/f3PLD+0rPvEUN/Gr4ff69rWdcPtyZa61+DgwO7s3FZQNWg/kU6B8H8B6x3g7udYU4fJmgGYdfSx4OqMIHz2t9GeTtOCasMZ7PkY0LXO/kAfNTA9FWAp54BT9tefkXAaYA2bBuhnRwFaADdlo7+xmmyc92Zmz33VngdUQzLsiRyJrBATYHsAxMYbUq+78/v2znF3mPndrVfzJv6Dzc1sChq5sfjfSU3xQ19uWV/8BfGu6voy5RncxDbehh31ZfOJS9MwqTbU9C3TGV1Sg4R/Mv077VkAr4MP4Mf8J5aMyVJm9scBuJk08NHWBS8dJ13weZE4PuxX8LJSWEmdOuHyas+TktjzpP7IQwMapJjEHhswtmLRYu+8nt4Uqcn/M31uwMDCxra6lpZ10+fID+mjA9hsYb4J4K7n9rFnS80MGPZVQB9i0Ncyrqyj0EeM6CBgJsmtGonoIboj6LUYapiPLrGRSD5MYuO8DKMpXw72zLj1rFT52INVY7lBbQJ7X35Op/b0g4GFHvP0B7rEFscOfpkH0GGPQfjfsUuElnjaY2BkYGBgYnCyTJk5M57f5iuDPPMLoAjD+TWsq2H0/6//5ZiXM88BcjmAaoEAAHEMDXh42mNgZGBgkfr7g4GB+c//r/+PMC9nAIqggNcAuBsIYXjabZMxa1NRFMf/516DbYNGSiFGJKakagdbolWLWNCI77VFUjIoSGmqQxAKGilZHOwgiJNDEF3EwUWw+AU6+AV0cBA3hw4ODo4iCFbr7768lFAa+HFuzj3nnnPP/z67q1Hxsxoc3mHJXqjpKhqHc/6xVvyg2rZPTYs0DVXb0HH2msRG9kRXQo4b0AN8Vain9gych1mYhwU4DReTGuSGM1IW3bCqfks33KiGXEMtd0qxW8M6tewHdpX/z1nnoaQMcS37qpbP4n/N/jvshdTOY4+pbD814p5yfkk5f1QFt5+8jDL2j72ImvSMjbETMG7DKrpB1lc5e5M7zMIR7jungm2p7CL8WS1advuPfWOdU9MvUQu/myGWvJBjq+x9VNHuUfOSVuyLcu49Z3zQkH1WztbZizRhD/UmzDPcP+kp+FMN8C3DHZiCsRCLbdBL0Zeoc1P36TlOdEAD90h1O0H/FV1LfB3m3EnvFPp6Sw3O1V9qdFTr5aNvLeUkGjST+e8Bb0CJJq6rSQ/0KHdhJnnmu6b8jh67qaid2KBJP2iSaLcAYf574C8zr82uHv2gxyEYQ5NfsO0m8ff02E14a8GiST9Bk0RzrOed+WfEhHfSYFa34ZPkX6FLz57lo/kOL1PasAFT7IXvISW8KfcbDQ4qhnrCeh8d3fJzaEKuXScGwrn0OYkesTvAepo3NKPCf1RHjlIAAAB42mNgYNCCwwyGBYwVjH+Y2phZmHWYA5hLmCcxX2D+xyLD4sFSwbKH5QurG+sy1m9sMWzH2F6xx7HvYf/GYcThx5HH0cXxiXMKFxtXCtcirhfcKtwR3Lu4P/EI8BjxxPDU8ErxJvAu433CZ8HXxveMX4zfh3+WgIyAj0CNwCqBa4JsgmaCUYJFghOE2ISihGYIfRIOEp4mYiNSI7JD5I+oiqif6BrRd2ImYl1iL8SVxNvET0gISJhIbJN4IqkjGSW5TfKSlI5UitQ8qRtSN6RlpOukH8mEyGyQuSYbJztJTkpultwOuQdy/+RnyG+T/6XgptCl8EaRSzFFcZHiGSUOJQ2lBqU5ylLKU1T8VPaoWqnuULNSu6VeoqGkMUGTQdNFs0PzipadVpJWm9YWrR/aKdpXdJR0CnQO6RrprtC9ordA74G+gn6K/iH9XwY2BvsMbQx3GdkZ3TNuMNExuWHqYbrBTMKszVzI3Mw8yrzD/IyFncUmSybLIMtlVmJWPVZnrKdYP7ExsZlgy2YbZrvOTsVulr2WfZP9KvsnOOAnBwYHPgc1BzuHLIdpDgcceRwjHBc5nnGSA0IHpyQgPOJs4RzhvMVFCgCwvpRjAAEAAADrAD4ABQAAAAAAAgABAAIAFgAAAQABUQAAAAB42pVTTU8TURQ90xn5ECXggpguzFsQogmO/QpKw6bBQkgKJtrAxs0AQ2mgH5m2Me2ClSsX/griD3GF/gJXLvwZrjzvzm2hTRtqJu/Neffdc+6bM/cBeILfcOF48wC+ccTYwSpXMU5gET8Vu7jCL8Uecs6h4gdIOl8Uz+CZc614FnXnu+I5lBMpxfPYSXxWvICtRF//EdbdGcWP8dHNKF5E2f2qeAlP3T+Kl/HQ/av4Biuep/gHUl4Sb1FFhaPN0UOIUxiOgOuA6AQNNNFFJFnnjBo8Z/QF3xmkkOb8UlEW64yWmRXyvU9mj6xLPlZpm+uIWnYOpFoDdcYDzqfCC5kZ4kziVdawrA/wUeDYYSTSiGW0iN6RY1AanOw92RV0pF7EenaOqFZl9mj1ELs4JmMNRVYPRbHJzBAXHBFqUqXO2rvIs8o09fMDT7JT5ZuREx9K5dbAmQy/OyV6fbW+llW61ZlcqyrY7rQlw35pTWpdMNag1//7v/wRX80YZ416a+iuucdfIw5Po3m/lvWizZ08XvH5JI8vHT2Z40uH1yZwT4bO1c8tSXfGmvF96UgPW13rdOxngWoB8+LVMMfek/F/e/w5gjtavrhS4e7lkGaLkRL26F0RB+yEotxLqzmpP2476Ij8Y715ti/TwjvSr9snqysnfCN7r3m6DDY5p7Ex6PncP24mztkAeNpt0EdsU0EQxvH/JI6dOL33Qu/g9xwnNt1ObHrvnUAS2xCS4GAgtIDoVSAkbiDaBRCdAAIBB0D0JoqAA2e6OABXcPKWG3P5aXdW34yWKNrrTys6/6svIFESLSaiMRGDGQuxxGElngQSSSKZFFJJI50MMskimxxyySOfAgopopgSOtCRTnSmC13pRnd60JNe9KYPfemHDS0y3U4pDsoox4mL/gxgIIMYzBCG4sZDBZV48TGM4YxgJKMYzRjGMo7xTGAik5jMFKYyjenMYCazmM0c5jKP+VRJjJjFwjE2sZkbHOAjW9jDTg5yguMSyw7es5H9EidWdks827jNB0ngECf5xU9+c5TTPOAeZ1jAQvZSzSNquM9DnvGYJzzlE7W85DkvOIufH+zjDa94TSDyi9/YziKCLGYJddRzmAaW0kiIJsIsYzkr+MxKVtHMatayhqscoYV1rGcDX/nONc5xnuu85Z0kSpIkS4qkSpqkS4ZkSpZkS47kSh4XuMhlrnCHS7Ryl62cknxucksKpJBdUiTFUmL21zU3BjQD3RKuD9pstkpDp9fQpXTblKrvUe89dqVD6WpTjwQpNaWutCtLlQ5lmbJc6VT+y3MbaipX06y1QX84VFNd1RQwrnSfocNn8oZDDe0Hh6+iTZ/H2COi/hdS/KFfAAAAeNrbwfi/dQNjL4P3Bo6AiI2MjH2RG93YtCMUNwhEem8QCQIyGiJlN7Bpx0QwbGBWcN3ArO2ygVXBdRNzHpM2mMMC5LAaQTlsIJmpUA47kMMmAeEwbuCAauZUcN3FwFH/n4FJeyOzWxlQhAuojrMQzuUGcrkkYNzIDSLaACAmL98AAVOGVSwAAA==) 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) 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j7Crhlmu/QWtxZM1bi/l2dvkLnlEqXfc1V9fRbAFZk+WUszO0+V2mUZGXahcG12qn/4wL1z3bL0o6UFrbpNqRcWH17ztOSSviUT9uXFXA3wnXo+/VKdnPRjjJVa673ArgQRkwt/CLqf02og5uLXmpEeDPizkMNOzGeroP06iHn2+HbBfdtaMWddA00bSvadS/dBxlvo1704QP0EGS/kx6ldbSLHqfbaC/cHbQPbgPth9tIz8F10fNw3XSAfoG8fgV3P/XRAHL5A/2RdtOHdI720CcURYoL9Bk9SzGapJ9jFvk70lyGO/g/Q5IxBAAAeNqtlEtrU1EUhb+TVzVtbawxlqASpUqRUrQUqSLBalqkpg9iKFJKaUjVgaGRNKKCKIjOOnDgzAeCDsUf4Fz0Bzjyd3Qo1HXuPem1RUrShM3di3vPXmvvfe45GwPEec1vIrmpfJF0+UmtwvC92p37ZCul+hrzRBTD1paHhhDhpr4MEZtYnMwwdH2iaH3B+pm5vHxhbka+WLgpv1unXKrUSd+tlcpkqrXVNbLrDx+sk/Mi+uR7tzNGidHFAQ6qg256tGJjDnkeDjPIMFfEzFNkiVUq1HnKSzZ4wzs+88WLM+o+JozygU0zbV6Yb967MX98DJ11uOBww+FPH8NxhwWHHx1u+hiZdfjV4S8fozGHI34d0WX11aPOnvGIx/oW5igpjgltlf3CAcb0P+yb4YiiI67rPlmIJCcUc0rWu+eazw5v61ltOqZqdRJaSzHalGaD5zMsl5Z4hrSepJ6L3j4m2uyjsduGEae3dxU4RlIr57WfzXECXko4qtovt8AM2AOKHmNc5/xqi/xAI62zb/NnucbUPlQCpeM60X4tOW7o3u1PK9A7qfvdqGuaWQptKAaqGc2MoMZ5TYfbbeoG2qc1jf6td4FFljugHmQY1LTbWfsSK5puncnh5zGcc5OUJk7//29gpGlmv8ub8Cb7JLe8+W6joSqL81zW7cWndsXb+qKc0Z7DK95K7z2fuMB32Tg/ZJcUEddTlYbT/wutbmRzAHjaY2Bh4mL8wsDKwMLUxRTBwMDgDaEZ4xiMGG24OJi4WZlZGRiYGFgaGJjeOzAs+A1UowDEDAGRQcGMBxh4fzMxC/7XZGBgkWLiUGBgnA+SYxJk2gxWxw0AkX0NwgAAAHjaY2BgYGaAYBkGRgYQeAPkMYL5LAwXgLQBgwKQJQBk8TLUMfQxzGP4zxjMWMF0jOmOApeCiIKUgpyCkoKagr6ClUK8whpFJdU/v5n+/webxQvUC9KxgDEIqoNBQUBBQkEGqsMSroMRqIPx/7f/T/5f/X/s/9H/xf/9/zH9ffvg1IOjDw49OPhg34PdDzY/WPWg7YHV/aO33rC+gLqWJMDIxgDXxsgE9TeKAgYGFlY2dg5OLm4eXj5+AUEhYRFRMXEJSSlpGVk5eQVFJWUVVTV1DU0tbR1dPX0DQyNjE1MzcwtLK2sbWzt7B0cnZxdXN3cPTy9vH18//4DAoOCQ0LDwiMio6JjYuPiExCSGzq6evmmzFy5bunzlilVr1q1dv2HTxs1btu3YvnP3rv37DhxkKE3PyHlQvaQ473llLkP3XIYyBoasKrDr8usZVu9tSSsEsQsaHqa2dsw6euzGzbv3bt3ew3DkOMOzx09evmKouXOfob2/bULvpMlTJs6YyTB9/oJ5DCdOlgA11QIxAFPqkZQAAAACEQKzAGIAmwBTAFgAWwBcAGkAfQBNAIUAgABzAHkAbwCFAIsAogBgAHEARwBCAD8AIQJ5AAB42l1Ru05bQRDdDQ8DgcTYIDnaFLOZkMZ7oQUJxNWNYmQ7heUIaTdykYtxAR9AgUQN2q8ZoKGkSJsGIRdIfEI+IRIza4iiNDs7s3POmTNLypGqd+lrz1PnJJDC3QbNNv1OSLWzAPek6+uNjLSDB1psZvTKdfv+Cwab0ZQ7agDlPW8pDxlNO4FatKf+0fwKhvv8H/M7GLQ00/TUOgnpIQTmm3FLg+8ZzbrLD/qC1eFiMDCkmKbiLj+mUv63NOdqy7C1kdG8gzMR+ck0QFNrbQSa/tQh1fNxFEuQy6axNpiYsv4kE8GFyXRVU7XM+NrBXbKz6GCDKs2BB9jDVnkMHg4PJhTStyTKLA0R9mKrxAgRkxwKOeXcyf6kQPlIEsa8SUo744a1BsaR18CgNk+z/zybTW1vHcL4WRzBd78ZSzr4yIbaGBFiO2IpgAlEQkZV+YYaz70sBuRS+89AlIDl8Y9/nQi07thEPJe1dQ4xVgh6ftvc8suKu1a5zotCd2+qaqjSKc37Xs6+xwOeHgvDQWPBm8/7/kqB+jwsrjRoDgRDejd6/6K16oirvBc+sifTv7FaAAAAAAAAAf//AAJ42tV9B3gb55Xg/DPodQaV6ARAEiQhEiRAEoQaJYoU1UVJlKzerRIXVcuWZclUt2XHTtzt1PUlm43XvsyAlO14k9hpm+LdzWWT1SXZ9HZLO3HieHO5OCZ47/3/DABSlJzLlf3OMtoAnHnv/e9//b3heC7OcaSZf4oTOCPXqhAuM7to1AV+nVUM+u/PLgo8vOUUAQ/r8XDRaAi+M7tI8HhOikupnJSME/O/feUr/FPje+L8eo7juczEm9w3+RHOzNm59VzRxHFpRdCNFS08lyayIyNzVxS9ewwfI3Y9Z0orNnFMtokjIZvVkVYsrjHZklGsrjHFSeA7u+QaEYwmvs5f4BSLILlkW6GtPd/RlfV5PYZEgzsnJDOZPvzfesl5U28ik0nE29r4h0rzOQ7hWUQ+Rs4CPIjjOq4IR9KyLjcq6DiTLi0bsvSI+pHIpowsXBnlRc4NX/KiwjnHZC6D74wkPWpgxw2iooPjuoxiJmmurd0NdMDHohMbP3JiIz9SepM4S2/CeYMAQASuHeJiZBNXhI/potcXyOVyRSNctWiy2vC9nnDpEYPZYq/z5xSdYWxEEKOxOn92lCNBvT09wkvhCH7FwVcef00IviJybUY2XlFM4ljRaLKkR+YZdeb0SMBkBIIGgaDBjBKAF5OoWAkl8YjXZoXvfHDQl1G88HdeH/6d121OK3GSlruCL/Xc/IebOW/a8lLP0T98At/IQXGEDxrd6RGBPhvwWQ6II+aACd74xBGLzwpvvOKI3WuDH4j0WaLPHnzG3/jpb+CvauhfwTlD2nnC2nki+JuRqPbLGB4X5om8gHQRJUQ7HInGWqf8J88LwgLkO3P5JDxyRvrwJukjmYdHD4GvgivDC1d5bvLeBo++wdDC1fB61HOT5/Yj4aMfWP+NDU/Afxu+sf4D8N/6b3CEq53YyTuFtVyKe4QrJmHV5IacIghjsiCO1us4sy5ddCIfuXKK3zQm+8VRiR4d8dZLJuCixoxsu6IEbbAMolIPtHVmlTogvJSV60TFAAtSaxtTmuA1aJNcioUUCkpdPXC6WfDDSheUWoPkKnq80UIBuN4P3yjEVijITkn2APf3EF8u29XZ0ZBqJZ0dXYC91+c3NiQTBq/H548S2BhGb7KzobZv8fau/q5l+3dtW7lrz/IF81a2z+pes333ni27TyxbsSDfNiPvj+9evGi748nHLAsWdaVT9a3B2J51a261P/aIjdNz8yZ+KPTxX4e9LHFeLsbVc09zxSju6IR+DOQDvBH1Y6P1gahgTyv18NZmpm9t+jEiN2RkcmXUwvaMRVQck3aQDz7Vsk+1opKETyH6SUkBWRwWwF9weQF/2SDJJqCID4hQAwSRk5Li9iBd6hNwKOQD2olAxSJHDPDztnZXR1eOCYe8J5ft7Egm3MRPKhIj74GDiXnbly7Zvu0xfvHAwGIL+caaUtub2x/btu2x7bve9z7yhQ/v3LFycIe8fcf28Y/wn86ND3xp5Q48sgP+345yReD6Jt7k/53/Ahfm6rg27jhX9OPuxi2u1ApjRTMSp9UAZGinIi8CzBAR5fraK5JiAOFhyCj1TjykpHF/OseULLxGYN1loaCkYclHzcHapBO4QbZJcgLwrfXDlzUFuVW6zBls3mQjfEdFYZ6yAUPa6O/K++E5mTIkEVfglHzK4Aa+mAs/Qh7p61mQz+zbsfnAwt4PJH0H67v/6qNLt9x58NT5OYVlhdEBd7wh3dxc19BYnL053bG4ZWDz+v5ZQ82Pzt8aP7T6oQWr9+3Iduf+c5bEwm3JUGc82dSE9CAoZ7kvUjnbxU2WqTpKAALYEnFUYEsuAG9o0lXRl6XoIiY+8Xzhif2kWVjNOTk3R2QReUkxw66R6I9dHXP5vN9BRGD8Vj4cmtOVWbW4t3fxqkzXHGJ69oFTa3rye79S+ulX93T3DJ3C84XgfE3V5xOuKNby+YA6YkMqHxU8Dt4Y0s4UwvNu2/NVEv3K3nzPmlMPwImHehi+ItlEnuF/wTk4zp33p3LGvN/oN6aMqbyYOOc+4j6feGDvlsX9W3fzdTfNfujhOTeF9vUPn+69Gf92GXeA/Iw3clZuNYfqxZhTCEgXPSgjgjKZs5jTRcLhWyKYgYS2jGy5IvNZxQxSRJctmi34ndkIP7OY8a2FAyluZ3TszIFAAAEIImDZo7c8+ugtxHTjU0/d+OSTFO7GiSHum9zDcO0UXnvUoOOMOnYJoIgJNDOcRjEJKHOssM2ANvmGTrZ7nKSxKQGaNtD77LM16URrJhGb9Qics4MYyC5yM6x9As+pEPMYPnDpFQ52tuDGa2jr3Bn3dpAMMezZg/BQewHgMXNNVdaC9oaAMVBlMaAy46rVv6r6NbUP51s/8QiRhVaAhfO7/cL6124dWy0MB965G3iyEfasGfasEeTZKq5oxItYBU2SCXA1F+Mz+5hspgJL0dvHFDe8mgkQhDeCsNE74J1gQAkkWkFmEx2npzuxSwSoREPCJaJ4FmGvNd75qxMnfmXq6i50dRW6nyWbX/q70l9/hvy+9G93nSDBO+l65MBGsMC+sXC9XNGAEBlR0WTBzEKDyZqRTVcUwQ5AUjUv6GHNTQK+NRlgzW0Am2ACwUBwqdz5nJTzxjtzkjH3o0MXS2v+5nE+fc+4vGsX+cdNjG9hu5L/ATTwABcWrXg9E1CARwq4BLAvrDxqMG9GdgLVbWNFpx6v5bTCtUBkc4rJSm0w2SMpeieIY5dL5gB5tyZ/4sZ4pypqjE0bLu674+xHSLujtGT0ZKF18Ux+9cFb16564aEbtyof68vkFzGYvBNvkncApjpuE9O3qGyLPoRJEsZGLeakD5SKxTQ24k76ELz6jGy4gkpUdqBADcAiNSBwZsq2tbBK7iS8cwTgnU8CgKvVZprkmfoECFMa2F6qNpMJ79KZG+cMDM90NGXn97Qvn79gy/DeE0sLvesfOPLQUN+CnvzhzZ3Zlo65i264ccncdXad8YZlG48jDnWwjshbDu4AV7SjLkCajnI6O29Pyyaw3mBZLdmijm5rnQG3tTMj26/Atgczd0w2Zos2O35nw91vt+FbO2xrsI0Vg0g1hoiqgqkITtFxdNXR+gE+B8NH3fN1X7752cccB5YvP/nUDeSbTaVdzz2386mnKJ0bgP8J8FqAO8MVazQ625DOTqCzy1RjAzq7TLD/XJTDrAhlMCNbryiic6woWvGoaAegRGbHeEGChuAVd4JCLFRdjwgmVw3qLa9LdgCgQo2EPCKbJIV4GceIVcsBq5CUgGu86lKA2lrROTh74EBrejO531kqtXXfcODBw5dW9/cum3vGT/Zve853x41774H93AT4WIDmfq6WO8IV3YhRUNvPwNaj9pgbzRE7cI7BLSDnxKk4qQHOsWblGlGJIPDAPgnUvgDoiEmwuxF4EfS0Hjd5LAiocSJwksENiFgLbL/pkelR6zLLy1iGvpXPa4g1PXZu3dxcumP+av28zUO3nN0zb8fMyDnhcK5jy2KSL343vSpyx4Hlt91y030dm45k/nmw9z62H2ZPvEV+D+tkAHkKDAO8hMIAOYjIxoxiQlYnHOUDJk9Jiswmny797jgx8IO7Now/Wc93gwSsBfqIQB83FwFpfxtXlJBCfqAQuh9Kg3GM2qpAEA8woEeUo7ibVN8m6sRDSgDNMfg2iV9ZnMxsjerg4jzaYqOSzx82IsEsKBY4pQGslMuczuIIx1X7hKoPSh2jur5gljD71QDv/PguYag9t//spm0nD91/4bajp8/MOTynb+0az6yeJbmtuRePzpp189D2zWu2zl1wfN3RQ5uys2ZnujqjrX+Y0eVrH2jKtgEv1E38ku4/NxdFKUJZIAxbzpxBwSFLGTTViRyrQpfiZgAOroVXD9BTMSMHB6SiINmY6Q2yQ7Gj6R0GduAK2ppTkZGqy6cSyYqZRa2ruvv2Hhn+/DdDRB8jhHRuXXvoNMi9TG52bg757t4zj97x999p37zgJbLorj1985fv2rqw7DOTt0EHurmWihYEbaTYUQd6EGgQHqgC0ZdATeidogmlqTpxsmYk98YzmXgCVCTVg0P0elaw6ps5OL3ixMv40ASQbVm0AsBXUfzXMQSE8uU0k2CAXbDKMuDXla9JuD5uP3kduBJUnLuz3m8nxj5yYkbpS2T2DOK9/dkt953fSf31ZdzT5OfkW9RfD2rWBPKjHg0Kk+Zz54Hr6+GxjDxR2keeeHrv3q/v3TvlOvkWktd79X1kdulLM8iJ0vmvXbx327O3P0uvEwGd83XglyBI7gOq1onqVE1YYx4bCSZ5VdWEQNVgtKI2ZKKmOjosXrQNbFTt0CDFZb4mEk0kcSPUSrKbCj8zcFAwCq6J2YvsJNdICqcvVJSlQ4iQZGfHXB3TRe4ySSMbz+6+ub6zs/6OQH26PtDS1F8IMuryG/dt7ZvRm6rvTAZjqZ76ZLDeF6/vLTVqBhDFbeZEg/AFwC3DdXOPq3shAXuhJaM0CshWsjWnZPXgfmTlfEapQW+tQDcG+iT1DLs2x5jcJiod8DYE6ickKjHkB5AAM+G1ow1wFmoSjS0uxDkkKU4HoBhzFa3Nabp3XI0gI5oLSj4ruZ43cU5vrN6BP62R5CCVC1wuG+WZQEglHQReqJzwS9RtU91Z2Fd++EVdPRzMd8LBmUT/Lzf+9XsKB3Z29xp10kDnDZuO71832L3lI0988sXnP7F9Z+0tx749wZH9y2ZGIuH3vPkqMcy/5YEVF56dnWrqvOPGk+9Nl/5tzffu/8irH//rLyY3N7391Xt637Bz/MSfgHCrQeaiVb4UPBj0+oUcFbyjBhNHQI0YUP7aKJ2MLlDYoqJD68vFTGadEbQHT0xmGqoiqCMsgGfSnXMnU0kjBqr0//qfvvvAjP82o//yeh0/Mr78ox8lOjKf+ZNDcP1+uL4bODLB7VW1mUezzWD5RkNBN9gSSgjlWJLJMdBjoSyKMtyrDgAqhmLaCIxZBwf8Mdi8VguuRtAjoTbGhbLAbpYTLtkI0IG5yBaBGUAOPplC4qdJp2oqDX2rc/2S5kVtc29oGdzSvXHzheGd6wv5Y0ApKTXQPmuZVWdbvqx71Qz3rn0HN2eyG6n+agO9kwP+83L9Kh4Os6aVzWVV7KMoYKTPjwrNgdpVQgOiyFlB3U6vZyss0dD2zJnbb+ibNbBsy8Zlyxf2rB+++DGy6W9eXrwye/LcmVMzB4c+h3sB6bod6OrgamA3FB0cM3bUfY4rGqBwOIGUTlFxIY8DSEEEqcYJAJg0Mgm4Yxl9WnmgjFLYsrWnMdWzcWNn94KXooVZjQv4EbFlyV1rVp9c1uba9fbSG9vclB4AAxkDGKzcAOMsMFTHmE7XwbrqGXvpK+wFji5186itaAYrDHw/5u+pTl4OLKYkNfji3iHyfkfpBz8gIj+y8/M7X93Fla/5fRqHnceuWbmeSU+vZxLK7tXk6/Fm1blU3a3yxaQhco/z37/9bbjQN3aWflxe6xWw1gHuMIuBKI5qC8wFtqmduRYGP132oLbsslWkFq0XnBvRSy1LjEVq5iR4OX6Uml7NEDP40RCzXpcxOmF9JMocL1w4t37R3FWr96xaMy9zq/2dm+954INk4zOfW72k+9SFS3eGijtLct+ny7Til9H16VF3vpHtfFmfGxUslFqCubw6VqAWn0XwwRIDutH9pq0L+5eEf0Pn3zh//g1+pPQ68Y4vJ52lV9Vrcd+lcZJ41bpoURIBzoQPfflsQ+dRUlA4J34/sZv7KYWzBuxC+mfMbTeUATCC7wV/hWEM67zG89FZvZmZgYX9/OLx4sz1M+tFTtsTBygMZi6pYmwqY6wxBcJhLcMRIjmBJIfO63/z4G8I/yEEihwivaWvlC6U+e3XcE69hhdSTMXNUD6fsXy+uHHoPPE44TyfpjGRVoDpV/D3fu7Dk9dA4fU5gKmGnsNvx3Ar0l0xgtUeYHHrL7h/8x0aruZbHbLwiiJ5/iiLr7w01/vbI3hYL+vhuO4VxWH8o+x8hbss6BxOUWIRZPICL+j0lc80pkwUP/OuFCOymqGg2tt2lAVu9i8pgL7KJwX4h6at0Jp/5pTu+LNdp30Gohu++4JOp/fA4kfIz4BSm/b0hL0lPxmr75i1oqSoPDcI+Dq51Sq+ZnUFjDkan0KZ5KQyyaDqXQlenWimWm3U0VJ4NFdNLrAVCyqEimAtMHnlzjUgI1DopKFPjuncx5/7pQ4gGv/25k+QpvHlfPPuj5S+S/kB9/AF2MNW0D59HIiB6l3sFjQLVLG5MFND4TC4qAmqSBjANgt4fTcGRqYYyWgci6hKxNq2v7p030fxcd9HV64qvUI2PPPyZ57FR2n8xL1E0Piym8ZCXBgN4TQvGsXHqNnKofYzIzhuCo6FeXEWkaaK9ACRB6W2y6pKB5TaCESaeCVNnX3tnofff2pwee/C+xfzI7feetuhN8nQ7IETnEqH0/zfAR0kkGZruaJT08CUDgG8MBNeLqCDi+lcpANKLL8LE1VmpwlNHINEXSEPqA9QeNSlmEIYox/EViuZSp6Hya0bVs88ufG+D1UT6fuDurk3zSy8+JxGKY1WW4BWNs6D/o62hym5AOZRq52Sy4pQe9nqAbnsWVxAlLo6ANyHopZmIIwApE6iFqsdyWfEAI+sY0SsRfsA+D0ZINQyAzL+E3Gv6Xv5iY8PrDo9v285P/Lqou2+0hXiBVl39Gh3DvjbATwlAS3jqBdqNXngVMEbcdU6URkkaKbE76K7Gvk8AmAlkZ5aYgSIeRno6gnWImUjrqLkClH7UqhlYQWXNEJsLG3i9FAT4qoMSZWO8KtxHsfA8hsLA4UVB3dc2HvvpgUL1rbPzq/du+f+4x8aXDHQ1Z5uDyS2r1i3f+2y2elUQzoU37px2zEq52xAdwe1E2eyeJ3qm5sxaEcTiAYWONMbUKXpQZkWDTSGZiDmtJYx7ASNCirCxvOOkfP8kv37x5/nl9DzLwG6AUE5kcur1opBlaMgIAj4saoolQUmBjGG7VIdNQy3gGWN8h/wp3oAd+CS87PnnTx/8cTJcz8n3yh1LV70fvL1UvstF87h9QAFfinFZw6LiGopUooLBu5dGLinpi46PGbkHQyGGoy4CpyRRgIwfI//hKThgUd1j1/81odB0Hyd70LNRQAXTshTWfci21VFi9WBmU+81IhOjzZzWegRG70e4mZmQg9F/NxvvvU5KuJ1TMTbjX/Uy45XXvp86q3X6HErHLe9AjY6HNe/8lJP8vfn8LhDNomy8RW9bBZlyysCNyoYjDY7k/zzLCD5DUaL1WZ3TEopMmHvRPSck9BjKOI/8dw63cH7b9Vtu+vUc/t0N30C0P0CP3f8S/xskKy+8dfoWuJGnQ1427mGiozHHSobcpgLR7nFKTzKbR2V2+1uIefP5XMC7jbh1b97+Hbdyfe+/K2HHtDdRw6QvtdfL32xdIn4Sq8xe6AE559HbbwsixpU1s5C48ZGpsKpFlMEni6YScVIYNgAF/IPvU/3vvt/BIZG6YtkTmlN6W2ip/DXwNO/0/O3qjrdCLyIhgczhzBRjxgYVWWpE6iyBKHRSeIYlooba0hf6QfkRRBlCxw3kl/s31OK3azajfeQqNABfNfJYVALrF/08nlhTGW8UaMbc6qY9dA7xzCHYKYJe3UL+SU0SHPetjduu+0O4dnd46Fd9LxV8X933m1cf+trBwRv4J3hIHyXgmt66TXn0mtiSFbIoE1Mr2m8Alt41KBeSGQpK9jPogaKUYs++EGxdsIjddttb7zh5X+5650hGsfmnbwgLIE9Fad5HSE3StT0yqSwHSonsKfALzR6P3v0s8N3HOWdZFbpy1euMHvUPrGT/Gnia4CDn0MAQbjgg+ZTmGXoj3vjdvJGyZXfi7kt/hRJCPMw4oe/x4tay5m3Ud6NeTgt+5L3G0Oz/iHFf3/3cC/qkRiNvddyIa6OO8UVA8il3pwSNY3JnmzRTlQ7XkgE7GgFW8doSAT2aRjkQljE2BmawJKTxULCyMzUw6yViiZ7AC14wBhd4miAvpETkiKBMmShJQt4erJdkq0slTmLVMXlI8SDeW01k0mt+4Qhdub4/PbuOctjuzbccqPkCa8L598zuPXe5XMbWxbNfXxoUzTbGFpfv2nDzyJh01pTz+JNqwfnv6eV6cyVIFvr+bdgP/q57ap9YeFY7odWYSheZAVmamLQE3jP7hiTHcwvxN3EwqEsBeKSFD11rkWOHfBKqDj1LC6bk/ISYEFFcMqIMWGG2srh7vV/f/DGdR0GZ93sg7nc7Fb+F47ST5eWXjv5wQUdlwov7lg3AGuahnX5JqyLG+Uyjdva0IdW10OzyMAEopFAxSZRiSWbwHs2OJDqwlQXyevRPOf0+WO7Fs3MdR+/oyM/a9mW4+eI4eSH5q5IXX6uaWjOY4xWLUArA9AK/eY9zCYs2jhmizEw/Fc5zwAJZjOMdhocMTto9DWILh5aQgJarWZJtmBwyEzDI7JfQhU+CVTJL1UnrzHm03J018rc8CFTfvvuGy90dsydkZp5mJjv+kAXMTvGQz0rHj27c+3Ctzop3Ei3CaCbC9b4Jq4olnN8CLLPODbqNovokbr15ZVG79edxYyfBy065lcoHjNadFbRxyw6YGYHtTusIoukACb2guyeavIa4+UART4HsKfvPnDLcaE06ji6YE5+6Ka7zp77Jr97BzGd+NADJy3ND7Yv73/ib98P622Fjf9xoLcXLV8PtSsAYtmZA4lNK0esGRaA8mVkD80Fu4HMjiwLnlhBI4P1xoolWA64YvZESI5aG9Y1OzYs6q9raWmqPeU4OEwub565dEtsnSeR6t5cWkouU/q5Jhr4Wn4T1wb2zWcAEiRbt2Gs6ENoWkBYGkEDtNAcFianQAU0gBSNZZQOJOisjCxdUdoBsjYMRBFggXaR5Q7sIpifGSUp4iGlC2UF1kHgV81A8tlwoJ0xsdKVlFzzzGaLLuZJteS6cQHCkhzACjAdCyrGGjAwnwSG6pAUZxxeu11KWCrQvKQ/iAviz3l8qrmKkUU1C4Er42WeSQrtwVlE81M63SwrAQRzHZmz4EJTx9LFg93r7t58z4FE9sYNR3bEk2I807Hz5gfvHD70VHZ92+YZ2Y50vD8W724rNGT33bBr1h6XLrVlxW6TCC7XqoFV69asIk9m8l3tu/NMrq+Ep3H+TbCHeisWO5U7dlxZZtuJVO5ggg1NLZOdmXdmkeoNTtHbpUnyxQsLS+WKtHJ4wab3DccS+S7+5/bSz5d+qHSSHEsll5Qu4brOguv9QAjRurwFHBV7RSuuqSnDEu0Omvo2uMfwMWI3EFNasdhpNZ7dzqrx7BZ0aASaDGBlNkg5AezMWS11ydbWZF14mH+ud8aM3pbxYV4a/w3HT/x0IqVe183luKIOL1mV18DghX1sJCBg8Z/I8hrA57i6LnodLaBhMFauGJ3ZNrxhV1q95l3BeYvJa6Xo4VuahAv04lTW09q7t2iMo3YytcsBDnslwJGX3PkcODkrh/UjF4uffxhk8ridxH87VvoOW7sBkCtROJ+Nm8GoxxIS9vKZsFpA4KhYg1WyqJHDPJy5LHcHhiOSPdwyY9aCu/k9jvEHmvQbXQOMLwQbyKwwSixqZ9k8YB2jAKAAg9mI7idIASJHmPKFC/IiVcBIMDWfZafJiDElipuLZ6VEmNdCrWRn3h0JoCQ2qkECP8qISUxUZqYD5gXrd0YXrr9/OBjLtw6Hot2tvNS7atUqZKvDzXWLS/eSo01JeKnm7Vrg7RVVESUNgykMTmGfwuEiAxjlKvI5qfB5bjKIAFr/DpXRAaJqNmfyH9a9lrOAF79CjWXYNfmv1XioQTwrq/HA6BnWeFg5JkQdEsJhwAUE3W6/OqqhFpGBcL9w9Laz5147d+GXh48S86knHx8+/fijZ1944XnN3mgAe6OW2hv7uYqpUSEL2BtgKGqKyM4kOhLHPtnksKvEKZscFhaOkkWJGh50iYlECeZnBGOGh1eqGB4HjXM2//2BnUPtdXMOoN3xPf71+YNodsz8A1mXf37n2gGq9xtA79eC3vdjXoyqfAlgNiDMTIkCzKYyzKrqh5UEHYqLiTWnar1CgPpwmuo3sIW1mRiVJbQEZB/14elXmgGQz0kpqWLzMf2/vsN4YLhz055dF/b3pFX1P6993OsgfP8j557vB+1POHQ2L/IxoHc55l2mtMUyppUfozjjHapI49VyCkpQU5mI2uYwUpZbfsiW3hKp8dX418V4afdh412Gs6WfUL53glz4MtCrltvHFWNaTYWDaJGzOK2e8AFdfCzCEbaxagOflTpNLL7hcAdiVM25iqIUZPGNGItvuKURYpXC+K1jcuVEQ6ph+uCGs7dvaTqXWf7U0e03reia3Z9qyQysXnNm2/DsxZ3JSDzuSd3et757sClSE4p4/YsWDm5ge9gMuJziH+U8GAcv25zUDtGDHWLEIhUaTXKzYjQ7Zg1YWZBmf3IS2EbMAMl70ezQ8jUNnZJ51fBpx5FQJBpv6Vz5UfL8ptuc5zaVXk8lPGsayaeIV4t/kN/xEsiRIcZ9LAxnULdNdRDEXgmC2OlmppXkmUo4xElrJ+2YO7Cp0VstOIKv1MxcMlyT6MkMHzDO3v3QQ+Tu0vvrm3rJifHf9K5iNOHh6Q8AjxHj2iw+QsrxEeoOXh0D4S8d0h05+6nHeKm0iXwc1KAaN/oenMfJ3a9GFjEEQk9W1OlNuRwLgIDTXh31OPm71mmjHovemjcp6mGkUQ+BGxEMLLpBXsDYRnVkA+MaZpOqn64Z17CdHtBtPbtOt+zEkY+u1q35IKBwA/lkaQP5xPhvyMOlW2jc4U/w9HvAZXJcg1w7rpF0p2hcw0hToXr5ww+t191w3xPyIzfp3kP8b8vyfy/94h//kdF7ooHS2wEWqEZqtYiDFkzpaHQNQ5iwZ81szwLTVZHfQYypuSSf5O85qLvt3N/WnjkgLl/kSQMmy8jo+K933mraYsvPxGu54ekZuFZVfAPYDE0U3MTXj28kWXzDTbjXyMkJjujsm8mq3ZtLn9rN+EaaOEbqhIVcjNvKgZek1JjGtGIGwMaE2NRm5PAV3EFeMIRt2aI3TAvyA2BWm7JYk694wxJueVivGqClJ1xA+aSIaOeaXWAKUq3Ume2aQzq68l609FkmFz3nnLeVwPEGqTG0/WB7Q0NnZ0ND+8HtIdK8L5l+eUc/2Ryuk5f02XS2viVyXXgz6d/xcjpJYb848QQ3LjTR+EM5MwUCEx96LfoiXTy2T3j/Owfg93HAtUPDFVwB9FhqMoofcHVmFFHFVbgiW7PU6HdniwLFVYiZaXE84hoWqKHCKTWUbxBXv6SYMDLtdClWN7XpVVQ7GWrJTg1VFfV4FZ6NiHfrdDiq+LN16uJ+S94m9wEvtHMoPEDQjIgGGxi/PHOzmX9Nw+QcAKHwBrVQiNVxRAnIYmreYTjfYOzKb6mbm3H5I46lXVvVdyRyayQcCDbeEokEgyBRaFxN+BjwnQhXvTqyBoIAhRwKsusG10jen/cbk9UxttKp9rNn2i6t0mJtws3da9Z0H2f2COV3oZ5ed3qOv95Fk5MuWsX4pcezZ0633zeobQD+jfyWLflz7JqZibxa22TnFnLV3kZVI5CNNgJZQXyDl4vNKiGrBfwBu9YFZK3qAqJmgmqGYRBN6/5x7XORT6plMOOfIp8v9dD17ZvYScZ4mQtwtzO/WvbnaAGAx4kc6PGZmVkDokuxmsBOpDWOgs5cTlXbbdQcE0Ak+7JaB4MnS9M+1FOxOlFf0+SDqyBbpSJnltQIjIlZNZUWDTUIg/0ZraRv39YdA3ktEJMf2LltDzHc8qj0+KPWVhaNabE+8pj4IOLRDMT08F/gotwt6sphdRvJsvJNLJM1GjibnaJntI7J3uyIk7NhjiWGQhMlSsBOY3oBHWIY8APiuoDmyNMauIAOOyrCiA3V5w668HNhryWnBhS8Sa/H6I0bm7uDy5cf2n2qf1XT/I7mz3++QPqd29yF5UsXH7zhwLbZ3XP7Bxdv3xzT7UZesHGL+Dp+F625ugvsYWS7pFG1LdFkkv0ZJWpkIUbwDMPMw0HpIIlqfBEIfpnojaZAEC2iOHj7FhpivGyzO10eLy2+ifqBXzi3N4A/SYL9pHe6WImiYrIVqAWFEYFUnpp4wM0+D9bu00CdC62DLjSYbUPx2tU9a9sH+rND81YnkmvmDeX6FuaGtha6Oru7O7vuGepY2Nc5NG9tLDY0b03nPfnV89ZEo0Nk8bHe3mPzcc1AxPAZmtM+puY9tPYzyeXkYK0sOUWyouwf9froAWBCLxwwZal57byCNjUGIs3ZooPyq8MGEtOYLTodtCxbgk/eLItKOisxft9kgwRXixUH4zrCg1x6QPfe8y/efOnSpTMXL17cz4+U/itpKj2zaNmi06fhCcCs6AAjF+HUmDwqK1ACGIVHXVCOxEsC1QfHju0j+0uP8434DOfonyiS14Bnm7gs9yDHik5toBvCGSVuwsgCkXN0i6XhnDqMBGHGOy0qGdR9cMwrygE8XAeH68CfAMsI69GcOiy1ijVmcVHrpOdtRlc4nmrBTwFX0W3xUwM6jsozCqsuXdY5A7EW/DU4VNT7wF2Zn856VktUU/lKArFLrVFN9a/oPLRhz+rszEUNLa2LB5cs6zq69ebl7T0LG9tblq5acrR7b2zmXjJrRa553sJ1+WWpWDBaXxPsn7OkPT1/4Q3dg+lYMJasCS44sqQuWZeoa0jingjx95ILgof2JHRyaAIacqNWC5ejqQ+sPslhKJ81JuhdY7Keuc0OF3VaWSQGwyKJrnJ8JNQ0u7Fx9mhzJNbYGIvwxZmNjTObmugzrTVbyt3Cf4f/72r95/tBLtJ+HSs3S5cuRnFXBqxVXmoxRA3vzKjTyi0CsBozShLzAGmaXrCLnA0O2llLV5yJxzh1X1FYwnfKDIDXFZdcL5idgicQamikuzSJBYINBTkqzTMbsIaS84Xrac1wdflAV3k/CtWrpYVUlr587z2f/ew997684sGb3vPAA++5ad6OJQu70smG+pZVMxoaCwMrtxAFf3Hxs5996zuPPPKdx0oTG/e1dodmzjkWn5XdQ+mxHjbr7/i3QEdEwKI9wzo1lZAWNaizjo3W+oMC7E93TqmF/enKoiKzY8QzRRkYi6WjIvp1uEVEEFaNWCYNWnTEYg2G6mjao2iy04om0SV7tX4uLzKwIlbyIU410lCdCQHbRsuD0GpvLRey/sDejsbWTF9k7bJiLLg0kBvsW2UjD5R+ODuXTM1sJ5/uW+qpj/iXxx4upixLjLlZS0tnt20jn5uTWx6nMX4uzif5JGcA3czlO2kHk/rS8sKKs2dXFF7E5z8MfSf3T9/IXmEvtH/pKPk5OcDpwUZXjVqtc4nqTQM10wURLAuhrGCM5e6fZOcy8sQtxLznT48yG+wv7x/Sgf32Q34p/ybYF17w0BoxZu1WuTkO3NwICzhaY+U88D5IqiMCsIKjdvojME5HE+zntQmEtxaMAjkCMrhJa2G0sRZGlcPxUyKLTF4PB4LsQJDWVWgs3wzLXw8sP2qyu2MCrn9QUsJRtvoRXH0troSMIYYtVb2LNKjq8WlNKgYQsFksGQHfydvJyjO7PnDo4JNPHjx0w+F1aw8dWrvu8PZ1p+euWtYXCHXPDJDbf/zUUz9+kphvuP32G9bfccePSOiGgvfY/v0faqyj9A7xHyNz+IkKvY1j+Lg2vUMkwX9s0ybkmTx5hjwIe8XMebjF1J6zW2mlOk0N0kqTqp5PpIie9XXSYhMLCm6jSaACwIUkUCuiq9oztf1uyO+9tBf+3zYjnpgxIxGfwQ8u2bBxydKNm5Y2tbYOtrSo9eIc+TnvAFyc3A7VMiI0l4xFzphVBt2powUYOgeYPHpq/eiNyKcgbB1XUJlhbsKULdqpUrWzesuig3bjOICjZS6r9gnmcPtVN9hh+fmjBx555MCuXUTc/dRTuw8cYDzdDFbTDv5XQKU+Dq1aE6MSr1IJu6vEa3dXuaSi3ulBYcFP6a/KVfVXNc/duGDlyq0vWUvfv3VFrKa5jv9Piwc6cntXLFuwa0d9IDID+yhJF9kCcNRhfAotLiykAileDOMeSNJ1Q7Pfp2Z2sa9KZH1VowG2cmh3BdDrCUdoYCrJAlNmibVaSZgVcAcAVh/rT3bn/4xGq3ChMZtMLU5ZQ6FkbSjTnJ2/euHKxobGjk3Lt5LbO9KJ8Oz+YKAm0NBV6GmLtVsEQyFVWMqp/Iv57p4/O9/9D7N+wr9y966tNE49keJF8PnD3DbVH3CyODUYYzQUG6GaFoNLoSzGl8xVQXUBC198AZbH9BRkm0txSkgTGmUPo3c+YpB8AarF0C7y+H35LhpzQgGORe6phCHpi5CVwwnJn08NB46JRt/8RFeE8MT/Xf610is7JZNOmEWOlz58w3pnuKs+3Uh6B7ZQvJcB7BdpPUmfWtVvomaUGnaRLVdY0lUc5egOxhoEM4s66lm8EzgMV0tfjmfHJYz5G6VWsuzCCTLz8I7Dx4bJT7ccfeduq9D6zg+s5HVyhF47w70DftyHYN8nNC/u2g2a7qnNKGQ5bQXJZNj6TQjECz6oC/tfJcaCGEyzsNI+c7XI1VvTow7Gh5idxZCPIlCaC1Klr8xBIyK0isCvpdrzOY3XQvFoMp9utS5rzy6f0/OTHjHpFe/s07c3ZGdRePKwV2P8L1jdhiGD1RqgwNReZRpgFHTVLZZAsPwTg9s38Q/cUFpPFmTRhtiAgTGQi1aQQ174xCLndtaB5NKDLQt46se0snfRQRMgmHYwOGgFPK0iAE4rYMiXllTKBhdY9Yiq1zVtaSUzBrCdfcPhHTsPHdq56yCq/3/9zGd4966Td+3ec+LO0tC2bbz7ve+97yp930PA//Ea1ZeWM2dWvPDC0/D84otrvvFPue8MXcmyF8AtP/GscJ7/PfydBWykT7HeQdYaEXDWEGYXBajTWXQGNMdkxFBD1ILvMjFxQ9WAkSRmR/3sgCtb9Nfgn/i9IJ1r/Pi2BiUwTlVgXAAcElLXANQUbaQZNZktdmyOpy1atM3QGWCi0yCB1WFH0UnUsgK2YjgFoL7T7TdWWiXpIp4mjw2WbiKmE6v3DFrXZLPb+L1sVcefE+KN7/zoP88jNdHf7t69ZONGTqXFBZUWMe4cV/ThOrutrEZv1B7xYbU46MQRg4+iXzsFfayHAAOxGBQR1aCPjd+owi4oXQbsrLQNkVPcPlY1E5FGdaIQpFkCO21DJAZpKoJmMp2aqEYzcJXKmIwteWmKBkGcQ+r614F9lee+zxW7aOVMlTJxo1UVwAP5li4LMER7TskDQ+SyxZY84tmSMYNdkcTv6HaHba4pne7plA72WHUBo7RmRzvZgbZssbMLT9WZA0bp6sS3XU3AKJ3iaIYxSiajFICUXQ7JdTnckGpMo0uodGaATjOAlC15VjxQUWAjpDY9Q40MoHL7M3XXNKwUmqrO5q0pq7MHp3IYGbyWfit9+Wqeozk58l3yNhfk6rndHIZW3eYx1N1RHZuzgQLFRgUKbhRsVjPTZjV10gRmFFK0jwsQ19F0GxawuEbdNZFokjljbgyZGL0+pro65gpzSM7rceiqGm40qQ5vWyZ1p3UPrT+3++YPtfZh9C3T3UL70yLJVE8d9qcl6nrn79vK12stagLrtRJk2mvl5JZP7bayVbqtxOm6rSS12+oyT0wWm531W9nUeFW53woUv1DVcxWY/WrD5XLflbB818nekps2X2nwKCo8g9eEB+y4/12QqtvAoq/O+jGpgNRxcvemkkvtB1NhehpgcoCe3DQVJmeFRu7pAEJdaVRTmjrpBZ6YLTaHU0ReF1B6AHhOtVhaA0/I53CARTWErvsG72s/c6ahAmTT8ePda9ZQymkwPggwoud8fCqMwTLdfKwJV8zKbtjiciCHLdlEjk4HeWwq5BbRHWAutIAAA+RBamwpdrdaZFHGADeqFo6nXdnVyEhNq5O9VtFnX5geTPTa4I1YwSu1r8Xjr8Wn8XHATafidh5wc3E+sAsuTsXOXcZOysixcswmmKVV7aYrGKEZMTpMsA05F839IKIO1jYQge90Eb+JoYwF7w6T5CoSg7vA8h5eX4FWu/N6Dw1mETcNFlThWilGQCTzlY8avp7mSLSpaXbTBsAy3RyNNDfNblaxnRdpbIxEGxvHf0rm/0l9X8b5n1Wco9xT18ZZzIwGabwIFnHUSt9pzdXqeoLZNFrD5HKNqIThUyVSpK01Bp1rAPERA7G4WZlX0evD5j/QcSN6K+9hO4khr0SxFd9uKlTvqYpMoplXrOHqaEhoNEgMHFw0UOgeSAINWkMzQqEZKgU2tS9c2J5buHD8+2Q+yWQjkWyI5ism3oDN56O16m7uNLPiZC43uWHPIdrQ6JFy2CUzqjfZyu17LF2EqdvP/82bl2iKVmqVda2yBATx/tEh60TF5f2jHl5H9DqcccXJrlYyqtMDFcoTrRSdHhB2I5okboz7QcXAI652kbqIRH7rLP245Y8/b/1l6bnEG4WNfzdfz4/s/MLOV3fSltJeWl8t0B7MFHdHVQ9mPSpurRETh4TFrOV+zMbqxjwwSVQLjTb8x61YkWcSHG5PMFxXzyyTGHCsP1KHrZqGIE5geve2zbIKTZWt9FYypZFz8A5qpmcT0UR3OmO+5e5JXZ0r9A3UcA9TK36H90XWC0PGQJ+g9F71bh2W4rt1WKIsN2u2+JReSwIivNxvWfoU6BS16ZIqFO7/IizOd4Hl06BMNFhyoEkqsDwNsLjeHRb3u8HiKcPimgYWqjsq4NzNNIcGEVMbap8zwHQeYEKpesf1ocJICYhW5yTRel0oZU6UbZgywB4tc1nYUhFrxhwuRlWmAl9V11V5W8HlhCpIf1AWogwpTYpGNQmKNJcAvxpYf5Y3YdM79LQL0kSjokabljehFoqUkyTgog+fpww07lSbPVmuNvBnn8cN53EDB4TO08WvnGfi53CeJcAD6K80qRUsJm20kJFVkOMQIQtYL0We6AuUPJotAKcNs5XsOa8uYvncwsRP4NzLYS0tYKMEuM1snhBNSILTK/tzavYCfDxtiozDBuLGYa3oRAMoQic94FU76ay0jRGEvOLFhkJXDQOoSt1hvqnyMaauzpHzIXV9ygvzzg8R1PJHSlcnPO0C+e4C7tur1oe7BTX3HgHuI5yoA+FemwMHa0yOMp6TWMU1DnHLFt0Ssp27FtwQyY1vJayEdjNmszBmU9sxMRVFq6HKDeRpIvmpZ4E95MiAzoGi1ki+qfOz5xesvZG2kj/1FOlaR1KVfnLS9a0D92FL+ZfWaf1/g2B7OQGP01d1kIJWxjk+ck1WDqHFFc8pXrS4EtP1lSbVvtKi1SayiXuXeYurJoQDXGSTqyjoAoVJDaZKNETrUkCVwWtgmobTqy2xSgtq5io7bGpTapU1Rv1P2p9KZaqb82MP/TQdqjXTdagG1A7VEbPg8TGldf0m1R7iN05pVK2B7Tm1WfW3KOz/g+GKo/cwBa4rKPg1uJjcD2InK4XLq8EVRLhCFC43wOWmIRkKF1hpilttZqmRLpvtDtFFkxcG1g4X9E4fh2LSQpja6XsHEx3RyQ2//F3Mh9intrNq8D4I8EbAwz2iwlurwVsvUFPFQVuSZD/ycySnSKay7xt10exbUsUipabeEIskYOHw+CMaFph4q69VsVAkvzpQdhI2V/HuVYgdb1pdN89WzcIdU3C8s8zBpdUqnjoVT6b7oiCND6mYBjRMo0zlpcoqLwHip5l1voOgtPmxTMbFumXDDNuRekMYDsZctAmjHtDHgZIxF46dEdi+xcar6VatSqSqCFapvzKut6ny1Ucx/IoqYyuYPqxK11Ke4fkzTdoS8FoPkH8hr2FvCw0zqiMSN9122+KjRxfT5xePHl1y7NgS+lHd63cCjbrpHJQ4MbNZatgGA7JZDmUpnbAaFevh/VmaL8+oInrEJnEOsFNcdM7AiM2INUQqYVSxDJa53BAkiii1fo1TJLH1a0QxGPG90dD6NbTb5xx9I86GBvhbHbLvFSXuA3M99ApY8CN6yeBOvzSn69cr4RdWWRRHTKLRndaPOPGl8gX81IU/LcJz7aXaS0kD7O5CEX4ML9yIyeWLsxpNvcnp8vlD8UmjB2IeFLNoeyqBCOqQysrRWhVmPxtT+Ya8x+8GBnUDt0odKVixQLh+X9NDf3UpFMTXe2ff5/Q9fRIes3C59CfCp9e9/szLhpPhM0O//liB/FAYH9cR3ce7UJ/QvmOQZSLnwe6UqzuPvdN1Hvu0pgcJ4/AjDpfbw2q0rmpCRiul0oh8FITqlGZk/jvUgp4Ky8BfCEvR4aL5Mys6Uu8O0FmQplMB+hw1o8vwPA3w+HFq4tXw1EwHT0CFB6RMQaMObSazuhSPt3ANoKgkrcC1konQqaCNlu1pBtt5gC3ENXC7r4YOLa+63KiHCZRYVitZAGhHJAEFCrbfV+AeSVgxZkHbOzNKwsVKGcI4fMVhuAbU0xrQFSSWTjGgp2Lz6lWGNM96m4EHsG7wqu5mR7m72fmu3c0CrLPW4TyTOkmVLme+lS2xak/NUecpLK6azMJKQNSJCsJVExUU3p7NaqrdyGYqcIrHLpXnK3nLQyjKM5XOL77n4QeH1w7N77t3kB85fODgsSPHvz9n0d0sP/km38+/xbViNy6FwquONZTTGUWHSi9DL95qH5NbmdKzOah1gbMMXbCARlcEFrARjLzGjGIEA68Nvki2sjyCTbqs89YEa9O0GqpR7XMPcuzbtFQ0osVNQVeX0sF7PWi7VpVFtQqdHXN5Gh33SiuP3LR+f7wx3thdaDy4bkl+RjKZaq7r6KiL1cfq6jfznpuOru2t7YimPL5UXcuStrU74uvcTanaXKKuuy7REU4Hwk0nxn8JvEx7kYVWnJfONXLnK93IiandyA2VbuQmSo1aFx3LVlfpRsYKjFq0ai3WMAqCOmnEZA/gnAgZ4xbRGNWNCbUpueEvaUqmHtz1G5P3z3o19fK1m5P5u3ed7y3laYuyhn+Liv+5/9P4jyL+MUYAxR/9f4H+za/O+qH1OuhvObdrl4p+Gf96wD/Bpbl7KvjXT8W/qYL/DIp/EvBPimj6afi3INOzAqxwApFOSZeRANG4xgKxWsoC9SoNmv4yGjBH+fpkmAVSPHv6dPg6lFh39mz3li2ljsm0sAEtZnCd3McqtMhMpUVOowUK9hk5WloZZ7M8QfArzSgyuiiRWoBILaLSXiFSHojUohKJJsLapeeBSNE47GCVSnX1lEq5DGqyaeijxFM0HP8udJpiVL8bxeY2r0rOR8O6v3lVYr4tFDBch3br97WCsb0/M6MUUpv9dVX0SwIFu7i/qlCwYSoFm8sU7MzIiZzSZmGOf55SrQ6oFsGQUhze1ImoDlXygaEn5/CbVvimNaPkQP53Y7SUmm1YJtKKRX8NuP1ybAhCc8M1yHh98mk1nmWqVSrFrsFxoG6bZtczor2viVWCTku8rVgX2lgKI+XIj+iHCv0GgX71oIu6ucsV+jVOpd+MMv3qMqNZViSaz4zG1LQAGy3ZAL5KuAHsjdE2lgdoEFFGaaTswNwvq62jAybbwsB8gShGl+UOoGIjTenHcdsmKUPOaLwWQ+LESSUeLrwbS1ZuIlKmqkfrlpyeqgcXHh5YdHAgwMjaFfS1B/2+aal6f66/P5dduHD8fyBd+YZsqCMQVve1EOdruTqgagfOw8H7KSDToRNI762QMo1R2mJ+Acgr57KjGX8UKZzRj8kZURaQ5Wag7OtkQzttdGinDoiZzioZJ3WMMiJV+x77GO21ry/P5dChHkykcHtnXEVnbRPStU0qSgG83YTscRV92AKA028DmBMO1TfR32LBE2urs1xNWP/U4QeVoR0NSNj6HHbHxE7fqRH1jsb8rptuF0qj1tt7e/Lr9t/dM/fEuh33rFzYZKlZt5Ckv8m3d2x/fGhDbXsTUHb58veeCnnf17ayf/36TasHlzV2Nu1buJDW7qQnBDonox57p7XxGJgij1jL8QEcFGah80tHvZWbTNCOz2BBjkmY2bBJrpoQG+DqBW/ZgQTAgdD4C7DdOYNXS0FOO1Vj2sTGpDkbC9a151bM6WlntUjmzbuqhm50GRr02XotqbHT9QCbCUpnWYA9hNm4EHd06jSLoHFs1M+mWfixsihcjo376TSLGnWaRUQN3ONY2hrpsmAVPb4gi4cAKzhYz8TksRb+64y1YJn16UZbvAeMnS9fNd6C70Ub5x/fX41Ty/83ON0CFox0NU61aLhMxqkecApwUcxpTMYpAjgFGU5BfXkGNeIUpDiFVJxqtQQLLaYMSc8jVt6aCEMLrDeHzz8NXsHr4qXm9KdDbQ6zSrxXYxdgxsjXKX46FT8bjSbGuCbu0lQMo4BhiGEY0qPbgSn+pAULwrT4lVkdVYuyq4blZsIMb9kgyg2afo1nUFHQGFYcx7FbRSFaRw1U2sdrtrK295B0bZzLuhKRrjRFXIX+TKoi44j9JVVBTqZCnGnG4vt/oWpF9BPNIHScdL5UVV6GVOVl7FPzO2bYFR8c5l+FXTD+JJ2KgeexwHlE2Ad/3nkw52EBTgwO858EzqucZ+K7cJ4e4L1J+R1Sld+xv0t+J8W4YP4w/zRd9fHH1HMLE1fg3PNh3Y20U2SD6oWbUTd5sOhUcVpwVgmtaQR/3GofG9HT4AGdGZfBdpUROz3gYlN+FRNRb55BpzRqyTheWzEAhy8vWDNdn+XDNeri8M/QZRg/hfCpH7jyzAeH4AF50sidZHaKEgMt0JBRBBMWYOLgGYeh7CyFbbSvjHbh25mnFKaeEh3xIyekFwSzQZSsAVqT4MO2Pk5pwGHKPrQ3zBhP1RuYvWHCtvyi6HIXVHsDo3QNNDwHqgADdqpiUCvbOztSGFNOHx9a1SGEV8xf09veFlw3c6C/sGnN+YN7L54tZLtnC+nFmcJrN9+XJftm9qYG3Ob1YmDp7JlzvvTA3R+5cPuKlZs21MVnLuPUOSdkHNZI5OLoMU87eQOlaDyn+Ew4hKBcghOrJISmGcmBcQXawS3hdB2RjsQwu0b1bl+YupAmSQkEC5WBNIovrNYTXTWwY2oyyFg1wWPdVDt/8kgP/mOaaa/KWT4Cew/zjV68m5tZm06hBWm08tqqac443cOvTU41owXkkoo2h1BgBbYmGmj1SNNN+WAO7qRJH0dgM/9D9bQPvh+129PqzA8Nxpb/SBjvQEExCcYkaqupMNbTGSk1WFtmLk86nTLYy2Wjk069KoxYu+rCnQJymM1mHrHZBZEpqKIJi5XRbvRMD6jqKU+CdSGTPo5J4IaZ+vkIA1iD1wbwYmTguApvVIM3TivM5FAOW82Bh2U7cjiWJFcmpatbPqYiUqeNqqPEjkmjdrcvpOaIFBO9vVg8qmWJRJ/ESsursZnK01PWYNFUvjZOwjBa9lgvUCR1VTiiFZHk7qzO2hE2q5ymOXJKxIKDXAk4WzSFZxsbsbkxjiuyZJ6P4YhqtRbVaggOhzIYIcJ2JdrJjvNXQIUKNTinj825qfFOt2gVv5NiV6VNVTz7qJAOAHIf1HRoGck6pj8vAoavq9Ja4JZxYfJzHrOUOBWnjStKdKaMjk7uMOq0IQk0pq67guNwzG6cGIDhdLUbST/NTS+wEedn1Te+IOY9ez4Yb2vDpgPyitZ9gLx0Jx/hH752fom8a37JNim/ZGP5Jdufm1/if/U3k/NL/in5pdn/8qvYtPml8hf/AfklUFuw5I6ahh2NR87d5hPh9ei5+n0m6eh2m+1wHTGffEp3e/jEwLPDT+hOhO/qL97cSBaR0mP8C3uatBwK+R3Ibszp7L7mZBfv9Se7TE7xKE5Xgfbg2D2Y6MHbblxv0gtN+FRNe1kConzyxBf+eyDLy7C2/J+Etehk6SgbNV//l2HdAiJ9Cqwvgkwvw1pPc1P7rwlrzfVhvSpV5VRTVRq4LGF1XYBZ4qoK5jgT7VPAVqhsZ3qIwY62Sw3I9ZPXgB5HKPlzStiCYkCT54iKC6WbzzUFJ3YLjKCLlTe6qtFEqe9zscFAQYmOdb82Rle3VVcjF6Ny77Iq86bg+Gkq7RpVmcezmTbAT1jJ3X31VBt3eaoNltjpdRIrc77+dBua1po84SYBTDJlyg31FqpmkbHZpzdyV489pbe5rZ5EpvCObHbqHDLasnntCWR6aiby7L5k/uoBqNVzyHAAKh1Dxsaffk94WZt/ygaR4QBUyh+Mbjagm4+rxftXTaYcOtLenBK0sMl4wCbiFcz+4yg8dVz1SESvA82IDieGhFxs9JZHxFprh129KQ+PvVY6lxKMFd6V7PxVXDFlEbZPYoypy/HMJM6gcxkn3hSO8l8ADGOo813a/Uk8WmGIXr2VBqsQiZnHRi12D3raFoHN1cH7mSF+zKHGGXKWbNFO5+vYbWp3URh9ab3LQ00cu6SYaFuZhTbghiviPw5uNFYbG4xxb5z60qLaBTPr6fMdafIpR+lfc+avftXQTQqlJc3Zix+9/wMrBxYvJxs++YpzZ9+pnWcX7XR+hnxq/O077r90h2a7Cdv4WnpXmxT3QdY7JnuYvnWq+taYQyOO2TkNxrHRpL0GMUzqyzcoC9nKtyCyO8fkJOVM3M/o32KFciyEN4gVqFOm6LF6vs41YnR6Gmh7D1jToBoRZ3uEbi8aXYBd4EMeaKgeP3fNSCYaQHoaSDl/+ER394Gbb69EE+4uzLrt6NmLh44cOUS20HgKWEE7drz3FIslbN366Nnnn798icWL1Nz2edpDHUO+rs5uoziI5EbtLF9fw271zLLdI6IRnWn1Htlg7o146QGw8OgqY29nkeDgzILiFdWkuBJCz19Xw24mPF2CfNrsvZYyP3xV8WtV+nzW1MQ99ubeTYaFdq2XEoedEB1G9atmYFc1rqHSCN03eKntzBn++RMn8kND9ByPkJNCFLyTdq7ooPcAMWGDtmxFwx4sYL1pjJIL52LQKRgKr9fmelxVvRVq0kzxptUJ+oZ/vrq+sHr+ADdpusD/zndB+O4N+p3/qpkGlcb6IPk2/RP6e37i3X/P/0L9fTP5CfcVfgL8hRQH3IB326WDxq20fRkrETDqY6TxFr06sbWH5Kh5l2j2z++vi6Tn8Za5mXs+6E7FmijMM8gvuK8Lwv/CvWHdVbeEm1EXmTEvXTOf/IKesSkWab+H0WLGxHbu69ypv/Ces9p5P1p1Wh7xJ/dR/H04VwqMMXNu1EFPTG/E4NfogL0oOAMfQ1A11SRBK0yHt6NUHOJUAuUrbxs0Yj3pm7+wPjpjXnOFaouibfd80NMQa2I2LtCPvJfSz48w4d2CcqMuBpOejfRh+OKMTKxc8biZWi2jjrf4xpurgk3rv4rAuWmIcgohSvsnEZ1BFAtnkU5Ae3I/pX0NwgRa3pZTF4DWZQemwuRld7+6CiYvwFRz1eLkKnd3rAIKXmO1AFXVksG7aHNTrLZV5YlZ3H8hA+RfORPXirP41btFl28abaat/Hrayq++KJZKbzmuy6xlR5fB/2TdzKXLji5dDjsnAz40u5cw3vGyX72TohTK5Wi7us2XzVbdWTiqNa7jSB0LRl/cNCCDRljATRvRJt1hsX6ad5qzyU1+1e66GJ/yCni3gNeZpT3YDRydmUi7zcu4Au9SW1bP0VZNeqfDqoEsfyjPYJl0HqFyHhwapNKrfB7auD6p0Vtt8Wb33uVTYH8k0CqMaXdQpbcvx+YmjsTMdqqvOesYzj/T6+gBFwhhK3b0jdhiZuweArM8QWdp4C2axCy7/xzeoZ3drJ0LqkUCsK86k/ncXKINV81hH4YxiXP08l56M0Cva8Fa99KaB/ZtWdzR0X176Ieuf/mS+29t/T1Lehctv/WC5/XFg4tuO92+JvHIosHFKxe13Vo/fCfdfzHSJPTTe5mEuNc41lBisecY7EL57tp432STM5ul2SXDFXVAyfQ3bEHeMJVvTk/r6UU5iLlqM8timzPaAJgQHXcCPsqok/1Ywp+pswsi6p2qvvTrXbQrzALOv/UVxe//o+x75aU5//ybAywoYGcDPT01f5S9r3CXrTaP1+fX7lSFdyqpfGbufNXdZEKEDtl0J1MN6n2pnCRGNjkO7/qDOLxMt+CCY6uR6HXLBod0emLkd69cWfoy3naCXHr77dKxL+Zmlv5IjHMyXyrfu8TFu2BXpapm6WozNtiEmMmDYtqluIR/Mv4Gx+bZ8zrwN/w4rw575EFvTxpp766MtAe56KMNFl46ALnoo3eD82FXhZf5H5I6lN9Fo1QolCRJMZvoPP7rj76P03ux4fD73XvXrkjluzoaSMPdn8Dp993LtzSsDSQau8Z/Qy6zAfgAN+yHXQB3HHOTtep8kMmzcEMMgUgWx9UZ6IQZGiGqpTjE7DSvF2OCxKKG0j2YPTDgUEsLWN90fgVhkwvwHgheddx0FfhVY8M7pclT/G/c1dF/S9TmCqVbZ/Y15NrrbnVsp/gs2+qWxt/XZNjk6lvA2+3Jxi51rv//BKC0fGAAeNpjYGRgYGBicOrVLf4Qz2/zlUGe+QVQhOH8GtY1MPr/tf/MzIeYLwG5HEC1QAAAfskN33jaY2BkYGCR+vuDgYH5z/9r/3cwH2IAiqCA1wC2VwhReNptk81rU0EUxc+9A9LYaG1KICaRWqqxJsY8UVKwoSj0I62GVo2YIiIuhC7cuNRlrLoNLlRwU9E/wJVSt/0PXAju/KIgiLiwiE3xee70pdTSwC9n3sy9M3fmzMgtDIA/qfFvbQMBSrKCqgZIk4NuAWdcDGOSQ1XGkSUZeYt9HDvP2CF5glOWo11osG+InCRHSZIcIrnou2LzWZ9fAz52zOYxld844NZxWmthW2+jrqMItEVNoi7fqff4vch2kZwIV3Weuo66S+O4vuT4a45fjPQmtYS9mkBcH2NaL2CXq7LmCqCj4V/OmeI+AquZekT3s9Yu7JEKMjqIfs4zIx9R0Msoag4FuYZuzSKhk+xPYURS4WdNsX0Yk+4KZqxfpxjPPMuR+6jJF/TIHcT0LKblD1RXEJefYVvWoLKMPq7bKwt4SB3g/su+JvZ3PIjOJk/iRCyWOi7PkXGDOKcNnvcM6zMf6IE2UZYG6w8w7PtayJOs39ME62p7v0oS0L8WYxqYs3z3CsMRGXpQ9Oe/Ay4If3hPkhuedKAfvaRPiuFX8kkfoWfTj+0EuOrVPNmKeXKJOXOs085/B9wU+r0nuf+hHzGym558IO/pcWHTj+3YXTOlJ1sxT7znVLeIEfeAMaxJnvFMnpJvgHtHXzo6wbfyi7yIuEuWSZlj9h4ieKfSvJ9prCJPjhmyRF+WqG9Ik2sJSpYr13lvbqBo89rbcU3uO8H2LO/ePLr/AT3FpQ8AAAB42mNgYNCCwyKGDYw9TAJM85jVmP2Yy5jnMe9h/sWiwuLEksVSwXKI5RerC+sy1h9sCWxn2D6wp7EfYf/DYcbhxZHFUcfxhrON8xiXDlcR1xaud9xK3C3cu7hvcP/hUeNx49nHy8LrwdvBe49Pj28W3yl+Jn4T/g38DwQEBOwEsgQqBFYInBF4IsgkWCF4TohPKEvomDCX8A7hbyJGInki00SOiKqJZoluEOMSyxBbJM4h7iU+SXybhIyEl0SDxDpJHkkVySbJPZI/pIyAsEjqmrSF9AYZPhkDmUMyf2Rb5BjkZORc5JLk/shLySfJr5P/pBCjUKVwQ1FM0UaxRXGZ4g8lEaVZyiLKV1RsVFpUzqkqqPapcah1qb1TT1Ffpf5Bw0pjlcY5jU+aCppVmve0QrQWaL3RdtHeoWOg46XLpuujO0X3kZ6fXpveKX0P/RMGHgbnDPOM+Ix2GScZXzCxMlliKmI6y3Sf6SMzAbMUs0fmEearzP9YhFgcs7SyrLIys+qxemTtYL3F+ptNgM0hWyPbPXZadj52LTjgJLsFduvsjtnds+ewN7GPs19h/8nBziHDYRcQ3nNkAsIMJz4nPacup28AyY6RugAAAAEAAADrADsABQAAAAAAAgABAAIAFgAAAQABWwAAAAB42pVTTU8TURQ986FCxEZcGMLqLQzBBMe2EISGDdFCTAATbSQxbgYY6wTakmkJgRU/wIUrfoILf4kaVy5d+AP8FZ5757ZpmzbUTN6b8+6759w3Z+4D8AB/EMALpwF84cixhwWucuyjgJ+GA1zht+EQq947w7cw7302fBvO+2r4DpreD8NTqPlrhqex5X8yfBcb/i/DM1gKCobv4X1QMVxALbg2fB9zwV/Ds5gJfcPf8DDscr+jGD7CC6Soc3Q4LpHgCI4j5jomOkQLp7hAplkfGXVYZPQx32UUUeL8xNAylhitMSvhe5fMS7JO+IjSc64zaskca7UWmozHnI+UlzAzwQeNp6whrDeIsMmxxUhmEWG0iV6RI3XkzCnO0MBr4jqRVMxYUeaMeinzh+sn2MYBGQuokp+o5ikzExxzZFSTOk1W30aFdSY7QaXny/KEDDd06rdavd3zp8yvL6piV6+rJlr9SuPrpYplp6MZ8r0NrXbMWIue/+9/i4bcdSP8deawo8fuBped+jyJ5s1a0qUd7lTwlM+5PpH6NJ4Taac3xnAPB87Vzd3RLs0183tzpr0suuJ07ucm1WLm5atBjtyX0f979DniPq1IXalz92RAs83IDl7Suyr22AlVvZ+iOa4/+nton/jA7qDc9ZIy9+37dsm70DOu6d4znq+Mdc4lrPY6f+UfJNDQYQAAAHjabdBHbFNBEMbx/ySOnTi990Lv4PccJzbdTmx6751AEtsQkuBgILSA6FUgJG4g2gUQnQACAQdA9CaKgANnujgAV3Dylhtz+Wl3Vt+Mlija608rOv+rLyBREi0mojERgxkLscRhJZ4EEkkimRRSSSOdDDLJIpsccskjnwIKKaKYEjrQkU50pgtd6UZ3etCTXvSmD33phw0tMt1OKQ7KKMeJi/4MYCCDGMwQhuLGQwWVePExjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3pzGAms5jNHOYyj/lUSYyYxcIxNrGZGxzgI1vYw04OcoLjEssO3rOR/RInVnZLPNu4zQdJ4BAn+cVPfnOU0zzgHmdYwEL2Us0jarjPQ57xmCc85RO1vOQ5LziLnx/s4w2veE0g8ovf2M4igixmCXXUc5gGltJIiCbCLGM5K/jMSlbRzGrWsoarHKGFdaxnA1/5zjXOcZ7rvOWdJEqSJEuKpEqapEuGZEqWZEuO5EoeF7jIZa5wh0u0cpetnJJ8bnJLCqSQXVIkxVJi9tc1NwY0A90Srg/abLZKQ6fX0KV025Sq71HvPXalQ+lqU48EKTWlrrQrS5UOZZmyXOlU/stzG2oqV9OstUF/OFRTXdUUMK50n6HDZ/KGQw3tB4evok2fx9gjov4XUvyhXwAAAHjaPc07DsIwDAbgpGnTB33TBaFK6ZxbINqlC2JqJFYuwMAKCxOCs7hMiMsVg9xs/n5b/t98ugF/sB6C3TBy/jRjJ/XQQG56qPY4XE0NUh8GBkK1IPQWXNW+ROLoPzyEWxAkwjsRfITcEALVfpjv9Iwc4jKoCREinH8sEBF95xBTZ45pvHb0KLozMkPmjWWKzO6WCTJVlsWvO75MzCYlHhRHyyWyXM00UOkvDZxNYAAAAAFThlUsAAA=) format('woff'); +} + + +/* Fira license */ +/* This Font Software is licensed under the SIL Open Font License, Version 1.1. +This license is copied below, and is also available with a FAQ at: +http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ + + + +@font-face { +font-family: Source Code Pro; +font-style: normal; +font-weight: 300; +font-stretch: normal; +src: 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') 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eLXButXg8vSZ4S8PBJacgWfQFFPGSmhQKyL8AvV0bUzGx1OyQsRm/43t33Pkdz7p3rKv8dqxtsK1t8MNk9CMfqbzyAtl0x5kzd/yi8pvxZHI8yfhoN9ggbv524KNNILcRDwJ4GDKU5rolUZemrAM7bDAtFQ08ZRoTMA1PmYYHpoFHNWMdycADS+uQpYGBhHgOpIaQde/+xP2HV80+uZ98eL0Qf+MH+3HdYVjXDjT0ACcXzbiuUbUkutISj4TzpkUBrDphqagRqGljhhUFDb4ULLCWD/ZPMoKSlPTWAkqzEqcRPFR0ORVe6x8i7mhulOT6WuMx3fDBdyzcfN/ZuXC50vvC+8aGJtfxrQvHd216/oxuYc3v/+FEdmgdpUcG9tYCcDXDuSpGEC7YSeAhyQCnC4xNK+wwQhhNi9qLUpMJhG7zRUHymJakGAKlh0MtERCtkj0Cr0weeEV1lFCnl+O5DIMqyYDVucMEQI7HMv0b9w9P/9XnR7Ib1w4fOnnVbfes3vHI0fdvnlrb13nd7NG2ruF1W+e3HOlS22eGZ69CG7IFHtr4OzgjyKjdXNGA2gPEgTYrmdR4zkUeNtCVFg0XRXNG0oNlrMoU9XTv9FogqoEagwY8+27YQL0BQLUD45k4pld5QbShQsgR3EkUCMksbGvcSnQtJHH/7t3XffWrRKMxdRuf2UzeVbl7/pln5h/3HXVM2Bh/ZYGeNuAvP3eGK/rq6OnQMiNdBcQMUGK6gYZB2dL8/L/nqIFp7raKpgsayeZ53SraLwBc9u5uUjKZbXbZviOSWwuEtlipSeRjJpFeKBIjGElVmjNqO6PuqE7mj3gsm9u2Y3TL1Gh+LO8iN1d+Yc2lD972nqsenp6aWH3jWCJOBg894T6ycNXNSOcJwKMJ+AJtnKu5ohMx8QOFw2nJoqUI0RPfTN0Rk53q4iYgqB10MZjPwClgb+hVFie1QewC+EMIcNgPsHN2PPIC6AJR7xC1BVEliBpkZZSboHJBvdagbs2HiYzQxJOnT24azUxOHVBv2TV//b17rnvPDcYNA72rh/PTJPXCp9av7Tl5+6YjB/ctfnB+25ZVNxZgP1YDMj563ieZJ0UFLW4CnHL9RUkHp1x2EEBtFPU6yimyapB0IKnAIuXAsYMXqgKTyGAgxEdJfjW5OLMrpr3JsOtqPnho7Z6PffyBj//z3XXy0gMWc5Y7zhVdSL0AkK03LelRwPdRsnlBUGrwNLXDC69s1liXxBBeE8A0zsGFdjBqRB5NmrIrEE/qmU0j739vQHCgHSMkFTsmn6uqn+opY+YLtY+T3XxSC7+iFYN0Hr/nwOLu/ScODI3fceK6e45Ojwyutgc6OsNqtU61I7Zh49hgtqvwh0dG1SO7pvft37x9VB2aHpk+dGh3ejDb6Wr2ugUj4XmS+Vln1p8dSvWnkXeGAX8n4O8CfXkNO6Mgy8E9SEs+IEIIeEcNRIhQIniAdzx2aiBogXea4dkDxAZ9jdYtcE5Zb1E5AujLShY8rcaC6KC848OTK4aAtbiCwj3UegUjBdClqrifGm7oCwzfs+f6c0/+w6bRLPLPtrnd110LbDOO/EM+s3fx/OMviJR/po88fuPgxq1bAA+qb8Hq0nECV2jQuCAZyyZZ3zqQj8CYL1uorgUZpGhdZ4PWrZnbTP/KP0wNk5dTg4OpzsFBpB+1N2BdOxfgtnKiP112yWsFUU+UPWwhj120IKfwwDJ8erlFgoeRB6NfcvqBjB5BcoFLtZKNUoOrwVpxMPAajBb+/iqUKOvOcEnyL/xJoA/nzLW4NfD/GXJ75R9JkMRnfnf8M+rPHJf9fhHsnH+gMZKAYulQhYtnAXUNJVQejlYLM3gqE+SPxNnZ74PZA+schXV+wNbJ51rgf437KAnCOrcn6SK/m2HxhWOwXz/hPwY2ShRPXTPuV5DGTcD5Yoo2lhZ9F6UQhk5CPvArTHDyQnY031D7SnEMn6BMtcAhEz7NG92BYKQZj1zIIRnseOTcQWBOjcmLzAnKgqupYKvKG28dVTFNV3Oljm05sfO6eG9PSH1E6+9OxzMdo/1hFoPhZ+d2bEyMdHUOxlpXpzvSvkRnX6VfDskwnNouneAT/N1cguvinuAAfikEVoolLbVplsDTlJw6aoWpdIBcNz1QAXAWA+xAobMNnjbwIVg4ZS0LjmjtUgdc7wAdZJdDJLgHaXSgWkBoq7yhmAVQlpwcO21aQYo0I+qWEFyIFMQ2QTKg9ZZyFIFFqdbJM3YS4knQlIy98kzCuOkJ9CLPtdCXOStpe/7eY8fHDWrP6tb8hnvvWj+567a7DkwPJ3bO3/VJoo9HunrmNvzu83/6wHWVi/2hlk1DG7fabRO7n3ny8Y+2D+X/5zNN0cz1li5GHxCt/AR/jtqmG5lFJ6qyRQKeZFmr54gFxApuPIubgbQXdXYwKEEtO1m0TK1DX5noDVTCEBT4ZkAo68w6ARmdM5tsTca1Otc3H/rmbZlvZzc95/XF1IFm/twbpySJmLfuvOfaE8DZ+wCOJMBhAYiC3EmuaEGpZ9XDmUSnNqhfKrtdFh7AcSPTN1FwrACOO4MRAITECM6t0S6q8Uz74B1fWlKDiRCCt3xWNP10uAkuK9sVMJ11aB8HHaIa4RWyGRrpoFozmQWDK0Vy7Gnfl34ylP+9h07u2/b+929bfc+dk/y5D/Vusar99x44tPvEVdsP7mDnGeV2L/jmbm5E1vhWw1JRhfDrDQC0hyl7IJwXTT+rk5p5aHxwWjueB5VjuR6v2/3hj91/7dZVuYntR47uWD80vv3mez9KJp/6zMz63N3X33D3qnUHSrifG6l9h/tp5QZlT0OvUNGKO2mjUOhN1Mkw4cEFgOwUIPQr1JqCTA5wFhRCbPzo733o6XND3V/+cjd/7pnKhY/t//mPGM7HYD0XrGcC75X5AwbVEmUf8FeXyhrGQhrZYOCoW0DdSU7xDOBRZZBdS9mfzApgeMn/HyMfrnyDcJc4MsCfW3h+4UsLdN1bYV0/rGvgxtm6tTX1GrqmHtc0rrBmbTVTw2px4VbydOWb3KVLsNBnFyq/xHV6qB33BNijt8v2aP2elh1OnwrWcshWKaHbi7acncVVinY3rml3wGpBNO/ArCvqMTpHOZAZdVaUmG6qlsEWdTqoYSeAkK+xBDhvjSyRi4PDhKKi57mzxzePZ9duWdg3NxQ6+e34NcP3PE+GX6J8cfLO0LsPVL4f66Q0W099KNyrMfmk69hJFzVZVMxINZWhulMmoBqfQWT0BNUynv7qBrH/4/D/+sXvLy5+nz9XeZ3o3jhFYpXv4VqgeHg1XWud4ieq0E8sauRtEnWZlT1FUZupcxZxXXlN6iHiNmXds+fPE/H8+QXy6sJCpX8B1lsLuut1WM+GXG+lfoMKv5WTGcFOXQZAqag14Xdr9bAjQtUD40jN9s8J0VxUQMNv7dqBjSOFym/IHSduvf/gui2rNpCNhypTV9/BeH874LgR1jRzPTI99VV6EtAxSEQzJaJkxZXQCJZURvl8CSAidc64SufefpNq6Z6v/d09f3gAqPjXpP1S5STpu+mLdI1bYI0wrKHhOmU6quTzRaNbsIIKcFJRzlZpDEp4C78/6r7lNMmCoP3mAoN3A3yXDb7Lyy3J8BoYvBKvy2Zp+AGtais1po3onltpwAE9rFd++PMK9bB48LDUFySn93XRceHlkS/+sh0va0QdXNdckKy610XbhZdfufCLG+C6SeTtJRWvdqZeHrnqFz+lVzT2klajc6bgEKmbH25+OK4FiVwowrXab9xLKrVGa7U5nEpknowbebymq78oO3ReVLSugmQwUstDJrTFLhM6QrJjBHm1Lx+3kXiaxEHRbrhlS5MquOmWA1ZVenJgbbcKCFM5fLiCHLzxhaf/7M+efnkMOZnF5TDvcg7k+oxMN7O8z8asItXdoHzcdrTEJJNABbzkRihs6KsZwMi0FKjfoaYnngKotskAOr3Zbj6Hx0mVjId5tzB15lMjKt6guUF+BtAefZdr/3SUNAF8Jx/27JlurvyA6u8UyKcukE8Yc1zHPDQw82UJ5cDD7KLwGZ2oHCWbLO/Rd7cZMc/F63VUczsscuSI6p/GwHZrTJt690/efe5H527eeOdG+CFTT5bLTz712c8+deLs2RPX33knhWUnPHRSmSyA38ikMtU7AmhvvZFD7a1HFeSoSmVjRjSw4BaqajT4JQF3sU4lp4hbQC3UmiI7v/P6wzccO/Do2ik4Ka8eu+6fyaabh3tlOszxeaCDC/zteY6hH1LRkIGx5mi7TXSXAjIV0NEOuCkVHNQx1AhFoxm2BehhtDEzNiSUNZzZ4WXBIpkyuqpWTnYThUggm1OP/OiRIzujh/wBd0vPrneE9l53ZurODRvGxjcwit0n+jeY54X5je7iO284e/aG6++6E2BHWVmgstLJ7alJZko6J5DOaKako3i4qqLZTEWzTSYd3VAM/hlQa6gFUQ84mJGUWowF1hEUZU7cT2SSzn77tXufPPvIwu53Ta7dzZ975VxX5ZdU2+69EZxRwg0CfzUDXVtA0xcTVP4Ad9kQNBdyVyvNUXlNVGbQlBQAk4Rnr5yS0govqow2VziB9I06ioIjUqjPRrkwG+VQslH1Ua/WNGFulqL3wsTriRDZKR+cmDk4NJYZnn/k7sPv2DW8dmt2qDmR0KjmJqbO3nBudstUV7Il4U3mb95yzfapgfaENy5YedIS3L5m5kbAC1Dh+6idBPpCW7UfOBUGvGgQGNSFBkSrRksDihjc0NKAohaDG4ZqeBlVYIK3/+Ui37mw8MY3+U4mM9YD3VDXWtHzpbasxsDkNigJxQgD0S2qaK4VjVdqM+hQG5kt1NXMg0hwwT7hExzG9YsnF2+46Ts3/zt5f+Xw44+TpyrX3XfvWVirCXAZprbzCFuryCnCyUrXIXD4CRPpaH0izxiJso7EwclndmfWCSTOjpK8M6uKN92219BiVlva1Htu/rN3ggh6qfmR9s7/YScb3jjFcATjkt8G60ZIXI59esPZLFvclVXOHDHRxWmiSVhScsOjH/yXr1J9Ega9Ebwgad2viwbQG5FffoTpEy9c912QbOrXRfOFl0fnXztHtYfWXtJpDc5USY+PL3/pfa8xrWK2lyxmG1y34uPLo4//y3P0etheCoWDoG3gr2r6BU5HES6j3oG/qrtuLXDjJq3BbPMFQzq9xVqXGybjFnzDC++El70l6yEa5IoUJLcLnj1I2Qj6ukbm4lWpC8rIW0dn6h+BXtLdlCB6otI2qQtTA5qAVs3rSOzE/G2DFr3KZMrfCjtwf9P1wcgp5ze/6TsRDt/gJbe9ceqXQ2Mben/J9kPhaQ/XKksRK5MioimLMXIWBudR9+gcVPc4VQyUfoBJ5VRASVwo37PJkNCqg86p28oX7t4RbFJ7QjNkGxl5r7DOPNr63soXKuUnsgOZwhO4bhDWHaG8nqnnPwPjcws1gihzm6mOUVeZTk3J4vXIVFG547ngbTOBdrUqZ9l2y18v8ufEwn79qfCnKjt++EOG4wisFaE6plu2h3RgD6l5ZhihwU+teknH4tEsaaZFXHMEzDo3ibpHyJbK18mFikhm15IfH1pbCcj20bcuHSP/yn+Z5odELl3W6LgxDEily4S+omIBq0csIBaoxaUBL4LmyFj6SmDW6bdI+E/+5HHV3rE3YmPL8kPOLInPHSYbDvNf+R2l3VFY8z5lTV26zLE1VemyurYm5iFhTUJFEcE1VdU1qVEsRI9++cskXPnBPP+9sd89A9+7QLzk32gNDBck4IqD1WMjC08cfOLQQFqdHoB3H6zc+tiDDz5G/dZjfNOlV1geTZWWOP0S/qvLo3nBPxom3680j+6Gzz/Dj5Az/N/C51vo54mRfhZIU+bNGGijfwUGP5XwdIvjz9yye47/2/NUV6/DnAn5DdhTYYzy25BjWIAcHFUjQVmpr8U3BRrfxEA/II0eP7j7NivV7EqwU/bkBThrzkJBViSc5AcVLtmFAtXrnK4J3zI64OzLCetqQgXDLrU0dc5K1n2wrDux+kDH6euPXr/foDowv37vDb3JVRvvPHrf9jnLwb5NE9dfXfnuyIatGyLNw8cMcqxpBvCK86/QuONx2f6hqSonsKgW8fLhC1rhoSUGFo8EFAXmI9gtS6LAihkMIKUxACnYgYRWGn7UmvHY0JiSFWs4sNBDWzWU3LWAfzKuy8tpo5huZlG9dmb/8XvmN06ojP7eof6JU4OD/Cufnlv14Klb37u6/+6uXdueHELfAGCPwJ64uFEldgGboSKcbLK5FecW4auPXZQ4oqWFAoqnulLwYsOHzly/IT84NrV394bJdT07Tt185z+9a3J9evfUht39U1NAuxysr6W0C3LXckUj0o66cS6VDIZfVY37CE6FUuAsUjsSjEgj8AScfgz3eDBuq8JMn1GQNJRwLiNm1+Al1nNwVWhp3M2bRNeygQUQ/Nw9uzaMaxYPGFSTWw6eunm0MJLpKeTW//r0ewa3F98YLUy+89Yts0Pf7UKzlxsF+MNAPyfbewFBN6tl0H3qpbLLIGCkwIXVGcGq/eui9q9bDt7jlrsNaI+aBR/SVCsU9VZmj5oBJ9GGvgTuv8shR+3zSrIiimkeZpPmo9QYHX3syPFbNZU/0O6ZWL0+ufeq0//jJkJGBvs2/Xrx3D3HAuFV69vWF9717OD4OOz/XkBiLf+XsP+72P4XeUIViOTSL4l2sDXTLBAIjOCkdQEOAN+SKTqcyM4OO9hHTge+dKJ9RJnExNPsD9Yh6WnqJ18z50IkS02nvQ8dOza91tfff93nPneKPDqnCe65PrjDfTy0p3IjeZTlz0cvJfkC0LaV6wPu/CzoGCTqiAbsUHzhUC+JibTUoaH5oRBLqw9gQHeM1jBoMlIOy18wLpi0UjcoCE85uzQI9HbZlkpdrkE9LaYCRKVxuJgzyhl2aRCMhJdsXks40dGTxS1xCaIDM0cdoNqjXBJlSkgo8qosvvKCegvC8wDsm86PVxyOktGVG6Teg5dll5QUkxcoIB9ZOCpDpJqwk7NNYJ3HsGJGccFGN2eGxm7a0Rn92unoibmW1vC+qw4dfPKuY7ccnJpYuyvdtznj72nJbe3Pb+6fG21Xh3J97erU9pkD5h3Jri07Lc5AujA2ddWaLdHWdDTo1ofINV25XFdnfz/qoRkax3uFc3Dra7EBKrOseO6clGMdLCLkkKMDoNXRqnNwVJXDWQNFy0loSDWIJTe63jQpKcws6mb3PrvYkYkNJEAKXTP7p5X/SaLD+eaWisRkKCYsPsF/h9OANbGdK6qpZY5ggELCZLrByEKYahb4UNMaOjUGilT2klNltoJBYMYyBMlsZkaHSo3ZMMz3FZjJDuC00lMDRvUsWX86mo4nurvXk0f3VNzk0e9MdHZOpCgsvZcyFBYr6MXDXNEgC0PMHqgYlzmMrGrjstASuGYlp8kN0NjNWAcguc2sdsOkBWgcHi/zgSxK+hlMFeAPJrepQnfFYw4FyN54f3a451tk/d9seh+D9ZPb/YUR8u49lfBfqwZlgFltxgTsoZnrqsWjNARDRZcHozTLglF5DEYlde7di+rv3v2Fv7rzif38K5W1P/xK5W+/t/9uZh+to7HQV4Aew0xCo56m6Sg5rmxhm2Khm2JBOUDjyhp0Q/UFkRNEHUsBo1vDZFVOWEesuxI9wZnCjt381Xve+Nke546mw3tJma3ZAzjl4Ow3cdfL9p7VDT4GsgRlT/ByUDOIDnDaQhTJJnAyeNeS2MRUqdtCXX70eazwThhz6zzlUBqgQbhsgmjEoIwftkal1hdkmoBZDIdUNhAE1KbKU89Og6p17XpH27q+wvXtiabdHbEm8rOxjTMz26Yqz5Dtq0YqH2WPXPVsAQ4Obmtd3E3BYNkBo+nI5SeMbzhhBLMZKnU9mPVn7IBBPbtPPmTkZ1Nzl50x1LVxgKchZqRoe4f+rWNGcm10fcwov0LMKPfeP38v/Nw8eWZy4paJX5955JEzNz3yyE1T8/NTG+fnFZtplMKCNtMRrmYu1cgDNhPwmKI07Sasf6VEsjfaSnaZSDVbyVxvKxGFZF6ZZLLo9bqFmrUEun7D7IFr75lfP6buHcyjsfQK/8mBiQdP3/ro4NwTZDUzlygNR3kthTuI+r5qqugQbsVeAXtkmckCuyp6qiaLzkIlVYj6/4rJoquaLFaaS5MNFl29wQKnFaRE/nKDZeu4yrhnUbNmU6PBMt73xvZnZ1ZVDRbC3YtxZYDfyk0o+ZMqxU2GaprIyhiSClIrIzCr9YGDYkD9Rphurx4X1O064d4DRtXms/3tvp720xPkZzfc5jpku7fyGqyLdpIb1o1gPClM40lgJVlxWaeaxelM1TgdxpOCJhanc5tq8SSD1ekLozIOOop2wc9kaZjJUqdQIiYhiO9ascChLp6UrAsngW3qlSNJo/27rxoYWLP5xdNHr13ITU1fPTm5f/87rjs7vmG0OehPuHr2rd62al1vv6/Z4V9dWD1Hz/QQ4JHgT4K9dK1i7WGWjdDgP7WZdJki7zLK1W51dpOSjHJW6ymdBsVuQqZQAWuDU0UtKMXoc6HRh5ITvGRaZ1m1rEfI0EO2A9//ft9IPueZmf4qmlAPPLDn1dEB12zTN16lsK4FWFXkZyB/5mT/nAKslY8ZDRQ56wNSGMVGXWG2Y1UE6juUQgYVs/ktWOIFeh4Pv5XGsGmgitaMCIohvfZ0Ryaej57eb1BvOvTM50hP5e+G89E2srHi3ow+ZDvwXxpgMnFRrmiiMQMix8bMaZrxkThTQ4ign0ZL2hcPWBLqhOXAiS+eJT+7FD95Ms5dqrgpnlr4zhn4zjB5mPFW0eUOZTEihaxNHM4sZjki9VEpxNToomIOaxicrIIGA1QXXv/V39MAFWcXwxes8GFRc+Hlsa5ff4nFp0LdVtF/QdL6Xhf1F17+0gP/EmbX3XDdc0GyeF8XTRdevvAPv96N162iD6SVW49vmXSvixb4qsivj7O3HHbRekEjOu2iC/7if//6wzRyRewlnmicqZfH2uQrVnvJZnVgWwR9FPBRDNlLgZAffg3SxyZ8BD7U1KVW4P26EFewIDYVivBF+Iu9gJ7yuJ3XaPUmi1Xw+PxNNnsguLwxgoy7lI+43PihUHiljymhMNi8MLX96eYpESYW6KkGvazERuLaU10aC682W7rnuu0mNbzuunbPgymtoOat2o77YYuDR81bRr/+9elVwQU7bvVfRE/Y9sf/HGsFYb9bYL/91XiXPcuOoCWL6VgMGsjxLr2bxbuSAA0vh5t03niym9CIV7b43B3jOodXqzbENIO3Pl+6Y52+3aQOe8e5Sz/fZ26KG+xDxr2//ddD5mFbT9tBWLvtUj/fC2u7af8CY108KFR9etIsw4/6EY8vJ0hqe6HGyRjrwtwtLbQaI22nj5hSanPL/PV/ETsy29rs8TpmY2bys9cCZ1qvfe2NS/N7jLt1sxFmg2HeG9ati3+B3FETVij5tuJf60iy8h/k+cr/Jr2jZGbPSOWFvczWOinHv9q501gpU46wWBQaeDoQBumyQQ5JdaTFlovoejdhHCaDplYbqLK2NJaONLWhNGuKgjQzZqQUnKq2FtgBt6cgR0QlfwtVHPSSaAZPlgYj8zmU0SChh4ibBQ9oPQYV0vALvYpv5/pOvtu4a2Gye6JLk+rrS2m6JronF3YZ/3UtmYosxjeNjMW6g6ciuaxBbcjmojc0dcfGRja1nGyeQhxfv6QlB/h/orEuOWglqWxL9J8c6wIZ9vrRf1f95Hc+OT73Y0qT6zmxvRqfa05LEaCJO1321GiivihaM1IL0CSQkWJAkFCmqI5RB6Ude6QYNVpiGIkwIjWaaewKqRGRC7ndIFID1EphKovWAXUTinYrLUjxUHJ43TKBUuQoEqIjl+tghNhpfPe7jTsXJudj3U03RGUqRE4FKRXii5EpAnRqPtmyaYTu+Tj3K95HnuYE8Bmoj69dKtm0JnCHeS3N1LGkHKaWQLvCReVYgyKtRhywPlA33rcQG+/39IbWshc9YeJ6qK1tNvogPHCsL28TOUvtTtqXh1YSpgVX6Muz0b48o4lGdGwmVmnUYHvWZymdIFKcXqUvD9vyVOSptkymLdnb+8ZfnyIDla+eYvVtf8uraHy8iTvA0aAxWroC9SCo/naZcbdcTlTYzJvwCjSz5URH0p/JlB2sH0NjymTQlwAV7aJnXFKD91DmDCZrQMkUyo1UrUmhH6iEPVSYK/QKVnLs9L41U7n+eGtHd8/QpjUHbzx5oLuX9B2923ZkQZ1bF1FX/lyT2JDTHz5svueaxTBpsW1S8vch/iEuzj0mn/0o2JhBWr3tA27UZ7DviRb5JKiHHLItFUO01y8Ux6KXUMCACkP0YCjEBJjBhnuEpaKJNvKZ0GFroflEFrcBS7o5ivENh+gDbo3KJd5BzCZi9aiBdhmYMMAqm1pZWj+fBNO0MXOnhDp07qh7w8C45tRu/62Hb1g7nh4pjLpLH1RHoiS/zrcz7/BOala1zF+zeSw9kImPTDm9qZGwegH2Ls1t4Nv5Kc7HNXNnOJSwTdolPIYGLauuV12UAjZauYcuns1G6+ulAIi/F4laq/PSeFpYKBncHj1LNr5oNFkEp4t6Mk0e4C0H58I0r9gslNQWIuBLg6Ok0RnNcs9Xa18+mff2Z7D1BmNuXl1SG0vqHOjxgMOTnonHtg3t6lns2TU0E09sH5rvPpPetXdobmho7v7tvXdntg/vjkR2D2/vXTWaZa9J9uj4+NFVTP52wP5287dzIe4UV3SjPvOmRUe27NNxdqyZzeBeW7PlJva7OYOV+2i8hdOi+6Loz0guE8pjMHsoGztgty2ZoptaoW4v/BbMSBGMebmx/EBPBXJTNfnnraanVGhisur9eC6L/zrOTJvbjWDImqdPv/D7oiie/tSnPvV+/vbHfPMuxx7fY5W/HBoafvzx4aEh2KuajNXRLiw97g4W8vCwQVr6pJSsgrnoJyhvjx79X5Uc30YuVMaprNh26dO8jv8U0GSAe5ADJ0qKqqklqkcvoUDPZsq6VNKklA7elF3KoJ8AF/3uDFxM2Ghc0A+rYaDPpkGvJZJHryUhfNqib4om0/20ww+23uTtoYwQRXqE0ch9UWPyR3ry+AE9VgyyM93gQmBzpE72I+WYe7c67wILA1/xSe22dDK8a9Oebf2F/OrCtpnCzsCBbbeumehfHWttG1k30rbQ1rPNk23r3u7uI5vb1niivaNbRzakM762WMfG7Ewm1jW+ffNwX8TvSfjirWv6AilvwhxIB+HJFKR0OsuvId/iX6X1mzSDhAyiMnIhNapf+RUVr+QievGihhm9Fla+CXug9AEpddZnWwZbWwc/0jrY0jLIXzOYTOKv+Ehjsb5L/8aPyzUeSe4P5O5qC+VIWnWB7ZrwutzSrMd4d4tuqewO0JduDMm20TSRiZXNmpjVHXLRImIbSZU1TLxi02YIDNSS3izw9LQKL+lUFrvbG2+h29QMJkXRZI3jZgawQsPhi+Hn3I6i0eYtNFaxKOdTtWJdpe/8z8/Dz8CtX7n11q8MXTU50tMVamrv6W6NtLXmCxsOkInHSqXHPvCZzxB35Q/+oPJ45Sc7ru3JBNfkBidCA53HYQ8+xP2OXOC3gS3YxN3EoQz20U4oUZOWjIg0UyUeF81kBeRMFm1dLdsYJWxpKrZqyazA8mSWz4nulp0GCIoqLoitq0aNwNJZzvp0VohUcxkYGdB+6NC16uH2fGRyanxiUssPZLsGt/W0tLyD7O0bNA02D3RsmPxiPJXvaW2mTTg8N8q18ibyDfCnLFgxTvsM5afRD2fvuis7Rx//+NRT3R/5aNdT7EnpMSSLnIbrUarUle5C6gJrWdjWVR+2VdoxMSyb20z+aCdpnq38kvUN/uf6+9TctWSI/ALOghG88mbwCV7iREO6bGXSMpIuRxmXRqK4eCRETTKxNV32sk8402UVfUXE5DIudQNrNrPfohmx2S4l4EKtWd4Ov7HqcKlNCVUYUI9ITiz7SjiksIpmnsp6hzUYoh092EUL4gbs4bLWZOdowKJVEP0NnRh1wTRvjhbvgM8Sd8PLvhS59sZtMzee/PCN6Zm7Z+Bn7czWRGd/c9zbEvfz/M6TJ3fOnTw5N7lz5+TaXbue/9NVSfuWVauODANdP8bPkhf4p4GuMUZXzRL+o3TlABWVmdPLSVxG4o8RNT87PY288Sx5ipT5T4K8cWAnqS5dNjHqCTXqOWkHpYGRx2DHeLNysDGOYKUZLq2OxRAFIFaJU2sI1bGKMGpVciDx2LNbTm3efMrW1hxpa4s0k6Vbpqdvmf7YRCoVi6dqcxGwt1UFMvCQUm1KOyREUxabJLDuVE2Ld9RWQ0oZf6AzMMFopa6MxYIGVNFipbFrFfVeilbsBxm3ynWoglyHCl5UfcMrtlvQptft20lqe6m0/cknmT5/jnyGfIL/LXDjdg4NWb0OOxZFTRbNal7Hkmk2EMtwIjQ2ChN24doopDaTkkbTG1kc0IVxF4l3KFl1pQEFwKi2LT5XmCisyWZO/fvm6SZ/vIl/eXSgN7a6a213fkPQG2xlcH2EfIJ8HOBqQjuDWuFB1mIPu6lnu2lNo78nyP32IdpN7sM4CVqOLoDXSI0KI1ZRo+ByaeSSF1q/RHwgnKxBeGWkLp4gugoiNZOxd9mDpWe0pbGuo5Fp0Y+0JHuys+vSsUSie3PveH5iQ/80+U6upTWV7oiFMql0MucShlM5hscP+BHgRaxDCDE+XrEOAZfM6n6w+5bb+ZHz51k8bJwfxjgRSGs6RUN0ZTEaJtmETKYYoFUWAc6QqkXHIlR9YnQsDE6vnQbJaDUVVkTLXVdG9LQDaDlIXh8t9gSsOUkbYA3zRCha8DqLQFfDZaCJqqWEKLSTHu/a06nulqHwor7ZYLB6W1Jpoyo3tyZA9Bf4j2MUrS1H8v92Rys/Z+zNLbTedphjPWMi+XfQy3rODL4q1cQUcpr4wYYqONGK7sdyHCujDHrbAqxNAKThu69LJY4/RKZPkfLpqytrT1eu4b/3RozR+mvc6+Q9BOtUuumpZ31cb6Np2tHQNE0yuwYHsWsav/Mbl5LkDtg9M1j3yG6cLD8srCrcRaGkPcKSlvZucGbaAY9NWOBlwK5S/v/G3EjbWu/QnrXPGxNh++Zed19nrwa//1U4fyf5n8PXjnC0JAnreFAD1Pe5y5V+wNKN5X0gN2jLIhWB/TTe/upgx5o5/vdzBn/lz78L3/dO0PtfB71vgBO+hsMmIIuOjp5QyWcbKzVd1XYAWIMmLLAHoJZDca5Ud9tfE3/vPPDQAfjZ2ZZoSSZbEuS5LXv3btm0b9/t+/P5dM8A7v0m0NcBRV+PEXBR3Dr5aRPo6Q9/+E/o4/aPfqQblHUXewIt7YE/Xg/+hoozwesA6MwvyH6HmfodQcXvKAapXxy0GWg1lIZdx1bvKGbYcauUoQBqFsQGhSk2Zcou2bqpd0kUf8QMdEYXDau2wQqgDRFl3uoNUFXowpkcrFLU7KYbAX6nxKE6VTte5InBGwizil1QmZgc8SlTOeTNcubyioRWgemiyubycZ3nsx3PWgqpNTsefeDqTGb6+LOjn7Vv06iTOIKD1+X0AdjYSrj9q5/rX7OGXPW1oRcrryf3jHFgWyCtVsu0wqklH+KKHprz0dGGTKtuaRllElegDHaBCHBVCNLudA8QJEh71oNe2f2uESQovMibra5mnDmC8jMK1Ai5MM7AC8EI9pipwW8tAyOzjwAxYpQY0eXEWK4rQPLi+1V6vGdoTWE10xt9iaAa6NJAku/WqZFM6zeAMBzwD/aSz/APgR5p5lJwhnPcj7liB/JPFIfclHsYNVoyxR5qcvUk0AWldkKjtqlTNf1vpmowiN4BnNWbKbczzkpkiu0d+HZ7EgjZ0Y4vO6JAyLyslIoeykVShw8OXbwzjV6e2C4Uu7J9lLl6okDsUIyVj4UjWbkNCxNuQon4OtOy/+dBNVa0urqZb/FmSkyXp+by5dzXsoJ2y8MO/MkDV2ez03uA6M3bNKokue5yhfdD2I2Wy/mS505eWkVeI7+hPZu3cMUgavPmas+mXe7ZBEFkEcB9tmMJKG3f1NH2TS065GlJZ2OtmxbWpS1pfVTOAgk+rbHXtXDSonI7HkcnWrdFDiO3tLBlVJXMeqyqOreqJsxONjRvjuRXYUPnaRatiyRGO7sKte7N4bkdvE4O3VF/k/YnqvpAhmN1/KblHYrmWoeia6UORbfcoQgSQ280W1iPolmQo1XVHkVvXLWsT9F25+y+fEOvoqpvsTLN2hUb4LKtBJf+PwGXwe54895JFWi65f2TZPbOmxp6KMlVi4vL4PJeDpe9BpdvJbj8dXCZ7AKDyy6wMVFVuPJZdEN0y2lmPHjjwd3D6mFvA934C4uL4+NV0lVhHAEY/cC19y2HMaDAiKTTZ1G2lrxWF3Yb67BCS+FoGXT9Za6YQH8rqQW7nmGFvG0H3i7zWhdTLwJOTADUAjTaU4faKIGjDDycpW242Ii8DEm1tq81PG0NG0aUF+ZGdP+4sKqnp7Cqt7eyQUEZ9AfDeUjelwh37xV3BjPv4WzZZOBigFIgo9TRy+jKwRs8y7hZISeNnSj7h5ly7PIvEtZR6hfo8C84u0VeI1CJd9l2Khaagqnye3Vbo32xWF9MxvJArC8a7ZNx/Ud8J1pZzzjwnfS3enwX0aTjfOBnPr8cX6GKrz2tRDSjijdJxPgynOu2GPyNspX9Zq1hnkDNqWP9Ln6hSLDutyCGHUW3hw5CsApF3obiCuwHtvcC7bqkEb+SwWLVUwe0jiis+Eph8lodnkKXoUJ312Bhb1ImjMPf6ocfmTK/mM1mZ7OVGUaZz3n8fo87EKD+6qWK3Ddh49zY72OmUzWytHGWV5pYrXYz9vxY9dhDS1/SHloPFllhAYzBxqoIqINq4JWWVtZCSbOPPb1xZ1SO42bd0RzKEwEQ4X9KDj53332fqiw9PDh/XKUd5c8tPLfwysLHPkY0pMdVUnqZk7SXOcotcNV2VxylEJA3KKY0MyuTSzwudtBwcknJH8Cpg5hCKOtVVjnIHvALaKexhmfPmzc82wi1V5LU0O8my5qfp4/bwd43zo3Ebni4oQl6py5Ozf8MugJr7J9icw2w/gpkogkoPvNWXcr2t9GljNkoA0el9bJuZQKSsa5jufJBUCNy2zLoj2WwTP03wbIcBlAX9TD8K1UVFAaUxdwymjjfmiautwGH+8o0kdVFPUxPyKqiDq7xcdQNDK4hCleQu/PNIcNIUyBbtjFR6ckoxVZXgtRiwGQBlmLJRdd+J01IYAGWgZazOAuoGyQUFMuw4JaFyRuwoRLycVkyMoyYaIwykch6/NTyvm97k45o+9vqiBYUv9hiKxSW9UYjC8r90ZXfB/ZTmqQZ//1/hAPYUIFjCVhQgaPGgzVYnPD6yrC43hYsbhmWksUqOFiKeBk4lAsVkB6VObAeLGRB4EEGl8KDD1wRshXZ760hLQkGXi8r8TRyY8lNLwAzUk7kkRORAyU/aHLJE7yMtMt5sYpTHR9W8WpgREp3A80zYt+6T+m1oPWftIvKBRqHNxvVlpTozZZ5ppjdgJsfK/OwgM1C+xaKFlrsbAGvtWiyKPljNEuQKXSAS4BW3+DQNZ1QYPX/AnNDU0Rg9Q0pgurJsP6j7/vw0+c+tdh94MiXu++4g+T7NaTp2Q8+/TGS/5ubbv7RF4YY3LQPG+xGN5fk3ndZJzZqJE9WagJrsaUphvTUYbhOTjnJDdpiErzKsodZD550Ocle1Tq3xTB+IFJLQyVxPChvo9ZUWJD86CpGHEW1xlJ4G53cqsvsyeW93S2X2ZMrd3vX7ErKo7TvG86OgbOAPblVruIVlM5vj6Fq4VudtGXKKVfxotFolSfTOIVPY/+3yWKm+pm2zSwPRVHnaHkb+AmQK9ctawXnH1ysPFxrB2+A0VkHY2N3um+lSmO/XO1BoXO5vXJsw/PWbeoY6m1sVd8IoueydnViYDKoHkYBzvpOGUa3AmPAUG06cjhpXbZXhjGkdD4AHb3CSwip2WqiRQMaNoUAO8svJ6fiOy0n6TWyPJpeTlYndZ9qlFVgHgGYg1wL934Z5ogCcwIMNQ8WBkh2OAt+O87ExcAklsi3shJ5kDnGJtCF5SDj/yY79RwAr5JTE4XrrMxFdKTLTnYUsKU7iIEpPY9dLcKLFk84EqdN3U444Co6GzayEsKXnYDLUD982RFoX04ET9WpelAhhFqmw5C8d3HurhV2D8eNxrJlC5PRKA4Sym6WTA5aO9Cwr6WoxquX3aq0FIWNbpE760u83oW1PVI0hPFbt87PjNqVdllxoWqoKleU3aby2MnQ/DiVzzVkB5hX9YDCrN1V2U24fdzN5D/4JtBNLNIrD4Hd9/73Dyk/pQ88hqUYj31g+LHHKI+3XvoOP8AXqTaLczdyRTtSKQxU0iKV/AZWMKS6KLkAbRfjBYuMukuF3qSDpqKjQsmu9TbhplscRb3BREVg2I4DVBzU23yRmCwqDw1GaoFXjGyqilw0wapmMMkB3pTXiea+k8W5k61jg+9enB/Lja3qP3d6x1jfqO2bidzYxlwsO7bRrN03f+7Jcv/mjgPzDzz12b5pcmIiR/Jdd1b+InX2xGgP1Q203x7OsZVzcGtW6rh3rtRxj+lIFceKNHVC2WyxK6bDst57lIJK//02EH6NPfj85xf/azBg1gxWt9FIELZ5CCvBALJNgeFZkGrLYNiwuNgAgwf9i8th8K4Eg6+BDi8iHdjgSaMDu91WAoVKMQWcaVl4XQ4SNamABxlcQxSuMHficshQZIWyZQc7qP6MUqgNkJbsKjyoyJw1mEtNRh1c9DnpoC+QaDQJ57KzqR0+jO+ITbI3sgz65RUvVSzqzKdlmJxoNKJ41vMu73Vuede7s9r17pK73ksatRzlu1LjOwb5GprfNdRtq2uAJ9+lSqs2ZwXt0411069wUAhhg0LKKicb59QwMwSssUx1aoiWTQ2R+2S0csOeMnIlp4xcWTz2+jtvPLb/0bVT+/lzx1695vhD/3jzUIbNxYE9HeD/kuvk7pChcNNBnWosBZbUuHQXXboTuK3TTsWJzr5UMutaYOdi9iUcx2eGCyF6wWFfoiM8Y50Ajxfj7SW1L9KGIldHK4gDKG0CHHu3TSjqHD65V6s6eVweWK/UY7GJ9vIgPWHqxqOz+7whb0tfX8veTRsm2tO94Tj+srG1OZ0l/3Fgce/q6FAs5fLEQ4mxjjXz7Vuisb62cHSgJXWyrbljYqxiR16m/ev834Id6udi3G31Heyhhg52FsQKCLQsMbJSBztGrRCjok5PAyIR4UWN0en1+avzUDgp1NjG3vyWbeyyyXbFVvarb53fcdOK7ez8Y+crW+WW9no8w4DnXVfu1I+/Zad+YlmnPmIZaY5VsRStAs1u/d+37KN0vHLbfn73Lbev3LpPHjh/vgHXENeK0dkartEGXGlpkBRGT8GO8a7LccUSoHDdnsaFT9M9DYQa0PVj+U8juom33tqa+XjF7d17eGFhBwjjNStuMXn9/PlDh6q7XOPnC9Sv6uGeqMc9VYe72JKWfapSk5+eYPgFvd5eSpI2kMmeNjQqZaeqzU7vuKAKZyiFZKeqjlBYrtmVFBwvapx+YyyFBz3CWjI5SWPDNKfOLnTLGvFNaLKShXlF6mzX5zoCk+aIaUSX6whOWCLG2Mp0emNkdX//8Jr+/sp0lVZqmVavynzSwz15JU4R02mxKVvuYKWYPkYm70UpCDZmOOit3ZMhzO7v0cBKYhcmP9ucVJB2OZeWES3oxbm0WJrdJkgaMLKkLoVuRicynj2hTBVdgV7VeL9CJSXWHY+tQK91LVgIqmI0erYlHGppCYWXi40WWiBamZKPVFGpF1Xo9Q9UhrRxfdwXryRF4GCVO1m0IZMux+Qoc65esoAEVfK+7fVyppSwBoHt0uytdLqcWM5p/TgIGofxOKO0Yz8tFDV+Y4HV5sVasVrpMsZrqjKelAGNBN5N4W1IoXqfVCnh0F5ZLgUKewvwMxhwOgIBhzNwBRn1Z539/Z2p/v6UJxTyeEMhZlPZgbbbyW9ANndyGTy3OLEXmE5qxe70DCUtTnBA6vZkyl2uZiOYBF06dn8QoGscVHCczc0WrOweIPGqkO4Wxo0ao9XlbWpWtXWxCoSi0x+gNn9rM3wsEJZn6fvjqKXFLockpKgsk1Q6KskkvXk50bxyrjxe7R6pv0NImmjzWbw/iP2mWzRreoY7dq2fjWVn12/R/Ks2393R2Ta8dqFv2+To+msiTV0pC0/O/v2Tk4n0Axvm3IdaN+V27LjvsKt1fF1oY9fs7NapSLQvmfH6Ju9azeYfXkrSGScsp6F08//f5DRUVv1b5TTyb5nTWDYUZd1BgeU0osfu/vXNtekoo8ZELaWxyvyAMhPjV3wY9BVGVsLc4vKJI03qpbKPTRzxaaqzdDAu7qMTR/x148INbHwieG+fVpkFt4c5eFrHFUaP+N5s9Ag1Pa40fuQ02B23rTCChN97vvLjQRb/r+EVALxueKtJKpErTFJpliepIEa+YFOYDVMpAUYhum3/+Wkq2DB4xYkqfWBeXDZV5e+w2rARpyCc1TPLcWoGnJoYTk2aqjWFODVRnEIyTom6vQoJL9G98gWb2WYhat4VUGt6091SrIkr7dixw4cOoymxYYVdI1+ghgTdOLWM46uAY4hLgDy6fzmWMcAyzLAMa5YwppbKlr1MOyYziqdgoCWWJTdN1ARYoqYVJ2uD1ox0tOoZJVBgtQbgSJoFFbUhOxBXTjLIHf9h4U2Qrmk7GW1FH16O/oys7niG/odpZ0QjEX7KNN/fAxWISVF78hyTZ2DPNZyB6182x4SOJb5sgAmdxYzDSiSdoW5UiQrTOWT96Z237J6TR5SQjeera/zwv2MNLKXENXzzt94hr/HJ87U1/omuYcFJhsvWsK60hk1eo6TT086p+mVYCgaWWgDOmgPOqi136FA19wJ8pKF1EscvnwAjerJlA2MbDGj6VoCgZFap9TQHQefAAOsI9IK7rsBFMlhB67uxWtnhXWEyTLyWXAFob5EZ4aOUA2SY/6axN4bN1YjwfwdeYQv2F3plhxCbkOgNG1jwNWin9h6NVghsVmYQla4Bh1M1w7nWayw2h9fIqiCpd8BJiRB8woX39ZHv9cHUSyve/glvKlWLrVVrR5PA27l7Du7u82//QPNdXaPZXYMPRU695/5TR84d3zq8apIMbF7990dvX3PthuncqnBoXXtqsn/wwb+67bGzH793896ZoGWCzuegc4EucA441e+5wvQSlMLOLPoGpZg/AoT2gGMQhM1pWTbURExgcoVFlLHdQrbT2LQTbE6D419uYgHn1trcE8mYAG7SeqwRKuDogCHVysNPLs+3NIxDaZVtfjT+U8E18GLZgBR+FVr8aPkDL9I5KcD7y3IsyqQUj/7t5lh0en6FHEv+CjkWeWzKDXDgFxtHp/B7zlc+o4xPqYevIb/SMMnlLfIrANkV8ysrjXRBLdg41qUfVd+y0S5voPCoh68ht6LAF9C/3dwKQHnl3Er+TXIrMqiHDy9QYbO6kZzk81SDfaY2kEaB+cLy3IoCc4IajHI6pWS3+GVuN/5/zK3k31ZuRUZ9j+LlVt3d6DIifAk5nvq55Soh1DIdXr08t1K3e0puhUnj/1JuBdiwllvRuVWX5Vbyl+VWnJflVmSUN1MhrWZoPkP7GKvILjF1XZQxJe1Mequ4zdwsb+TH6H0pvVye9iPoGGLy/VY86bIgd1P65F7/soHd09WZwSMlN0tpqpAK1VfYI/S9JK4l/2DH2sNNLS1NoFbI/fILxn8/Abqr5VzNtXKcPKxQ3S83d3MNuRqjkquRQ/hRoWRRMTPeyIrdwnCsi+DZsprAkpFjORqVo6jR6Wt3IKlP0YBiybu86LdpvbJGyb336Jaxnu7MyHuPbhtNw/PNti82dw9N9kbhwQ5ETg0khtZdc9MjnfA8eU1v6w9C+74Z3rsxy/QjnUMD8sDBebBP6wqTaLxvPommmqpwoolbwnEkLB/1NobSoJxtHEwzD0J22XAa/sfn/zthxak5JQGYlUKJLVyiGesO3xJWsMkaYX0crLPlsG5gPkY9vAGcrHQFeINvDm9TA23LQFtvoEpcbOPyvB2wqQxuBH3zAhPAK4CPZh/wPYP/VYC/CSyNh6+AASIQz5Y97GBGqiYGYuTCkJnfuQw1MYaXw05657WYsx5btDD8LjbTKIyT1USDQ4okCm+Jo+MyG7ER2wGwFFvAYvwoDZ0tx/mmRrOR3qOon++V8wkrTJNRBtm8zWkymEhaeaJME6jqy6bK8Pnz55U5bPLs2nnu8rG1OGqA1E9hk3ghk1k+g82DqeCVpq/Jk2q9jZNqG2avLarXb91//N5da9aoegdza3H0muq+z21b9eDpW97LZq/Nb8XZayqZXiwGm8S76zVSDBVxU7YcrUVe25TIKxreOAAhAfC2y4HUooW4WeqFjqYWEywO+DapzddyiTJPrEz726ke+ojMGZfvwuEGruBhF1iNsB200RF5vpwJKx4zcoGPHm/eCirKih61TlU19eRBc5h4NNFxC0UT7Z8xabAM0mSgj9h75adjgtDs4ATl/m919cJo9dHewMD77iBh6YEHPlf5q9vec/O7HI53kanzzx36yMKXFj7+wZ+Tb7AYhwnO7wz5DWitJHj/T8l9ZP4stqDAQaXaC2862wK/pjLlNosb4W7TVXOE2FUJphJ2hFlcS2JbBkvJcI+MFjkt2ISjg1T01oeSxot3awZTwe5OsTht0UxrFGr9KfAp9OzENgeouyYaJmip953eJA4ph229GIk0Hdu8qy21fXKz+ifaXGdLR9vg6j2prrnNR6/paEu0tyfaOl577/jaf7v54SNH7jscbqKxx/37H75len73xqnd87G7GH1YvljJf9/UmDFeMffNMsgll9kCNpPdSaeIgs4v+egFJeGNFQtF4kAOlnwueby61GTGLIA/XHizUev8sjR4Q/Z5f0NJa10WmueX1RMS7nF+hFwA+aXj2ui9hVVZ1opLp6VjN7lO7gZlE/JpxbesJh6XLXNszQVNQLhH+VXkq2B/C9wkR++LS+falLQqGyBthl+4jHz/ELnNA5kdW0BYuzl1wfR0lqKZefWXmciPXmYRM6cP/3HL5g5w9QMG/kvvbeW+zgOYtVkG+iU2NrU6ywBv37eVfObre/fi513w+Ym3/LyL75E//2XY1fv5l0Fe5MBSp445boHABhmwhlyctcFmN2q0lDP0OEiU08qnH4cU1W4b+uWZzdEjWoMl0ZVu7Rkgf775tpax3EF1V6ItsxF7d2G999H1RjiEySivpqu7laP8RNe16JBPeTu7twpGoPCOONjFvux2it84ojNZ4t09LT0DM5vIncqSq2F91jMcJO/jPvBfXtf7pus+17gs1tWQMZ5QfKPcXkZhlG5AZGqGxOrojMkDvHlzE4Mi3kh1bD1SY1y26JKnAOMulDitUL3FTONG5JdfWN+wM799k31a3bBpFI85wMNaxQO75d1ZJCKN18Qa6Sj3C4pCphyu4VJHUSnsw2nGmImUqVviLc6wfF/lZQTOL78wV0/xv77yto81bgbgcCnIWykP/D/GwftfwOG5N0EB5Rx3Hfkqebq+n17H+ul1Df30OtZPr7vsJuSP7rl3z557//iBnTsf2ImTL0D/buCelvvLJuU7/1k92aykMi5JRkcmwy6pjNUbjWvMtXFA5iWldFueVF231PJnW/fa7u615+seW6Z6ext/EMeXuVbyHtqXHuUIzsNhkwjw/q+qDAptOoQaR8qiNKOVjC/XT5ZhcwdayfnG7xD5jPw1te8g+B1yz/vX6rvdlXtKj/EPce1An2KrnKjHoVlctcedZNCX02bLLva7PgNCBUfCyYP9JL9pqeinc0P82LKt9lfnjusyotoutlM3g1XGh2kbcjgERhYO/GtXyzdBDmOvcTxBC2DwlsReOq/YRQ1keTpGnk5Oy8dzedRb8r2co+6oPEOtlsVIZguEFMbdv3f82PpVA0Ojm61EqPyEkH/+iX3T4Lr8qtmTR97t/vsBtdHtMgyoT9+9eSy7ZcOIXvCaRtZNjw3vu/0k60X7DbmO38g/A3wTBD2jaG/dkmSwAcfI03u0BlSqGdbgIE9LWPG+SMhOqIzl0FeQzneSFTVG9eid5F7/+cvKSFTRe0EyhfAOP1zJZPb66KjR6it6U50gdsX6MSxWNNpoghUj4W6q3FU51mLtrd3kDfuswbDwug1v7Nr8FzvbfGpvcuekXj2aGVUb+H3r1r322mtk4Nj09LHKVxdPPP/8iUWmn/Hhp+SnqLt7haiAryseOlkE76f5PTpRKMGdZ/dGEKNszqhkjWWrN0gA/9JnXCppfWHsVEXOaXk7t0rA+BjGcBLwmYS95EwErfQMYvt2EI4ieqluB7pVehBWCWShMN6JWDI5lbsrFPXuYKFwpTsskL6a6nCCDxtavXV7T4cnGBg7ePA0ifQmWnp6WhK9TYs4Oji77YAwZ96eY3dfuBTv7IzHOjvf+D3yMzpjl+dicJYK9D4RzRgTpNQIZdndnwLKBOTaXSM86ZLdo7XKBIm+XYJgGtdnYiP8qsijKxkpVG8rcSV0Wa0nPSWx1VsQ1UBwFFFtP+3HgSqtN1yGaOWf+Ik3Po0TVTju/wCZCPCBAHjaY2BkYGBgZIlSy4iaHs9v85VBnvkFUITh3GKDuzD6//f/bEzBzCUMjAwcDEwgUQBv8g1XAAAAeNpjYGRgYH7xLwZIlvz/zsDAFMwAFEEBzwGF8wXxAAB42m3SwSuDcRzH8d8okgOHhYxCtoYDIxdmLWlj8sSskbg46ElSSqKcOLmtXFwVkpPzykUuHFeOLg4O/gG5mPdvPtPT0w6vvnue5/f9fX+/73eBHdNbt2qMxyu24SCDdvTgA4841nv7/UHxGXkksYY4RhHGGGYwre9xrbe5B8rfgosogtjQunm9P8IIZpFDCss4xJzOM4QVRbtmAv3K6UKjnkOY0j3zqr2peldII6t9x5HAumJWe8d0z7TOldXaajzR+kmddQAN6kVUeXv4Vv2kp/euag9jUGuWcIoOXGpvR+ys7nCt5xvc4l21q/0u4QVnWECbhHWWYG3lH+3h+uR8mjxz8LPzjGgWXiHNLKOe1NKqfiR8/PW9/fdzFFM+UeXY2IlmnekChUDRmPp9Y/5jxBjzhnPZxT1ildk5Hovq35P6XtJ981JAi80lFu187L5//4/yV+Cz8rvb9P0CPzKdZgAAAHjaY2Bg0ILCLIZpjEWMP5hmMGswuzGnMbcxb2H+xCLHYsaSxFLEcoNVhDWBdQcbB1sO2wV2LvYu9nccWhx1HJM4NnEc4zTgPMDFwpXGtYLrAbcMdwD3Nu43PCo8cTwTeLbxBvEu4H3Gp8LXxHeB34Y/h38R/z2BZQKPBCUE3QSLBBsE1wgeErwl+EsoTeiIMItwivARESGRI6Icon6iy0SviQmIFYntEmcQjxHfI/5DIkZik8QfSTUpOakYqRlSx6QtpAOkD0h/k/4mYyYzTVZEtk32lRyP3AK5G/JJ8qfknynwKagp7FK4oaikmKe4S0lOyUppidIVpX/KespxyouU96mEqNxTXaAmoBajtkLtl3qJ+huNKo0zmkaaFZp7tDi0SrR2aP3T9tLepSOmM0fnna6D7iw9Ob0Zepv0VfTT9FfofzGIMZhlcM8wyvCckYvRIeMI4w8m80zNTOeYcZgVmT0xzzGfZ37BgsMizeKCpZ/lPMt3Vh5WZ6xdrDusv9n42CyxZbFtsj1iJ2XXY/fEvsT+kQOHgxcOGOGQ5lDi0OOwxOGOo4RjiOMOJymnGqclTu+c3jkLOBsB4QEXF5cAlxuuXgCs6JH2AAAAAQAAAOgAPwAGAAAAAAACAAEAAgAWAAABAAGKAAAAAHja3VpLbyPHEe6VnYcT2LAvRk7BYANovQDF3dXasb2+mJaolWCKpEXKGx8pPidLchjOULJu/gH+FfkROQVBjsk1xxxzzK9I9VfVr5nhQwoCw4FAqmemu7rqq3cPlVLvqX+oN9SDN99SSr1PHx4/UE/pisd76h11IuM3VFN1Zfym+lz9UcY/UUv1Lxn/VFUemDk/U3998J2Mf64+3Ptcxm+pX+1lMv6lOtz7XsZv/+ZPe3+R8TvqdN/MeVf9ev/PMn5Pvbv/Txn/Tb2//28Z/109faRUTU1VpobEz1z1MIrUWHVUolZ0r4/rI7oaYNSmewn979DVTMXqiq6m9OyCrse0Yko0luqZqhIez9TH6jOif6y+UHUa+TQNRaZ3UKDH61pYeVdeohw3X0O6lGYkJGMUcNem1eaO/vtMTWhWRnvpudf2WZVm66czovia6Ok5I7o7xb6HNPoIn09B5S6ShtLFxGdEe0REf0n/B5itpXhN9xLaMyJkBjS6wvyOuqUVGWbplWfEteZ9qRb4Zo0OQHkOqhOsu6Sr2D7r0Ihn8u5zuvsE6yNIOgGCESiv6KnmLcbs6r24adNIayciHVfp+1SoTuiT0dwXtPsTdYO/KlDgHaqgNqNnGe20EHQXNNb8jLE+Im1o7T5VFTs+vDdqH9yBp8fY8Qa4TsQKUyB3LdROYFWaxyZRmIGXR4EFPAIe2ienoGCkSkvoVSHJj9t63la/wKdLs5h7h1EHHGeEqJbAyad9Tss7BxqagxX25F0Mjx2SpkH/W7CTeUC5EVDQWiuLEc9K+Qt3Nzz1YYex8KPRndKdG9BmRJx2pvQ/weiaPjGi1BV9DwPr6YHjmvoK44zsL8rZYkq7aiQXsI8quJ/Sf438mJ63aH3DSnDwg/zpnZ0m2hTNm5CrhbyoNXFGPqzvduh7nR4ioqR9+bdYOyS0lqRzbRW34uNPKT7/sFLqT5t8tE46O6e81aCRsRzOqYno3niisdTtFqrjEGvzMayBvSGDFWn/jcl/OdtlYkXaBnR20fbE2VJ/X4tdLhB7eCfmpY9sxJZoPD/G/IieG64WyGG/p7t92FzF42JFTzlqZJ5sbm0fXDNd1u2Qno5khUOlRzNN5NIYOP+ZIgrpvB6L1H3hfAb5OSZxZPH9jjlk3q8tHj1wp3kaenMTq4sRUNA4MZqvbRS8QSzow0uNfJp/HWlvxfs1IhPR1CCIATPLiR9ZF5ib0ZjtfwK/9uOBi6T5uMk2dAIf60GLOvKknhaKEdPnm/FhrlcyoyKWtaJxbO/MUMvEtDrOycVysl6WqG5WNj8YlKdApydRNIEuzTVzeutZ9xwSR4iVU4mqt3bmDHxOgWKKTNjNWRzbQIyMNhU5zI5zUOKMESMKO2s32ub1fcw26FxJpplaRDQnV7ga2HubsAizo5PNj/vMXVrIfqEFDwSLHlAyq5aFmmMuVpyWYLuy9nC1EyLlODsrKFvPOE5gkxyBlh6yhhPGdwmdDmETxcxuZPRrClMHmugRWrrPr6b9B8SOJbRm4t9IdFH0iKVUT+yh+RqjvBrQtRVjbSTrIS5OxXaTwP4SWrvyeHEx0kifWqvNSnBPvIonxrhcAy5eHFNWOqGc26RPlz4tZF795OGGyuuhoDGS+GMkMTxp2V0uGaEOYRSKGvW9OCqt30/FK/ReH9C6xzujb+ywL3suBXdTAxsfTCVj6RhubCQOYrgfN4bija7OdhJWJCrE4sdhTeZ7Rqhrlwedbh7u1DGs04WxKt/fU/hGPxexfen19Uj6f6eVfolWUlvlGxlYNz7/LVkRg4tpoZ7bZkemCuH6wtQJbFWb+gKuARaYMfSiUgrkyyPxfezQl/W8kAt3k3Vz9plJ7WP46yGzuBiQwOIG4lWZPKnYWKD1eiXVUQZpzdoD1NBhtWFWubomkT6EZ7uIO8ppqYh2vqbdbAkVK2EfOWwuc8c2Is+Ai4tyPNtUmPmouMk6DO4R+L1B1p4jjy6xytizr90asJtgt100mULauc1uQyvR0N7j/D2WunJm72ew9wnq176gdQP8jF8We+mF8JJ4movk1Kpo66GXrceq6nUydYpG55QhOujfWujb9uEpenxcyB9tcDSDt7n+jaMqcz0UHTICc+GuEtThphvh2nks3XmIdyi7PsvIJEu7Cs/FsLxlrpfe7bSy5wKmBr6VmoVpci089Dh0dWBYJ99urAj9LoXr2enGKnsFa80/dWcP6R2l5Whh+rm8nYwkGieoThlZtrCBdFoJMu8LazXPkKubqEb8Gm27j87FxsOIE0sEiGVPrn1X4iNlcahio1kxAvEO2+J2KhoMe7mwB2G+tL5Gns8cQvr777u77vL8FfuS/00PUtnShQzRvU8C7zMxiT3U70r5rOF6bcXBFXQsNZfr5surP1frp0LR79zCem4AXn0bNVVRJvscQHdsWRyhv5Vuwa/8Jqjo9IoDqdwH3lneRO6YrOHnWofBQhBdQHZzgjMTJDmDlFGfIf/zvUxOM2LY5AC7GW2a/YwEJpuyffIJml+xr+/PE0E23CfEmSv9WOrua8y8Ka24VlLpOv95LtEj2cFb7uMrK+HfrNml2vb7D0YohZTfoqeLUVtnXr7O5PRosSEbhvkvjwufv3Mfv7DRlnWxrUoNexmmwf4f1tNzexazEDmGJdU4W+TMsxKDzty+vWDrWNhzh/mamsNo2+9FPwSypj+f5xAP9btrn5gEGcev4srpbrIbPsHjnByeU7hzE/9scYY5Q1v/DbBvKnXNUqp5PgHJoKOhF2u3WXxF7E5HvIWXrXWceA3+biT+jwMrL9aETO+/w9mPxuuRXgZZxT+nuJ8HOdv5KLCdzVVOsWJizsqqqcrOPRJTXsHDjF2sy7jsF7GchtzueJ7hV4dup9AS1+247dzs//+cbJcup2u7nCZZsOlnNr/vu0K1nNgzljnevEw9XV3T01jO9kdru+h89ZOvqountZzx/bM83Z0dqQbxfkZSaFmY91O8S3Nv2Tp4P9BVr2jmBZ6d4XcP+n1Vi+LMGc4Fj+mO7nw78vwhLPAVOr1TmncJWkzjgr417W/k3UOEa331JdA8xtq6+p28E+uAaovGEXht481fXebpFVqOS8jUVC/p3heyX5NWmTeF5+CFOe3SfbdryNUZdjScMTJHJAM/rRHtM9DT/FeAlB43LZ8nwmkNGGnKXbynvATWF7h7Sf/bNI/fW9YgM3PbhAwn9JxlqYMD1gRzdIR3od9gxkviqwsu2rBBnlmBhBf4FYxer3f9EneZs5Zo+QJ1jKFSFSyZD43/13bnDuRv4C2RsZAiHxE03cCuF9BCXbCvyTtNHx3G3llgBb/oqIHfl1YHeX4NtVAHZTZgdngJKerAo4HZHZxQHIFSw67XKy9wv+vRZOtmzTc8DI/k9KKuvqJd62I5NSAUSsF+oPl3UjDONfk+stHD13FTdHhkNdqCLRVReQWPq2NWDfroWBRO4KXnwvmlZ0dGj5dihS3LWYiv8RYzb5cIwbTM3qEGj/GWuyEcdiwa2+ly9Lr773yeIOeOUY9VsX5Go82/DMv/0uoVTqBcFcu/7DpB7uS+Q//eK1Kf4NmnxN0h/b2gWuO5/SXR8/8AHMWs+QAAeNptz0dM03EUwPHvg9JC2XuLe4///1/KcNJK6957iwJtFQGLVXEbcIPRmHjTuC5q3KJGox7UuFccUQ+e3fGgXrX4/3nzXT55L3mLCP7G7zYM/hcfQCIkkkgsRGHFRjQx2IkljngSSCSJZFJIJY10Msgki2xyyCWPfDpQQEc60ZkudKUb3elBT3rRmz70pR/9GYCGHt7toBAnRRRTQikDGcRghjCUYZThws1wyvHgZQQjGcVoxjCWcYxnAhOZxGSmMJVpTGcGM5nFbOYwl3nMZwELqRALR2lmC9fZH/5oK7vZxQGOc0yi2Mk7mtgnVrHRKtFs5xbvJYaDnOAnP/jFEU5xn7ucZhGL2UMlD6niHg94yiMe84SPVPOCZzznDD6+s5fXvOQVfj7zlR0sIcBSllFDLYeoYzn1BGkgxApWsopPrGYNjaxlPeu4wmE2soFNbOYL37jKWc5xjTe8FbvESpzES4IkSpIkS4qkSpqkS4Zkcp4LXOIyt7lIG3fYxknJ4gY3JVtyaJFcyZN8q6+msd6v20K1AU3Tyk1dmlLlbkPpUDqVpe0a4UalrjSUDmWh0qksUhYrS5T/5rlMdTVX1+3VAV8oWFVZ0eA3S4bX1Om1eELBuvbEo+7wus07whp/ANbdmiQAAAB42kXNuwrCQBQE0GzWvMz70SgoEcsFSzs7k8IgiFUW/AvB2sZSG3/kxsq/01HXTXfPMMx9steF2NVoyN21HWM32dW2aGeUyIaKPY6znJAtDq1BvKyIizW5ZfXgW1N84QDuWMEGnJWCBdhHhQFgLRS8z8BdYQh44Q+MfPUjQOrnpuh4fQJDMOgZgeFGMwajqWYCxn05BZOlZgamc80czEaaBZiXf0oqxBtIPVDjAAFSfYBdAAA=') format('woff'); +} + +/* Source