diff --git a/cache.rkt b/pollen/cache.rkt similarity index 100% rename from cache.rkt rename to pollen/cache.rkt diff --git a/command.rkt b/pollen/command.rkt similarity index 100% rename from command.rkt rename to pollen/command.rkt diff --git a/convert.rkt b/pollen/convert.rkt similarity index 100% rename from convert.rkt rename to pollen/convert.rkt diff --git a/debug.rkt b/pollen/debug.rkt similarity index 100% rename from debug.rkt rename to pollen/debug.rkt diff --git a/decode.rkt b/pollen/decode.rkt similarity index 100% rename from decode.rkt rename to pollen/decode.rkt diff --git a/pollen/doc/doc-site.css b/pollen/doc/doc-site.css new file mode 100644 index 0000000..e69de29 diff --git a/pollen/doc/doc-site.js b/pollen/doc/doc-site.js new file mode 100644 index 0000000..e69de29 diff --git a/pollen/doc/manual-fonts.css b/pollen/doc/manual-fonts.css new file mode 100644 index 0000000..f223645 --- /dev/null +++ b/pollen/doc/manual-fonts.css @@ -0,0 +1,338 @@ +@font-face { 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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 diff --git a/pollen/doc/manual-racket.css b/pollen/doc/manual-racket.css new file mode 100644 index 0000000..bd83096 --- /dev/null +++ b/pollen/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/pollen/doc/manual-style.css b/pollen/doc/manual-style.css new file mode 100644 index 0000000..a4bc28a --- /dev/null +++ b/pollen/doc/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/pollen/doc/pollen/blueboxes.rktd b/pollen/doc/pollen/blueboxes.rktd new file mode 100644 index 0000000..0d5ef34 --- /dev/null +++ b/pollen/doc/pollen/blueboxes.rktd @@ -0,0 +1,335 @@ +5779 +((3) 0 () 8 ((q lib "pollen/world.rkt") (q lib "pollen/file.rkt") (q lib "pollen/cache.rkt") (q lib "pollen/pagetree.rkt") (q lib "pollen/template.rkt") (q lib "pollen/decode.rkt") (q lib "pollen/top.rkt") (q lib "pollen/render.rkt")) () (h ! (equal) ((c def c (c (? . 0) q world:template-meta-key)) q (10191 . 2)) ((c def c (c (? . 0) q world:mode-markup)) q (9750 . 2)) ((c def c (c (? . 1) q pagetree-source?)) q (3638 . 3)) ((c def c (c (? . 5) q register-block-tag)) q (2127 . 3)) ((c def c (c (? . 0) q world:fallback-template)) q (10126 . 2)) ((c def c (c (? . 2) q make-cache)) q (263 . 2)) ((c def c (c (? . 1) q has/is-scribble-source?)) q (4292 . 3)) ((c def c (c (? . 3) q parent)) q (5264 . 4)) ((c def c (c (? . 4) q select-from-metas)) q (8214 . 4)) ((c def c (c (? . 2) q cache-ref)) q (332 . 3)) ((c def c (c (? . 3) q siblings)) q (5558 . 4)) ((c def c (c (? . 0) q world:default-template-prefix)) q (10067 . 2)) ((c def c (c (? . 0) q world:markup-source-ext)) q (9229 . 2)) ((c def c (c (? . 0) q world:decodable-extensions)) q (9541 . 3)) ((c def c (c (? . 4) q ->html)) q (7825 . 3)) ((c def c (c (? . 3) q in-pagetree?)) q (6387 . 4)) ((c def c (c (? . 4) q select*)) q (8044 . 4)) ((c def c (c (? . 0) q world:preproc-source-ext)) q (9178 . 2)) ((c def c (c (? . 2) q current-cache)) q (0 . 5)) ((c def c (c (? . 0) q world:main-pollen-export)) q (8652 . 2)) ((c def c (c (? . 0) q world:newline)) q (10247 . 2)) ((c def c (c (? . 1) q has-markup-source?)) q (3765 . 3)) ((c def c (c (? . 0) q world:template-source-ext)) q (9434 . 2)) ((c def c (c (? . 1) q ->scribble-source-path)) q (4626 . 3)) ((c def c (c (? . 7) q get-template-for)) q (7716 . 3)) ((c def c (c (? . 1) q has-template-source?)) q (3829 . 3)) ((c def c (c (? . 1) q null-source?)) q (3518 . 3)) ((c def c (c (? . 1) q markup-source?)) q (3396 . 3)) ((c def c (c (? . 0) q world:paragraph-separator)) q (10350 . 2)) ((c def c (c (? . 4) q select)) q (7885 . 4)) ((c form c (c (? . 6) q def/c)) q (8633 . 2)) ((c def c (c (? . 0) q world:server-extras-dir)) q (8983 . 2)) ((c def c (c (? . 5) q whitespace/nbsp?)) q (2314 . 3)) ((c def c (c (? . 1) q has/is-preproc-source?)) q (4023 . 3)) ((c def c (c (? . 5) q detect-linebreaks)) q (2502 . 8)) ((c def c (c (? . 5) q smart-quotes)) q (2376 . 3)) ((c def c (c (? . 1) q ->null-source-path)) q (4562 . 3)) ((c def c (c (? . 1) q has/is-template-source?)) q (4158 . 3)) ((c def c (c (? . 0) q world:dashboard-css)) q (10405 . 2)) ((c def c (c (? . 1) q ->output-path)) q (4694 . 3)) ((c def c (c (? . 5) q smart-dashes)) q (2439 . 3)) ((c def c (c (? . 3) q previous*)) q (5854 . 4)) ((c def c (c (? . 0) q world:paths-excluded-from-dashboard)) q (10461 . 3)) ((c def c (c (? . 5) q decode)) q (407 . 26)) ((c def c (c (? . 1) q has-scribble-source?)) q (3957 . 3)) ((c form c (c (? . 6) q #%top)) q (8612 . 2)) ((c def c (c (? . 3) q next*)) q (6157 . 4)) ((c def c (c (? . 3) q pagenodeish?)) q (5023 . 3)) ((c def c (c (? . 3) q children)) q (5410 . 4)) ((c def c (c (? . 0) q world:scribble-source-ext)) q (9486 . 2)) ((c def c (c (? . 7) q render)) q (6589 . 4)) ((c def c (c (? . 1) q ->preproc-source-path)) q (4361 . 3)) ((c def c (c (? . 2) q cached-require)) q (107 . 4)) ((c def c (c (? . 1) q has-preproc-source?)) q (3700 . 3)) ((c def c (c (? . 5) q block-txexpr?)) q (2198 . 3)) ((c def c (c (? . 0) q world:mode-auto)) q (9660 . 2)) ((c def c (c (? . 0) q world:check-project-requires-in-render?)) q (8824 . 5)) ((c def c (c (? . 1) q scribble-source?)) q (3576 . 3)) ((c def c (c (? . 3) q validate-pagetree)) q (4840 . 3)) ((c def c (c (? . 0) q world:pagetree-source-ext)) q (9379 . 2)) ((c def c (c (? . 4) q select-from-doc)) q (8376 . 4)) ((c def c (c (? . 3) q pagetree->list)) q (6312 . 3)) ((c def c (c (? . 3) q pagenode?)) q (4936 . 3)) ((c def c (c (? . 0) q world:mode-pagetree)) q (9850 . 2)) ((c def c (c (? . 0) q world:markdown-source-ext)) q (9279 . 2)) ((c def c (c (? . 3) q next)) q (6013 . 4)) ((c def c (c (? . 0) q world:meta-pollen-export)) q (8704 . 2)) ((c def c (c (? . 1) q has/is-markup-source?)) q (4091 . 3)) ((c def c (c (? . 2) q reset-cache)) q (297 . 2)) ((c def c (c (? . 1) q has-null-source?)) q (3895 . 3)) ((c def c (c (? . 0) q world:linebreak-separator)) q (10288 . 2)) ((c def c (c (? . 1) q template-source?)) q (3456 . 3)) ((c def c (c (? . 3) q previous)) q (5706 . 4)) ((c def c (c (? . 5) q project-block-tags)) q (1963 . 5)) ((c def c (c (? . 1) q ->template-source-path)) q (4494 . 3)) ((q def ((lib "pollen/tag.rkt") make-tag-function)) q (8536 . 3)) ((c def c (c (? . 1) q ->markup-source-path)) q (4428 . 3)) ((c def c (c (? . 7) q render-to-file)) q (6741 . 7)) ((c def c (c (? . 0) q world:command-marker)) q (10020 . 2)) ((c def c (c (? . 0) q world:current-server-extras-path)) q (9045 . 5)) ((c def c (c (? . 0) q world:mode-markdown)) q (9798 . 2)) ((c def c (c (? . 0) q world:default-pagetree)) q (9899 . 2)) ((c def c (c (? . 7) q render-to-file-if-needed)) q (7023 . 9)) ((c def c (c (? . 3) q path->pagenode)) q (6525 . 3)) ((c def c (c (? . 5) q detect-paragraphs)) q (2828 . 11)) ((c def c (c (? . 1) q has/is-null-source?)) q (4227 . 3)) ((c def c (c (? . 3) q current-pagetree)) q (5145 . 5)) ((c def c (c (? . 5) q whitespace?)) q (2257 . 3)) ((c def c (c (? . 7) q render-pagetree)) q (7561 . 5)) ((c def c (c (? . 7) q render-batch)) q (7466 . 3)) ((c def c (c (? . 0) q world:null-source-ext)) q (9332 . 2)) ((c def c (c (? . 0) q world:mode-preproc)) q (9704 . 2)) ((c def c (c (? . 3) q pagetree?)) q (4753 . 3)) ((c def c (c (? . 0) q world:project-require)) q (8758 . 2)) ((c def c (c (? . 3) q ->pagenode)) q (5081 . 3)) ((c def c (c (? . 1) q preproc-source?)) q (3335 . 3)) ((c def c (c (? . 0) q world:pagetree-root-node)) q (9958 . 2)))) +parameter +(current-cache) -> hash? +(current-cache hash) -> void? +  hash : hash? + = (make-cache) +procedure +(cached-require source-path key) -> (or/c txexpr? hash? integer?) +  source-path : pathish? +  key : (or/c 'doc 'metas 'mod-time) +procedure +(make-cache) -> hash? +procedure +(reset-cache) -> void? +procedure +(cache-ref source-path) -> hash? +  source-path : pathish? +procedure +(decode  tagged-xexpr       +   [#:txexpr-tag-proc txexpr-tag-proc       +    #:txexpr-attrs-proc txexpr-attrs-proc       +    #:txexpr-elements-proc txexpr-elements-proc      +    #:block-txexpr-proc block-txexpr-proc       +    #:inline-txexpr-proc inline-txexpr-proc       +    #:string-proc string-proc       +    #:symbol-proc symbol-proc       +    #:valid-char-proc valid-char-proc       +    #:cdata-proc cdata-proc       +    #:exclude-tags tags-to-exclude])  -> txexpr? +  tagged-xexpr : txexpr? +  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?) +     = (λ(tag) tag) +  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?) +     = (λ(attrs) attrs) +  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?) +     = (λ(elements) elements) +  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx) +  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx) +  string-proc : (string? . -> . xexpr?) = (λ(str) str) +  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym) +  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc) +  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata) +  tags-to-exclude : (listof symbol?) = null +parameter +(project-block-tags) -> (listof txexpr-tag?) +(project-block-tags block-tags) -> void? +  block-tags : (listof txexpr-tag?) + = html-block-tags +procedure +(register-block-tag tag) -> void? +  tag : txexpr-tag? +procedure +(block-txexpr? v) -> boolean? +  v : any/c +procedure +(whitespace? v) -> boolean? +  v : any/c +procedure +(whitespace/nbsp? v) -> boolean? +  v : any/c +procedure +(smart-quotes str) -> string? +  str : string? +procedure +(smart-dashes str) -> string? +  str : string? +procedure +(detect-linebreaks  tagged-xexpr-elements   +   [#:separator linebreak-sep  +    #:insert linebreak])   + -> txexpr-elements? +  tagged-xexpr-elements : txexpr-elements? +  linebreak-sep : string? = world:linebreak-separator +  linebreak : xexpr? = '(br) +procedure +(detect-paragraphs  elements   +   [#:separator paragraph-sep   +    #:tag paragraph-tag   +    #:linebreak-proc linebreak-proc])  + -> txexpr-elements? +  elements : txexpr-elements? +  paragraph-sep : string? = world:paragraph-separator +  paragraph-tag : symbol? = 'p +  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?) +     = detect-linebreaks +procedure +(preproc-source? v) -> boolean? +  v : any/c +procedure +(markup-source? v) -> boolean? +  v : any/c +procedure +(template-source? v) -> boolean? +  v : any/c +procedure +(null-source? v) -> boolean? +  v : any/c +procedure +(scribble-source? v) -> boolean? +  v : any/c +procedure +(pagetree-source? v) -> boolean? +  v : any/c +procedure +(has-preproc-source? v) -> boolean? +  v : any/c +procedure +(has-markup-source? v) -> boolean? +  v : any/c +procedure +(has-template-source? v) -> boolean? +  v : any/c +procedure +(has-null-source? v) -> boolean? +  v : any/c +procedure +(has-scribble-source? v) -> boolean? +  v : any/c +procedure +(has/is-preproc-source? v) -> boolean? +  v : any/c +procedure +(has/is-markup-source? v) -> boolean? +  v : any/c +procedure +(has/is-template-source? v) -> boolean? +  v : any/c +procedure +(has/is-null-source? v) -> boolean? +  v : any/c +procedure +(has/is-scribble-source? v) -> boolean? +  v : any/c +procedure +(->preproc-source-path p) -> path? +  p : pathish? +procedure +(->markup-source-path p) -> path? +  p : pathish? +procedure +(->template-source-path p) -> path? +  p : pathish? +procedure +(->null-source-path p) -> path? +  p : pathish? +procedure +(->scribble-source-path p) -> path? +  p : pathish? +procedure +(->output-path p) -> path? +  p : pathish? +procedure +(pagetree? possible-pagetree) -> boolean? +  possible-pagetree : any/c +procedure +(validate-pagetree possible-pagetree) -> pagetree? +  possible-pagetree : any/c +procedure +(pagenode? possible-pagenode) -> boolean? +  possible-pagenode : any/c +procedure +(pagenodeish? v) -> boolean? +  v : any/c +procedure +(->pagenode v) -> pagenode? +  v : pagenodeish? +parameter +(current-pagetree) -> pagetree? +(current-pagetree pagetree) -> void? +  pagetree : pagetree? + = #f +procedure +(parent p [pagetree]) -> (or/c #f pagenode?) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(children p [pagetree]) -> (or/c #f pagenode?) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(siblings p [pagetree]) -> (or/c #f pagenode?) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(previous p [pagetree]) -> (or/c #f pagenode?) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(previous* p [pagetree]) -> (or/c #f (listof pagenode?)) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(next p [pagetree]) -> (or/c #f pagenode?) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(next* p [pagetree]) -> (or/c #f (listof pagenode?)) +  p : (or/c #f pagenodeish?) +  pagetree : pagetree? = (current-pagetree) +procedure +(pagetree->list pagetree) -> list? +  pagetree : pagetree? +procedure +(in-pagetree? pagenode [pagetree]) -> boolean? +  pagenode : pagenode? +  pagetree : pagetree? = (current-pagetree) +procedure +(path->pagenode p) -> pagenode? +  p : pathish? +procedure +(render source-path [template-path]) -> bytes? +  source-path : complete-path? +  template-path : (or/c #f complete-path?) = #f +procedure +(render-to-file  source-path       +   [template-path      +    output-path]) -> void? +  source-path : complete-path? +  template-path : (or/c #f complete-path?) = #f +  output-path : (or/c #f complete-path?) = #f +procedure +(render-to-file-if-needed  source-path       +   [template-path       +    output-path       +    #:force force-render?]) -> void? +  source-path : complete-path? +  template-path : (or/c #f complete-path?) = #f +  output-path : (or/c #f complete-path?) = #f +  force-render? : boolean? = #f +procedure +(render-batch source-paths ...) -> void? +  source-paths : (listof pathish?) +procedure +(render-pagetree pagetree) -> void? +  pagetree : pagetree? +(render-pagetree pagetree-source) -> void? +  pagetree-source : pathish? +procedure +(get-template-for source-path) -> (or/c #f complete-path?) +  source-path : complete-path? +procedure +(->html xexpr) -> string? +  xexpr : xexpr? +procedure +(select key value-source) -> (or/c #f txexpr-element?) +  key : symbolish? +  value-source : (or/c hash? txexpr? pagenode? pathish?) +procedure +(select* key value-source) -> (or/c #f (listof txexpr-element?)) +  key : symbolish? +  value-source : (or/c hash? txexpr? pagenode? pathish?) +procedure +(select-from-metas key meta-source) -> (or/c #f txexpr-element?) +  key : symbolish? +  meta-source : (or/c hash? pagenodeish? pathish?) +procedure +(select-from-doc key doc-source) -> (or/c #f txexpr-element?) +  key : symbolish? +  doc-source : (or/c txexpr? pagenodeish? pathish?) +procedure +(make-tag-function id) -> (-> txexpr?) +  id : txexpr-tag? +syntax +(#%top . id) +syntax +(def/c id) +value +world:main-pollen-export : symbol? = 'doc +value +world:meta-pollen-export : symbol? = 'metas +value +world:project-require : string? = "project-require.rkt" +parameter +(world:check-project-requires-in-render?) -> boolean? +(world:check-project-requires-in-render? check?) -> void? +  check? : boolean? + = #t +value +world:server-extras-dir : string? = "server-extras" +parameter +(world:current-server-extras-path) -> path? +(world:current-server-extras-path dir) -> void? +  dir : path? + = #f +value +world:preproc-source-ext : symbol? = 'pp +value +world:markup-source-ext : symbol? = 'pm +value +world:markdown-source-ext : symbol? = 'pmd +value +world:null-source-ext : symbol? = 'p +value +world:pagetree-source-ext : symbol? = 'ptree +value +world:template-source-ext : symbol? = 'pt +value +world:scribble-source-ext : symbol? = 'scrbl +value +world:decodable-extensions : (listof symbol?) + = (list world:markup-source-ext world:pagetree-source-ext) +value +world:mode-auto : symbol? = 'auto +value +world:mode-preproc : symbol? = 'pre +value +world:mode-markup : symbol? = 'markup +value +world:mode-markdown : symbol? = 'markdown +value +world:mode-pagetree : symbol? = 'ptree +value +world:default-pagetree : string? = "index.ptree" +value +world:pagetree-root-node : symbol? = 'pagetree-root +value +world:command-marker : char? = #\◊ +value +world:default-template-prefix : string? = "main" +value +world:fallback-template : string? = "fallback.html.pt" +value +world:template-meta-key : symbol? = 'template +value +world:newline : string? = "\n" +value +world:linebreak-separator : string? = world:newline +value +world:paragraph-separator : string? = "\n\n" +value +world:dashboard-css : string? = "poldash.css" +value +world:paths-excluded-from-dashboard : (listof path?) + = (map string->path (list "poldash.css" "compiled")) diff --git a/pollen/doc/pollen/in.sxref b/pollen/doc/pollen/in.sxref new file mode 100644 index 0000000..1683aa0 Binary files /dev/null and b/pollen/doc/pollen/in.sxref differ diff --git a/pollen/doc/pollen/index.html b/pollen/doc/pollen/index.html new file mode 100644 index 0000000..6cb592f --- /dev/null +++ b/pollen/doc/pollen/index.html @@ -0,0 +1,33 @@ + +Pollen: the book is a program
Pollen:   the book is a program
1 Installation
2 Quick start
2.1 You had me at Hello World
2.2 The plot thickens
2.3 Making an HTML page with Pollen
2.3.1 Making an HTML page with Pollen in decoder mode
2.3.2 Using the Pollen dashboard
3 Why I made Pollen
3.1 The web-development problem
3.1.1 Why not a content management system, like Word  Press?
3.1.2 Why not a CSS preprocessor, like Sass or LESS?
3.1.3 Why not a static blog generator, like Jekyll or Pelican?
3.1.4 Why not a dynamic templating system, like Bottle?
4 Source formats
5 ◊ command overview
5.1 The golden rule
5.2 The lozenge glyph (◊)
5.3 The two command modes:   text mode & Racket mode
5.3.1 The command name
5.3.1.1 Invoking tag functions
5.3.1.2 Invoking other functions
5.3.1.3 Inserting the value of a variable
5.3.1.4 Inserting a comment
5.3.2 The Racket arguments
5.3.3 The text argument
5.4 Further reading
6 Module reference
6.1 Cache
current-cache
cached-require
make-cache
reset-cache
cache-ref
6.2 Decode
decode
6.2.1 Blocks
project-block-tags
register-block-tag
block-txexpr?
6.2.2 Typography
whitespace?
whitespace/  nbsp?
smart-quotes
smart-dashes
detect-linebreaks
detect-paragraphs
6.3 Files
preproc-source?
markup-source?
template-source?
null-source?
scribble-source?
pagetree-source?
has-preproc-source?
has-markup-source?
has-template-source?
has-null-source?
has-scribble-source?
has/  is-preproc-source?
has/  is-markup-source?
has/  is-template-source?
has/  is-null-source?
has/  is-scribble-source?
->preproc-source-path
->markup-source-path
->template-source-path
->null-source-path
->scribble-source-path
->output-path
6.4 Pagetrees
pagetree?
validate-pagetree
pagenode?
pagenodeish?
->pagenode
6.4.1 Navigation
current-pagetree
parent
children
siblings
previous
previous*
next
next*
6.4.2 Utilities
pagetree->list
in-pagetree?
path->pagenode
6.5 Render
render
render-to-file
render-to-file-if-needed
render-batch
render-pagetree
get-template-for
6.6 Template
->html
select
select*
select-from-metas
select-from-doc
6.7 Tag
make-tag-function
6.8 Top
#%top
def/  c
6.9 World
world:  main-pollen-export
world:  meta-pollen-export
world:  project-require
world:  check-project-requires-in-render?
world:  server-extras-dir
world:  current-server-extras-path
world:  preproc-source-ext
world:  markup-source-ext
world:  markdown-source-ext
world:  null-source-ext
world:  pagetree-source-ext
world:  template-source-ext
world:  scribble-source-ext
world:  decodable-extensions
world:  mode-auto
world:  mode-preproc
world:  mode-markup
world:  mode-markdown
world:  mode-pagetree
world:  default-pagetree
world:  pagetree-root-node
world:  command-marker
world:  default-template-prefix
world:  fallback-template
world:  template-meta-key
world:  newline
world:  linebreak-separator
world:  paragraph-separator
world:  dashboard-css
world:  paths-excluded-from-dashboard
7 License & source code
6.0.0.5