Code Pro license */ +/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. + +This Font Software is licensed under the SIL Open Font License, Version 1.1. + +This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL + + +----------------------------------------------------------- +SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 +----------------------------------------------------------- + +PREAMBLE +The goals of the Open Font License (OFL) are to stimulate worldwide +development of collaborative font projects, to support the font creation +efforts of academic and linguistic communities, and to provide a free and +open framework in which fonts may be shared and improved in partnership +with others. + +The OFL allows the licensed fonts to be used, studied, modified and +redistributed freely as long as they are not sold by themselves. The +fonts, including any derivative works, can be bundled, embedded, +redistributed and/or sold with any software provided that any reserved +names are not used by derivative works. The fonts and derivatives, +however, cannot be released under any other type of license. The +requirement for fonts to remain under this license does not apply +to any document created using the fonts or their derivatives. + +DEFINITIONS +"Font Software" refers to the set of files released by the Copyright +Holder(s) under this license and clearly marked as such. This may +include source files, build scripts and documentation. + +"Reserved Font Name" refers to any names specified as such after the +copyright statement(s). + +"Original Version" refers to the collection of Font Software components as +distributed by the Copyright Holder(s). + +"Modified Version" refers to any derivative made by adding to, deleting, +or substituting -- in part or in whole -- any of the components of the +Original Version, by changing formats or by porting the Font Software to a +new environment. + +"Author" refers to any designer, engineer, programmer, technical +writer or other person who contributed to the Font Software. + +PERMISSION & CONDITIONS +Permission is hereby granted, free of charge, to any person obtaining +a copy of the Font Software, to use, study, copy, merge, embed, modify, +redistribute, and sell modified and unmodified copies of the Font +Software, subject to the following conditions: + +1) Neither the Font Software nor any of its individual components, +in Original or Modified Versions, may be sold by itself. + +2) Original or Modified Versions of the Font Software may be bundled, +redistributed and/or sold with any software, provided that each copy +contains the above copyright notice and this license. These can be +included either as stand-alone text files, human-readable headers or +in the appropriate machine-readable metadata fields within text or +binary files as long as those fields can be easily viewed by the user. + +3) No Modified Version of the Font Software may use the Reserved Font +Name(s) unless explicit written permission is granted by the corresponding +Copyright Holder. This restriction only applies to the primary font name as +presented to the users. + +4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font +Software shall not be used to promote, endorse or advertise any +Modified Version, except to acknowledge the contribution(s) of the +Copyright Holder(s) and the Author(s) or with their explicit written +permission. + +5) The Font Software, modified or unmodified, in part or in whole, +must be distributed entirely under this license, and must not be +distributed under any other license. The requirement for fonts to +remain under this license does not apply to any document created +using the Font Software. + +TERMINATION +This license becomes null and void if any of the above conditions are +not met. + +DISCLAIMER +THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT +OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE +COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, +INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL +DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING +FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM +OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/scribblings/manual-racket.css b/hyphenate/scribblings/manual-racket.css new file mode 100644 index 00000000..18c93607 --- /dev/null +++ b/hyphenate/scribblings/manual-racket.css @@ -0,0 +1,319 @@ +/* See the beginning of "manual.css". */ + +/* Monospace: */ + +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk, .RktErr { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +/* this selctor grabs the first linked Racket symbol +in a definition box (i.e., the symbol being defined) */ +a.RktValDef, a.RktStxDef, a.RktSymDef, +span.RktValDef, span.RktStxDef, span.RktSymDef +{ + font-size: 1.15rem; + color: black; + font-weight: 600; +} + + +.inheritedlbl { + font-family: 'Fira', sans; +} + +.RBackgroundLabelInner { + font-family: inherit; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 95%; + margin-top: 0.5em; + text-align: left; + background-color: inherit; +} + +.inherited td { + font-size: 82%; + padding-left: 0.5rem; + line-height: 1.3; + text-indent: 0; + padding-right: 0; +} + +.inheritedlbl { + font-style: normal; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eee; +} + +.RktInBG { + background-color: #eee; +} + + +.refcolumn .RktInBG { + background-color: white; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: inherit; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; + font-weight: 400; +} + +.RktVar { + position: relative; + left: -1px; font-style: italic; + color: #444; +} + +.SVInsetFlow .RktVar { + font-weight: 400; + color: #444; +} + + +.RktSym { + color: inherit; +} + + + +.RktValLink, .RktStxLink, .RktModLink { + text-decoration: none; + color: #07A; + font-weight: 500; + font-size: 1rem; +} + +/* for syntax links within headings */ +h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, +h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, +h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, +h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, +h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, +h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + +.toptoclink .RktStxLink, .toclink .RktStxLink, +.toptoclink .RktValLink, .toclink .RktValLink, +.toptoclink .RktModLink, .toclink .RktModLink { + color: inherit; +} + +.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { + color: black; + font-weight: 400; + font-size: 0.9rem; +} + +.tocset td a.tocviewselflink .RktValLink, +.tocset td a.tocviewselflink .RktStxLink, +.tocset td a.tocviewselflink .RktMod, +.tocset td a.tocviewselflink .RktSym { + font-weight: lighter; + color: white; +} + + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { /* for definitions grouped together in one box */ + width: 100%; + border-top: 2px solid white; +} + +tbody > tr:first-child > td > .together { + border-top: 0px; /* erase border on first instance of together */ +} + +.RktBlk { + white-space: pre; + text-align: left; +} + +.highlighted { + font-size: 1rem; + background-color: #fee; +} + +.defmodule { + font-family: 'Source Code Pro'; + padding: 0.25rem 0.75rem 0.25rem 0.5rem; + margin-bottom: 1rem; + width: 100%; + background-color: hsl(60, 29%, 94%); +} + +.defmodule a { + color: #444; +} + + +.defmodule td span.hspace:first-child { + position: absolute; + width: 0; + display: inline-block; +} + +.defmodule .RpackageSpec .Smaller, +.defmodule .RpackageSpec .stt { + font-size: 1rem; +} + + +.specgrammar { + float: none; + padding-left: 1em; +} + + +.RBibliography td { + vertical-align: text-top; + padding-top: 1em; +} + +.leftindent { + margin-left: 2rem; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.SCodeFlow .Rfilebox { + margin-left: -1em; /* see 17.2 of guide, module languages */ +} + +.Rfiletitle { + text-align: right; + background-color: #eee; +} + +.SCodeFlow .Rfiletitle { + border-top: 1px dotted gray; + border-right: 1px dotted gray; +} + + +.Rfilename { + border-top: 0; + border-right: 0; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: inherit; +} + +.Rfilecontent { + margin: 0.5em; +} + +.RpackageSpec { + padding-right: 0; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0.20rem; /* sensitive to monospaced font choice */ + text-align: right; + z-index: 0; + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; + color: gray; +} + + +.RpackageSpec .Smaller { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} + +/* ---------------------------------------- */ +/* For section source modules & tags */ + +.RPartExplain { + background: #eee; + font-size: 0.9rem; + margin-top: 0.2rem; + padding: 0.2rem; + text-align: left; +} diff --git a/hyphenate/scribblings/manual-racket.js b/hyphenate/scribblings/manual-racket.js new file mode 100644 index 00000000..203d6d30 --- /dev/null +++ b/hyphenate/scribblings/manual-racket.js @@ -0,0 +1,98 @@ +/* For the Racket manual style */ + +AddOnLoad(function() { + /* Look for header elements that have x-source-module and x-part tag. + For those elements, add a hidden element that explains how to + link to the section, and set the element's onclick() to display + the explanation. */ + var tag_names = ["h1", "h2", "h3", "h4", "h5"]; + for (var j = 0; j < tag_names.length; j++) { + elems = document.getElementsByTagName(tag_names[j]); + for (var i = 0; i < elems.length; i++) { + var elem = elems.item(i); + AddPartTitleOnClick(elem); + } + } +}) + +function AddPartTitleOnClick(elem) { + var mod_path = elem.getAttribute("x-source-module"); + var tag = elem.getAttribute("x-part-tag"); + if (mod_path && tag) { + // Might not be present: + var prefixes = elem.getAttribute("x-part-prefixes"); + + var info = document.createElement("div"); + info.className = "RPartExplain"; + + /* The "top" tag refers to a whole document: */ + var is_top = (tag == "\"top\""); + info.appendChild(document.createTextNode("Link to this " + + (is_top ? "document" : "section") + + " with ")); + + /* Break `secref` into two lines if the module path and tag + are long enough: */ + var is_long = (is_top ? false : ((mod_path.length + + tag.length + + (prefixes ? (16 + prefixes.length) : 0)) + > 60)); + + var line1 = document.createElement("div"); + var line1x = ((is_long && prefixes) ? document.createElement("div") : line1); + var line2 = (is_long ? document.createElement("div") : line1); + + function add(dest, str, cn) { + var s = document.createElement("span"); + s.className = cn; + s.style.whiteSpace = "nowrap"; + s.appendChild(document.createTextNode(str)); + dest.appendChild(s); + } + /* Construct a `secref` call with suitable syntax coloring: */ + add(line1, "\xA0@", "RktRdr"); + add(line1, (is_top ? "other-doc" : "secref"), "RktSym"); + add(line1, "[", "RktPn"); + if (!is_top) + add(line1, tag, "RktVal"); + if (is_long) { + /* indent additional lines: */ + if (prefixes) + add(line1x, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); + add(line2, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); + } + if (prefixes) { + add(line1x, " #:tag-prefixes ", "RktPn"); + add(line1x, "'", "RktVal"); + add(line1x, prefixes, "RktVal"); + } + if (!is_top) + add(line2, " #:doc ", "RktPn"); + add(line2, "'", "RktVal"); + add(line2, mod_path, "RktVal"); + add(line2, "]", "RktPn"); + + info.appendChild(line1); + if (is_long) + info.appendChild(line1x); + if (is_long) + info.appendChild(line2); + + info.style.display = "none"; + + /* Add the new element afterthe header: */ + var n = elem.nextSibling; + if (n) + elem.parentNode.insertBefore(info, n); + else + elem.parentNode.appendChild(info); + + /* Clicking the header shows the explanation element: */ + elem.onclick = function () { + if (info.style.display == "none") + info.style.display = "block"; + else + info.style.display = "none"; + } + } +} diff --git a/hyphenate/scribblings/manual-style.css b/hyphenate/scribblings/manual-style.css new file mode 100644 index 00000000..fa7e8cc8 --- /dev/null +++ b/hyphenate/scribblings/manual-style.css @@ -0,0 +1,743 @@ + +/* See the beginning of "scribble.css". + This file is used by the `scribble/manual` language, along with + "manual-racket.css". */ + +@import url("manual-fonts.css"); + +* { + margin: 0; + padding: 0; +} + +@media all {html {font-size: 15px;}} +@media all and (max-width:940px){html {font-size: 14px;}} +@media all and (max-width:850px){html {font-size: 13px;}} +@media all and (max-width:830px){html {font-size: 12px;}} +@media all and (max-width:740px){html {font-size: 11px;}} + +/* CSS seems backward: List all the classes for which we want a + particular font, so that the font can be changed in one place. (It + would be nicer to reference a font definition from all the places + that we want it.) + + As you read the rest of the file, remember to double-check here to + see if any font is set. */ + +/* Monospace: */ +.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { + font-family: 'Source Code Pro', monospace; + white-space: inherit; + font-size: 1rem; +} + +.stt { + font-weight: 500; +} + +h2 .stt { + font-size: 2.7rem; +} + +.toptoclink .stt { + font-size: inherit; +} +.toclink .stt { + font-size: 90%; +} + +.RpackageSpec .stt { + font-weight: 300; + font-family: 'Source Code Pro'; + font-size: 0.9rem; +} + +h3 .stt, h4 .stt, h5 .stt { + color: #333; + font-size: 1.65rem; + font-weight: 400; +} + + +/* Serif: */ +.main, .refcontent, .tocview, .tocsub, .sroman, i { + font-family: 'Charter', serif; + font-size: 1.18rem; +} + + +/* Sans-serif: */ +.version, .versionNoNav, .ssansserif { + font-family: 'Fira', sans-serif; +} +.ssansserif { + font-family: 'Fira'; + font-weight: 500; + font-size: 0.9em; +} + +.tocset .ssansserif { + font-size: 100%; +} + +/* ---------------------------------------- */ + +p, .SIntrapara { + display: block; + margin: 0 0 1em 0; + line-height: 1.4; +} + +.compact { + padding: 0 0 1em 0; +} + +li { + list-style-position: outside; + margin-left: 1.2em; +} + +h1, h2, h3, h4, h5, h6, h7, h8 { + font-family: 'Fira'; + font-weight: 300; + font-size: 1.6rem; + color: #333; + margin-top: inherit; + margin-bottom: 1rem; + line-height: 1.25; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +h3, h4, h5, h6, h7, h8 { + border-top: 1px solid black; +} + + + +h2 { /* per-page main title */ + font-family: 'Miso'; + font-weight: bold; + margin-top: 4rem; + font-size: 3rem; + line-height: 1.1; + width: 90%; +} + +h3, h4, h5, h6, h7, h8 { + margin-top: 2em; + padding-top: 0.1em; + margin-bottom: 0.75em; +} + +/* ---------------------------------------- */ +/* Main */ + +body { + color: black; + background-color: white; +} + +.maincolumn { + width: auto; + margin-top: 4rem; + margin-left: 17rem; + margin-right: 2rem; + margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ + max-width: 700px; + min-width: 370px; /* below this size, code samples don't fit */ +} + +a { + text-decoration: inherit; +} + +a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, +.techinside, .techoutside:hover, .techinside:hover { + color: #07A; +} + +a:hover { + text-decoration: underline; +} + + +/* ---------------------------------------- */ +/* Navigation */ + +.navsettop, .navsetbottom { + left: 0; + width: 15rem; + height: 6rem; + font-family: 'Fira'; + font-size: 0.9rem; + border-bottom: 0px solid hsl(216, 15%, 70%); + background-color: inherit; + padding: 0; +} + +.navsettop { + position: absolute; + top: 0; + left: 0; + margin-bottom: 0; + border-bottom: 0; +} + +.navsettop a, .navsetbottom a { + color: black; +} + +.navsettop a:hover, .navsetbottom a:hover { + background: hsl(216, 78%, 95%); + text-decoration: none; +} + +.navleft, .navright { + position: static; + float: none; + margin: 0; + white-space: normal; +} + + +.navleft a { + display: inline-block; +} + +.navright a { + display: inline-block; + text-align: center; +} + +.navleft a, .navright a, .navright span { + display: inline-block; + padding: 0.5rem; + min-width: 1rem; +} + + +.navright { + height: 2rem; + white-space: nowrap; +} + + +.navsetbottom { + display: none; +} + +.nonavigation { + color: #889; +} + +.searchform { + display: block; + margin: 0; + padding: 0; + border-bottom: 1px solid #eee; + height: 4rem; +} + +.nosearchform { + margin: 0; + padding: 0; + height: 4rem; +} + +.searchbox { + font-size: 1rem; + width: 12rem; + margin: 1rem; + padding: 0.25rem; + vertical-align: middle; + background-color: white; +} + +#search_box { + font-size: 0.8rem; +} + +/* ---------------------------------------- */ +/* Version */ + +.versionbox { + position: absolute; + float: none; + top: 0.25rem; + left: 17rem; + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + width: inherit; + margin: 0; +} +.version, .versionNoNav { + font-size: inherit; +} +.version:before, .versionNoNav:before { + content: "v."; +} + + +/* ---------------------------------------- */ +/* Margin notes */ + +/* cancel scribble.css styles: */ +.refpara, .refelem { + position: static; + float: none; + height: auto; + width: auto; + margin: 0; +} + +.refcolumn { + position: static; + display: block; + width: auto; + font-size: inherit; + margin: 2rem; + margin-left: 2rem; + padding: 0.5em; + padding-left: 0.75em; + padding-right: 1em; + background: hsl(60, 29%, 94%); + border: 1px solid #ccb; + border-left: 0.4rem solid #ccb; +} + + +/* slightly different handling for margin-note* on narrow screens */ +@media all and (max-width:1260px) { + span.refcolumn { + float: right; + width: 50%; + margin-left: 1rem; + margin-bottom: 0.8rem; + margin-top: 1.2rem; + } + +} + +.refcontent, .refcontent p { + line-height: 1.5; + margin: 0; +} + +.refcontent p + p { + margin-top: 1em; +} + +.refcontent a { + font-weight: 400; +} + +.refpara, .refparaleft { + top: -1em; +} + + +@media all and (max-width:600px) { + .refcolumn { + margin-left: 0; + margin-right: 0; + } +} + + +@media all and (min-width:1260px) { + .refcolumn { + position: absolute; + left: 66rem; right: 3em; + margin: 0; + float: right; + max-width: 18rem; + } +} + +.refcontent { + font-family: 'Fira'; + font-size: 1rem; + line-height: 1.6; + margin: 0 0 0 0; +} + + +.refparaleft, .refelemleft { + position: relative; + float: left; + right: 2em; + height: 0em; + width: 13em; + margin: 0em 0em 0em -13em; +} + +.refcolumnleft { + background-color: hsl(60, 29%, 94%); + display: block; + position: relative; + width: 13em; + font-size: 85%; + border: 0.5em solid hsl(60, 29%, 94%); + margin: 0 0 0 0; +} + + +/* ---------------------------------------- */ +/* Table of contents, left margin */ + +.tocset { + position: absolute; + float: none; + left: 0; + top: 0rem; + width: 14rem; + padding: 7rem 0.5rem 0.5rem 0.5rem; + background-color: hsl(216, 15%, 70%); + margin: 0; + +} + +.tocset td { + vertical-align: text-top; + padding-bottom: 0.4rem; + padding-left: 0.2rem; + line-height: 1.1; + font-family: 'Fira'; + -moz-font-feature-settings: 'tnum=1'; + -moz-font-feature-settings: 'tnum' 1; + -webkit-font-feature-settings: 'tnum' 1; + -o-font-feature-settings: 'tnum' 1; + -ms-font-feature-settings: 'tnum' 1; + font-feature-settings: 'tnum' 1; + +} + +.tocset td a { + color: black; + font-weight: 400; +} + + +.tocview { + text-align: left; + background-color: inherit; +} + + +.tocview td, .tocsub td { + line-height: 1.3; +} + + +.tocview table, .tocsub table { + width: 90%; +} + +.tocset td a.tocviewselflink { + font-weight: lighter; + font-size: 110%; /* monospaced styles below don't need to enlarge */ + color: white; +} + +.tocviewselflink { + text-decoration: none; +} + +.tocsub { + text-align: left; + margin-top: 0.5em; + background-color: inherit; +} + +.tocviewlist, .tocsublist { + margin-left: 0.2em; + margin-right: 0.2em; + padding-top: 0.2em; + padding-bottom: 0.2em; +} +.tocviewlist table { + font-size: 82%; +} + +.tocviewlisttopspace { + margin-bottom: 1em; +} + +.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { + margin-left: 0.4em; + border-left: 1px solid #99a; + padding-left: 0.8em; +} +.tocviewsublist { + margin-bottom: 1em; +} +.tocviewsublist table, +.tocviewsublistonly table, +.tocviewsublisttop table, +.tocviewsublistbottom table, +table.tocsublist { + font-size: 1rem; +} + +.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, +.tocviewsublistonly td { + font-size: 90%; +} + + +.tocviewtoggle { + font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ +} + +.tocsublist td { + padding-left: 0.5rem; + padding-top: 0.25rem; + text-indent: 0; +} + +.tocsublinknumber { + font-size: 100%; +} + +.tocsublink { + font-size: 82%; + text-decoration: none; +} + +.tocsubseclink { + font-size: 100%; + text-decoration: none; +} + +.tocsubnonseclink { + font-size: 82%; + text-decoration: none; + margin-left: 1rem; + padding-left: 0; + display: inline-block; +} + +/* the label "on this page" */ +.tocsubtitle { + display: block; + font-size: 62%; + font-family: 'Fira'; + font-weight: bolder; + font-style: normal; + letter-spacing: 2px; + text-transform: uppercase; + margin: 0.5em; +} + +.toptoclink { + font-weight: bold; + font-size: 110%; + margin-bottom: 0.5rem; + margin-top: 1.5rem; + display: inline-block; +} + +.toclink { + font-size: inherit; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.indexlink { + text-decoration: none; +} + +pre { + margin-left: 2em; +} + +blockquote { + margin-left: 2em; + margin-right: 2em; + margin-bottom: 1em; +} + +.SCodeFlow { + border-left: 1px dotted black; + padding-left: 1em; + padding-right: 1em; + margin-top: 1em; + margin-bottom: 1em; + margin-left: 0em; + margin-right: 2em; + white-space: nowrap; + line-height: 1.5; +} + +.SCodeFlow img { + margin-top: 0.5em; + margin-bottom: 0.5em; +} + +.boxed { + margin: 0; + margin-top: 2em; + padding: 0.25em; + padding-bottom: 0.5em; + background: #f3f3f3; + box-sizing:border-box; + border-top: 1px solid #99b; + background: hsl(216, 78%, 95%); + background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); + background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); +} + +blockquote > blockquote.SVInsetFlow { +/* resolves issue in e.g. /reference/notation.html */ + margin-top: 0em; +} + +.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ + margin-top: 1em; + margin-bottom: 1em; +} + +.SVInsetFlow a, .SCodeFlow a { + color: #07A; + font-weight: 500; +} + +.SubFlow { + display: block; + margin: 0em; +} + +.boxed { + width: 100%; + background-color: inherit; +} + +.techoutside { text-decoration: none; } + +.SAuthorListBox { + position: static; + float: none; + font-family: 'Fira'; + font-weight: 300; + font-size: 110%; + margin-top: 1rem; + margin-bottom: 3rem; + width: 30rem; + height: auto; +} + +.author > a { /* email links within author block */ + font-weight: inherit; + color: inherit; +} + +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* phone + tablet styles */ + +@media all and (max-width:720px){ + + + @media all and (max-width:720px){ + + @media all {html {font-size: 15px;}} + @media all and (max-width:700px){html {font-size: 14px;}} + @media all and (max-width:630px){html {font-size: 13px;}} + @media all and (max-width:610px){html {font-size: 12px;}} + @media all and (max-width:550px){html {font-size: 11px;}} + @media all and (max-width:520px){html {font-size: 10px;}} + + .navsettop, .navsetbottom { + display: block; + position: absolute; + width: 100%; + height: 4rem; + border: 0; + background-color: hsl(216, 15%, 70%); + } + + .searchform { + display: inline; + border: 0; + } + + .navright { + position: absolute; + right: 1.5rem; + margin-top: 1rem; + border: 0px solid red; + } + + .navsetbottom { + display: block; + margin-top: 8rem; + } + + .tocset { + display: none; + } + + .tocset table, .tocset tbody, .tocset tr, .tocset td { + display: inline; + } + + .tocview { + display: none; + } + + .tocsub .tocsubtitle { + display: none; + } + + .versionbox { + top: 4.5rem; + left: 1rem; /* same distance as main-column */ + z-index: 11000; + height: 2em; + font-size: 70%; + font-weight: lighter; + } + + + .maincolumn { + margin-left: 1em; + margin-top: 7rem; + margin-bottom: 0rem; + } + + } + +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} \ No newline at end of file diff --git a/hyphenate/scribblings/racket.css b/hyphenate/scribblings/racket.css new file mode 100644 index 00000000..b44fef59 --- /dev/null +++ b/hyphenate/scribblings/racket.css @@ -0,0 +1,249 @@ + +/* See the beginning of "scribble.css". */ + +/* Monospace: */ +.RktIn, .RktRdr, .RktPn, .RktMeta, +.RktMod, .RktKw, .RktVar, .RktSym, +.RktRes, .RktOut, .RktCmt, .RktVal, +.RktBlk { + font-family: monospace; + white-space: inherit; +} + +/* Serif: */ +.inheritedlbl { + font-family: serif; +} + +/* Sans-serif: */ +.RBackgroundLabelInner { + font-family: sans-serif; +} + +/* ---------------------------------------- */ +/* Inherited methods, left margin */ + +.inherited { + width: 100%; + margin-top: 0.5em; + text-align: left; + background-color: #ECF5F5; +} + +.inherited td { + font-size: 82%; + padding-left: 1em; + text-indent: -0.8em; + padding-right: 0.2em; +} + +.inheritedlbl { + font-style: italic; +} + +/* ---------------------------------------- */ +/* Racket text styles */ + +.RktIn { + color: #cc6633; + background-color: #eeeeee; +} + +.RktInBG { + background-color: #eeeeee; +} + +.RktRdr { +} + +.RktPn { + color: #843c24; +} + +.RktMeta { + color: black; +} + +.RktMod { + color: black; +} + +.RktOpt { + color: black; +} + +.RktKw { + color: black; +} + +.RktErr { + color: red; + font-style: italic; +} + +.RktVar { + color: #262680; + font-style: italic; +} + +.RktSym { + color: #262680; +} + +.RktSymDef { /* used with RktSym at def site */ +} + +.RktValLink { + text-decoration: none; + color: blue; +} + +.RktValDef { /* used with RktValLink at def site */ +} + +.RktModLink { + text-decoration: none; + color: blue; +} + +.RktStxLink { + text-decoration: none; + color: black; +} + +.RktStxDef { /* used with RktStxLink at def site */ +} + +.RktRes { + color: #0000af; +} + +.RktOut { + color: #960096; +} + +.RktCmt { + color: #c2741f; +} + +.RktVal { + color: #228b22; +} + +/* ---------------------------------------- */ +/* Some inline styles */ + +.together { + width: 100%; +} + +.prototype, .argcontract, .RBoxed { + white-space: nowrap; +} + +.prototype td { + vertical-align: text-top; +} + +.RktBlk { + white-space: inherit; + text-align: left; +} + +.RktBlk tr { + white-space: inherit; +} + +.RktBlk td { + vertical-align: baseline; + white-space: inherit; +} + +.argcontract td { + vertical-align: text-top; +} + +.highlighted { + background-color: #ddddff; +} + +.defmodule { + width: 100%; + background-color: #F5F5DC; +} + +.specgrammar { + float: right; +} + +.RBibliography td { + vertical-align: text-top; +} + +.leftindent { + margin-left: 1em; + margin-right: 0em; +} + +.insetpara { + margin-left: 1em; + margin-right: 1em; +} + +.Rfilebox { +} + +.Rfiletitle { + text-align: right; + margin: 0em 0em 0em 0em; +} + +.Rfilename { + border-top: 1px solid #6C8585; + border-right: 1px solid #6C8585; + padding-left: 0.5em; + padding-right: 0.5em; + background-color: #ECF5F5; +} + +.Rfilecontent { + margin: 0em 0em 0em 0em; +} + +.RpackageSpec { + padding-right: 0.5em; +} + +/* ---------------------------------------- */ +/* For background labels */ + +.RBackgroundLabel { + float: right; + width: 0px; + height: 0px; +} + +.RBackgroundLabelInner { + position: relative; + width: 25em; + left: -25.5em; + top: 0px; + text-align: right; + color: white; + z-index: 0; + font-weight: bold; +} + +.RForeground { + position: relative; + left: 0px; + top: 0px; + z-index: 1; +} + +/* ---------------------------------------- */ +/* History */ + +.SHistory { + font-size: 82%; +} diff --git a/hyphenate/scribblings/scribble-common.js b/hyphenate/scribblings/scribble-common.js new file mode 100644 index 00000000..1ec7da58 --- /dev/null +++ b/hyphenate/scribblings/scribble-common.js @@ -0,0 +1,170 @@ +// Common functionality for PLT documentation pages + +// Page Parameters ------------------------------------------------------------ + +var page_query_string = location.search.substring(1); + +var page_args = + ((function(){ + if (!page_query_string) return []; + var args = page_query_string.split(/[&;]/); + for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; + else args[i] = [a, false]; + } + return args; + })()); + +function GetPageArg(key, def) { + for (var i=0; i= 0 && cur.substring(0,eql) == key) + return unescape(cur.substring(eql+1)); + } + return def; + } +} + +function SetCookie(key, val) { + try { + localStorage[key] = val; + } catch(e) { + var d = new Date(); + d.setTime(d.getTime()+(365*24*60*60*1000)); + try { + document.cookie = + key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; + } catch (e) {} + } +} + +// note that this always stores a directory name, ending with a "/" +function SetPLTRoot(ver, relative) { + var root = location.protocol + "//" + location.host + + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); + SetCookie("PLT_Root."+ver, root); +} + +// adding index.html works because of the above +function GotoPLTRoot(ver, relative) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) return true; // no cookie: use plain up link + // the relative path is optional, default goes to the toplevel start page + if (!relative) relative = "index.html"; + location = u + relative; + return false; +} + +// Utilities ------------------------------------------------------------------ + +var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; +function NormalizePath(path) { + var tmp, i; + for (i = 0; i < normalize_rxs.length; i++) + while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; + return path; +} + +// `noscript' is problematic in some browsers (always renders as a +// block), use this hack instead (does not always work!) +// document.write(""); + +// Interactions --------------------------------------------------------------- + +function DoSearchKey(event, field, ver, top_path) { + var val = field.value; + if (event && event.keyCode == 13) { + var u = GetCookie("PLT_Root."+ver, null); + if (u == null) u = top_path; // default: go to the top path + u += "search/index.html?q=" + encodeURIComponent(val); + u = MergePageArgsIntoUrl(u); + location = u; + return false; + } + return true; +} + +function TocviewToggle(glyph, id) { + var s = document.getElementById(id).style; + var expand = s.display == "none"; + s.display = expand ? "block" : "none"; + glyph.innerHTML = expand ? "▼" : "►"; +} + +// Page Init ------------------------------------------------------------------ + +// Note: could make a function that inspects and uses window.onload to chain to +// a previous one, but this file needs to be required first anyway, since it +// contains utilities for all other files. +var on_load_funcs = []; +function AddOnLoad(fun) { on_load_funcs.push(fun); } +window.onload = function() { + for (var i=0; i + .techinside doesn't work with IE, so use both (and IE doesn't + work with inherit in the second one, so use blue directly) */ +.techinside { color: black; } +.techinside:hover { color: blue; } +.techoutside:hover>.techinside { color: inherit; } + +.SCentered { + text-align: center; +} + +.imageleft { + float: left; + margin-right: 0.3em; +} + +.Smaller { + font-size: 82%; +} + +.Larger { + font-size: 122%; +} + +/* A hack, inserted to break some Scheme ids: */ +.mywbr { + display: inline-block; + height: 0; + width: 0; + font-size: 1px; +} + +.compact li p { + margin: 0em; + padding: 0em; +} + +.noborder img { + border: 0; +} + +.SAuthorListBox { + position: relative; + float: right; + left: 2em; + top: -2.5em; + height: 0em; + width: 13em; + margin: 0em -13em 0em 0em; +} +.SAuthorList { + font-size: 82%; +} +.SAuthorList:before { + content: "by "; +} +.author { + display: inline; + white-space: nowrap; +} + +/* print styles : hide the navigation elements */ +@media print { + .tocset, + .navsettop, + .navsetbottom { display: none; } + .maincolumn { + width: auto; + margin-right: 13em; + margin-left: 0; + } +} diff --git a/hyphenate/tests.rkt b/hyphenate/tests.rkt new file mode 100644 index 00000000..e8461a3c --- /dev/null +++ b/hyphenate/tests.rkt @@ -0,0 +1,79 @@ +#lang racket/base +(require (submod hyphenate safe) txexpr rackunit) + +(define omit-em-tag (λ(x) (member (car x) '(em)))) +(define omit-p-tag (λ(x) (member (car x) '(p)))) +(define omit-foo-zam-tag (λ(x) (member (car x) '(foo zam)))) +(define ends-with-s (λ(x) (regexp-match #rx"s$" x))) +(define omit-script-tag (λ(x) (member (car x) '(script)))) +(define tx-with-attr (λ(x) (with-handlers ([exn:fail? (λ(exn) #f)]) + (equal? (attr-ref x 'hyphens) "no-thanks")))) + +(check-equal? (hyphenate "edges") "edges") ;; word without matching patterns +(check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") +(check-equal? (hyphenate "POLYmorPHISM") "POLY\u00ADmor\u00ADPHISM") +(check-equal? (hyphenate "polymorphism" #:min-length 100) "polymorphism") +(check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") +(check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") +(check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") +(check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") +(check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") +(check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") +(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering"))) '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squan\u00ADder\u00ADing"))) +(check-equal? (hyphenate "present project") "present project") ; exception words +;; test these last so exceptions have been set up already + +;(check-equal? (word->hyphenation-points "polymorphism") '("poly" "mor" "phism")) +;(check-equal? (word->hyphenation-points "present") '("present")) ; exception word + +;(check-true (exception-word? "Foobar")) +;(check-true (exception-word? "foobar")) +;(check-false (exception-word? "foobar!")) +;(check-true (exception-word? "foo-bar")) +;(check-false (exception-word? "foo bar")) + +;; omit certain tags +(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-em-tag) + '(p "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism" amp (em "squandering"))) + +(check-equal? (hyphenate '(p "circular polymorphism" amp (em "squandering")) #:omit-txexpr omit-p-tag) + '(p "circular polymorphism" amp (em "squandering"))) + +(check-equal? (hyphenate '(p (foo "circular") (bar "circular") (zam "circular")) #:omit-txexpr omit-foo-zam-tag) + '(p (foo "circular") (bar "cir\u00ADcu\u00ADlar") (zam "circular"))) + +; omit txexprs with an attribute +(check-equal? (hyphenate '(p (foo ((hyphens "no-thanks")) "circular") (foo "circular")) + #:omit-txexpr tx-with-attr) + '(p (foo ((hyphens "no-thanks")) "circular") (foo "cir\u00ADcu\u00ADlar"))) + + +;; omit strings that end with "s" +(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string ends-with-s) + '(p (foo "curses tailfeathers") (foo "curs\u00ADes tail\u00ADfeath\u00ADer"))) + +;; omit words that end with "s" +(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word ends-with-s) + '(p (foo "curses tailfeathers") (foo "curses tail\u00ADfeath\u00ADer"))) + + +(check-equal? (unhyphenate '(p (script "tail-feathers") (em "tail-feathers")) #\- #:omit-txexpr omit-script-tag) + '(p (script "tail-feathers") (em "tailfeathers"))) + +(check-equal? (unhyphenate '(p "cir-cu-lar poly-mor-phism" "cir-cu-lar poly-mor-phisms") #\- #:omit-string ends-with-s) + '(p "circular polymorphism" "cir-cu-lar poly-mor-phisms")) + +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 5 #:min-right-length 5) "polymor-phism") +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") +(check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") +(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") + + +(check-equal? (hyphenate "formidable" #\-) "for-mi-da-ble") + +(module french racket/base + (require (submod hyphenate/fr safe) rackunit) + (check-equal? (hyphenate "formidable" #\-) "for-mi-dable")) ; hyphenates differently in French + +(require 'french) + \ No newline at end of file diff --git a/hyphenate/typed/hyphenate.rkt b/hyphenate/typed/hyphenate.rkt deleted file mode 100644 index e54beb45..00000000 --- a/hyphenate/typed/hyphenate.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang typed/racket/base -(require "hyphenate/main.rkt") -(provide hyphenate unhyphenate) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/core-predicates.rkt b/hyphenate/typed/hyphenate/core-predicates.rkt deleted file mode 100644 index 7310168d..00000000 --- a/hyphenate/typed/hyphenate/core-predicates.rkt +++ /dev/null @@ -1,10 +0,0 @@ -#lang typed/racket/base -(provide (all-defined-out)) - -(define-type Pattern String) -(define-type Patterns (Listof String)) -(define-type Pattern-Hash-Key Pattern) -(define-type Pattern-Hash-Value (Listof Natural)) -(define-type Pattern-Hash (HashTable Pattern-Hash-Key Pattern-Hash-Value)) -(define-type Pattern-Hash-Pair (Pairof Pattern-Hash-Key Pattern-Hash-Value)) -(define-type Exception-Word String) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/exceptions.rkt b/hyphenate/typed/hyphenate/exceptions.rkt deleted file mode 100644 index 9622732f..00000000 --- a/hyphenate/typed/hyphenate/exceptions.rkt +++ /dev/null @@ -1,14 +0,0 @@ -#lang typed/racket/base -(require "core-predicates.rkt") -(provide default-exceptions) - -; Knuth and Liang's original exception patterns from classic TeX. -; In the public domain. -(define: kl-exceptions : Patterns - (map symbol->string '(as-so-ciate as-so-ciates dec-li-na-tion oblig-a-tory phil-an-thropic present presents project projects reci-procity re-cog-ni-zance ref-or-ma-tion ret-ri-bu-tion ta-ble))) - -(define: mb-exceptions : Patterns - (map symbol->string '(real-ly law-yer law-yers law-yered law-yer-ing law-yer-ly oki-na oki-nas))) - -(define: default-exceptions : Patterns - (append kl-exceptions mb-exceptions)) \ No newline at end of file diff --git a/hyphenate/typed/hyphenate/main-helper.rkt b/hyphenate/typed/hyphenate/main-helper.rkt deleted file mode 100644 index 37525e95..00000000 --- a/hyphenate/typed/hyphenate/main-helper.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang typed/racket/base -(require (for-syntax typed/racket/base typed/sugar/string typed/sugar/coerce racket/syntax)) -(require typed/sugar/define typed/sugar/list typed/txexpr) diff --git a/hyphenate/typed/hyphenate/main.rkt b/hyphenate/typed/hyphenate/main.rkt deleted file mode 100644 index 762ca474..00000000 --- a/hyphenate/typed/hyphenate/main.rkt +++ /dev/null @@ -1,267 +0,0 @@ -#lang typed/racket/base -(require sugar/include) -(include-without-lang-line "main-helper.rkt") -(require typed/sugar/define racket/string racket/list racket/bool) -(require "patterns-hashed.rkt" "exceptions.rkt" "core-predicates.rkt") -(provide hyphenate unhyphenate reset-patterns word->hyphenation-points exception-word? exception-words?) - -;; module data, define now but set! them later (because they're potentially big & slow) -(define: patterns : Pattern-Hash (make-hash)) -(define: pattern-cache : Pattern-Hash (make-hash)) - -;; module default values -(define: default-min-length : Natural 5) -(define: default-min-left-length : Natural 2) -(define: default-min-right-length : Natural 2) -(define: default-joiner : Char #\u00AD) - -(define/typed (add-pattern-to-cache pat) - (Pattern-Hash-Pair -> Void) - (hash-set! pattern-cache (car pat) (cdr pat))) - -;; Convert the hyphenated pattern into a point array for use later. -(define/typed (add-exception exception) - (Pattern -> Void) - (define/typed (make-key x) - (Pattern -> Pattern-Hash-Key) - (format ".~a." (string-replace x "-" ""))) - (define/typed (make-value x) - (Pattern -> Pattern-Hash-Value) - `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) - (add-pattern-to-cache (cons (make-key exception) (make-value exception))) - (void)) - -(define-syntax-rule (hash-empty? h) (zero? (hash-count h))) - -(define/typed (initialize-patterns) - (-> Void) - (when (hash-empty? pattern-cache) - (for-each add-exception default-exceptions)) - (when (hash-empty? patterns) - (set! patterns hashed-patterns))) - -(define/typed (reset-patterns) - (-> Void) - (define: blank : Pattern-Hash (make-hash)) - (set! pattern-cache (hash-copy blank)) - (set! patterns (hash-copy blank)) - (initialize-patterns)) - -;; An exception-word is a string of word characters or hyphens. -(define/typed (exception-word? x) - (Any -> Boolean) - (and (string? x) (regexp-match #px"^[\\w-]+$" x) #t)) - - -(define/typed (exception-words? xs) - (Any -> Boolean) - (and (list? xs) (andmap exception-word? xs))) - - -(define/typed (string->natural i) - (String -> (Option Natural)) - (let* ([result (string->number i)] - [result (and (number? result) (inexact->exact result))] - [result (and (exact-nonnegative-integer? result) result)]) - result)) - -(define/typed (string->hashpair pat) - (String -> Pattern-Hash-Pair) - - (define boundary-name ".") - - ;; first convert the pattern to a list of alternating letters and numbers. - ;; insert zeroes where there isn't a number in the pattern. - (define new-pat - (let*: ([pat : (Listof String) (regexp-match* #rx"." pat)] ; convert to list - [pat : (Listof (U String Natural)) ((inst map (U String Natural) String) (λ(i) (or (string->natural i) i)) pat)] ; convert numbers - [pat : (Listof (U String Natural)) (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed - [pat : (Listof (U String Natural)) (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back - (apply append - (reverse (for/fold: ([acc : (Listof (Listof (U String Natural))) null]) - ([current (in-list pat)][i (in-naturals)]) - (if (= i (sub1 (length pat))) - (cons (reverse (list current)) acc) - (let ([next (list-ref pat (add1 i))]) - ;; insert zeroes where there isn't a number - (cons (reverse (if (and (or (equal? current boundary-name) (string? current)) (string? next)) - (list current 0) - (list current))) acc)))))))) - - ;; then slice out the string & numerical parts to be a key / value pair. - (define value (filter exact-nonnegative-integer? new-pat)) - (define key (filter string? new-pat)) - (cons (apply string-append key) value)) - -(define/typed (make-points word) - (String -> Pattern-Hash-Value) - ;; walk through all the substrings and see if there's a matching pattern. - ;; if so, pad it out to full length (so we can (apply map max ...) later on) - (define: word-with-dots : String (format ".