Pollen: the book is a program

Matthew Butterick <mb@mbtype.com>

Pollen is a publishing system that helps authors create beautiful and functional web-based books. Pollen includes tools for writing, designing, programming, testing, and publishing.

I used Pollen to create my book Butterick’s Practical Typography. Sure, go take a look. Is it better than the last digital book you encountered? Yes it is. Would you like your book to look like that? If so, keep reading.

At the core of Pollen is an argument: +
  • First, that digital books should be the best books we’ve ever had. So far, they’re not even close.

  • Second, that because digital books are software, an author shouldn’t think of a book as merely data. The book is a program.

  • Third, that the way we make digital books better than their predecessors is by exploiting this programmability.

That’s what Pollen is for.

Not that you need to be a programmer to use Pollen. On the contrary, the Pollen language is markup-based, so you can write & edit text naturally. But when you want to automate repetitive tasks, add cross-references, or pull in data from other sources, you can access a full programming language from within the text.

That language is Racket. I chose Racket because while the idea for Pollen had been with me for several years, it simply wasn’t possible to build it with other languages. So if it’s unfamiliar to you, don’t panic. It was unfamiliar to me. Once you see what you can do with Pollen & Racket, you may be persuaded. I was.

Or, if you can find a better digital publishing tool, use that. Personally, I’m never going back to the way I used to work.

    1 Installation

    2 Quick start

      2.1 You had me at Hello World

      2.2 The plot thickens

      2.3 Making an HTML page with Pollen

        2.3.1 Making an HTML page with Pollen in decoder mode

        2.3.2 Using the Pollen dashboard

    3 Why I made Pollen

      3.1 The web-development problem

        3.1.1 Why not a content management system, like WordPress?

        3.1.2 Why not a CSS preprocessor, like Sass or LESS?

        3.1.3 Why not a static blog generator, like Jekyll or Pelican?

        3.1.4 Why not a dynamic templating system, like Bottle?

    4 Source formats

    5 ◊ command overview

      5.1 The golden rule

      5.2 The lozenge glyph (◊)

      5.3 The two command modes: text mode & Racket mode

        5.3.1 The command name

          5.3.1.1 Invoking tag functions

          5.3.1.2 Invoking other functions

          5.3.1.3 Inserting the value of a variable

          5.3.1.4 Inserting a comment

        5.3.2 The Racket arguments

        5.3.3 The text argument

      5.4 Further reading

    6 Module reference

      6.1 Cache

      6.2 Decode

        6.2.1 Blocks

        6.2.2 Typography

      6.3 Files

      6.4 Pagetrees

        6.4.1 Navigation

        6.4.2 Utilities

      6.5 Render

      6.6 Template

      6.7 Tag

      6.8 Top

      6.9 World

    7 License & source code

1 Installation

Install Racket, which includes DrRacket.

Install Pollen from the command line: +

raco pkg install pollen

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

raco pkg update pollen

2 Quick start

2.1 You had me at Hello World

Launch DrRacket. Open a new document.

Change the top line to #lang pollen. This will be the first line of any source file where you want to invoke the Pollen language.

Type Hello World underneath.

Run the file by clicking the Run button, or typing cmd-R.

The result window will show Hello World.

Congratulations, you’ve made your first Pollen document.

If you like, change the text and run the file again. The new text will appear in the result window.

Pollen is a programming language that operates in text mode by default. Meaning, all plain text in the source file is considered valid input, and gets passed through intact.

2.2 The plot thickens

Start a new Pollen document. Remember to change the top line.

Underneath, type Hello (+ 1 2) Worlds. The character before the left parenthesis is called a lozenge. Type it by [doing such and such].

Ask yourself: what are you likely to get when you run the file?

OK, now run the file.

The result will be Hello 3 Worlds. Hopefully, that’s what you expected.

Feel free to change the numbers inside the parenthesized expression and run the file again. The printed sum will change. You can also change the + sign to a * sign and make really big numbers. If you want to see your first stupid Pollen trick, type Hello (/ 38 57) of a World and watch what happens.

Erase everything but the top line.

Type this: (define name "Roxy") Hello ◊name.

What do you suppose you’ll get this time?

Run the file. You’ll see Hello Roxy.

The lozenge character (◊) tells Pollen to interpret what follows as code rather than plain text. This character is therefore the gateway to all the programming functions available in Pollen. In the first case, it denoted a math expression. In the second case, it denoted the definition of a variable, and then the variable itself.

2.3 Making an HTML page with Pollen

By default, Pollen operates in preprocessor mode. That means it evaluates all the expressions in your document, renders each as text, and then outputs the whole document as a text file.

In this tutorial, you’re going to make an HTML file. But you can use Pollen as a preprocessor for any kind of text file.

That means Pollen can act as a preprocessor for CSS, JavaScript, XML — and even source files for other programming languages.

2.3.1 Making an HTML page with Pollen in decoder mode
2.3.2 Using the Pollen dashboard

3 Why I made Pollen

The nerds have already raced ahead to the quick tutorial. That’s okay. Because software isn’t just data structures and functions. It’s ideas, and choices, and policies. It’s design.

I created Pollen to overcome certain tool limitations that surfaced repeatedly in my work. If you agree with my characterization of those problems, then you’ll probably like the solution that Pollen offers.

If not, you probably won’t.

3.1 The web-development problem

I made my first web page in 1994, shortly after the web was invented. I opened my text editor (at the time, BBEdit) and pecked out <html><body>Hello world</body></html>, then loaded it in Mosaic. So did a million others.

If you weren’t around then, you didn’t miss much. Everything about the web was horrible: the web browsers, the computers running the browsers, the dial-up connections feeding the browsers, and of course HTML itself. At that point, the desktop-software experience was already slick and refined. By comparison, using the web felt like banging rocks together.

That’s no longer true. The web is now 20 years old. During that time, most parts of the web have improved dramatically — the connections are faster, the browsers are more sophisticated, the screens have more pixels.

But one part has not: the way we make web pages. Over the years, tools promising to simplify HTML development have come and mostly gone — from PageMill to Dreamweaver. Meanwhile, true web jocks have remained loyal to the original HTML power tool: the humble text editor.

In one way, this makes sense. Web pages are mostly made of text — HTML, CSS, JavaScript, and so on — and thus the simplest way to mainpulate them is with a text editor. While HTML and CSS are not programming languages, they lend themselves to semantic and logical structure that’s most easily expressed by editing them as text. Text-based editing also makes debugging and performance improvements easier.

But text-based editing is also limited. Though the underlying description of a web page is notionally human-readable, it’s largely optimized to be readable by other software (namely, web browsers). HTML markup in particular is verbose and easily mistyped. And isn’t it fatally dull to manage all the boilerplate, like surrounding every paragraph with <p>...</p>? Yes, it is.

For these reasons, much of web development should lend itself to automation. But in practice, tools that enable this automation have been slow to arrive, and most come hobbled with unacceptable deficiencies.