~a." (string-downcase word))) - (define: matching-patterns : (Listof Pattern-Hash-Value) - (cond - [(hash-has-key? pattern-cache word-with-dots) (list (hash-ref pattern-cache word-with-dots))] - [else - (let ([word-as-list (string->list word-with-dots)]) - ;; ensures there's at least one (null) element in return value - (define starting-value (make-list (add1 (length word-as-list)) 0)) - (reverse (for*/fold: ([acc : (Listof Pattern-Hash-Value) (cons starting-value null)]) - ([len (in-range (length word-as-list))] - [index (in-range (- (length word-as-list) len))]) - (define substring (list->string (take (drop word-as-list index) (add1 len)))) - (cond - [(hash-has-key? patterns substring) - (define value (hash-ref patterns substring)) - ;; put together head padding + value + tail padding - (define pattern-to-add (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))) - (cons pattern-to-add acc)] - [else acc]))))])) - - (define/typed (apply-map-max xss) - ((Listof Pattern-Hash-Value) -> Pattern-Hash-Value) - (if (ormap empty? (list xss (car xss))) - empty - (cons (apply max ((inst map Natural Pattern-Hash-Value) car xss)) - (apply-map-max ((inst map Pattern-Hash-Value Pattern-Hash-Value) cdr xss))))) - - (define: max-value-pattern : Pattern-Hash-Value (apply-map-max matching-patterns)) - (add-pattern-to-cache (cons word-with-dots max-value-pattern)) - - ;; for point list, - ;; drop first two elements because they represent hyphenation weight - ;; before the starting "." and between "." and the first letter. - ;; drop last element because it represents hyphen after last "." - ;; after you drop these two, then each number corresponds to - ;; whether a hyphen goes after that letter. - (drop-right (drop max-value-pattern 2) 1)) - - -;; Find hyphenation points in a word. This is not quite synonymous with syllables. -(define/typed (word->hyphenation-points word - [min-length default-min-length] - [min-left-length default-min-left-length] - [min-right-length default-min-right-length]) - (case-> (String -> (Listof String)) - (String (Option Natural) -> (Listof String)) - (String (Option Natural)(Option Natural) -> (Listof String)) - (String (Option Natural)(Option Natural)(Option Natural) -> (Listof String))) - (define/typed (add-no-hyphen-zone points) - ((Listof Natural) -> (Listof Natural)) - ;; points is a list corresponding to the letters of the word. - ;; to create a no-hyphenation zone of length n, zero out the first n-1 points - ;; and the last n points (because the last value in points is always superfluous) - (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] - [min-right-length (min (or min-right-length default-min-right-length) (length points))]) - (define points-with-zeroes-on-left - (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) - (define points-with-zeroes-on-left-and-right - (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) - points-with-zeroes-on-left-and-right)) - (define/typed (make-pieces word) - (String -> (Listof String)) - (define-values (word-pieces last-piece) - (for/fold: ([word-pieces : (Listof String) empty] - [current-piece : (Listof String) empty]) - ([str (in-list (regexp-match* #rx"." word))] ; explodes word into list of one-character strings (char list is slower) - [point (in-list (add-no-hyphen-zone (make-points word)))]) - (define updated-current-piece (cons str current-piece)) - (if (even? point) - (values word-pieces updated-current-piece) ; even point denotes character - (values (cons (string-join (reverse updated-current-piece) "") word-pieces) empty)))) ; odd point denotes char + syllable - (reverse (cons (string-join (reverse last-piece) "") word-pieces))) - (if (and min-length (< (string-length word) min-length)) - (list word) - (make-pieces word))) - -;; joiner contract allows char or string; this coerces to string. -(define/typed (joiner->string joiner) - ((U Char String) -> String) - (format "~a" joiner)) - -(define/typed (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) - (case-> - ((String -> String) Xexpr -> Xexpr) - ((String -> String) Xexpr (String -> Any) -> Xexpr) - ((String -> String) Xexpr (String -> Any) (Txexpr -> Any) -> Xexpr)) - (let loop ([x x]) - (cond - [(and (string? x) (not (omit-string x))) (proc x)] - [(and (txexpr? x) (not (omit-txexpr x))) - (make-txexpr (get-tag x) (get-attrs x) ((inst map Txexpr-Element Txexpr-Element) loop (get-elements x)))] - [else x]))) - - -(define/typed (hyphenate x [joiner default-joiner] - #:exceptions [extra-exceptions empty] - #:min-length [min-length default-min-length] - #:min-left-length [min-left-length default-min-left-length] - #:min-right-length [min-right-length default-min-right-length] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) - (case-> - (Xexpr - [#:exceptions (Listof String)] - [#:min-length (Option Natural)] - [#:min-left-length (Option Natural)] - [#:min-right-length (Option Natural)] - [#:omit-word (String -> Any)] - [#:omit-string (String -> Any)] - [#:omit-txexpr (Txexpr -> Any)] -> Xexpr) - (Xexpr (U Char String) - [#:exceptions (Listof String)] - [#:min-length (Option Natural)] - [#:min-left-length (Option Natural)] - [#:min-right-length (Option Natural)] - [#:omit-word (String -> Any)] - [#:omit-string (String -> Any)] - [#:omit-txexpr (Txexpr -> Any)] -> Xexpr)) - (initialize-patterns) ; reset everything each time hyphenate is called - (for-each add-exception extra-exceptions) - ;; todo?: connect this regexp pattern to the one used in word? predicate - (define word-pattern #px"\\w+") ;; more restrictive than exception-word - (define/typed (replacer word . words) - (String String * -> String) - (if (not (omit-word? word)) - (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) - word)) - (define/typed (insert-hyphens text) - (String -> String) - (regexp-replace* word-pattern text replacer)) - (apply-proc insert-hyphens x omit-string? omit-txexpr?)) - - -(define/typed (unhyphenate x [joiner default-joiner] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) - (case-> - (Xexpr - [#:omit-word (String -> Any)] - [#:omit-string (String -> Any)] - [#:omit-txexpr (Txexpr -> Any)] -> Xexpr) - (Xexpr (U Char String) - [#:omit-word (String -> Any)] - [#:omit-string (String -> Any)] - [#:omit-txexpr (Txexpr -> Any)] -> Xexpr)) - - (define word-pattern (pregexp (format "[\\w~a]+" joiner))) - (define/typed (replacer word . words) - (String String * -> String) - (if (not (omit-word? word)) - (string-replace word (joiner->string joiner) "") - word)) - (define/typed (remove-hyphens text) - (String -> String) - (regexp-replace* word-pattern text replacer)) - - (apply-proc remove-hyphens x omit-string? omit-txexpr?)) - -(module+ main - (initialize-patterns) - (hyphenate "supercalifragilisticexpialidocious" "-") - #;(define t "supercalifragilisticexpialidocious") - #;(hyphenate t "-")) - - - diff --git a/hyphenate/typed/hyphenate/patterns-hashed.rkt b/hyphenate/typed/hyphenate/patterns-hashed.rkt deleted file mode 100644 index b86203b4..00000000 --- a/hyphenate/typed/hyphenate/patterns-hashed.rkt +++ /dev/null @@ -1,4944 +0,0 @@ -#lang typed/racket/base -(require "core-predicates.rkt") -(provide hashed-patterns) - -(define: hashed-patterns : Pattern-Hash - '#hash(("ripl" . (0 0 2 0 0)) - ("erent" . (0 0 3 0 0 0)) - ("jap" . (0 0 4 0)) - ("dgy" . (0 2 0 0)) - ("pid" . (0 4 0 0)) - ("ct" . (2 1 0)) - ("eb" . (2 1 0)) - ("alie" . (0 0 0 4 0)) - ("adit" . (0 3 0 0 0)) - ("ogativ" . (0 0 5 0 0 0 0)) - ("igab" . (0 0 0 5 0)) - ("ning" . (0 0 0 4 0)) - ("phy" . (1 0 0 0)) - ("enem" . (0 0 3 0 0)) - ("sev" . (5 0 0 0)) - ("eic" . (0 5 0 0)) - ("uton" . (0 5 0 0 0)) - ("lyno" . (0 0 3 0 0)) - (".cat" . (0 0 0 4 0)) - ("perag" . (0 4 0 0 0 0)) - ("olt" . (0 0 2 0)) - ("torie" . (0 0 3 0 0 0)) - ("enant" . (0 4 0 0 0 0)) - ("misti" . (0 0 0 4 0 0)) - ("bombi" . (0 0 0 4 0 0)) - ("olid." . (0 0 5 0 0 0)) - ("amato" . (0 4 5 0 0 0)) - ("emonio" . (0 0 0 0 0 5 0)) - ("edd" . (4 0 3 0)) - ("hlori" . (0 0 0 3 0 0)) - ("dary" . (4 0 0 0 0)) - ("imni" . (0 0 4 0 0)) - ("biou" . (0 0 5 0 0)) - ("razie" . (0 0 5 0 0 0)) - ("nia" . (3 4 0 0)) - (".gasom" . (0 0 0 4 1 0 1)) - ("yso" . (0 4 0 0)) - ("ficer" . (0 0 3 0 0 0)) - ("role." . (5 0 0 0 0 0)) - (".lio" . (0 0 0 3 0)) - ("enea" . (0 5 0 0 0)) - ("rlig" . (0 4 0 0 0)) - ("rming" . (0 0 3 0 0 0)) - ("lumbia." . (1 0 0 5 0 0 0 0)) - ("pedic" . (0 0 0 4 0 0)) - ("itabi" . (0 0 0 4 0 0)) - ("edes" . (0 0 0 4 0)) - ("caval" . (0 0 0 5 0 0)) - ("sord" . (0 0 0 5 0)) - ("ictua" . (0 0 4 3 0 0)) - ("ibe" . (0 0 0 4)) - ("peten" . (0 0 5 0 0 0)) - ("olde" . (0 0 0 1 0)) - ("lubr" . (0 0 3 0 0)) - ("ves." . (4 0 0 0 0)) - ("ntif" . (0 0 0 2 0)) - ("ormi" . (0 0 2 0 0)) - ("fici" . (0 0 0 4 0)) - ("benig" . (0 0 5 0 0 0)) - ("duct." . (4 0 0 0 0 0)) - ("erel." . (0 0 5 0 0 0)) - ("omerse" . (0 0 5 0 0 0 0)) - (".awn" . (0 0 0 0 4)) - ("rteb" . (0 3 0 0 0)) - ("nomy" . (0 0 3 0 0)) - ("uras" . (0 4 0 0 0)) - ("ulia" . (0 5 0 0 0)) - ("cessi" . (3 0 0 0 0 0)) - ("idiar" . (0 0 0 4 0 0)) - ("udd" . (0 0 5 0)) - ("rtroph" . (0 0 0 0 0 0 4)) - ("gov" . (0 0 0 1)) - ("tamo" . (0 0 5 0 0)) - ("pm" . (4 1 0)) - ("aceou" . (0 5 0 0 0 0)) - ("do." . (3 0 0 0)) - ("rriv" . (0 0 0 4 0)) - ("ory" . (0 1 0 0)) - ("ulche" . (5 0 0 0 0 0)) - ("lp" . (2 0 0)) - ("ampen" . (0 0 0 5 0 0)) - ("domiz" . (0 0 0 5 0 0)) - ("rcit" . (0 0 4 0 0)) - ("ship" . (3 0 0 0 0)) - ("stand" . (5 0 0 0 0 0)) - ("isp" . (0 0 1 0)) - ("talog" . (0 0 5 0 0 0)) - ("dato" . (4 0 0 0 0)) - ("milia" . (3 0 0 0 0 0)) - ("inu" . (0 0 1 0)) - ("agab" . (0 4 0 0 0)) - ("rabi" . (0 0 3 0 0)) - ("ers" . (0 0 1 0)) - ("furi" . (0 0 3 0 0)) - ("opera" . (3 0 0 0 0 0)) - ("obi" . (0 1 0 0)) - ("tables" . (0 0 5 0 0 0 0)) - ("kt" . (0 5 0)) - ("osc" . (0 0 2 0)) - ("sest" . (0 0 0 5 0)) - ("ogyn" . (2 0 0 0 0)) - (".roq" . (0 0 0 4 0)) - (".le" . (0 0 0 2)) - ("inus" . (0 5 0 0 0)) - ("ypoc" . (0 4 0 0 0)) - ("isk" . (4 0 4 0)) - ("eloa" . (0 1 0 0 0)) - ("arang" . (0 0 0 0 4 0)) - ("preco" . (0 0 0 5 0 0)) - ("rpauli" . (0 3 0 0 5 0 0)) - ("mb" . (4 1 0)) - ("bod" . (3 0 0 0)) - ("riq" . (0 4 0 0)) - ("nepo" . (0 0 4 0 0)) - ("ysta" . (0 0 3 0 0)) - ("eder" . (0 4 1 0 0)) - ("habl" . (0 3 0 4 0)) - ("holar" . (0 0 0 5 0 0)) - ("eass" . (0 3 0 0 0)) - ("cq" . (0 1 0)) - ("ecte" . (0 0 4 0 0)) - ("rpo" . (0 3 0 0)) - ("narm" . (0 5 0 0 0)) - ("pte" . (0 2 0 0)) - ("addin" . (0 0 4 0 0 0)) - (".ch" . (0 0 0 4)) - ("fing" . (0 1 0 3 0)) - ("ishan" . (0 0 5 0 0 0)) - ("escr" . (0 3 0 0 0)) - ("ulgi" . (0 0 4 0 0)) - ("sthe" . (0 3 0 0 0)) - ("tee" . (1 0 0 0)) - ("sophy" . (0 5 0 0 0 0)) - ("ifacet" . (0 0 0 0 1 0 0)) - ("ssli" . (0 0 4 0 0)) - ("ntib" . (0 5 0 0 0)) - ("sib" . (0 0 1 0)) - ("kest." . (0 3 0 0 0 0)) - ("eith" . (0 0 3 0 0)) - ("df" . (4 1 0)) - ("th." . (2 0 0 0)) - ("bound" . (0 0 0 0 0 3)) - ("nave" . (0 0 0 4 0)) - ("hnauz" . (0 0 0 0 3 0)) - ("ira" . (0 1 0 0)) - ("hanci" . (0 0 0 4 0 0)) - ("lever." . (0 0 0 4 0 0 0)) - ("aski" . (0 0 0 3 0)) - ("rtsh" . (0 0 4 0 0)) - ("abe" . (0 0 0 2)) - ("nting" . (0 4 3 0 0 0)) - ("aha" . (0 3 0 0)) - ("iquef" . (0 0 5 0 0 0)) - ("toriz" . (0 0 0 5 0 0)) - ("nkero" . (0 5 0 0 0 0)) - ("igo" . (0 2 0 0)) - ("ms" . (4 1 2)) - ("ivot" . (0 4 3 0 0)) - ("masce" . (0 0 5 0 0 0)) - ("fril" . (0 0 0 0 4)) - ("uptu" . (0 0 0 0 4)) - ("trofic." . (0 0 0 0 4 0 0 0)) - ("lystyr" . (0 0 5 0 0 0 0)) - ("bodi" . (0 0 0 3 0)) - ("mnin" . (0 4 0 0 0)) - ("ldere" . (0 0 4 0 0 0)) - ("nimiz" . (0 0 3 0 0 0)) - ("doli" . (0 0 0 0 4)) - ("ufa" . (3 0 0 0)) - ("idr" . (0 4 0 0)) - ("pela" . (0 0 4 0 0)) - ("pris" . (0 0 0 4 0)) - ("tp" . (4 1 0)) - ("syno" . (0 0 0 5 0)) - ("decil" . (0 0 4 0 0 0)) - ("gutan" . (0 1 0 0 0 0)) - ("raril" . (4 0 0 0 0 0)) - ("uny" . (0 0 5 0)) - ("usia" . (0 5 0 0 0)) - ("ai" . (0 0 2)) - ("nkrup" . (0 0 3 0 0 0)) - ("muu" . (0 0 4 0)) - ("botul" . (0 0 2 1 1 0)) - (".polys" . (0 0 0 0 0 1 0)) - ("reval" . (0 0 4 0 0 0)) - ("opit" . (0 3 0 0 0)) - ("uum" . (0 0 4 0)) - ("iamete" . (0 0 0 5 0 0 0)) - ("puttin" . (0 0 0 4 0 0 0)) - ("ga" . (1 0 0)) - ("agog" . (3 0 0 0 0)) - ("orag" . (0 4 3 0 0)) - ("trics" . (4 0 0 0 0 0)) - (".unerr" . (0 0 0 5 0 0 5)) - ("atap" . (0 0 5 0 0)) - ("yped" . (0 4 0 0 0)) - ("etym" . (0 0 5 0 0)) - ("itis" . (4 0 0 0 0)) - ("xua" . (0 0 3 0)) - ("rviv" . (0 0 0 4 0)) - ("emis" . (0 4 0 0 0)) - ("hwart" . (0 4 0 0 0 0)) - ("plin" . (0 0 0 4 0)) - ("pera." . (0 4 0 0 0 0)) - (".deriva" . (0 0 0 5 0 0 0 0)) - ("obin" . (0 2 0 0 0)) - ("sphero" . (0 0 0 0 0 1 0)) - ("larg" . (0 0 0 4 0)) - ("tchc" . (0 0 0 1 0)) - ("liam" . (0 0 2 0 0)) - (".uno" . (0 0 0 5 0)) - ("mith" . (4 0 0 0 0)) - ("lf" . (2 0 0)) - ("scraper." . (0 0 0 0 0 4 0 0 0)) - ("well" . (0 0 0 4 0)) - ("ekin" . (0 0 0 4 0)) - ("memo" . (0 0 0 1 3)) - ("idit" . (0 0 1 0 0)) - ("iam" . (0 0 0 4)) - ("nes." . (2 0 0 0 0)) - ("fain" . (0 0 0 0 4)) - ("loaded." . (0 0 0 0 4 0 0 0)) - ("ospa" . (0 0 4 0 0)) - ("citiz" . (0 0 0 3 0 0)) - ("ldis" . (0 0 5 0 0)) - ("onti" . (0 0 3 4 0)) - ("eret" . (0 0 0 0 4)) - ("turo" . (0 0 0 5 0)) - ("bori" . (5 0 0 0 0)) - ("rklin" . (0 0 4 0 0 0)) - ("wo" . (1 0 2)) - ("ronis" . (0 0 5 4 0 0)) - (".former" . (0 0 0 0 5 0 0 0)) - ("epetitio" . (0 0 5 0 0 0 0 0 0)) - ("ngene" . (0 0 0 4 4 0)) - ("desti" . (0 0 0 3 0 0)) - ("wiz" . (0 0 0 5)) - ("nosc" . (4 0 0 0 0)) - ("neve" . (0 5 0 0 0)) - ("onic" . (0 0 1 0 0)) - ("inerar" . (0 0 0 0 4 0 0)) - ("ola" . (0 1 0 0)) - ("roty" . (0 0 4 0 0)) - ("lagn" . (0 0 0 4 0)) - ("monoch" . (0 0 0 0 3 0 0)) - ("llea" . (0 5 0 0 0)) - (".kilni" . (0 0 0 0 2 3 0)) - ("galo" . (0 0 3 0 0)) - ("space" . (3 2 0 0 0 0)) - ("old" . (0 0 2 0)) - ("marine." . (0 0 5 0 0 0 0 0)) - ("terd" . (5 0 0 3 0)) - ("ecim" . (0 0 3 0 0)) - ("menac" . (0 0 0 5 0 0)) - ("ving" . (4 0 0 0 0)) - ("loges." . (0 0 2 0 0 0 0)) - ("fia" . (0 0 3 0)) - (".st" . (0 0 0 4)) - ("ii" . (4 5 4)) - ("gamet" . (0 0 5 0 0 0)) - ("mistry" . (0 5 0 0 0 0 0)) - ("icra" . (5 0 0 0 0)) - ("ricas" . (0 0 0 5 0 0)) - (".ens" . (0 0 0 3 0)) - ("pio" . (3 0 1 0)) - ("ngov" . (0 0 0 0 4)) - ("rnou" . (0 4 0 0 0)) - ("eog" . (0 0 2 0)) - ("mocratiz" . (5 0 0 0 0 0 0 0 0)) - ("vorab" . (0 0 0 5 0 0)) - ("oison" . (0 0 5 0 0 0)) - (".me" . (0 0 0 2)) - ("etide" . (0 5 0 0 0 0)) - ("lorie" . (0 0 5 0 0 0)) - ("onis" . (0 0 1 0 0)) - ("eriu" . (0 0 4 0 0)) - ("skine" . (0 0 5 0 0 0)) - ("oa" . (4 0 0)) - ("oubl" . (0 0 3 0 0)) - ("isms" . (4 0 0 0 0)) - ("than" . (0 0 0 0 4)) - ("istly" . (0 0 0 4 0 0)) - ("luf" . (0 0 0 4)) - ("cath" . (0 0 4 0 0)) - ("siv" . (1 0 0 0)) - ("orio" . (0 1 0 0 0)) - ("oper" . (0 0 1 0 0)) - ("lmet" . (0 5 0 0 0)) - ("eadie" . (0 0 0 5 0 0)) - ("onspi" . (0 0 0 0 0 4)) - ("dp" . (0 1 0)) - ("mariz" . (0 0 5 0 0 0)) - ("lene." . (5 0 0 0 0 0)) - ("stry" . (4 0 0 0 0)) - ("imida" . (0 0 5 0 0 0)) - ("tonali" . (0 0 0 4 0 0 0)) - (".une" . (0 0 0 1 0)) - ("iega" . (5 0 5 0 0)) - ("nsm" . (0 0 3 0)) - ("pare" . (3 0 0 0 0)) - ("hm" . (4 1 0)) - ("xago" . (0 4 0 0 0)) - ("omoge" . (0 0 0 4 0 0)) - ("thica" . (0 0 5 0 0 0)) - ("opr" . (0 1 0 0)) - ("mens" . (0 0 0 0 4)) - ("rno" . (0 0 0 4)) - ("vage" . (0 0 4 0 0)) - ("egal" . (4 0 0 0 0)) - ("estruc" . (0 0 0 0 0 0 5)) - ("panty" . (0 0 0 4 0 0)) - (".aft" . (0 0 0 1 0)) - ("phari" . (0 0 0 0 5 0)) - ("uard" . (0 0 0 2 0)) - ("esic" . (0 2 0 0 0)) - ("fn" . (4 0 0)) - ("oclam" . (0 4 0 0 0 0)) - ("imu" . (0 2 0 0)) - ("tiq" . (5 0 0 0)) - ("tf" . (2 1 0)) - ("pd" . (0 0 4)) - ("edulo" . (0 0 5 0 0 0)) - ("ilist" . (0 0 4 0 0 0)) - (".pion" . (0 0 0 0 5 0)) - ("axic" . (0 0 4 0 0)) - ("coi" . (0 0 0 4)) - ("gir" . (3 0 0 0)) - ("gress." . (4 0 0 0 0 0 0)) - ("ncheo" . (0 5 0 0 0 0)) - (".butti" . (0 0 0 0 4 0 0)) - ("elec" . (5 0 0 0 0)) - (".carol" . (0 0 0 0 5 0 0)) - ("cutie" . (0 0 4 0 0 0)) - ("anish" . (0 0 3 0 0 0)) - ("hunke" . (0 0 0 5 0 0)) - ("tch" . (0 4 0 0)) - ("fe." . (4 0 0 0)) - ("nari" . (0 0 0 3 0)) - (".aud" . (0 0 0 1 0)) - ("opon" . (0 5 0 0 0)) - ("scho" . (0 4 0 0 0)) - ("tze" . (0 0 4 0)) - ("ves" . (0 4 2 0)) - ("anoac" . (0 0 0 5 2 0)) - ("maca" . (0 0 2 0 0)) - ("llish" . (0 2 3 0 0 0)) - ("orest." . (0 0 5 0 0 0 0)) - ("asten" . (0 0 3 0 0 0)) - ("ansv" . (0 0 0 3 0)) - ("hairs" . (0 0 0 0 1 0)) - ("etab" . (0 0 0 4 0)) - ("aral" . (0 0 3 0 0)) - ("norab" . (0 0 0 5 0 0)) - ("etua" . (0 0 3 0 0)) - ("initio" . (5 0 0 0 0 0 0)) - ("ine" . (2 0 0 0)) - ("odor" . (0 0 0 0 3)) - ("nn" . (4 1 2)) - ("thic." . (0 0 5 0 0 0)) - (".ge" . (0 0 0 2)) - ("gyra" . (0 0 5 0 0)) - ("va" . (1 0 0)) - ("lkal" . (0 3 0 0 0)) - (".eld" . (0 0 0 5 0)) - ("tuf" . (4 0 0 4)) - ("eedi" . (0 0 0 3 0)) - ("timp" . (4 0 0 0 0)) - ("cona" . (0 0 0 4 0)) - ("rebrat" . (0 5 0 0 0 0 0)) - ("rsi" . (0 1 0 0)) - ("gw" . (0 3 0)) - ("enero" . (0 0 5 0 0 0)) - ("cropl" . (0 0 0 4 0 0)) - ("int." . (2 0 0 0 0)) - ("irac" . (0 4 0 0 0)) - ("ioni" . (0 0 0 3 0)) - ("empi" . (0 0 3 0 0)) - ("eutil" . (0 0 0 0 5 0)) - ("sug" . (0 0 2 3)) - ("epro" . (0 3 0 0 0)) - ("que." . (2 0 0 0 0)) - ("antin" . (0 0 3 0 1 2)) - ("ires" . (0 4 0 0 0)) - ("culi" . (5 0 0 0 0)) - ("olis." . (0 5 0 0 0 0)) - ("mbil" . (0 5 0 0 0)) - ("ava" . (0 2 0 0)) - ("exp" . (1 0 0 0)) - ("hods" . 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(0 0 0 5 0 0)) - ("gorou" . (0 0 0 5 0 0)) - ("clare" . (5 0 0 0 0 0)) - ("zis" . (0 4 0 0)) - ("tenes" . (4 0 0 0 0 0)) - ("uiver." . (0 0 0 4 0 0 0)) - ("nause" . (0 0 0 3 0 0)) - ("deals." . (0 0 4 0 0 0 0)) - ("sio" . (1 0 0 0)) - ("dupe" . (0 0 4 0 0)) - ("otester" . (0 5 0 0 0 1 0 0)) - ("ilv" . (0 0 3 0)) - ("minutest" . (0 0 1 2 0 1 0 0 0)) - ("lainess" . (0 0 0 6 3 0 0 0)) - ("owni" . (0 0 0 5 0)) - (".inut" . (0 0 0 5 2 0)) - ("ethylene" . (0 0 0 1 6 1 0 0 0)) - ("mos" . (0 0 0 2)) - (".th" . (0 0 0 2)) - ("arp" . (0 0 2 0)) - ("saw" . (5 0 0 0)) - ("ned" . (2 0 0 0)) - ("llel" . (0 3 0 0 0)) - ("rg" . (0 0 2)) - ("legg" . (5 0 0 0 0)) - ("crast" . (0 0 0 0 5 0)) - ("hard" . (0 0 0 2 0)) - (".vende" . (0 0 0 0 4 0 0)) - ("ari" . (0 0 1 0)) - ("manusc" . (0 0 0 3 1 0 0)) - ("tallis" . (0 0 0 4 0 0 0)) - ("fama" . (4 0 4 0 0)) - ("liver" . (0 0 0 3 0 0)) - ("criti" . (5 0 0 0 0 0)) - ("vory" . (0 0 4 0 0)) - ("cki" . (0 0 3 0)) - (".lam" . (0 0 0 4 0)) - ("bedi" . (0 0 3 0 0)) - ("yria" . (0 0 5 0 0)) - ("nev" . (0 0 4 0)) - ("idi" . (0 2 0 0)) - ("obr" . (0 3 0 0)) - ("creat" . (0 0 0 3 0 0)) - ("shw" . (4 0 0 0)) - ("ty" . (1 0 0)) - ("phl" . (0 0 2 0)) - ("dtab" . (0 3 0 0 0)) - ("yi" . (0 1 0)) - ("bidif" . (0 0 5 2 0 0)) - ("asant" . (0 0 3 0 0 0)) - ("rina" . (0 2 0 0 0)) - ("ctang" . (0 0 5 0 0 0)) - ("noceros" . (5 0 0 3 0 1 0 0)) - ("drupli" . (5 0 0 0 0 0 0)) - ("dat" . (3 0 0 0)) - ("ffly" . (0 4 0 0 0)) - ("kes" . (0 0 0 4)) - ("div" . (1 0 1 0)) - ("man." . (0 2 0 0 0)) - ("acard" . (0 0 5 0 0 0)) - ("orgu" . (0 0 4 0 0)) - ("midab" . (3 0 3 0 5 0)) - ("umoro" . (0 0 0 0 5 0)) - ("cag" . (4 0 0 4)) - ("elish" . (0 0 5 0 0 0)) - ("nw" . (0 1 4)) - ("rori" . (0 0 0 3 0)) - ("maid" . (0 0 0 0 5)) - ("nact" . (0 5 0 0 0)) - ("sv" . (4 0 0)) - ("oth" . (4 0 0 0)) - ("font" . (0 0 0 4 0)) - ("kk" . (0 0 4)) - ("reu" . (0 0 0 2)) - (".postam" . (0 0 0 0 0 1 0 0)) - ("apilla" . (0 4 0 0 0 0 0)) - ("urti" . (0 0 0 0 4)) - ("inth" . (2 0 4 0 0)) - (".in" . (0 0 0 1)) - ("licio" . (5 0 0 0 0 0)) - ("hh" . (0 1 0)) - ("arsh" . (0 0 2 0 0)) - ("barbi" . (0 0 0 0 0 5)) - ("ago" . (0 2 0 0)) - ("ganiza" . (0 0 0 0 5 0 0)) - ("dlead" . (2 1 0 0 0 0)) - ("npi" . (0 0 0 4)) - ("rsib" . (0 4 0 4 0)) - (".pedal" . (0 0 0 0 5 0 0)) - ("kovian" . (1 0 0 0 0 0 0)) - ("mu" . (1 0 0)) - ("ule" . (0 0 4 0)) - ("boto" . (0 0 4 0 0)) - ("sona" . (0 0 0 0 4)) - ("atif" . (0 0 3 0 0)) - ("uin" . (0 0 4 0)) - ("tiv" . (1 0 0 0)) - ("velo" . (0 0 4 0 0)) - ("ebit" . (0 4 0 0 0)) - ("zom" . (0 0 4 0)) - ("erene" . (4 0 0 0 0 0)) - ("skysc" . (0 0 0 1 0 0)) - ("ediz" . (0 0 0 5 0)) - ("geom" . (0 0 3 0 0)) - ("ansp" . (0 0 2 0 0)) - ("acabl" . (0 2 0 0 0 0)) - ("dirti" . (0 0 0 0 5 0)) - ("pede" . (3 0 0 0 0)) - ("uti" . (4 1 2 0)) - ("dly" . (2 0 0 0)) - ("xhi" . (0 0 0 2)) - ("minis." . (0 0 6 3 0 0 0)) - ("itud" . (0 5 0 0 0)) - ("besp" . (0 0 3 0 0)) - ("globin" . (5 0 0 5 0 0 0)) - ("igera" . (0 0 3 0 0 0)) - ("tme" . (0 0 0 4)) - ("aphi" . (4 0 0 0 0)) - ("epel" . (0 5 0 0 0)) - ("incer" . (0 0 3 0 0 0)) - ("gali" . (3 0 0 0 0)) - ("rlo" . (0 3 0 4)) - ("rusc" . (0 5 0 0 0)) - ("ystro" . (0 1 0 0 0 0)) - ("tatur" . (0 0 4 0 0 0)) - ("anto" . (4 0 0 0 0)) - ("obel" . (0 0 0 4 0)) - ("elio" . (0 3 0 0 0)) - ("lidi" . (3 0 0 0 0)) - ("uirm" . (0 0 0 4 0)) - ("sk" . (0 0 2)) - ("ulen" . (0 1 0 0 0)) - ("biorb" . (0 0 1 0 0 0)) - ("chit" . (3 0 0 0 0)) - ("kag" . (0 5 0 0)) - ("xt" . (0 1 2)) - ("phu" . (5 0 0 0)) - ("yod" . (0 0 5 0)) - (".vicar" . (0 0 0 2 3 0 0)) - (".easi" . (0 0 0 0 3 0)) - ("ijk" . (0 4 0 0)) - ("cipe" . (4 0 0 0 0)) - ("niap" . (0 0 4 0 0)) - ("det" . (0 0 1 0)) - ("omid" . (0 5 0 0 0)) - ("ylo" . (0 3 0 0)) - ("tchier" . (0 0 0 3 1 0 0)) - ("rivol" . (0 0 0 1 1 0)) - ("rh" . (0 0 4)) - ("eda" . (2 2 0 0)) - ("sea" . (0 0 4 0)) - ("urial." . (0 0 0 4 0 0 0)) - ("wom" . (0 0 0 1)) - (".ber" . (0 0 0 0 4)) - ("yestery" . (0 0 0 5 0 0 1 0)) - ("uiv" . (0 0 0 3)) - ("gery" . (0 4 0 0 0)) - ("noniz" . (0 5 0 0 0 0)) - ("mois" . (0 0 0 0 2)) - ("sele" . (0 0 1 0 0)) - ("apl" . (0 2 0 0)) - ("proca" . (0 3 0 0 0 0)) - ("miser." . (0 0 0 4 0 0 0)) - ("upl" . (0 3 0 0)) - ("long" . (5 0 0 0 0)) - ("eher" . (0 0 0 0 4)) - (".bri" . (0 0 0 0 2)) - ("equil" . (0 0 0 0 3 0)) - ("iani" . (0 0 0 3 0)) - ("gen" . (1 0 0 0)) - ("oism" . (0 5 0 0 0)) - ("bona" . (0 0 0 4 0)) - ("ncin" . (0 0 1 0 0)) - ("rico" . (0 4 0 0 0)) - ("enit" . (0 0 3 0 0)) - ("quintess" . (0 0 0 0 5 0 0 5 0)) - ("ekla" . (0 0 4 0 0)) - ("okie" . (0 0 5 0 0)) - ("mingl" . (0 4 0 0 0 0)) - ("robot" . (0 0 1 0 0 1)) - ("bord" . (0 0 0 5 0)) - ("hug" . (0 0 4 0)) - ("flore" . (0 0 0 3 0 0)) - ("luch" . (0 0 0 0 4)) - ("cessib" . (0 0 0 5 0 5 0)) - ("xas" . (0 0 0 5)) - ("eore" . (0 0 3 0 0)) - ("esp" . (0 1 0 0)) - ("kin." . (0 4 0 0 0)) - ("blo" . (0 4 0 0)) - ("pus" . (5 0 0 0)) - ("enamo" . (0 0 5 0 0 0)) - ("quasis" . (0 0 0 0 0 0 6)) - ("anot" . (0 0 5 0 0)) - ("nsig" . (0 0 0 0 4)) - ("arativ" . (0 0 5 0 0 0 0)) - ("aveno" . (0 0 0 4 0 0)) - ("anies" . (0 3 0 0 0 0)) - ("boo" . (3 0 0 0)) - ("bitz" . (0 5 0 0 0)) - ("dola" . (0 0 4 0 0)) - ("irede" . (0 0 0 4 0 0)) - ("dual." . (0 0 2 0 0 0)) - ("augu" . (0 0 3 0 0)) - ("libi" . (0 0 5 0 0)) - ("tidi" . (5 0 0 0 0)) - (".anim" . (0 0 0 0 5 0)) - ("lo." . (3 0 0 0)) - ("nprec" . (0 0 0 0 4 0)) - ("zet" . (0 0 0 4)) - ("oligopo" . (0 0 0 3 0 0 1 1)) - ("ttes" . (0 4 0 0 0)) - ("usap" . (0 0 4 0 0)) - ("liariz" . (0 0 0 0 5 0 0)) - (".bera" . (0 0 0 5 0 0)) - ("cred" . (5 0 0 0 0)) - ("yro" . (0 3 0 0)) - ("scind" . (5 0 0 0 4 0)) - ("iede" . (0 0 0 4 0)) - ("uu" . (0 3 0)) - ("ginge" . (0 0 0 5 0 0)) - ("seas" . (0 0 0 0 4)) - ("colo" . (5 0 0 0 0)) - ("malty" . (0 0 0 4 0 0)) - ("antw" . (0 0 4 0 0)) - ("edon" . (0 0 0 0 2)) - ("agy" . (0 4 0 0)) - ("vity" . (4 0 0 0 0)) - ("rc" . (0 1 0)) - ("pseudod" . (0 0 0 0 3 6 3 2)) - ("philant" . (0 0 0 2 3 0 0 0)) - ("llec" . (0 3 0 0 0)) - ("dripleg" . (0 1 0 3 0 0 0 5)) - ("eput" . (0 4 0 0 0)) - ("ve." . (4 0 0 0)) - (".marti" . (0 0 0 0 5 0 0)) - (".heroi" . (0 0 0 0 0 5 0)))) - diff --git a/hyphenate/typed/hyphenate/patterns.rkt b/hyphenate/typed/hyphenate/patterns.rkt deleted file mode 100644 index 10f34849..00000000 --- a/hyphenate/typed/hyphenate/patterns.rkt +++ /dev/null @@ -1,23 +0,0 @@ -#lang typed/racket/base - -;; These patterns aren't used by the `hyphenate` program. -;; Instead it relies on the patterns in patterns-hashed, which are faster to load. -;; These are here for reference, preservation, etc. - -(define default-patterns - ; Knuth and Liang's original hyphenation patterns from classic TeX. - ; In the public domain. - '(.ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is can3iz can4ty cany4 ca5per car5om cast5er cas5tig 4casy ca4th 4cativ cav5al c3c ccha5 cci4a ccompa5 ccon4 ccou3t 2ce. 4ced. 4ceden 3cei 5cel. 3cell 1cen 3cenc 2cen4e 4ceni 3cent 3cep ce5ram 4cesa 3cessi ces5si5b ces5t cet4 c5e4ta cew4 2ch 4ch. 4ch3ab 5chanic ch5a5nis che2 cheap3 4ched che5lo 3chemi ch5ene ch3er. ch3ers 4ch1in 5chine. ch5iness 5chini 5chio 3chit chi2z 3cho2 ch4ti 1ci 3cia ci2a5b cia5r ci5c 4cier 5cific. 4cii ci4la 3cili 2cim 2cin c4ina 3cinat cin3em c1ing c5ing. 5cino cion4 4cipe ci3ph 4cipic 4cista 4cisti 2c1it cit3iz 5ciz ck1 ck3i 1c4l4 4clar c5laratio 5clare cle4m 4clic clim4 cly4 c5n 1co co5ag coe2 2cog co4gr coi4 co3inc col5i 5colo col3or com5er con4a c4one con3g con5t co3pa cop3ic co4pl 4corb coro3n cos4e cov1 cove4 cow5a coz5e co5zi c1q cras5t 5crat. 5cratic cre3at 5cred 4c3reta cre4v cri2 cri5f c4rin cris4 5criti cro4pl crop5o cros4e cru4d 4c3s2 2c1t cta4b ct5ang c5tant c2te c3ter c4ticu ctim3i ctu4r c4tw cud5 c4uf c4ui cu5ity 5culi cul4tis 3cultu cu2ma c3ume cu4mi 3cun cu3pi cu5py cur5a4b cu5ria 1cus cuss4i 3c4ut cu4tie 4c5utiv 4cutr 1cy cze4 1d2a 5da. 2d3a4b dach4 4daf 2dag da2m2 dan3g dard5 dark5 4dary 3dat 4dativ 4dato 5dav4 dav5e 5day d1b d5c d1d4 2de. deaf5 deb5it de4bon decan4 de4cil de5com 2d1ed 4dee. de5if deli4e del5i5q de5lo d4em 5dem. 3demic dem5ic. de5mil de4mons demor5 1den de4nar de3no denti5f de3nu de1p de3pa depi4 de2pu d3eq d4erh 5derm dern5iz der5s des2 d2es. de1sc de2s5o des3ti de3str de4su de1t de2to de1v dev3il 4dey 4d1f d4ga d3ge4t dg1i d2gy d1h2 5di. 1d4i3a dia5b di4cam d4ice 3dict 3did 5di3en d1if di3ge di4lato d1in 1dina 3dine. 5dini di5niz 1dio dio5g di4pl dir2 di1re dirt5i dis1 5disi d4is3t d2iti 1di1v d1j d5k2 4d5la 3dle. 3dled 3dles. 4dless 2d3lo 4d5lu 2dly d1m 4d1n4 1do 3do. do5de 5doe 2d5of d4og do4la doli4 do5lor dom5iz do3nat doni4 doo3d dop4p d4or 3dos 4d5out do4v 3dox d1p 1dr drag5on 4drai dre4 drea5r 5dren dri4b dril4 dro4p 4drow 5drupli 4dry 2d1s2 ds4p d4sw d4sy d2th 1du d1u1a du2c d1uca duc5er 4duct. 4ducts du5el du4g d3ule dum4be du4n 4dup du4pe d1v d1w d2y 5dyn dy4se dys5p e1a4b e3act ead1 ead5ie ea4ge ea5ger ea4l eal5er eal3ou eam3er e5and ear3a ear4c ear5es ear4ic ear4il ear5k ear2t eart3e ea5sp e3ass east3 ea2t eat5en eath3i e5atif e4a3tu ea2v eav3en eav5i eav5o 2e1b e4bel. e4bels e4ben e4bit e3br e4cad 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lan4te lar4g lar3i las4e la5tan 4lateli 4lativ 4lav la4v4a 2l1b lbin4 4l1c2 lce4 l3ci 2ld l2de ld4ere ld4eri ldi4 ld5is l3dr l4dri le2a le4bi left5 5leg. 5legg le4mat lem5atic 4len. 3lenc 5lene. 1lent le3ph le4pr lera5b ler4e 3lerg 3l4eri l4ero les2 le5sco 5lesq 3less 5less. l3eva lev4er. lev4era lev4ers 3ley 4leye 2lf l5fr 4l1g4 l5ga lgar3 l4ges lgo3 2l3h li4ag li2am liar5iz li4as li4ato li5bi 5licio li4cor 4lics 4lict. l4icu l3icy l3ida lid5er 3lidi lif3er l4iff li4fl 5ligate 3ligh li4gra 3lik 4l4i4l lim4bl lim3i li4mo l4im4p l4ina 1l4ine lin3ea lin3i link5er li5og 4l4iq lis4p l1it l2it. 5litica l5i5tics liv3er l1iz 4lj lka3 l3kal lka4t l1l l4law l2le l5lea l3lec l3leg l3lel l3le4n l3le4t ll2i l2lin4 l5lina ll4o lloqui5 ll5out l5low 2lm l5met lm3ing l4mod lmon4 2l1n2 3lo. lob5al lo4ci 4lof 3logic l5ogo 3logu lom3er 5long lon4i l3o3niz lood5 5lope. lop3i l3opm lora4 lo4rato lo5rie lor5ou 5los. los5et 5losophiz 5losophy los4t lo4ta loun5d 2lout 4lov 2lp lpa5b l3pha l5phi lp5ing l3pit 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mon4ism mon4ist mo3niz monol4 mo3ny. mo2r 4mora. mos2 mo5sey mo3sp moth3 m5ouf 3mous mo2v 4m1p mpara5 mpa5rab mpar5i m3pet mphas4 m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge o5gene o5geo o4ger o3gie 1o1gis og3it o4gl o5g2ly 3ogniz o4gro ogu5i 1ogy 2ogyn o1h2 ohab5 oi2 oic3es oi3der oiff4 oig4 oi5let o3ing oint5er o5ism oi5son oist5en oi3ter o5j 2ok o3ken ok5ie o1la o4lan olass4 ol2d old1e ol3er o3lesc o3let ol4fi ol2i o3lia o3lice ol5id. o3li4f o5lil ol3ing o5lio o5lis. ol3ish o5lite o5litio o5liv olli4e ol5ogiz olo4r ol5pl ol2t ol3ub ol3ume ol3un o5lus ol2v o2ly om5ah oma5l om5atiz om2be om4bl o2me om3ena om5erse o4met om5etry o3mia om3ic. om3ica o5mid om1in o5mini 5ommend omo4ge o4mon om3pi ompro5 o2n on1a on4ac o3nan on1c 3oncil 2ond on5do o3nen on5est on4gu on1ic o3nio on1is o5niu on3key on4odi on3omy on3s onspi4 onspir5a onsu4 onten4 on3t4i ontif5 on5um onva5 oo2 ood5e ood5i oo4k oop3i o3ord oost5 o2pa ope5d op1er 3opera 4operag 2oph o5phan o5pher op3ing o3pit o5pon o4posi o1pr op1u opy5 o1q o1ra o5ra. o4r3ag or5aliz or5ange ore5a o5real or3ei ore5sh or5est. orew4 or4gu 4o5ria or3ica o5ril or1in o1rio or3ity o3riu or2mi orn2e o5rof or3oug or5pe 3orrh or4se ors5en orst4 or3thi or3thy or4ty o5rum o1ry os3al os2c os4ce o3scop 4oscopi o5scr os4i4e os5itiv os3ito os3ity osi4u os4l o2so os4pa os4po os2ta o5stati os5til os5tit o4tan otele4g ot3er. ot5ers o4tes 4oth oth5esi oth3i4 ot3ic. ot5ica o3tice o3tif o3tis oto5s ou2 ou3bl ouch5i ou5et ou4l ounc5er oun2d ou5v ov4en over4ne over3s ov4ert o3vis oviti4 o5v4ol ow3der ow3el ow5est ow1i own5i o4wo oy1a 1pa pa4ca pa4ce pac4t p4ad 5pagan p3agat p4ai pain4 p4al pan4a pan3el pan4ty pa3ny pa1p pa4pu para5bl par5age par5di 3pare par5el p4a4ri par4is pa2te pa5ter 5pathic pa5thy pa4tric pav4 3pay 4p1b pd4 4pe. 3pe4a pear4l pe2c 2p2ed 3pede 3pedi pedia4 ped4ic p4ee pee4d pek4 pe4la peli4e pe4nan p4enc pen4th pe5on p4era. pera5bl p4erag p4eri peri5st per4mal perme5 p4ern per3o per3ti pe5ru per1v pe2t pe5ten pe5tiz 4pf 4pg 4ph. phar5i phe3no ph4er ph4es. ph1ic 5phie ph5ing 5phisti 3phiz ph2l 3phob 3phone 5phoni pho4r 4phs ph3t 5phu 1phy pi3a pian4 pi4cie pi4cy p4id p5ida pi3de 5pidi 3piec pi3en pi4grap pi3lo pi2n p4in. pind4 p4ino 3pi1o pion4 p3ith pi5tha pi2tu 2p3k2 1p2l2 3plan plas5t pli3a pli5er 4plig pli4n ploi4 plu4m plum4b 4p1m 2p3n po4c 5pod. po5em po3et5 5po4g poin2 5point poly5t po4ni po4p 1p4or po4ry 1pos pos1s p4ot po4ta 5poun 4p1p ppa5ra p2pe p4ped p5pel p3pen p3per p3pet ppo5site pr2 pray4e 5preci pre5co pre3em pref5ac pre4la pre3r p3rese 3press pre5ten pre3v 5pri4e prin4t3 pri4s pris3o p3roca prof5it pro3l pros3e pro1t 2p1s2 p2se ps4h p4sib 2p1t pt5a4b p2te p2th pti3m ptu4r p4tw pub3 pue4 puf4 pul3c pu4m pu2n pur4r 5pus pu2t 5pute put3er pu3tr put4ted put4tin p3w qu2 qua5v 2que. 3quer 3quet 2rab ra3bi rach4e r5acl raf5fi raf4t r2ai ra4lo ram3et r2ami rane5o ran4ge r4ani ra5no rap3er 3raphy rar5c rare4 rar5ef 4raril r2as ration4 rau4t ra5vai rav3el ra5zie r1b r4bab r4bag rbi2 rbi4f r2bin r5bine rb5ing. rb4o r1c r2ce rcen4 r3cha rch4er r4ci4b rc4it rcum3 r4dal rd2i rdi4a rdi4er rdin4 rd3ing 2re. re1al re3an re5arr 5reav re4aw r5ebrat rec5oll rec5ompe re4cre 2r2ed re1de re3dis red5it re4fac re2fe re5fer. re3fi re4fy reg3is re5it re1li re5lu r4en4ta ren4te re1o re5pin re4posi re1pu r1er4 r4eri rero4 re5ru r4es. re4spi ress5ib res2t re5stal re3str re4ter re4ti4z re3tri reu2 re5uti rev2 re4val rev3el r5ev5er. re5vers re5vert re5vil rev5olu re4wh r1f rfu4 r4fy rg2 rg3er r3get r3gic rgi4n rg3ing r5gis r5git r1gl rgo4n r3gu rh4 4rh. 4rhal ri3a ria4b ri4ag r4ib rib3a ric5as r4ice 4rici 5ricid ri4cie r4ico rid5er ri3enc ri3ent ri1er ri5et rig5an 5rigi ril3iz 5riman rim5i 3rimo rim4pe r2ina 5rina. rin4d rin4e rin4g ri1o 5riph riph5e ri2pl rip5lic r4iq r2is r4is. ris4c r3ish ris4p ri3ta3b r5ited. rit5er. rit5ers rit3ic ri2tu rit5ur riv5el riv3et riv3i r3j r3ket rk4le rk4lin r1l rle4 r2led r4lig r4lis rl5ish r3lo4 r1m rma5c r2me r3men rm5ers rm3ing r4ming. r4mio r3mit r4my r4nar r3nel r4ner r5net r3ney r5nic r1nis4 r3nit r3niv rno4 r4nou r3nu rob3l r2oc ro3cr ro4e ro1fe ro5fil rok2 ro5ker 5role. rom5ete rom4i rom4p ron4al ron4e ro5n4is ron4ta 1room 5root ro3pel rop3ic ror3i ro5ro ros5per ros4s ro4the ro4ty ro4va rov5el rox5 r1p r4pea r5pent rp5er. r3pet rp4h4 rp3ing r3po r1r4 rre4c rre4f r4reo rre4st rri4o rri4v rron4 rros4 rrys4 4rs2 r1sa rsa5ti rs4c r2se r3sec rse4cr rs5er. rs3es rse5v2 r1sh r5sha r1si r4si4b rson3 r1sp r5sw rtach4 r4tag r3teb rten4d rte5o r1ti rt5ib rti4d r4tier r3tig rtil3i rtil4l r4tily r4tist r4tiv r3tri rtroph4 rt4sh ru3a ru3e4l ru3en ru4gl ru3in rum3pl ru2n runk5 run4ty r5usc ruti5n rv4e rvel4i r3ven rv5er. r5vest r3vey r3vic rvi4v r3vo r1w ry4c 5rynge ry3t sa2 2s1ab 5sack sac3ri s3act 5sai salar4 sal4m sa5lo sal4t 3sanc san4de s1ap sa5ta 5sa3tio sat3u sau4 sa5vor 5saw 4s5b scan4t5 sca4p scav5 s4ced 4scei s4ces sch2 s4cho 3s4cie 5scin4d scle5 s4cli scof4 4scopy scour5a s1cu 4s5d 4se. se4a seas4 sea5w se2c3o 3sect 4s4ed se4d4e s5edl se2g seg3r 5sei se1le 5self 5selv 4seme se4mol sen5at 4senc sen4d s5ened sen5g s5enin 4sentd 4sentl sep3a3 4s1er. s4erl ser4o 4servo s1e4s se5sh ses5t 5se5um 5sev sev3en sew4i 5sex 4s3f 2s3g s2h 2sh. sh1er 5shev sh1in sh3io 3ship shiv5 sho4 sh5old shon3 shor4 short5 4shw si1b s5icc 3side. 5sides 5sidi si5diz 4signa sil4e 4sily 2s1in s2ina 5sine. s3ing 1sio 5sion sion5a si2r sir5a 1sis 3sitio 5siu 1siv 5siz sk2 4ske s3ket sk5ine sk5ing s1l2 s3lat s2le slith5 2s1m s3ma small3 sman3 smel4 s5men 5smith smol5d4 s1n4 1so so4ce soft3 so4lab sol3d2 so3lic 5solv 3som 3s4on. sona4 son4g s4op 5sophic s5ophiz s5ophy sor5c sor5d 4sov so5vi 2spa 5spai spa4n spen4d 2s5peo 2sper s2phe 3spher spho5 spil4 sp5ing 4spio s4ply s4pon spor4 4spot squal4l s1r 2ss s1sa ssas3 s2s5c s3sel s5seng s4ses. s5set s1si s4sie ssi4er ss5ily s4sl ss4li s4sn sspend4 ss2t ssur5a ss5w 2st. s2tag s2tal stam4i 5stand s4ta4p 5stat. s4ted stern5i s5tero ste2w stew5a s3the st2i s4ti. s5tia s1tic 5stick s4tie s3tif st3ing 5stir s1tle 5stock stom3a 5stone s4top 3store st4r s4trad 5stratu s4tray s4trid 4stry 4st3w s2ty 1su su1al su4b3 su2g3 su5is suit3 s4ul su2m sum3i su2n su2r 4sv sw2 4swo s4y 4syc 3syl syn5o sy5rin 1ta 3ta. 2tab ta5bles 5taboliz 4taci ta5do 4taf4 tai5lo ta2l ta5la tal5en tal3i 4talk tal4lis ta5log ta5mo tan4de tanta3 ta5per ta5pl tar4a 4tarc 4tare ta3riz tas4e ta5sy 4tatic ta4tur taun4 tav4 2taw tax4is 2t1b 4tc t4ch tch5et 4t1d 4te. tead4i 4teat tece4 5tect 2t1ed te5di 1tee teg4 te5ger te5gi 3tel. teli4 5tels te2ma2 tem3at 3tenan 3tenc 3tend 4tenes 1tent ten4tag 1teo te4p te5pe ter3c 5ter3d 1teri ter5ies ter3is teri5za 5ternit ter5v 4tes. 4tess t3ess. teth5e 3teu 3tex 4tey 2t1f 4t1g 2th. than4 th2e 4thea th3eas the5at the3is 3thet th5ic. th5ica 4thil 5think 4thl th5ode 5thodic 4thoo thor5it tho5riz 2ths 1tia ti4ab ti4ato 2ti2b 4tick t4ico t4ic1u 5tidi 3tien tif2 ti5fy 2tig 5tigu till5in 1tim 4timp tim5ul 2t1in t2ina 3tine. 3tini 1tio ti5oc tion5ee 5tiq ti3sa 3tise tis4m ti5so tis4p 5tistica ti3tl ti4u 1tiv tiv4a 1tiz ti3za ti3zen 2tl t5la tlan4 3tle. 3tled 3tles. t5let. t5lo 4t1m tme4 2t1n2 1to to3b to5crat 4todo 2tof to2gr to5ic to2ma tom4b to3my ton4ali to3nat 4tono 4tony to2ra to3rie tor5iz tos2 5tour 4tout to3war 4t1p 1tra tra3b tra5ch traci4 trac4it trac4te tras4 tra5ven trav5es5 tre5f tre4m trem5i 5tria tri5ces 5tricia 4trics 2trim tri4v tro5mi tron5i 4trony tro5phe tro3sp tro3v tru5i trus4 4t1s2 t4sc tsh4 t4sw 4t3t2 t4tes t5to ttu4 1tu tu1a tu3ar tu4bi tud2 4tue 4tuf4 5tu3i 3tum tu4nis 2t3up. 3ture 5turi tur3is tur5o tu5ry 3tus 4tv tw4 4t1wa twis4 4two 1ty 4tya 2tyl type3 ty5ph 4tz tz4e 4uab uac4 ua5na uan4i uar5ant uar2d uar3i uar3t u1at uav4 ub4e u4bel u3ber u4bero u1b4i u4b5ing u3ble. u3ca uci4b uc4it ucle3 u3cr u3cu u4cy ud5d ud3er ud5est udev4 u1dic ud3ied ud3ies ud5is u5dit u4don ud4si u4du u4ene uens4 uen4te uer4il 3ufa u3fl ugh3en ug5in 2ui2 uil5iz ui4n u1ing uir4m uita4 uiv3 uiv4er. u5j 4uk u1la ula5b u5lati ulch4 5ulche ul3der ul4e u1len ul4gi ul2i u5lia ul3ing ul5ish ul4lar ul4li4b ul4lis 4ul3m u1l4o 4uls uls5es ul1ti ultra3 4ultu u3lu ul5ul ul5v um5ab um4bi um4bly u1mi u4m3ing umor5o um2p unat4 u2ne un4er u1ni un4im u2nin un5ish uni3v un3s4 un4sw unt3ab un4ter. un4tes unu4 un5y un5z u4ors u5os u1ou u1pe uper5s u5pia up3ing u3pl up3p upport5 upt5ib uptu4 u1ra 4ura. u4rag u4ras ur4be urc4 ur1d ure5at ur4fer ur4fr u3rif uri4fic ur1in u3rio u1rit ur3iz ur2l url5ing. ur4no uros4 ur4pe ur4pi urs5er ur5tes ur3the urti4 ur4tie u3ru 2us u5sad u5san us4ap usc2 us3ci use5a u5sia u3sic us4lin us1p us5sl us5tere us1tr u2su usur4 uta4b u3tat 4ute. 4utel 4uten uten4i 4u1t2i uti5liz u3tine ut3ing ution5a u4tis 5u5tiz u4t1l ut5of uto5g uto5matic u5ton u4tou uts4 u3u uu4m u1v2 uxu3 uz4e 1va 5va. 2v1a4b vac5il vac3u vag4 va4ge va5lie val5o val1u va5mo va5niz va5pi var5ied 3vat 4ve. 4ved veg3 v3el. vel3li ve4lo v4ely ven3om v5enue v4erd 5vere. v4erel v3eren ver5enc v4eres ver3ie vermi4n 3verse ver3th v4e2s 4ves. ves4te ve4te vet3er ve4ty vi5ali 5vian 5vide. 5vided 4v3iden 5vides 5vidi v3if vi5gn vik4 2vil 5vilit v3i3liz v1in 4vi4na v2inc vin5d 4ving vio3l v3io4r vi1ou vi4p vi5ro vis3it vi3so vi3su 4viti vit3r 4vity 3viv 5vo. voi4 3vok vo4la v5ole 5volt 3volv vom5i vor5ab vori4 vo4ry vo4ta 4votee 4vv4 v4y w5abl 2wac wa5ger wag5o wait5 w5al. wam4 war4t was4t wa1te wa5ver w1b wea5rie weath3 wed4n weet3 wee5v wel4l w1er west3 w3ev whi4 wi2 wil2 will5in win4de win4g wir4 3wise with3 wiz5 w4k wl4es wl3in w4no 1wo2 wom1 wo5ven w5p wra4 wri4 writa4 w3sh ws4l ws4pe w5s4t 4wt wy4 x1a xac5e x4ago xam3 x4ap xas5 x3c2 x1e xe4cuto x2ed xer4i xe5ro x1h xhi2 xhil5 xhu4 x3i xi5a xi5c xi5di x4ime xi5miz x3o x4ob x3p xpan4d xpecto5 xpe3d x1t2 x3ti x1u xu3a xx4 y5ac 3yar4 y5at y1b y1c y2ce yc5er y3ch ych4e ycom4 ycot4 y1d y5ee y1er y4erf yes4 ye4t y5gi 4y3h y1i y3la ylla5bl y3lo y5lu ymbol5 yme4 ympa3 yn3chr yn5d yn5g yn5ic 5ynx y1o4 yo5d y4o5g yom4 yo5net y4ons y4os y4ped yper5 yp3i y3po y4poc yp2ta y5pu yra5m yr5ia y3ro yr4r ys4c y3s2e ys3ica ys3io 3ysis y4so yss4 ys1t ys3ta ysur4 y3thin yt3ic y1w za1 z5a2b zar2 4zb 2ze ze4n ze4p z1er ze3ro zet4 2z1i z4il z4is 5zl 4zm 1zo zo4m zo5ol zte4 4z1z2 z4zy - - ; Extra patterns, from ushyphmax.tex, dated 2005-05-30. - ; Copyright (C) 1990, 2004, 2005 Gerard D.C. Kuiken. - ; Copying and distribution of this file, with or without modification, - ; are permitted in any medium without royalty provided the copyright - ; notice and this notice are preserved. - ; - ; These patterns are based on the Hyphenation Exception Log - ; published in TUGboat, Volume 10 (1989), No. 3, pp. 337-341, - ; and a large number of incorrectly hyphenated words not yet published. - - .con5gr .de5riva .dri5v4 .eth1y6l1 .eu4ler .ev2 .ever5si5b .ga4s1om1 .ge4ome .ge5ot1 .he3mo1 .he3p6a .he3roe .in5u2t .kil2n3i .ko6r1te1 .le6ices .me4ga1l .met4ala .mim5i2c1 .mi1s4ers .ne6o3f .noe1th .non1e2m .poly1s .post1am .pre1am .rav5en1o .semi5 .sem4ic .semid6 .semip4 .semir4 .sem6is4 .semiv4 .sph6in1 .spin1o .ta5pes1tr .te3legr .to6pog .to2q .un3at5t .un5err5 .vi2c3ar .we2b1l .re1e4c a5bolic a2cabl af6fish am1en3ta5b anal6ys ano5a2c ans5gr ans3v anti1d an3ti1n2 anti1re a4pe5able ar3che5t ar2range as5ymptot ath3er1o1s at6tes. augh4tl au5li5f av3iou back2er. ba6r1onie ba1thy bbi4t be2vie bi5d2if bil2lab bio5m bi1orb bio1rh b1i3tive blan2d1 blin2d1 blon2d2 bor1no5 bo2t1u1l brus4q bus6i2er bus6i2es buss4ing but2ed. but4ted cad5e1m cat1a1s2 4chs. chs3hu chie5vo cig3a3r cin2q cle4ar co6ph1o3n cous2ti cri3tie croc1o1d cro5e2co c2tro3me6c 1cu2r1ance 2d3alone data1b dd5a5b d2d5ib de4als. de5clar1 de2c5lina de3fin3iti de2mos des3ic de2tic dic1aid dif5fra 3di1methy di2ren di2rer 2d1lead 2d1li2e 3do5word dren1a5l drif2t1a d1ri3pleg5 drom3e5d d3tab du2al. du1op1o1l ea4n3ies e3chas edg1l ed1uling eli2t1is e1loa en1dix eo3grap 1e6p3i3neph1 e2r3i4an. e3spac6i eth1y6l1ene 5eu2clid1 feb1rua fermi1o 3fich fit5ted. fla1g6el flow2er. 3fluor gen2cy. ge3o1d ght1we g1lead get2ic. 4g1lish 5glo5bin 1g2nac gnet1ism gno5mo g2n1or. g2noresp 2g1o4n3i1za graph5er. griev1 g1utan hair1s ha2p3ar5r hatch1 hex2a3 hite3sid h3i5pel1a4 hnau3z ho6r1ic. h2t1eou hypo1tha id4ios ifac1et ign4it ignit1er i4jk im3ped3a infra1s2 i5nitely. irre6v3oc i1tesima ith5i2l itin5er5ar janu3a japan1e2s je1re1m 1ke6ling 1ki5netic 1kovian k3sha la4c3i5e lai6n3ess lar5ce1n l3chai l3chil6d1 lead6er. lea4s1a 1lec3ta6b le3g6en2dre 1le1noid lith1o5g ll1fl l2l3ish l5mo3nell lo1bot1o1 lo2ges. load4ed. load6er. l3tea lth5i2ly lue1p 1lunk3er 1lum5bia. 3lyg1a1mi ly5styr ma1la1p m2an. man3u1sc mar1gin1 medi2c med3i3cin medio6c1 me3gran3 m2en. 3mi3da5b 3milita mil2l1ag mil5li5li mi6n3is. mi1n2ut1er mi1n2ut1est m3ma1b 5maph1ro1 5moc1ra1t mo5e2las mol1e5c mon4ey1l mono3ch mo4no1en moro6n5is mono1s6 moth4et2 m1ou3sin m5shack2 mu2dro mul2ti5u n3ar4chs. n3ch2es1t ne3back 2ne1ski n1dieck nd3thr nfi6n3ites 4n5i4an. nge5nes ng1ho ng1spr nk3rup n5less 5noc3er1os nom1a6l nom5e1no n1o1mist non1eq non1i4so 5nop1oly. no1vemb ns5ceiv ns4moo ntre1p obli2g1 o3chas odel3li odit1ic oerst2 oke1st o3les3ter oli3gop1o1 o1lo3n4om o3mecha6 onom1ic o3norma o3no2t1o3n o3nou op1ism. or4tho3ni4t orth1ri or5tively o4s3pher o5test1er o5tes3tor oth3e1o1s ou3ba3do o6v3i4an. oxi6d1ic pal6mat parag6ra4 par4a1le param4 para3me pee2v1 phi2l3ant phi5lat1e3l pi2c1a3d pli2c1ab pli5nar poin3ca 1pole. poly1e po3lyph1ono 1prema3c pre1neu pres2pli pro2cess proc3i3ty. pro2g1e 3pseu2d pseu3d6o3d2 pseu3d6o3f2 pto3mat4 p5trol3 pu5bes5c quain2t1e qu6a3si3 quasir6 quasis6 quin5tes5s qui3v4ar r1abolic 3rab1o1loi ra3chu r3a3dig radi1o6g r2amen 3ra4m5e1triz ra3mou ra5n2has ra1or r3bin1ge re2c3i1pr rec5t6ang re4t1ribu r3ial. riv1o1l 6rk. rk1ho r1krau 6rks. r5le5qu ro1bot1 ro5e2las ro5epide1 ro3mesh ro1tron r3pau5li rse1rad1i r1thou r1treu r1veil rz1sc sales3c sales5w 5sa3par5il sca6p1er sca2t1ol s4chitz schro1ding1 1sci2utt scrap4er. scy4th1 sem1a1ph se3mes1t se1mi6t5ic sep3temb shoe1st sid2ed. side5st side5sw si5resid sky1sc 3slova1kia 3s2og1a1my so2lute 3s2pace 1s2pacin spe3cio spher1o spi2c1il spokes5w sports3c sports3w s3qui3to s2s1a3chu1 ss3hat s2s3i4an. s5sign5a3b 1s2tamp s2t1ant5shi star3tli sta1ti st5b 1stor1ab strat1a1g strib5ut st5scr stu1pi4d1 styl1is su2per1e6 1sync 1syth3i2 swimm6 5tab1o1lism ta3gon. talk1a5 t1a1min t6ap6ath 5tar2rh tch1c tch3i1er t1cr teach4er. tele2g tele1r6o 3ter1gei ter2ic. t3ess2es tha4l1am tho3don th1o5gen1i tho1k2er thy4l1an thy3sc 2t3i4an. ti2n3o1m t1li2er tolo2gy tot3ic trai3tor1 tra1vers travers3a3b treach1e tr4ial. 3tro1le1um trof4ic. tro3fit tro1p2is 3trop1o5les 3trop1o5lis t1ro1pol3it tsch3ie ttrib1ut1 turn3ar t1wh ty2p5al ua3drati uad1ratu u5do3ny uea1m u2r1al. uri4al. us2er. v1ativ v1oir5du1 va6guer vaude3v 1verely. v1er1eig ves1tite vi1vip3a3r voice1p waste3w6a2 wave1g4 w3c week1n wide5sp wo4k1en wrap3aro writ6er. x1q xquis3 y5che3d ym5e5try y1stro yes5ter1y z3ian. z3o1phr z2z3w)) - diff --git a/hyphenate/us.rkt b/hyphenate/us.rkt new file mode 100644 index 00000000..79da7b01 --- /dev/null +++ b/hyphenate/us.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require hyphenate/bootstrap) +(build-main us) \ No newline at end of file diff --git a/hyphenate/us/exceptions.rkt b/hyphenate/us/exceptions.rkt new file mode 100644 index 00000000..fd78d59f --- /dev/null +++ b/hyphenate/us/exceptions.rkt @@ -0,0 +1,23 @@ +#lang hyphenate/exception-prep +as-so-ciate +as-so-ciates +dec-li-na-tion +oblig-a-tory +phil-an-thropic +present +presents +project +projects +re-ci-pro-ci-ty +re-cog-ni-zance +ref-or-ma-tion +ret-ri-bu-tion +ta-ble +real-ly +law-yer +law-yers +law-yered +law-yer-ing +law-yer-ly +oki-na +oki-nas \ No newline at end of file diff --git a/hyphenate/us/patterns.rkt b/hyphenate/us/patterns.rkt new file mode 100644 index 00000000..9d82a89e --- /dev/null +++ b/hyphenate/us/patterns.rkt @@ -0,0 +1,6 @@ +#lang hyphenate/pattern-prep +.ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is can3iz can4ty cany4 ca5per car5om cast5er cas5tig 4casy ca4th 4cativ cav5al c3c ccha5 cci4a ccompa5 ccon4 ccou3t 2ce. 4ced. 4ceden 3cei 5cel. 3cell 1cen 3cenc 2cen4e 4ceni 3cent 3cep ce5ram 4cesa 3cessi ces5si5b ces5t cet4 c5e4ta cew4 2ch 4ch. 4ch3ab 5chanic ch5a5nis che2 cheap3 4ched che5lo 3chemi ch5ene ch3er. ch3ers 4ch1in 5chine. ch5iness 5chini 5chio 3chit chi2z 3cho2 ch4ti 1ci 3cia ci2a5b cia5r ci5c 4cier 5cific. 4cii ci4la 3cili 2cim 2cin c4ina 3cinat cin3em c1ing c5ing. 5cino cion4 4cipe ci3ph 4cipic 4cista 4cisti 2c1it cit3iz 5ciz ck1 ck3i 1c4l4 4clar c5laratio 5clare cle4m 4clic clim4 cly4 c5n 1co co5ag coe2 2cog co4gr coi4 co3inc col5i 5colo col3or com5er con4a c4one con3g con5t co3pa cop3ic co4pl 4corb coro3n cos4e cov1 cove4 cow5a coz5e co5zi c1q cras5t 5crat. 5cratic cre3at 5cred 4c3reta cre4v cri2 cri5f c4rin cris4 5criti cro4pl crop5o cros4e cru4d 4c3s2 2c1t cta4b ct5ang c5tant c2te c3ter c4ticu ctim3i ctu4r c4tw cud5 c4uf c4ui cu5ity 5culi cul4tis 3cultu cu2ma c3ume cu4mi 3cun cu3pi cu5py cur5a4b cu5ria 1cus cuss4i 3c4ut cu4tie 4c5utiv 4cutr 1cy cze4 1d2a 5da. 2d3a4b dach4 4daf 2dag da2m2 dan3g dard5 dark5 4dary 3dat 4dativ 4dato 5dav4 dav5e 5day d1b d5c d1d4 2de. deaf5 deb5it de4bon decan4 de4cil de5com 2d1ed 4dee. de5if deli4e del5i5q de5lo d4em 5dem. 3demic dem5ic. de5mil de4mons demor5 1den de4nar de3no denti5f de3nu de1p de3pa depi4 de2pu d3eq d4erh 5derm dern5iz der5s des2 d2es. de1sc de2s5o des3ti de3str de4su de1t de2to de1v dev3il 4dey 4d1f d4ga d3ge4t dg1i d2gy d1h2 5di. 1d4i3a dia5b di4cam d4ice 3dict 3did 5di3en d1if di3ge di4lato d1in 1dina 3dine. 5dini di5niz 1dio dio5g di4pl dir2 di1re dirt5i dis1 5disi d4is3t d2iti 1di1v d1j d5k2 4d5la 3dle. 3dled 3dles. 4dless 2d3lo 4d5lu 2dly d1m 4d1n4 1do 3do. do5de 5doe 2d5of d4og do4la doli4 do5lor dom5iz do3nat doni4 doo3d dop4p d4or 3dos 4d5out do4v 3dox d1p 1dr drag5on 4drai dre4 drea5r 5dren dri4b dril4 dro4p 4drow 5drupli 4dry 2d1s2 ds4p d4sw d4sy d2th 1du d1u1a du2c d1uca duc5er 4duct. 4ducts du5el du4g d3ule dum4be du4n 4dup du4pe d1v d1w d2y 5dyn dy4se dys5p e1a4b e3act ead1 ead5ie ea4ge ea5ger ea4l eal5er eal3ou eam3er e5and ear3a ear4c ear5es ear4ic ear4il ear5k ear2t eart3e ea5sp e3ass east3 ea2t eat5en eath3i e5atif e4a3tu ea2v eav3en eav5i eav5o 2e1b e4bel. e4bels e4ben e4bit e3br e4cad ecan5c ecca5 e1ce ec5essa ec2i e4cib ec5ificat ec5ifie ec5ify ec3im eci4t e5cite e4clam e4clus e2col e4comm e4compe e4conc e2cor ec3ora eco5ro e1cr e4crem ec4tan ec4te e1cu e4cul ec3ula 2e2da 4ed3d e4d1er ede4s 4edi e3dia ed3ib ed3ica ed3im ed1it edi5z 4edo e4dol edon2 e4dri e4dul ed5ulo ee2c eed3i ee2f eel3i ee4ly ee2m ee4na ee4p1 ee2s4 eest4 ee4ty e5ex e1f e4f3ere 1eff e4fic 5efici efil4 e3fine ef5i5nite 3efit efor5es e4fuse. 4egal eger4 eg5ib eg4ic eg5ing e5git5 eg5n e4go. e4gos eg1ul e5gur 5egy e1h4 eher4 ei2 e5ic ei5d eig2 ei5gl e3imb e3inf e1ing e5inst eir4d eit3e ei3th e5ity e1j e4jud ej5udi eki4n ek4la e1la e4la. e4lac elan4d el5ativ e4law elaxa4 e3lea el5ebra 5elec e4led el3ega e5len e4l1er e1les el2f el2i e3libe e4l5ic. el3ica e3lier el5igib e5lim e4l3ing e3lio e2lis el5ish e3liv3 4ella el4lab ello4 e5loc el5og el3op. el2sh el4ta e5lud el5ug e4mac e4mag e5man em5ana em5b e1me e2mel e4met em3ica emi4e em5igra em1in2 em5ine em3i3ni e4mis em5ish e5miss em3iz 5emniz emo4g emoni5o em3pi e4mul em5ula emu3n e3my en5amo e4nant ench4er en3dic e5nea e5nee en3em en5ero en5esi en5est en3etr e3new en5ics e5nie e5nil e3nio en3ish en3it e5niu 5eniz 4enn 4eno eno4g e4nos en3ov en4sw ent5age 4enthes en3ua en5uf e3ny. 4en3z e5of eo2g e4oi4 e3ol eop3ar e1or eo3re eo5rol eos4 e4ot eo4to e5out e5ow e2pa e3pai ep5anc e5pel e3pent ep5etitio ephe4 e4pli e1po e4prec ep5reca e4pred ep3reh e3pro e4prob ep4sh ep5ti5b e4put ep5uta e1q equi3l e4q3ui3s er1a era4b 4erand er3ar 4erati. 2erb er4bl er3ch er4che 2ere. e3real ere5co ere3in er5el. er3emo er5ena er5ence 4erene er3ent ere4q er5ess er3est eret4 er1h er1i e1ria4 5erick e3rien eri4er er3ine e1rio 4erit er4iu eri4v e4riva er3m4 er4nis 4ernit 5erniz er3no 2ero er5ob e5roc ero4r er1ou er1s er3set ert3er 4ertl er3tw 4eru eru4t 5erwau e1s4a e4sage. e4sages es2c e2sca es5can e3scr es5cu e1s2e e2sec es5ecr es5enc e4sert. e4serts e4serva 4esh e3sha esh5en e1si e2sic e2sid es5iden es5igna e2s5im es4i4n esis4te esi4u e5skin es4mi e2sol es3olu e2son es5ona e1sp es3per es5pira es4pre 2ess es4si4b estan4 es3tig es5tim 4es2to e3ston 2estr e5stro estruc5 e2sur es5urr es4w eta4b eten4d e3teo ethod3 et1ic e5tide etin4 eti4no e5tir e5titio et5itiv 4etn et5ona e3tra e3tre et3ric et5rif et3rog et5ros et3ua et5ym et5z 4eu e5un e3up eu3ro eus4 eute4 euti5l eu5tr eva2p5 e2vas ev5ast e5vea ev3ell evel3o e5veng even4i ev1er e5verb e1vi ev3id evi4l e4vin evi4v e5voc e5vu e1wa e4wag e5wee e3wh ewil5 ew3ing e3wit 1exp 5eyc 5eye. eys4 1fa fa3bl fab3r fa4ce 4fag fain4 fall5e 4fa4ma fam5is 5far far5th fa3ta fa3the 4fato fault5 4f5b 4fd 4fe. feas4 feath3 fe4b 4feca 5fect 2fed fe3li fe4mo fen2d fend5e fer1 5ferr fev4 4f1f f4fes f4fie f5fin. f2f5is f4fly f2fy 4fh 1fi fi3a 2f3ic. 4f3ical f3ican 4ficate f3icen fi3cer fic4i 5ficia 5ficie 4fics fi3cu fi5del fight5 fil5i fill5in 4fily 2fin 5fina fin2d5 fi2ne f1in3g fin4n fis4ti f4l2 f5less flin4 flo3re f2ly5 4fm 4fn 1fo 5fon fon4de fon4t fo2r fo5rat for5ay fore5t for4i fort5a fos5 4f5p fra4t f5rea fres5c fri2 fril4 frol5 2f3s 2ft f4to f2ty 3fu fu5el 4fug fu4min fu5ne fu3ri fusi4 fus4s 4futa 1fy 1ga gaf4 5gal. 3gali ga3lo 2gam ga5met g5amo gan5is ga3niz gani5za 4gano gar5n4 gass4 gath3 4gativ 4gaz g3b gd4 2ge. 2ged geez4 gel4in ge5lis ge5liz 4gely 1gen ge4nat ge5niz 4geno 4geny 1geo ge3om g4ery 5gesi geth5 4geto ge4ty ge4v 4g1g2 g2ge g3ger gglu5 ggo4 gh3in gh5out gh4to 5gi. 1gi4a gia5r g1ic 5gicia g4ico gien5 5gies. gil4 g3imen 3g4in. gin5ge 5g4ins 5gio 3gir gir4l g3isl gi4u 5giv 3giz gl2 gla4 glad5i 5glas 1gle gli4b g3lig 3glo glo3r g1m g4my gn4a g4na. gnet4t g1ni g2nin g4nio g1no g4non 1go 3go. gob5 5goe 3g4o4g go3is gon2 4g3o3na gondo5 go3ni 5goo go5riz gor5ou 5gos. gov1 g3p 1gr 4grada g4rai gran2 5graph. g5rapher 5graphic 4graphy 4gray gre4n 4gress. 4grit g4ro gruf4 gs2 g5ste gth3 gu4a 3guard 2gue 5gui5t 3gun 3gus 4gu4t g3w 1gy 2g5y3n gy5ra h3ab4l hach4 hae4m hae4t h5agu ha3la hala3m ha4m han4ci han4cy 5hand. han4g hang5er hang5o h5a5niz han4k han4te hap3l hap5t ha3ran ha5ras har2d hard3e har4le harp5en har5ter has5s haun4 5haz haz3a h1b 1head 3hear he4can h5ecat h4ed he5do5 he3l4i hel4lis hel4ly h5elo hem4p he2n hena4 hen5at heo5r hep5 h4era hera3p her4ba here5a h3ern h5erou h3ery h1es he2s5p he4t het4ed heu4 h1f h1h hi5an hi4co high5 h4il2 himer4 h4ina hion4e hi4p hir4l hi3ro hir4p hir4r his3el his4s hith5er hi2v 4hk 4h1l4 hlan4 h2lo hlo3ri 4h1m hmet4 2h1n h5odiz h5ods ho4g hoge4 hol5ar 3hol4e ho4ma home3 hon4a ho5ny 3hood hoon4 hor5at ho5ris hort3e ho5ru hos4e ho5sen hos1p 1hous house3 hov5el 4h5p 4hr4 hree5 hro5niz hro3po 4h1s2 h4sh h4tar ht1en ht5es h4ty hu4g hu4min hun5ke hun4t hus3t4 hu4t h1w h4wart hy3pe hy3ph hy2s 2i1a i2al iam4 iam5ete i2an 4ianc ian3i 4ian4t ia5pe iass4 i4ativ ia4tric i4atu ibe4 ib3era ib5ert ib5ia ib3in ib5it. ib5ite i1bl ib3li i5bo i1br i2b5ri i5bun 4icam 5icap 4icar i4car. i4cara icas5 i4cay iccu4 4iceo 4ich 2ici i5cid ic5ina i2cip ic3ipa i4cly i2c5oc 4i1cr 5icra i4cry ic4te ictu2 ic4t3ua ic3ula ic4um ic5uo i3cur 2id i4dai id5anc id5d ide3al ide4s i2di id5ian idi4ar i5die id3io idi5ou id1it id5iu i3dle i4dom id3ow i4dr i2du id5uo 2ie4 ied4e 5ie5ga ield3 ien5a4 ien4e i5enn i3enti i1er. i3esc i1est i3et 4if. if5ero iff5en if4fr 4ific. i3fie i3fl 4ift 2ig iga5b ig3era ight3i 4igi i3gib ig3il ig3in ig3it i4g4l i2go ig3or ig5ot i5gre igu5i ig1ur i3h 4i5i4 i3j 4ik i1la il3a4b i4lade i2l5am ila5ra i3leg il1er ilev4 il5f il1i il3ia il2ib il3io il4ist 2ilit il2iz ill5ab 4iln il3oq il4ty il5ur il3v i4mag im3age ima5ry imenta5r 4imet im1i im5ida imi5le i5mini 4imit im4ni i3mon i2mu im3ula 2in. i4n3au 4inav incel4 in3cer 4ind in5dling 2ine i3nee iner4ar i5ness 4inga 4inge in5gen 4ingi in5gling 4ingo 4ingu 2ini i5ni. i4nia in3io in1is i5nite. 5initio in3ity 4ink 4inl 2inn 2i1no i4no4c ino4s i4not 2ins in3se insur5a 2int. 2in4th in1u i5nus 4iny 2io 4io. ioge4 io2gr i1ol io4m ion3at ion4ery ion3i io5ph ior3i i4os io5th i5oti io4to i4our 2ip ipe4 iphras4 ip3i ip4ic ip4re4 ip3ul i3qua iq5uef iq3uid iq3ui3t 4ir i1ra ira4b i4rac 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lar4g lar3i las4e la5tan 4lateli 4lativ 4lav la4v4a 2l1b lbin4 4l1c2 lce4 l3ci 2ld l2de ld4ere ld4eri ldi4 ld5is l3dr l4dri le2a le4bi left5 5leg. 5legg le4mat lem5atic 4len. 3lenc 5lene. 1lent le3ph le4pr lera5b ler4e 3lerg 3l4eri l4ero les2 le5sco 5lesq 3less 5less. l3eva lev4er. lev4era lev4ers 3ley 4leye 2lf l5fr 4l1g4 l5ga lgar3 l4ges lgo3 2l3h li4ag li2am liar5iz li4as li4ato li5bi 5licio li4cor 4lics 4lict. l4icu l3icy l3ida lid5er 3lidi lif3er l4iff li4fl 5ligate 3ligh li4gra 3lik 4l4i4l lim4bl lim3i li4mo l4im4p l4ina 1l4ine lin3ea lin3i link5er li5og 4l4iq lis4p l1it l2it. 5litica l5i5tics liv3er l1iz 4lj lka3 l3kal lka4t l1l l4law l2le l5lea l3lec l3leg l3lel l3le4n l3le4t ll2i l2lin4 l5lina ll4o lloqui5 ll5out l5low 2lm l5met lm3ing l4mod lmon4 2l1n2 3lo. lob5al lo4ci 4lof 3logic l5ogo 3logu lom3er 5long lon4i l3o3niz lood5 5lope. lop3i l3opm lora4 lo4rato lo5rie lor5ou 5los. los5et 5losophiz 5losophy los4t lo4ta loun5d 2lout 4lov 2lp lpa5b l3pha l5phi lp5ing l3pit l4pl l5pr 4l1r 2l1s2 l4sc l2se l4sie 4lt lt5ag ltane5 l1te lten4 ltera4 lth3i l5ties. ltis4 l1tr ltu2 ltur3a lu5a lu3br luch4 lu3ci lu3en luf4 lu5id lu4ma 5lumi l5umn. 5lumnia lu3o luo3r 4lup luss4 lus3te 1lut l5ven l5vet4 2l1w 1ly 4lya 4lyb ly5me ly3no 2lys4 l5yse 1ma 2mab ma2ca ma5chine ma4cl mag5in 5magn 2mah maid5 4mald ma3lig ma5lin mal4li mal4ty 5mania man5is man3iz 4map ma5rine. ma5riz mar4ly mar3v ma5sce mas4e mas1t 5mate math3 ma3tis 4matiza 4m1b mba4t5 m5bil m4b3ing mbi4v 4m5c 4me. 2med 4med. 5media me3die m5e5dy me2g mel5on mel4t me2m mem1o3 1men men4a men5ac men4de 4mene men4i mens4 mensu5 3ment men4te me5on m5ersa 2mes 3mesti me4ta met3al me1te me5thi m4etr 5metric me5trie me3try me4v 4m1f 2mh 5mi. mi3a mid4a mid4g mig4 3milia m5i5lie m4ill min4a 3mind m5inee m4ingl min5gli m5ingly min4t m4inu miot4 m2is mis4er. mis5l mis4ti m5istry 4mith m2iz 4mk 4m1l m1m mma5ry 4m1n mn4a m4nin mn4o 1mo 4mocr 5mocratiz mo2d1 mo4go mois2 moi5se 4mok mo5lest mo3me mon5et mon5ge moni3a mon4ism mon4ist mo3niz monol4 mo3ny. mo2r 4mora. mos2 mo5sey mo3sp moth3 m5ouf 3mous mo2v 4m1p mpara5 mpa5rab mpar5i m3pet mphas4 m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge o5gene o5geo o4ger o3gie 1o1gis og3it o4gl o5g2ly 3ogniz o4gro ogu5i 1ogy 2ogyn o1h2 ohab5 oi2 oic3es oi3der oiff4 oig4 oi5let o3ing oint5er o5ism oi5son oist5en oi3ter o5j 2ok o3ken ok5ie o1la o4lan olass4 ol2d old1e ol3er o3lesc o3let ol4fi ol2i o3lia o3lice ol5id. o3li4f o5lil ol3ing o5lio o5lis. ol3ish o5lite o5litio o5liv olli4e ol5ogiz olo4r ol5pl ol2t ol3ub ol3ume ol3un o5lus ol2v o2ly om5ah oma5l om5atiz om2be om4bl o2me om3ena om5erse o4met om5etry o3mia om3ic. om3ica o5mid om1in o5mini 5ommend omo4ge o4mon om3pi ompro5 o2n on1a on4ac o3nan on1c 3oncil 2ond on5do o3nen on5est on4gu on1ic o3nio on1is o5niu on3key on4odi on3omy on3s onspi4 onspir5a onsu4 onten4 on3t4i ontif5 on5um onva5 oo2 ood5e ood5i oo4k oop3i o3ord oost5 o2pa ope5d op1er 3opera 4operag 2oph o5phan o5pher op3ing o3pit o5pon o4posi o1pr op1u opy5 o1q o1ra o5ra. o4r3ag or5aliz or5ange ore5a o5real or3ei ore5sh or5est. orew4 or4gu 4o5ria or3ica o5ril or1in o1rio or3ity o3riu or2mi orn2e o5rof or3oug or5pe 3orrh or4se ors5en orst4 or3thi or3thy or4ty o5rum o1ry os3al os2c os4ce o3scop 4oscopi o5scr os4i4e os5itiv os3ito os3ity osi4u os4l o2so os4pa os4po os2ta o5stati os5til os5tit o4tan otele4g ot3er. ot5ers o4tes 4oth oth5esi oth3i4 ot3ic. ot5ica o3tice o3tif o3tis oto5s ou2 ou3bl ouch5i ou5et ou4l ounc5er oun2d ou5v ov4en over4ne over3s ov4ert o3vis oviti4 o5v4ol ow3der ow3el ow5est ow1i own5i o4wo oy1a 1pa pa4ca pa4ce pac4t p4ad 5pagan p3agat p4ai pain4 p4al pan4a pan3el pan4ty pa3ny pa1p pa4pu para5bl par5age par5di 3pare par5el p4a4ri par4is pa2te pa5ter 5pathic pa5thy pa4tric pav4 3pay 4p1b pd4 4pe. 3pe4a pear4l pe2c 2p2ed 3pede 3pedi pedia4 ped4ic p4ee pee4d pek4 pe4la peli4e pe4nan p4enc pen4th pe5on p4era. pera5bl p4erag p4eri peri5st per4mal perme5 p4ern per3o per3ti pe5ru per1v pe2t pe5ten pe5tiz 4pf 4pg 4ph. phar5i phe3no ph4er ph4es. ph1ic 5phie ph5ing 5phisti 3phiz ph2l 3phob 3phone 5phoni pho4r 4phs ph3t 5phu 1phy pi3a pian4 pi4cie pi4cy p4id p5ida pi3de 5pidi 3piec pi3en pi4grap pi3lo pi2n p4in. pind4 p4ino 3pi1o pion4 p3ith pi5tha pi2tu 2p3k2 1p2l2 3plan plas5t pli3a pli5er 4plig pli4n ploi4 plu4m plum4b 4p1m 2p3n po4c 5pod. po5em po3et5 5po4g poin2 5point poly5t po4ni po4p 1p4or po4ry 1pos pos1s p4ot po4ta 5poun 4p1p ppa5ra p2pe p4ped p5pel p3pen p3per p3pet ppo5site pr2 pray4e 5preci pre5co pre3em pref5ac pre4la pre3r p3rese 3press pre5ten pre3v 5pri4e prin4t3 pri4s pris3o p3roca prof5it pro3l pros3e pro1t 2p1s2 p2se ps4h p4sib 2p1t pt5a4b p2te p2th pti3m ptu4r p4tw pub3 pue4 puf4 pul3c pu4m pu2n pur4r 5pus pu2t 5pute put3er pu3tr put4ted put4tin p3w qu2 qua5v 2que. 3quer 3quet 2rab ra3bi rach4e r5acl raf5fi raf4t r2ai ra4lo ram3et r2ami rane5o ran4ge r4ani ra5no rap3er 3raphy rar5c rare4 rar5ef 4raril r2as ration4 rau4t ra5vai rav3el ra5zie r1b r4bab r4bag rbi2 rbi4f r2bin r5bine rb5ing. rb4o r1c r2ce rcen4 r3cha rch4er r4ci4b rc4it rcum3 r4dal rd2i rdi4a rdi4er rdin4 rd3ing 2re. re1al re3an re5arr 5reav re4aw r5ebrat rec5oll rec5ompe re4cre 2r2ed re1de re3dis red5it re4fac re2fe re5fer. re3fi re4fy reg3is re5it re1li re5lu r4en4ta ren4te re1o re5pin re4posi re1pu r1er4 r4eri rero4 re5ru r4es. re4spi ress5ib res2t re5stal re3str re4ter re4ti4z re3tri reu2 re5uti rev2 re4val rev3el r5ev5er. re5vers re5vert re5vil rev5olu re4wh r1f rfu4 r4fy rg2 rg3er r3get r3gic rgi4n rg3ing r5gis r5git r1gl rgo4n r3gu rh4 4rh. 4rhal ri3a ria4b ri4ag r4ib rib3a ric5as r4ice 4rici 5ricid ri4cie r4ico rid5er ri3enc ri3ent ri1er ri5et rig5an 5rigi ril3iz 5riman rim5i 3rimo rim4pe r2ina 5rina. rin4d rin4e rin4g ri1o 5riph riph5e ri2pl rip5lic r4iq r2is r4is. ris4c r3ish ris4p ri3ta3b r5ited. rit5er. rit5ers rit3ic ri2tu rit5ur riv5el riv3et riv3i r3j r3ket rk4le rk4lin r1l rle4 r2led r4lig r4lis rl5ish r3lo4 r1m rma5c r2me r3men rm5ers rm3ing r4ming. r4mio r3mit r4my r4nar r3nel r4ner r5net r3ney r5nic r1nis4 r3nit r3niv rno4 r4nou r3nu rob3l r2oc ro3cr ro4e ro1fe ro5fil rok2 ro5ker 5role. rom5ete rom4i rom4p ron4al ron4e ro5n4is ron4ta 1room 5root ro3pel rop3ic ror3i ro5ro ros5per ros4s ro4the ro4ty ro4va rov5el rox5 r1p r4pea r5pent rp5er. r3pet rp4h4 rp3ing r3po r1r4 rre4c rre4f r4reo rre4st rri4o rri4v rron4 rros4 rrys4 4rs2 r1sa rsa5ti rs4c r2se r3sec rse4cr rs5er. rs3es rse5v2 r1sh r5sha r1si r4si4b rson3 r1sp r5sw rtach4 r4tag r3teb rten4d rte5o r1ti rt5ib rti4d r4tier r3tig rtil3i rtil4l r4tily r4tist r4tiv r3tri rtroph4 rt4sh ru3a ru3e4l ru3en ru4gl ru3in rum3pl ru2n runk5 run4ty r5usc ruti5n rv4e rvel4i r3ven rv5er. r5vest r3vey r3vic rvi4v r3vo r1w ry4c 5rynge ry3t sa2 2s1ab 5sack sac3ri s3act 5sai salar4 sal4m sa5lo sal4t 3sanc san4de s1ap sa5ta 5sa3tio sat3u sau4 sa5vor 5saw 4s5b scan4t5 sca4p scav5 s4ced 4scei s4ces sch2 s4cho 3s4cie 5scin4d scle5 s4cli scof4 4scopy scour5a s1cu 4s5d 4se. se4a seas4 sea5w se2c3o 3sect 4s4ed se4d4e s5edl se2g seg3r 5sei se1le 5self 5selv 4seme se4mol sen5at 4senc sen4d s5ened sen5g s5enin 4sentd 4sentl sep3a3 4s1er. s4erl ser4o 4servo s1e4s se5sh ses5t 5se5um 5sev sev3en sew4i 5sex 4s3f 2s3g s2h 2sh. sh1er 5shev sh1in sh3io 3ship shiv5 sho4 sh5old shon3 shor4 short5 4shw si1b s5icc 3side. 5sides 5sidi si5diz 4signa sil4e 4sily 2s1in s2ina 5sine. s3ing 1sio 5sion sion5a si2r sir5a 1sis 3sitio 5siu 1siv 5siz sk2 4ske s3ket sk5ine sk5ing s1l2 s3lat s2le slith5 2s1m s3ma small3 sman3 smel4 s5men 5smith smol5d4 s1n4 1so so4ce soft3 so4lab sol3d2 so3lic 5solv 3som 3s4on. sona4 son4g s4op 5sophic s5ophiz s5ophy sor5c sor5d 4sov so5vi 2spa 5spai spa4n spen4d 2s5peo 2sper s2phe 3spher spho5 spil4 sp5ing 4spio s4ply s4pon spor4 4spot squal4l s1r 2ss s1sa ssas3 s2s5c s3sel s5seng s4ses. s5set s1si s4sie ssi4er ss5ily s4sl ss4li s4sn sspend4 ss2t ssur5a ss5w 2st. s2tag s2tal stam4i 5stand s4ta4p 5stat. s4ted stern5i s5tero ste2w stew5a s3the st2i s4ti. s5tia s1tic 5stick s4tie s3tif st3ing 5stir s1tle 5stock stom3a 5stone s4top 3store st4r s4trad 5stratu s4tray s4trid 4stry 4st3w s2ty 1su su1al su4b3 su2g3 su5is suit3 s4ul su2m sum3i su2n su2r 4sv sw2 4swo s4y 4syc 3syl syn5o sy5rin 1ta 3ta. 2tab ta5bles 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drom3e5d d3tab du2al. du1op1o1l ea4n3ies e3chas edg1l ed1uling eli2t1is e1loa en1dix eo3grap 1e6p3i3neph1 e2r3i4an. e3spac6i eth1y6l1ene 5eu2clid1 feb1rua fermi1o 3fich fit5ted. fla1g6el flow2er. 3fluor gen2cy. ge3o1d ght1we g1lead get2ic. 4g1lish 5glo5bin 1g2nac gnet1ism gno5mo g2n1or. g2noresp 2g1o4n3i1za graph5er. griev1 g1utan hair1s ha2p3ar5r hatch1 hex2a3 hite3sid h3i5pel1a4 hnau3z ho6r1ic. h2t1eou hypo1tha id4ios ifac1et ign4it ignit1er i4jk im3ped3a infra1s2 i5nitely. irre6v3oc i1tesima ith5i2l itin5er5ar janu3a japan1e2s je1re1m 1ke6ling 1ki5netic 1kovian k3sha la4c3i5e lai6n3ess lar5ce1n l3chai l3chil6d1 lead6er. lea4s1a 1lec3ta6b le3g6en2dre 1le1noid lith1o5g ll1fl l2l3ish l5mo3nell lo1bot1o1 lo2ges. load4ed. load6er. l3tea lth5i2ly lue1p 1lunk3er 1lum5bia. 3lyg1a1mi ly5styr ma1la1p m2an. man3u1sc mar1gin1 medi2c med3i3cin medio6c1 me3gran3 m2en. 3mi3da5b 3milita mil2l1ag mil5li5li mi6n3is. mi1n2ut1er mi1n2ut1est m3ma1b 5maph1ro1 5moc1ra1t mo5e2las mol1e5c mon4ey1l mono3ch mo4no1en moro6n5is mono1s6 moth4et2 m1ou3sin m5shack2 mu2dro mul2ti5u n3ar4chs. n3ch2es1t ne3back 2ne1ski n1dieck nd3thr nfi6n3ites 4n5i4an. nge5nes ng1ho ng1spr nk3rup n5less 5noc3er1os nom1a6l nom5e1no n1o1mist non1eq non1i4so 5nop1oly. no1vemb ns5ceiv ns4moo ntre1p obli2g1 o3chas odel3li odit1ic oerst2 oke1st o3les3ter oli3gop1o1 o1lo3n4om o3mecha6 onom1ic o3norma o3no2t1o3n o3nou op1ism. or4tho3ni4t orth1ri or5tively o4s3pher o5test1er o5tes3tor oth3e1o1s ou3ba3do o6v3i4an. oxi6d1ic pal6mat parag6ra4 par4a1le param4 para3me pee2v1 phi2l3ant phi5lat1e3l pi2c1a3d pli2c1ab pli5nar poin3ca 1pole. poly1e po3lyph1ono 1prema3c pre1neu pres2pli pro2cess proc3i3ty. pro2g1e 3pseu2d pseu3d6o3d2 pseu3d6o3f2 pto3mat4 p5trol3 pu5bes5c quain2t1e qu6a3si3 quasir6 quasis6 quin5tes5s qui3v4ar r1abolic 3rab1o1loi ra3chu r3a3dig radi1o6g r2amen 3ra4m5e1triz ra3mou ra5n2has ra1or r3bin1ge re2c3i1pr rec5t6ang re4t1ribu r3ial. riv1o1l 6rk. rk1ho r1krau 6rks. r5le5qu ro1bot1 ro5e2las ro5epide1 ro3mesh ro1tron r3pau5li rse1rad1i r1thou r1treu r1veil rz1sc sales3c sales5w 5sa3par5il sca6p1er sca2t1ol s4chitz schro1ding1 1sci2utt scrap4er. scy4th1 sem1a1ph se3mes1t se1mi6t5ic sep3temb shoe1st sid2ed. side5st side5sw si5resid sky1sc 3slova1kia 3s2og1a1my so2lute 3s2pace 1s2pacin spe3cio spher1o spi2c1il spokes5w sports3c sports3w s3qui3to s2s1a3chu1 ss3hat s2s3i4an. s5sign5a3b 1s2tamp s2t1ant5shi star3tli sta1ti st5b 1stor1ab strat1a1g strib5ut st5scr stu1pi4d1 styl1is su2per1e6 1sync 1syth3i2 swimm6 5tab1o1lism ta3gon. talk1a5 t1a1min t6ap6ath 5tar2rh tch1c tch3i1er t1cr teach4er. tele2g tele1r6o 3ter1gei ter2ic. t3ess2es tha4l1am tho3don th1o5gen1i tho1k2er thy4l1an thy3sc 2t3i4an. ti2n3o1m t1li2er tolo2gy tot3ic trai3tor1 tra1vers travers3a3b treach1e tr4ial. 3tro1le1um trof4ic. tro3fit tro1p2is 3trop1o5les 3trop1o5lis t1ro1pol3it tsch3ie ttrib1ut1 turn3ar t1wh ty2p5al ua3drati uad1ratu u5do3ny uea1m u2r1al. uri4al. us2er. v1ativ v1oir5du1 va6guer vaude3v 1verely. v1er1eig ves1tite vi1vip3a3r voice1p waste3w6a2 wave1g4 w3c week1n wide5sp wo4k1en wrap3aro writ6er. x1q xquis3 y5che3d ym5e5try y1stro yes5ter1y z3ian. z3o1phr z2z3w \ No newline at end of file From b29d5386c8e0438f5e49dc9391bedd071b953cb7 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 26 Oct 2015 12:04:29 -0700 Subject: [PATCH 098/155] delete generated doc files --- hyphenate/scribblings/hyphenate.html | 4 - hyphenate/scribblings/manual-fonts.css | 343 ----------- hyphenate/scribblings/manual-racket.css | 319 ---------- hyphenate/scribblings/manual-racket.js | 98 --- hyphenate/scribblings/manual-style.css | 743 ----------------------- hyphenate/scribblings/racket.css | 249 -------- hyphenate/scribblings/scribble-common.js | 170 ------ hyphenate/scribblings/scribble.css | 484 --------------- 8 files changed, 2410 deletions(-) delete mode 100644 hyphenate/scribblings/hyphenate.html delete mode 100644 hyphenate/scribblings/manual-fonts.css delete mode 100644 hyphenate/scribblings/manual-racket.css delete mode 100644 hyphenate/scribblings/manual-racket.js delete mode 100644 hyphenate/scribblings/manual-style.css delete mode 100644 hyphenate/scribblings/racket.css delete mode 100644 hyphenate/scribblings/scribble-common.js delete mode 100644 hyphenate/scribblings/scribble.css diff --git a/hyphenate/scribblings/hyphenate.html b/hyphenate/scribblings/hyphenate.html deleted file mode 100644 index 0d31b1b1..00000000 --- a/hyphenate/scribblings/hyphenate.html +++ /dev/null @@ -1,4 +0,0 @@ - -Hyphenate
►Hyphenate
Hyphenate
1 Installation
2 Importing the module
3 Interface
hyphenate
unhyphenate
4 French
5 License & source code
6.2.900.15

Hyphenate

Matthew Butterick <mb@mbtype.com>

 (require hyphenate) package: hyphenate
 (require (submod hyphenate safe))

A simple hyphenation engine that uses the Knuth–Liang hyphenation algorithm originally developed for TeX. I have added little to their work. Accordingly, I take little credit.

1 Installation

At the command line: -

raco pkg install hyphenate

After that, you can update the package like so: -

raco pkg update hyphenate

2 Importing the module

The module can be invoked two ways: fast or safe.

Fast mode is the default, which you get by importing the module in the usual way: (require hyphenate).

Safe mode enables the function contracts documented below. Use safe mode by importing the module as (require (submod hyphenate safe)).

3 Interface

procedure

(hyphenate xexpr    
  [joiner    
  #:exceptions exceptions    
  #:min-length length    
  #:min-left-length left-length    
  #:min-right-length right-length    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  exceptions : (listof string?) = empty
  length : (or/c integer? false?) = 5
  left-length : (or/c (and/c integer? positive?) #f) = 2
  right-length : (or/c (and/c integer? positive?) #f) = 2
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Hyphenate xexpr by calculating hyphenation points and inserting joiner at those points. By default, joiner is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than #:min-length length will not be hyphenated. To hyphenate words of any length, use #:min-length #f.

The REPL displays a soft hyphen as \u00AD. But in ordinary use, you’ll only see a soft hyphen when it appears at the end of a line or page as part of a hyphenated word. Otherwise it’s not displayed. In most of the examples here, I use a standard hyphen for clarity (by adding #\- as an argument).

Examples:

> (hyphenate "ergo polymorphism")

"ergo poly\u00ADmor\u00ADphism"

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #:min-length 13)

"ergo polymorphism"

> (hyphenate "ergo polymorphism" #:min-length #f)

"er\u00ADgo poly\u00ADmor\u00ADphism"

The #:min-left-length and #:min-right-length keyword arguments set the minimum distance between a potential hyphen and the left or right ends of the word. The default is 2 characters. Larger values will reduce hyphens, but also prevent small words from breaking. These values will override a smaller #:min-length value.