3.1.1 Why not a content management system, like WordPress?

I used WordPress to make the original version of Typography for Lawyers (the precursor to Butterick’s Practical Typography). Even WordPress founder Matt Mullenweg thought it was “a cool use of WordPress for a mini-book.” Thanks, Matt. At the time, WordPress was the best tool for the job.

But at the risk of having my Gravatar revoked, I’ll tell you I became disenchanted with WordPress because:

It’s a resource hog.

Performance is questionable.

There’s always a new security problem.

No source control.

PHP.

3.1.2 Why not a CSS preprocessor, like Sass or LESS?

A CSS preprocessor automates the generation of CSS data. These preprocessors do save time & effort, so using one is better than not using one. My objection is that they ask you to incur much of the overhead of learning a programming language but without delivering the benefits. Because unlike a general-purpose programming language, Sass and LESS can only manipulate CSS. Better to learn a programming language that can manipulate anything.

3.1.3 Why not a static blog generator, like Jekyll or Pelican?
3.1.4 Why not a dynamic templating system, like Bottle?

4 Source formats

 #lang pollen package: pollen

This puts Pollen into automatic mode, where the source file is interpreted according to the file extension.

If the file extension is “.pm”, the source is interpreted as pollen/markup.

If the file extension is “.pp”, the source is interpreted as pollen/pre (“pre” stands for “preprocessor”).

If the file extension is “.pmd”, the source is interpreted as pollen/markdown.

 #lang pollen/markup package: pollen

 #lang pollen/pre package: pollen

 #lang pollen/markdown package: pollen

5 ◊ command overview

5.1 The golden rule

Pollen uses a special character — the lozenge, which looks like this: ◊ — to mark commands within a Pollen source file. So when you put a ◊ in your source, whatever comes next will be treated as a command. If you don’t, it will just be interpreted as plain text.

5.2 The lozenge glyph (◊)

I chose the lozenge as the command marker because a) it appears in almost every font, b) it’s barely used in ordinary typesetting, c) it’s not used in any programming language that I know of, and d) its shape and color allow it to stand out easily in code without being distracting.

Here’s how you type it:

Mac: option + shift + V +
+Windows: +
+Ubuntu:

Still, if you don’t want to use the lozenge as your command marker, you can use something else. Set Pollen’s world:command-marker value to whatever character you want.

Scribble uses the @ sign as a delimiter. It’s not a bad choice if you only work with Racket files. But as you use Pollen to work on other kinds of text-based files that commonly contain @ signs — HTML pages especially — it gets cumbersome. So I changed it.

But don’t knock the lozenge till you try it.

5.3 The two command modes: text mode & Racket mode

Pollen commands can be entered in one of two modes: text mode or Racket mode. Both modes start with a lozenge ():

 command name [ Racket arguments ... ] { text argument }
 ( Racket expression )

Text-mode commands

A text-mode command has the three possible parts after the :

Each of the three parts is optional. You can also nest commands within each other. However:

Here are a few examples of correct text-mode commands:

#lang pollen
variable-name
tag{Text inside the tag.}
tag['attr: "value"]{Text inside the tag}
get-customer-id["Brennan Huff"]
tag{His ID is get-customer-id["Brennan Huff"].}

And some incorrect examples:

#lang pollen
tag {Text inside the tag.} ; space between first and second parts
tag[Text inside the tag] ; text argument needs to be within braces
tag{Text inside the tag}['attr: "value"] ; wrong order

The next section describes each of these parts in detail.

Racket-mode commands

If you’re familiar with Racket expressions, you can use the Racket-mode commands to embed them within Pollen source files. It’s simple: any Racket expression can become a Pollen command by adding to the front. So in Racket, this code:

#lang racket
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be converted to Pollen like so:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

And in DrRacket, they produce the same output:

Revolution #9

Beyond that, there’s not much to say about Racket mode — any valid expression you can write in Racket will also be a valid Racket-mode Pollen command.

The relationship of text mode and Racket mode

Even if you don’t plan to write a lot of Racket-mode commands, you should be aware that under the hood, Pollen is converting all commands in text mode to Racket mode. So a text-mode command that looks like this:

◊headline[#:size 'enormous]{Man Bites Dog!}

Is actually being turned into a Racket-mode command like this:

(headline #:size 'enormous "Man Bites Dog!")

Thus a text-mode command is just an alternate way of writing a Racket-mode command. (More broadly, all of Pollen is just an alternate way of using Racket.)

The corollary is that you can always write Pollen commands using whichever mode is more convenient or readable. For instance, the earlier example, written in the Racket mode:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be rewritten using text mode:

#lang pollen
define[song]{Revolution}
format["~a #~a" song (* 3 3)]

And it will work the same way.

5.3.1 The command name

In Pollen, you’ll typically use the command name for one of four purposes:

5.3.1.1 Invoking tag functions

By default, Pollen treats every command name as a tag function. As the name implies, a tag function creates a tagged X-expression with the command name as the tag, and the text argument as the content.

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

To streamline markup, Pollen doesn’t restrict you to a certain set of tags, nor does it make you define your tag functions ahead of time. Just type a tag, and you can start using it.

#lang pollen
utterlyridiculoustagname{Oh really?}
'(utterlyridiculoustagname "Oh really?")

The one restriction is that you can’t invent names for tag functions that are already being used for other commands. For instance, map is a name permanently reserved by the Racket function map. It’s also a rarely-used HTML tag. But gosh, you really want to use it. Problem is, if you invoke it directly, Pollen will think you mean the other map:

#lang pollen
map{Fancy Sauce, $1}

map: arity mismatch;
+the expected number of arguments does not match the given number
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

What to do? Read on.

5.3.1.2 Invoking other functions

Though every command name starts out as a tag function, it doesn’t necessarily end there. You have two options for invoking other functions: defining your own , or invoking others from Racket.

Defining your own functions

Use the define command to create your own function for a command name. After that, when you use the command name, you’ll get the new behavior. For instance, recall this example showing the default tag-function behavior:

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

We can define strong to do something else, like add to the text:

#lang pollen
(define (strong text) `(strong ,(format "Hey! Listen up! ~a" text)))
strong{Fancy Sauce, $1}

'(strong "Hey! Listen up! Fancy Sauce, $1")

The replacement function has to accept any arguments that might get passed along, but it doesn’t have to do anything with them. For instance, this function definition won’t work because strong is going to get a text argument that it’s not defined to handle:

#lang pollen
(define (strong) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

strong: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 0
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

Whereas in this version, strong accepts an argument called text, but then ignores it:

#lang pollen
(define (strong text) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

'(fib "1 1 2 3 5 8 13 ...")

You can attach any behavior to a command name. As your project evolves, you can also update the behavior of a command name. In that way, Pollen commands become a set of hooks to which you can attach more elaborate processing.

Using Racket functions

You aren’t limited to functions you define. Any function from Racket, or any Racket library, can be invoked directly by using it as a command name. Here’s the function range, which creates a list of numbers:

#lang pollen
range[1 20]

'(range 1 20)

Hold on — that’s not what we want. Where’s the list of numbers? The problem here is that we didn’t explicitly import the racket/list library, which contains the definition for range. (If you need to find out what library contains a certain function, the Racket documentation will tell you.) Without racket/list, Pollen just thinks we’re trying to use range as a tag function (and if we had been, then '(range 1 20) would’ve been the right result).

We fix this by using the require command to bring in the racket/list library, which contains the range we want:

#lang pollen
(require racket/list)
range[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Of course, you can also invoke Racket functions indirectly, by attaching them to functions you define for command names:

#lang pollen
(require racket/list)
(define (rick start finish) (range start finish))
rick[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Let’s return to the problem that surfaced in the last section — the fact that some command names can’t be used as tag functions because they’re already being used for other things. You can work around this by defining your own tag function with a non-conflicting name.

For instance, suppose we want to use map as a tag even though Racket is using it for its own function called map. First, we invent a command name that doesn’t conflict. Let’s call it my-map. As you learned above, Pollen will treat a new command name as a tag function by default:

#lang pollen
my-map{How I would love this to be a map.}

'(my-map "How I would love this to be a map.")

But my-map is not the tag we want. We need to define my-map to be a tag function for map. We can do this with the Pollen helper make-tag-function. That function lives in pollen/tag, so we require that too:

#lang pollen
(require pollen/tag)
(define my-map (make-tag-function 'map))
my-map{How I would love this to be a map.}

'(map "How I would love this to be a map.")

Problem solved.

5.3.1.3 Inserting the value of a variable

A Pollen command name usually refers to a function, but it can also refer to a variable, which is a data value. Once you define the variable, you can insert it into your source by using the ◊ notation without any other arguments:

#lang pollen
(define foo "bar")
The value of foo is foo

The value of foo is bar

Be careful — if you include arguments, even blank ones, Pollen will treat the command name as a function. This won’t work, because a variable is not a function:

To understand what happens here, recall the relationship between Pollen’s command modes. The text-mode command ◊foo[] becomes the Racket-mode command (foo), which after variable substitution becomes ("bar"). If you try to evaluate ("bar") — e.g., in DrRacket — you’ll get the same error.

#lang pollen
(define foo "bar")
The value of foo is foo[]

application: not a procedure;
+expected a procedure that can be applied to arguments
+  given: "bar"
+  arguments...: [none]

The reason we can simply drop ◊foo into the text argument of another Pollen command is that the variable foo holds a string (i.e., a text value). When appropriate, Pollen will convert a variable to a string in a sensible way. For instance, numbers are easily converted:

#lang pollen
(define zam 42)
The value of zam is zam

The value of zam is 42

If the variable holds a container datatype (like a list, hash, or vector), Pollen will produce the Racket text representation of the item. Here, zam is a list of integers:

#lang pollen
(define zam (list 1 2 3))
The value of zam is zam

The value of zam is '(1 2 3)

This feature is included for your convenience as an author. But in general, your readers won’t want to see the Racket representation of a container. So in these cases, you should convert to a string manually in some sensible way. Here, the integers in the list are converted to strings, which are then combined using string-join from the racket/string library:

#lang pollen
(require racket/string)
(define zam (list 1 2 3))
The value of zam is string-join[(map number->string zam)]{ and }

The value of zam is 1 and 2 and 3

Pollen will still produce an error if you try to convert an esoteric value to a string. Here, zam is the addition function (+):

#lang pollen
(define zam +)
The value of zam is zam

Pollen decoder: can’t convert #<procedure:+> to string

One special case to know about. In the examples above, there’s a word space between the variable and the other text. But suppose you need to insert a variable into text so that there’s no space in between. The simple ◊ notation won’t work, because it won’t be clear where the variable name ends and the text begins.

For instance, suppose we want to use a variable edge next to the string px:

#lang pollen
(define edge 100)
p { margin-left: edgepx; }

Pollen decoder: can’t convert #<procedure:...t/pollen/tag.rkt:6:2> to string

The example fails because Pollen reads the whole string after the as the single variable name edgepx. Since edgepx isn’t defined, it’s treated as a tag function, and since Pollen can’t convert a function to a string, we get an error.

In these situations, surround the variable name with vertical bars ◊|like so| to explicitly indicate where the variable name ends. The bars are not treated as part of the name, nor are they included in the result. Once we do that, we get what we intended:

#lang pollen
(define edge 100)
p { margin-left: ◊|edge|px; }

p { margin-left: 100px; }

If you use this notation when you don’t need to, nothing bad will happen. The vertical bars are always ignored.

#lang pollen
(define edge 100)
The value of edge is ◊|edge| pixels}

The value of edge is 100 pixels

5.3.1.4 Inserting a comment

Two options.

To comment out the rest of a single line, use a lozenge followed by a semicolon ◊;.

#lang pollen
span{This is not a comment}
span{Nor is this} ;span{But this is}

'(span "This is not a comment")
+'(span "Nor is this")

To comment out a multiline block, use the lozenge–semicolon signal ◊; with curly braces, ◊;{like so}.

#lang pollen
;{
◊span{This is not a comment}
◊span{Nor is this} ;span{But this is}
}
Actually, it's all a comment now

Actually, it's all a comment now

5.3.2 The Racket arguments

The middle part of a text-mode Pollen command contains the Racket arguments [between square brackets.] Most often, you’ll see these used to pass extra information to commands that operate on text.

For instance, tag functions. Recall from before that any not-yet-defined command name in Pollen is treated as a tag function:

#lang pollen
title{The Beginning of the End}

'(title "The Beginning of the End")

But what if you wanted to add attributes to this tag, so that it comes out like this?

'(title ((class "red")(id "first")) "The Beginning of the End")

You can do it with Racket arguments.

Here’s the hard way. You can type out your list of attributes in Racket format and drop them into the brackets as a single argument:

#lang pollen
title['((class "red")(id "first"))]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

But that’s a lot of parentheses to think about. So here’s the easy way. Anytime you use a tag function, there’s a shortcut for inserting attributes. You can enter them as a series of symbol / string pairs between the Racket-argument brackets. The only caveat is that the symbols have to begin with a quote mark ' and end with a colon :. So taken together, they look like this:

#lang pollen
title['class: "red" 'id: "first"]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

Racket arguments can be any valid Racket expressions. For instance, this will also work:

#lang pollen
title['class: (format "~a" (* 6 7)) 'id: "first"]{The Beginning of the End}

'(title ((class "42") (id "first")) "The Beginning of the End")

Since Pollen commands are really just Racket arguments underneath, you can use those too. Here, we’ll define a variable called name and use it in the Racket arguments of title:

#lang pollen
(define name "Brennan")
title['class: "red" 'id: name]{The Beginning of the End}

'(title ((class "read") (id "Brennan")) "The Beginning of the End")

You can also use this area for keyword arguments. Keyword arguments can be used to provide options for a particular Pollen command, to avoid redundancy. Suppose that instead of using the h1 ... h6 tags, you want to consolidate them into one command called heading and select the level separately. You can do this with a keyword, in this case #:level, which is passed as a Racket argument:

#lang pollen
(define (heading #:level which text)
   `(,(string->symbol (format "h~a" which)) ,text))
 
heading[#:level 1]{Major league}
heading[#:level 2]{Minor league}
heading[#:level 6]{Trivial league}

'(h1 "Major league")
+'(h2 "Minor league")
+'(h6 "Trivial league")

5.3.3 The text argument

The third part of a text-mode Pollen command is the text argument. The text argument {appears between curly braces}. It can contain any text you want. The text argument can also contain other Pollen commands with their own text arguments. And they can contain other Pollen commands ... and so on, all the way down.

#lang pollen
div{Do it again. div{And again. div{And yet again.}}}

'(div "Do it again. " (div "And again. " (div "And yet again.")))

Three small details to know about the text argument.

First, the only character that needs special handling in a text argument is the lozenge . A lozenge ordinarily marks a new command. So if you want an actual lozenge to appear in the text, you have to escape it by typing ◊"◊".

#lang pollen
definition{This is the lozenge: "◊"}

'(definition "This is the lozenge: ◊")

Second, the whitespace-trimming policy. Here’s the short version: if there’s a carriage return at either end of the text argument, it is trimmed, and whitespace at the end of each line is selectively trimmed in an intelligent way. So this text argument, with carriage returns on the ends:

#lang pollen
div{
Roomy!
 
I agree.
}

'(div "Roomy!" "\n" "\n" "I agree.")

Yields the same result as this one:

#lang pollen
div{Roomy!
 
I agree.}

'(div "Roomy!" "\n" "\n" "I agree.")

For the long version, please see (part "Spaces, Newlines, and Indentation").

Third, within a multiline text argument, newline characters become individual strings that are not merged with adjacent text. So what you end up with is a list of strings, not a single string. That’s why in the last example, we got this:

'(div "Roomy!" "\n" "\n" "I agree.")

Instead of this:

'(div "Roomy!\n\nI agree.")

Under most circumstances, these two tagged X-expressions will behave the same way. The biggest exception is with functions. A function that operates on multiline text arguments needs to be able to handle an indefinite number of strings. For instance, this jejune function only accepts a single argument. It will work with a single-line text argument, because that produces a single string:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Irrational confidence}

'(jejune "Irrational confidence")

But watch what happens with a multiline text argument:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Deeply
        chastened}

jejune: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 1
+  given: 3
+  arguments...:
+   "Deeply"
+   "\n"
+   "chastened"

The answer is to use a rest argument in the function, which takes the “rest” of the arguments — however many there may be — and combines them into a single list. If we rewrite jejune with a rest argument, we can fix the problem:

#lang pollen
(define (jejune . texts)
   `(jejune ,@texts))
jejune{Deeply
        chastened}

'(jejune "Deeply" "\n" "chastened")

5.4 Further reading

The Pollen language is a variant of Racket’s own text-processing language, called Scribble. So many things that are true about Scribble are also true about Pollen. For the sake of clarity & brevity, I’ve omitted them from this summary. But if you want the full story:

[insert]

6 Module reference

    6.1 Cache

    6.2 Decode

      6.2.1 Blocks

      6.2.2 Typography

    6.3 Files

    6.4 Pagetrees

      6.4.1 Navigation

      6.4.2 Utilities

    6.5 Render

    6.6 Template

    6.7 Tag

    6.8 Top

    6.9 World

6.1 Cache

 (require pollen/cache) package: pollen

The slowest part of a render is parsing and decoding the source file. Often, previewing a single source file necessarily means decoding others (for instance templates, or other source files that are linked into the main source file). But usually, only one source file is changing at a time. Therefore, Pollen stores copies of the exports of source files — namely, whatever is stored in doc and metas — in the cache so they can be reused.

parameter

(current-cache)  hash?

(current-cache hash)  void?
  hash : hash?
 = (make-cache)
A parameter that refers to the current cache. It is initialized with make-cache.

The cache is a hash table that uses the complete path of a source file as its keys. The value associated with each of these keys is a subcache — another hash table with keys 'doc, 'metas (for storing the exports of the source file) and 'mod-time (for storing the modification time, provided by file-or-directory-modify-seconds).

procedure

(cached-require source-path key)  (or/c txexpr? hash? integer?)

  source-path : pathish?
  key : (or/c 'doc 'metas 'mod-time)
Similar to (dynamic-require source-path key), except that it first tries to retrieve the requested value out of current-cache. If it’s not there, or out of date, dynamic-require is used to update the value.

The only keys supported are 'doc, 'metas, and 'mod-time.

If you want the speed benefit of the cache, you should always use cached-require to get data from Pollen source files. That doesn’t mean you can’t still use functions like require, local-require, and dynamic-require. They’ll just be slower.

procedure

(make-cache)  hash?

Initializes current-cache.

procedure

(reset-cache)  void?

Clears current-cache. When only the nuclear option will do.

procedure

(cache-ref source-path)  hash?

  source-path : pathish?
Returns the subcache associated with the key source-path, which will itself be a hash table. See current-cache.

6.2 Decode

 (require pollen/decode) package: pollen

The doc export of a Pollen markup file is a simple X-expression. Decoding refers to any post-processing of this X-expression. The pollen/decode module provides tools for creating decoders.

The decode step can happen separately from the compilation of the file. But you can also attach a decoder to the markup file’s root node, so the decoding happens automatically when the markup is compiled, and thus automatically incorporated into doc. (Following this approach, you could also attach multiple decoders to different tags within doc.)

You can, of course, embed function calls within Pollen markup. But since markup is optimized for authors, decoding is useful for operations that can or should be moved out of the authoring layer.

One example is presentation and layout. For instance, detect-paragraphs is a decoder function that lets authors mark paragraphs in their source simply by using two carriage returns.

Another example is conversion of output into a particular data format. Most Pollen functions are optimized for HTML output, but one could write a decoder that targets another format.

procedure

(decode tagged-xexpr    
  [#:txexpr-tag-proc txexpr-tag-proc    
  #:txexpr-attrs-proc txexpr-attrs-proc    
  #:txexpr-elements-proc txexpr-elements-proc    
  #:block-txexpr-proc block-txexpr-proc    
  #:inline-txexpr-proc inline-txexpr-proc    
  #:string-proc string-proc    
  #:symbol-proc symbol-proc    
  #:valid-char-proc valid-char-proc    
  #:cdata-proc cdata-proc    
  #:exclude-tags tags-to-exclude])  txexpr?
  tagged-xexpr : txexpr?
  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?)
   = (λ(tag) tag)
  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?)
   = (λ(attrs) attrs)
  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?)
   = (λ(elements) elements)
  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx)
  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx)
  string-proc : (string? . -> . xexpr?) = (λ(str) str)
  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym)
  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc)
  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata)
  tags-to-exclude : (listof symbol?) = null
Recursively process a tagged-xexpr, usually the one exported from a Pollen source file as doc.

This function doesn’t do much on its own. Rather, it provides the hooks upon which harder-working functions can be hung.

Recall from (part "Pollen mechanics") that any tag can have a function attached to it. By default, the tagged-xexpr from a source file is tagged with root. So the typical way to use decode is to attach your decoding functions to it, and then define root to invoke your decode function. Then it will be automatically applied to every doc during compile.

For instance, here’s how decode is attached to root in Butterick’s Practical Typography. There’s not much to it —

(define (root . items)
    (decode (make-txexpr 'root null items)
        #:txexpr-elements-proc detect-paragraphs
        #:block-txexpr-proc
            (λ(bx) (wrap-hanging-quotes (nonbreaking-last-space bx)))
        #:string-proc (compose1 smart-quotes smart-dashes)))

This illustrates another important point: even though decode presents an imposing list of arguments, you’re unlikely to use all of them at once. These represent possibilities, not requirements. For instance, let’s see what happens when decode is invoked without any of its optional arguments.

Examples:

> (define tx '(root "I wonder" (em "why") "this works."))
> (decode tx)

'(root "I wonder" (em "why") "this works.")

Right — nothing. That’s because the default value for the decoding arguments is the identity function, (λ (x) x). So all the input gets passed through intact unless another action is specified.

The *-proc arguments of decode take procedures that are applied to specific categories of elements within txexpr.

The txexpr-tag-proc argument is a procedure that handles X-expression tags.

Examples:

> (define tx '(p "I'm from a strange" (strong "namespace")))
; Tags are symbols, so a tag-proc should return a symbol
> (decode tx #:txexpr-tag-proc (λ(t) (string->symbol (format "ns:~a" t))))

'(ns:p "I'm from a strange" (ns:strong "namespace"))

The txexpr-attrs-proc argument is a procedure that handles lists of X-expression attributes. (The txexpr module, included at no extra charge with Pollen, includes useful helper functions for dealing with these attribute lists.)

Examples:

> (define tx '(p [[id "first"]] "If I only had a brain."))
; Attrs is a list, so cons is OK for simple cases
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(p ((class "PhD") (id "first")) "If I only had a brain.")

Note that txexpr-attrs-proc will change the attributes of every tagged X-expression, even those that don’t have attributes. This is useful, because sometimes you want to add attributes where none existed before. But be careful, because the behavior may make your processing function overinclusive.

Examples:

> (define tx '(div (p [[id "first"]] "If I only had a brain.")
  (p "Me too.")))
; This will insert the new attribute everywhere
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(div

  ((class "PhD"))

  (p ((class "PhD") (id "first")) "If I only had a brain.")

  (p ((class "PhD")) "Me too."))

; This will add the new attribute only to non-null attribute lists
> (decode tx #:txexpr-attrs-proc
  (λ(attrs) (if (null? attrs) attrs (cons '[class "PhD"] attrs))))

'(div (p ((class "PhD") (id "first")) "If I only had a brain.") (p "Me too."))

The txexpr-elements-proc argument is a procedure that operates on the list of elements that represents the content of each tagged X-expression. Note that each element of an X-expression is subject to two passes through the decoder: once now, as a member of the list of elements, and also later, through its type-specific decoder (i.e., string-proc, symbol-proc, and so on).

Examples:

> (define tx '(div "Double" "\n" "toil" amp "trouble"))
; Every element gets doubled ...
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es)))

'(div "Double" "Double" "\n" "\n" "toil" "toil" amp amp "trouble" "trouble")

; ... but only strings get capitalized
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es))
  #:string-proc (λ(s) (string-upcase s)))

'(div "DOUBLE" "DOUBLE" "\n" "\n" "TOIL" "TOIL" amp amp "TROUBLE" "TROUBLE")

So why do you need txexpr-elements-proc? Because some types of element decoding depend on context, thus it’s necessary to handle the elements as a group. For instance, the doubling function above, though useless, requires handling the element list as a whole, because elements are being added.

A more useful example: paragraph detection. The behavior is not merely a map across each element:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
; Context matters. Trailing whitespace is ignored ...
> (paras '(body "The first paragraph." "\n\n"))

'(body "The first paragraph.")

; ... but whitespace between strings is converted to a break.
> (paras '(body "The first paragraph." "\n\n" "And another."))

'(body (p "The first paragraph.") (p "And another."))

; A combination of both types
> (paras '(body "The first paragraph." "\n\n" "And another." "\n\n"))

'(body (p "The first paragraph.") (p "And another."))

The block-txexpr-proc argument and the inline-txexpr-proc arguments are procedures that operate on tagged X-expressions. If the X-expression meets the block-txexpr? test, it is processed by block-txexpr-proc. Otherwise, it is processed by inline-txexpr-proc. Thus every tagged X-expression will be handled by one or the other. Of course, if you want block and inline elements to be handled the same way, you can set block-txexpr-proc and inline-txexpr-proc to be the same procedure.

Examples:

> (define tx '(div "Please" (em "mind the gap") (h1 "Tuesdays only")))
> (define add-ns (λ(tx) (make-txexpr
      (string->symbol (format "ns:~a" (get-tag tx)))
      (get-attrs tx)
      (get-elements tx))))
; div and h1 are block elements, so this will only affect them
> (decode tx #:block-txexpr-proc add-ns)

'(ns:div "Please" (em "mind the gap") (ns:h1 "Tuesdays only"))

; em is an inline element, so this will only affect it
> (decode tx #:inline-txexpr-proc add-ns)

'(div "Please" (ns:em "mind the gap") (h1 "Tuesdays only"))

; this will affect all elements
> (decode tx #:block-txexpr-proc add-ns #:inline-txexpr-proc add-ns)

'(ns:div "Please" (ns:em "mind the gap") (ns:h1 "Tuesdays only"))

The string-proc, symbol-proc, valid-char-proc, and cdata-proc arguments are procedures that operate on X-expressions that are strings, symbols, valid-chars, and CDATA, respectively. Deliberately, the output contracts for these procedures accept any kind of X-expression (meaning, the procedure can change the X-expression type).

Examples:

; A div with string, entity, character, and cdata elements
> (define tx `(div "Moe" amp 62 ,(cdata #f #f "3 > 2;")))
> (define rulify (λ(x) '(hr)))
; The rulify function is selectively applied to each
> (print (decode tx #:string-proc rulify))

'(div (hr) amp 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:symbol-proc rulify))

'(div "Moe" (hr) 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:valid-char-proc rulify))

'(div "Moe" amp (hr) #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:cdata-proc rulify))

'(div "Moe" amp 62 (hr))

Finally, the tags-to-exclude argument is a list of tags that will be exempted from decoding. Though you could get the same result by testing the input within the individual decoding functions, that’s tedious and potentially slower.

Examples:

> (define tx '(p "I really think" (em "italics") "should be lowercase."))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(p "I REALLY THINK" (em "ITALICS") "SHOULD BE LOWERCASE.")

> (decode tx #:string-proc (λ(s) (string-upcase s)) #:exclude-tags '(em))

'(p "I REALLY THINK" (em "italics") "SHOULD BE LOWERCASE.")

The tags-to-exclude argument is useful if you’re decoding source that’s destined to become HTML. According to the HTML spec, material within a <style> or <script> block needs to be preserved literally. In this example, if the CSS and JavaScript blocks are capitalized, they won’t work. So exclude '(style script), and problem solved.

Examples:

> (define tx '(body (h1 [[class "Red"]] "Let's visit Planet Telex.")
  (style [[type "text/css"]] ".Red {color: green;}")
  (script [[type "text/javascript"]] "var area = h * w;")))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".RED {COLOR: GREEN;}")

  (script ((type "text/javascript")) "VAR AREA = H * W;"))

> (decode tx #:string-proc (λ(s) (string-upcase s))
  #:exclude-tags '(style script))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".Red {color: green;}")

  (script ((type "text/javascript")) "var area = h * w;"))

6.2.1 Blocks

Because it’s convenient, Pollen categorizes tagged X-expressions into two categories: block and inline. Why is it convenient? When using decode, you often want to treat the two categories differently. Not that you have to. But this is how you can.

parameter

(project-block-tags)  (listof txexpr-tag?)

(project-block-tags block-tags)  void?
  block-tags : (listof txexpr-tag?)
 = html-block-tags
A parameter that defines the set of tags that decode will treat as blocks. This parameter is initialized with the HTML block tags, namely:

(address article aside audio blockquote body canvas dd div dl fieldset figcaption figure footer form h1 h2 h3 h4 h5 h6 header hgroup noscript ol output p pre section table tfoot ul video)

procedure

(register-block-tag tag)  void?

  tag : txexpr-tag?
Adds a tag to project-block-tags so that block-txexpr? will report it as a block, and decode will process it with block-txexpr-proc rather than inline-txexpr-proc.

Pollen tries to do the right thing without being told. But this is the rare case where you have to be explicit. If you introduce a tag into your markup that you want treated as a block, you must use this function to identify it, or you will get spooky behavior later on.

For instance, detect-paragraphs knows that block elements in the markup shouldn’t be wrapped in a p tag. So if you introduce a new block element called bloq without registering it as a block, misbehavior will follow:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (p (bloq "But not me.")))

; Wrong: bloq should not be wrapped

But once you register bloq as a block, order is restored:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (register-block-tag 'bloq)
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (bloq "But not me."))