Examples:

> (hyphenate "ergo polymorphism" #\-)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-left-length #f)

"ergo poly-mor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-length 2 #:min-left-length 5)

"ergo polymor-phism"

> (hyphenate "ergo polymorphism" #\- #:min-right-length 6)

"ergo poly-morphism"

; Next words won't be hyphenated becase of large #:min-left-length
> (hyphenate "ergo polymorphism" #\- #:min-length #f #:min-left-length 15)

"ergo polymorphism"

Because the hyphenation is based on an algorithm rather than a dictionary, it makes good guesses with unusual words:

Examples:

> (hyphenate "scraunched strengths" #\-)

"scraunched strengths"

> (hyphenate "RacketCon" #\-)

"Rack-et-Con"

> (hyphenate "supercalifragilisticexpialidocious" #\-)

"su-per-cal-ifrag-ilis-tic-ex-pi-ali-do-cious"

Using the #:exceptions keyword, you can pass hyphenation exceptions as a list of words with hyphenation points marked with regular hyphens ("-"). If an exception word contains no hyphens, that word will never be hyphenated.

Examples:

> (hyphenate "polymorphism" #\-)

"poly-mor-phism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymo-rphism"))

"polymo-rphism"

> (hyphenate "polymorphism" #\- #:exceptions '("polymorphism"))

"polymorphism"

Knuth & Liang were sufficiently confident about their algorithm that they originally released it with only 14 exceptions: associate[s], declination, obligatory, philanthropic, present[s], project[s], reciprocity, recognizance, reformation, retribution, and table. Admirable bravado, but it’s not hard to discover others that need adjustment.

Examples:

> (hyphenate "wrong: columns signage lawyers" #\-)

"wrong: columns sig-nage law-yers"

> (hyphenate "right: columns signage lawyers" #\-
  #:exceptions '("col-umns" "sign-age" "law-yers"))

"right: col-umns sign-age law-yers"

The Knuth–Liang algorithm is designed to omit legitimate hyphenation points (i.e., generate false negatives) more often than it creates erroneous hyphenation points (i.e., false positives). This is good policy. Perfect hyphenation — that is, hyphenation that represents an exact linguistic syllabification of each word — is superfluous for typesetting. Hyphenation simply seeks to mark possible line-break and page-break locations for whatever layout engine is drawing the text. The ultimate goal is to permit more even text flow. Like horseshoes and hand grenades, close is good enough. And a word wrongly hyphenated is more likely to be noticed by a reader than a word inefficiently hyphenated.

For this reason, certain words can’t be hyphenated algorithmically, because the correct hyphenation depends on meaning, not merely on spelling. For instance:

Example:

> (hyphenate "adder")

"adder"

This is the right result. If you used adder to mean the machine, it would be hyphenated add-er; if you meant the snake, it would be ad-der. Better to avoid hyphenation than to hyphenate incorrectly.

You can send HTML-style X-expressions through hyphenate. It will recursively hyphenate the text strings, while leaving the tags and attributes alone, as well as non-hyphenatable material (like character entities and CDATA).

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (hyphenate '(headline [[class "headline"]] "headline") #\-)

'(headline ((class "headline")) "head-line")

> (hyphenate '(div "The (span epsilon) entity:" epsilon) #\-)

'(div "The (span ep-silon) en-ti-ty:" epsilon)

Don’t send raw HTML or XML through hyphenate. It can’t distinguish tags and attributes from textual content, so everything will be hyphenated, thus goofing up your file. But you can easily convert your HTML or XML to an X-expression, hyphenate it, and then convert back.

Examples:

> (define html "<body style=\"background: yellow\">Hello</body>")
> (hyphenate html #\-)

"<body style=\"back-ground: yel-low\">Hel-lo</body>"

> (xexpr->string (hyphenate (string->xexpr html) #\-))

"<body style=\"background: yellow\">Hel-lo</body>"

If you’re working with HTML, be careful not to include any <script> or <style> blocks, which contain non-hyphenatable data. You can protect that data by using the #:omit-txexpr keyword to specify a txexpr-test. The test will be applied to all tagged X-expressions (see txexpr?). When txexpr-test evaluates to true, the item will be skipped.

Examples:

> (hyphenate '(body "processing" (script "no processing")) #\-)

'(body "pro-cess-ing" (script "no pro-cess-ing"))

> (hyphenate '(body "processing" (script "no processing")) #\-
  #:omit-txexpr (λ(tx) (member (get-tag tx) '(script))))

'(body "pro-cess-ing" (script "no processing"))

You can also use #:omit-txexpr to omit tagged X-expressions with particular attributes. This can be used to selectively suppress hyphenation at the markup level.

Examples:

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-)

'(p (span "pro-cess-ing") (span ((klh "no")) "pro-cess-ing"))

> (hyphenate '(p (span "processing") (span [[klh "no"]] "processing")) #\-
  #:omit-txexpr (λ(tx) (and (attrs-have-key? tx 'klh)
  (equal? (attr-ref tx 'klh) "no"))))

'(p (span "pro-cess-ing") (span ((klh "no")) "processing"))

Similarly, you can use the #:omit-word argument to avoid words that match word-test. Convenient if you want to prevent hyphenation of certain sets of words, like proper names:

Examples:

> (hyphenate "Brennan Huff likes fancy sauce" #\-)

"Bren-nan Huff likes fan-cy sauce"

> (define capitalized? (λ(word) (let ([letter (substring word 0 1)])
  (equal? letter (string-upcase letter)))))
> (hyphenate "Brennan Huff likes fancy sauce" #\- #:omit-word capitalized?)

"Brennan Huff likes fan-cy sauce"

Sometimes you need #:omit-word to prevent unintended consequences. For instance, if you’re using ligatures in CSS, certain groups of characters (fi, fl, ffi, et al.) will be replaced by a single glyph. That looks snazzy, but adding soft hyphens between any of these pairs will defeat the ligature substitution, creating inconsistent results. With #:omit-word, you can skip these words:

“Wouldn’t it be better to exclude certain pairs of letters rather than whole words?” Yes. But for now, that’s not supported.

Examples:

> (hyphenate "Hufflepuff golfing final on Tuesday" #\-)

"Huf-flepuff golf-ing fi-nal on Tues-day"

> (define (ligs? word)
    (ormap (λ(lig) (regexp-match lig word))
    '("ff" "fi" "fl" "ffi" "ffl")))
> (hyphenate "Hufflepuff golfing final on Tuesday" #\- #:omit-word ligs?)

"Hufflepuff golfing final on Tues-day"

procedure

(unhyphenate xexpr    
  [joiner    
  #:omit-word word-test    
  #:omit-string string-test    
  #:omit-txexpr txexpr-test]) → xexpr/c
  xexpr : xexpr/c
  joiner : (or/c char? string?) = (integer->char 173)
  word-test : (string? . -> . any/c) = (λ(x) #f)
  string-test : (string? . -> . any/c) = (λ(x) #f)
  txexpr-test : (txexpr? . -> . any/c) = (λ(x) #f)
Remove joiner from xexpr. Like hyphenate, it works on nested X-expressions, and offers the same #:omit- options.

Examples:

> (hyphenate '(p "strangely" (em "formatted" (strong "snowmen"))) #\-)

'(p "strange-ly" (em "for-mat-ted" (strong "snow-men")))

> (unhyphenate '(p "strange-ly" (em "for-mat-ted" (strong "snow-men"))) #\-)

'(p "strangely" (em "formatted" (strong "snowmen")))

A side effect of using hyphenate is that soft hyphens (or whatever the joiner is) will be embedded in the output text. If you need to support copying of text, for instance in a GUI application, you’ll probably want to strip out the hyphenation before the copied text is moved to the clipboard.

Examples:

> (hyphenate "ribbon-cutting ceremony")

"rib\u00ADbon-cut\u00ADting cer\u00ADe\u00ADmo\u00ADny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony"))

"ribbon-cutting ceremony"

Use this function cautiously — if joiner appeared in the original input to hyphenate, the output from unhyphenate won’t be the same string.

Examples:

> (hyphenate "ribbon-cutting ceremony" #\-)

"rib-bon-cut-ting cer-e-mo-ny"

> (unhyphenate (hyphenate "ribbon-cutting ceremony" #\-) #\-)

"ribboncutting ceremony"

Keep in mind that soft hyphens could appear in your input string. Certain word processors allow users to insert soft hyphens in their text.

Examples:

> (hyphenate "True\u00ADType typefaces")

"True\u00ADType type\u00ADfaces"

> (unhyphenate (hyphenate "True\u00ADType typefaces"))

"TrueType typefaces"

> (hyphenate (unhyphenate "True\u00ADType typefaces") #\-)

"True-Type type-faces"

4 French

 (require hyphenate/fr) package: hyphenate
 (require (submod hyphenate/fr safe))

French hyphenation is available by importing the module as hyphenate/fr or (submod hyphenate/fr safe) and using the hyphenate function normally. Below, notice that the word “formidable” hyphenates differently in French.

Examples:

> (hyphenate "formidable" #\-)

"for-mi-da-ble"

> (module fr racket/base
    (require hyphenate/fr)
    (hyphenate "formidable" #\-))
> (require 'fr)

"for-mi-dable"

The two languages are in separate submodules for performance reasons. That way, they can maintain separate caches of hyphenated words.

There is no way to use hyphenate in “polyglot” mode, where English and French are detected automatically. It is possible, however, to mix both the English and French hyphenate functions in a single file, and apply them as needed. To avoid a name conflict between the two hyphenate functions, you’ll need to use prefix-in:

Examples:

> (require (prefix-in fr: hyphenate/fr))
> (hyphenate "formidable" #\-)

"for-mi-da-ble"

> (fr:hyphenate "formidable" #\-)

"for-mi-dable"

5 License & source code

This module is licensed under the LGPL.

Source repository at http://github.com/mbutterick/hyphenate. Suggestions & corrections welcome.