; Right: bloq is treated as a block

If you find the idea of registering block tags unbearable, good news. The project-block-tags include the standard HTML block tags by default. So if you just want to use things like div and p and h1–h6, you’ll get the right behavior for free.

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (div "But not me.")))

'(body (p "I want to be a paragraph.") (div "But not me."))

procedure

(block-txexpr? v)  boolean?

  v : any/c
Predicate that tests whether v is a tagged X-expression, and if so, whether the tag is among the project-block-tags. If not, it is treated as inline. To adjust how this test works, use register-block-tag.

6.2.2 Typography

An assortment of typography & layout functions, designed to be used with decode. These aren’t hard to write. So if you like these, use them. If not, make your own.

procedure

(whitespace? v)  boolean?

  v : any/c
A predicate that returns #t for any stringlike v that’s entirely whitespace, but also the empty string, as well as lists and vectors that are made only of whitespace? members. Following the regexp-match convention, whitespace? does not return #t for a nonbreaking space. If you prefer that behavior, use whitespace/nbsp?.

Examples:

> (whitespace? "\n\n   ")

#t

> (whitespace? (string->symbol "\n\n   "))

#t

> (whitespace? "")

#t

> (whitespace? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace? nonbreaking-space)

#f

procedure

(whitespace/nbsp? v)  boolean?

  v : any/c
Like whitespace?, but also returns #t for nonbreaking spaces.

Examples:

> (whitespace/nbsp? "\n\n   ")

#t

> (whitespace/nbsp? (string->symbol "\n\n   "))

#t

> (whitespace/nbsp? "")

#t

> (whitespace/nbsp? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace/nbsp? nonbreaking-space)

#t

procedure

(smart-quotes str)  string?

  str : string?
Convert straight quotes in str to curly according to American English conventions.

Examples:

> (define tricky-string
  "\"Why,\" she could've asked, \"are we in O‘ahu watching 'Mame'?\"")
> (display tricky-string)

"Why," she could've asked, "are we in O‘ahu watching 'Mame'?"

> (display (smart-quotes tricky-string))

“Why,” she could’ve asked, “are we in O‘ahu watching ‘Mame’?”

procedure

(smart-dashes str)  string?

  str : string?
In str, convert three hyphens to an em dash, and two hyphens to an en dash, and remove surrounding spaces.

Examples:

> (define tricky-string "I had a few --- OK, like 6--8 --- thin mints.")
> (display tricky-string)

I had a few --- OK, like 6--8 --- thin mints.

> (display (smart-dashes tricky-string))

I had a few—OK, like 6–8—thin mints.

; Monospaced font not great for showing dashes, but you get the idea

procedure

(detect-linebreaks tagged-xexpr-elements 
  [#:separator linebreak-sep 
  #:insert linebreak]) 
  txexpr-elements?
  tagged-xexpr-elements : txexpr-elements?
  linebreak-sep : string? = world:linebreak-separator
  linebreak : xexpr? = '(br)
Within tagged-xexpr-elements, convert occurrences of linebreak-sep ("\n" by default) to linebreak, but only if linebreak-sep does not occur between blocks (see block-txexpr?). Why? Because block-level elements automatically display on a new line, so adding linebreak would be superfluous. In that case, linebreak-sep just disappears.

Examples:

> (detect-linebreaks '(div "Two items:" "\n" (em "Eggs") "\n" (em "Bacon")))

'(div "Two items:" (br) (em "Eggs") (br) (em "Bacon"))

> (detect-linebreaks '(div "Two items:" "\n" (div "Eggs") "\n" (div "Bacon")))

'(div "Two items:" (div "Eggs") (div "Bacon"))

procedure

(detect-paragraphs elements 
  [#:separator paragraph-sep 
  #:tag paragraph-tag 
  #:linebreak-proc linebreak-proc]) 
  txexpr-elements?
  elements : txexpr-elements?
  paragraph-sep : string? = world:paragraph-separator
  paragraph-tag : symbol? = 'p
  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?)
   = detect-linebreaks
Find paragraphs within elements, as denoted by paragraph-sep, and wrap them with paragraph-tag, unless the element is already a block-txexpr? (because in that case, the wrapping is superfluous). Thus, as a consequence, if paragraph-sep occurs between two blocks, it’s ignored.

The paragraph-tag argument sets the tag used to wrap paragraphs.

The linebreak-proc argument allows you to use a different linebreaking procedure other than the usual detect-linebreaks.

Examples:

> (detect-paragraphs '("First para" "\n\n" "Second para"))

'((p "First para") (p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line"))

'((p "First para") (p "Second para" (br) "Second line"))

> (detect-paragraphs '("First para" "\n\n" (div "Second block")))

'((p "First para") (div "Second block"))

> (detect-paragraphs '((div "First block") "\n\n" (div "Second block")))

'((div "First block") (div "Second block"))

> (detect-paragraphs '("First para" "\n\n" "Second para") #:tag 'ns:p)

'((ns:p "First para") (ns:p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line")
  #:linebreak-proc (λ(x) (detect-linebreaks x #:insert '(newline))))

'((p "First para") (p "Second para" (newline) "Second line"))

6.3 Files

 (require pollen/file) package: pollen

A utility module that provides functions for working with Pollen source and output files. The tests rely on file extensions specified in pollen/world.

Pollen handles six kinds of source files:

Preprocessor, with file extension .pp.

Markup, with file extension .pm.

Template, with file extension .pt.

Null, with file extension .p.

Scribble, with file extension .scrbl.

For each kind of Pollen source file, the corresponding output file is generated by removing the extension from the name of the source file. So the preprocessor source file default.css.pp would become default.css. Scribble files work differently — the corresponding output file is the source file but with an html extension rather than scrbl. So pollen.scrbl would become pollen.html.

procedure

(preproc-source? v)  boolean?

  v : any/c

procedure

(markup-source? v)  boolean?

  v : any/c

procedure

(template-source? v)  boolean?

  v : any/c

procedure

(null-source? v)  boolean?

  v : any/c

procedure

(scribble-source? v)  boolean?

  v : any/c

procedure

(pagetree-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, based on file extension.

Examples:

> (preproc-source? "main.css.pp")

#t

> (markup-source? "default.html.pm")

#t

> (template-source? "main.html.pt")

#t

> (null-source? "index.html.p")

#t

> (scribble-source? "file.scrbl")

#t

> (pagetree-source? "index.ptree")

#t

procedure

(has-preproc-source? v)  boolean?

  v : any/c

procedure

(has-markup-source? v)  boolean?

  v : any/c

procedure

(has-template-source? v)  boolean?

  v : any/c

procedure

(has-null-source? v)  boolean?

  v : any/c

procedure

(has-scribble-source? v)  boolean?

  v : any/c
Test whether v is the output path for an existing source file of the specified type.

procedure

(has/is-preproc-source? v)  boolean?

  v : any/c

procedure

(has/is-markup-source? v)  boolean?

  v : any/c

procedure

(has/is-template-source? v)  boolean?

  v : any/c

procedure

(has/is-null-source? v)  boolean?

  v : any/c

procedure

(has/is-scribble-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, or is the output path for an existing source file of the specified type. In other words, has/is-preproc-source? is equivalent to (or (preproc-source? v) (has-preproc-source? v)).

procedure

(->preproc-source-path p)  path?

  p : pathish?

procedure

(->markup-source-path p)  path?

  p : pathish?

procedure

(->template-source-path p)  path?

  p : pathish?

procedure

(->null-source-path p)  path?

  p : pathish?

procedure

(->scribble-source-path p)  path?

  p : pathish?
Convert an output path p into the source path of the specified type that would produce this output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (define name "default.html")
> (->preproc-source-path name)

#<path:default.html.pp>

> (->markup-source-path name)

#<path:default.html.pm>

> (->template-source-path name)

#<path:default.html.pt>

> (->scribble-source-path name)

#<path:default.scrbl>

> (->null-source-path name)

#<path:default.html.p>

procedure

(->output-path p)  path?

  p : pathish?
Convert a source path p into its corresponding output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (->output-path "main.css.pp")

#<path:main.css>

> (->output-path "default.html.pm")

#<path:default.html>

> (->output-path "index.html.p")

#<path:index.html>

> (->output-path "file.scrbl")

#<path:file.html>

6.4 Pagetrees

 (require pollen/pagetree) package: pollen

A pagetree is a hierarchical list of Pollen output files. A pagetree source file has the extension .ptree. A pagetree provides a convenient way of separating the structure of the pages from the page sources, and navigating around this structure.

Pagetrees are made of pagenodes. Usually these pagenodes will be names of output files in your project. (If you think it would’ve been more logical to just call them “pages,” perhaps. When I think of a web page, I think of a file on a disk. Whereas pagenodes may — and often do — refer to files that don’t yet exist.)

Books and other long documents are usually organized in a structured way — at minimum they have a sequence of pages, but more often they have sections with subsequences within. Individual Pollen source files don’t know anything about how they’re connected to other files. In theory, you could maintain this information within each source file. This would be a poor use of human energy. Let the pagetree figure it out.

procedure

(pagetree? possible-pagetree)  boolean?

  possible-pagetree : any/c
Test whether possible-pagetree is a valid pagetree. It must be a txexpr? where all elements are pagenode?, and each is unique within possible-pagetree (not counting the root node).

Examples:

> (pagetree? '(root index.html))

#t

> (pagetree? '(root duplicate.html duplicate.html))

#f

> (pagetree? '(root index.html "string.html"))

#f

> (define nested-ptree '(root 1.html 2.html (3.html 3a.html 3b.html)))
> (pagetree? nested-ptree)

#t

> (pagetree? `(root index.html ,nested-ptree (subsection.html more.html)))

#t

; Nesting a subtree twice creates duplication
> (pagetree? `(root index.html ,nested-ptree (subsection.html ,nested-ptree)))

#f

procedure

(validate-pagetree possible-pagetree)  pagetree?

  possible-pagetree : any/c
Like pagetree?, but raises a descriptive error if possible-pagetree is invalid, and otherwise returns possible-pagetree itself.

Examples:

> (validate-pagetree '(root (mama.html son.html daughter.html) uncle.html))

'(root (mama.html son.html daughter.html) uncle.html)

> (validate-pagetree `(root (,+ son.html daughter.html) uncle.html))

#f

> (validate-pagetree '(root (mama.html son.html son.html) mama.html))

validate-pagetree: items aren’t unique: (son.html mama.html)

procedure

(pagenode? possible-pagenode)  boolean?

  possible-pagenode : any/c
Test whether possible-pagenode is a valid pagenode. A pagenode can be any symbol? that is not whitespace/nbsp? Every leaf of a pagetree is a pagenode. In practice, your pagenodes will likely be names of output files.

Pagenodes are symbols (rather than strings) so that pagetrees will be valid tagged X-expressions, which is a more convenient format for validation & processing.

Examples:

; Three symbols, the third one annoying but valid
> (map pagenode? '(symbol index.html |   silly   |))

'(#t #t #t)

; A number, a string, a txexpr, and a whitespace symbol
> (map pagenode? '(9.999 "index.html" (p "Hello") |    |))

'(#f #f #f #f)

procedure

(pagenodeish? v)  boolean?

  v : any/c
Return #t if v can be converted with ->pagenode.

Example:

> (map pagenodeish? '(9.999 "index.html" |    |))

'(#t #t #f)

procedure

(->pagenode v)  pagenode?

  v : pagenodeish?
Convert v to a pagenode.

Examples:

> (map pagenodeish? '(symbol 9.999 "index.html" |  silly  |))

'(#t #t #t #t)

> (map ->pagenode '(symbol 9.999 "index.html" |  silly  |))

'(symbol |9.999| index.html |  silly  |)

6.4.1 Navigation

parameter

(current-pagetree)  pagetree?

(current-pagetree pagetree)  void?
  pagetree : pagetree?
 = #f
A parameter that defines the default pagetree used by pagetree navigation functions (e.g., parent-pagenode, chidren, et al.) if another is not explicitly specified. Initialized to #f.

procedure

(parent p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the parent pagenode of p within pagetree. Return #f if there isn’t one.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (parent 'son.html)

'mama.html

> (parent "mama.html")

'root

> (parent (parent 'son.html))

'root

> (parent (parent (parent 'son.html)))

#f

procedure

(children p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the child pagenodes of p within pagetree. Return #f if there aren’t any.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (children 'mama.html)

'(son.html daughter.html)

> (children 'uncle.html)

#f

> (children 'root)

'(mama.html uncle.html)

> (map children (children 'root))

'((son.html daughter.html) #f)

procedure

(siblings p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the sibling pagenodes of p within pagetree. The list will include p itself. But the function will still return #f if pagetree is #f.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (siblings 'son.html)

'(son.html daughter.html)

> (siblings 'daughter.html)

'(son.html daughter.html)

> (siblings 'mama.html)

'(mama.html uncle.html)

procedure

(previous p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(previous* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately before p. For previous*, return all the pagenodes before p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (previous 'daughter.html)

'son.html

> (previous 'son.html)

'mama.html

> (previous (previous 'daughter.html))

'mama.html

> (previous 'mama.html)

#f

> (previous* 'daughter.html)

'(mama.html son.html)

> (previous* 'uncle.html)

'(mama.html son.html daughter.html)

procedure

(next p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(next* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately after p. For next*, return all the pagenodes after p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (next 'son.html)

'daughter.html

> (next 'daughter.html)

'uncle.html

> (next (next 'son.html))

'uncle.html

> (next 'uncle.html)

#f

> (next* 'mama.html)

'(son.html daughter.html uncle.html)

> (next* 'daughter.html)

'(uncle.html)

6.4.2 Utilities

procedure

(pagetree->list pagetree)  list?

  pagetree : pagetree?
Convert pagetree to a simple list. Equivalent to a pre-order depth-first traversal of pagetree.

procedure

(in-pagetree? pagenode [pagetree])  boolean?

  pagenode : pagenode?
  pagetree : pagetree? = (current-pagetree)
Report whether pagenode is in pagetree.

procedure

(path->pagenode p)  pagenode?

  p : pathish?
Convert path p to a pagenode — meaning, make it relative to world:current-project-root, run it through ->output-path, and convert it to a symbol. Does not tell you whether the resultant pagenode actually exists in the current pagetree (for that, use in-pagetree?).

6.5 Render

 (require pollen/render) package: pollen

Rendering is how Pollen source files get converted into output.

procedure

(render source-path [template-path])  bytes?

  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
Renders source-path. The rendering behavior depends on the type of source file:

A pollen/pre file is rendered without a template.

A pollen/markup or pollen/markdown file is rendered with a template. If no template is provided with template-path, Pollen finds one using get-template-for.

Be aware that rendering with a template uses include-template within eval. For complex pages, it can be slow the first time. Caching is used to make subsequent requests faster.

For those panicked at the use of eval, please don’t be. As the author of include-template has already advised, “If you insist on dynamicism” — and yes, I do insist — “there is always eval.

procedure

(render-to-file source-path    
  [template-path    
  output-path])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
Like render, but saves the file to output-path, overwriting whatever was already there. If no output-path is provided, it’s derived from source-path using ->output-path.

procedure

(render-to-file-if-needed source-path    
  [template-path    
  output-path    
  #:force force-render?])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
  force-render? : boolean? = #f
Like render-to-file, but the render only happens if one of these conditions exist: +
  1. The force-render? flag — set with the #:force keyword — is #t.

  2. No file exists at output-path. (Thus, an easy way to force a render of a particular output-path is to delete it.)

  3. Either source-path or template-path have changed since the last trip through render.

  4. One or more of the project requires have changed.

If none of these conditions exist, output-path is deemed to be up to date, and the render is skipped.

procedure

(render-batch source-paths ...)  void?

  source-paths : (listof pathish?)
Render multiple source-paths in one go. This can be faster than (for-each render source-paths) if your source-paths rely on a common set of templates. Templates may have their own source files that need to be compiled. If you use render, the templates will be repeatedly (and needlessly) re-compiled. Whereas if you use render-batch, each template will only be compiled once.

procedure

(render-pagetree pagetree)  void?

  pagetree : pagetree?
(render-pagetree pagetree-source)  void?
  pagetree-source : pathish?
Using pagetree, or a pagetree loaded from pagetree-source, render the pages in that pagetree using render-batch.

procedure

(get-template-for source-path)  (or/c #f complete-path?)

  source-path : complete-path?
Find a template file for source-path, with the following priority: +
  1. If the metas for source-path have a key for template, then use the value of this key.

  2. If this key doesn’t exist, or if it points to a nonexistent file, look for a default template in the project directory with the name main.[output extension].pt. Meaning, if source-path is intro.html.pm, the output path would be intro.html, so the default template would be main.html.pt.

  3. If this file doesn’t exist, use the fallback template as a last resort.

This function is called when a template is needed, but a template-path argument is missing (for instance, in render or render-to-file).

6.6 Template

 (require pollen/template) package: pollen

Convenience functions for templates. These are automatically imported into the eval environment when rendering with a template (see render).

This module also provides everything from sugar/coerce/value.

procedure

(->html xexpr)  string?

  xexpr : xexpr?
Convert xexpr to an HTML string. Similar to xexpr->string, but consistent with the HTML spec, text that appears within script or style blocks will not be escaped.

Examples:

> (define tx '(root (script "3 > 2") "Why is 3 > 2?"))
> (xexpr->string tx)

"<root><script>3 &gt; 2</script>Why is 3 &gt; 2?</root>"

> (->html tx)

"<root><script>3 > 2</script>Why is 3 &gt; 2?</root>"

Be careful not to pass existing HTML strings into this function, because the angle brackets will be escaped. Fine if that’s what you want, but you probably don’t.

Examples:

> (define tx '(p "You did" (em "what?")))
> (->html tx)

"<p>You did<em>what?</em></p>"

> (->html (->html tx))

"&lt;p&gt;You did&lt;em&gt;what?&lt;/em&gt;&lt;/p&gt;"

procedure

(select key value-source)  (or/c #f txexpr-element?)

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)

procedure

(select* key value-source)  (or/c #f (listof txexpr-element?))

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)
Find matches for key in value-source, first by looking in its metas (using select-from-metas) and then by looking in its doc (using select-from-doc). With select, you get the first result; with select*, you get them all. In both cases, you get #f if there are no matches.

procedure

(select-from-metas key meta-source)  (or/c #f txexpr-element?)

  key : symbolish?
  meta-source : (or/c hash? pagenodeish? pathish?)
Look up the value of key in meta-source. The meta-source argument can be either a set of metas (i.e., a hash) or a pagenode?, from which metas are pulled. If no value exists for key, you get #f.

Examples:

> (module ice-cream pollen/markup
  '(div (question "Flavor?")
    (answer "Chocolate chip") (answer "Maple walnut"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'ice-cream submodule
> (require 'ice-cream)
> (select-from-metas 'template  metas)

"sub.xml.pt"

> ('target . select-from-metas . metas)

"print"

> (select-from-metas 'nonexistent-key metas)

#f

procedure

(select-from-doc key doc-source)  (or/c #f txexpr-element?)

  key : symbolish?
  doc-source : (or/c txexpr? pagenodeish? pathish?)
Look up the value of key in doc-source. The doc-source argument can be either be a doc (i.e., a txexpr) or a pagenode?, from which doc is pulled. If no value exists for key, you get #f.

Examples:

> (module gelato pollen/markup
  '(div (question "Flavor?")
    (answer "Nocciola") (answer "Pistachio"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'gelato submodule
> (require 'gelato)
> (select-from-doc 'question  doc)

'("Flavor?")

> ('answer . select-from-doc . doc)

'("Nocciola" "Pistachio")

> (select-from-doc 'nonexistent-key doc)

#f

6.7 Tag

 (require pollen/tag) package: pollen

Convenience functions for working with tags.

procedure

(make-tag-function id)  (-> txexpr?)

  id : txexpr-tag?
Make a tag function for id. As arguments, a tag function takes an optional set of X-expression attributes (txexpr-attrs?) followed by X-expression elements (txexpr-elements?). From these, the tag function creates a tagged X-expression using id as the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup "Bonjour")

'(em "Bonjour")

> (beaucoup '((id "greeting")) "Bonjour")

'(em ((id "greeting")) "Bonjour")

Entering attributes this way can be cumbersome. So for convenience, a tag function provides an alternative: any symbol + string pairs at the front of your expression will be interpreted as attributes, if the symbols are followed by a colon. If you leave out the colon, the symbols will be interpreted as part of the content of the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup 'id: "greeting" 'class: "large" "Bonjour")

'(em ((id "greeting") (class "large")) "Bonjour")

; Don't forget the colons
> (beaucoup 'id "greeting" 'class "large" "Bonjour")

'(em id "greeting" class "large" "Bonjour")

; Don't forget to provide a value for each attribute
> (beaucoup 'id: 'class: "large" "Bonjour")

'(em id: class: "large" "Bonjour")

Pollen also uses this function to provide the default behavior for undefined tags. See #%top.

6.8 Top

 (require pollen/top) package: pollen

You’ll probably never invoke this module directly. But it’s implicitly imported into every Pollen markup file. And if you don’t know what it does, you might end up surprised by some of the behavior you get.

syntax

(#%top . id)

In standard Racket, #%top is the function of last resort, called when id is not bound to any value. As such, it typically reports a syntax error.

Examples:

; Let's call em without defining it
> (em "Bonjour")

em: undefined;

 cannot reference undefined identifier

; (em "Bonjour") is being converted to ((#%top . em) "Bonjour")
; So calling ((#%top . em) "Bonjour") will give the same result
> ((#%top . em) "Bonjour")

em: undefined;

 cannot reference undefined identifier

In the Pollen markup environment, however, this behavior is annoying. Because when you’re writing X-expressions, you don’t necessarily want to define all your tags ahead of time.

So Pollen redefines #%top. For convenience, Pollen’s version of #%top assumes that an undefined tag should just refer to an X-expression beginning with that tag (and uses make-tag-function to provide this behavior):

Examples:

; Again, let's call em without defining it, but using pollen/top
> (require pollen/top)
> (em "Bonjour")

'(em "Bonjour")

; (em "Bonjour") is still being converted to ((#%top . em) "Bonjour")
; But now, ((#%top . em) "Bonjour") gives a different result
> ((#%top . em) "Bonjour")

'(em "Bonjour")

The good news is that this behavior means you use any tag you want in your markup without defining it in advance. You can still attach a function to the tag later, which will automatically supersede #%top.

Examples:

> (define (em x) `(span ((style "font-size:100px")) ,x))
> (em "Bonjour")

'(span ((style "font-size:100px")) "Bonjour")

The bad news is that you’ll never get an “undefined identifier” error. These undefined identifiers will happily sail through and be converted to tags.

Examples:

> (require pollen/top)
> (define (em . xs) `(span ((style "font-size:100px")) ,@xs))
; There's a typo in my tag
> (erm "Bonjour")

'(erm "Bonjour")

This isn’t a bug. It’s just a natural consequence of how Pollen’s #%top works. It can, however, make debugging difficult sometimes. Let’s suppose my markup depends on very-important-function, which I don’t import correctly.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

So the undefined-function bug goes unreported. Again, that’s not a bug in Pollen — there’s just no way for it to tell the difference between an identifier that’s deliberately undefined and one that’s inadvertently undefined. If you want to guarantee that you’re invoking a defined identifier, use def/c.

syntax

(def/c id)

Invoke id if it’s a defined identifier, otherwise raise an error. This form reverses the behavior of #%top (in other words, it restores default Racket behavior).

Recall this example from before. In standard Racket, you get an undefined-identifier error.

Examples:

> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

But with pollen/top, the issue is not treated as an error.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

By adding def/c, we restore the usual behavior, guaranteeing that we get the defined version of very-important-function or nothing.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> ((def/c very-important-function) "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

6.9 World

 (require pollen/world) package: pollen

A set of global values and parameters that are used throughout the Pollen system. If you don’t like the defaults I’ve picked, change them.

All identifiers are exported with the prefix world:, and are so documented below.

The two exports from a compiled Pollen source file.

value

world:project-require : string? = "project-require.rkt"

File implicitly required into every Pollen source file from its directory.

A parameter that determines whether the world:project-require file is checked for changes on every pass through render. (Can be faster to turn this off if you don’t need it.) Initialized to #t.

value

world:server-extras-dir : string? = "server-extras"

Name of directory where server support files live.

A parameter that reports the path to the directory of support files for the development server. Initialized to #f, but set to a proper value when pollen/server runs.

File extensions for Pollen source files.

File extensions that are eligible for decoding.

value

world:mode-auto : symbol? = 'auto

value

world:mode-preproc : symbol? = 'pre

value

world:mode-markup : symbol? = 'markup

value

world:mode-markdown : symbol? = 'markdown

value

world:mode-pagetree : symbol? = 'ptree

Mode indicators for the Pollen reader and parser.

value

world:default-pagetree : string? = "index.ptree"

Pagetree that Pollen dashboard loads by default in each directory.

value

world:pagetree-root-node : symbol? = 'pagetree-root

Name of the root node in a decoded pagetree. It’s ignored by the code, so its only role is to clue you in that you’re looking at something that came out of the pagetree decoder.

value

world:command-marker : char? = #\◊

The magic character that indicates a Pollen command, function, or variable.

Prefix of the default template.

value

world:fallback-template : string? = "fallback.html.pt"

Name of the fallback template (i.e., the template used to render a Pollen markup file when no other template can be found).

value

world:template-meta-key : symbol? = 'template

Meta key used to store a template name for that particular source file.

Default separators used in decoding.

value

world:dashboard-css : string? = "poldash.css"

CSS file used for the dashboard.

value

world:paths-excluded-from-dashboard : (listof path?)

 = (map string->path (list "poldash.css" "compiled"))
Paths not shown in the Pollen dashboard.

7 License & source code

This module is licensed under the LGPL.

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

 
\ No newline at end of file diff --git a/pollen/doc/pollen/out0.sxref b/pollen/doc/pollen/out0.sxref new file mode 100644 index 0000000..6d1236f Binary files /dev/null and b/pollen/doc/pollen/out0.sxref differ diff --git a/pollen/doc/pollen/out1.sxref b/pollen/doc/pollen/out1.sxref new file mode 100644 index 0000000..cb40568 Binary files /dev/null and b/pollen/doc/pollen/out1.sxref differ diff --git a/pollen/doc/pollen/provides.sxref b/pollen/doc/pollen/provides.sxref new file mode 100644 index 0000000..ef903e4 Binary files /dev/null and b/pollen/doc/pollen/provides.sxref differ diff --git a/pollen/doc/pollen/stamp.sxref b/pollen/doc/pollen/stamp.sxref new file mode 100644 index 0000000..304dc3f --- /dev/null +++ b/pollen/doc/pollen/stamp.sxref @@ -0,0 +1 @@ +("e75cf147374040c56edeac268f5dda22cf5c1eed6eb5d8a20b6d442e464cf51b60b0a5d5f4455c21" "d254075c05457c01c06f66fe1127a0dcd1283a1501bbf38a9466c5049c70b336a8d450d3f7d8c21d" "9b27b710bee743bf46119a21b53cc8f4221c65f3") \ No newline at end of file diff --git a/pollen/doc/pollen/synced.rktd b/pollen/doc/pollen/synced.rktd new file mode 100644 index 0000000..e69de29 diff --git a/pollen/doc/racket.css b/pollen/doc/racket.css new file mode 100644 index 0000000..b44fef5 --- /dev/null +++ b/pollen/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/pollen/doc/scribble-common.js b/pollen/doc/scribble-common.js new file mode 100644 index 0000000..75c7fcd --- /dev/null +++ b/pollen/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/doclang-raw.rkt b/pollen/doclang-raw.rkt similarity index 100% rename from doclang-raw.rkt rename to pollen/doclang-raw.rkt diff --git a/file.rkt b/pollen/file.rkt similarity index 100% rename from file.rkt rename to pollen/file.rkt diff --git a/main-base.rkt b/pollen/main-base.rkt similarity index 100% rename from main-base.rkt rename to pollen/main-base.rkt diff --git a/main.rkt b/pollen/main.rkt similarity index 100% rename from main.rkt rename to pollen/main.rkt diff --git a/markdown.rkt b/pollen/markdown.rkt similarity index 100% rename from markdown.rkt rename to pollen/markdown.rkt diff --git a/markup.rkt b/pollen/markup.rkt similarity index 100% rename from markup.rkt rename to pollen/markup.rkt diff --git a/pagetree.rkt b/pollen/pagetree.rkt similarity index 100% rename from pagetree.rkt rename to pollen/pagetree.rkt diff --git a/pre.rkt b/pollen/pre.rkt similarity index 100% rename from pre.rkt rename to pollen/pre.rkt diff --git a/project.rkt b/pollen/project.rkt similarity index 100% rename from project.rkt rename to pollen/project.rkt diff --git a/ptree.rkt b/pollen/ptree.rkt similarity index 100% rename from ptree.rkt rename to pollen/ptree.rkt diff --git a/raco.rkt b/pollen/raco.rkt similarity index 100% rename from raco.rkt rename to pollen/raco.rkt diff --git a/reader-base.rkt b/pollen/reader-base.rkt similarity index 100% rename from reader-base.rkt rename to pollen/reader-base.rkt diff --git a/render.rkt b/pollen/render.rkt similarity index 100% rename from render.rkt rename to pollen/render.rkt diff --git a/pollen/scribblings/acknowledgments.html b/pollen/scribblings/acknowledgments.html new file mode 100644 index 0000000..18205df --- /dev/null +++ b/pollen/scribblings/acknowledgments.html @@ -0,0 +1,2 @@ + +Acknowledgments
6.0.0.5

Acknowledgments

One curious aspect of free software is that you can appropriate the benefits of other people’s work while making it look like your own. No such legerdemain here. Whatever effort I’ve put into Pollen is dwarfed by the epic accomplishments of the Racket development team. I thank all of them — especially Matthew Flatt, Jay McCarthy, and Matthias Felleisen — for making this tremendous tool available, for adding several features I suggested, and for patiently answering my dumb questions over the months.