 
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') format('woff'); -} - -/* Miso license */ -/* - M M I SSS OOO - MM MM I S S O O - M M M M I S O O - M M M I S O O - M M I S O O - M M I S S O O - M M I SSS OOO - ---------------------------------------- -MISO is an architectural lettering font -completed in 2006 by Mårten Nettelbladt. ---------------------------------------- -MISO is available in three weights -(Light, Regular, Bold) -in TrueType and OpenType format. ---------------------------------------- - - L I C E N S E I N F O R M A T I O N ---------------------------------------- -MISO is a free typeface. However, -there is one important limitation: - -MISO MUST ALWAYS REMAIN COMPLETELY FREE - -You can use MISO for personal and commercial work. -You can share MISO with your friends -as long as you include this text file. - -You must not sell MISO. -You must not charge someone else for using MISO. -You must not bundle MISO with a sold product. - -Use it, share it, but keep it free. ---------------------------------------- - -Mårten Nettelbladt -Omkrets arkitektur -www.omkrets.se - -Stockholm, Sweden -July 9th 2009 - ---------------------------------------- -If you have any comments about MISO -please let me know: -miso (a) omkrets.se ---------------------------------------- - -November 27th 2008 -Converted to OpenType by Torin Hill. - -June 24th 2007 -Some small adjustments - -October 23rd 2006 -Released -*/ - -@font-face { -font-family: Charter; -font-style: normal; -font-weight: normal; -font-stretch: normal; -src: 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') 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') format('woff'); -} - -/* Charter license */ -/* (c) Copyright 1989-1992, Bitstream Inc., Cambridge, MA. You are hereby granted permission under all Bitstream propriety rights to use, copy, modify, sublicense, sell, and redistribute the 4 Bitstream Charter (r) Type 1 outline fonts and the 4 Courier Type 1 outline fonts for any purpose and without restriction; provided, that this notice is left intact on all copies of such fonts and that Bitstream's trademark is acknowledged as shown below on all unmodified copies of the 4 Charter Type 1 fonts. BITSTREAM CHARTER is a registered trademark of Bitstream Inc. */ - - - -@font-face { -font-family: Fira; -font-style: normal; -font-weight: 300; /* "Light" */ -font-stretch: normal; - src: 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) 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) 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) format('woff'); -} - - -/* Fira license */ -/* This Font Software is licensed under the SIL Open Font License, Version 1.1. -This license is copied below, and is also available with a FAQ at: -http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ - - - -@font-face { -font-family: Source Code Pro; -font-style: normal; -font-weight: 300; -font-stretch: normal; -src: 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q+NkPKQ6/9gQ7zxNwngWQiTpOAJl4M1tfMoFWAOXg1C4DgVBxENFL7RyDnp5aOzCC2woy0ipZ4KVKvyz54NluAHnHa40CyjGLG4WfSWOlMs6DJo7BjOdYkFQcPMN7vSVXJeHqm2xWEG7WpnobXoELE2/64ZvuuHDHzOwjs7OPaBu6Ghq6yMhTn/jEU2eee45Ei//6wANEf2/xp/0NDf2NgOtBsFWs/F3AXzNcnkM8COChS1G6g0TXJClLwX7rdMt5HU+ZyQDMxFNm4oGZ4FHJWErS8bD/GmR0YCwhmgGpIqSdB59/cO/QwDNj5ELGHLn4jTHc7/Wwrp7aSJu4vIXST0PpxyPh/EnRdQFJlFdR20VlgRVdKnzpssJaAWQ2E9qCBgHI4hGWOJXLx2S/LNQUmu4+4oxkBhVUfGnW77tp3w3BttmZ/k3N3y8O7T1yMD4xtmUD33zgyEJ04/qdU93qic65Aye2xnJjM4wnc7DPaoAxwh3m8mGEEXYVVZ1OTW1VB4JanxTVF6QACOmAVXSHLwiSEV4bk5Ib6GV0I8hGLYAcRZC1IAjg4AZQNusEyeOFZ4stL9jcuVyVXo9mZH2liTFsNM4goVor17LlyLrtvzh+eKJvYbJ198k9tz44tnj/wUc2dW8c6bp7aKS7PTvStWX79PE2pXlhaO4QtUdj8BCBPdaDjNvN5XWofUCUqNOSQYEyQuRhkx1JUXdBNKYkLbCrIpXX0v3VqoHwOmpY6lBuOGGTtTqgu8WKlgpqHTBmRF4QLahWMgT3G8VJLA2bHzUTTYwM7Th0aNMrrxClytCuFbPkj4o3rxPFdd9IDwrDRqRzD9BZD/DVcTdyeXcVnW2MzkYN0NlD6ewEK8orW61f+v0YNVaN7WbRcF4lWfS/M4vW8wCVtb2dLBmMFqtsKxLJqQaYTWaEGfcA7Cq9w0n5hdGcEdsecUY0SHEkdU/z1kPr9yxM9o+3Osmx4o+F/t4Ddzx84P7p7g1b752O+Ul64oveq79xC7P5ZwAHF/CKE7T8ES5vRyw8gEUoKZnUFBkqESJlieBKoVDwAz2tIAnq0TJESaBVmOxo+VgF8MAQ3JAHWcZqAAaRtGg7qnOiQhBVTAikU6CyQTlrZDmLujtI0jL7zLz/pmMb2jNTC9fycwd3XXvnjhNv26JbGO+dGV+3g8QKz42lU/c+Nnf1/p03P7Vv94FNgyPjlO/hkXdQflnP5TWMWySCm2AABQT60bKcV2uQJ9SgcsAlpH4HsocR0FBrAEgtQE44apowyQ2cEB0k2XHy56cWNdu0e6/jsxPpR1772vOvPUBl6hjQz07p18Aluau4vINSULUstiUlLZpHHZR0LvAPVS50GBvBYXRZpRa0iwxgd+PRE4CUnWgVNQq2Yb1Cy5vtDk8kaqLitA0o+TxYQUI0LhtB2UxZQ8knTDZ90LbmY2D/wDu3bDqOvf3A9dt2X3NgYPjUD+6Z3rFhfJMnnWux6k7EF+a3jA1kRp++ZljZv3PDrr0b58eUocmhqf0HF7rHBtLBRMhtVin6X+rq8/WOdw7nkF9GAV9jhV/wTEpm9CuSkgf4JVjDLy49RRUcYNEHnrnMLy4O5Z8R1YKwpDMr7BRLs47aGqJdEI05KYjco+aEXK7EL4xLwKoBLLMVW4+6D6N3bj/x4OM3Hp0Cnpk/rpg/sOv4pvWj22b0cxO9M+SLwCanC8+NdqXf+ujs1ftHxhf2HNiEuFBdzCtAH9q5XI02Fm3gvcu62EF9An1K1sOipfQKhUqNRhZW6uZaDU0egYdGeINrUxsF1rZyXtBlFSsF5EXBIa/sS4rChYKLLeuyiiZkFR54hk+utGLwPPIC0NUOjhk4YJKjjkYYLmvXKMqw1lg4hIFcY+jw95XhJtztXAd5mT8KdidnzzQ6VfD/7eSW4l+SNtI2eHHzt5Xf3kzlygJ3HuyiH9D4jLdkGVHljMYR6iJGPDhijcxAKs6Sz5wfHLwAZhKscxzW+TFbJ5tphP9VzuOkDda5pYMucnGQya8TsIf/wH8CrK8IxmxQ2xV8NGYjOmWlDJquDjQdRmwCdVp26gJWNPwkFYhlUHCSsY7SSTQIBV7v9IZRkgVski8ExLQJkpYqDacP5BycQ3etvnZHm0q6umLdnNh0zfzhxq5UULVB4+tMNeYyk71ZFtXhd25dmGgY6ugYaoiPpdoz/kR3b9ElB3koTp2XTvL1/CmQKG3cIxzAT11VU1KKg1hJJCV7lcfaTg+aF2xmr5Xa7I3wspFabWANFdQs4KK2ysEWpDx6ZHY4gwWFPlTfguabWgvohwFFUwBYKBQGrOOAtQaeE6Bz9FavruR+IdJCNAYakrFTlgkZJz2M7sq5zJhJ58fectWRlEbpnmzMTt1339T0/rfee/WWAf/m3Xc+8+tEY0/P4cXff/bF+64p/q/eYHyyb2qr1Txz6LkzTxba2rLfezIaH77LnKX0gE3le/jHgBcs3DSz9kRFOk/AAy2otRwxgfDGjWbhOY0FrD+rpAQsFZZlGn1TatBWJVodlTQEsTUCOml72g6oaOxpEJlRtSb893v/fsfgK0PzXw+FI8pImH/s4slvfpMYrjp8222HgZOPUHvkMc7EOcD+OyLbnSD9KCiST7FccDooOE41MwYBHDNYVc6UaKZiUNLDuzo8xkrgPLAGpTozBgY1yF8OeCnqqdGs0QLpfTZRiVAK6RSNjVAJGEunMl0JkmFPRwo/6et5/wM3XH9Ikg7NfvDxbfxjH0rPWJR19+89uO7eWwdvuBrP0jqQ2S3gxzu5tKzhzZrlvAJh1qJ2dDHlDsRyU2PPTIMSaqtQCkqUtHXVLq97+t7jk8nc9L6TJ/fNjnTM3nr3h8nkk5/dkul/9I43v2tDet9ZTpYDHN8INNOCz9Ejexw6oBiPqwu4aza6Oljpos5KjXEVAGJHQARUCSqZBCXsUaslyMKHTj/5gXdtnbzuhpPXT/KPPfvBM58ee/tdd95H7YCbYE0brGngpuQ90mnkPVJqlgsqxjIqRN1YXhxdTq7kJcCjQie7n7LPmRbAyJL/v4m8t/hlYin+mkzzj43/+cQrE3Tdt8G6dbCujhtm6669pn6NNSurGWpXE95G3lX8KjEVfwMr/Wi8+DewTgb20wn76SnbndX7WbDZ3QpYy1blyVmoJ4fiwQm+idVJA4A2WA09OSvYb3mtwp1jDhsz32zIjE5Ux2AswwdaG0ju3FrskImCy0SVy4fvPbYx2bNpz/XX7N/Q/Nbvbrz9rjNk8oNnKU/c+Vjsk+uLL218AeAHDcHr6P4MyadZw06zqEqDUKKUUlR2xwCU4qnVqQWhpkxJGjg7pU3BYD54bPC4eZ7Y5ueLr/CPFV8m9osnSab4beYP7YOH39H1Jkq+ogZ9xbxK3h5Rk1rbWxTVqSqHEdeW16VeYsQZBa9h39NPkyeefnqCV4yPX7w4AettBZ30Mv8u0O29XN5M/QIN/tXSeROoSwBo5dUGao1qS3EItPEljlT5VEIkExGofby1u2duYgRwO3z4pr6jB1LbpreSG8eLI1fd0S37w6OAo5HrkGmqLdOUgO5AQhopISUzroRGrqTQ59jpEtIkrbFHFRrnwXkFcez9i3/a86UbgZBnyYbfF68hC/d/F+kIFi8fgDVUXKtMR4V8rmjkC1ZQAE4KytEKla4U+qKb5HxglqwHgXp2gu3JVppreAz09l/L8OoYvBKvSQPEdfTvuQ007qBHF92wLHmYB/XVn730e+pB8eBBKc9LdtXvROH8uYH1L78FL6tEDVxXn5fMcN1y/tzX2l6qg+sGkbcuKXilPSHarUs2u2BPwJlRhh8KPxRVA7fn8nANnrizCqUa8zX2UtSeDOt5uKapuSg7aG50Fhw5SaenFoRMWJNVJqzdnc7akT+7slELiSZJFNTn1t17Isrw7t0TekVisW2xVWEAUi9fcw1xA9fesP7+Ry5efOTdPcVHkU5zQCcV0MnOzcp0Msj7qkvLtqlk19MDYmcHBFxh8NOox4taXjJbwAMzgM6TlPRkUwCV5gqA7SSDR0gRi4IrIcwt/NU6nug3sycA7OADpieayTyAduYB23vixY9Tud4BMigOMght54lSJKkkhWzI5Qw2PYgevRw5sjCoLHoaKddqqDa2YbAIg0TVwaGsHPmuV3c8/NOHH/nxI9t2vW8X/CPTH3jhhQ988Ny5D556z3tO3fHOd1JYDst6GeNa66olL+iXgpbJE22tqtGnUNuY0TbQlbQN7mCVwk0QD6EedoIcfvHVe0/eenz73OyO4/xjX7nqSPE1MrnuoRy11fbwzfwHqT+0g2PoB0GiWJOSQVNxhCzUEUJpC04o9YJ8LpC6CruO5VHyBmQZjExYAQpzTgwKBTVnstdVVDA128v6N9ZOspX0QOfbbzj59hO7Iyc8dZbGxrmT3n03Liy+b+fO6Y07yfSTL5z9wMMF+4J+1Dw/ITz/jlOnT5+647HHmH6+Ch6aqdxwcLtqJQfGiQoGEyWfAcnnLEsRU0o0Mn2C5HOhEjFijA8tRqUg6tCUNNCQmugQaqwYEDJRpCvV4ld952eb1j+z78wtJ85s3nyCf+yzU3ttxZ8SZ/Gfyc67h7qR/9Hf9ACfNXF7uXxjSeYICJ4L6RtLiuYLkgfo65HzVUDfODx7zCzEoxaeVxgFV6gRbfp6W97uCFNCuxToVRNwtOur4inoPycJ85NKSi7Ih4gcxhpNzR5fP2OJByN733nHnjdtbR3f0TdhS3hCu9dvvPvYOxZ6Z3s766J+i7m554bpQ1u7B7taXVGf0RT3bxndchzxaQF6t1NbFnSDusypnAaDVzSQD6oB3JK8ikYnVBioUNMAohoDFbpySDkKQqWFV/5wnp8CvfMCP8Xk6magF+pWK5eVdY9KltFUYAglMS0qqLRALUQ9IdQ8wHfokoEwcFDVk2aKZ/P8Q8PTW289fOS2fyfvLx7+3I4D5Ini0bfdeReuBx4L30b554dc3ijLJ+ArwEunT6fLuofADhErwo8iAU8eleTSyx+lkpyzisbzZviGqAJBvuXlP8arZjijIMdVIEBEw/lzX/3IyxeoHCdWMOZVmOWlj0p8PDdw+OVf0U/V1iWtWgfCHb5TEe6iAjgzl4dPKte453mVWqtQylL+LL4zGEvvmYCnqRt7kLjT3SDIFdHEjms0LWalvfXYwncPgHQ84zndOvAkOXjxJKO/HuixCXR/iPsJlw8h/d3BNKOI6EjnDQSVZZiRREdJ4mBWWSmpPfCNX41SkgRBiQXOgzn2O1EPyN/8ys1Mubnhet15yaL+nWgCWv3Lr/5PCW2NWg/k0NJHHT5iiKuKBNocnsxh+MhkqQtotLr2ioYz4EV3XSBYfVnWcQ4CZ9sVouIpBFJLZfOyuAwjzCA/RNJuF7wglEQK6kwpovq5DA+KUyWY1ev71mvqlfAutfnA7mmTQSHoJhf5dxWvCl3ntK3rrnv11eB9vmt95MmL1xN7dmguWnwZaAkCAPzgx0C2NsmSyZSmjoOoT6PXwtwVHvWZWqD6zK6ggHQDQApw7RAQC+n++tndux0RZcC2uOPs13cfMiSV7uBBMkcGnm3oG6h/tvjloiQ5Fjp7wPKClTg+BWtauBQ7P2zrcEErFTUmHfMpTei4KdVIFM4s+yn2tJsShOD6mMveccjQaVGauoz7tv3dPP/Y15xHAr7Dnq8WF3/5S1hrBNbyAa/ouHbZntLAWVXynGz+6pPUG5A0LFrN0nFqxDNDwCx0kohzhFxflMjzxcfILSneM566+AvZvvrppaPkX/mvg5wBOYB/skCUXJMSQ6IFFX1FhQ2Ws5hA2HClgg2agWM5RIHZtz8ljr/8y/crdndcVHawv12VZ7KnSfTQFJmc4r+BWSb87Ci5rbQuasOCkq2rSRa4yrrkgqSGdQkVcgTXVZTXpaa1EDn0/e8TR/Glo/xrHa99lK57PfGTZVqfw/kIuO5gTVnI9Y9PPj65rlPZuQ4+vbd4l3j//SJ8t//Szbz/0udZXk6RRAGLP1V5OTd4V/3kx8XwerTZP8cPkBP89+D7cfx+gcg5QyXNxPFWjMjRX5QI7gLHdjv6ucXFIf57p5kuBbufV5BXORec/tu4vBW5h4aDveDw4snHMEVBEXAY0MHB6A0TBG4dtXL9hFLBoqOlB1YTNSIimH1DDteCpSD6BXAZHGgyWG2iDUsuHACMgFqOfoFlyDEmKmdgMFRTE5TZ+tEv8APrZvaEj584cNWoRnHV7om9WwbaN2973x13zS5YsqO9PePH9xQvrNs0vT4Wm7zH2M9w2wO4+flv0nilHPmg4l6yA25qxK0OX9RRTUV0LHoJuAnM50BsBFrcI+lA/GO4UpAtHRe4nEY8Rmit4oU6QdIpZfPUWUkQxKKarJxmqtfsmeU37jxw7C27ZqYUGuvw2Mjc28c38N/86t6p+2+8/dF13Tfmju1Y2gD7ugXg9sGeOLiuUuwD4FQgwFrZpiEs9uEqxT7AKlCVgh/dawU/tjx509ENzcPr548dmZ+Zapg/ccubX3poItNzdH7uyEBmI6VXP/iA/0Hp5eOu5/J6pBdVx47S8h58QUtxFBqkFwsXCZYSoURVqhQV0QP1QBhgvMiFQV4F5lb1GCjnJI8D8yxGzLOU8is0TOeOoY9as/uIRf9bF6c2KGbHNIqp+QM3LmwcnRwZGB3e8eqN7xxa/PzFnuGND7xp+6ENr+aOAg7r0fYC2tlhz49zeQHBN5bAh+0uOHQCRhocmOZg2w2bKzqobY2WPhYk4FY7dWjxGwW0ZtHY1aJPArAbARnRgilF3HcHiHEuVwkzOjQRTAnJUcUINXTXnz505FZF8T7FkS0bJwM7Dp187zzp2jg2sBcQePPRgG1md1t37qEnJzfPwt5jvG4d/wPY+0W293kDzw4h2AYg1M1p3A3RmqJsYKfVBzZq3YIriBtjs4L1ZbfhSztaX5RFDJgr1tHiJy1NEmUr1mKApKlhduThgwcnx+zpwVPf+c5W8vSgqnn3Mf+g++7W0eIe8jTmjSYvhfluoG0T8OUQd57LdyJ1AwCaCak7qFrOW/AFphIbklKLarng7uk0AbXdKDiGabUEcEgGfD8OA4oxA3W0fPCUsUp9WJFkhL2wSm3wEmtxrClpBF5mwM0BHxt8wj6fYDtrcZuCDS0dadwZMNVRpnS2AEdFYhxyVEDI84o0vnKDl+aD5x7YPg2t/rLZlvSOTB89J26WkyolptxABvnUwrnpI+Ucn5ykAtu/Hot05Hf16sktqd7+67c0h168t+341ubmpqtP7Ft83+3Hb5mY27j1cKZ3X7t/sGEk2TE8sndk52C70pfpiinbts4cMA4lsxt32erCPZmBiUMTk7Fkfzzi1daTw+nh4XRqeBj4YA/wgQHOoq1UK4CxBiqzMG6mNldklp0ysY0FnGxy4AEUPtpoehvVvpxk5iqOIpVPTvTvaTZT2DOr3LXn2dlMX/NoO4ijm/Z9vfh9Eh1f15wsfprKhUVQZGf4FzkV+KpbQTNTDwBB4RQ0Z6zTMj9VyYIpSlrDp8Tgk8K6ZFUYzcC/1mVRnZSMVuq4giKBDdXBgWKOAcASq+TLmhZJ12x9Y8Df1OQPNJKnR4te8vTPA9FowB+NIjzZSzEKjwXk1AEur5MFo2imiTwsbLBrWSx7VchKNABEBhdAZLVSXeWyspi2QS0nokA/mamyFLUCGDDAJkyCUwWP4FVl9pqyvp7s+u6fkq491088VYL4swO+kVHy/GjRfPC44mAZbsJdA8APwp4aubaK16qi1vXqYJdqrWBXTOO8ZlZJ1Hu/+ne7l27iv1kMEu4rxb/9zfX3cSyGB37nNzkz18+kt6RS0LI2glrDQssmcYNMdINMKB2sdCk9zSKLnADOL61UQmeKybCMsPXf98W7nFvSm7by949e/Kur3YOBndvIT9FeAXxaQR4EuROyLWhxgd+ArEFZFdwqyavB+k0ihiiCQfAZeFAMQSvawZLLREMMVhpgWZbC8BzkKaPShCvCZBWwmEvyYsmdQqnNyfQAexlO7CBh9oKA6pU9AT/3D2sUzWNTtrpMUzq7OdPeuC7raXCQnw9vnG9p2TRZ/ChZ2DZd/BA8NsSKHyqdNcDDxm2piuuVsMADV3XKKPwrjpmNAY3qrXTYgMWrQa0+bmMa5WLpvJGfz604bkwP836ApyZOVdJhNET+n49TZdeIU/U//K2HH/nmIwsL9N+rtz700K03P/TQzXNHjszNHz1asqHSFBYr58GzVjafKuRxUx4rhe2twMJCihLJyhQq2k40ZC8TyVm2nYzMdnILeaVOQXfWLZNLlsNup+AqGU+g/Wd2HTj6lt0z6/nh++bBdPozfmlw6v6bbnt0aPdHyVDu6E4wnmT6pcl/UJh93NVcxYTRIMwlOwaMkxX2C+yo6CrbLxoTFmRR2aAv2y8aNFaY/SJxxtKFkvWSzqIbkF1tvWyeUGjWzSo3bam1XtZ1X5xZ2jFVtl7wDL8bEED7xcyNlaKCZUrT4JyllKFDGtOjY2aEZRVCcEhoeI4wTV8+KqjpNcK7gYpzD/TE7R0tt28hP7/pbseE8HDxH2HdSeA5M6wbwl0O0piVejlvxmXtamb1G2hJEJa1Y8zKp6Puv+Q0VGJWOrPdE0St7LNJVoHuMSsAMghYMCaaBdFaFbZqilUFrcBUdcsRq8n4zpNDoxPbP3f8wLHF+IbZ26c3HN5909VvGe5el4gEWp3tuwdmBjPpcX/c5h3pHpyjNW4Afz1/Hfjd+6qsPmoyqdKSU8HyJa6k6GAFm3Imy1Eu2HTQlIkDtRbsvgJ2XyE76yWLz4kWH4pH8JRpIWclszhA1j9iGPvVr7Jjfb22LRuu3ob204MPjv7T2IirP3Bs/8/p3s6Aff078nOQM9u4vAn3lgKq1rDjRB12e3WwCyNPtMLNKplMNJuO0kanYP6TCQvBwLdTywFzOQxGi02Ekh09M9fV37y+eXZUo5w7+PHPkvbi34+va+kgW4vehQMAUxpznQCTgQtweQOCowS6YZAMlBMmmMrtGHZXKZ6UnjvpDivT/MnNL+4mPy++1LP9YSW4vV7EEYQVD5zFhcnjcizJGU6nMWElqcypFP3LErFhkC1SHVHCeJ6dFdtgROkre1/961KQLcyCbPz5c4PSb8IsoKRqN4va8yopZP+dWfSeP/eVL/26jX3ihE888InZAZ/o4HeO/vovaLBJZV3SqLT2xLmvfOLXb6FXdNYlPbBsYslAH4300YSP2B/h8jjhrZs+1uHjucHTr56mvxiyLvlCXrjup48B+hjExzwsUZWdgW9hEMufE4Ngl+bysFxVbMuQA29INOXysAi+rwPHMscNC7xGq9O7PN6gwWiiTRkrWzLaybCLV+G3zE78Xih82W9WImI2QrM+lb3ECFiQL21qrJ3EombeQqLa+T6LTmkz9I33q/RGhVLp6Nt0zaFehU2tVOj0qp6DsOf/NN2/2Pbaa462rMVxE/EUvf8q7PebMynPb2GDh4EH3MADtTEw8joxsGysHAPTuEsxsOHPfXLXjD+gbBI2bP/0ucWFeJ0ypd/y2i+PJ2I537Ff//ZkT3jSehLW67yU5GOwnotLcIx19Wk0Bu2oKt1JqQ6Xs6NVZ0UjR14UI4El7EtVWkOkc+42rcOjUbZprtl0YejRBr/gdu5qsQDKv7En+6ynbMR08dWP60c0RxvomZ7A+j1YuyoeBudHSVhh5RXFwybITPGH5EwxT3a0kttGW4tvH2Uxq9vleFgzerJGjEvpWFyqPlkIlSJjEkHfqiUpNl4Q1SnJD76UJYWdMXGQGPEkFp344yja/BEQbfoUNsZwEhcC4nsaqaKgnTCiETbDRoVIBkUzCOY+4mQhBFrJQWUzvKFX8eNM1+3v0m0/ONA1lVLH0+m4OjXVNXBwu+61LjITujs63dsRS/vfFE6ldEpdKhW9OZiOdfRON56KzABuRHNJTbbyr9BYlxyxkhTgeuMPi3WpQIYRzdTvFb94ra4UwztKfkzpAVrdifRwMSo0l+J0oKakkEwP5QXRnJIagR7elFQPxAik8sp66po0Y3eWTIkwsqEGKRESJIOeNnJIZi+1RpiWohVD7YSi3ETLWFyUFG6nTJwEOZSeSqtj6XRMDS8GDmzXvQtIc2DgaCwdvDkqUyD8Jj+lQPTu0AwBGkVONU73Urw2cpd4I3kvWHsdHKb07WlJrabeCa/GnD/ae7RwDwwn6ppIvJWW3bCKLlqDSvUQLSzUbEzurB/Oub0xa6b8irjubGlp7Kx7Mz6yvsFJcgu1MS2oMdEqKmhpDdrKlkELbRnEIiDgZYtueclk0WtpWxtWaRlrWgaN+lLLoKXcMlidI7XDYbO7S62C2CnIk4/VY/9PS8vFb+wlO4rP7mU23A2X/oH8nn8HnOkAdwuHBq/AnAljKu/wUlWNPXaGpOhLY3QEy6hlN0+JXnGwOkpJXU5vKlWwsV48lSGVkkJIUK9Drq8WDUKe05lpZtPGgiTldq+mmID0xU4vmsF0C2Zyww070ht64y2d2VTDyMb0ruu2Dvf0DJPuq+40XnNE2d0VUxSfVSa6cuojR/V3Hh3dYSKbTTvQBgDksPa2nnsbl/fTultAqp5uOq9E2xl1rgZFR5R61OAY5ZWWkke9FLYoYTdchuW8K0xL9O1YhePygS/XAFiGlVg1VufB/KDkwqJ9wYF2mMcPDBPIifWCGM5JRrAYwebWs4xIJlubO5QDIRos5clgR1Js5lD4xv3XjnVkJoYngl/8tHqaTBf7Boa0JNClXIzOXzWdzAxnYvM9vsCeAeVEyrev1xuAPezl5vggPwJWeJQ7zIl1cDZVy4CWpMfgWwP28EgBIy1sREtSgKPfSDCgBGATFexERFjSGl1eNB1xm+y0RrsOEztYzB8VlojKQiu49cB1RlaBghGdWNaN+GTdGsTDrcE+q5jGho4P+D298w3RudbtHUODndtb5xsa5lt3JPH1lrGrxsauumehc3Ssc1vbYmPjYtu2zrGR9ELbzqamnaTz1unpW6fxvGZgD6P8XZwfa5kwWI52pZAuuJkMAvELvpApXfCx94YUdgBgJjNAzc+6lGQHvjSn8nZqftoFXYKyNY3fOVzwDiRWEA0iRyVf46vN19B0ERqhrAUgmknTn4Xd+jazMiPsnj33kbNnz84+//zzH+bv+qR90Xs09Mni+eRIx5kzHSNJesaqZLCGdoJpcUewYIiHTVHTJzm/0QjmpIdQeTw1daHYwQfIt4tIBm7XpfPkIv8pkMk92G0XQY72q2lThgb9hhw9h9hop2wptR63WKUU9RyWlzzOFFxsMNKAoQfW60UnFqNDPNaxNgjDeqPG5o/E2pPdWdabKendNA4bEWwvKPWeYChJP9BgCh9P7QpuxiZNTXUhdqarXZF1gOpH1m7nY+pdu0KbJ7dPxftz8Xjv3HzvYmBx4vqxVG4yluydm+udaO3e4a6PtGZ2uMfI9tmO+mR2Opdpb/AF2iLNU2m80D8z0dYVD4TaI/ENPaEOb6PZEguHUt4mE41XvY/fSL7Kn6P+fB+HZLalsWi7AZjDlJJfUaeeXCioWUu0mjUPW1lLNKvatnWV+iW6y6/eF6xzh0Luuo/ATxBe88c7QuH2MPwLdYRgZ4OXfsv3ghzFOtRG7j2sx6BgUHJuWASOYhBkTh0rz7UkCwp6nYhNFBQdK7/VsQiND1Soj1Y7FlRMjMbwKmiiJY3ewuMemISzaoXBbHdGojT+EIxi5pWLoFStE17QGk06q4sWKttB/hAnlT/dVtAOVnU9LzdXKdas3Qw+/svHH//l8VPfOnXqW5kDY31t9fWRtlx3a7w52DUwvvvTpLVQKP7gs+R7xd9/+MNEfab4D/PHkrHQdN+6mfqW5HGqU57hXiPn+E1glwa4uzha/g9o+0toiyqQTGg8MN0hB6d8LMNlhndma8HCSGJJovpgXQGs7lXIq/T2HG0xAt8MBK4dPrKaaf4LNbZKwUpL9EJZuZR7jgKkNuehfubwCX6srdczMTo42KXie7OtfUMRb3PHabKzK2eYqk+0TAx/rbEt3e6ui89aKW6zXBf5d/J1Ts2ZsPqcdj3KT7OPx+6+Ozbz/vjdd8d/sOVD0Y/9cf2H2FOp55Ec41Roe7CK91K3I9WjahbWNVWHdUvtoRi4zSyQz2AnY/HS1/6A3kIld5IMkV/wLwJ/ClwQOPRFLh9AWyREtyQfCOGiARuViZiPlTm3MVlwsFfWy3Mt+JSFIHsXSmHMEZzLgotdcK3iZBu2WmnAdhGDApY019skv5U2JhSAqT00gGFiPb4BrD5V6Wi2AaxGE/YvNIIKctGGYElJiyFLTYJ8ueRJkWH1RODhRJ1yNfTJE2dOnDgzvnDP/MLQsG7jZqfQ3h5t9ra2+MlnPnX99Z+6nhgeWdw5Mb6r+Nq3R2wh9dz4+OH6CLOHJX4neYZ/N9C6mZNLclTL5ReU5BzgqLByOjkRTIO7Tulf+Z25HLOzniOfJp/gPw2yycltRtlUMDGtZad0pblvWmtd0DPC6ak0KBHOTXuq0ObQaBX0zNsvUxtX6pNSP7fh6NTU0Q2plgj2D0Ra+Nbeiclcz8RETxRQb2xvL9dgYy+uAuTWgVIFLO3GwKiyitrFeSUtMlKadYmq8Q1y0QMqMAyaaFN5E82WmBTU/8mbsQNl2CzXxgpybSx4YtUNutjaQZt0BwdJx+CXvjQoSYzmnyafJX/M/xaoNStnHowgQzAVl0T7jRLLKhcoWClI2MBppYBajboE8311Rta7gb2myGN2OTsv92cQHK6QkZvBNZ/uGu0eaGpqe/CVHRvCgViY/+xAd6enrzGeaRidDPnCLQjXp8inyEcBLj93hBN9tNECj4uWHRLQxgICF6Bt73WYmsX8mwOg1FMbRI9l3EHaKguQuWAfNax9sg55XCvAJfQQzQ7aAUUbEO2oTWn/JA3Qlronmar9VLghO7h/azZWH2zZkOzrmRjLTJOfxhLJdFM6Ud/U1hbLOoT+RIrS9J/5AfIUrWMIo8y4fB0DLprW/PPi4i38wOnTckxtPd8O/jd6CXkP2mJgSGPaA8wrD6W6h9OxICo1wZhsD2D41JdKoemppX4LDbKBWY3hCRTt2gDQwYOnX3Qj6qITaKLywEUf+sx5o8tdiljTyrOskAZ1Va50RHEec7hn5k4kphrnVD6dzmgPNDWoFIMHZ8Pqz/MfLv79g+0jpP9vxAZ+UNvVdyLzwH7K95OXRPIz2ntgxFOtKBXymErd1VpUVOXQIM0V0ZPWRwRYmAA4k3dfmwiffIBs3Eo+f/Lq4uy1xYP8jy+GGf/+LdGQO4mIE2g4ZBDWO1Zu4qZlLiuauHUl44OKM9YmRrqnOjqmkuxv/uhSgtwKu2fkYui/oi9O5bGJVaebKJS0X1lSa6hHiH1+MdhKGlr40Y6heLe3b3bwU8aGesumjCPd3KbGv/tdOGsH+GWAdYCjJU1YD4RaoboHX64+BE6uLTkEGUFbIqnM66aR+e92JVJD/JkWraf4Fz+Hv/dOsAe+BfYA6p5xpIZkUFK3m9a52GiVhRZFiNzjYWLJS5MWcyxqDU/lHXYiLBGliqM55RKVYuUkyzt337d7933e1HwK/pEdT+ze/cTuj2eGhzNdIyMAw36ui1eX9PYQAc/FqZGf9oO+fv/7vwS6+/HHt/3xx6KgtOvZE2hrcB35IfBBFJwBfGQvnJwvcXkn8r+Rmpc+WTum8j4jksVnQXlH66jctLKJxl/1dHtKwwqULPYNxqboTxUczMG3gGNCey8coITzTiotnCjIsCAYK8gloqFNGAXe7PZSLemw5euCIVYt4aSbAPaRxJmw0Nb2PE90bm9QnjgCJ0xjE+uo5+bWKOSNApe0JIkVYMIo0plsVOM/G3lG0dOUHnrf6YlUKnfymc6z9oMqZdvMF4Lf5u0tujrY1KIr9OIXExs2kN3fbvtC8eWe2REOmBFp1S/Tqp5r4j7CJIXkgt0OJyWzcnkFZWKXoQwmgwS4KgTwqlAHBAkI1EDxAEHiNQQJCM/zRrMr2sS8V7EBqBF24WwQ3iiQAHXQlR7kJB37DlCjkVKjYSU1yqNDqrUCfqNMkvenR7sHLe3uxgd/xXSEDqhTQ5g/A51hb+x01ZeUxjeAQsBHWDu4wD8ENApzCa4TfNufcPkW5CNgj1i60CrbW6l8awQxbW0AUlxWv3Sv0i9geVWpGLGONhGLbalCM2OvhlS+uQU/bo4BNVua8WVLBKiZrSgjLPII5qQW8PyXoq2pDFKrWZCSHchhreAHSoF6ZoODM4i92xqWdapjXy1pr7zZ0cUiHq+nuTRZajiX+C9GeQ/Oo6Yp1JQZ3Lc12xwJJlCljY91TTecDT/znfcCO/YeOKBStrY+23GW3BZrTXY1pRKRprZ2MHysA4nUv8BONDPOTABP/gJJD2f/1KV+8hJ5lfaB3srlfWj3hst9oFa5D5Sj9ZuiyYpx7ELAirpxSUO7QtUGWlWhMbCO0Do6w0JBi/MlL3ZEamwgxJ2+EO0NFWineBgdNk5ts8s1MIOKWNplVlS5WhWz7VRjutwN2pvZkOvYeO381be1DCYSgy3xmnbQTK5t6wLvkEN5VJNzfI8iBbLVAF7vzMoOSGOlA9KxVgekU+6ABGmh1RtZTzkx0gh+dQ+kO6pY0QfZtXfH+q01vZCK1MniBtYOWQOXZS24tP8JuHRW2+v3ZqKxsrI/U9ix94aaHk0yd/LkCrjcq+GyVuCqWwsuTxVcBloHCHBZacKnCq5sGl0PzUqaJfdv2T86qhwN1tCN/+rJk2NjZdKVYUwDjB7g2MdWwugtwYg5F6pJU0tmgxuHUOHUqlSJm2XQwe7C2WroU4Br56FuhehLFQR2Taggh7zt0bJxDFZhiTcQhyxUMRlPcGJVsBpNWhYC3JymDb+Y916BcJOqLeqfEsLa9tKLWsz/tKO/qys50NVVHGPYK2Xc2+jsIh/YOQ+uxN5Rxl7AaWYFg4ZzUseTYBamFm2zhWvGcXu0frZQz97VVxBuxqw+IJwnalo46xekOvQx6215XuWkipVgEW1dNdZVZUllBqy6VsK9w+dy+v1Ol69BxvkYvsGLMvKvsXf+YgPjz3fI79HWK9HhOOVTpMMHLnuCcCpAqOyt22WbsIYW6Ej62Xb7V3rn1bSwatB01IJkr/dTHjcZPXaqQF3obOpylVMoNWJmy8V62VacR0V15VaVR7ryjHq6muOZTLy5q83ndPj8dqev9sR+NNbZGYt3dMTr/P46N1KGv3QJHjbTGnwXTrChXSVcuqaJV7SlCmarEcljVmB7rbHcXutOisYLWDejM7K6BGqz6fhShy3r7GSJTKWKdrl2dEZJRI7/pp2RDKIp4BAYQpRk9Ivvec83iq+c2XDoPoU5Z+QfG/+ziV9NfPnLhCcbmx4N0/7qBO2vjnDbuXIbLm6ZV96o+uouXD8r1qInkY5OwaQznkGXUNCaFXYHFThaOIlLKk7tulwPtoVQgz9Grf92sqIfe9Nxe//skHbncP3Jh2r6sneqm6hP0GxsiFhHLEuoO2m/NMhLA1D8DTumrVfQMS2s6pgmIC2ruqaLL4BqkVunQaf8z8CgABVSBcPvqfagIKB4roGh3G15eRgcVwADLdni6FlaSQ9ZfVTTRNq/ef86UB1VQI2Noa5gcLUBXGjdvOn1IcP4SShdsDCR6S1ristBatRx2kTBxuSmTjaM6DvKoTSSZ3HmViFQff7LRk4NOiVZ+Gl/ix/+ldAqyURnlSzkWY+2vP9bX6dL23pFXdpCyUc2sbrY6n5tZEW5Z7soAhuWGrcZH/4PwgHsKMNxiQNeLMFBmXEFTezc/OvA4rgiWJwyLEvYuYQyZhU4lCNLpPmkbMhUg4XsCPzI4GL8GOUevSxkyIqRMiv6UjRP+caQLtl0PCbFGUsakzJzLtXRy0HGm5jc5I0yb0pB5FJfZDWNa7m0/LqE5KdKnPipEjuW0V3FpjxnhU1J0F5HD3eNXBWMtaS0Y8sJaog36pUmcMzSBZ4Ffl0pWstpoHVyJjoJJG+imXUTOrwGGj41INomNh9Ewwo8OYabRpCTyvL8iwQR3KX6eVRW1ukPv+fJJx/76Bybg/Hoo2SkRUXCH3/yg58hIxdxHsbfJQFu2kMOtqada+QeXtVFjpkrN+ZuUkted1SLeW/s4aApgHJz+ZLDjmKikZkUNZ3mSwGDVluxPZKFQCUPoMWkjiVMXfgraz9XrDI4axvSySpzc60W9YrVifxKe9XhHGHO0M1tWLNbvW6tKmCPXAX8PFYBO1xX0q+OflRtz3oUZMyqvnVy4iSbyfg/CRtWhNXCdhPInVWwXTy5Bmy+y8DmXwu2QA1s7iuEjYqfWviCshBaC0amGxmMaQpjI/fIGjC+AX/LoDtImbsbmSvB2Bij2iW0kKMbHXJVDjgSzwNKRndpWBSb6f1G7LGKvWsRdq5i79Wsw1d4Wynj30bxD3EJ7p61KBBIis3pgpvJ4Sig3roSdS8Ttl4rNg4Umti7pgrq2ESE9T1LvNZGJxc3hTHcphFMV3QoLiOGa3EPrRLGq3HPrjYeCPgId5FXeSfoIxb1lcfUHn7iidbSv08+dabtqafazjzV9qEPUd5uu/RTvpX/DOXsKHcD69bEyQ15Nc8KieSqGpFLSQ4L7aTCwhqThRXWOGhhjZ0W1jyvtdrUbj9Lako6A/JB0Ipl7TY65PN5YjApXFHa/AbMoy8X11QKa2hRjd3httNhz8ydirUN9T98w+6h7uRQ3yMnF4czzb7fta6b3tXbOjy9y8Pv2fPoB14Y2Bzes/MdHzw3sJkc2zdMTmbfWXwu+55TO7FslM0CgPNr5Rxc31rTAJxrTQNwydMA8mYBk/BrTQRAIVeZCrAIAm7FZAD+/Mn/1vXBdKqs/wkQYivX31KyoSow1K0Ng2ctGLwVGByXh4EKrAocC7KwWgMWJqsYLG0Ai5+Ll7spqqBBW6EpXXCwgxqGg9pcDZ1gSBTc7Gi6aQC9EGXvohXIcaxkFFWsynwZuC9zFit4bFt1Dldi9NBq24j2zQOdMRKYWdk57yh3zjvlzvklpVpgcx8v2zyP7lptA72OemzVTfTkh6V9vlqeAWMAXpuumgFT0LPwqB47r1lcSVGZZYIU442pVGk6llon9wE7jKXSYrAi5XEwWGbAbK+r52+tHghz3VeuPvy+vxkZH8uxHN4O2Ocu/gcgjd8iQ8KGgqqX8zGedQWURHACdjbBJIs8bhkrDzV6GtKhXdJ6JnwjCRa+Nwh5pTtGA/MNwJ8OT5AFtXB2h+Th2JdiQl4juOX+rtK0dCIP2S/VbnW1K7pKM9Kdwo5r92zc0dbW3N/XvLhhZjTSk4knW/r6Wtra2uM9g7xmz8ltg4mJfr83HogOtQ4vtPXG2ofbg+GejWProk0dMxuKKipXaQ88/z3aAx9FX/UKuuAb3rALvnFFF3xBbXCE6f0F/tA+eBRhr9ML37Rz19Bl+uF53+n/P+EJp+h18Ny+a+fNl8GTvI2WBazANca9+Ypwjb8hrs0rcH2e4cqQlWzR3B+ILpXKr4Oy48DEgSEQ06+D9qFDVXiLFO9O7uwV4I2nOpyWmuBVMilF4SkOQjxVTQu0rzqZadlZTZmlZosf3Kg4+yiexKQeLY8rEywNBIt3glWtdnijBrwhgtTM0V50TgpYscJEsMlTAHhmaVwZyVaZpK9DPIOqNeYdM4d0SVVrk3fMEtJdjozvSPV1d3f2Z7Ms1s1oeY7Sshmo+fUroSYwUUe6EGXVna0rKRkxUEvVzyzVKkomKSUT7KNEspBkr2op2eQG1nNg7XNCkNRgs0l+bPnTtXbS8RpC3tbWQbMD/wXS1hSZ0lqG1yEtL1edfiTYEQx2XI6sL9BiVPavQtf/RenawnVj5cKV0LXQzrIJXclCVA5SZ1dyaYIxIKinzpXO0erT3AMkTYRpkkzshLPsrY8a4vTWAG/IolJXO2xFY/iKmLVyH5TqrMPrkLUvM9vV1dzS1eZ3Ovx+h9N/Ocr+SXM63dySTrd4QiFPXSjEZJ8A9F0gr3L1XDvXxRXYhGHRD2ccc3MpWraGgyRAp4upVCHpCOuAyEnlcoFvpS9pIVuG0jZqXEZTLUHolB2HAYRECv2KDtTzBnZfFGq7qenkXWFJqQs3yUUgxmAzEq5DyJvZLVKAmHacw4+DY5swRe8JRpvxy0kBJKakpBVCRkbTSnmse9Vkjcp9U7qzTUliJtk0tn4L/84vZAZCW6bbBs3pxYmNymJRMZhrSwcG1x1Mz033TWyM13uHPGaeLG799VcXkr1veUfTqeaerkzbwbv32es37Qp1J3bt2ri+qbkp0jLosfYe/MAsR+exJOg8FpYrKU0b+ENyJQqzds1cSfYNcyUr5rdM7bf10VxJ5Ni9r95aGeQyqo1VUiXDOjbvnc5EAV2IM1For/7rT0UJXWYqSlieioKz6ep8gf/yXBQ0Zy47GwWMmeFV81HIjaf/P4wPhqouiw8aLavw+dHpVfjUvzE+0cvg01CDT/D/Bj7ULrksTmiVDK9Tjq6FFzVHQNYz3M5R3Bq4VqwaeD3sELlEuhBk6jMG6rNtBbYY5oow5Rgp477UonZqK5o1WWhhfRPtqDQjcNKAIqw8WScPHXAIb0yA1arwsqRQBKsV4WrGNdWoQHmmygdhz1WcDjRg7UwVOm551TAV7Adhg1M0uqrBKQrYJByYMre4OCTPSiHtp8tr/Pn/jTWwVBPXiCzuvFle44nTlTV+TNcw4azsFWuY11rDIq+B99nL1a5C+Q1Xumo/M3grq8n2La73KvCTitbJHFg5jQYWdKULOsY+thSNQ2suYF4GGcMolxXUwLMkKJTAO07GMRiidmKcDG8TUwataRUnIJC31my6DOqL1TvNZnnU8X8D3B/jDnL5OhqxA0AbkzhgQRSSJbfDp6ftNRF5siJ6GhEfHma13kpHqmKxOFoinNQYRKvEqUaPWsBSN63OZLVXTbt3N+ENr5rAZ66E6sq2R4wOpbjnquS837P/fe772qeatg+8zX3bu99y4uAjM/vGZraQ4d2bFn509ZsTjXfPzTSPRRq6mtvXNw888LdvOv2WYxv2XLsYNC/sxNkgdEaRyNngZL/zMpNTUPra07TRpj5JKy4xp9a4cpqKHeziBmatNZRnqyz5ddhp6mPXfUk5XyM1VUauSL4GON1qlzlET7e6dBuUNeaurPYZaiexqME5WG8KGtpLXsKK2Sz8aMU7ULAZLcD3K3IgNVNa/pAcSPYy+ZnaWS1xOOwr57WQh0//D8OFCq8WrsXFxVtWwvVvp1fC5bsMXH9IXib7OnmZWtjcB8apSFkDPlm2MBhFOS/z9jVgxDEojrTkVVZlaP77kzJr4Zhdxc212JooO6PTq5bZeSXeF6ucXaWMO+tRDICsumct7P001Otm0jVSrmyTMXeynIyf5WRC8K6BvWuoYI5izevEnIzRhnedlBpC9C5swhUNLFqrAbIWbdWKdshVh6Sxuj0S9nyB2w++aBpemeC8ZGn/gkZLwZbv/+JKFgR6gR4cOlWgoGOI2VN4bOSeNtUa99TBPqLfhNpD5X/Y9fZed5AqDnKP/ILx3jLvJxfl3M51bD4MaorywKJSLK4qsaMvJXbQAbPaWGJHZbIoWGJHz4rmOCmIZLWwu7c9r9XbOJbYUQCtNWUbqDqrA8ojKyd23LLW6H/46rmhdGOm75Gr2POC76fx3vXbeprhwQd07ugLDI5fczN7PjrcQbRN1/yy6ej8SKd8zy7yOzj/sDZONrzM9Bv360+/qZOn3+QFO1ZBXtkEHJSetVNwjuzcNbRiEg7/96fL9xb7fwtOMLJq4Xw/+Awr4dwg210VOL2ghy8Hp+/14fTLcC4BnG7WwCtZ6G1x3xBUKmBrwV2Qg5RrgIwCViHDfA5g9oPF8O7LQI1AR9MFF5MyobK1AFgsORRY0eFhp6+C0lK9UcfKbPB6MIkltbK9J2OKJoNHDswGcUqbqLNJ4egbo7raB6hFeqzGBlyJ+u21Zj+dvZ/kYzQu7V1rWo2PbsoVT6vBfNNlJtY0gipea2oNPwgcJM91k2e9LnArxuJ66Eg3kZQnpFnRUhNSKZzpVpqHSye7WuWITWWam6c0CdddOwkXZ7mVYl84Cndm+4Fr7t01uYEMrxtZGBtfv+HPFO99cXvVPLdjO+b3baB6mdEM47BBLo7TSmqphu06gXShnjGMh2Ug6y4U/IwJ/Cwy2Mjse8w1hv04/kLjon7xFVKal3e/onguQ/c7KCM8DSyBwn3NHbi2xBKghpAnIrR2+F3Uo7lezrAa6NxEVg6hxgrJVEGjN6OXrJHLawhsi4VO2XPImTh1Km+grTYGFZZKGnT0EXu1PPSGsQY211KDU9hwyglh3ffpqjLiegVO+BGi9ZF33Em8Xz19+jvFvz7VvW3e6fzEc6TnE+N/MfHKBJm++0Fei91UYDPMk1fhNDcBL3+Y3X0d/C8pjFXwKaq5RG1aaoS3LalCzOxF+GPKciYxqKejIDFSZqZ3pcaS+Di7+TLNIEbB05G82NFihu2pw3t82Za0ggvvAIZpRZOdprqlsJdFcc3Ckr0uSJNPMRu7CVCjkA9E1bmKq18KJ0Zrw4nd5dtTuzGYaDg00z7uSCyum1L8WtmXaUoGevsOtib2zByayaTaurvbUt+XNm37za1vH+i55e59YScNHp48+eCfferw0WePvP8DyLcsv9wmV8q/uTbDjEn8xnTBXtMmwDLOSy6TWUtnPzSzBncXKyb008usXYD1CFjloaWS3yVPCpHqTehZhxpzrzvlXXGZjHpt8nrPqqx6bSqbt61RF0u4Z/kBIoKM0wBXoBxRpMstvXR8O3aka+XGUnbnSgqirFSele10bPFFvUG4M/woOQd2Od4phd5fKS2p6bwKmhjAxhJ6k5SqzhFssmBzAGjHppYOcDQyh36V4Xxmlalc7erVzDTgqocX/Jc+28L9kNeScGVOgmaZ3fazPCcBbzO4hXz2h5OT+H0HfH/sDb/v4Dvk73+P7CVv5j8P8r0bLHnsLDNX7igNtDKw3l4cu8fGRuKdsnJsmDjrRe+iM48qrPG9jWO+A2qjORRrCcdT5MLU7dGOnsPqeLg+McJw+mtY8z55zRX3sNZcKJgqK5o02NvCs7vH6Om0FxMVvSvv+PjXB3HBOC64cZS8s/uoOh6qbx3pmbotiutdCpL7uFN/+HruNdcLx9h6eVwOsaPLYW0z4Pcril8E7+2LVBU9aZmw9AjXV9EWcwECNrgwOKK1lMYueiX4fra8g3aSM8pLnJBbi/bZlRf2TcNmaEywGc0A689gaw5qzCZGKXJh+rbK1mRX7hPPHQE8/k3GYw9STnSmS7fy9DEsyvQr9R0GK1hUUVOsE6hFZcvb7JEydZd4kz0o33ByBYGzKy8cYSyFWEyPfeuA2mSUyT9G3pk9Im/39K2AwtWqyt4DDrD3/0b3/r8bB/d/AYc8okBZqIRChZ8I90fcTeQr5PHqXnwN68XX1PTia1gvvqbci18yRf9oxx07dtzxjXvm5u6Zw/480Mc9HLtXug8riqgHb/Wm6bQhoIxkdKZS5XvG0rPiZ/e1wPHcdOKQZLHSFCmKzTo2G5uTbylQYwVXroTjwUA8HgieiffH4/1Pwas4XAmua2mp/cdkxJ9wXeR+2u8e4QggLU81MChpfhYrwlRsVDmVaLQq8k/o/Bp5cg3+jb+Ev/Ge2r8h8in5z1T+BsG/IffS/2V1Fz3+jV6gVTf/ENcMu5BvQjpFFMt0OkR5bhdJoZ+nTsvti3ineaOiNFtQ0jWnUngPp7yHTh7xuHSJvNJTnnyuSYlKqxSkaYt8kH4lGABLjM4cDGLPcrSB9ixjUtlNByM7cIKVWHFG6Fy2bDRDQz3yracjzghOaAOLrZKtiPX2EdI3bH/HNQcnOnPrNuwyk6biXxFCFBfNO8c2DnZuOXnwbfZ/TiiNdS59q+rW+zcl+w5u79Q5vMaObfsmWve89WYqFy79B7mOH+M/CvzoAx3DNDeOlwRzn05upVOB1DrUp6lUab46nXSy1n2fcEoF6mEfa/T2sXk8AhsWGGBjXvt/9FIPu2uSySqaz0uuut+JzvPcksnsdNE5p+VXdISpD+8IRzshbUJeb3GznDIbaqrIsNsY2IV0iKTBzMFRzFENWBRup+q1/f0vTrT5lN7WiaxGOdEyqdTw13V3XwJGgJ/uG7dsubH4rbcf+/znj70dLiGj/oz8DPV2pxAR8HXRB++6gEh6em8G7Jb/OLs/A7ge5Vs0wBlid0r1a9nsYckcTFdu2BC5khs2YDQcXaswfCdsXbKGvWb0s+hgEq9Vvhu1rdQPGQ6AqKrz+Vlc1GDHahCnl0m1vNblKU34W327hwb5ICvA1e1aNzHREhP8vvVHjswSU6y3qanXOIszjGc2LliHjHtn6D0gvt3T0NDTcPEFcGq8qEdycIbclB5h7nb5bhWhcg3H2retWHIZ1NrEf4IWmOGr0zG8nSW8y3e0uAxyRKiMsM9R5Gw+/xgi55p163QGu3/7KuyKX+YPXzyN41i4/wcLr8GaAHjaY2BkYGBgZIm682hZWjy/zVcGeeYXQBGGc4sNHsDo/7//szGFMmcDuRwMTCBRAKtpDqR42mNgZGBgfvEvBkhm///NwMAUygAUQQHPAYWUBe4AAHjabdO7L0NhGMfx9zAQFhKTiBAJSUXSxrXSwe1oB41ro6lIxTVRDdJF2AxsEgY2KwNpDAZ/gJ2YkBiIyWwy1Pdtf5GTE8Mnz+l73ue9PE+Ps2Gay5LGeHxgH7NIoB4BfOMBu5jRu3vFVywhikW4CKMNfYhjFCMY1nybu6P8DLIIoQlrGNK7HA7RjXGkMal9DvQ8jSBWtcay9gkopx1V6EErBvGuM1ubiOBO681jQmOuzhPTeAq9WNfciMa98UTzXd29E5UY0Pmipbs7Fdp/zFP7beX0l+5cnDOHUzTiAlOqjbWFG+T1+xpX+NI6MdX7Tf07wgIaxNZjT3X/R6GgXuR80j41nj742b50qBdedu8VJFXL/9SqF65Pysdbf7+EYtwnpBwb7XdQrTNd4ty5NaY8Y8xfbDHGvOBYssgjWOxdwsOetw6PeJa0/kfWma2tzdV38GTXLfW88ON8Fp+7TPgXMYWiyQAAAHjaY2Bg0ILCOoZVjG1MAkybmF2Yk5gbmOcxX2DhY3FhiWHpYpnFysBqw9rH+onNiW0JOxe7C/seDiWOBI49HBc4PnCycOZxfuOy4prGdYWbj9uLu477Ho8Yjx9PB88unge8JbwH+Nj4XPiW8H3hj+Hv4T8i4CPwSVBHMElwguA+wTOCv4QEhDSEvIR2CIsIBwhvEhESSRAVE40RXSLGIGYgliF2RlxEPEp8i4SQhJ/EOkkGSS/JIqkSqTVSr6QlpNukF8jwyLgB4TRZJtkK2SdyHnJZcn/kreQPKOgpeCkUKXQpaih6KU5TfKSkp9SjtEpZSNlJOUd5hvIJFS4VNZU9ql5qHGplaofU+dQT1O9pJGm803TTXKb5QktLq0zrhbaOdpH2Ph0rnWm6Yropupv0WPRa9Nn0FfQn6V8yEDGIMjhhyGHoZ3jGyMFom7GR8Q2TFlMT0ztmNmZLzHnMqyzYLCwssiwWWfyyzLB8ZmVkVWd1wdrP+pQNn02dzSVbNdsGOyY7N7s59jz2GfY/HEoc5jjcwQFfOfxwZHOUczRzLHBc4fjAycVpmTOHs4FzExAucT7mfMwlwOWKywPXDNdrACDIjOsAAAABAAAA6ABAAAYAAAAAAAIAAQACABYAAAEAAZkAAAAAeNrdWktvI8cR7pWdxE5g52bkFAzWwNobUNxd+ZF4faIlaqWYImmR8tpHvjnZIYfmDCXLvyenIOcccvIxueYXpfqr6tfMkOIqCIwEBMnmTD+qvvrq0T1USv1a/V29oR68+bZSqkZvbj9Qv6Vf3D5Q76o/SvsN1VLfSPtNVVd/lvbP1Fr9S9o/V797cCLtX6gfHyyl/Zb6+KAu7bfVbw6G0v6VOjr4QdrvvP+3g79K+1119sj0+Yd679FfpP1P9fTRj6qvbtVKpWpGKw+oNVexGqmI2onK1YSuLqmtW5nqUb8NXRnRr0gd068xWl26lqpLas/ofkL91+oZafWUPn+vPlcNdaK+UE1q+TOY8Tz6sDCeR3Uwbve6UWHk15A6Iz1Skj0KJOnSXOaKfn1O+qak3Qh9r+29OvXWdxc04yuaT/eZ0tWEZh2qI2p9gvdnmGV/rUJNYpJSIx3R7Bp9PW6Bfq/oWkorRoTCmFpD9O+RrTLYYoGR5ySzlnwNC67FTmPMvMSsc4y7ol+xvdejlrGoXn1JV59gfAQ958Avwswbuqtli9G7fi9putTS+kdkzzp9nsmsc3rn1Pc5rf5E3eBVBwq8Qh2zLeheDo4ytitqa3lmGB+RLbRtn5KXmfbRvVH78DVkeowVb4DrXDiYAblrme0UnNIytmmGBWT5IGDAB8CjQdgkmMFolVXMV4cm/9vseUf9Eu8+okwWYNSDxDkhqjVw+iWIRxPqlYkEG6zJqxgZe6RNi7474MkymLkVzKCtVhUhnlXKF65uZBqBh7HIo9FN6MoN5mZEnHUS+k7RuqZ3jDgwpM9JwJ4BJG6or9DOiX9RgYsZraqRXIEfdUif0LdGfkb3OzS+ZTU4/EleemVniS5F7jb06tB3H5Y4Jx/WV3v0uc0OEc2kfflTjJ0QWmuyuWbFrfj4U4rOP62W+t0lH22SzS4oR7WoZZijLTsjjdj2xhMNU+9mqI5DbM3HYAN7Qw4Waf+NyX85n+TCIs2BhFin+cSZUX9eCy9XiD28Esui+ZsIE43nx+gf0X0j1QoZ7E90dQTO1TwpNnSXo0bu6ebGjiA1z8u2ndDdqYxwqAyop4lcpu5g/0kQhXTmjEXrkUi+gP4ckziy+H7HErLs1xaPAaTTMk28vqm1xRQoaJwYzVc2Ct5IRTT39NPy60h7K96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') 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') format('woff'); -} - -/* Source Code Pro license */ -/* Copyright 2010, 2012 Adobe Systems Incorporated (http://www.adobe.com/), with Reserved Font Name 'Source'. All Rights Reserved. Source is a trademark of Adobe Systems Incorporated in the United States and/or other countries. - -This Font Software is licensed under the SIL Open Font License, Version 1.1. - -This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL - - ------------------------------------------------------------ -SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007 ------------------------------------------------------------ - -PREAMBLE -The goals of the Open Font License (OFL) are to stimulate worldwide -development of collaborative font projects, to support the font creation -efforts of academic and linguistic communities, and to provide a free and -open framework in which fonts may be shared and improved in partnership -with others. - -The OFL allows the licensed fonts to be used, studied, modified and -redistributed freely as long as they are not sold by themselves. The -fonts, including any derivative works, can be bundled, embedded, -redistributed and/or sold with any software provided that any reserved -names are not used by derivative works. The fonts and derivatives, -however, cannot be released under any other type of license. The -requirement for fonts to remain under this license does not apply -to any document created using the fonts or their derivatives. - -DEFINITIONS -"Font Software" refers to the set of files released by the Copyright -Holder(s) under this license and clearly marked as such. This may -include source files, build scripts and documentation. - -"Reserved Font Name" refers to any names specified as such after the -copyright statement(s). - -"Original Version" refers to the collection of Font Software components as -distributed by the Copyright Holder(s). - -"Modified Version" refers to any derivative made by adding to, deleting, -or substituting -- in part or in whole -- any of the components of the -Original Version, by changing formats or by porting the Font Software to a -new environment. - -"Author" refers to any designer, engineer, programmer, technical -writer or other person who contributed to the Font Software. - -PERMISSION & CONDITIONS -Permission is hereby granted, free of charge, to any person obtaining -a copy of the Font Software, to use, study, copy, merge, embed, modify, -redistribute, and sell modified and unmodified copies of the Font -Software, subject to the following conditions: - -1) Neither the Font Software nor any of its individual components, -in Original or Modified Versions, may be sold by itself. - -2) Original or Modified Versions of the Font Software may be bundled, -redistributed and/or sold with any software, provided that each copy -contains the above copyright notice and this license. These can be -included either as stand-alone text files, human-readable headers or -in the appropriate machine-readable metadata fields within text or -binary files as long as those fields can be easily viewed by the user. - -3) No Modified Version of the Font Software may use the Reserved Font -Name(s) unless explicit written permission is granted by the corresponding -Copyright Holder. This restriction only applies to the primary font name as -presented to the users. - -4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font -Software shall not be used to promote, endorse or advertise any -Modified Version, except to acknowledge the contribution(s) of the -Copyright Holder(s) and the Author(s) or with their explicit written -permission. - -5) The Font Software, modified or unmodified, in part or in whole, -must be distributed entirely under this license, and must not be -distributed under any other license. The requirement for fonts to -remain under this license does not apply to any document created -using the Font Software. - -TERMINATION -This license becomes null and void if any of the above conditions are -not met. - -DISCLAIMER -THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT -OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE -COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, -INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL -DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING -FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM -OTHER DEALINGS IN THE FONT SOFTWARE. */ \ No newline at end of file diff --git a/hyphenate/scribblings/manual-racket.css b/hyphenate/scribblings/manual-racket.css deleted file mode 100644 index 18c93607..00000000 --- a/hyphenate/scribblings/manual-racket.css +++ /dev/null @@ -1,319 +0,0 @@ -/* See the beginning of "manual.css". */ - -/* Monospace: */ - -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk, .RktErr { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -/* this selctor grabs the first linked Racket symbol -in a definition box (i.e., the symbol being defined) */ -a.RktValDef, a.RktStxDef, a.RktSymDef, -span.RktValDef, span.RktStxDef, span.RktSymDef -{ - font-size: 1.15rem; - color: black; - font-weight: 600; -} - - -.inheritedlbl { - font-family: 'Fira', sans; -} - -.RBackgroundLabelInner { - font-family: inherit; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 95%; - margin-top: 0.5em; - text-align: left; - background-color: inherit; -} - -.inherited td { - font-size: 82%; - padding-left: 0.5rem; - line-height: 1.3; - text-indent: 0; - padding-right: 0; -} - -.inheritedlbl { - font-style: normal; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eee; -} - -.RktInBG { - background-color: #eee; -} - - -.refcolumn .RktInBG { - background-color: white; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: inherit; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; - font-weight: 400; -} - -.RktVar { - position: relative; - left: -1px; font-style: italic; - color: #444; -} - -.SVInsetFlow .RktVar { - font-weight: 400; - color: #444; -} - - -.RktSym { - color: inherit; -} - - - -.RktValLink, .RktStxLink, .RktModLink { - text-decoration: none; - color: #07A; - font-weight: 500; - font-size: 1rem; -} - -/* for syntax links within headings */ -h2 a.RktStxLink, h3 a.RktStxLink, h4 a.RktStxLink, h5 a.RktStxLink, -h2 a.RktValLink, h3 a.RktValLink, h4 a.RktValLink, h5 a.RktValLink, -h2 .RktSym, h3 .RktSym, h4 .RktSym, h5 .RktSym, -h2 .RktMod, h3 .RktMod, h4 .RktMod, h5 .RktMod, -h2 .RktVal, h3 .RktVal, h4 .RktVal, h5 .RktVal, -h2 .RktPn, h3 .RktPn, h4 .RktPn, h5 .RktPn { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - -.toptoclink .RktStxLink, .toclink .RktStxLink, -.toptoclink .RktValLink, .toclink .RktValLink, -.toptoclink .RktModLink, .toclink .RktModLink { - color: inherit; -} - -.tocset .RktValLink, .tocset .RktStxLink, .tocset .RktModLink { - color: black; - font-weight: 400; - font-size: 0.9rem; -} - -.tocset td a.tocviewselflink .RktValLink, -.tocset td a.tocviewselflink .RktStxLink, -.tocset td a.tocviewselflink .RktMod, -.tocset td a.tocviewselflink .RktSym { - font-weight: lighter; - color: white; -} - - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { /* for definitions grouped together in one box */ - width: 100%; - border-top: 2px solid white; -} - -tbody > tr:first-child > td > .together { - border-top: 0px; /* erase border on first instance of together */ -} - -.RktBlk { - white-space: pre; - text-align: left; -} - -.highlighted { - font-size: 1rem; - background-color: #fee; -} - -.defmodule { - font-family: 'Source Code Pro'; - padding: 0.25rem 0.75rem 0.25rem 0.5rem; - margin-bottom: 1rem; - width: 100%; - background-color: hsl(60, 29%, 94%); -} - -.defmodule a { - color: #444; -} - - -.defmodule td span.hspace:first-child { - position: absolute; - width: 0; - display: inline-block; -} - -.defmodule .RpackageSpec .Smaller, -.defmodule .RpackageSpec .stt { - font-size: 1rem; -} - - -.specgrammar { - float: none; - padding-left: 1em; -} - - -.RBibliography td { - vertical-align: text-top; - padding-top: 1em; -} - -.leftindent { - margin-left: 2rem; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.SCodeFlow .Rfilebox { - margin-left: -1em; /* see 17.2 of guide, module languages */ -} - -.Rfiletitle { - text-align: right; - background-color: #eee; -} - -.SCodeFlow .Rfiletitle { - border-top: 1px dotted gray; - border-right: 1px dotted gray; -} - - -.Rfilename { - border-top: 0; - border-right: 0; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: inherit; -} - -.Rfilecontent { - margin: 0.5em; -} - -.RpackageSpec { - padding-right: 0; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0.20rem; /* sensitive to monospaced font choice */ - text-align: right; - z-index: 0; - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; - color: gray; -} - - -.RpackageSpec .Smaller { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} - -/* ---------------------------------------- */ -/* For section source modules & tags */ - -.RPartExplain { - background: #eee; - font-size: 0.9rem; - margin-top: 0.2rem; - padding: 0.2rem; - text-align: left; -} diff --git a/hyphenate/scribblings/manual-racket.js b/hyphenate/scribblings/manual-racket.js deleted file mode 100644 index 203d6d30..00000000 --- a/hyphenate/scribblings/manual-racket.js +++ /dev/null @@ -1,98 +0,0 @@ -/* For the Racket manual style */ - -AddOnLoad(function() { - /* Look for header elements that have x-source-module and x-part tag. - For those elements, add a hidden element that explains how to - link to the section, and set the element's onclick() to display - the explanation. */ - var tag_names = ["h1", "h2", "h3", "h4", "h5"]; - for (var j = 0; j < tag_names.length; j++) { - elems = document.getElementsByTagName(tag_names[j]); - for (var i = 0; i < elems.length; i++) { - var elem = elems.item(i); - AddPartTitleOnClick(elem); - } - } -}) - -function AddPartTitleOnClick(elem) { - var mod_path = elem.getAttribute("x-source-module"); - var tag = elem.getAttribute("x-part-tag"); - if (mod_path && tag) { - // Might not be present: - var prefixes = elem.getAttribute("x-part-prefixes"); - - var info = document.createElement("div"); - info.className = "RPartExplain"; - - /* The "top" tag refers to a whole document: */ - var is_top = (tag == "\"top\""); - info.appendChild(document.createTextNode("Link to this " - + (is_top ? "document" : "section") - + " with ")); - - /* Break `secref` into two lines if the module path and tag - are long enough: */ - var is_long = (is_top ? false : ((mod_path.length - + tag.length - + (prefixes ? (16 + prefixes.length) : 0)) - > 60)); - - var line1 = document.createElement("div"); - var line1x = ((is_long && prefixes) ? document.createElement("div") : line1); - var line2 = (is_long ? document.createElement("div") : line1); - - function add(dest, str, cn) { - var s = document.createElement("span"); - s.className = cn; - s.style.whiteSpace = "nowrap"; - s.appendChild(document.createTextNode(str)); - dest.appendChild(s); - } - /* Construct a `secref` call with suitable syntax coloring: */ - add(line1, "\xA0@", "RktRdr"); - add(line1, (is_top ? "other-doc" : "secref"), "RktSym"); - add(line1, "[", "RktPn"); - if (!is_top) - add(line1, tag, "RktVal"); - if (is_long) { - /* indent additional lines: */ - if (prefixes) - add(line1x, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); - add(line2, "\xA0\xA0\xA0\xA0\xA0\xA0\xA0\xA0", "RktPn"); - } - if (prefixes) { - add(line1x, " #:tag-prefixes ", "RktPn"); - add(line1x, "'", "RktVal"); - add(line1x, prefixes, "RktVal"); - } - if (!is_top) - add(line2, " #:doc ", "RktPn"); - add(line2, "'", "RktVal"); - add(line2, mod_path, "RktVal"); - add(line2, "]", "RktPn"); - - info.appendChild(line1); - if (is_long) - info.appendChild(line1x); - if (is_long) - info.appendChild(line2); - - info.style.display = "none"; - - /* Add the new element afterthe header: */ - var n = elem.nextSibling; - if (n) - elem.parentNode.insertBefore(info, n); - else - elem.parentNode.appendChild(info); - - /* Clicking the header shows the explanation element: */ - elem.onclick = function () { - if (info.style.display == "none") - info.style.display = "block"; - else - info.style.display = "none"; - } - } -} diff --git a/hyphenate/scribblings/manual-style.css b/hyphenate/scribblings/manual-style.css deleted file mode 100644 index fa7e8cc8..00000000 --- a/hyphenate/scribblings/manual-style.css +++ /dev/null @@ -1,743 +0,0 @@ - -/* See the beginning of "scribble.css". - This file is used by the `scribble/manual` language, along with - "manual-racket.css". */ - -@import url("manual-fonts.css"); - -* { - margin: 0; - padding: 0; -} - -@media all {html {font-size: 15px;}} -@media all and (max-width:940px){html {font-size: 14px;}} -@media all and (max-width:850px){html {font-size: 13px;}} -@media all and (max-width:830px){html {font-size: 12px;}} -@media all and (max-width:740px){html {font-size: 11px;}} - -/* CSS seems backward: List all the classes for which we want a - particular font, so that the font can be changed in one place. (It - would be nicer to reference a font definition from all the places - that we want it.) - - As you read the rest of the file, remember to double-check here to - see if any font is set. */ - -/* Monospace: */ -.maincolumn, .refpara, .refelem, .tocset, .stt, .hspace, .refparaleft, .refelemleft { - font-family: 'Source Code Pro', monospace; - white-space: inherit; - font-size: 1rem; -} - -.stt { - font-weight: 500; -} - -h2 .stt { - font-size: 2.7rem; -} - -.toptoclink .stt { - font-size: inherit; -} -.toclink .stt { - font-size: 90%; -} - -.RpackageSpec .stt { - font-weight: 300; - font-family: 'Source Code Pro'; - font-size: 0.9rem; -} - -h3 .stt, h4 .stt, h5 .stt { - color: #333; - font-size: 1.65rem; - font-weight: 400; -} - - -/* Serif: */ -.main, .refcontent, .tocview, .tocsub, .sroman, i { - font-family: 'Charter', serif; - font-size: 1.18rem; -} - - -/* Sans-serif: */ -.version, .versionNoNav, .ssansserif { - font-family: 'Fira', sans-serif; -} -.ssansserif { - font-family: 'Fira'; - font-weight: 500; - font-size: 0.9em; -} - -.tocset .ssansserif { - font-size: 100%; -} - -/* ---------------------------------------- */ - -p, .SIntrapara { - display: block; - margin: 0 0 1em 0; - line-height: 1.4; -} - -.compact { - padding: 0 0 1em 0; -} - -li { - list-style-position: outside; - margin-left: 1.2em; -} - -h1, h2, h3, h4, h5, h6, h7, h8 { - font-family: 'Fira'; - font-weight: 300; - font-size: 1.6rem; - color: #333; - margin-top: inherit; - margin-bottom: 1rem; - line-height: 1.25; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -h3, h4, h5, h6, h7, h8 { - border-top: 1px solid black; -} - - - -h2 { /* per-page main title */ - font-family: 'Miso'; - font-weight: bold; - margin-top: 4rem; - font-size: 3rem; - line-height: 1.1; - width: 90%; -} - -h3, h4, h5, h6, h7, h8 { - margin-top: 2em; - padding-top: 0.1em; - margin-bottom: 0.75em; -} - -/* ---------------------------------------- */ -/* Main */ - -body { - color: black; - background-color: white; -} - -.maincolumn { - width: auto; - margin-top: 4rem; - margin-left: 17rem; - margin-right: 2rem; - margin-bottom: 10rem; /* to avoid fixed bottom nav bar */ - max-width: 700px; - min-width: 370px; /* below this size, code samples don't fit */ -} - -a { - text-decoration: inherit; -} - -a, .toclink, .toptoclink, .tocviewlink, .tocviewselflink, .tocviewtoggle, .plainlink, -.techinside, .techoutside:hover, .techinside:hover { - color: #07A; -} - -a:hover { - text-decoration: underline; -} - - -/* ---------------------------------------- */ -/* Navigation */ - -.navsettop, .navsetbottom { - left: 0; - width: 15rem; - height: 6rem; - font-family: 'Fira'; - font-size: 0.9rem; - border-bottom: 0px solid hsl(216, 15%, 70%); - background-color: inherit; - padding: 0; -} - -.navsettop { - position: absolute; - top: 0; - left: 0; - margin-bottom: 0; - border-bottom: 0; -} - -.navsettop a, .navsetbottom a { - color: black; -} - -.navsettop a:hover, .navsetbottom a:hover { - background: hsl(216, 78%, 95%); - text-decoration: none; -} - -.navleft, .navright { - position: static; - float: none; - margin: 0; - white-space: normal; -} - - -.navleft a { - display: inline-block; -} - -.navright a { - display: inline-block; - text-align: center; -} - -.navleft a, .navright a, .navright span { - display: inline-block; - padding: 0.5rem; - min-width: 1rem; -} - - -.navright { - height: 2rem; - white-space: nowrap; -} - - -.navsetbottom { - display: none; -} - -.nonavigation { - color: #889; -} - -.searchform { - display: block; - margin: 0; - padding: 0; - border-bottom: 1px solid #eee; - height: 4rem; -} - -.nosearchform { - margin: 0; - padding: 0; - height: 4rem; -} - -.searchbox { - font-size: 1rem; - width: 12rem; - margin: 1rem; - padding: 0.25rem; - vertical-align: middle; - background-color: white; -} - -#search_box { - font-size: 0.8rem; -} - -/* ---------------------------------------- */ -/* Version */ - -.versionbox { - position: absolute; - float: none; - top: 0.25rem; - left: 17rem; - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - width: inherit; - margin: 0; -} -.version, .versionNoNav { - font-size: inherit; -} -.version:before, .versionNoNav:before { - content: "v."; -} - - -/* ---------------------------------------- */ -/* Margin notes */ - -/* cancel scribble.css styles: */ -.refpara, .refelem { - position: static; - float: none; - height: auto; - width: auto; - margin: 0; -} - -.refcolumn { - position: static; - display: block; - width: auto; - font-size: inherit; - margin: 2rem; - margin-left: 2rem; - padding: 0.5em; - padding-left: 0.75em; - padding-right: 1em; - background: hsl(60, 29%, 94%); - border: 1px solid #ccb; - border-left: 0.4rem solid #ccb; -} - - -/* slightly different handling for margin-note* on narrow screens */ -@media all and (max-width:1260px) { - span.refcolumn { - float: right; - width: 50%; - margin-left: 1rem; - margin-bottom: 0.8rem; - margin-top: 1.2rem; - } - -} - -.refcontent, .refcontent p { - line-height: 1.5; - margin: 0; -} - -.refcontent p + p { - margin-top: 1em; -} - -.refcontent a { - font-weight: 400; -} - -.refpara, .refparaleft { - top: -1em; -} - - -@media all and (max-width:600px) { - .refcolumn { - margin-left: 0; - margin-right: 0; - } -} - - -@media all and (min-width:1260px) { - .refcolumn { - position: absolute; - left: 66rem; right: 3em; - margin: 0; - float: right; - max-width: 18rem; - } -} - -.refcontent { - font-family: 'Fira'; - font-size: 1rem; - line-height: 1.6; - margin: 0 0 0 0; -} - - -.refparaleft, .refelemleft { - position: relative; - float: left; - right: 2em; - height: 0em; - width: 13em; - margin: 0em 0em 0em -13em; -} - -.refcolumnleft { - background-color: hsl(60, 29%, 94%); - display: block; - position: relative; - width: 13em; - font-size: 85%; - border: 0.5em solid hsl(60, 29%, 94%); - margin: 0 0 0 0; -} - - -/* ---------------------------------------- */ -/* Table of contents, left margin */ - -.tocset { - position: absolute; - float: none; - left: 0; - top: 0rem; - width: 14rem; - padding: 7rem 0.5rem 0.5rem 0.5rem; - background-color: hsl(216, 15%, 70%); - margin: 0; - -} - -.tocset td { - vertical-align: text-top; - padding-bottom: 0.4rem; - padding-left: 0.2rem; - line-height: 1.1; - font-family: 'Fira'; - -moz-font-feature-settings: 'tnum=1'; - -moz-font-feature-settings: 'tnum' 1; - -webkit-font-feature-settings: 'tnum' 1; - -o-font-feature-settings: 'tnum' 1; - -ms-font-feature-settings: 'tnum' 1; - font-feature-settings: 'tnum' 1; - -} - -.tocset td a { - color: black; - font-weight: 400; -} - - -.tocview { - text-align: left; - background-color: inherit; -} - - -.tocview td, .tocsub td { - line-height: 1.3; -} - - -.tocview table, .tocsub table { - width: 90%; -} - -.tocset td a.tocviewselflink { - font-weight: lighter; - font-size: 110%; /* monospaced styles below don't need to enlarge */ - color: white; -} - -.tocviewselflink { - text-decoration: none; -} - -.tocsub { - text-align: left; - margin-top: 0.5em; - background-color: inherit; -} - -.tocviewlist, .tocsublist { - margin-left: 0.2em; - margin-right: 0.2em; - padding-top: 0.2em; - padding-bottom: 0.2em; -} -.tocviewlist table { - font-size: 82%; -} - -.tocviewlisttopspace { - margin-bottom: 1em; -} - -.tocviewsublist, .tocviewsublistonly, .tocviewsublisttop, .tocviewsublistbottom { - margin-left: 0.4em; - border-left: 1px solid #99a; - padding-left: 0.8em; -} -.tocviewsublist { - margin-bottom: 1em; -} -.tocviewsublist table, -.tocviewsublistonly table, -.tocviewsublisttop table, -.tocviewsublistbottom table, -table.tocsublist { - font-size: 1rem; -} - -.tocviewsublist td, .tocviewsublistbottom td, .tocviewsublisttop td, .tocsub td, -.tocviewsublistonly td { - font-size: 90%; -} - - -.tocviewtoggle { - font-size: 75%; /* looks better, and avoids bounce when toggling sub-sections due to font alignments */ -} - -.tocsublist td { - padding-left: 0.5rem; - padding-top: 0.25rem; - text-indent: 0; -} - -.tocsublinknumber { - font-size: 100%; -} - -.tocsublink { - font-size: 82%; - text-decoration: none; -} - -.tocsubseclink { - font-size: 100%; - text-decoration: none; -} - -.tocsubnonseclink { - font-size: 82%; - text-decoration: none; - margin-left: 1rem; - padding-left: 0; - display: inline-block; -} - -/* the label "on this page" */ -.tocsubtitle { - display: block; - font-size: 62%; - font-family: 'Fira'; - font-weight: bolder; - font-style: normal; - letter-spacing: 2px; - text-transform: uppercase; - margin: 0.5em; -} - -.toptoclink { - font-weight: bold; - font-size: 110%; - margin-bottom: 0.5rem; - margin-top: 1.5rem; - display: inline-block; -} - -.toclink { - font-size: inherit; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.indexlink { - text-decoration: none; -} - -pre { - margin-left: 2em; -} - -blockquote { - margin-left: 2em; - margin-right: 2em; - margin-bottom: 1em; -} - -.SCodeFlow { - border-left: 1px dotted black; - padding-left: 1em; - padding-right: 1em; - margin-top: 1em; - margin-bottom: 1em; - margin-left: 0em; - margin-right: 2em; - white-space: nowrap; - line-height: 1.5; -} - -.SCodeFlow img { - margin-top: 0.5em; - margin-bottom: 0.5em; -} - -.boxed { - margin: 0; - margin-top: 2em; - padding: 0.25em; - padding-bottom: 0.5em; - background: #f3f3f3; - box-sizing:border-box; - border-top: 1px solid #99b; - background: hsl(216, 78%, 95%); - background: -moz-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -webkit-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -o-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: -ms-linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); - background: linear-gradient(to bottom left, hsl(0, 0%, 99%) 0%, hsl(216, 78%, 95%) 100%); -} - -blockquote > blockquote.SVInsetFlow { -/* resolves issue in e.g. /reference/notation.html */ - margin-top: 0em; -} - -.leftindent .SVInsetFlow { /* see e.g. section 4.5 of Racket Guide */ - margin-top: 1em; - margin-bottom: 1em; -} - -.SVInsetFlow a, .SCodeFlow a { - color: #07A; - font-weight: 500; -} - -.SubFlow { - display: block; - margin: 0em; -} - -.boxed { - width: 100%; - background-color: inherit; -} - -.techoutside { text-decoration: none; } - -.SAuthorListBox { - position: static; - float: none; - font-family: 'Fira'; - font-weight: 300; - font-size: 110%; - margin-top: 1rem; - margin-bottom: 3rem; - width: 30rem; - height: auto; -} - -.author > a { /* email links within author block */ - font-weight: inherit; - color: inherit; -} - -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* phone + tablet styles */ - -@media all and (max-width:720px){ - - - @media all and (max-width:720px){ - - @media all {html {font-size: 15px;}} - @media all and (max-width:700px){html {font-size: 14px;}} - @media all and (max-width:630px){html {font-size: 13px;}} - @media all and (max-width:610px){html {font-size: 12px;}} - @media all and (max-width:550px){html {font-size: 11px;}} - @media all and (max-width:520px){html {font-size: 10px;}} - - .navsettop, .navsetbottom { - display: block; - position: absolute; - width: 100%; - height: 4rem; - border: 0; - background-color: hsl(216, 15%, 70%); - } - - .searchform { - display: inline; - border: 0; - } - - .navright { - position: absolute; - right: 1.5rem; - margin-top: 1rem; - border: 0px solid red; - } - - .navsetbottom { - display: block; - margin-top: 8rem; - } - - .tocset { - display: none; - } - - .tocset table, .tocset tbody, .tocset tr, .tocset td { - display: inline; - } - - .tocview { - display: none; - } - - .tocsub .tocsubtitle { - display: none; - } - - .versionbox { - top: 4.5rem; - left: 1rem; /* same distance as main-column */ - z-index: 11000; - height: 2em; - font-size: 70%; - font-weight: lighter; - } - - - .maincolumn { - margin-left: 1em; - margin-top: 7rem; - margin-bottom: 0rem; - } - - } - -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} \ No newline at end of file diff --git a/hyphenate/scribblings/racket.css b/hyphenate/scribblings/racket.css deleted file mode 100644 index b44fef59..00000000 --- a/hyphenate/scribblings/racket.css +++ /dev/null @@ -1,249 +0,0 @@ - -/* See the beginning of "scribble.css". */ - -/* Monospace: */ -.RktIn, .RktRdr, .RktPn, .RktMeta, -.RktMod, .RktKw, .RktVar, .RktSym, -.RktRes, .RktOut, .RktCmt, .RktVal, -.RktBlk { - font-family: monospace; - white-space: inherit; -} - -/* Serif: */ -.inheritedlbl { - font-family: serif; -} - -/* Sans-serif: */ -.RBackgroundLabelInner { - font-family: sans-serif; -} - -/* ---------------------------------------- */ -/* Inherited methods, left margin */ - -.inherited { - width: 100%; - margin-top: 0.5em; - text-align: left; - background-color: #ECF5F5; -} - -.inherited td { - font-size: 82%; - padding-left: 1em; - text-indent: -0.8em; - padding-right: 0.2em; -} - -.inheritedlbl { - font-style: italic; -} - -/* ---------------------------------------- */ -/* Racket text styles */ - -.RktIn { - color: #cc6633; - background-color: #eeeeee; -} - -.RktInBG { - background-color: #eeeeee; -} - -.RktRdr { -} - -.RktPn { - color: #843c24; -} - -.RktMeta { - color: black; -} - -.RktMod { - color: black; -} - -.RktOpt { - color: black; -} - -.RktKw { - color: black; -} - -.RktErr { - color: red; - font-style: italic; -} - -.RktVar { - color: #262680; - font-style: italic; -} - -.RktSym { - color: #262680; -} - -.RktSymDef { /* used with RktSym at def site */ -} - -.RktValLink { - text-decoration: none; - color: blue; -} - -.RktValDef { /* used with RktValLink at def site */ -} - -.RktModLink { - text-decoration: none; - color: blue; -} - -.RktStxLink { - text-decoration: none; - color: black; -} - -.RktStxDef { /* used with RktStxLink at def site */ -} - -.RktRes { - color: #0000af; -} - -.RktOut { - color: #960096; -} - -.RktCmt { - color: #c2741f; -} - -.RktVal { - color: #228b22; -} - -/* ---------------------------------------- */ -/* Some inline styles */ - -.together { - width: 100%; -} - -.prototype, .argcontract, .RBoxed { - white-space: nowrap; -} - -.prototype td { - vertical-align: text-top; -} - -.RktBlk { - white-space: inherit; - text-align: left; -} - -.RktBlk tr { - white-space: inherit; -} - -.RktBlk td { - vertical-align: baseline; - white-space: inherit; -} - -.argcontract td { - vertical-align: text-top; -} - -.highlighted { - background-color: #ddddff; -} - -.defmodule { - width: 100%; - background-color: #F5F5DC; -} - -.specgrammar { - float: right; -} - -.RBibliography td { - vertical-align: text-top; -} - -.leftindent { - margin-left: 1em; - margin-right: 0em; -} - -.insetpara { - margin-left: 1em; - margin-right: 1em; -} - -.Rfilebox { -} - -.Rfiletitle { - text-align: right; - margin: 0em 0em 0em 0em; -} - -.Rfilename { - border-top: 1px solid #6C8585; - border-right: 1px solid #6C8585; - padding-left: 0.5em; - padding-right: 0.5em; - background-color: #ECF5F5; -} - -.Rfilecontent { - margin: 0em 0em 0em 0em; -} - -.RpackageSpec { - padding-right: 0.5em; -} - -/* ---------------------------------------- */ -/* For background labels */ - -.RBackgroundLabel { - float: right; - width: 0px; - height: 0px; -} - -.RBackgroundLabelInner { - position: relative; - width: 25em; - left: -25.5em; - top: 0px; - text-align: right; - color: white; - z-index: 0; - font-weight: bold; -} - -.RForeground { - position: relative; - left: 0px; - top: 0px; - z-index: 1; -} - -/* ---------------------------------------- */ -/* History */ - -.SHistory { - font-size: 82%; -} diff --git a/hyphenate/scribblings/scribble-common.js b/hyphenate/scribblings/scribble-common.js deleted file mode 100644 index 1ec7da58..00000000 --- a/hyphenate/scribblings/scribble-common.js +++ /dev/null @@ -1,170 +0,0 @@ -// Common functionality for PLT documentation pages - -// Page Parameters ------------------------------------------------------------ - -var page_query_string = location.search.substring(1); - -var page_args = - ((function(){ - if (!page_query_string) return []; - var args = page_query_string.split(/[&;]/); - for (var i=0; i= 0) args[i] = [a.substring(0,p), a.substring(p+1)]; - else args[i] = [a, false]; - } - return args; - })()); - -function GetPageArg(key, def) { - for (var i=0; i= 0 && cur.substring(0,eql) == key) - return unescape(cur.substring(eql+1)); - } - return def; - } -} - -function SetCookie(key, val) { - try { - localStorage[key] = val; - } catch(e) { - var d = new Date(); - d.setTime(d.getTime()+(365*24*60*60*1000)); - try { - document.cookie = - key + "=" + escape(val) + "; expires="+ d.toGMTString() + "; path=/"; - } catch (e) {} - } -} - -// note that this always stores a directory name, ending with a "/" -function SetPLTRoot(ver, relative) { - var root = location.protocol + "//" + location.host - + NormalizePath(location.pathname.replace(/[^\/]*$/, relative)); - SetCookie("PLT_Root."+ver, root); -} - -// adding index.html works because of the above -function GotoPLTRoot(ver, relative) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) return true; // no cookie: use plain up link - // the relative path is optional, default goes to the toplevel start page - if (!relative) relative = "index.html"; - location = u + relative; - return false; -} - -// Utilities ------------------------------------------------------------------ - -var normalize_rxs = [/\/\/+/g, /\/\.(\/|$)/, /\/[^\/]*\/\.\.(\/|$)/]; -function NormalizePath(path) { - var tmp, i; - for (i = 0; i < normalize_rxs.length; i++) - while ((tmp = path.replace(normalize_rxs[i], "/")) != path) path = tmp; - return path; -} - -// `noscript' is problematic in some browsers (always renders as a -// block), use this hack instead (does not always work!) -// document.write(""); - -// Interactions --------------------------------------------------------------- - -function DoSearchKey(event, field, ver, top_path) { - var val = field.value; - if (event && event.keyCode == 13) { - var u = GetCookie("PLT_Root."+ver, null); - if (u == null) u = top_path; // default: go to the top path - u += "search/index.html?q=" + encodeURIComponent(val); - u = MergePageArgsIntoUrl(u); - location = u; - return false; - } - return true; -} - -function TocviewToggle(glyph, id) { - var s = document.getElementById(id).style; - var expand = s.display == "none"; - s.display = expand ? "block" : "none"; - glyph.innerHTML = expand ? "▼" : "►"; -} - -// Page Init ------------------------------------------------------------------ - -// Note: could make a function that inspects and uses window.onload to chain to -// a previous one, but this file needs to be required first anyway, since it -// contains utilities for all other files. -var on_load_funcs = []; -function AddOnLoad(fun) { on_load_funcs.push(fun); } -window.onload = function() { - for (var i=0; i - .techinside doesn't work with IE, so use both (and IE doesn't - work with inherit in the second one, so use blue directly) */ -.techinside { color: black; } -.techinside:hover { color: blue; } -.techoutside:hover>.techinside { color: inherit; } - -.SCentered { - text-align: center; -} - -.imageleft { - float: left; - margin-right: 0.3em; -} - -.Smaller { - font-size: 82%; -} - -.Larger { - font-size: 122%; -} - -/* A hack, inserted to break some Scheme ids: */ -.mywbr { - display: inline-block; - height: 0; - width: 0; - font-size: 1px; -} - -.compact li p { - margin: 0em; - padding: 0em; -} - -.noborder img { - border: 0; -} - -.SAuthorListBox { - position: relative; - float: right; - left: 2em; - top: -2.5em; - height: 0em; - width: 13em; - margin: 0em -13em 0em 0em; -} -.SAuthorList { - font-size: 82%; -} -.SAuthorList:before { - content: "by "; -} -.author { - display: inline; - white-space: nowrap; -} - -/* print styles : hide the navigation elements */ -@media print { - .tocset, - .navsettop, - .navsetbottom { display: none; } - .maincolumn { - width: auto; - margin-right: 13em; - margin-left: 0; - } -} From 7660862649265ae4f0278ac833af19bf86e2272e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 26 Oct 2015 12:04:52 -0700 Subject: [PATCH 099/155] delete one more spurious file --- hyphenate/fr-test.rkt | 4 ---- 1 file changed, 4 deletions(-) delete mode 100644 hyphenate/fr-test.rkt diff --git a/hyphenate/fr-test.rkt b/hyphenate/fr-test.rkt deleted file mode 100644 index 047d60cc..00000000 --- a/hyphenate/fr-test.rkt +++ /dev/null @@ -1,4 +0,0 @@ -#lang racket -(require hyphenate/fr rackunit) - -(hyphenate "formidable") \ No newline at end of file From 99f01cf100bc40400098cfc0b19096e19c071017 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 29 Nov 2015 19:23:12 -0800 Subject: [PATCH 100/155] Update travis with 6.3 --- hyphenate/.travis.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 815993f2..093437b8 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -12,7 +12,7 @@ env: - RACKET_VERSION=6.0 - RACKET_VERSION=6.1 - RACKET_VERSION=6.2 - - RACKET_VERSION=6.2.1 + - RACKET_VERSION=6.3 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without From ee8e45d2d912e9e6bd00f3b6d8e28821e82f5118 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 9 Feb 2016 16:06:25 -0800 Subject: [PATCH 101/155] first versioned release --- hyphenate/info.rkt | 1 + 1 file changed, 1 insertion(+) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 7594cc3c..d10b8764 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,4 +1,5 @@ #lang info +(define version "0.1") (define collection "hyphenate") (define deps '("base" "sugar" "txexpr" "rackunit-lib")) (define update-implies '("txexpr" "sugar")) From b94e76836453905e6cc0c30dcb7c2d2ab5e4b285 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 3 Mar 2016 11:18:08 -0800 Subject: [PATCH 102/155] test 6.4 --- hyphenate/.travis.yml | 1 + 1 file changed, 1 insertion(+) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 093437b8..52e75ded 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -13,6 +13,7 @@ env: - RACKET_VERSION=6.1 - RACKET_VERSION=6.2 - RACKET_VERSION=6.3 + - RACKET_VERSION=6.4 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without From 026df65410f10a7ebb373d4ecaf34e44cf104649 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 27 Mar 2016 16:45:13 -0700 Subject: [PATCH 103/155] simplify --- hyphenate/fr.rkt | 3 --- hyphenate/fr/exceptions.rkt | 1 - hyphenate/hyphenate/fr.rkt | 3 +++ hyphenate/hyphenate/fr/exceptions.rkt | 1 + hyphenate/{ => hyphenate}/fr/patterns.rkt | 2 +- hyphenate/{ => hyphenate}/main.rkt | 0 hyphenate/{ => hyphenate/private}/bootstrap.rkt | 10 +++++----- hyphenate/{ => hyphenate/private}/core.rkt | 4 ++-- hyphenate/{ => hyphenate/private}/exception-prep.rkt | 2 +- hyphenate/{ => hyphenate/private}/params.rkt | 0 hyphenate/{ => hyphenate/private}/pattern-prep.rkt | 2 +- .../{ => hyphenate}/scribblings/hyphenate.scrbl | 0 hyphenate/{ => hyphenate}/tests.rkt | 2 +- hyphenate/hyphenate/us.rkt | 3 +++ hyphenate/{ => hyphenate}/us/exceptions.rkt | 2 +- hyphenate/{ => hyphenate}/us/patterns.rkt | 2 +- hyphenate/info.rkt | 12 ++++++------ hyphenate/us.rkt | 3 --- 18 files changed, 26 insertions(+), 26 deletions(-) delete mode 100644 hyphenate/fr.rkt delete mode 100644 hyphenate/fr/exceptions.rkt create mode 100644 hyphenate/hyphenate/fr.rkt create mode 100644 hyphenate/hyphenate/fr/exceptions.rkt rename hyphenate/{ => hyphenate}/fr/patterns.rkt (99%) rename hyphenate/{ => hyphenate}/main.rkt (100%) rename hyphenate/{ => hyphenate/private}/bootstrap.rkt (84%) rename hyphenate/{ => hyphenate/private}/core.rkt (98%) rename hyphenate/{ => hyphenate/private}/exception-prep.rkt (83%) rename hyphenate/{ => hyphenate/private}/params.rkt (100%) rename hyphenate/{ => hyphenate/private}/pattern-prep.rkt (84%) rename hyphenate/{ => hyphenate}/scribblings/hyphenate.scrbl (100%) rename hyphenate/{ => hyphenate}/tests.rkt (98%) create mode 100644 hyphenate/hyphenate/us.rkt rename hyphenate/{ => hyphenate}/us/exceptions.rkt (83%) rename hyphenate/{ => hyphenate}/us/patterns.rkt (99%) delete mode 100644 hyphenate/us.rkt diff --git a/hyphenate/fr.rkt b/hyphenate/fr.rkt deleted file mode 100644 index 193c1a79..00000000 --- a/hyphenate/fr.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang racket/base -(require hyphenate/bootstrap) -(build-main fr) \ No newline at end of file diff --git a/hyphenate/fr/exceptions.rkt b/hyphenate/fr/exceptions.rkt deleted file mode 100644 index 6528eae7..00000000 --- a/hyphenate/fr/exceptions.rkt +++ /dev/null @@ -1 +0,0 @@ -#lang hyphenate/exception-prep \ No newline at end of file diff --git a/hyphenate/hyphenate/fr.rkt b/hyphenate/hyphenate/fr.rkt new file mode 100644 index 00000000..e3d4d639 --- /dev/null +++ b/hyphenate/hyphenate/fr.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require "private/bootstrap.rkt") +(build-main fr) \ No newline at end of file diff --git a/hyphenate/hyphenate/fr/exceptions.rkt b/hyphenate/hyphenate/fr/exceptions.rkt new file mode 100644 index 00000000..63c33bde --- /dev/null +++ b/hyphenate/hyphenate/fr/exceptions.rkt @@ -0,0 +1 @@ +#lang hyphenate/private/exception-prep \ No newline at end of file diff --git a/hyphenate/fr/patterns.rkt b/hyphenate/hyphenate/fr/patterns.rkt similarity index 99% rename from hyphenate/fr/patterns.rkt rename to hyphenate/hyphenate/fr/patterns.rkt index 716f3400..747bb891 100755 --- a/hyphenate/fr/patterns.rkt +++ b/hyphenate/hyphenate/fr/patterns.rkt @@ -1,4 +1,4 @@ -#lang hyphenate/pattern-prep +#lang hyphenate/private/pattern-prep #| diff --git a/hyphenate/main.rkt b/hyphenate/hyphenate/main.rkt similarity index 100% rename from hyphenate/main.rkt rename to hyphenate/hyphenate/main.rkt diff --git a/hyphenate/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt similarity index 84% rename from hyphenate/bootstrap.rkt rename to hyphenate/hyphenate/private/bootstrap.rkt index 24728a4d..45319e64 100644 --- a/hyphenate/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -5,13 +5,13 @@ (define-syntax (build-main stx) (syntax-case stx () [(_ dir) - (with-syntax ([patterns-path (datum->syntax stx (format "~a/patterns.rkt" (syntax->datum #'dir)))] - [exceptions-path (datum->syntax stx (format "~a/exceptions.rkt" (syntax->datum #'dir)))]) + (with-syntax ([patterns-path (format "~a/patterns.rkt" (syntax->datum #'dir))] + [exceptions-path (format "~a/exceptions.rkt" (syntax->datum #'dir))]) (replace-context stx #'(begin - (require txexpr sugar/define (only-in xml xexpr/c) - (prefix-in core: hyphenate/core) hyphenate/params patterns-path exceptions-path) - (provide (all-from-out hyphenate/params)) + (require txexpr/base sugar/define (only-in xml xexpr/c) + (prefix-in core: hyphenate/private/core) hyphenate/private/params patterns-path exceptions-path) + (provide (all-from-out hyphenate/private/params)) (module+ safe ;; An exception-word is a string of word characters or hyphens. diff --git a/hyphenate/core.rkt b/hyphenate/hyphenate/private/core.rkt similarity index 98% rename from hyphenate/core.rkt rename to hyphenate/hyphenate/private/core.rkt index b3599798..71356682 100644 --- a/hyphenate/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require txexpr racket/string racket/list "params.rkt") +(require txexpr/base racket/string racket/list "params.rkt") (provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) ;; module default values @@ -143,7 +143,7 @@ (make-txexpr (get-tag x) (get-attrs x) (map loop (get-elements x)))] [else x]))) -(require sugar/debug) + (define (hyphenate x [joiner default-joiner] #:exceptions [extra-exceptions empty] #:min-length [min-length default-min-length] diff --git a/hyphenate/exception-prep.rkt b/hyphenate/hyphenate/private/exception-prep.rkt similarity index 83% rename from hyphenate/exception-prep.rkt rename to hyphenate/hyphenate/private/exception-prep.rkt index 7d6d910d..fd5165e8 100644 --- a/hyphenate/exception-prep.rkt +++ b/hyphenate/hyphenate/private/exception-prep.rkt @@ -12,6 +12,6 @@ (with-syntax ([str (port->string in)]) (strip-context #'(module exception-prep racket/base - (require racket/string racket/list hyphenate/core) + (require racket/string racket/list hyphenate/private/core) (provide exceptions) (define exceptions (apply hash (append-map convert-exception-word (string-split str))))))))) \ No newline at end of file diff --git a/hyphenate/params.rkt b/hyphenate/hyphenate/private/params.rkt similarity index 100% rename from hyphenate/params.rkt rename to hyphenate/hyphenate/private/params.rkt diff --git a/hyphenate/pattern-prep.rkt b/hyphenate/hyphenate/private/pattern-prep.rkt similarity index 84% rename from hyphenate/pattern-prep.rkt rename to hyphenate/hyphenate/private/pattern-prep.rkt index 70d31f23..76f962b7 100644 --- a/hyphenate/pattern-prep.rkt +++ b/hyphenate/hyphenate/private/pattern-prep.rkt @@ -12,6 +12,6 @@ (with-syntax ([str (port->string in)]) (strip-context #'(module pattern-prep racket/base - (require hyphenate/core racket/list racket/string) + (require hyphenate/private/core racket/list racket/string) (provide patterns) (define patterns (apply hash (append-map string->hashpair (string-split str))))))))) \ No newline at end of file diff --git a/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl similarity index 100% rename from hyphenate/scribblings/hyphenate.scrbl rename to hyphenate/hyphenate/scribblings/hyphenate.scrbl diff --git a/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt similarity index 98% rename from hyphenate/tests.rkt rename to hyphenate/hyphenate/tests.rkt index e8461a3c..405102fa 100644 --- a/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require (submod hyphenate safe) txexpr rackunit) +(require (submod hyphenate safe) txexpr/base rackunit) (define omit-em-tag (λ(x) (member (car x) '(em)))) (define omit-p-tag (λ(x) (member (car x) '(p)))) diff --git a/hyphenate/hyphenate/us.rkt b/hyphenate/hyphenate/us.rkt new file mode 100644 index 00000000..2e031840 --- /dev/null +++ b/hyphenate/hyphenate/us.rkt @@ -0,0 +1,3 @@ +#lang racket/base +(require "private/bootstrap.rkt") +(build-main us) \ No newline at end of file diff --git a/hyphenate/us/exceptions.rkt b/hyphenate/hyphenate/us/exceptions.rkt similarity index 83% rename from hyphenate/us/exceptions.rkt rename to hyphenate/hyphenate/us/exceptions.rkt index fd78d59f..222774a4 100644 --- a/hyphenate/us/exceptions.rkt +++ b/hyphenate/hyphenate/us/exceptions.rkt @@ -1,4 +1,4 @@ -#lang hyphenate/exception-prep +#lang hyphenate/private/exception-prep as-so-ciate as-so-ciates dec-li-na-tion diff --git a/hyphenate/us/patterns.rkt b/hyphenate/hyphenate/us/patterns.rkt similarity index 99% rename from hyphenate/us/patterns.rkt rename to hyphenate/hyphenate/us/patterns.rkt index 9d82a89e..decb99a4 100644 --- a/hyphenate/us/patterns.rkt +++ b/hyphenate/hyphenate/us/patterns.rkt @@ -1,4 +1,4 @@ -#lang hyphenate/pattern-prep +#lang hyphenate/private/pattern-prep .ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is can3iz can4ty cany4 ca5per car5om cast5er cas5tig 4casy ca4th 4cativ cav5al c3c ccha5 cci4a ccompa5 ccon4 ccou3t 2ce. 4ced. 4ceden 3cei 5cel. 3cell 1cen 3cenc 2cen4e 4ceni 3cent 3cep ce5ram 4cesa 3cessi ces5si5b ces5t cet4 c5e4ta cew4 2ch 4ch. 4ch3ab 5chanic ch5a5nis che2 cheap3 4ched che5lo 3chemi ch5ene ch3er. ch3ers 4ch1in 5chine. ch5iness 5chini 5chio 3chit chi2z 3cho2 ch4ti 1ci 3cia ci2a5b cia5r ci5c 4cier 5cific. 4cii ci4la 3cili 2cim 2cin c4ina 3cinat cin3em c1ing c5ing. 5cino cion4 4cipe ci3ph 4cipic 4cista 4cisti 2c1it cit3iz 5ciz ck1 ck3i 1c4l4 4clar c5laratio 5clare cle4m 4clic clim4 cly4 c5n 1co co5ag coe2 2cog co4gr coi4 co3inc col5i 5colo col3or com5er con4a c4one con3g con5t co3pa cop3ic co4pl 4corb coro3n cos4e cov1 cove4 cow5a coz5e co5zi c1q cras5t 5crat. 5cratic cre3at 5cred 4c3reta cre4v cri2 cri5f c4rin cris4 5criti cro4pl crop5o cros4e cru4d 4c3s2 2c1t cta4b ct5ang c5tant c2te c3ter c4ticu ctim3i ctu4r c4tw cud5 c4uf c4ui cu5ity 5culi cul4tis 3cultu cu2ma c3ume cu4mi 3cun cu3pi cu5py cur5a4b cu5ria 1cus cuss4i 3c4ut cu4tie 4c5utiv 4cutr 1cy cze4 1d2a 5da. 2d3a4b dach4 4daf 2dag da2m2 dan3g dard5 dark5 4dary 3dat 4dativ 4dato 5dav4 dav5e 5day d1b d5c d1d4 2de. deaf5 deb5it de4bon decan4 de4cil de5com 2d1ed 4dee. de5if deli4e del5i5q de5lo d4em 5dem. 3demic dem5ic. de5mil de4mons demor5 1den de4nar de3no denti5f de3nu de1p de3pa depi4 de2pu d3eq d4erh 5derm dern5iz der5s des2 d2es. de1sc de2s5o des3ti de3str de4su de1t de2to de1v dev3il 4dey 4d1f d4ga d3ge4t dg1i d2gy d1h2 5di. 1d4i3a dia5b di4cam d4ice 3dict 3did 5di3en d1if di3ge di4lato d1in 1dina 3dine. 5dini di5niz 1dio dio5g di4pl dir2 di1re dirt5i dis1 5disi d4is3t d2iti 1di1v d1j d5k2 4d5la 3dle. 3dled 3dles. 4dless 2d3lo 4d5lu 2dly d1m 4d1n4 1do 3do. do5de 5doe 2d5of d4og do4la doli4 do5lor dom5iz do3nat doni4 doo3d dop4p d4or 3dos 4d5out do4v 3dox d1p 1dr drag5on 4drai dre4 drea5r 5dren dri4b dril4 dro4p 4drow 5drupli 4dry 2d1s2 ds4p d4sw d4sy d2th 1du d1u1a du2c d1uca duc5er 4duct. 4ducts du5el du4g d3ule dum4be du4n 4dup du4pe d1v d1w d2y 5dyn dy4se dys5p e1a4b e3act ead1 ead5ie ea4ge ea5ger ea4l eal5er eal3ou eam3er e5and ear3a ear4c ear5es ear4ic ear4il ear5k ear2t eart3e ea5sp e3ass east3 ea2t eat5en eath3i e5atif e4a3tu ea2v eav3en eav5i eav5o 2e1b e4bel. e4bels e4ben e4bit e3br e4cad ecan5c ecca5 e1ce ec5essa ec2i e4cib ec5ificat ec5ifie ec5ify ec3im eci4t e5cite e4clam e4clus e2col e4comm e4compe e4conc e2cor ec3ora eco5ro e1cr e4crem ec4tan ec4te e1cu e4cul ec3ula 2e2da 4ed3d e4d1er ede4s 4edi e3dia ed3ib ed3ica ed3im ed1it edi5z 4edo e4dol edon2 e4dri e4dul ed5ulo ee2c eed3i ee2f eel3i ee4ly ee2m ee4na ee4p1 ee2s4 eest4 ee4ty e5ex e1f e4f3ere 1eff e4fic 5efici efil4 e3fine ef5i5nite 3efit efor5es e4fuse. 4egal eger4 eg5ib eg4ic eg5ing e5git5 eg5n e4go. e4gos eg1ul e5gur 5egy e1h4 eher4 ei2 e5ic ei5d eig2 ei5gl e3imb e3inf e1ing e5inst eir4d eit3e ei3th e5ity e1j e4jud ej5udi eki4n ek4la e1la e4la. e4lac elan4d el5ativ e4law elaxa4 e3lea el5ebra 5elec e4led el3ega e5len e4l1er e1les el2f el2i e3libe e4l5ic. el3ica e3lier el5igib e5lim e4l3ing e3lio e2lis el5ish e3liv3 4ella el4lab ello4 e5loc el5og el3op. el2sh el4ta e5lud el5ug e4mac e4mag e5man em5ana em5b e1me e2mel e4met em3ica emi4e em5igra em1in2 em5ine em3i3ni e4mis em5ish e5miss em3iz 5emniz emo4g emoni5o em3pi e4mul em5ula emu3n e3my en5amo e4nant ench4er en3dic e5nea e5nee en3em en5ero en5esi en5est en3etr e3new en5ics e5nie e5nil e3nio en3ish en3it e5niu 5eniz 4enn 4eno eno4g e4nos en3ov en4sw ent5age 4enthes en3ua en5uf e3ny. 4en3z e5of eo2g e4oi4 e3ol eop3ar e1or eo3re eo5rol eos4 e4ot eo4to e5out e5ow e2pa e3pai ep5anc e5pel e3pent ep5etitio ephe4 e4pli e1po e4prec ep5reca e4pred ep3reh e3pro e4prob ep4sh ep5ti5b e4put ep5uta e1q equi3l e4q3ui3s er1a era4b 4erand er3ar 4erati. 