But the best tools do more than get the job done. They create an incentive to undertake jobs you wouldn’t have attempted before. Racket encouraged me to become a better programmer so I could create Pollen. Likewise, I hope that Pollen encourages you to make things you couldn’t before.

MB

 
\ No newline at end of file diff --git a/scribblings/acknowledgments.scrbl b/pollen/scribblings/acknowledgments.scrbl similarity index 100% rename from scribblings/acknowledgments.scrbl rename to pollen/scribblings/acknowledgments.scrbl diff --git a/pollen/scribblings/cache.html b/pollen/scribblings/cache.html new file mode 100644 index 0000000..fa62978 --- /dev/null +++ b/pollen/scribblings/cache.html @@ -0,0 +1,2 @@ + +Cache
6.0.0.5

Cache

 (require pollen/cache) package: pollen

The slowest part of a render is parsing and decoding the source file. Often, previewing a single source file necessarily means decoding others (for instance templates, or other source files that are linked into the main source file). But usually, only one source file is changing at a time. Therefore, Pollen stores copies of the exports of source files — namely, whatever is stored in doc and metas — in the cache so they can be reused.

parameter

(current-cache)  hash?

(current-cache hash)  void?
  hash : hash?
 = (make-cache)
A parameter that refers to the current cache. It is initialized with make-cache.

The cache is a hash table that uses the complete path of a source file as its keys. The value associated with each of these keys is a subcache — another hash table with keys 'doc, 'metas (for storing the exports of the source file) and 'mod-time (for storing the modification time, provided by file-or-directory-modify-seconds).

procedure

(cached-require source-path key)  (or/c txexpr? hash? integer?)

  source-path : pathish?
  key : (or/c 'doc 'metas 'mod-time)
Similar to (dynamic-require source-path key), except that it first tries to retrieve the requested value out of current-cache. If it’s not there, or out of date, dynamic-require is used to update the value.

The only keys supported are 'doc, 'metas, and 'mod-time.

If you want the speed benefit of the cache, you should always use cached-require to get data from Pollen source files. That doesn’t mean you can’t still use functions like require, local-require, and dynamic-require. They’ll just be slower.

procedure

(make-cache)  hash?

Initializes current-cache.

procedure

(reset-cache)  void?

Clears current-cache. When only the nuclear option will do.

procedure

(cache-ref source-path)  hash?

  source-path : pathish?
Returns the subcache associated with the key source-path, which will itself be a hash table. See current-cache.

 
\ No newline at end of file diff --git a/scribblings/cache.scrbl b/pollen/scribblings/cache.scrbl similarity index 100% rename from scribblings/cache.scrbl rename to pollen/scribblings/cache.scrbl diff --git a/pollen/scribblings/command.html b/pollen/scribblings/command.html new file mode 100644 index 0000000..2c84045 --- /dev/null +++ b/pollen/scribblings/command.html @@ -0,0 +1,28 @@ + +◊ command overview
6.0.0.5

◊ command overview

1 The golden rule

Pollen uses a special character — the lozenge, which looks like this: ◊ — to mark commands within a Pollen source file. So when you put a ◊ in your source, whatever comes next will be treated as a command. If you don’t, it will just be interpreted as plain text.

2 The lozenge glyph (◊)

I chose the lozenge as the command marker because a) it appears in almost every font, b) it’s barely used in ordinary typesetting, c) it’s not used in any programming language that I know of, and d) its shape and color allow it to stand out easily in code without being distracting.

Here’s how you type it:

Mac: option + shift + V +
+Windows: +
+Ubuntu:

Still, if you don’t want to use the lozenge as your command marker, you can use something else. Set Pollen’s world:command-marker value to whatever character you want.

Scribble uses the @ sign as a delimiter. It’s not a bad choice if you only work with Racket files. But as you use Pollen to work on other kinds of text-based files that commonly contain @ signs — HTML pages especially — it gets cumbersome. So I changed it.

But don’t knock the lozenge till you try it.

3 The two command modes: text mode & Racket mode

Pollen commands can be entered in one of two modes: text mode or Racket mode. Both modes start with a lozenge ():

 command name [ Racket arguments ... ] { text argument }
 ( Racket expression )

Text-mode commands

A text-mode command has the three possible parts after the :

  • The command name appears immediately after the . Typically it’s a short word.

  • The Racket arguments appear between square brackets. Pollen is partly an interface to the Racket programming language. These arguments are entered using Racket conventions — e.g., a string of text needs to be put in quotes as a "string of text". If you like programming, you’ll end up using these frequently. If you don’t, you won’t.

  • The text argument appears between braces (aka curly brackets). You can put any ordinary text here. Unlike with the Racket arguments, you don’t put quotes around the text.

Each of the three parts is optional. You can also nest commands within each other. However:

  • You can never have spaces between the three parts.

  • Whatever parts you use must always appear in the order above.

Here are a few examples of correct text-mode commands:

#lang pollen
variable-name
tag{Text inside the tag.}
tag['attr: "value"]{Text inside the tag}
get-customer-id["Brennan Huff"]
tag{His ID is get-customer-id["Brennan Huff"].}

And some incorrect examples:

#lang pollen
tag {Text inside the tag.} ; space between first and second parts
tag[Text inside the tag] ; text argument needs to be within braces
tag{Text inside the tag}['attr: "value"] ; wrong order

The next section describes each of these parts in detail.

Racket-mode commands

If you’re familiar with Racket expressions, you can use the Racket-mode commands to embed them within Pollen source files. It’s simple: any Racket expression can become a Pollen command by adding to the front. So in Racket, this code:

#lang racket
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be converted to Pollen like so:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

And in DrRacket, they produce the same output:

Revolution #9

Beyond that, there’s not much to say about Racket mode — any valid expression you can write in Racket will also be a valid Racket-mode Pollen command.

The relationship of text mode and Racket mode

Even if you don’t plan to write a lot of Racket-mode commands, you should be aware that under the hood, Pollen is converting all commands in text mode to Racket mode. So a text-mode command that looks like this:

◊headline[#:size 'enormous]{Man Bites Dog!}

Is actually being turned into a Racket-mode command like this:

(headline #:size 'enormous "Man Bites Dog!")

Thus a text-mode command is just an alternate way of writing a Racket-mode command. (More broadly, all of Pollen is just an alternate way of using Racket.)

The corollary is that you can always write Pollen commands using whichever mode is more convenient or readable. For instance, the earlier example, written in the Racket mode:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be rewritten using text mode:

#lang pollen
define[song]{Revolution}
format["~a #~a" song (* 3 3)]

And it will work the same way.

3.1 The command name

In Pollen, you’ll typically use the command name for one of four purposes:

  • To invoke a tag function.

  • To invoke another function.

  • To insert the value of a variable.

  • To insert a comment.

3.1.1 Invoking tag functions

By default, Pollen treats every command name as a tag function. As the name implies, a tag function creates a tagged X-expression with the command name as the tag, and the text argument as the content.

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

To streamline markup, Pollen doesn’t restrict you to a certain set of tags, nor does it make you define your tag functions ahead of time. Just type a tag, and you can start using it.

#lang pollen
utterlyridiculoustagname{Oh really?}
'(utterlyridiculoustagname "Oh really?")

The one restriction is that you can’t invent names for tag functions that are already being used for other commands. For instance, map is a name permanently reserved by the Racket function map. It’s also a rarely-used HTML tag. But gosh, you really want to use it. Problem is, if you invoke it directly, Pollen will think you mean the other map:

#lang pollen
map{Fancy Sauce, $1}

map: arity mismatch;
+the expected number of arguments does not match the given number
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

What to do? Read on.

3.1.2 Invoking other functions

Though every command name starts out as a tag function, it doesn’t necessarily end there. You have two options for invoking other functions: defining your own , or invoking others from Racket.

Defining your own functions

Use the define command to create your own function for a command name. After that, when you use the command name, you’ll get the new behavior. For instance, recall this example showing the default tag-function behavior:

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

We can define strong to do something else, like add to the text:

#lang pollen
(define (strong text) `(strong ,(format "Hey! Listen up! ~a" text)))
strong{Fancy Sauce, $1}

'(strong "Hey! Listen up! Fancy Sauce, $1")

The replacement function has to accept any arguments that might get passed along, but it doesn’t have to do anything with them. For instance, this function definition won’t work because strong is going to get a text argument that it’s not defined to handle:

#lang pollen
(define (strong) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

strong: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 0
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

Whereas in this version, strong accepts an argument called text, but then ignores it:

#lang pollen
(define (strong text) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

'(fib "1 1 2 3 5 8 13 ...")

You can attach any behavior to a command name. As your project evolves, you can also update the behavior of a command name. In that way, Pollen commands become a set of hooks to which you can attach more elaborate processing.

Using Racket functions

You aren’t limited to functions you define. Any function from Racket, or any Racket library, can be invoked directly by using it as a command name. Here’s the function range, which creates a list of numbers:

#lang pollen
range[1 20]

'(range 1 20)

Hold on — that’s not what we want. Where’s the list of numbers? The problem here is that we didn’t explicitly import the racket/list library, which contains the definition for range. (If you need to find out what library contains a certain function, the Racket documentation will tell you.) Without racket/list, Pollen just thinks we’re trying to use range as a tag function (and if we had been, then '(range 1 20) would’ve been the right result).

We fix this by using the require command to bring in the racket/list library, which contains the range we want:

#lang pollen
(require racket/list)
range[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Of course, you can also invoke Racket functions indirectly, by attaching them to functions you define for command names:

#lang pollen
(require racket/list)
(define (rick start finish) (range start finish))
rick[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Let’s return to the problem that surfaced in the last section — the fact that some command names can’t be used as tag functions because they’re already being used for other things. You can work around this by defining your own tag function with a non-conflicting name.

For instance, suppose we want to use map as a tag even though Racket is using it for its own function called map. First, we invent a command name that doesn’t conflict. Let’s call it my-map. As you learned above, Pollen will treat a new command name as a tag function by default:

#lang pollen
my-map{How I would love this to be a map.}

'(my-map "How I would love this to be a map.")

But my-map is not the tag we want. We need to define my-map to be a tag function for map. We can do this with the Pollen helper make-tag-function. That function lives in pollen/tag, so we require that too:

#lang pollen
(require pollen/tag)
(define my-map (make-tag-function 'map))
my-map{How I would love this to be a map.}

'(map "How I would love this to be a map.")

Problem solved.

3.1.3 Inserting the value of a variable

A Pollen command name usually refers to a function, but it can also refer to a variable, which is a data value. Once you define the variable, you can insert it into your source by using the ◊ notation without any other arguments:

#lang pollen
(define foo "bar")
The value of foo is foo

The value of foo is bar

Be careful — if you include arguments, even blank ones, Pollen will treat the command name as a function. This won’t work, because a variable is not a function:

To understand what happens here, recall the relationship between Pollen’s command modes. The text-mode command ◊foo[] becomes the Racket-mode command (foo), which after variable substitution becomes ("bar"). If you try to evaluate ("bar") — e.g., in DrRacket — you’ll get the same error.

#lang pollen
(define foo "bar")
The value of foo is foo[]

application: not a procedure;
+expected a procedure that can be applied to arguments
+  given: "bar"
+  arguments...: [none]

The reason we can simply drop ◊foo into the text argument of another Pollen command is that the variable foo holds a string (i.e., a text value). When appropriate, Pollen will convert a variable to a string in a sensible way. For instance, numbers are easily converted:

#lang pollen
(define zam 42)
The value of zam is zam

The value of zam is 42

If the variable holds a container datatype (like a list, hash, or vector), Pollen will produce the Racket text representation of the item. Here, zam is a list of integers:

#lang pollen
(define zam (list 1 2 3))
The value of zam is zam

The value of zam is '(1 2 3)

This feature is included for your convenience as an author. But in general, your readers won’t want to see the Racket representation of a container. So in these cases, you should convert to a string manually in some sensible way. Here, the integers in the list are converted to strings, which are then combined using string-join from the racket/string library:

#lang pollen
(require racket/string)
(define zam (list 1 2 3))
The value of zam is string-join[(map number->string zam)]{ and }

The value of zam is 1 and 2 and 3

Pollen will still produce an error if you try to convert an esoteric value to a string. Here, zam is the addition function (+):

#lang pollen
(define zam +)
The value of zam is zam

Pollen decoder: can’t convert #<procedure:+> to string

One special case to know about. In the examples above, there’s a word space between the variable and the other text. But suppose you need to insert a variable into text so that there’s no space in between. The simple ◊ notation won’t work, because it won’t be clear where the variable name ends and the text begins.

For instance, suppose we want to use a variable edge next to the string px:

#lang pollen
(define edge 100)
p { margin-left: edgepx; }

Pollen decoder: can’t convert #<procedure:...t/pollen/tag.rkt:6:2> to string

The example fails because Pollen reads the whole string after the as the single variable name edgepx. Since edgepx isn’t defined, it’s treated as a tag function, and since Pollen can’t convert a function to a string, we get an error.

In these situations, surround the variable name with vertical bars ◊|like so| to explicitly indicate where the variable name ends. The bars are not treated as part of the name, nor are they included in the result. Once we do that, we get what we intended:

#lang pollen
(define edge 100)
p { margin-left: ◊|edge|px; }

p { margin-left: 100px; }

If you use this notation when you don’t need to, nothing bad will happen. The vertical bars are always ignored.

#lang pollen
(define edge 100)
The value of edge is ◊|edge| pixels}

The value of edge is 100 pixels

3.1.4 Inserting a comment

Two options.

To comment out the rest of a single line, use a lozenge followed by a semicolon ◊;.

#lang pollen
span{This is not a comment}
span{Nor is this} ;span{But this is}

'(span "This is not a comment")
+'(span "Nor is this")

To comment out a multiline block, use the lozenge–semicolon signal ◊; with curly braces, ◊;{like so}.

#lang pollen
;{
◊span{This is not a comment}
◊span{Nor is this} ;span{But this is}
}
Actually, it's all a comment now

Actually, it's all a comment now

3.2 The Racket arguments

The middle part of a text-mode Pollen command contains the Racket arguments [between square brackets.] Most often, you’ll see these used to pass extra information to commands that operate on text.

For instance, tag functions. Recall from before that any not-yet-defined command name in Pollen is treated as a tag function:

#lang pollen
title{The Beginning of the End}

'(title "The Beginning of the End")

But what if you wanted to add attributes to this tag, so that it comes out like this?

'(title ((class "red")(id "first")) "The Beginning of the End")

You can do it with Racket arguments.