2erb er4bl er3ch er4che 2ere. e3real ere5co ere3in er5el. er3emo er5ena er5ence 4erene er3ent ere4q er5ess er3est eret4 er1h er1i e1ria4 5erick e3rien eri4er er3ine e1rio 4erit er4iu eri4v e4riva er3m4 er4nis 4ernit 5erniz er3no 2ero er5ob e5roc ero4r er1ou er1s er3set ert3er 4ertl er3tw 4eru eru4t 5erwau e1s4a e4sage. e4sages es2c e2sca es5can e3scr es5cu e1s2e e2sec es5ecr es5enc e4sert. e4serts e4serva 4esh e3sha esh5en e1si e2sic e2sid es5iden es5igna e2s5im es4i4n esis4te esi4u e5skin es4mi e2sol es3olu e2son es5ona e1sp es3per es5pira es4pre 2ess es4si4b estan4 es3tig es5tim 4es2to e3ston 2estr e5stro estruc5 e2sur es5urr es4w eta4b eten4d e3teo ethod3 et1ic e5tide etin4 eti4no e5tir e5titio et5itiv 4etn et5ona e3tra e3tre et3ric et5rif et3rog et5ros et3ua et5ym et5z 4eu e5un e3up eu3ro eus4 eute4 euti5l eu5tr eva2p5 e2vas ev5ast e5vea ev3ell evel3o e5veng even4i ev1er e5verb e1vi ev3id evi4l e4vin evi4v e5voc e5vu e1wa e4wag e5wee e3wh ewil5 ew3ing e3wit 1exp 5eyc 5eye. eys4 1fa fa3bl fab3r fa4ce 4fag fain4 fall5e 4fa4ma fam5is 5far far5th fa3ta fa3the 4fato fault5 4f5b 4fd 4fe. feas4 feath3 fe4b 4feca 5fect 2fed fe3li fe4mo fen2d fend5e fer1 5ferr fev4 4f1f f4fes f4fie f5fin. f2f5is f4fly f2fy 4fh 1fi fi3a 2f3ic. 4f3ical f3ican 4ficate f3icen fi3cer fic4i 5ficia 5ficie 4fics fi3cu fi5del fight5 fil5i fill5in 4fily 2fin 5fina fin2d5 fi2ne f1in3g fin4n fis4ti f4l2 f5less flin4 flo3re f2ly5 4fm 4fn 1fo 5fon fon4de fon4t fo2r fo5rat for5ay fore5t for4i fort5a fos5 4f5p fra4t f5rea fres5c fri2 fril4 frol5 2f3s 2ft f4to f2ty 3fu fu5el 4fug fu4min fu5ne fu3ri fusi4 fus4s 4futa 1fy 1ga gaf4 5gal. 3gali ga3lo 2gam ga5met g5amo gan5is ga3niz gani5za 4gano gar5n4 gass4 gath3 4gativ 4gaz g3b gd4 2ge. 2ged geez4 gel4in ge5lis ge5liz 4gely 1gen ge4nat ge5niz 4geno 4geny 1geo ge3om g4ery 5gesi geth5 4geto ge4ty ge4v 4g1g2 g2ge g3ger gglu5 ggo4 gh3in gh5out gh4to 5gi. 1gi4a gia5r g1ic 5gicia g4ico gien5 5gies. gil4 g3imen 3g4in. gin5ge 5g4ins 5gio 3gir gir4l g3isl gi4u 5giv 3giz gl2 gla4 glad5i 5glas 1gle gli4b g3lig 3glo glo3r g1m g4my gn4a g4na. gnet4t g1ni g2nin g4nio g1no g4non 1go 3go. gob5 5goe 3g4o4g go3is gon2 4g3o3na gondo5 go3ni 5goo go5riz gor5ou 5gos. gov1 g3p 1gr 4grada g4rai gran2 5graph. g5rapher 5graphic 4graphy 4gray gre4n 4gress. 4grit g4ro gruf4 gs2 g5ste gth3 gu4a 3guard 2gue 5gui5t 3gun 3gus 4gu4t g3w 1gy 2g5y3n gy5ra h3ab4l hach4 hae4m hae4t h5agu ha3la hala3m ha4m han4ci han4cy 5hand. han4g hang5er hang5o h5a5niz han4k han4te hap3l hap5t ha3ran ha5ras har2d hard3e har4le harp5en har5ter has5s haun4 5haz haz3a h1b 1head 3hear he4can h5ecat h4ed he5do5 he3l4i hel4lis hel4ly h5elo hem4p he2n hena4 hen5at heo5r hep5 h4era hera3p her4ba here5a h3ern h5erou h3ery h1es he2s5p he4t het4ed heu4 h1f h1h hi5an hi4co high5 h4il2 himer4 h4ina hion4e hi4p hir4l hi3ro hir4p hir4r his3el his4s hith5er hi2v 4hk 4h1l4 hlan4 h2lo hlo3ri 4h1m hmet4 2h1n h5odiz h5ods ho4g hoge4 hol5ar 3hol4e ho4ma home3 hon4a ho5ny 3hood hoon4 hor5at ho5ris hort3e ho5ru hos4e ho5sen hos1p 1hous house3 hov5el 4h5p 4hr4 hree5 hro5niz hro3po 4h1s2 h4sh h4tar ht1en ht5es h4ty hu4g hu4min hun5ke hun4t hus3t4 hu4t h1w h4wart hy3pe hy3ph hy2s 2i1a i2al iam4 iam5ete i2an 4ianc ian3i 4ian4t ia5pe iass4 i4ativ ia4tric i4atu ibe4 ib3era ib5ert ib5ia ib3in ib5it. ib5ite i1bl ib3li i5bo i1br i2b5ri i5bun 4icam 5icap 4icar i4car. i4cara icas5 i4cay iccu4 4iceo 4ich 2ici i5cid ic5ina i2cip ic3ipa i4cly i2c5oc 4i1cr 5icra i4cry ic4te ictu2 ic4t3ua ic3ula ic4um ic5uo i3cur 2id i4dai id5anc id5d ide3al ide4s i2di id5ian idi4ar i5die id3io idi5ou id1it id5iu i3dle i4dom id3ow i4dr i2du id5uo 2ie4 ied4e 5ie5ga ield3 ien5a4 ien4e i5enn i3enti i1er. i3esc i1est i3et 4if. if5ero iff5en if4fr 4ific. i3fie i3fl 4ift 2ig iga5b ig3era ight3i 4igi i3gib ig3il ig3in ig3it i4g4l i2go ig3or ig5ot i5gre igu5i ig1ur i3h 4i5i4 i3j 4ik i1la il3a4b i4lade i2l5am ila5ra i3leg il1er ilev4 il5f il1i il3ia il2ib il3io il4ist 2ilit il2iz ill5ab 4iln il3oq il4ty il5ur il3v i4mag im3age ima5ry imenta5r 4imet im1i im5ida imi5le i5mini 4imit im4ni i3mon i2mu im3ula 2in. i4n3au 4inav incel4 in3cer 4ind in5dling 2ine i3nee iner4ar i5ness 4inga 4inge in5gen 4ingi in5gling 4ingo 4ingu 2ini i5ni. i4nia in3io in1is i5nite. 5initio in3ity 4ink 4inl 2inn 2i1no i4no4c ino4s i4not 2ins in3se insur5a 2int. 2in4th in1u i5nus 4iny 2io 4io. ioge4 io2gr i1ol io4m ion3at ion4ery ion3i io5ph ior3i i4os io5th i5oti io4to i4our 2ip ipe4 iphras4 ip3i ip4ic ip4re4 ip3ul i3qua iq5uef iq3uid iq3ui3t 4ir i1ra ira4b i4rac ird5e ire4de i4ref i4rel4 i4res ir5gi ir1i iri5de ir4is iri3tu 5i5r2iz ir4min iro4g 5iron. ir5ul 2is. is5ag is3ar isas5 2is1c is3ch 4ise is3er 3isf is5han is3hon ish5op is3ib isi4d i5sis is5itiv 4is4k islan4 4isms i2so iso5mer is1p is2pi is4py 4is1s is4sal issen4 is4ses is4ta. is1te is1ti ist4ly 4istral i2su is5us 4ita. ita4bi i4tag 4ita5m i3tan i3tat 2ite it3era i5teri it4es 2ith i1ti 4itia 4i2tic it3ica 5i5tick it3ig it5ill i2tim 2itio 4itis i4tism i2t5o5m 4iton i4tram it5ry 4itt it3uat i5tud it3ul 4itz. i1u 2iv iv3ell iv3en. i4v3er. i4vers. iv5il. iv5io iv1it i5vore iv3o3ro i4v3ot 4i5w ix4o 4iy 4izar izi4 5izont 5ja jac4q ja4p 1je jer5s 4jestie 4jesty jew3 jo4p 5judg 3ka. k3ab k5ag kais4 kal4 k1b k2ed 1kee ke4g ke5li k3en4d k1er kes4 k3est. ke4ty k3f kh4 k1i 5ki. 5k2ic k4ill kilo5 k4im k4in. kin4de k5iness kin4g ki4p kis4 k5ish kk4 k1l 4kley 4kly k1m k5nes 1k2no ko5r kosh4 k3ou kro5n 4k1s2 k4sc ks4l k4sy k5t k1w lab3ic l4abo laci4 l4ade la3dy lag4n lam3o 3land lan4dl lan5et lan4te lar4g lar3i las4e la5tan 4lateli 4lativ 4lav la4v4a 2l1b lbin4 4l1c2 lce4 l3ci 2ld l2de ld4ere ld4eri ldi4 ld5is l3dr l4dri le2a le4bi left5 5leg. 5legg le4mat lem5atic 4len. 3lenc 5lene. 1lent le3ph le4pr lera5b ler4e 3lerg 3l4eri l4ero les2 le5sco 5lesq 3less 5less. l3eva lev4er. lev4era lev4ers 3ley 4leye 2lf l5fr 4l1g4 l5ga lgar3 l4ges lgo3 2l3h li4ag li2am liar5iz li4as li4ato li5bi 5licio li4cor 4lics 4lict. l4icu l3icy l3ida lid5er 3lidi lif3er l4iff li4fl 5ligate 3ligh li4gra 3lik 4l4i4l lim4bl lim3i li4mo l4im4p l4ina 1l4ine lin3ea lin3i link5er li5og 4l4iq lis4p l1it l2it. 5litica l5i5tics liv3er l1iz 4lj lka3 l3kal lka4t l1l l4law l2le l5lea l3lec l3leg l3lel l3le4n l3le4t ll2i l2lin4 l5lina ll4o lloqui5 ll5out l5low 2lm l5met lm3ing l4mod lmon4 2l1n2 3lo. lob5al lo4ci 4lof 3logic l5ogo 3logu lom3er 5long lon4i l3o3niz lood5 5lope. lop3i l3opm lora4 lo4rato lo5rie lor5ou 5los. los5et 5losophiz 5losophy los4t lo4ta loun5d 2lout 4lov 2lp lpa5b l3pha l5phi lp5ing l3pit l4pl l5pr 4l1r 2l1s2 l4sc l2se l4sie 4lt lt5ag ltane5 l1te lten4 ltera4 lth3i l5ties. ltis4 l1tr ltu2 ltur3a lu5a lu3br luch4 lu3ci lu3en luf4 lu5id lu4ma 5lumi l5umn. 5lumnia lu3o luo3r 4lup luss4 lus3te 1lut l5ven l5vet4 2l1w 1ly 4lya 4lyb ly5me ly3no 2lys4 l5yse 1ma 2mab ma2ca ma5chine ma4cl mag5in 5magn 2mah maid5 4mald ma3lig ma5lin mal4li mal4ty 5mania man5is man3iz 4map ma5rine. ma5riz mar4ly mar3v ma5sce mas4e mas1t 5mate math3 ma3tis 4matiza 4m1b mba4t5 m5bil m4b3ing mbi4v 4m5c 4me. 2med 4med. 5media me3die m5e5dy me2g mel5on mel4t me2m mem1o3 1men men4a men5ac men4de 4mene men4i mens4 mensu5 3ment men4te me5on m5ersa 2mes 3mesti me4ta met3al me1te me5thi m4etr 5metric me5trie me3try me4v 4m1f 2mh 5mi. mi3a mid4a mid4g mig4 3milia m5i5lie m4ill min4a 3mind m5inee m4ingl min5gli m5ingly min4t m4inu miot4 m2is mis4er. mis5l mis4ti m5istry 4mith m2iz 4mk 4m1l m1m mma5ry 4m1n mn4a m4nin mn4o 1mo 4mocr 5mocratiz mo2d1 mo4go mois2 moi5se 4mok mo5lest mo3me mon5et mon5ge moni3a mon4ism mon4ist mo3niz monol4 mo3ny. mo2r 4mora. mos2 mo5sey mo3sp moth3 m5ouf 3mous mo2v 4m1p mpara5 mpa5rab mpar5i m3pet mphas4 m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m nme4 nmet4 4n1n2 nne4 nni3al nni4v nob4l no3ble n5ocl 4n3o2d 3noe 4nog noge4 nois5i no5l4i 5nologis 3nomic n5o5miz no4mo no3my no4n non4ag non5i n5oniz 4nop 5nop5o5li nor5ab no4rary 4nosc nos4e nos5t no5ta 1nou 3noun nov3el3 nowl3 n1p4 npi4 npre4c n1q n1r nru4 2n1s2 ns5ab nsati4 ns4c n2se n4s3es nsid1 nsig4 n2sl ns3m n4soc ns4pe n5spi nsta5bl n1t nta4b nter3s nt2i n5tib nti4er nti2f n3tine n4t3ing nti4p ntrol5li nt4s ntu3me nu1a nu4d nu5en nuf4fe n3uin 3nu3it n4um nu1me n5umi 3nu4n n3uo nu3tr n1v2 n1w4 nym4 nyp4 4nz n3za 4oa oad3 o5a5les oard3 oas4e oast5e oat5i ob3a3b o5bar obe4l o1bi o2bin ob5ing o3br ob3ul o1ce och4 o3chet ocif3 o4cil o4clam o4cod oc3rac oc5ratiz ocre3 5ocrit octor5a oc3ula o5cure od5ded od3ic odi3o o2do4 odor3 od5uct. od5ucts o4el o5eng o3er oe4ta o3ev o2fi of5ite ofit4t o2g5a5r og5ativ o4gato o1ge o5gene o5geo o4ger o3gie 1o1gis og3it o4gl o5g2ly 3ogniz o4gro ogu5i 1ogy 2ogyn o1h2 ohab5 oi2 oic3es oi3der oiff4 oig4 oi5let o3ing oint5er o5ism oi5son oist5en oi3ter o5j 2ok o3ken ok5ie o1la o4lan olass4 ol2d old1e ol3er o3lesc o3let ol4fi ol2i o3lia o3lice ol5id. o3li4f o5lil ol3ing o5lio o5lis. ol3ish o5lite o5litio o5liv olli4e ol5ogiz olo4r ol5pl ol2t ol3ub ol3ume ol3un o5lus ol2v o2ly om5ah oma5l om5atiz om2be om4bl o2me om3ena om5erse o4met om5etry o3mia om3ic. om3ica o5mid om1in o5mini 5ommend omo4ge o4mon om3pi ompro5 o2n on1a on4ac o3nan on1c 3oncil 2ond on5do o3nen on5est on4gu on1ic o3nio on1is o5niu on3key on4odi on3omy on3s onspi4 onspir5a onsu4 onten4 on3t4i ontif5 on5um onva5 oo2 ood5e ood5i oo4k oop3i o3ord oost5 o2pa ope5d op1er 3opera 4operag 2oph o5phan o5pher op3ing o3pit o5pon o4posi o1pr op1u opy5 o1q o1ra o5ra. o4r3ag or5aliz or5ange ore5a o5real or3ei ore5sh or5est. orew4 or4gu 4o5ria or3ica o5ril or1in o1rio or3ity o3riu or2mi orn2e o5rof or3oug or5pe 3orrh or4se ors5en orst4 or3thi or3thy or4ty o5rum o1ry os3al os2c os4ce o3scop 4oscopi o5scr os4i4e os5itiv os3ito os3ity osi4u os4l o2so os4pa os4po os2ta o5stati os5til os5tit o4tan otele4g ot3er. ot5ers o4tes 4oth oth5esi oth3i4 ot3ic. ot5ica o3tice o3tif o3tis oto5s ou2 ou3bl ouch5i ou5et ou4l ounc5er oun2d ou5v ov4en over4ne over3s ov4ert o3vis oviti4 o5v4ol ow3der ow3el ow5est ow1i own5i o4wo oy1a 1pa pa4ca pa4ce pac4t p4ad 5pagan p3agat p4ai pain4 p4al pan4a pan3el pan4ty pa3ny pa1p pa4pu para5bl par5age par5di 3pare par5el p4a4ri par4is pa2te pa5ter 5pathic pa5thy pa4tric pav4 3pay 4p1b pd4 4pe. 3pe4a pear4l pe2c 2p2ed 3pede 3pedi pedia4 ped4ic p4ee pee4d pek4 pe4la peli4e pe4nan p4enc pen4th pe5on p4era. pera5bl p4erag p4eri peri5st per4mal perme5 p4ern per3o per3ti pe5ru per1v pe2t pe5ten pe5tiz 4pf 4pg 4ph. phar5i phe3no ph4er ph4es. ph1ic 5phie ph5ing 5phisti 3phiz ph2l 3phob 3phone 5phoni pho4r 4phs ph3t 5phu 1phy pi3a pian4 pi4cie pi4cy p4id p5ida pi3de 5pidi 3piec pi3en pi4grap pi3lo pi2n p4in. pind4 p4ino 3pi1o pion4 p3ith pi5tha pi2tu 2p3k2 1p2l2 3plan plas5t pli3a pli5er 4plig pli4n ploi4 plu4m plum4b 4p1m 2p3n po4c 5pod. po5em po3et5 5po4g poin2 5point poly5t po4ni po4p 1p4or po4ry 1pos pos1s p4ot po4ta 5poun 4p1p ppa5ra p2pe p4ped p5pel p3pen p3per p3pet ppo5site pr2 pray4e 5preci pre5co pre3em pref5ac pre4la pre3r p3rese 3press pre5ten pre3v 5pri4e prin4t3 pri4s pris3o p3roca prof5it pro3l pros3e pro1t 2p1s2 p2se ps4h p4sib 2p1t pt5a4b p2te p2th pti3m ptu4r p4tw pub3 pue4 puf4 pul3c pu4m pu2n pur4r 5pus pu2t 5pute put3er pu3tr put4ted put4tin p3w qu2 qua5v 2que. 3quer 3quet 2rab ra3bi rach4e r5acl raf5fi raf4t r2ai ra4lo ram3et r2ami rane5o ran4ge r4ani ra5no rap3er 3raphy rar5c rare4 rar5ef 4raril r2as ration4 rau4t ra5vai rav3el ra5zie r1b r4bab r4bag rbi2 rbi4f 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5tistica ti3tl ti4u 1tiv tiv4a 1tiz ti3za ti3zen 2tl t5la tlan4 3tle. 3tled 3tles. t5let. t5lo 4t1m tme4 2t1n2 1to to3b to5crat 4todo 2tof to2gr to5ic to2ma tom4b to3my ton4ali to3nat 4tono 4tony to2ra to3rie tor5iz tos2 5tour 4tout to3war 4t1p 1tra tra3b tra5ch traci4 trac4it trac4te tras4 tra5ven trav5es5 tre5f tre4m trem5i 5tria tri5ces 5tricia 4trics 2trim tri4v tro5mi tron5i 4trony tro5phe tro3sp tro3v tru5i trus4 4t1s2 t4sc tsh4 t4sw 4t3t2 t4tes t5to ttu4 1tu tu1a tu3ar tu4bi tud2 4tue 4tuf4 5tu3i 3tum tu4nis 2t3up. 3ture 5turi tur3is tur5o tu5ry 3tus 4tv tw4 4t1wa twis4 4two 1ty 4tya 2tyl type3 ty5ph 4tz tz4e 4uab uac4 ua5na uan4i uar5ant uar2d uar3i uar3t u1at uav4 ub4e u4bel u3ber u4bero u1b4i u4b5ing u3ble. u3ca uci4b uc4it ucle3 u3cr u3cu u4cy ud5d ud3er ud5est udev4 u1dic ud3ied ud3ies ud5is u5dit u4don ud4si u4du u4ene uens4 uen4te uer4il 3ufa u3fl ugh3en ug5in 2ui2 uil5iz ui4n u1ing uir4m uita4 uiv3 uiv4er. u5j 4uk u1la ula5b u5lati ulch4 5ulche ul3der ul4e u1len ul4gi ul2i u5lia ul3ing ul5ish ul4lar ul4li4b ul4lis 4ul3m u1l4o 4uls uls5es ul1ti ultra3 4ultu u3lu ul5ul ul5v um5ab um4bi um4bly u1mi u4m3ing umor5o um2p unat4 u2ne un4er u1ni un4im u2nin un5ish uni3v un3s4 un4sw unt3ab un4ter. un4tes unu4 un5y un5z u4ors u5os u1ou u1pe uper5s u5pia up3ing u3pl up3p upport5 upt5ib uptu4 u1ra 4ura. u4rag u4ras ur4be urc4 ur1d ure5at ur4fer ur4fr u3rif uri4fic ur1in u3rio u1rit ur3iz ur2l url5ing. ur4no uros4 ur4pe ur4pi urs5er ur5tes ur3the urti4 ur4tie u3ru 2us u5sad u5san us4ap usc2 us3ci use5a u5sia u3sic us4lin us1p us5sl us5tere us1tr u2su usur4 uta4b u3tat 4ute. 4utel 4uten uten4i 4u1t2i uti5liz u3tine ut3ing ution5a u4tis 5u5tiz u4t1l ut5of uto5g uto5matic u5ton u4tou uts4 u3u uu4m u1v2 uxu3 uz4e 1va 5va. 2v1a4b vac5il vac3u vag4 va4ge va5lie val5o val1u va5mo va5niz va5pi var5ied 3vat 4ve. 4ved veg3 v3el. vel3li ve4lo v4ely ven3om v5enue v4erd 5vere. v4erel v3eren ver5enc v4eres ver3ie vermi4n 3verse ver3th v4e2s 4ves. ves4te ve4te vet3er ve4ty vi5ali 5vian 5vide. 5vided 4v3iden 5vides 5vidi v3if vi5gn vik4 2vil 5vilit v3i3liz v1in 4vi4na v2inc vin5d 4ving vio3l v3io4r vi1ou vi4p vi5ro vis3it vi3so vi3su 4viti vit3r 4vity 3viv 5vo. voi4 3vok vo4la v5ole 5volt 3volv vom5i vor5ab vori4 vo4ry vo4ta 4votee 4vv4 v4y w5abl 2wac wa5ger wag5o wait5 w5al. wam4 war4t was4t wa1te wa5ver w1b wea5rie weath3 wed4n weet3 wee5v wel4l w1er west3 w3ev whi4 wi2 wil2 will5in win4de win4g wir4 3wise with3 wiz5 w4k wl4es wl3in w4no 1wo2 wom1 wo5ven w5p wra4 wri4 writa4 w3sh ws4l ws4pe w5s4t 4wt wy4 x1a xac5e x4ago xam3 x4ap xas5 x3c2 x1e xe4cuto x2ed xer4i xe5ro x1h xhi2 xhil5 xhu4 x3i xi5a xi5c xi5di x4ime xi5miz x3o x4ob x3p xpan4d xpecto5 xpe3d x1t2 x3ti x1u xu3a xx4 y5ac 3yar4 y5at y1b y1c y2ce yc5er y3ch ych4e ycom4 ycot4 y1d y5ee y1er y4erf yes4 ye4t y5gi 4y3h y1i y3la ylla5bl y3lo y5lu ymbol5 yme4 ympa3 yn3chr yn5d yn5g yn5ic 5ynx y1o4 yo5d y4o5g yom4 yo5net y4ons y4os y4ped yper5 yp3i y3po y4poc yp2ta y5pu yra5m yr5ia y3ro yr4r ys4c y3s2e ys3ica ys3io 3ysis y4so yss4 ys1t ys3ta ysur4 y3thin yt3ic y1w za1 z5a2b zar2 4zb 2ze ze4n ze4p z1er ze3ro zet4 2z1i z4il z4is 5zl 4zm 1zo zo4m zo5ol zte4 4z1z2 z4zy diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index d10b8764..16d3f6b0 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -1,8 +1,8 @@ #lang info -(define version "0.1") -(define collection "hyphenate") -(define deps '("base" "sugar" "txexpr" "rackunit-lib")) +(define version "0.2") +(define collection 'multi) +(define deps '("base" ["sugar" #:version "0.2"] ["txexpr" #:version "0.2"])) (define update-implies '("txexpr" "sugar")) -(define build-deps '("scribble-lib" "racket-doc")) -(define scribblings '(("scribblings/hyphenate.scrbl" ()))) -(define compile-omit-paths '("tests.rkt")) \ No newline at end of file +(define build-deps '("scribble-lib" "racket-doc" "rackunit-lib")) +(define scribblings '(("hyphenate/scribblings/hyphenate.scrbl" ()))) +(define compile-omit-paths '("hyphenate/tests.rkt")) \ No newline at end of file diff --git a/hyphenate/us.rkt b/hyphenate/us.rkt deleted file mode 100644 index 79da7b01..00000000 --- a/hyphenate/us.rkt +++ /dev/null @@ -1,3 +0,0 @@ -#lang racket/base -(require hyphenate/bootstrap) -(build-main us) \ No newline at end of file From a945be4cd50312eca1bacb4cbbfc06c07dc2cd71 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 27 Mar 2016 16:49:04 -0700 Subject: [PATCH 104/155] adjust license --- hyphenate/LGPL.txt | 165 ++++++++++++++++++++++++++++++++++++++++++++ hyphenate/LICENSE | 168 +-------------------------------------------- 2 files changed, 168 insertions(+), 165 deletions(-) create mode 100644 hyphenate/LGPL.txt diff --git a/hyphenate/LGPL.txt b/hyphenate/LGPL.txt new file mode 100644 index 00000000..6600f1c9 --- /dev/null +++ b/hyphenate/LGPL.txt @@ -0,0 +1,165 @@ +GNU LESSER GENERAL PUBLIC LICENSE + Version 3, 29 June 2007 + + Copyright (C) 2007 Free Software Foundation, Inc. + Everyone is permitted to copy and distribute verbatim copies + of this license document, but changing it is not allowed. + + + This version of the GNU Lesser General Public License incorporates +the terms and conditions of version 3 of the GNU General Public +License, supplemented by the additional permissions listed below. + + 0. Additional Definitions. + + As used herein, "this License" refers to version 3 of the GNU Lesser +General Public License, and the "GNU GPL" refers to version 3 of the GNU +General Public License. + + "The Library" refers to a covered work governed by this License, +other than an Application or a Combined Work as defined below. + + An "Application" is any work that makes use of an interface provided +by the Library, but which is not otherwise based on the Library. +Defining a subclass of a class defined by the Library is deemed a mode +of using an interface provided by the Library. + + A "Combined Work" is a work produced by combining or linking an +Application with the Library. The particular version of the Library +with which the Combined Work was made is also called the "Linked +Version". + + The "Minimal Corresponding Source" for a Combined Work means the +Corresponding Source for the Combined Work, excluding any source code +for portions of the Combined Work that, considered in isolation, are +based on the Application, and not on the Linked Version. + + The "Corresponding Application Code" for a Combined Work means the +object code and/or source code for the Application, including any data +and utility programs needed for reproducing the Combined Work from the +Application, but excluding the System Libraries of the Combined Work. + + 1. Exception to Section 3 of the GNU GPL. + + You may convey a covered work under sections 3 and 4 of this License +without being bound by section 3 of the GNU GPL. + + 2. Conveying Modified Versions. + + If you modify a copy of the Library, and, in your modifications, a +facility refers to a function or data to be supplied by an Application +that uses the facility (other than as an argument passed when the +facility is invoked), then you may convey a copy of the modified +version: + + a) under this License, provided that you make a good faith effort to + ensure that, in the event an Application does not supply the + function or data, the facility still operates, and performs + whatever part of its purpose remains meaningful, or + + b) under the GNU GPL, with none of the additional permissions of + this License applicable to that copy. + + 3. Object Code Incorporating Material from Library Header Files. + + The object code form of an Application may incorporate material from +a header file that is part of the Library. You may convey such object +code under terms of your choice, provided that, if the incorporated +material is not limited to numerical parameters, data structure +layouts and accessors, or small macros, inline functions and templates +(ten or fewer lines in length), you do both of the following: + + a) Give prominent notice with each copy of the object code that the + Library is used in it and that the Library and its use are + covered by this License. + + b) Accompany the object code with a copy of the GNU GPL and this license + document. + + 4. Combined Works. + + You may convey a Combined Work under terms of your choice that, +taken together, effectively do not restrict modification of the +portions of the Library contained in the Combined Work and reverse +engineering for debugging such modifications, if you also do each of +the following: + + a) Give prominent notice with each copy of the Combined Work that + the Library is used in it and that the Library and its use are + covered by this License. + + b) Accompany the Combined Work with a copy of the GNU GPL and this license + document. + + c) For a Combined Work that displays copyright notices during + execution, include the copyright notice for the Library among + these notices, as well as a reference directing the user to the + copies of the GNU GPL and this license document. + + d) Do one of the following: + + 0) Convey the Minimal Corresponding Source under the terms of this + License, and the Corresponding Application Code in a form + suitable for, and under terms that permit, the user to + recombine or relink the Application with a modified version of + the Linked Version to produce a modified Combined Work, in the + manner specified by section 6 of the GNU GPL for conveying + Corresponding Source. + + 1) Use a suitable shared library mechanism for linking with the + Library. A suitable mechanism is one that (a) uses at run time + a copy of the Library already present on the user's computer + system, and (b) will operate properly with a modified version + of the Library that is interface-compatible with the Linked + Version. + + e) Provide Installation Information, but only if you would otherwise + be required to provide such information under section 6 of the + GNU GPL, and only to the extent that such information is + necessary to install and execute a modified version of the + Combined Work produced by recombining or relinking the + Application with a modified version of the Linked Version. (If + you use option 4d0, the Installation Information must accompany + the Minimal Corresponding Source and Corresponding Application + Code. If you use option 4d1, you must provide the Installation + Information in the manner specified by section 6 of the GNU GPL + for conveying Corresponding Source.) + + 5. Combined Libraries. + + You may place library facilities that are a work based on the +Library side by side in a single library together with other library +facilities that are not Applications and are not covered by this +License, and convey such a combined library under terms of your +choice, if you do both of the following: + + a) Accompany the combined library with a copy of the same work based + on the Library, uncombined with any other library facilities, + conveyed under the terms of this License. + + b) Give prominent notice with the combined library that part of it + is a work based on the Library, and explaining where to find the + accompanying uncombined form of the same work. + + 6. Revised Versions of the GNU Lesser General Public License. + + The Free Software Foundation may publish revised and/or new versions +of the GNU Lesser General Public License from time to time. Such new +versions will be similar in spirit to the present version, but may +differ in detail to address new problems or concerns. + + Each version is given a distinguishing version number. If the +Library as you received it specifies that a certain numbered version +of the GNU Lesser General Public License "or any later version" +applies to it, you have the option of following the terms and +conditions either of that published version or of any later version +published by the Free Software Foundation. If the Library as you +received it does not specify a version number of the GNU Lesser +General Public License, you may choose any version of the GNU Lesser +General Public License ever published by the Free Software Foundation. + + If the Library as you received it specifies that a proxy can decide +whether future versions of the GNU Lesser General Public License shall +apply, that proxy's public statement of acceptance of any version is +permanent authorization for you to choose that version for the +Library. diff --git a/hyphenate/LICENSE b/hyphenate/LICENSE index 6600f1c9..cd131165 100644 --- a/hyphenate/LICENSE +++ b/hyphenate/LICENSE @@ -1,165 +1,3 @@ -GNU LESSER GENERAL PUBLIC LICENSE - Version 3, 29 June 2007 - - Copyright (C) 2007 Free Software Foundation, Inc. - Everyone is permitted to copy and distribute verbatim copies - of this license document, but changing it is not allowed. - - - This version of the GNU Lesser General Public License incorporates -the terms and conditions of version 3 of the GNU General Public -License, supplemented by the additional permissions listed below. - - 0. Additional Definitions. - - As used herein, "this License" refers to version 3 of the GNU Lesser -General Public License, and the "GNU GPL" refers to version 3 of the GNU -General Public License. - - "The Library" refers to a covered work governed by this License, -other than an Application or a Combined Work as defined below. - - An "Application" is any work that makes use of an interface provided -by the Library, but which is not otherwise based on the Library. -Defining a subclass of a class defined by the Library is deemed a mode -of using an interface provided by the Library. - - A "Combined Work" is a work produced by combining or linking an -Application with the Library. The particular version of the Library -with which the Combined Work was made is also called the "Linked -Version". - - The "Minimal Corresponding Source" for a Combined Work means the -Corresponding Source for the Combined Work, excluding any source code -for portions of the Combined Work that, considered in isolation, are -based on the Application, and not on the Linked Version. - - The "Corresponding Application Code" for a Combined Work means the -object code and/or source code for the Application, including any data -and utility programs needed for reproducing the Combined Work from the -Application, but excluding the System Libraries of the Combined Work. - - 1. Exception to Section 3 of the GNU GPL. - - You may convey a covered work under sections 3 and 4 of this License -without being bound by section 3 of the GNU GPL. - - 2. Conveying Modified Versions. - - If you modify a copy of the Library, and, in your modifications, a -facility refers to a function or data to be supplied by an Application -that uses the facility (other than as an argument passed when the -facility is invoked), then you may convey a copy of the modified -version: - - a) under this License, provided that you make a good faith effort to - ensure that, in the event an Application does not supply the - function or data, the facility still operates, and performs - whatever part of its purpose remains meaningful, or - - b) under the GNU GPL, with none of the additional permissions of - this License applicable to that copy. - - 3. Object Code Incorporating Material from Library Header Files. - - The object code form of an Application may incorporate material from -a header file that is part of the Library. You may convey such object -code under terms of your choice, provided that, if the incorporated -material is not limited to numerical parameters, data structure -layouts and accessors, or small macros, inline functions and templates -(ten or fewer lines in length), you do both of the following: - - a) Give prominent notice with each copy of the object code that the - Library is used in it and that the Library and its use are - covered by this License. - - b) Accompany the object code with a copy of the GNU GPL and this license - document. - - 4. Combined Works. - - You may convey a Combined Work under terms of your choice that, -taken together, effectively do not restrict modification of the -portions of the Library contained in the Combined Work and reverse -engineering for debugging such modifications, if you also do each of -the following: - - a) Give prominent notice with each copy of the Combined Work that - the Library is used in it and that the Library and its use are - covered by this License. - - b) Accompany the Combined Work with a copy of the GNU GPL and this license - document. - - c) For a Combined Work that displays copyright notices during - execution, include the copyright notice for the Library among - these notices, as well as a reference directing the user to the - copies of the GNU GPL and this license document. - - d) Do one of the following: - - 0) Convey the Minimal Corresponding Source under the terms of this - License, and the Corresponding Application Code in a form - suitable for, and under terms that permit, the user to - recombine or relink the Application with a modified version of - the Linked Version to produce a modified Combined Work, in the - manner specified by section 6 of the GNU GPL for conveying - Corresponding Source. - - 1) Use a suitable shared library mechanism for linking with the - Library. A suitable mechanism is one that (a) uses at run time - a copy of the Library already present on the user's computer - system, and (b) will operate properly with a modified version - of the Library that is interface-compatible with the Linked - Version. - - e) Provide Installation Information, but only if you would otherwise - be required to provide such information under section 6 of the - GNU GPL, and only to the extent that such information is - necessary to install and execute a modified version of the - Combined Work produced by recombining or relinking the - Application with a modified version of the Linked Version. (If - you use option 4d0, the Installation Information must accompany - the Minimal Corresponding Source and Corresponding Application - Code. If you use option 4d1, you must provide the Installation - Information in the manner specified by section 6 of the GNU GPL - for conveying Corresponding Source.) - - 5. Combined Libraries. - - You may place library facilities that are a work based on the -Library side by side in a single library together with other library -facilities that are not Applications and are not covered by this -License, and convey such a combined library under terms of your -choice, if you do both of the following: - - a) Accompany the combined library with a copy of the same work based - on the Library, uncombined with any other library facilities, - conveyed under the terms of this License. - - b) Give prominent notice with the combined library that part of it - is a work based on the Library, and explaining where to find the - accompanying uncombined form of the same work. - - 6. Revised Versions of the GNU Lesser General Public License. - - The Free Software Foundation may publish revised and/or new versions -of the GNU Lesser General Public License from time to time. Such new -versions will be similar in spirit to the present version, but may -differ in detail to address new problems or concerns. - - Each version is given a distinguishing version number. If the -Library as you received it specifies that a certain numbered version -of the GNU Lesser General Public License "or any later version" -applies to it, you have the option of following the terms and -conditions either of that published version or of any later version -published by the Free Software Foundation. If the Library as you -received it does not specify a version number of the GNU Lesser -General Public License, you may choose any version of the GNU Lesser -General Public License ever published by the Free Software Foundation. - - If the Library as you received it specifies that a proxy can decide -whether future versions of the GNU Lesser General Public License shall -apply, that proxy's public statement of acceptance of any version is -permanent authorization for you to choose that version for the -Library. +Hyphenate +© 2014-2016 Matthew Butterick +Licensed under the LGPL (see "LGPL.txt") From cf2cdb641390d279a35315cb68b904dd7fec3e85 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 27 Mar 2016 17:23:50 -0700 Subject: [PATCH 105/155] adjust info.rkt --- hyphenate/hyphenate/info.rkt | 3 +++ hyphenate/info.rkt | 2 -- 2 files changed, 3 insertions(+), 2 deletions(-) create mode 100644 hyphenate/hyphenate/info.rkt diff --git a/hyphenate/hyphenate/info.rkt b/hyphenate/hyphenate/info.rkt new file mode 100644 index 00000000..36b9b109 --- /dev/null +++ b/hyphenate/hyphenate/info.rkt @@ -0,0 +1,3 @@ +#lang info +(define scribblings '(("scribblings/hyphenate.scrbl" ()))) +(define compile-omit-paths '("tests.rkt")) diff --git a/hyphenate/info.rkt b/hyphenate/info.rkt index 16d3f6b0..da7ca221 100644 --- a/hyphenate/info.rkt +++ b/hyphenate/info.rkt @@ -4,5 +4,3 @@ (define deps '("base" ["sugar" #:version "0.2"] ["txexpr" #:version "0.2"])) (define update-implies '("txexpr" "sugar")) (define build-deps '("scribble-lib" "racket-doc" "rackunit-lib")) -(define scribblings '(("hyphenate/scribblings/hyphenate.scrbl" ()))) -(define compile-omit-paths '("hyphenate/tests.rkt")) \ No newline at end of file From 3c7a58445b385c94b5a917fa36b7b724a85f3a4d Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 22 Jun 2016 22:29:43 -0700 Subject: [PATCH 106/155] simplify `string->hashpair` --- hyphenate/hyphenate/private/core.rkt | 57 +++++++++++++++------------- 1 file changed, 31 insertions(+), 26 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 71356682..a7e7461e 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -26,35 +26,40 @@ (define (string->natural i) (let* ([result (string->number i)] - [result (and (number? result) (inexact->exact result))] + [result (and result (inexact->exact result))] [result (and (exact-nonnegative-integer? result) result)]) result)) + (define (string->hashpair pat) - (define boundary-name ".") - ;; first convert the pattern to a list of alternating letters and numbers. ;; insert zeroes where there isn't a number in the pattern. - (define new-pat - (let* ([pat (regexp-match* #rx"." pat)] ; convert to list - [pat (map (λ(i) (or (string->natural i) i)) pat)] ; convert numbers - [pat (if (string? (car pat)) (cons 0 pat) pat)] ; add zeroes to front where needed - [pat (if (string? (car (reverse pat))) (reverse (cons 0 (reverse pat))) pat)]) ; and back - (apply append - (reverse (for/fold([acc null]) - ([current (in-list pat)][i (in-naturals)]) - (if (= i (sub1 (length pat))) - (cons (reverse (list current)) acc) - (let ([next (list-ref pat (add1 i))]) - ;; insert zeroes where there isn't a number - (cons (reverse (if (and (or (equal? current boundary-name) (string? current)) (string? next)) - (list current 0) - (list current))) acc)))))))) - - ;; then slice out the string & numerical parts to be a key / value pair. - (define value (filter exact-nonnegative-integer? new-pat)) - (define key (filter string? new-pat)) - (list (apply string-append key) value)) + (define-values (strs nums) + (for/lists (strs nums) + ;; using unicode-aware regexps to allow unicode hyphenation patterns + ([subpat (in-list (regexp-match* #px"^\\d?|(\\p{L}|\\p{P})\\d?" pat))]) + (define str (cond + [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] + [else ""])) + (define num (cond + [(regexp-match #px"\\d" subpat) => (compose1 string->natural car)] + [else 0])) + (values str num))) + (list (string-append* strs) nums)) + +(module+ test + (require rackunit) + (check-equal? (string->hashpair "2'2") '("'" (2 2))) + (check-equal? (string->hashpair ".â4") '(".â" (0 0 4))) + (check-equal? (string->hashpair ".ý4") '(".ý" (0 0 4))) + (check-equal? (string->hashpair "'ý4") '("'ý" (0 0 4))) + (check-equal? (string->hashpair "’ý4") '("’ý" (0 0 4))) + (check-equal? (string->hashpair "4ý-") '("ý-" (4 0 0))) + (check-equal? (string->hashpair ".ach4") '(".ach" (0 0 0 0 4))) + (check-equal? (string->hashpair ".ad4der") '(".adder" (0 0 0 4 0 0 0))) + (check-equal? (string->hashpair ".af1t") '(".aft" (0 0 0 1 0))) + (check-equal? (string->hashpair ".al3t") '(".alt" (0 0 0 3 0)))) + (define (make-points word) ;; walk through all the substrings and see if there's a matching pattern. @@ -101,9 +106,9 @@ ;; Find hyphenation points in a word. This is not quite synonymous with syllables. (define (word->hyphenation-points word - [min-length default-min-length] - [min-left-length default-min-left-length] - [min-right-length default-min-right-length]) + [min-length default-min-length] + [min-left-length default-min-left-length] + [min-right-length default-min-right-length]) #;((string?) ((or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)) . ->* . (listof string?)) (define (add-no-hyphen-zone points) ;; points is a list corresponding to the letters of the word. From 30dc57bf1bac351cc8f54982a327070b1a20f855 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 22 Jun 2016 23:30:10 -0700 Subject: [PATCH 107/155] minor simplifications --- hyphenate/hyphenate/private/core.rkt | 67 ++++++++++++++-------------- 1 file changed, 34 insertions(+), 33 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index a7e7461e..390b9d6a 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -39,14 +39,15 @@ ;; using unicode-aware regexps to allow unicode hyphenation patterns ([subpat (in-list (regexp-match* #px"^\\d?|(\\p{L}|\\p{P})\\d?" pat))]) (define str (cond - [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] - [else ""])) + [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] + [else ""])) (define num (cond - [(regexp-match #px"\\d" subpat) => (compose1 string->natural car)] - [else 0])) + [(regexp-match #px"\\d" subpat) => (compose1 string->natural car)] + [else 0])) (values str num))) (list (string-append* strs) nums)) + (module+ test (require rackunit) (check-equal? (string->hashpair "2'2") '("'" (2 2))) @@ -55,10 +56,16 @@ (check-equal? (string->hashpair "'ý4") '("'ý" (0 0 4))) (check-equal? (string->hashpair "’ý4") '("’ý" (0 0 4))) (check-equal? (string->hashpair "4ý-") '("ý-" (4 0 0))) - (check-equal? (string->hashpair ".ach4") '(".ach" (0 0 0 0 4))) - (check-equal? (string->hashpair ".ad4der") '(".adder" (0 0 0 4 0 0 0))) - (check-equal? (string->hashpair ".af1t") '(".aft" (0 0 0 1 0))) - (check-equal? (string->hashpair ".al3t") '(".alt" (0 0 0 3 0)))) + (check-equal? (string->hashpair ".ach4") '(".ach" (0 0 0 0 4)))) + + +(define (apply-map-max patterns) + ;; each pattern is a list of numbers + ;; all the patterns have the same length + (cond + [(empty? patterns) empty] ; special case + [(= 1 (length patterns)) (car patterns)] ; no competition for max + [else (apply map (λ xs (apply max xs)) patterns)])) ; run max against parallel elements (define (make-points word) @@ -67,30 +74,25 @@ (define word-with-dots (format ".~a." (string-downcase word))) (define matching-patterns (cond - [(hash-has-key? (current-word-cache) word-with-dots) (list (hash-ref (current-word-cache) word-with-dots))] - [(hash-has-key? (current-exceptions) word-with-dots) (list (hash-ref (current-exceptions) word-with-dots))] - + [(or (hash-ref (current-word-cache) word-with-dots #f) + (hash-ref (current-exceptions) word-with-dots #f)) => list] [else - (let ([word-as-list (string->list word-with-dots)]) - ;; ensures there's at least one (null) element in return value - (define starting-value (make-list (add1 (length word-as-list)) 0)) - (reverse (for*/fold ([acc (cons starting-value null)]) - ([len (in-range (length word-as-list))] - [index (in-range (- (length word-as-list) len))]) - (define substring (list->string (take (drop word-as-list index) (add1 len)))) - (cond - [(hash-has-key? (current-patterns) substring) - (define value (hash-ref (current-patterns) substring)) - ;; put together head padding + value + tail padding - (define pattern-to-add (append (make-list index 0) value (make-list (- (add1 (length word-as-list)) (length value) index) 0))) - (cons pattern-to-add acc)] - [else acc]))))])) - - (define (apply-map-max xss) - (if (ormap empty? (list xss (car xss))) - empty - (cons (apply max (map car xss)) - (apply-map-max (map cdr xss))))) + (define word-as-list (string->list word-with-dots)) + (define word-as-list-length (length word-as-list)) + ;; ensures there's at least one (null) element in return value + (define starting-value (make-list (add1 word-as-list-length) 0)) + (reverse (for*/fold ([acc (cons starting-value null)]) + ([len (in-range word-as-list-length)] + [index (in-range (- word-as-list-length len))]) + (define substr (list->string (take (drop word-as-list index) (add1 len)))) + (cond + [(hash-has-key? (current-patterns) substr) + (define value (hash-ref (current-patterns) substr)) + ;; put together head padding + value + tail padding + (define pattern-to-add + (append (make-list index 0) value (make-list (- (add1 word-as-list-length) (length value) index) 0))) + (cons pattern-to-add acc)] + [else acc])))])) (define max-value-pattern (apply-map-max matching-patterns)) (cache-word (cons word-with-dots max-value-pattern)) @@ -137,8 +139,7 @@ (make-pieces word))) ;; joiner contract allows char or string; this coerces to string. -(define (joiner->string joiner) - (format "~a" joiner)) +(define (joiner->string joiner) (format "~a" joiner)) (define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) (let loop ([x x]) From 0776dd1eccbdacb489c766f318def5c1ba37caad Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 10:06:48 -0700 Subject: [PATCH 108/155] minor refactorings --- hyphenate/hyphenate/private/bootstrap.rkt | 2 +- hyphenate/hyphenate/private/core.rkt | 102 ++++++++++++---------- hyphenate/hyphenate/private/params.rkt | 2 +- hyphenate/hyphenate/tests.rkt | 8 +- 4 files changed, 65 insertions(+), 49 deletions(-) diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index 45319e64..4c4f373d 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -16,7 +16,7 @@ (module+ safe ;; An exception-word is a string of word characters or hyphens. (define (exception-word? x) - (and (string? x) (regexp-match #px"^[\\w-]+$" x) #t)) + (and (string? x) (regexp-match #px"^(\\p{L}|-)+$" x) #t)) (define (exception-words? xs) (and (list? xs) (andmap exception-word? xs)))) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 390b9d6a..ec345fcb 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,6 +1,9 @@ #lang racket/base (require txexpr/base racket/string racket/list "params.rkt") -(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) +(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word add-exception-word string->hashpair) + +(module+ test + (require rackunit)) ;; module default values (define default-min-length 5) @@ -11,15 +14,22 @@ (define (cache-word pat) (hash-set! (current-word-cache) (car pat) (cdr pat))) + ;; Convert the hyphenated pattern into a point array for use later. (define (convert-exception-word exception) (define (make-key x) (format ".~a." (string-replace x "-" ""))) (define (make-value x) - `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"[a-z]" x)) 0)) + `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) 0)) (list (make-key exception) (make-value exception))) +(module+ test + (check-equal? (convert-exception-word "snôw-man") '(".snôwman." (0 0 0 0 0 1 0 0 0 0))) + (check-equal? (convert-exception-word "snôwman") '(".snôwman." (0 0 0 0 0 0 0 0 0 0))) + (check-equal? (convert-exception-word "sn-ôw-ma-n") '(".snôwman." (0 0 0 1 0 1 0 1 0 0)))) + + (define (add-exception-word word) (current-exceptions (apply hash-set (current-exceptions) (convert-exception-word word)))) @@ -31,12 +41,20 @@ result)) +(module+ test + (check-equal? (string->natural "Foo") #f) + (check-equal? (string->natural "1.0") 1) + (check-equal? (string->natural "-3") #f)) + + (define (string->hashpair pat) ;; first convert the pattern to a list of alternating letters and numbers. ;; insert zeroes where there isn't a number in the pattern. (define-values (strs nums) (for/lists (strs nums) ;; using unicode-aware regexps to allow unicode hyphenation patterns + ;; a pattern is a list of subpatterns, each of which has maybe a character followed by maybe a number. + ;; the first position may just have a number. ([subpat (in-list (regexp-match* #px"^\\d?|(\\p{L}|\\p{P})\\d?" pat))]) (define str (cond [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] @@ -49,7 +67,6 @@ (module+ test - (require rackunit) (check-equal? (string->hashpair "2'2") '("'" (2 2))) (check-equal? (string->hashpair ".â4") '(".â" (0 0 4))) (check-equal? (string->hashpair ".ý4") '(".ý" (0 0 4))) @@ -62,35 +79,42 @@ (define (apply-map-max patterns) ;; each pattern is a list of numbers ;; all the patterns have the same length - (cond - [(empty? patterns) empty] ; special case - [(= 1 (length patterns)) (car patterns)] ; no competition for max - [else (apply map (λ xs (apply max xs)) patterns)])) ; run max against parallel elements + (if (empty? patterns) + empty ; special case + (apply map (λ xs (apply max xs)) patterns))) ; run max against parallel elements + + +(module+ test + (require rackunit) + (check-equal? (apply-map-max empty) empty) + (check-equal? (apply-map-max '((1 0 0))) '(1 0 0)) + (check-equal? (apply-map-max '((1 0 0) (0 1 0))) '(1 1 0)) + (check-equal? (apply-map-max '((1 0 0) (0 1 0) (0 0 1))) '(1 1 1)) + (check-equal? (apply-map-max '((1 2 3) (2 3 1) (3 1 2))) '(3 3 3))) (define (make-points word) ;; walk through all the substrings and see if there's a matching pattern. - ;; if so, pad it out to full length (so we can (apply map max ...) later on) + ;; if so, pad it out to full length (so we can `apply-map-max` later on) (define word-with-dots (format ".~a." (string-downcase word))) - (define matching-patterns + (define matching-patterns (cond [(or (hash-ref (current-word-cache) word-with-dots #f) (hash-ref (current-exceptions) word-with-dots #f)) => list] [else - (define word-as-list (string->list word-with-dots)) - (define word-as-list-length (length word-as-list)) + (define word-length (string-length word-with-dots)) ;; ensures there's at least one (null) element in return value - (define starting-value (make-list (add1 word-as-list-length) 0)) + (define starting-value (make-list (add1 word-length) 0)) (reverse (for*/fold ([acc (cons starting-value null)]) - ([len (in-range word-as-list-length)] - [index (in-range (- word-as-list-length len))]) - (define substr (list->string (take (drop word-as-list index) (add1 len)))) + ([len (in-range word-length)] + [start (in-range (- word-length len))]) + (define substr (car (regexp-match (pregexp (format ".{~a}" (add1 len))) word-with-dots start))) (cond [(hash-has-key? (current-patterns) substr) (define value (hash-ref (current-patterns) substr)) ;; put together head padding + value + tail padding (define pattern-to-add - (append (make-list index 0) value (make-list (- (add1 word-as-list-length) (length value) index) 0))) + (append (make-list start 0) value (make-list (- (add1 word-length) (length value) start) 0))) (cons pattern-to-add acc)] [else acc])))])) @@ -108,21 +132,25 @@ ;; Find hyphenation points in a word. This is not quite synonymous with syllables. (define (word->hyphenation-points word - [min-length default-min-length] - [min-left-length default-min-left-length] - [min-right-length default-min-right-length]) - #;((string?) ((or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)(or/c #f exact-nonnegative-integer?)) . ->* . (listof string?)) + [min-length-in #f] + [min-left-length-in #f] + [min-right-length-in #f]) + + (define min-length (or min-length-in default-min-length)) + (define min-left-length (or min-left-length-in default-min-left-length)) + (define min-right-length (or min-right-length-in default-min-right-length)) + (define (add-no-hyphen-zone points) - ;; points is a list corresponding to the letters of the word. - ;; to create a no-hyphenation zone of length n, zero out the first n-1 points - ;; and the last n points (because the last value in points is always superfluous) - (let* ([min-left-length (min (or min-left-length default-min-left-length) (length points))] - [min-right-length (min (or min-right-length default-min-right-length) (length points))]) - (define points-with-zeroes-on-left - (append (make-list (sub1 min-left-length) 0) (drop points (sub1 min-left-length)))) - (define points-with-zeroes-on-left-and-right - (append (drop-right points-with-zeroes-on-left min-right-length) (make-list min-right-length 0))) - points-with-zeroes-on-left-and-right)) + (let ([left-zeroes (min min-left-length (length points))] + [right-zeroes (min min-right-length (length points))]) + ;; points is a list corresponding to the letters of the word. + (for/list ([(point idx) (in-indexed points)]) + ;; to create a no-hyphenation zone of length n, zero out the first n-1 points + ;; and the last n points (because the last value in points is always superfluous) + (if (or (< idx (sub1 left-zeroes)) (< (sub1 (- (length points) right-zeroes)) idx)) + 0 + point)))) + (define (make-pieces word) (define-values (word-pieces last-piece) (for/fold ([word-pieces empty] @@ -184,17 +212,3 @@ (regexp-replace* word-pattern text replacer)) (apply-proc remove-hyphens x omit-string? omit-txexpr?)) - - -#;(module+ main - (report (current-word-cache)) - (hyphenate "snowman" "-") - (parameterize ([current-word-cache (make-hash)] - [current-exceptions '("snow-man")]) - ;(reset-patterns) - (report (current-patterns)) - (hyphenate "snowman" "-")) - (report (current-word-cache)) - (hyphenate "snowman" "-" ) - #;(define t "supercalifragilisticexpialidocious") - #;(hyphenate t "-")) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/params.rkt b/hyphenate/hyphenate/private/params.rkt index d7a809eb..3c072a11 100644 --- a/hyphenate/hyphenate/private/params.rkt +++ b/hyphenate/hyphenate/private/params.rkt @@ -2,5 +2,5 @@ (provide (all-defined-out)) (define current-patterns (make-parameter (make-hash))) -(define current-exceptions (make-parameter (make-hash))) +(define current-exceptions (make-parameter (hash))) (define current-word-cache (make-parameter (make-hash))) \ No newline at end of file diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index 405102fa..1421e943 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -1,5 +1,6 @@ #lang racket/base -(require (submod hyphenate safe) txexpr/base rackunit) +(require (submod hyphenate safe) txexpr/base rackunit "private/params.rkt") +(require/expose "private/core.rkt" [add-exception-word]) (define omit-em-tag (λ(x) (member (car x) '(em)))) (define omit-p-tag (λ(x) (member (car x) '(p)))) @@ -7,7 +8,7 @@ (define ends-with-s (λ(x) (regexp-match #rx"s$" x))) (define omit-script-tag (λ(x) (member (car x) '(script)))) (define tx-with-attr (λ(x) (with-handlers ([exn:fail? (λ(exn) #f)]) - (equal? (attr-ref x 'hyphens) "no-thanks")))) + (equal? (attr-ref x 'hyphens) "no-thanks")))) (check-equal? (hyphenate "edges") "edges") ;; word without matching patterns (check-equal? (hyphenate "polymorphism") "poly\u00ADmor\u00ADphism") @@ -68,6 +69,8 @@ (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") +(add-exception-word "snow-man") +(check-equal? (hyphenate "snowman" "-") "snow-man") (check-equal? (hyphenate "formidable" #\-) "for-mi-da-ble") @@ -76,4 +79,3 @@ (check-equal? (hyphenate "formidable" #\-) "for-mi-dable")) ; hyphenates differently in French (require 'french) - \ No newline at end of file From 923920128dda34ba01e6b8f4200d98a2a0121641 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 16:18:58 -0700 Subject: [PATCH 109/155] even more minor refactorings --- hyphenate/hyphenate/private/core.rkt | 40 ++++++++++++++-------------- 1 file changed, 20 insertions(+), 20 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index ec345fcb..36807549 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,6 +1,6 @@ #lang racket/base (require txexpr/base racket/string racket/list "params.rkt") -(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word add-exception-word string->hashpair) +(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) (module+ test (require rackunit)) @@ -17,8 +17,7 @@ ;; Convert the hyphenated pattern into a point array for use later. (define (convert-exception-word exception) - (define (make-key x) - (format ".~a." (string-replace x "-" ""))) + (define (make-key x) (format ".~a." (string-replace x "-" ""))) (define (make-value x) `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) 0)) (list (make-key exception) (make-value exception))) @@ -105,18 +104,18 @@ (define word-length (string-length word-with-dots)) ;; ensures there's at least one (null) element in return value (define starting-value (make-list (add1 word-length) 0)) - (reverse (for*/fold ([acc (cons starting-value null)]) - ([len (in-range word-length)] - [start (in-range (- word-length len))]) - (define substr (car (regexp-match (pregexp (format ".{~a}" (add1 len))) word-with-dots start))) - (cond - [(hash-has-key? (current-patterns) substr) - (define value (hash-ref (current-patterns) substr)) - ;; put together head padding + value + tail padding - (define pattern-to-add - (append (make-list start 0) value (make-list (- (add1 word-length) (length value) start) 0))) - (cons pattern-to-add acc)] - [else acc])))])) + (for*/fold ([acc (cons starting-value null)]) + ([start (in-range word-length)] + [end (in-range start word-length)] + [substr (in-value (substring word-with-dots start (add1 end)))] + #:when (hash-has-key? (current-patterns) substr)) + (define partial-pattern (hash-ref (current-patterns) substr)) + ;; put together head padding + value + tail padding + (define full-length-pattern + (append (make-list start 0) + partial-pattern + (make-list (- (add1 word-length) (length partial-pattern) start) 0))) + (cons full-length-pattern acc))])) (define max-value-pattern (apply-map-max matching-patterns)) (cache-word (cons word-with-dots max-value-pattern)) @@ -147,15 +146,16 @@ (for/list ([(point idx) (in-indexed points)]) ;; to create a no-hyphenation zone of length n, zero out the first n-1 points ;; and the last n points (because the last value in points is always superfluous) - (if (or (< idx (sub1 left-zeroes)) (< (sub1 (- (length points) right-zeroes)) idx)) - 0 - point)))) + (if (<= left-zeroes (add1 idx) (- (length points) right-zeroes)) + point + 0)))) (define (make-pieces word) (define-values (word-pieces last-piece) (for/fold ([word-pieces empty] - [current-piece empty]) - ([str (in-list (regexp-match* #rx"." word))] ; explodes word into list of one-character strings (char list is slower) + [current-piece empty]) + ;; explodes word into list of one-character strings (char list is slower) + ([str (in-list (regexp-match* #rx"." word))] [point (in-list (add-no-hyphen-zone (make-points word)))]) (define updated-current-piece (cons str current-piece)) (if (even? point) From 95fc9019d7b45680b05cac1ae9e704b87301df1e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 16:41:12 -0700 Subject: [PATCH 110/155] correct comment --- hyphenate/hyphenate/private/core.rkt | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 36807549..8a4d0fe6 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -52,8 +52,8 @@ (define-values (strs nums) (for/lists (strs nums) ;; using unicode-aware regexps to allow unicode hyphenation patterns - ;; a pattern is a list of subpatterns, each of which has maybe a character followed by maybe a number. - ;; the first position may just have a number. + ;; a pattern is a list of subpatterns, each of which is a character possibly followed by a number. + ;; also, the first position may just have a number. ([subpat (in-list (regexp-match* #px"^\\d?|(\\p{L}|\\p{P})\\d?" pat))]) (define str (cond [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] From d443aa276c72940cca7ae162773a3724738c3e3e Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 17:40:13 -0700 Subject: [PATCH 111/155] get rid of exceptions cache; fix dumb caching error --- hyphenate/hyphenate/private/bootstrap.rkt | 75 ++++++++++--------- hyphenate/hyphenate/private/core.rkt | 67 ++++++++--------- .../hyphenate/private/exception-prep.rkt | 2 +- hyphenate/hyphenate/private/params.rkt | 1 - 4 files changed, 72 insertions(+), 73 deletions(-) diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index 4c4f373d..f3438a7a 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -7,38 +7,43 @@ [(_ dir) (with-syntax ([patterns-path (format "~a/patterns.rkt" (syntax->datum #'dir))] [exceptions-path (format "~a/exceptions.rkt" (syntax->datum #'dir))]) - (replace-context stx - #'(begin - (require txexpr/base sugar/define (only-in xml xexpr/c) - (prefix-in core: hyphenate/private/core) hyphenate/private/params patterns-path exceptions-path) - (provide (all-from-out hyphenate/private/params)) - - (module+ safe - ;; An exception-word is a string of word characters or hyphens. - (define (exception-word? x) - (and (string? x) (regexp-match #px"^(\\p{L}|-)+$" x) #t)) - (define (exception-words? xs) - (and (list? xs) (andmap exception-word? xs)))) - - (define+provide+safe hyphenate - ((xexpr?) ((or/c char? string?) - #:exceptions exception-words? - #:min-length (or/c integer? #f) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c) - #:min-left-length (or/c (and/c integer? positive?) #f) - #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) - (make-keyword-procedure (λ (kws kw-args . rest) - (parameterize ([current-word-cache (make-hash)] - [current-patterns patterns] - [current-exceptions exceptions]) - (keyword-apply core:hyphenate kws kw-args rest))))) - - (define+provide+safe unhyphenate - ((xexpr/c) ((or/c char? string?) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) - (make-keyword-procedure (λ (kws kw-args . rest) - (keyword-apply core:unhyphenate kws kw-args rest)))))))])) \ No newline at end of file + (replace-context + stx + #'(begin + (require txexpr/base + sugar/define + (only-in xml xexpr/c) + (prefix-in core: hyphenate/private/core) + hyphenate/private/params + patterns-path exceptions-path) + (provide (all-from-out hyphenate/private/params)) + + (module+ safe + ;; An exception-word is a string of word characters or hyphens. + (define (exception-word? x) + (and (string? x) (regexp-match #px"^(\\p{L}|-)+$" x) #t)) + (define (exception-words? xs) + (and (list? xs) (andmap exception-word? xs)))) + + (define+provide+safe hyphenate + ((xexpr?) ((or/c char? string?) + #:exceptions exception-words? + #:min-length (or/c integer? #f) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c) + #:min-left-length (or/c (and/c integer? positive?) #f) + #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) + (make-keyword-procedure + (λ (kws kw-args . rest) + (parameterize ([current-word-cache (make-hash (map (λ(xs) (apply cons xs)) exceptions))] + [current-patterns patterns]) + (keyword-apply core:hyphenate kws kw-args rest))))) + + (define+provide+safe unhyphenate + ((xexpr/c) ((or/c char? string?) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) + (make-keyword-procedure (λ (kws kw-args . rest) + (keyword-apply core:unhyphenate kws kw-args rest)))))))])) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 8a4d0fe6..ab18a4bd 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -11,15 +11,13 @@ (define default-min-right-length 2) (define default-joiner #\u00AD) -(define (cache-word pat) - (hash-set! (current-word-cache) (car pat) (cdr pat))) - ;; Convert the hyphenated pattern into a point array for use later. (define (convert-exception-word exception) (define (make-key x) (format ".~a." (string-replace x "-" ""))) (define (make-value x) `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) 0)) + ;; use list instead of cons because value is itself a list, and consing will muddy the waters (list (make-key exception) (make-value exception))) @@ -30,7 +28,7 @@ (define (add-exception-word word) - (current-exceptions (apply hash-set (current-exceptions) (convert-exception-word word)))) + (apply hash-set! (current-word-cache) (convert-exception-word word))) (define (string->natural i) @@ -75,7 +73,7 @@ (check-equal? (string->hashpair ".ach4") '(".ach" (0 0 0 0 4)))) -(define (apply-map-max patterns) +(define (calculate-max-pattern patterns) ;; each pattern is a list of numbers ;; all the patterns have the same length (if (empty? patterns) @@ -85,40 +83,36 @@ (module+ test (require rackunit) - (check-equal? (apply-map-max empty) empty) - (check-equal? (apply-map-max '((1 0 0))) '(1 0 0)) - (check-equal? (apply-map-max '((1 0 0) (0 1 0))) '(1 1 0)) - (check-equal? (apply-map-max '((1 0 0) (0 1 0) (0 0 1))) '(1 1 1)) - (check-equal? (apply-map-max '((1 2 3) (2 3 1) (3 1 2))) '(3 3 3))) + (check-equal? (calculate-max-pattern empty) empty) + (check-equal? (calculate-max-pattern '((1 0 0))) '(1 0 0)) + (check-equal? (calculate-max-pattern '((1 0 0) (0 1 0))) '(1 1 0)) + (check-equal? (calculate-max-pattern '((1 0 0) (0 1 0) (0 0 1))) '(1 1 1)) + (check-equal? (calculate-max-pattern '((1 2 3) (2 3 1) (3 1 2))) '(3 3 3))) (define (make-points word) - ;; walk through all the substrings and see if there's a matching pattern. - ;; if so, pad it out to full length (so we can `apply-map-max` later on) (define word-with-dots (format ".~a." (string-downcase word))) - (define matching-patterns - (cond - [(or (hash-ref (current-word-cache) word-with-dots #f) - (hash-ref (current-exceptions) word-with-dots #f)) => list] - [else - (define word-length (string-length word-with-dots)) - ;; ensures there's at least one (null) element in return value - (define starting-value (make-list (add1 word-length) 0)) - (for*/fold ([acc (cons starting-value null)]) - ([start (in-range word-length)] - [end (in-range start word-length)] - [substr (in-value (substring word-with-dots start (add1 end)))] - #:when (hash-has-key? (current-patterns) substr)) - (define partial-pattern (hash-ref (current-patterns) substr)) - ;; put together head padding + value + tail padding - (define full-length-pattern - (append (make-list start 0) - partial-pattern - (make-list (- (add1 word-length) (length partial-pattern) start) 0))) - (cons full-length-pattern acc))])) - - (define max-value-pattern (apply-map-max matching-patterns)) - (cache-word (cons word-with-dots max-value-pattern)) + (define max-pattern + (hash-ref! (current-word-cache) word-with-dots + (λ () ; compute pattern when missing from cache + (define word-length (string-length word-with-dots)) + (define default-return-value (make-list (add1 word-length) 0)) + (define matching-patterns + ;; walk through all the substrings and see if there's a matching pattern. + ;; if so, pad it out to full length (so we can `calculate-max-pattern` later on) + (for*/fold ([acc (cons default-return-value null)]) + ([start (in-range word-length)] + [end (in-range start word-length)] + [substr (in-value (substring word-with-dots start (add1 end)))] + #:when (hash-has-key? (current-patterns) substr)) + (define partial-pattern (hash-ref (current-patterns) substr)) + (define full-length-pattern + ;; put together head padding + value + tail padding + (append (make-list start 0) + partial-pattern + (make-list (- (add1 word-length) (length partial-pattern) start) 0))) + (cons full-length-pattern acc))) + (calculate-max-pattern matching-patterns)))) ;; for point list, ;; drop first two elements because they represent hyphenation weight @@ -126,7 +120,7 @@ ;; drop last element because it represents hyphen after last "." ;; after you drop these two, then each number corresponds to ;; whether a hyphen goes after that letter. - (drop-right (drop max-value-pattern 2) 1)) + (drop-right (drop max-pattern 2) 1)) ;; Find hyphenation points in a word. This is not quite synonymous with syllables. @@ -177,6 +171,7 @@ (make-txexpr (get-tag x) (get-attrs x) (map loop (get-elements x)))] [else x]))) +(require sugar/debug) (define (hyphenate x [joiner default-joiner] #:exceptions [extra-exceptions empty] diff --git a/hyphenate/hyphenate/private/exception-prep.rkt b/hyphenate/hyphenate/private/exception-prep.rkt index fd5165e8..fbdf0454 100644 --- a/hyphenate/hyphenate/private/exception-prep.rkt +++ b/hyphenate/hyphenate/private/exception-prep.rkt @@ -14,4 +14,4 @@ #'(module exception-prep racket/base (require racket/string racket/list hyphenate/private/core) (provide exceptions) - (define exceptions (apply hash (append-map convert-exception-word (string-split str))))))))) \ No newline at end of file + (define exceptions (map convert-exception-word (string-split str)))))))) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/params.rkt b/hyphenate/hyphenate/private/params.rkt index 3c072a11..202d3dc4 100644 --- a/hyphenate/hyphenate/private/params.rkt +++ b/hyphenate/hyphenate/private/params.rkt @@ -2,5 +2,4 @@ (provide (all-defined-out)) (define current-patterns (make-parameter (make-hash))) -(define current-exceptions (make-parameter (hash))) (define current-word-cache (make-parameter (make-hash))) \ No newline at end of file From 5342b89c4826db7580b7fa43e3de24462d5087bb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 17:59:20 -0700 Subject: [PATCH 112/155] avoid a hash lookup --- hyphenate/hyphenate/private/core.rkt | 32 +++++++++++----------------- 1 file changed, 13 insertions(+), 19 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index ab18a4bd..699680c7 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -76,14 +76,12 @@ (define (calculate-max-pattern patterns) ;; each pattern is a list of numbers ;; all the patterns have the same length - (if (empty? patterns) - empty ; special case - (apply map (λ xs (apply max xs)) patterns))) ; run max against parallel elements + ;; run max against parallel elements + (apply map (λ xs (apply max xs)) patterns)) (module+ test (require rackunit) - (check-equal? (calculate-max-pattern empty) empty) (check-equal? (calculate-max-pattern '((1 0 0))) '(1 0 0)) (check-equal? (calculate-max-pattern '((1 0 0) (0 1 0))) '(1 1 0)) (check-equal? (calculate-max-pattern '((1 0 0) (0 1 0) (0 0 1))) '(1 1 1)) @@ -96,23 +94,20 @@ (hash-ref! (current-word-cache) word-with-dots (λ () ; compute pattern when missing from cache (define word-length (string-length word-with-dots)) - (define default-return-value (make-list (add1 word-length) 0)) + (define default-zero-pattern (make-list (add1 word-length) 0)) + ;; walk through all the substrings and see if there's a matching pattern. (define matching-patterns - ;; walk through all the substrings and see if there's a matching pattern. - ;; if so, pad it out to full length (so we can `calculate-max-pattern` later on) - (for*/fold ([acc (cons default-return-value null)]) - ([start (in-range word-length)] + (for*/list ([start (in-range word-length)] [end (in-range start word-length)] [substr (in-value (substring word-with-dots start (add1 end)))] - #:when (hash-has-key? (current-patterns) substr)) - (define partial-pattern (hash-ref (current-patterns) substr)) - (define full-length-pattern - ;; put together head padding + value + tail padding - (append (make-list start 0) - partial-pattern - (make-list (- (add1 word-length) (length partial-pattern) start) 0))) - (cons full-length-pattern acc))) - (calculate-max-pattern matching-patterns)))) + [partial-pattern (in-value (hash-ref (current-patterns) substr #f))] + #:when partial-pattern) + ;; pad out partial-pattern to full length + ;; (so we can compare patterns to find max value for each slot) + (define left-zeroes (make-list start 0)) + (define right-zeroes (make-list (- (add1 word-length) (length partial-pattern) start) 0)) + (append left-zeroes partial-pattern right-zeroes))) + (calculate-max-pattern (cons default-zero-pattern matching-patterns))))) ;; for point list, ;; drop first two elements because they represent hyphenation weight @@ -171,7 +166,6 @@ (make-txexpr (get-tag x) (get-attrs x) (map loop (get-elements x)))] [else x]))) -(require sugar/debug) (define (hyphenate x [joiner default-joiner] #:exceptions [extra-exceptions empty] From 509116fddaf50d656408090746b12197da962c5d Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 22:21:57 -0700 Subject: [PATCH 113/155] simplify a loop --- hyphenate/hyphenate/private/core.rkt | 74 +++++++++++++--------------- 1 file changed, 34 insertions(+), 40 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 699680c7..772439c7 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require txexpr/base racket/string racket/list "params.rkt") +(require txexpr/base racket/string racket/list sugar/list "params.rkt") (provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) (module+ test @@ -16,7 +16,7 @@ (define (convert-exception-word exception) (define (make-key x) (format ".~a." (string-replace x "-" ""))) (define (make-value x) - `(0 ,@(map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) 0)) + (append (list 0) (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) (list 0))) ;; use list instead of cons because value is itself a list, and consing will muddy the waters (list (make-key exception) (make-value exception))) @@ -120,44 +120,41 @@ ;; Find hyphenation points in a word. This is not quite synonymous with syllables. (define (word->hyphenation-points word - [min-length-in #f] - [min-left-length-in #f] - [min-right-length-in #f]) + [min-length #f] + [min-left-length #f] + [min-right-length #f]) - (define min-length (or min-length-in default-min-length)) - (define min-left-length (or min-left-length-in default-min-left-length)) - (define min-right-length (or min-right-length-in default-min-right-length)) - - (define (add-no-hyphen-zone points) - (let ([left-zeroes (min min-left-length (length points))] - [right-zeroes (min min-right-length (length points))]) - ;; points is a list corresponding to the letters of the word. - (for/list ([(point idx) (in-indexed points)]) - ;; to create a no-hyphenation zone of length n, zero out the first n-1 points - ;; and the last n points (because the last value in points is always superfluous) - (if (<= left-zeroes (add1 idx) (- (length points) right-zeroes)) - point - 0)))) - - (define (make-pieces word) - (define-values (word-pieces last-piece) - (for/fold ([word-pieces empty] - [current-piece empty]) - ;; explodes word into list of one-character strings (char list is slower) - ([str (in-list (regexp-match* #rx"." word))] - [point (in-list (add-no-hyphen-zone (make-points word)))]) - (define updated-current-piece (cons str current-piece)) - (if (even? point) - (values word-pieces updated-current-piece) ; even point denotes character - (values (cons (string-join (reverse updated-current-piece) "") word-pieces) empty)))) ; odd point denotes char + syllable - (reverse (cons (string-join (reverse last-piece) "") word-pieces))) - (if (and min-length (< (string-length word) min-length)) - (list word) - (make-pieces word))) + (cond + [(< (string-length word) (or min-length default-min-length)) (list word)] + [else + ;; points is a list corresponding to the letters of the word. + ;; to create a no-hyphenation zone of length n, zero out the first n-1 points + ;; and the last n points (because the last value in points is always superfluous) + (define word-points + (let* ([points (make-points word)] + [left-zeroes (min (or min-left-length default-min-left-length) (length points))] + [right-zeroes (min (or min-right-length default-min-right-length) (length points))]) + (for/list ([(point idx) (in-indexed points)]) + (if (<= left-zeroes (add1 idx) (- (length points) right-zeroes)) + point + 0)))) + + ;; odd-valued points in the pattern denote hyphenation points + (define odd-points (for/list ([(wp idx) (in-indexed word-points)] + #:when (odd? wp)) + idx)) + + ;; the hyphenation goes after the indexed letter, so add1 to the raw points for slicing + (define odd-points-plus-one (map add1 odd-points)) + (for/list ([start (in-list (cons 0 odd-points-plus-one))] + [end (in-list (append odd-points-plus-one (list (string-length word))))]) + (substring word start end))])) + ;; joiner contract allows char or string; this coerces to string. (define (joiner->string joiner) (format "~a" joiner)) + (define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) (let loop ([x x]) (cond @@ -183,8 +180,7 @@ (if (not (omit-word? word)) (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) word)) - (define (insert-hyphens text) - (regexp-replace* word-pattern text replacer)) + (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) (apply-proc insert-hyphens x omit-string? omit-txexpr?)) @@ -197,7 +193,5 @@ (if (not (omit-word? word)) (string-replace word (joiner->string joiner) "") word)) - (define (remove-hyphens text) - (regexp-replace* word-pattern text replacer)) - + (define (remove-hyphens text) (regexp-replace* word-pattern text replacer)) (apply-proc remove-hyphens x omit-string? omit-txexpr?)) From b2bdb030614f1d233b550a63fd34e3727ba33dfb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 22:28:42 -0700 Subject: [PATCH 114/155] simplify another loop --- hyphenate/hyphenate/private/core.rkt | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 772439c7..d69c8add 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -145,9 +145,9 @@ idx)) ;; the hyphenation goes after the indexed letter, so add1 to the raw points for slicing - (define odd-points-plus-one (map add1 odd-points)) - (for/list ([start (in-list (cons 0 odd-points-plus-one))] - [end (in-list (append odd-points-plus-one (list (string-length word))))]) + (define breakpoints (append (list 0) (map add1 odd-points) (list (string-length word)))) + (for/list ([start (in-list breakpoints)] + [end (in-list (cdr breakpoints))]) ; shorter list controls exit of loop (substring word start end))])) From 635a8fa41ef7644815c53da4da4288f755f4e556 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 23 Jun 2016 22:37:00 -0700 Subject: [PATCH 115/155] remove unneeded require --- hyphenate/hyphenate/private/core.rkt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index d69c8add..f43efc25 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require txexpr/base racket/string racket/list sugar/list "params.rkt") +(require txexpr/base racket/string racket/list "params.rkt") (provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) (module+ test From bb00063f540ce9ac4a1b4957cbe8ab546e33e9ae Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 24 Jun 2016 07:03:15 -0700 Subject: [PATCH 116/155] avoid a list operation --- hyphenate/hyphenate/private/core.rkt | 61 ++++++++++++++-------------- 1 file changed, 31 insertions(+), 30 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index f43efc25..b38ae474 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -12,19 +12,29 @@ (define default-joiner #\u00AD) +(define (trim-points points) + ;; for point list generated from a pattern, + ;; drop first two elements because they represent hyphenation weight + ;; before the starting "." and between "." and the first letter. + ;; drop last element because it represents hyphen after last "." + ;; after you drop these two, then each number corresponds to + ;; whether a hyphen goes after that letter. + (drop-right (drop points 2) 1)) + + ;; Convert the hyphenated pattern into a point array for use later. (define (convert-exception-word exception) (define (make-key x) (format ".~a." (string-replace x "-" ""))) (define (make-value x) (append (list 0) (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) (list 0))) ;; use list instead of cons because value is itself a list, and consing will muddy the waters - (list (make-key exception) (make-value exception))) + (list (make-key exception) (trim-points (make-value exception)))) (module+ test - (check-equal? (convert-exception-word "snôw-man") '(".snôwman." (0 0 0 0 0 1 0 0 0 0))) - (check-equal? (convert-exception-word "snôwman") '(".snôwman." (0 0 0 0 0 0 0 0 0 0))) - (check-equal? (convert-exception-word "sn-ôw-ma-n") '(".snôwman." (0 0 0 1 0 1 0 1 0 0)))) + (check-equal? (convert-exception-word "snôw-man") '(".snôwman." (0 0 0 1 0 0 0))) + (check-equal? (convert-exception-word "snôwman") '(".snôwman." (0 0 0 0 0 0 0))) + (check-equal? (convert-exception-word "sn-ôw-ma-n") '(".snôwman." (0 1 0 1 0 1 0)))) (define (add-exception-word word) @@ -90,32 +100,23 @@ (define (make-points word) (define word-with-dots (format ".~a." (string-downcase word))) - (define max-pattern - (hash-ref! (current-word-cache) word-with-dots - (λ () ; compute pattern when missing from cache - (define word-length (string-length word-with-dots)) - (define default-zero-pattern (make-list (add1 word-length) 0)) - ;; walk through all the substrings and see if there's a matching pattern. - (define matching-patterns - (for*/list ([start (in-range word-length)] - [end (in-range start word-length)] - [substr (in-value (substring word-with-dots start (add1 end)))] - [partial-pattern (in-value (hash-ref (current-patterns) substr #f))] - #:when partial-pattern) - ;; pad out partial-pattern to full length - ;; (so we can compare patterns to find max value for each slot) - (define left-zeroes (make-list start 0)) - (define right-zeroes (make-list (- (add1 word-length) (length partial-pattern) start) 0)) - (append left-zeroes partial-pattern right-zeroes))) - (calculate-max-pattern (cons default-zero-pattern matching-patterns))))) - - ;; for point list, - ;; drop first two elements because they represent hyphenation weight - ;; before the starting "." and between "." and the first letter. - ;; drop last element because it represents hyphen after last "." - ;; after you drop these two, then each number corresponds to - ;; whether a hyphen goes after that letter. - (drop-right (drop max-pattern 2) 1)) + (hash-ref! (current-word-cache) word-with-dots + (λ () ; compute pattern when missing from cache + (define word-length (string-length word-with-dots)) + (define default-zero-pattern (make-list (add1 word-length) 0)) + ;; walk through all the substrings and see if there's a matching pattern. + (define matching-patterns + (for*/list ([start (in-range word-length)] + [end (in-range start word-length)] + [substr (in-value (substring word-with-dots start (add1 end)))] + [partial-pattern (in-value (hash-ref (current-patterns) substr #f))] + #:when partial-pattern) + ;; pad out partial-pattern to full length + ;; (so we can compare patterns to find max value for each slot) + (define left-zeroes (make-list start 0)) + (define right-zeroes (make-list (- (add1 word-length) (length partial-pattern) start) 0)) + (append left-zeroes partial-pattern right-zeroes))) + (trim-points (calculate-max-pattern (cons default-zero-pattern matching-patterns)))))) ;; Find hyphenation points in a word. This is not quite synonymous with syllables. From 25f7b73abd72cf81861ec4fc6aa0f6ae2483ec72 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 24 Jun 2016 07:45:24 -0700 Subject: [PATCH 117/155] shorten cache key --- hyphenate/hyphenate/private/core.rkt | 50 ++++++++++++++-------------- 1 file changed, 25 insertions(+), 25 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index b38ae474..81dd9e0c 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -5,6 +5,7 @@ (module+ test (require rackunit)) + ;; module default values (define default-min-length 5) (define default-min-left-length 2) @@ -12,32 +13,24 @@ (define default-joiner #\u00AD) -(define (trim-points points) - ;; for point list generated from a pattern, - ;; drop first two elements because they represent hyphenation weight - ;; before the starting "." and between "." and the first letter. - ;; drop last element because it represents hyphen after last "." - ;; after you drop these two, then each number corresponds to - ;; whether a hyphen goes after that letter. - (drop-right (drop points 2) 1)) - - -;; Convert the hyphenated pattern into a point array for use later. -(define (convert-exception-word exception) - (define (make-key x) (format ".~a." (string-replace x "-" ""))) - (define (make-value x) - (append (list 0) (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" x)) (list 0))) - ;; use list instead of cons because value is itself a list, and consing will muddy the waters - (list (make-key exception) (trim-points (make-value exception)))) +(define (convert-exception-word ew) + ;; an exception word indicates its breakpoints with added hyphens + (define word (string-replace ew "-" "")) + ;; pattern has same number of points as word letters. 1 marks hyphenation point; 0 no hyphenation + (define points + (cdr (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" ew)))) + ;; use list here so we can `apply` in `add-exception-word` + (list word points)) (module+ test - (check-equal? (convert-exception-word "snôw-man") '(".snôwman." (0 0 0 1 0 0 0))) - (check-equal? (convert-exception-word "snôwman") '(".snôwman." (0 0 0 0 0 0 0))) - (check-equal? (convert-exception-word "sn-ôw-ma-n") '(".snôwman." (0 1 0 1 0 1 0)))) + (check-equal? (convert-exception-word "snôw-man") '("snôwman" (0 0 0 1 0 0 0))) + (check-equal? (convert-exception-word "snôwman") '("snôwman" (0 0 0 0 0 0 0))) + (check-equal? (convert-exception-word "sn-ôw-ma-n") '("snôwman" (0 1 0 1 0 1 0)))) (define (add-exception-word word) + ;; `hash-set!` not `hash-ref!`, because we want an exception to override an existing value (apply hash-set! (current-word-cache) (convert-exception-word word))) @@ -99,9 +92,9 @@ (define (make-points word) - (define word-with-dots (format ".~a." (string-downcase word))) - (hash-ref! (current-word-cache) word-with-dots + (hash-ref! (current-word-cache) word (λ () ; compute pattern when missing from cache + (define word-with-dots (format ".~a." (string-downcase word))) (define word-length (string-length word-with-dots)) (define default-zero-pattern (make-list (add1 word-length) 0)) ;; walk through all the substrings and see if there's a matching pattern. @@ -116,7 +109,14 @@ (define left-zeroes (make-list start 0)) (define right-zeroes (make-list (- (add1 word-length) (length partial-pattern) start) 0)) (append left-zeroes partial-pattern right-zeroes))) - (trim-points (calculate-max-pattern (cons default-zero-pattern matching-patterns)))))) + (define max-pattern (calculate-max-pattern (cons default-zero-pattern matching-patterns))) + ;; for point list generated from a pattern, + ;; drop first two elements because they represent hyphenation weight + ;; before the starting "." and between "." and the first letter. + ;; drop last element because it represents hyphen after last "." + ;; after you drop these two, then each number corresponds to + ;; whether a hyphen goes after that letter. + (drop-right (drop max-pattern 2) 1)))) ;; Find hyphenation points in a word. This is not quite synonymous with syllables. @@ -141,12 +141,12 @@ 0)))) ;; odd-valued points in the pattern denote hyphenation points - (define odd-points (for/list ([(wp idx) (in-indexed word-points)] + (define odd-point-indexes (for/list ([(wp idx) (in-indexed word-points)] #:when (odd? wp)) idx)) ;; the hyphenation goes after the indexed letter, so add1 to the raw points for slicing - (define breakpoints (append (list 0) (map add1 odd-points) (list (string-length word)))) + (define breakpoints (append (list 0) (map add1 odd-point-indexes) (list (string-length word)))) (for/list ([start (in-list breakpoints)] [end (in-list (cdr breakpoints))]) ; shorter list controls exit of loop (substring word start end))])) From 33fc7886837721287a2607a82793320c043cbb15 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 24 Jun 2016 10:40:03 -0700 Subject: [PATCH 118/155] restrict #:exception arguments to that call --- hyphenate/hyphenate/private/core.rkt | 22 +++++++++++++------ .../hyphenate/private/exception-prep.rkt | 2 +- hyphenate/hyphenate/tests.rkt | 2 ++ 3 files changed, 18 insertions(+), 8 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 81dd9e0c..91137722 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,6 +1,6 @@ #lang racket/base (require txexpr/base racket/string racket/list "params.rkt") -(provide hyphenate unhyphenate word->hyphenation-points convert-exception-word string->hashpair) +(provide hyphenate unhyphenate word->hyphenation-points exception-word->word+pattern string->hashpair) (module+ test (require rackunit)) @@ -13,7 +13,7 @@ (define default-joiner #\u00AD) -(define (convert-exception-word ew) +(define (exception-word->word+pattern ew) ;; an exception word indicates its breakpoints with added hyphens (define word (string-replace ew "-" "")) ;; pattern has same number of points as word letters. 1 marks hyphenation point; 0 no hyphenation @@ -24,14 +24,18 @@ (module+ test - (check-equal? (convert-exception-word "snôw-man") '("snôwman" (0 0 0 1 0 0 0))) - (check-equal? (convert-exception-word "snôwman") '("snôwman" (0 0 0 0 0 0 0))) - (check-equal? (convert-exception-word "sn-ôw-ma-n") '("snôwman" (0 1 0 1 0 1 0)))) + (check-equal? (exception-word->word+pattern "snôw-man") '("snôwman" (0 0 0 1 0 0 0))) + (check-equal? (exception-word->word+pattern "snôwman") '("snôwman" (0 0 0 0 0 0 0))) + (check-equal? (exception-word->word+pattern "sn-ôw-ma-n") '("snôwman" (0 1 0 1 0 1 0)))) (define (add-exception-word word) ;; `hash-set!` not `hash-ref!`, because we want an exception to override an existing value - (apply hash-set! (current-word-cache) (convert-exception-word word))) + (apply hash-set! (current-word-cache) (exception-word->word+pattern word))) + + +(define (remove-exception-word word) + (hash-remove! (current-word-cache) (string-replace word "-" ""))) (define (string->natural i) @@ -182,7 +186,11 @@ (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) word)) (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) - (apply-proc insert-hyphens x omit-string? omit-txexpr?)) + (define result (apply-proc insert-hyphens x omit-string? omit-txexpr?)) + ;; deleting from the main cache is cheaper than having to do two cache lookups for every word + ;; (missing words will just be regenerated later) + (for-each remove-exception-word extra-exceptions) + result) (define (unhyphenate x [joiner default-joiner] diff --git a/hyphenate/hyphenate/private/exception-prep.rkt b/hyphenate/hyphenate/private/exception-prep.rkt index fbdf0454..289d16b3 100644 --- a/hyphenate/hyphenate/private/exception-prep.rkt +++ b/hyphenate/hyphenate/private/exception-prep.rkt @@ -14,4 +14,4 @@ #'(module exception-prep racket/base (require racket/string racket/list hyphenate/private/core) (provide exceptions) - (define exceptions (map convert-exception-word (string-split str)))))))) \ No newline at end of file + (define exceptions (map exception-word->word+pattern (string-split str)))))))) \ No newline at end of file diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index 1421e943..65bc583d 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -68,6 +68,8 @@ (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 3 #:min-right-length 7) "poly-morphism") (check-equal? (hyphenate "polymorphism" #\- #:min-left-length 7 #:min-right-length 7) "polymorphism") (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") +(check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") +(check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") ; exceptions are temporary (add-exception-word "snow-man") (check-equal? (hyphenate "snowman" "-") "snow-man") From 55f4cbfa57499c1c647253f4b8130974f494ed42 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Fri, 24 Jun 2016 11:15:47 -0700 Subject: [PATCH 119/155] restructure caching scheme --- hyphenate/hyphenate/private/bootstrap.rkt | 13 +++++---- hyphenate/hyphenate/private/core.rkt | 29 ++++++++++--------- .../hyphenate/private/exception-prep.rkt | 3 +- hyphenate/hyphenate/private/params.rkt | 5 ---- hyphenate/hyphenate/tests.rkt | 8 ++--- 5 files changed, 26 insertions(+), 32 deletions(-) delete mode 100644 hyphenate/hyphenate/private/params.rkt diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index f3438a7a..8614510b 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -14,9 +14,7 @@ sugar/define (only-in xml xexpr/c) (prefix-in core: hyphenate/private/core) - hyphenate/private/params patterns-path exceptions-path) - (provide (all-from-out hyphenate/private/params)) (module+ safe ;; An exception-word is a string of word characters or hyphens. @@ -35,10 +33,13 @@ #:min-left-length (or/c (and/c integer? positive?) #f) #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) (make-keyword-procedure - (λ (kws kw-args . rest) - (parameterize ([current-word-cache (make-hash (map (λ(xs) (apply cons xs)) exceptions))] - [current-patterns patterns]) - (keyword-apply core:hyphenate kws kw-args rest))))) + ;; put caches here so they can persist across successive invocations of the function. + ;; but remain distinct between instantiations of this module (say, us vs fr) + ;; pass them as arguments to the core:hyphenate func + (let ([word-cache exceptions] ; preload exceptions + [pattern-cache patterns]) + (λ (kws kw-args . rest) + (keyword-apply core:hyphenate kws kw-args (list* word-cache pattern-cache rest)))))) (define+provide+safe unhyphenate ((xexpr/c) ((or/c char? string?) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 91137722..3205bf15 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -1,5 +1,5 @@ #lang racket/base -(require txexpr/base racket/string racket/list "params.rkt") +(require txexpr/base racket/string racket/list) (provide hyphenate unhyphenate word->hyphenation-points exception-word->word+pattern string->hashpair) (module+ test @@ -29,13 +29,13 @@ (check-equal? (exception-word->word+pattern "sn-ôw-ma-n") '("snôwman" (0 1 0 1 0 1 0)))) -(define (add-exception-word word) +(define (add-exception-word word-cache word) ;; `hash-set!` not `hash-ref!`, because we want an exception to override an existing value - (apply hash-set! (current-word-cache) (exception-word->word+pattern word))) + (apply hash-set! word-cache (exception-word->word+pattern word))) -(define (remove-exception-word word) - (hash-remove! (current-word-cache) (string-replace word "-" ""))) +(define (remove-exception-word word-cache word) + (hash-remove! word-cache (string-replace word "-" ""))) (define (string->natural i) @@ -95,8 +95,8 @@ (check-equal? (calculate-max-pattern '((1 2 3) (2 3 1) (3 1 2))) '(3 3 3))) -(define (make-points word) - (hash-ref! (current-word-cache) word +(define (make-points word word-cache pattern-cache) + (hash-ref! word-cache word (λ () ; compute pattern when missing from cache (define word-with-dots (format ".~a." (string-downcase word))) (define word-length (string-length word-with-dots)) @@ -106,7 +106,7 @@ (for*/list ([start (in-range word-length)] [end (in-range start word-length)] [substr (in-value (substring word-with-dots start (add1 end)))] - [partial-pattern (in-value (hash-ref (current-patterns) substr #f))] + [partial-pattern (in-value (hash-ref pattern-cache substr #f))] #:when partial-pattern) ;; pad out partial-pattern to full length ;; (so we can compare patterns to find max value for each slot) @@ -124,7 +124,8 @@ ;; Find hyphenation points in a word. This is not quite synonymous with syllables. -(define (word->hyphenation-points word +(define (word->hyphenation-points word + word-cache pattern-cache [min-length #f] [min-left-length #f] [min-right-length #f]) @@ -136,7 +137,7 @@ ;; to create a no-hyphenation zone of length n, zero out the first n-1 points ;; and the last n points (because the last value in points is always superfluous) (define word-points - (let* ([points (make-points word)] + (let* ([points (make-points word word-cache pattern-cache)] [left-zeroes (min (or min-left-length default-min-left-length) (length points))] [right-zeroes (min (or min-right-length default-min-right-length) (length points))]) (for/list ([(point idx) (in-indexed points)]) @@ -169,7 +170,7 @@ [else x]))) -(define (hyphenate x [joiner default-joiner] +(define (hyphenate word-cache pattern-cache x [joiner default-joiner] #:exceptions [extra-exceptions empty] #:min-length [min-length default-min-length] #:min-left-length [min-left-length default-min-left-length] @@ -179,17 +180,17 @@ #:omit-txexpr [omit-txexpr? (λ(x) #f)]) ;; todo?: connect this regexp pattern to the one used in word? predicate - (for-each add-exception-word extra-exceptions) + (for-each (λ(ee) (add-exception-word word-cache ee)) extra-exceptions) (define word-pattern #px"\\w+") ;; more restrictive than exception-word (define (replacer word . words) (if (not (omit-word? word)) - (string-join (word->hyphenation-points word min-length min-left-length min-right-length) (joiner->string joiner)) + (string-join (word->hyphenation-points word word-cache pattern-cache min-length min-left-length min-right-length) (joiner->string joiner)) word)) (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) (define result (apply-proc insert-hyphens x omit-string? omit-txexpr?)) ;; deleting from the main cache is cheaper than having to do two cache lookups for every word ;; (missing words will just be regenerated later) - (for-each remove-exception-word extra-exceptions) + (for-each (λ (ee) (remove-exception-word word-cache ee)) extra-exceptions) result) diff --git a/hyphenate/hyphenate/private/exception-prep.rkt b/hyphenate/hyphenate/private/exception-prep.rkt index 289d16b3..4812b6f7 100644 --- a/hyphenate/hyphenate/private/exception-prep.rkt +++ b/hyphenate/hyphenate/private/exception-prep.rkt @@ -14,4 +14,5 @@ #'(module exception-prep racket/base (require racket/string racket/list hyphenate/private/core) (provide exceptions) - (define exceptions (map exception-word->word+pattern (string-split str)))))))) \ No newline at end of file + (define exceptions + (make-hash (map (λ(xs) (apply cons xs)) (map exception-word->word+pattern (string-split str)))))))))) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/params.rkt b/hyphenate/hyphenate/private/params.rkt deleted file mode 100644 index 202d3dc4..00000000 --- a/hyphenate/hyphenate/private/params.rkt +++ /dev/null @@ -1,5 +0,0 @@ -#lang racket/base -(provide (all-defined-out)) - -(define current-patterns (make-parameter (make-hash))) -(define current-word-cache (make-parameter (make-hash))) \ No newline at end of file diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index 65bc583d..329c4a39 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -1,6 +1,5 @@ #lang racket/base -(require (submod hyphenate safe) txexpr/base rackunit "private/params.rkt") -(require/expose "private/core.rkt" [add-exception-word]) +(require (submod hyphenate safe) txexpr/base rackunit) (define omit-em-tag (λ(x) (member (car x) '(em)))) (define omit-p-tag (λ(x) (member (car x) '(p)))) @@ -71,13 +70,10 @@ (check-equal? (hyphenate "polymorphism" #\* #:exceptions '("polymo-rphism")) "polymo*rphism") (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") ; exceptions are temporary -(add-exception-word "snow-man") -(check-equal? (hyphenate "snowman" "-") "snow-man") - (check-equal? (hyphenate "formidable" #\-) "for-mi-da-ble") (module french racket/base (require (submod hyphenate/fr safe) rackunit) (check-equal? (hyphenate "formidable" #\-) "for-mi-dable")) ; hyphenates differently in French -(require 'french) +(require 'french) \ No newline at end of file From c9e8bd1cb9615ee22bd68e741bda6c940c0d82c7 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 26 Jun 2016 11:30:38 -0700 Subject: [PATCH 120/155] improve comments --- hyphenate/hyphenate/private/core.rkt | 16 ++++++++-------- 1 file changed, 8 insertions(+), 8 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 3205bf15..dd9c2079 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -52,8 +52,6 @@ (define (string->hashpair pat) - ;; first convert the pattern to a list of alternating letters and numbers. - ;; insert zeroes where there isn't a number in the pattern. (define-values (strs nums) (for/lists (strs nums) ;; using unicode-aware regexps to allow unicode hyphenation patterns @@ -97,15 +95,17 @@ (define (make-points word word-cache pattern-cache) (hash-ref! word-cache word - (λ () ; compute pattern when missing from cache - (define word-with-dots (format ".~a." (string-downcase word))) - (define word-length (string-length word-with-dots)) + (λ () + ;; dots are used to denote the beginning and end of the word when matching patterns + (define boundary-marker ".") + (define word-with-boundaries (format "~a~a~a" boundary-marker (string-downcase word) boundary-marker)) + (define word-length (string-length word-with-boundaries)) (define default-zero-pattern (make-list (add1 word-length) 0)) ;; walk through all the substrings and see if there's a matching pattern. (define matching-patterns (for*/list ([start (in-range word-length)] [end (in-range start word-length)] - [substr (in-value (substring word-with-dots start (add1 end)))] + [substr (in-value (substring word-with-boundaries start (add1 end)))] [partial-pattern (in-value (hash-ref pattern-cache substr #f))] #:when partial-pattern) ;; pad out partial-pattern to full length @@ -147,8 +147,8 @@ ;; odd-valued points in the pattern denote hyphenation points (define odd-point-indexes (for/list ([(wp idx) (in-indexed word-points)] - #:when (odd? wp)) - idx)) + #:when (odd? wp)) + idx)) ;; the hyphenation goes after the indexed letter, so add1 to the raw points for slicing (define breakpoints (append (list 0) (map add1 odd-point-indexes) (list (string-length word)))) From 79527fca5d3ee20bee028b8db4fac082c5730593 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 26 Jul 2016 09:22:30 -0700 Subject: [PATCH 121/155] test 6.5 and 6.6 --- hyphenate/.travis.yml | 2 ++ 1 file changed, 2 insertions(+) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 52e75ded..11441add 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -14,6 +14,8 @@ env: - RACKET_VERSION=6.2 - RACKET_VERSION=6.3 - RACKET_VERSION=6.4 + - RACKET_VERSION=6.5 + - RACKET_VERSION=6.6 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without From 78a2e7ecf51a978055d7bfb09ee97fe6471c3e55 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 3 Aug 2017 11:42:10 -0700 Subject: [PATCH 122/155] =?UTF-8?q?Test=20Rackets=206.7=E2=80=936.10?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- hyphenate/.travis.yml | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 11441add..f3617938 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -16,6 +16,10 @@ env: - RACKET_VERSION=6.4 - RACKET_VERSION=6.5 - RACKET_VERSION=6.6 + - RACKET_VERSION=6.7 + - RACKET_VERSION=6.8 + - RACKET_VERSION=6.9 + - RACKET_VERSION=6.10 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without From 851fbaaa70958418be64b8367ab4e4870775f572 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 7 Aug 2017 16:00:00 -0700 Subject: [PATCH 123/155] emit less code from macro --- hyphenate/hyphenate/private/bootstrap.rkt | 98 +++++++++++++---------- 1 file changed, 54 insertions(+), 44 deletions(-) diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index 8614510b..610ca6d6 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -1,50 +1,60 @@ #lang racket/base -(require (for-syntax racket/base syntax/strip-context)) +(require (for-syntax racket/base syntax/strip-context) + txexpr/base + sugar/define + racket/contract + (only-in xml xexpr/c) + (prefix-in core: hyphenate/private/core)) + (provide build-main) +;; An exception-word is a string of word characters or hyphens. +(define (exception-word? x) + (and (string? x) (regexp-match #px"^(\\p{L}|-)+$" x) #t)) +(define (exception-words? xs) + (and (list? xs) (andmap exception-word? xs))) + +(define hyphenate/c + ((xexpr?) ((or/c char? string?) + #:exceptions exception-words? + #:min-length (or/c integer? #f) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c) + #:min-left-length (or/c (and/c integer? positive?) #f) + #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c)) + +(define (make-hyphenate-function patterns exceptions) + (make-keyword-procedure + ;; put caches here so they can persist across successive invocations of the function. + ;; but remain distinct between instantiations of this module (say, us vs fr) + ;; pass them as arguments to the core:hyphenate func + (let ([word-cache exceptions] ; preload exceptions + [pattern-cache patterns]) + (λ (kws kw-args . rest) + (keyword-apply core:hyphenate kws kw-args word-cache pattern-cache rest))))) + +(define unhyphenate + (make-keyword-procedure + (λ (kws kw-args . rest) + (keyword-apply core:unhyphenate kws kw-args rest)))) + +(define unhyphenate/c + ((xexpr/c) ((or/c char? string?) + #:omit-word (string? . -> . any/c) + #:omit-string (string? . -> . any/c) + #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c)) + (define-syntax (build-main stx) (syntax-case stx () [(_ dir) - (with-syntax ([patterns-path (format "~a/patterns.rkt" (syntax->datum #'dir))] - [exceptions-path (format "~a/exceptions.rkt" (syntax->datum #'dir))]) - (replace-context - stx - #'(begin - (require txexpr/base - sugar/define - (only-in xml xexpr/c) - (prefix-in core: hyphenate/private/core) - patterns-path exceptions-path) - - (module+ safe - ;; An exception-word is a string of word characters or hyphens. - (define (exception-word? x) - (and (string? x) (regexp-match #px"^(\\p{L}|-)+$" x) #t)) - (define (exception-words? xs) - (and (list? xs) (andmap exception-word? xs)))) - - (define+provide+safe hyphenate - ((xexpr?) ((or/c char? string?) - #:exceptions exception-words? - #:min-length (or/c integer? #f) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c) - #:min-left-length (or/c (and/c integer? positive?) #f) - #:min-right-length (or/c (and/c integer? positive?) #f)) . ->* . xexpr/c) - (make-keyword-procedure - ;; put caches here so they can persist across successive invocations of the function. - ;; but remain distinct between instantiations of this module (say, us vs fr) - ;; pass them as arguments to the core:hyphenate func - (let ([word-cache exceptions] ; preload exceptions - [pattern-cache patterns]) - (λ (kws kw-args . rest) - (keyword-apply core:hyphenate kws kw-args (list* word-cache pattern-cache rest)))))) - - (define+provide+safe unhyphenate - ((xexpr/c) ((or/c char? string?) - #:omit-word (string? . -> . any/c) - #:omit-string (string? . -> . any/c) - #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c) - (make-keyword-procedure (λ (kws kw-args . rest) - (keyword-apply core:unhyphenate kws kw-args rest)))))))])) \ No newline at end of file + (with-syntax ([PATTERNS-PATH (path->string (build-path (symbol->string(syntax->datum #'dir)) "patterns.rkt"))] + [EXCEPTIONS-PATH (path->string (build-path (symbol->string (syntax->datum #'dir)) "exceptions.rkt"))] + [PATTERNS-ID 'patterns] + [EXCEPTIONS-ID 'exceptions]) + #'(begin + (require PATTERNS-PATH EXCEPTIONS-PATH) + (define+provide+safe hyphenate + hyphenate/c + (make-hyphenate-function PATTERNS-ID EXCEPTIONS-ID)) + (provide+safe [unhyphenate unhyphenate/c])))])) \ No newline at end of file From a31e5b0d79d6ce99f254e1ca92d068394427d958 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Mon, 7 Aug 2017 16:04:54 -0700 Subject: [PATCH 124/155] correction --- hyphenate/hyphenate/private/bootstrap.rkt | 6 ++++-- 1 file changed, 4 insertions(+), 2 deletions(-) diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index 610ca6d6..846e2b99 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -34,7 +34,7 @@ (λ (kws kw-args . rest) (keyword-apply core:hyphenate kws kw-args word-cache pattern-cache rest))))) -(define unhyphenate +(define (make-unhyphenate-function) (make-keyword-procedure (λ (kws kw-args . rest) (keyword-apply core:unhyphenate kws kw-args rest)))) @@ -57,4 +57,6 @@ (define+provide+safe hyphenate hyphenate/c (make-hyphenate-function PATTERNS-ID EXCEPTIONS-ID)) - (provide+safe [unhyphenate unhyphenate/c])))])) \ No newline at end of file + (define+provide+safe unhyphenate + unhyphenate/c + (make-unhyphenate-function))))])) \ No newline at end of file From 5de6888d42b8ecc7362586d8f3598f240a5b4bca Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 8 Aug 2017 11:19:01 -0700 Subject: [PATCH 125/155] add persistent pattern caches --- hyphenate/hyphenate/fr/patterns.rkt | 85 +- hyphenate/hyphenate/private/core.rkt | 2 +- hyphenate/hyphenate/private/pattern-prep.rkt | 42 +- hyphenate/hyphenate/us/patterns.rkt | 4942 +++++++++++++++++- 4 files changed, 5008 insertions(+), 63 deletions(-) diff --git a/hyphenate/hyphenate/fr/patterns.rkt b/hyphenate/hyphenate/fr/patterns.rkt index 747bb891..db0d6dbb 100755 --- a/hyphenate/hyphenate/fr/patterns.rkt +++ b/hyphenate/hyphenate/fr/patterns.rkt @@ -1,50 +1,47 @@ #lang hyphenate/private/pattern-prep -#| -French hyphenation patterns -Based on v.3.0 of the OpenOffice.org French hyphenation patterns, released under the LGPL -Downloaded from http://www.dicollecte.org/download/fr/hyph-fr-v3.0.zip - -Original license: -___________________________________________________________________ - - French word hyphenation patterns - Version 3.0 - - Language: French (fr). - - License: GNU LGPL. - - Origin: Based on the TeX hyphenation tables *hyph-fr.tex*, - renamed (June 2008) from *frhyph.tex* (V2.12, 2002/12/11) - for consistency with other files with hyphenation patterns - in hyph-utf8 package. See http://tug.org/tex-hyphen for more details. - The TeX hyphenation tables are released under the LaTeX Project - Public License (LPPL) -- http://www.latex-project.org/lppl.txt - - License: OpenOffice.org adaptions of this package are licensed under the - GNU Lesser General Public License (LGPL) - version 2.1 or higher -- http://www.gnu.org/licenses/ - - Authors: - 3.0 Marc Lodewijck - 2.0 Paul Pichaureau - 1.0 Blaise Drayer - - Log: - 3.0 New revised and expanded version: - + Conversion to UTF-8 Unicode encoding - + Processing of hyphenated compounds - + Correction of altered patterns - 2.0 Fix for words with apostrophe - 1.0 First conversion - - This dictionary is based on syllable matching patterns and therefore should - be usable under other variations of French. -___________________________________________________________________ - -|# +;French hyphenation patterns +;Based on v.3.0 of the OpenOffice.org French hyphenation patterns, released under the LGPL +;Downloaded from http://www.dicollecte.org/download/fr/hyph-fr-v3.0.zip +; +;Original license: +;___________________________________________________________________ +; +; French word hyphenation patterns +; Version 3.0 +; +; Language: French (fr). +; +; License: GNU LGPL. +; +; Origin: Based on the TeX hyphenation tables *hyph-fr.tex*, +; renamed (June 2008) from *frhyph.tex* (V2.12, 2002/12/11) +; for consistency with other files with hyphenation patterns +; in hyph-utf8 package. See http://tug.org/tex-hyphen for more details. +; The TeX hyphenation tables are released under the LaTeX Project +; Public License (LPPL) -- http://www.latex-project.org/lppl.txt +; +; License: OpenOffice.org adaptions of this package are licensed under the +; GNU Lesser General Public License (LGPL) +; version 2.1 or higher -- http://www.gnu.org/licenses/ +; +; Authors: +; 3.0 Marc Lodewijck +; 2.0 Paul Pichaureau +; 1.0 Blaise Drayer +; +; Log: +; 3.0 New revised and expanded version: +; + Conversion to UTF-8 Unicode encoding +; + Processing of hyphenated compounds +; + Correction of altered patterns +; 2.0 Fix for words with apostrophe +; 1.0 First conversion +; +; This dictionary is based on syllable matching patterns and therefore should +; be usable under other variations of French. +;___________________________________________________________________ 2'2 .a4 diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index dd9c2079..d6de034e 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -106,7 +106,7 @@ (for*/list ([start (in-range word-length)] [end (in-range start word-length)] [substr (in-value (substring word-with-boundaries start (add1 end)))] - [partial-pattern (in-value (hash-ref pattern-cache substr #f))] + [partial-pattern (in-value (hash-ref pattern-cache (string->symbol substr) #f))] #:when partial-pattern) ;; pad out partial-pattern to full length ;; (so we can compare patterns to find max value for each slot) diff --git a/hyphenate/hyphenate/private/pattern-prep.rkt b/hyphenate/hyphenate/private/pattern-prep.rkt index 76f962b7..4efe7f84 100644 --- a/hyphenate/hyphenate/private/pattern-prep.rkt +++ b/hyphenate/hyphenate/private/pattern-prep.rkt @@ -1,17 +1,31 @@ #lang racket/base +(require hyphenate/private/core racket/list racket/file) +(provide (rename-out [pmb #%module-begin]) #%app #%datum #%top-interaction) -(module reader racket/base - (require racket/port syntax/strip-context) - (provide (rename-out [pattern-prep-read read] - [pattern-prep-read-syntax read-syntax])) - - (define (pattern-prep-read in) - (syntax->datum (pattern-prep-read-syntax #f in))) +(define-syntax-rule (pmb SRC STRS) + (#%module-begin + (provide patterns) + (define strs (list . STRS)) + (define src SRC) + (define-values (dir name _) (split-path src)) + (define pattern-cache-path (build-path dir "compiled" "pattern-cache.rktd")) + (unless (and (file-exists? pattern-cache-path) + (> (file-or-directory-modify-seconds pattern-cache-path) + (file-or-directory-modify-seconds src))) + (define patterns (for/hasheq ([str (in-list strs)]) + (define strkey+val (string->hashpair str)) + (values (string->symbol (first strkey+val)) (second strkey+val)))) + (write-to-file patterns pattern-cache-path #:exists 'replace)) + (define patterns (file->value pattern-cache-path)))) + +(module+ reader + (provide read-syntax) - (define (pattern-prep-read-syntax src in) - (with-syntax ([str (port->string in)]) - (strip-context - #'(module pattern-prep racket/base - (require hyphenate/private/core racket/list racket/string) - (provide patterns) - (define patterns (apply hash (append-map string->hashpair (string-split str))))))))) \ No newline at end of file + (define (read-syntax src in) + (with-syntax ([SRC (path->string src)] + [STRS (for/list ([line (in-lines in)] + #:when (and (positive? (string-length line)) ; omit empty + (not (regexp-match #rx"^;" line)))) ; omit comments + line)]) + (syntax->datum #'(module patterns hyphenate/private/pattern-prep + SRC STRS))))) \ No newline at end of file diff --git a/hyphenate/hyphenate/us/patterns.rkt b/hyphenate/hyphenate/us/patterns.rkt index decb99a4..e86d941d 100644 --- a/hyphenate/hyphenate/us/patterns.rkt +++ b/hyphenate/hyphenate/us/patterns.rkt @@ -1,6 +1,4940 @@ #lang hyphenate/private/pattern-prep -.ach4 .ad4der .af1t .al3t .am5at .an5c .ang4 .ani5m .ant4 .an3te .anti5s .ar5s .ar4tie .ar4ty .as3c .as1p .as1s .aster5 .atom5 .au1d .av4i .awn4 .ba4g .ba5na .bas4e .ber4 .be5ra .be3sm .be5sto .bri2 .but4ti .cam4pe .can5c .capa5b .car5ol .ca4t .ce4la .ch4 .chill5i .ci2 .cit5r .co3e .co4r .cor5ner .de4moi .de3o .de3ra .de3ri .des4c .dictio5 .do4t .du4c .dumb5 .earth5 .eas3i .eb4 .eer4 .eg2 .el5d .el3em .enam3 .en3g .en3s .eq5ui5t .er4ri .es3 .eu3 .eye5 .fes3 .for5mer .ga2 .ge2 .gen3t4 .ge5og .gi5a .gi4b .go4r .hand5i .han5k .he2 .hero5i .hes3 .het3 .hi3b .hi3er .hon5ey .hon3o .hov5 .id4l .idol3 .im3m .im5pin .in1 .in3ci .ine2 .in2k .in3s .ir5r .is4i .ju3r .la4cy .la4m .lat5er .lath5 .le2 .leg5e .len4 .lep5 .lev1 .li4g .lig5a .li2n .li3o .li4t .mag5a5 .mal5o .man5a .mar5ti .me2 .mer3c .me5ter .mis1 .mist5i .mon3e .mo3ro .mu5ta .muta5b .ni4c .od2 .odd5 .of5te .or5ato .or3c .or1d .or3t .os3 .os4tl .oth3 .out3 .ped5al .pe5te .pe5tit .pi4e .pio5n .pi2t .pre3m .ra4c .ran4t .ratio5na .ree2 .re5mit .res2 .re5stat .ri4g .rit5u .ro4q .ros5t .row5d .ru4d .sci3e .self5 .sell5 .se2n .se5rie .sh2 .si2 .sing4 .st4 .sta5bl .sy2 .ta4 .te4 .ten5an .th2 .ti2 .til4 .tim5o5 .ting4 .tin5k .ton4a .to4p .top5i .tou5s .trib5ut .un1a .un3ce .under5 .un1e .un5k .un5o .un3u .up3 .ure3 .us5a .ven4de .ve5ra .wil5i .ye4 4ab. a5bal a5ban abe2 ab5erd abi5a ab5it5ab ab5lat ab5o5liz 4abr ab5rog ab3ul a4car ac5ard ac5aro a5ceou ac1er a5chet 4a2ci a3cie ac1in a3cio ac5rob act5if ac3ul ac4um a2d ad4din ad5er. 2adi a3dia ad3ica adi4er a3dio a3dit a5diu ad4le ad3ow ad5ran ad4su 4adu a3duc ad5um ae4r aeri4e a2f aff4 a4gab aga4n ag5ell age4o 4ageu ag1i 4ag4l ag1n a2go 3agog ag3oni a5guer ag5ul a4gy a3ha a3he ah4l a3ho ai2 a5ia a3ic. ai5ly a4i4n ain5in ain5o ait5en a1j ak1en al5ab al3ad a4lar 4aldi 2ale al3end a4lenti a5le5o al1i al4ia. ali4e al5lev 4allic 4alm a5log. a4ly. 4alys 5a5lyst 5alyt 3alyz 4ama am5ab am3ag ama5ra am5asc a4matis a4m5ato am5era am3ic am5if am5ily am1in ami4no a2mo a5mon amor5i amp5en a2n an3age 3analy a3nar an3arc anar4i a3nati 4and ande4s an3dis an1dl an4dow a5nee a3nen an5est. a3neu 2ang ang5ie an1gl a4n1ic a3nies an3i3f an4ime a5nimi a5nine an3io a3nip an3ish an3it a3niu an4kli 5anniz ano4 an5ot anoth5 an2sa an4sco an4sn an2sp ans3po an4st an4sur antal4 an4tie 4anto an2tr an4tw an3ua an3ul a5nur 4ao apar4 ap5at ap5ero a3pher 4aphi a4pilla ap5illar ap3in ap3ita a3pitu a2pl apoc5 ap5ola apor5i apos3t aps5es a3pu aque5 2a2r ar3act a5rade ar5adis ar3al a5ramete aran4g ara3p ar4at a5ratio ar5ativ a5rau ar5av4 araw4 arbal4 ar4chan ar5dine ar4dr ar5eas a3ree ar3ent a5ress ar4fi ar4fl ar1i ar5ial ar3ian a3riet ar4im ar5inat ar3io ar2iz ar2mi ar5o5d a5roni a3roo ar2p ar3q arre4 ar4sa ar2sh 4as. as4ab as3ant ashi4 a5sia. a3sib a3sic 5a5si4t ask3i as4l a4soc as5ph as4sh as3ten as1tr asur5a a2ta at3abl at5ac at3alo at5ap ate5c at5ech at3ego at3en. at3era ater5n a5terna at3est at5ev 4ath ath5em a5then at4ho ath5om 4ati. a5tia at5i5b at1ic at3if ation5ar at3itu a4tog a2tom at5omiz a4top a4tos a1tr at5rop at4sk at4tag at5te at4th a2tu at5ua at5ue at3ul at3ura a2ty au4b augh3 au3gu au4l2 aun5d au3r au5sib aut5en au1th a2va av3ag a5van ave4no av3era av5ern av5ery av1i avi4er av3ig av5oc a1vor 3away aw3i aw4ly aws4 ax4ic ax4id ay5al aye4 ays4 azi4er azz5i 5ba. bad5ger ba4ge bal1a ban5dag ban4e ban3i barbi5 bari4a bas4si 1bat ba4z 2b1b b2be b3ber bbi4na 4b1d 4be. beak4 beat3 4be2d be3da be3de be3di be3gi be5gu 1bel be1li be3lo 4be5m be5nig be5nu 4bes4 be3sp be5str 3bet bet5iz be5tr be3tw be3w be5yo 2bf 4b3h bi2b bi4d 3bie bi5en bi4er 2b3if 1bil bi3liz bina5r4 bin4d bi5net bi3ogr bi5ou bi2t 3bi3tio bi3tr 3bit5ua b5itz b1j bk4 b2l2 blath5 b4le. blen4 5blesp b3lis b4lo blun4t 4b1m 4b3n bne5g 3bod bod3i bo4e bol3ic bom4bi bon4a bon5at 3boo 5bor. 4b1ora bor5d 5bore 5bori 5bos4 b5ota both5 bo4to bound3 4bp 4brit broth3 2b5s2 bsor4 2bt bt4l b4to b3tr buf4fer bu4ga bu3li bumi4 bu4n bunt4i bu3re bus5ie buss4e 5bust 4buta 3butio b5uto b1v 4b5w 5by. bys4 1ca cab3in ca1bl cach4 ca5den 4cag4 2c5ah ca3lat cal4la call5in 4calo can5d can4e can4ic can5is can3iz can4ty cany4 ca5per car5om cast5er cas5tig 4casy ca4th 4cativ cav5al c3c ccha5 cci4a ccompa5 ccon4 ccou3t 2ce. 4ced. 4ceden 3cei 5cel. 3cell 1cen 3cenc 2cen4e 4ceni 3cent 3cep ce5ram 4cesa 3cessi ces5si5b ces5t cet4 c5e4ta cew4 2ch 4ch. 4ch3ab 5chanic ch5a5nis che2 cheap3 4ched che5lo 3chemi ch5ene ch3er. ch3ers 4ch1in 5chine. ch5iness 5chini 5chio 3chit chi2z 3cho2 ch4ti 1ci 3cia ci2a5b cia5r ci5c 4cier 5cific. 4cii ci4la 3cili 2cim 2cin c4ina 3cinat cin3em c1ing c5ing. 5cino cion4 4cipe ci3ph 4cipic 4cista 4cisti 2c1it cit3iz 5ciz ck1 ck3i 1c4l4 4clar c5laratio 5clare cle4m 4clic clim4 cly4 c5n 1co co5ag coe2 2cog co4gr coi4 co3inc col5i 5colo col3or com5er con4a c4one con3g con5t co3pa cop3ic co4pl 4corb coro3n cos4e cov1 cove4 cow5a coz5e co5zi c1q cras5t 5crat. 5cratic cre3at 5cred 4c3reta cre4v cri2 cri5f c4rin cris4 5criti cro4pl crop5o cros4e cru4d 4c3s2 2c1t cta4b ct5ang c5tant c2te c3ter c4ticu ctim3i ctu4r c4tw cud5 c4uf c4ui cu5ity 5culi cul4tis 3cultu cu2ma c3ume cu4mi 3cun cu3pi cu5py cur5a4b cu5ria 1cus cuss4i 3c4ut cu4tie 4c5utiv 4cutr 1cy cze4 1d2a 5da. 2d3a4b dach4 4daf 2dag da2m2 dan3g dard5 dark5 4dary 3dat 4dativ 4dato 5dav4 dav5e 5day d1b d5c d1d4 2de. deaf5 deb5it de4bon decan4 de4cil de5com 2d1ed 4dee. de5if deli4e del5i5q de5lo d4em 5dem. 3demic dem5ic. de5mil de4mons demor5 1den de4nar de3no denti5f de3nu de1p de3pa depi4 de2pu d3eq d4erh 5derm dern5iz der5s des2 d2es. de1sc de2s5o des3ti 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m2pi mpi4a mp5ies m4p1in m5pir mp5is mpo3ri mpos5ite m4pous mpov5 mp4tr m2py 4m3r 4m1s2 m4sh m5si 4mt 1mu mula5r4 5mult multi3 3mum mun2 4mup mu4u 4mw 1na 2n1a2b n4abu 4nac. na4ca n5act nag5er. nak4 na4li na5lia 4nalt na5mit n2an nanci4 nan4it nank4 nar3c 4nare nar3i nar4l n5arm n4as nas4c nas5ti n2at na3tal nato5miz n2au nau3se 3naut nav4e 4n1b4 ncar5 n4ces. n3cha n5cheo n5chil n3chis nc1in nc4it ncour5a n1cr n1cu n4dai n5dan n1de nd5est. ndi4b n5d2if n1dit n3diz n5duc ndu4r nd2we 2ne. n3ear ne2b neb3u ne2c 5neck 2ned ne4gat neg5ativ 5nege ne4la nel5iz ne5mi ne4mo 1nen 4nene 3neo ne4po ne2q n1er nera5b n4erar n2ere n4er5i ner4r 1nes 2nes. 4nesp 2nest 4nesw 3netic ne4v n5eve ne4w n3f n4gab n3gel nge4n4e n5gere n3geri ng5ha n3gib ng1in n5git n4gla ngov4 ng5sh n1gu n4gum n2gy 4n1h4 nha4 nhab3 nhe4 3n4ia ni3an ni4ap ni3ba ni4bl ni4d ni5di ni4er ni2fi ni5ficat n5igr nik4 n1im ni3miz n1in 5nine. nin4g ni4o 5nis. nis4ta n2it n4ith 3nitio n3itor ni3tr n1j 4nk2 n5kero n3ket nk3in n1kl 4n1l n5m 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+medio6c1 +me3gran3 +m2en. +3mi3da5b +3milita +mil2l1ag +mil5li5li +mi6n3is. +mi1n2ut1er +mi1n2ut1est +m3ma1b +5maph1ro1 +5moc1ra1t +mo5e2las +mol1e5c +mon4ey1l +mono3ch +mo4no1en +moro6n5is +mono1s6 +moth4et2 +m1ou3sin +m5shack2 +mu2dro +mul2ti5u +n3ar4chs. +n3ch2es1t +ne3back +2ne1ski +n1dieck +nd3thr +nfi6n3ites +4n5i4an. +nge5nes +ng1ho +ng1spr +nk3rup +n5less +5noc3er1os +nom1a6l +nom5e1no +n1o1mist +non1eq +non1i4so +5nop1oly. +no1vemb +ns5ceiv +ns4moo +ntre1p +obli2g1 +o3chas +odel3li +odit1ic +oerst2 +oke1st +o3les3ter +oli3gop1o1 +o1lo3n4om +o3mecha6 +onom1ic +o3norma +o3no2t1o3n +o3nou +op1ism. +or4tho3ni4t +orth1ri +or5tively +o4s3pher +o5test1er +o5tes3tor +oth3e1o1s +ou3ba3do +o6v3i4an. +oxi6d1ic +pal6mat +parag6ra4 +par4a1le +param4 +para3me +pee2v1 +phi2l3ant +phi5lat1e3l +pi2c1a3d +pli2c1ab +pli5nar +poin3ca +1pole. +poly1e +po3lyph1ono +1prema3c +pre1neu +pres2pli +pro2cess +proc3i3ty. +pro2g1e +3pseu2d +pseu3d6o3d2 +pseu3d6o3f2 +pto3mat4 +p5trol3 +pu5bes5c +quain2t1e +qu6a3si3 +quasir6 +quasis6 +quin5tes5s +qui3v4ar +r1abolic +3rab1o1loi +ra3chu +r3a3dig +radi1o6g +r2amen +3ra4m5e1triz +ra3mou +ra5n2has +ra1or +r3bin1ge +re2c3i1pr +rec5t6ang +re4t1ribu +r3ial. +riv1o1l +6rk. +rk1ho +r1krau +6rks. +r5le5qu +ro1bot1 +ro5e2las +ro5epide1 +ro3mesh +ro1tron +r3pau5li +rse1rad1i +r1thou +r1treu +r1veil +rz1sc +sales3c +sales5w +5sa3par5il +sca6p1er +sca2t1ol +s4chitz +schro1ding1 +1sci2utt +scrap4er. +scy4th1 +sem1a1ph +se3mes1t +se1mi6t5ic +sep3temb +shoe1st +sid2ed. +side5st +side5sw +si5resid +sky1sc +3slova1kia +3s2og1a1my +so2lute +3s2pace +1s2pacin +spe3cio +spher1o +spi2c1il +spokes5w +sports3c +sports3w +s3qui3to +s2s1a3chu1 +ss3hat +s2s3i4an. +s5sign5a3b +1s2tamp +s2t1ant5shi +star3tli +sta1ti +st5b +1stor1ab +strat1a1g +strib5ut +st5scr +stu1pi4d1 +styl1is +su2per1e6 +1sync +1syth3i2 +swimm6 +5tab1o1lism +ta3gon. +talk1a5 +t1a1min +t6ap6ath +5tar2rh +tch1c +tch3i1er +t1cr +teach4er. +tele2g +tele1r6o +3ter1gei +ter2ic. +t3ess2es +tha4l1am +tho3don +th1o5gen1i +tho1k2er +thy4l1an +thy3sc +2t3i4an. +ti2n3o1m +t1li2er +tolo2gy +tot3ic +trai3tor1 +tra1vers +travers3a3b +treach1e +tr4ial. +3tro1le1um +trof4ic. +tro3fit +tro1p2is +3trop1o5les +3trop1o5lis +t1ro1pol3it +tsch3ie +ttrib1ut1 +turn3ar +t1wh +ty2p5al +ua3drati +uad1ratu +u5do3ny +uea1m +u2r1al. +uri4al. +us2er. +v1ativ +v1oir5du1 +va6guer +vaude3v +1verely. +v1er1eig +ves1tite +vi1vip3a3r +voice1p +waste3w6a2 +wave1g4 +w3c +week1n +wide5sp +wo4k1en +wrap3aro +writ6er. +x1q +xquis3 +y5che3d +ym5e5try +y1stro +yes5ter1y +z3ian. +z3o1phr +z2z3w \ No newline at end of file From d6f2ca9ec7b305b7c916b9a9113b9ce2af8ebadb Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 9 Aug 2017 08:39:26 -0700 Subject: [PATCH 126/155] generalize cache activities --- hyphenate/hyphenate/private/bootstrap.rkt | 39 ++++++++++++------- .../hyphenate/private/exception-prep.rkt | 31 ++++++++------- hyphenate/hyphenate/private/pattern-prep.rkt | 26 ++++--------- 3 files changed, 51 insertions(+), 45 deletions(-) diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index 846e2b99..a5abdd65 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -3,6 +3,7 @@ txexpr/base sugar/define racket/contract + racket/file (only-in xml xexpr/c) (prefix-in core: hyphenate/private/core)) @@ -45,18 +46,30 @@ #:omit-string (string? . -> . any/c) #:omit-txexpr (txexpr? . -> . any/c)) . ->* . xexpr/c)) +(define (load-from-cache-if-possible module-path cache-path id-sym) + (unless (and (file-exists? cache-path) + (> (file-or-directory-modify-seconds cache-path) + (file-or-directory-modify-seconds module-path))) + (write-to-file (dynamic-require module-path id-sym) cache-path #:exists 'replace)) + (file->value cache-path)) + (define-syntax (build-main stx) (syntax-case stx () - [(_ dir) - (with-syntax ([PATTERNS-PATH (path->string (build-path (symbol->string(syntax->datum #'dir)) "patterns.rkt"))] - [EXCEPTIONS-PATH (path->string (build-path (symbol->string (syntax->datum #'dir)) "exceptions.rkt"))] - [PATTERNS-ID 'patterns] - [EXCEPTIONS-ID 'exceptions]) - #'(begin - (require PATTERNS-PATH EXCEPTIONS-PATH) - (define+provide+safe hyphenate - hyphenate/c - (make-hyphenate-function PATTERNS-ID EXCEPTIONS-ID)) - (define+provide+safe unhyphenate - unhyphenate/c - (make-unhyphenate-function))))])) \ No newline at end of file + [(_ DIR) + (let ([dir (symbol->string (syntax->datum #'DIR))]) + (with-syntax ([PATTERNS-PATH (path->string (build-path dir "patterns.rkt"))] + [PATTERN-CACHE-PATH (build-path dir "compiled" "patterns-cache.rktd")] + [EXCEPTIONS-PATH (path->string (build-path dir "exceptions.rkt"))] + [EXCEPTIONS-CACHE-PATH (build-path dir "compiled" "exceptions-cache.rktd")] + [PATTERNS-ID 'patterns] + [EXCEPTIONS-ID 'exceptions]) + #'(begin + (define PATTERNS-ID (load-from-cache-if-possible PATTERNS-PATH PATTERN-CACHE-PATH 'PATTERNS-ID)) + ;; a file-cached hash is immutable, so convert it + (define EXCEPTIONS-ID (make-hash (hash->list (load-from-cache-if-possible EXCEPTIONS-PATH EXCEPTIONS-CACHE-PATH 'EXCEPTIONS-ID)))) + (define+provide+safe hyphenate + hyphenate/c + (make-hyphenate-function PATTERNS-ID EXCEPTIONS-ID)) + (define+provide+safe unhyphenate + unhyphenate/c + (make-unhyphenate-function)))))])) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/exception-prep.rkt b/hyphenate/hyphenate/private/exception-prep.rkt index 4812b6f7..7c3e8fa7 100644 --- a/hyphenate/hyphenate/private/exception-prep.rkt +++ b/hyphenate/hyphenate/private/exception-prep.rkt @@ -1,18 +1,21 @@ #lang racket/base +(require racket/string racket/list hyphenate/private/core) +(provide (rename-out [emb #%module-begin]) #%app #%datum #%top-interaction) -(module reader racket/base - (require racket/port syntax/strip-context) - (provide (rename-out [exception-prep-read read] - [exception-prep-read-syntax read-syntax])) - - (define (exception-prep-read in) - (syntax->datum (exception-prep-read-syntax #f in))) +(define-syntax-rule (emb STRS) + (#%module-begin + (provide exceptions) + (define exceptions (for/hash ([str (in-list (list . STRS))]) + (define key+val (exception-word->word+pattern str)) + (values (first key+val) (second key+val)))) + (module+ main exceptions))) + +(module+ reader + (require racket/port) + (provide (rename-out [exception-prep-read-syntax read-syntax])) (define (exception-prep-read-syntax src in) - (with-syntax ([str (port->string in)]) - (strip-context - #'(module exception-prep racket/base - (require racket/string racket/list hyphenate/private/core) - (provide exceptions) - (define exceptions - (make-hash (map (λ(xs) (apply cons xs)) (map exception-word->word+pattern (string-split str)))))))))) \ No newline at end of file + (with-syntax ([STRS (string-split (port->string in))]) + (syntax->datum + #'(module exception-prep hyphenate/private/exception-prep + STRS))))) \ No newline at end of file diff --git a/hyphenate/hyphenate/private/pattern-prep.rkt b/hyphenate/hyphenate/private/pattern-prep.rkt index 4efe7f84..e79c200d 100644 --- a/hyphenate/hyphenate/private/pattern-prep.rkt +++ b/hyphenate/hyphenate/private/pattern-prep.rkt @@ -2,30 +2,20 @@ (require hyphenate/private/core racket/list racket/file) (provide (rename-out [pmb #%module-begin]) #%app #%datum #%top-interaction) -(define-syntax-rule (pmb SRC STRS) +(define-syntax-rule (pmb STRS) (#%module-begin (provide patterns) - (define strs (list . STRS)) - (define src SRC) - (define-values (dir name _) (split-path src)) - (define pattern-cache-path (build-path dir "compiled" "pattern-cache.rktd")) - (unless (and (file-exists? pattern-cache-path) - (> (file-or-directory-modify-seconds pattern-cache-path) - (file-or-directory-modify-seconds src))) - (define patterns (for/hasheq ([str (in-list strs)]) - (define strkey+val (string->hashpair str)) - (values (string->symbol (first strkey+val)) (second strkey+val)))) - (write-to-file patterns pattern-cache-path #:exists 'replace)) - (define patterns (file->value pattern-cache-path)))) + (define patterns (for/hasheq ([str (in-list (list . STRS))]) + (define key+val (string->hashpair str)) + (values (string->symbol (first key+val)) (second key+val)))) + (module+ main patterns))) (module+ reader (provide read-syntax) - (define (read-syntax src in) - (with-syntax ([SRC (path->string src)] - [STRS (for/list ([line (in-lines in)] + (with-syntax ([STRS (for/list ([line (in-lines in)] #:when (and (positive? (string-length line)) ; omit empty (not (regexp-match #rx"^;" line)))) ; omit comments - line)]) + line)]) (syntax->datum #'(module patterns hyphenate/private/pattern-prep - SRC STRS))))) \ No newline at end of file + STRS))))) \ No newline at end of file From 8c4a090e1443a284c823fa53638820e7f9a465b1 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 9 Aug 2017 11:19:44 -0700 Subject: [PATCH 127/155] adjustment --- hyphenate/hyphenate/fr.rkt | 5 ++--- hyphenate/hyphenate/private/bootstrap.rkt | 14 ++++++++------ hyphenate/hyphenate/us.rkt | 5 ++--- 3 files changed, 12 insertions(+), 12 deletions(-) diff --git a/hyphenate/hyphenate/fr.rkt b/hyphenate/hyphenate/fr.rkt index e3d4d639..6aa78a98 100644 --- a/hyphenate/hyphenate/fr.rkt +++ b/hyphenate/hyphenate/fr.rkt @@ -1,3 +1,2 @@ -#lang racket/base -(require "private/bootstrap.rkt") -(build-main fr) \ No newline at end of file +#lang s-exp "private/bootstrap.rkt" +fr \ No newline at end of file diff --git a/hyphenate/hyphenate/private/bootstrap.rkt b/hyphenate/hyphenate/private/bootstrap.rkt index a5abdd65..a2aa9939 100644 --- a/hyphenate/hyphenate/private/bootstrap.rkt +++ b/hyphenate/hyphenate/private/bootstrap.rkt @@ -7,7 +7,7 @@ (only-in xml xexpr/c) (prefix-in core: hyphenate/private/core)) -(provide build-main) +(provide (rename-out [mb #%module-begin]) #%top-interaction #%top #%datum #%app) ;; An exception-word is a string of word characters or hyphens. (define (exception-word? x) @@ -53,17 +53,19 @@ (write-to-file (dynamic-require module-path id-sym) cache-path #:exists 'replace)) (file->value cache-path)) -(define-syntax (build-main stx) +(define-syntax (mb stx) (syntax-case stx () [(_ DIR) - (let ([dir (symbol->string (syntax->datum #'DIR))]) - (with-syntax ([PATTERNS-PATH (path->string (build-path dir "patterns.rkt"))] + (let* ([base (let-values ([(base name _) (split-path (syntax-source stx))]) + base)] + [dir (build-path base (symbol->string (syntax->datum #'DIR)))]) + (with-syntax ([PATTERNS-PATH (build-path dir "patterns.rkt")] [PATTERN-CACHE-PATH (build-path dir "compiled" "patterns-cache.rktd")] - [EXCEPTIONS-PATH (path->string (build-path dir "exceptions.rkt"))] + [EXCEPTIONS-PATH (build-path dir "exceptions.rkt")] [EXCEPTIONS-CACHE-PATH (build-path dir "compiled" "exceptions-cache.rktd")] [PATTERNS-ID 'patterns] [EXCEPTIONS-ID 'exceptions]) - #'(begin + #'(#%module-begin (define PATTERNS-ID (load-from-cache-if-possible PATTERNS-PATH PATTERN-CACHE-PATH 'PATTERNS-ID)) ;; a file-cached hash is immutable, so convert it (define EXCEPTIONS-ID (make-hash (hash->list (load-from-cache-if-possible EXCEPTIONS-PATH EXCEPTIONS-CACHE-PATH 'EXCEPTIONS-ID)))) diff --git a/hyphenate/hyphenate/us.rkt b/hyphenate/hyphenate/us.rkt index 2e031840..5978a3d8 100644 --- a/hyphenate/hyphenate/us.rkt +++ b/hyphenate/hyphenate/us.rkt @@ -1,3 +1,2 @@ -#lang racket/base -(require "private/bootstrap.rkt") -(build-main us) \ No newline at end of file +#lang s-exp "private/bootstrap.rkt" +us \ No newline at end of file From a06a8dcc75f114bf2b4dac397e3c5b47c2b561ac Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 26 Apr 2018 12:21:32 -0700 Subject: [PATCH 128/155] Add Rackets 6.11 & 6.12 --- hyphenate/.travis.yml | 2 ++ 1 file changed, 2 insertions(+) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index f3617938..35ec7f62 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -20,6 +20,8 @@ env: - RACKET_VERSION=6.8 - RACKET_VERSION=6.9 - RACKET_VERSION=6.10 + - RACKET_VERSION=6.11 + - RACKET_VERSION=6.12 - RACKET_VERSION=HEAD # You may want to test against certain versions of Racket, without From 0b8ca8201ad72af76c2d188053d7aaf7d366bf33 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 21 Jun 2018 16:29:59 -0700 Subject: [PATCH 129/155] improve handling of words with interCaps --- hyphenate/hyphenate/private/core.rkt | 24 ++++++++++++++---------- hyphenate/hyphenate/tests.rkt | 6 ++++-- 2 files changed, 18 insertions(+), 12 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index d6de034e..b921cd61 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -58,13 +58,13 @@ ;; a pattern is a list of subpatterns, each of which is a character possibly followed by a number. ;; also, the first position may just have a number. ([subpat (in-list (regexp-match* #px"^\\d?|(\\p{L}|\\p{P})\\d?" pat))]) - (define str (cond - [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] - [else ""])) - (define num (cond - [(regexp-match #px"\\d" subpat) => (compose1 string->natural car)] - [else 0])) - (values str num))) + (define str (cond + [(regexp-match #px"(\\p{L}|\\p{P})?" subpat) => car] + [else ""])) + (define num (cond + [(regexp-match #px"\\d" subpat) => (compose1 string->natural car)] + [else 0])) + (values str num))) (list (string-append* strs) nums)) @@ -161,10 +161,14 @@ (define (joiner->string joiner) (format "~a" joiner)) -(define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)]) +(define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)] [joiner default-joiner]) (let loop ([x x]) (cond - [(and (string? x) (not (omit-string x))) (proc x)] + [(and (string? x) (not (omit-string x))) + ;; handle intercapped words as capitalized pieces + (define letter-before-uc #px"(?<=\\p{Ll})(?=\\p{Lu}\\p{Ll})") ; match xXx but not xXX or XXX + (string-join (for/list ([x (in-list (string-split x letter-before-uc))]) + (proc x)) (joiner->string joiner))] [(and (txexpr? x) (not (omit-txexpr x))) (make-txexpr (get-tag x) (get-attrs x) (map loop (get-elements x)))] [else x]))) @@ -187,7 +191,7 @@ (string-join (word->hyphenation-points word word-cache pattern-cache min-length min-left-length min-right-length) (joiner->string joiner)) word)) (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) - (define result (apply-proc insert-hyphens x omit-string? omit-txexpr?)) + (define result (apply-proc insert-hyphens x omit-string? omit-txexpr? joiner)) ;; deleting from the main cache is cheaper than having to do two cache lookups for every word ;; (missing words will just be regenerated later) (for-each (λ (ee) (remove-exception-word word-cache ee)) extra-exceptions) diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index 329c4a39..461b3cb3 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -16,6 +16,8 @@ (check-equal? (hyphenate "ugly" #:min-length 1) "ug\u00ADly") (check-equal? (unhyphenate "poly\u00ADmor\u00ADphism") "polymorphism") (check-equal? (hyphenate "polymorphism" #\-) "poly-mor-phism") +(check-equal? (hyphenate "compotumi" #\-) "com-po-tu-mi") +(check-equal? (hyphenate "CompOtumi" #\-) "Comp-Otu-mi") (check-equal? (hyphenate "polymorphism" "foo") "polyfoomorfoophism") (check-equal? (unhyphenate "polyfoomorfoophism" "foo") "polymorphism") (check-equal? (hyphenate "circular polymorphism squandering") "cir\u00ADcu\u00ADlar poly\u00ADmor\u00ADphism squan\u00ADder\u00ADing") @@ -49,11 +51,11 @@ ;; omit strings that end with "s" -(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string ends-with-s) +#;(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-string ends-with-s) '(p (foo "curses tailfeathers") (foo "curs\u00ADes tail\u00ADfeath\u00ADer"))) ;; omit words that end with "s" -(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word ends-with-s) +#;(check-equal? (hyphenate '(p (foo "curses tailfeathers") (foo "curses tailfeather")) #:omit-word ends-with-s) '(p (foo "curses tailfeathers") (foo "curses tail\u00ADfeath\u00ADer"))) From 2fc1e9b65ca47568478c23c33b4d056508384464 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 26 Jun 2018 18:37:38 -0700 Subject: [PATCH 130/155] add exception --- hyphenate/hyphenate/us/exceptions.rkt | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/hyphenate/hyphenate/us/exceptions.rkt b/hyphenate/hyphenate/us/exceptions.rkt index 222774a4..b2c3f1e6 100644 --- a/hyphenate/hyphenate/us/exceptions.rkt +++ b/hyphenate/hyphenate/us/exceptions.rkt @@ -20,4 +20,5 @@ law-yered law-yer-ing law-yer-ly oki-na -oki-nas \ No newline at end of file +oki-nas +arc-min-ute \ No newline at end of file From b41dc3b02141ec83695ab7830cb1b728ff938111 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Sun, 15 Jul 2018 11:25:21 -0700 Subject: [PATCH 131/155] tiny refac --- hyphenate/hyphenate/private/core.rkt | 42 ++++++++++++++++------------ hyphenate/hyphenate/tests.rkt | 12 ++++---- 2 files changed, 30 insertions(+), 24 deletions(-) diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index b921cd61..401e91c6 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -18,7 +18,7 @@ (define word (string-replace ew "-" "")) ;; pattern has same number of points as word letters. 1 marks hyphenation point; 0 no hyphenation (define points - (cdr (map (λ(x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" ew)))) + (cdr (map (λ (x) (if (equal? x "-") 1 0)) (regexp-split #px"\\p{L}" ew)))) ;; use list here so we can `apply` in `add-exception-word` (list word points)) @@ -161,7 +161,7 @@ (define (joiner->string joiner) (format "~a" joiner)) -(define (apply-proc proc x [omit-string (λ(x) #f)] [omit-txexpr (λ(x) #f)] [joiner default-joiner]) +(define (apply-proc proc x [omit-string (λ (x) #f)] [omit-txexpr (λ (x) #f)] [joiner default-joiner]) (let loop ([x x]) (cond [(and (string? x) (not (omit-string x))) @@ -179,29 +179,35 @@ #:min-length [min-length default-min-length] #:min-left-length [min-left-length default-min-left-length] #:min-right-length [min-right-length default-min-right-length] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + #:omit-word [omit-word? (λ (x) #f)] + #:omit-string [omit-string? (λ (x) #f)] + #:omit-txexpr [omit-txexpr? (λ (x) #f)]) ;; todo?: connect this regexp pattern to the one used in word? predicate - (for-each (λ(ee) (add-exception-word word-cache ee)) extra-exceptions) + (for-each (λ (ee) (add-exception-word word-cache ee)) extra-exceptions) (define word-pattern #px"\\w+") ;; more restrictive than exception-word (define (replacer word . words) - (if (not (omit-word? word)) - (string-join (word->hyphenation-points word word-cache pattern-cache min-length min-left-length min-right-length) (joiner->string joiner)) - word)) - (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) - (define result (apply-proc insert-hyphens x omit-string? omit-txexpr? joiner)) - ;; deleting from the main cache is cheaper than having to do two cache lookups for every word - ;; (missing words will just be regenerated later) - (for-each (λ (ee) (remove-exception-word word-cache ee)) extra-exceptions) - result) + (if (omit-word? word) + word + (string-join (word->hyphenation-points word + word-cache + pattern-cache + min-length + min-left-length + min-right-length) + (joiner->string joiner)))) + (define (insert-hyphens text) (regexp-replace* word-pattern text replacer)) + (begin0 + (apply-proc insert-hyphens x omit-string? omit-txexpr? joiner) + ;; deleting from the main cache is cheaper than having to do two cache lookups for every word + ;; (missing words will just be regenerated later) + (for-each (λ (ee) (remove-exception-word word-cache ee)) extra-exceptions))) (define (unhyphenate x [joiner default-joiner] - #:omit-word [omit-word? (λ(x) #f)] - #:omit-string [omit-string? (λ(x) #f)] - #:omit-txexpr [omit-txexpr? (λ(x) #f)]) + #:omit-word [omit-word? (λ (x) #f)] + #:omit-string [omit-string? (λ (x) #f)] + #:omit-txexpr [omit-txexpr? (λ (x) #f)]) (define word-pattern (pregexp (format "[\\w~a]+" joiner))) (define (replacer word . words) (if (not (omit-word? word)) diff --git a/hyphenate/hyphenate/tests.rkt b/hyphenate/hyphenate/tests.rkt index 461b3cb3..fa420882 100644 --- a/hyphenate/hyphenate/tests.rkt +++ b/hyphenate/hyphenate/tests.rkt @@ -1,12 +1,12 @@ #lang racket/base (require (submod hyphenate safe) txexpr/base rackunit) -(define omit-em-tag (λ(x) (member (car x) '(em)))) -(define omit-p-tag (λ(x) (member (car x) '(p)))) -(define omit-foo-zam-tag (λ(x) (member (car x) '(foo zam)))) -(define ends-with-s (λ(x) (regexp-match #rx"s$" x))) -(define omit-script-tag (λ(x) (member (car x) '(script)))) -(define tx-with-attr (λ(x) (with-handlers ([exn:fail? (λ(exn) #f)]) +(define omit-em-tag (λ (x) (member (car x) '(em)))) +(define omit-p-tag (λ (x) (member (car x) '(p)))) +(define omit-foo-zam-tag (λ (x) (member (car x) '(foo zam)))) +(define ends-with-s (λ (x) (regexp-match #rx"s$" x))) +(define omit-script-tag (λ (x) (member (car x) '(script)))) +(define tx-with-attr (λ (x) (with-handlers ([exn:fail? (λ (exn) #f)]) (equal? (attr-ref x 'hyphens) "no-thanks")))) (check-equal? (hyphenate "edges") "edges") ;; word without matching patterns From a33546ab167bcd8dcc4e60a12f28ea23d8cf916a Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 8 Aug 2018 08:43:56 -0700 Subject: [PATCH 132/155] add Russian patterns --- hyphenate/hyphenate/private/core.rkt | 2 +- hyphenate/hyphenate/ru.rkt | 2 + hyphenate/hyphenate/ru/exceptions.rkt | 186 + hyphenate/hyphenate/ru/patterns.rkt | 7023 +++++++++++++++++++++++++ 4 files changed, 7212 insertions(+), 1 deletion(-) create mode 100644 hyphenate/hyphenate/ru.rkt create mode 100644 hyphenate/hyphenate/ru/exceptions.rkt create mode 100644 hyphenate/hyphenate/ru/patterns.rkt diff --git a/hyphenate/hyphenate/private/core.rkt b/hyphenate/hyphenate/private/core.rkt index 401e91c6..d3d86887 100644 --- a/hyphenate/hyphenate/private/core.rkt +++ b/hyphenate/hyphenate/private/core.rkt @@ -185,7 +185,7 @@ ;; todo?: connect this regexp pattern to the one used in word? predicate (for-each (λ (ee) (add-exception-word word-cache ee)) extra-exceptions) - (define word-pattern #px"\\w+") ;; more restrictive than exception-word + (define word-pattern #px"\\p{L}+") ;; more restrictive than exception-word (define (replacer word . words) (if (omit-word? word) word diff --git a/hyphenate/hyphenate/ru.rkt b/hyphenate/hyphenate/ru.rkt new file mode 100644 index 00000000..90164986 --- /dev/null +++ b/hyphenate/hyphenate/ru.rkt @@ -0,0 +1,2 @@ +#lang s-exp "private/bootstrap.rkt" +ru \ No newline at end of file diff --git a/hyphenate/hyphenate/ru/exceptions.rkt b/hyphenate/hyphenate/ru/exceptions.rkt new file mode 100644 index 00000000..8b74ba10 --- /dev/null +++ b/hyphenate/hyphenate/ru/exceptions.rkt @@ -0,0 +1,186 @@ +#lang hyphenate/private/exception-prep + +ас-бест +бездн +биз-нес-мен +буй-нак-ске +вбли-зи +взба-ла-муть-ся +вздрем-нешь +во-до-сли-вом +волж-ске +воп-лем +вопль +вост-ра +во-ткать +во-ткем +во-ткешь +во-тку +во-ткут +впол-обо-ро-та +впол-уха +все-во-лож-ске +вцспс +га-рем-но-го +го-ло-дра-нец +грэс +дву-зу-бец +днепр +добре-ем +до-бре-ем-ся +добре-ет +добре-е-те +до-бре-е-тесь +до-бре-ет-ся +добре-ешь +до-бре-ешь-ся +добрею +до-бре-юсь +добре-ют +до-бре-ют-ся +до-бре-сти +до-бро-дят +до-брось +до-брось-те +до-бро-сят +до-бро-шу +домну +доп-пель +драх-му +дрейф-лю +дрейфь-те +еди-но-жды +зав-сек-то-ром +за-мру +за-члись +из-древ-ле +изо-тру +ин-ког-ни-то +искр +ка-за-шек +казнь +кольд-кре-мом +корн-па-пир +ксендз +лик-бе-зом +ло-шадь-ми +людь-ми +лю-э-сом +ма-зу-те +ме-ти-лам +ме-ти-ла-ми +мно-га-жды +морщь-те +на-бе-крень +навз-ничь +на-вскид-ку +на-встре-чу +нагл +на-изусть +на-ис-ко-сок +наи-ме-нее +на-ис-кось +на-обо-рот +на-от-рез +на-супь-ся +на-угад +на-уголь-ник +не-ост-ра +нес-лась +нес-лись +нет-то +не-уду +обидь-ся +обо-шлось +об-ра-сти +од-на-жды +ослаб-ла +ото-мстят +ото-мщу +ото-тру +отру +отрусь +паб-ли-си-ти +па-на-ме +па-на-мец +па-ра-так-сис +пе-ре-вру +пе-ре-ме-жать +пе-ре-ме-жать-ся +пе-ре-шла +пис-чая +по-все-дне-вен +по-гре-мок +по-до-тру +по-ис-ти-не +по-лу-то-ра-ста +по-лу-явью +по-млад-ше +помни +по-мнись +помни-те +по-мни-тесь +по-мно-гу +по-мру +пол-вто-ро-го +пол-шка-фа +по-на-доб-люсь +по-трафь-те +преж-де +прид-ти +при-шла +при-шлось +про-тру +про-хлад-ца +пско-ва +пыл-че +раз-орем-ся +раз-оре-тесь +раз-орет-ся +раз-орешь-ся +разо-тру +ра-зу-мом +резв-люсь +рсфср +сан-узел +сдрейф-лю +се-го-дня +сме-жат +со-блю-сти +со-лжешь +сост-рим +сост-ришь +сост-рю +сост-рят +со-ткать +со-ткем +со-ткешь +сотку +со-ткут +срос-лась +срос-лись +стрем-глав +так-же +тве-ре-зо-го +те-ле-ате-лье +тер-но-сли-вом +троп-лю +тьфу +узу-фрукт +умнем +умнет +умнете +умну +умру +услышь-те +ушла +фо-то-пле-нок +ца-ре-дво-рец +че-рес-чур +чер-но-сли-вом +чресл +чуж-дость +шесть-де-сят +юсом +ядо-зу-бе +ярем-но-го diff --git a/hyphenate/hyphenate/ru/patterns.rkt b/hyphenate/hyphenate/ru/patterns.rkt new file mode 100644 index 00000000..a4848e08 --- /dev/null +++ b/hyphenate/hyphenate/ru/patterns.rkt @@ -0,0 +1,7023 @@ +#lang hyphenate/private/pattern-prep + +.аб1р +.аг1ро +.ади2 +.аи2 +.ак1р +.аль3я +.ар2т1о2 +.ас1то +.аст1р +.ау2 +.би2о +.во2б3л +.во3ж2д +.го2ф +.дек2 +.де1кв +.ди2ак +.ди1о +.до3п +.до3т2 +.епи3 +.зав2р +.за3м2н +.за3п +.иг1р +.изг2 +.из3н +.ии2 +.ик1р +.ио2 +.ио4на +.ис3 +.ле2о +.ле2п3р +.лес1к +.ль2 +.люст1 +.ме2ж1у2 +.ми1ом +.мо2к1 +.му2шт1 +.на1в +.на3т +.на3ш2 +.не3вн +.не1др +.не1з2 +.не1сл +.не1с2ц +.не3т +.нос1к +.нук1л +.обо3ж2 +.ово1 +.ог3н +.оз4 +.ос2ка +.ос2п +.ос3пи +.от1в +.от1ро +.от1ру +.от1уж +.по3в2 +.по3ж2 +.поз2н +.прос2 +.ра2с3т +.ре2бр +.ре2з3в +.ри2ск +.ри2ч +.ро2з3в +.ро2с3л +.ро2х +.септ2 +.ск2 +.ст2 +.су2ж +.те2о3 +.тиа3 +.ти2г +.тиг1р +.ти2о +.уб2 +.уд2 +.уе2 +.уз2на +.ук2 +.ум2ч +.уо3 +.уп2 +.ур2в +.ус2 +.ут2р +.ую2 +.хо2р3в +.че2с1к +.юс1 +4а3а +аа2п +аа2р +аа2ц +а1б +абе3ст +а3бла +аб2лю +аб1ри +а3бу +ав1в +а1ве +ав3зо +а1ви +ави2а +а1во +аво1с +а2вот +ав1ра +ав2се +а2вт +а1ву +а2вх +а3в2че +2ага +ага1с2 +а2гд +а2гити +а2гле +аг2ли +а2глос +аг2лот +2аго +а3гу +а1д +2адв +а2две +ад2жи +ади2од +а2дл +а2д1обл +ад1ро +а2д1ру +аду3ч +ад2ц +а2дын +а1е +ае2го +ае2ди +ае2л +а2еп +ае2ре +ае2с +аза4ш3 +азв2 +аз3вез +аз1вл +азг2 +аз1др +аз1об +аз2о1бр +а2зовь +а2золь +а1зори +аз2о1с +аз1р +а1и +аи2г1 +аи3гл +а2их +а1к +ак1в +1акк +ак2л +ак3лем +ако1б2 +2аконс +ако3т +2акри +ак1с +а1ла +а3лаг +а1ле +2алек +а3ли +ало1з +а1лу +алу2ш +алуш1т +а1лы +а2льщ +а1лю +2ама +амб4 +2амет +а2минт +ам2нет +2амо +амо1з2 +амои2 +а2мч +ана2дц +а2н1а2ме +а2наф +ан2дра +а2н1о2б +ан1о2хр +ан1р +ан2сп +анс1у +ан2сур +а2н1уз +а1нь +2а1о +ао2д +ао2к +ао2р +ао2с +аост1 +а3пла +ап2лом +2апо +апо4вс +апо3ч2т +ап2ра +ап1рел +а1ра +ара2ст +ар2бок +ар2вал +1аргу +а1ре +аре1дв +аре1ол +ар2жа +а1ри +а1ро +ар2тор +ар2т1р +а1ру +ар1х +а1ры +а1рю +а1ря +2ас1к +ас3ми +ас3но +1ассиг +аст1ву +ас3тем +ас2тин +ас2тия +ас1тоо +ас1тух +а1стье +ас2шед +ас2шес +а1сьи +а1та +1атак +ат3ва +ат1ви +ат1ву +2атез +а1ти +а1то +ат1обе +а2томн +ато2ш +ат1рах +ат1ри +а1ту +ат2х +а1ты +а1тье +а3тью +а3тья 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+8ю8с- +-ю8т8 +8ю8т- +-ю8у8 +8ю8у- +-ю8ф8 +8ю8ф- +-ю8х8 +8ю8х- +-ю8ц8 +8ю8ц- +-ю8ч8 +8ю8ч- +-ю8ш8 +8ю8ш- +-ю8щ8 +8ю8щ- +-ю8ъ8 +8ю8ъ- +-ю8ы8 +8ю8ы- +-ю8ь8 +8ю8ь- +-ю8э8 +8ю8э- +-ю8ю8 +8ю8ю- +-ю8я8 +8ю8я- +-я8а8 +8я8а- +-я8б8 +8я8б- +-я8в8 +8я8в- +-я8г8 +8я8г- +-я8д8 +8я8д- +-я8е8 +8я8е- +-я8ё8 +8я8ё- +-я8ж8 +8я8ж- +-я8з8 +8я8з- +-я8и8 +8я8и- +-я8й8 +8я8й- +-я8к8 +8я8к- +-я8л8 +8я8л- +-я8м8 +8я8м- +-я8н8 +8я8н- +-я8о8 +8я8о- +-я8п8 +8я8п- +-я8р8 +8я8р- +-я8с8 +8я8с- +-я8т8 +8я8т- +-я8у8 +8я8у- +-я8ф8 +8я8ф- +-я8х8 +8я8х- +-я8ц8 +8я8ц- +-я8ч8 +8я8ч- +-я8ш8 +8я8ш- +-я8щ8 +8я8щ- +-я8ъ8 +8я8ъ- +-я8ы8 +8я8ы- +-я8ь8 +8я8ь- +-я8э8 +8я8э- +-я8ю8 +8я8ю- +-я8я8 +8я8я- From 59f09f8a87ddfc39156211481968f56f1e2c0de0 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 8 Aug 2018 11:35:07 -0700 Subject: [PATCH 133/155] Update README.md --- hyphenate/README.md | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index 8db78af6..da0a2b7b 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -6,8 +6,12 @@ Racket implementation of the Knuth–Liang hyphenation algorithm. Install from the command line like so: raco pkg install hyphenate + +Later, you an update like so: + + raco pkg update hyphenate -Then require it in your Racket file, in standard mode: +Import in standard mode: (require hyphenate) From 18be3a8522277518e0bee1bc77488d1c6a7ee95a Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 8 Aug 2018 11:35:28 -0700 Subject: [PATCH 134/155] Update README.md --- hyphenate/README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/README.md b/hyphenate/README.md index da0a2b7b..d912d8fa 100644 --- a/hyphenate/README.md +++ b/hyphenate/README.md @@ -15,7 +15,7 @@ Import in standard mode: (require hyphenate) -In safe mode (with contracts): +Or in safe mode (adds contracts): (require (submod hyphenate safe)) From 085622c73cfd326e430164ed7c77f3c0d0305a32 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Wed, 8 Aug 2018 11:37:37 -0700 Subject: [PATCH 135/155] update docs --- hyphenate/hyphenate/scribblings/hyphenate.scrbl | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl index f8a87f37..5b102ea2 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -219,7 +219,11 @@ There is no way to use @racket[hyphenate] in ``polyglot'' mode, where English an (fr:hyphenate "formidable" #\-) ] +@section{Russian} +@defmodule[#:multi (hyphenate/ru (submod hyphenate/ru safe))] + +Russian hyphenation is available by importing the module as @racketmodname[hyphenate/ru] or @racketmodname[(submod hyphenate/ru safe)] and using the @racket[hyphenate] function normally. (Hat tip to Natanael de Kross for the patterns.) @section{License & source code} From 90466ca6cf3b140be79d7601749dc7487f3381ad Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 20 Nov 2018 10:19:56 -0800 Subject: [PATCH 136/155] Update .travis.yml --- hyphenate/.travis.yml | 20 ++++++++++++-------- 1 file changed, 12 insertions(+), 8 deletions(-) diff --git a/hyphenate/.travis.yml b/hyphenate/.travis.yml index 35ec7f62..942d340a 100644 --- a/hyphenate/.travis.yml +++ b/hyphenate/.travis.yml @@ -10,25 +10,29 @@ env: - RACKET_DIR=~/racket matrix: - RACKET_VERSION=6.0 - - RACKET_VERSION=6.1 - - RACKET_VERSION=6.2 + # - RACKET_VERSION=6.1 + # - RACKET_VERSION=6.2 - RACKET_VERSION=6.3 - - RACKET_VERSION=6.4 - - RACKET_VERSION=6.5 + # - RACKET_VERSION=6.4 + # - RACKET_VERSION=6.5 - RACKET_VERSION=6.6 - - RACKET_VERSION=6.7 - - RACKET_VERSION=6.8 + # - RACKET_VERSION=6.7 + # - RACKET_VERSION=6.8 - RACKET_VERSION=6.9 - - RACKET_VERSION=6.10 - - RACKET_VERSION=6.11 + # - RACKET_VERSION=6.10 + # - RACKET_VERSION=6.11 - RACKET_VERSION=6.12 + - RACKET_VERSION=7.0 + - RACKET_VERSION=7.1 - RACKET_VERSION=HEAD + - RACKET_VERSION=HEADCS # You may want to test against certain versions of Racket, without # having them count against the overall success/failure. matrix: allow_failures: # - env: RACKET_VERSION=HEAD + - env: RACKET_VERSION=HEADCS # Fast finish: Overall build result is determined as soon as any of # its rows have failed, or, all of its rows that aren't allowed to # fail have succeeded. From 44859fac614beda350e2294e22c72cb92e36a00f Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Tue, 8 Jan 2019 09:55:53 -0800 Subject: [PATCH 137/155] Russian credit --- hyphenate/hyphenate/scribblings/hyphenate.scrbl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl index 5b102ea2..b1fc71ab 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -223,7 +223,7 @@ There is no way to use @racket[hyphenate] in ``polyglot'' mode, where English an @defmodule[#:multi (hyphenate/ru (submod hyphenate/ru safe))] -Russian hyphenation is available by importing the module as @racketmodname[hyphenate/ru] or @racketmodname[(submod hyphenate/ru safe)] and using the @racket[hyphenate] function normally. (Hat tip to Natanael de Kross for the patterns.) +Russian hyphenation is available by importing the module as @racketmodname[hyphenate/ru] or @racketmodname[(submod hyphenate/ru safe)] and using the @racket[hyphenate] function normally. (Hat tip to Natanael de Kross for finding the patterns, originally created by Alexander I. Lebedev.) @section{License & source code} From dd15497ef399f11e7befa968b293c8dcdfff6803 Mon Sep 17 00:00:00 2001 From: Matthew Butterick Date: Thu, 10 Jan 2019 14:23:35 -0800 Subject: [PATCH 138/155] stop the barbarism --- .../hyphenate/scribblings/hyphenate.scrbl | 20 +++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/hyphenate/hyphenate/scribblings/hyphenate.scrbl b/hyphenate/hyphenate/scribblings/hyphenate.scrbl index b1fc71ab..0120c6fe 100644 --- a/hyphenate/hyphenate/scribblings/hyphenate.scrbl +++ b/hyphenate/hyphenate/scribblings/hyphenate.scrbl @@ -41,9 +41,9 @@ Safe mode enables the function contracts documented below. Use safe mode by impo [#:min-length length (or/c integer? false?) 5] [#:min-left-length left-length (or/c (and/c integer? positive?) #f) 2] [#:min-right-length right-length (or/c (and/c integer? positive?) #f) 2] -[#:omit-word word-test (string? . -> . any/c) (λ(x) #f)] -[#:omit-string string-test (string? . -> . any/c) (λ(x) #f)] -[#:omit-txexpr txexpr-test (txexpr? . -> . any/c) (λ(x) #f)]) +[#:omit-word word-test (string? . -> . any/c) (λ (x) #f)] +[#:omit-string string-test (string? . -> . any/c) (λ (x) #f)] +[#:omit-txexpr txexpr-test (txexpr? . -> . any/c) (λ (x) #f)]) xexpr/c] Hyphenate @racket[_xexpr] by calculating hyphenation points and inserting @racket[_joiner] at those points. By default, @racket[_joiner] is the soft hyphen (Unicode 00AD = decimal 173). Words shorter than @racket[#:min-length] @racket[_length] will not be hyphenated. To hyphenate words of any length, use @racket[#:min-length] @racket[#f]. @@ -122,7 +122,7 @@ If you're working with HTML, be careful not to include any @code{