Here’s the hard way. You can type out your list of attributes in Racket format and drop them into the brackets as a single argument:

#lang pollen
title['((class "red")(id "first"))]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

But that’s a lot of parentheses to think about. So here’s the easy way. Anytime you use a tag function, there’s a shortcut for inserting attributes. You can enter them as a series of symbol / string pairs between the Racket-argument brackets. The only caveat is that the symbols have to begin with a quote mark ' and end with a colon :. So taken together, they look like this:

#lang pollen
title['class: "red" 'id: "first"]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

Racket arguments can be any valid Racket expressions. For instance, this will also work:

#lang pollen
title['class: (format "~a" (* 6 7)) 'id: "first"]{The Beginning of the End}

'(title ((class "42") (id "first")) "The Beginning of the End")

Since Pollen commands are really just Racket arguments underneath, you can use those too. Here, we’ll define a variable called name and use it in the Racket arguments of title:

#lang pollen
(define name "Brennan")
title['class: "red" 'id: name]{The Beginning of the End}

'(title ((class "read") (id "Brennan")) "The Beginning of the End")

You can also use this area for keyword arguments. Keyword arguments can be used to provide options for a particular Pollen command, to avoid redundancy. Suppose that instead of using the h1 ... h6 tags, you want to consolidate them into one command called heading and select the level separately. You can do this with a keyword, in this case #:level, which is passed as a Racket argument:

#lang pollen
(define (heading #:level which text)
   `(,(string->symbol (format "h~a" which)) ,text))
 
heading[#:level 1]{Major league}
heading[#:level 2]{Minor league}
heading[#:level 6]{Trivial league}

'(h1 "Major league")
+'(h2 "Minor league")
+'(h6 "Trivial league")

3.3 The text argument

The third part of a text-mode Pollen command is the text argument. The text argument {appears between curly braces}. It can contain any text you want. The text argument can also contain other Pollen commands with their own text arguments. And they can contain other Pollen commands ... and so on, all the way down.

#lang pollen
div{Do it again. div{And again. div{And yet again.}}}

'(div "Do it again. " (div "And again. " (div "And yet again.")))

Three small details to know about the text argument.

First, the only character that needs special handling in a text argument is the lozenge . A lozenge ordinarily marks a new command. So if you want an actual lozenge to appear in the text, you have to escape it by typing ◊"◊".

#lang pollen
definition{This is the lozenge: "◊"}

'(definition "This is the lozenge: ◊")

Second, the whitespace-trimming policy. Here’s the short version: if there’s a carriage return at either end of the text argument, it is trimmed, and whitespace at the end of each line is selectively trimmed in an intelligent way. So this text argument, with carriage returns on the ends:

#lang pollen
div{
Roomy!
 
I agree.
}

'(div "Roomy!" "\n" "\n" "I agree.")

Yields the same result as this one:

#lang pollen
div{Roomy!
 
I agree.}

'(div "Roomy!" "\n" "\n" "I agree.")

For the long version, please see (part "Spaces, Newlines, and Indentation").

Third, within a multiline text argument, newline characters become individual strings that are not merged with adjacent text. So what you end up with is a list of strings, not a single string. That’s why in the last example, we got this:

'(div "Roomy!" "\n" "\n" "I agree.")

Instead of this:

'(div "Roomy!\n\nI agree.")

Under most circumstances, these two tagged X-expressions will behave the same way. The biggest exception is with functions. A function that operates on multiline text arguments needs to be able to handle an indefinite number of strings. For instance, this jejune function only accepts a single argument. It will work with a single-line text argument, because that produces a single string:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Irrational confidence}

'(jejune "Irrational confidence")

But watch what happens with a multiline text argument:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Deeply
        chastened}

jejune: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 1
+  given: 3
+  arguments...:
+   "Deeply"
+   "\n"
+   "chastened"

The answer is to use a rest argument in the function, which takes the “rest” of the arguments — however many there may be — and combines them into a single list. If we rewrite jejune with a rest argument, we can fix the problem:

#lang pollen
(define (jejune . texts)
   `(jejune ,@texts))
jejune{Deeply
        chastened}

'(jejune "Deeply" "\n" "chastened")

4 Further reading

The Pollen language is a variant of Racket’s own text-processing language, called Scribble. So many things that are true about Scribble are also true about Pollen. For the sake of clarity & brevity, I’ve omitted them from this summary. But if you want the full story:

[insert]

 
\ No newline at end of file diff --git a/scribblings/command.scrbl b/pollen/scribblings/command.scrbl similarity index 100% rename from scribblings/command.scrbl rename to pollen/scribblings/command.scrbl diff --git a/pollen/scribblings/decode.html b/pollen/scribblings/decode.html new file mode 100644 index 0000000..e47d66d --- /dev/null +++ b/pollen/scribblings/decode.html @@ -0,0 +1,2 @@ + +Decode
6.0.0.5

Decode

 (require pollen/decode) package: pollen

The doc export of a Pollen markup file is a simple X-expression. Decoding refers to any post-processing of this X-expression. The pollen/decode module provides tools for creating decoders.

The decode step can happen separately from the compilation of the file. But you can also attach a decoder to the markup file’s root node, so the decoding happens automatically when the markup is compiled, and thus automatically incorporated into doc. (Following this approach, you could also attach multiple decoders to different tags within doc.)

You can, of course, embed function calls within Pollen markup. But since markup is optimized for authors, decoding is useful for operations that can or should be moved out of the authoring layer.

One example is presentation and layout. For instance, detect-paragraphs is a decoder function that lets authors mark paragraphs in their source simply by using two carriage returns.

Another example is conversion of output into a particular data format. Most Pollen functions are optimized for HTML output, but one could write a decoder that targets another format.

procedure

(decode tagged-xexpr    
  [#:txexpr-tag-proc txexpr-tag-proc    
  #:txexpr-attrs-proc txexpr-attrs-proc    
  #:txexpr-elements-proc txexpr-elements-proc    
  #:block-txexpr-proc block-txexpr-proc    
  #:inline-txexpr-proc inline-txexpr-proc    
  #:string-proc string-proc    
  #:symbol-proc symbol-proc    
  #:valid-char-proc valid-char-proc    
  #:cdata-proc cdata-proc    
  #:exclude-tags tags-to-exclude])  txexpr?
  tagged-xexpr : txexpr?
  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?)
   = (λ(tag) tag)
  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?)
   = (λ(attrs) attrs)
  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?)
   = (λ(elements) elements)
  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx)
  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx)
  string-proc : (string? . -> . xexpr?) = (λ(str) str)
  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym)
  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc)
  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata)
  tags-to-exclude : (listof symbol?) = null
Recursively process a tagged-xexpr, usually the one exported from a Pollen source file as doc.

This function doesn’t do much on its own. Rather, it provides the hooks upon which harder-working functions can be hung.

Recall from (part "Pollen mechanics") that any tag can have a function attached to it. By default, the tagged-xexpr from a source file is tagged with root. So the typical way to use decode is to attach your decoding functions to it, and then define root to invoke your decode function. Then it will be automatically applied to every doc during compile.

For instance, here’s how decode is attached to root in Butterick’s Practical Typography. There’s not much to it —

(define (root . items)
    (decode (make-txexpr 'root null items)
        #:txexpr-elements-proc detect-paragraphs
        #:block-txexpr-proc
            (λ(bx) (wrap-hanging-quotes (nonbreaking-last-space bx)))
        #:string-proc (compose1 smart-quotes smart-dashes)))

This illustrates another important point: even though decode presents an imposing list of arguments, you’re unlikely to use all of them at once. These represent possibilities, not requirements. For instance, let’s see what happens when decode is invoked without any of its optional arguments.

Examples:

> (define tx '(root "I wonder" (em "why") "this works."))
> (decode tx)

'(root "I wonder" (em "why") "this works.")

Right — nothing. That’s because the default value for the decoding arguments is the identity function, (λ (x) x). So all the input gets passed through intact unless another action is specified.

The *-proc arguments of decode take procedures that are applied to specific categories of elements within txexpr.

The txexpr-tag-proc argument is a procedure that handles X-expression tags.

Examples:

> (define tx '(p "I'm from a strange" (strong "namespace")))
; Tags are symbols, so a tag-proc should return a symbol
> (decode tx #:txexpr-tag-proc (λ(t) (string->symbol (format "ns:~a" t))))

'(ns:p "I'm from a strange" (ns:strong "namespace"))

The txexpr-attrs-proc argument is a procedure that handles lists of X-expression attributes. (The txexpr module, included at no extra charge with Pollen, includes useful helper functions for dealing with these attribute lists.)

Examples:

> (define tx '(p [[id "first"]] "If I only had a brain."))
; Attrs is a list, so cons is OK for simple cases
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(p ((class "PhD") (id "first")) "If I only had a brain.")

Note that txexpr-attrs-proc will change the attributes of every tagged X-expression, even those that don’t have attributes. This is useful, because sometimes you want to add attributes where none existed before. But be careful, because the behavior may make your processing function overinclusive.

Examples:

> (define tx '(div (p [[id "first"]] "If I only had a brain.")
  (p "Me too.")))
; This will insert the new attribute everywhere
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(div

  ((class "PhD"))

  (p ((class "PhD") (id "first")) "If I only had a brain.")

  (p ((class "PhD")) "Me too."))

; This will add the new attribute only to non-null attribute lists
> (decode tx #:txexpr-attrs-proc
  (λ(attrs) (if (null? attrs) attrs (cons '[class "PhD"] attrs))))

'(div (p ((class "PhD") (id "first")) "If I only had a brain.") (p "Me too."))

The txexpr-elements-proc argument is a procedure that operates on the list of elements that represents the content of each tagged X-expression. Note that each element of an X-expression is subject to two passes through the decoder: once now, as a member of the list of elements, and also later, through its type-specific decoder (i.e., string-proc, symbol-proc, and so on).

Examples:

> (define tx '(div "Double" "\n" "toil" amp "trouble"))
; Every element gets doubled ...
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es)))

'(div "Double" "Double" "\n" "\n" "toil" "toil" amp amp "trouble" "trouble")

; ... but only strings get capitalized
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es))
  #:string-proc (λ(s) (string-upcase s)))

'(div "DOUBLE" "DOUBLE" "\n" "\n" "TOIL" "TOIL" amp amp "TROUBLE" "TROUBLE")

So why do you need txexpr-elements-proc? Because some types of element decoding depend on context, thus it’s necessary to handle the elements as a group. For instance, the doubling function above, though useless, requires handling the element list as a whole, because elements are being added.

A more useful example: paragraph detection. The behavior is not merely a map across each element:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
; Context matters. Trailing whitespace is ignored ...
> (paras '(body "The first paragraph." "\n\n"))

'(body "The first paragraph.")

; ... but whitespace between strings is converted to a break.
> (paras '(body "The first paragraph." "\n\n" "And another."))

'(body (p "The first paragraph.") (p "And another."))

; A combination of both types
> (paras '(body "The first paragraph." "\n\n" "And another." "\n\n"))

'(body (p "The first paragraph.") (p "And another."))

The block-txexpr-proc argument and the inline-txexpr-proc arguments are procedures that operate on tagged X-expressions. If the X-expression meets the block-txexpr? test, it is processed by block-txexpr-proc. Otherwise, it is processed by inline-txexpr-proc. Thus every tagged X-expression will be handled by one or the other. Of course, if you want block and inline elements to be handled the same way, you can set block-txexpr-proc and inline-txexpr-proc to be the same procedure.

Examples:

> (define tx '(div "Please" (em "mind the gap") (h1 "Tuesdays only")))
> (define add-ns (λ(tx) (make-txexpr
      (string->symbol (format "ns:~a" (get-tag tx)))
      (get-attrs tx)
      (get-elements tx))))
; div and h1 are block elements, so this will only affect them
> (decode tx #:block-txexpr-proc add-ns)

'(ns:div "Please" (em "mind the gap") (ns:h1 "Tuesdays only"))

; em is an inline element, so this will only affect it
> (decode tx #:inline-txexpr-proc add-ns)

'(div "Please" (ns:em "mind the gap") (h1 "Tuesdays only"))

; this will affect all elements
> (decode tx #:block-txexpr-proc add-ns #:inline-txexpr-proc add-ns)

'(ns:div "Please" (ns:em "mind the gap") (ns:h1 "Tuesdays only"))

The string-proc, symbol-proc, valid-char-proc, and cdata-proc arguments are procedures that operate on X-expressions that are strings, symbols, valid-chars, and CDATA, respectively. Deliberately, the output contracts for these procedures accept any kind of X-expression (meaning, the procedure can change the X-expression type).

Examples:

; A div with string, entity, character, and cdata elements
> (define tx `(div "Moe" amp 62 ,(cdata #f #f "3 > 2;")))
> (define rulify (λ(x) '(hr)))
; The rulify function is selectively applied to each
> (print (decode tx #:string-proc rulify))

'(div (hr) amp 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:symbol-proc rulify))

'(div "Moe" (hr) 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:valid-char-proc rulify))

'(div "Moe" amp (hr) #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:cdata-proc rulify))

'(div "Moe" amp 62 (hr))

Finally, the tags-to-exclude argument is a list of tags that will be exempted from decoding. Though you could get the same result by testing the input within the individual decoding functions, that’s tedious and potentially slower.

Examples:

> (define tx '(p "I really think" (em "italics") "should be lowercase."))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(p "I REALLY THINK" (em "ITALICS") "SHOULD BE LOWERCASE.")

> (decode tx #:string-proc (λ(s) (string-upcase s)) #:exclude-tags '(em))

'(p "I REALLY THINK" (em "italics") "SHOULD BE LOWERCASE.")

The tags-to-exclude argument is useful if you’re decoding source that’s destined to become HTML. According to the HTML spec, material within a <style> or <script> block needs to be preserved literally. In this example, if the CSS and JavaScript blocks are capitalized, they won’t work. So exclude '(style script), and problem solved.

Examples:

> (define tx '(body (h1 [[class "Red"]] "Let's visit Planet Telex.")
  (style [[type "text/css"]] ".Red {color: green;}")
  (script [[type "text/javascript"]] "var area = h * w;")))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".RED {COLOR: GREEN;}")

  (script ((type "text/javascript")) "VAR AREA = H * W;"))

> (decode tx #:string-proc (λ(s) (string-upcase s))
  #:exclude-tags '(style script))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".Red {color: green;}")

  (script ((type "text/javascript")) "var area = h * w;"))

1 Block

Because it’s convenient, Pollen categorizes tagged X-expressions into two categories: block and inline. Why is it convenient? When using decode, you often want to treat the two categories differently. Not that you have to. But this is how you can.

parameter

(project-block-tags)  (listof txexpr-tag?)

(project-block-tags block-tags)  void?
  block-tags : (listof txexpr-tag?)
 = html-block-tags
A parameter that defines the set of tags that decode will treat as blocks. This parameter is initialized with the HTML block tags, namely:

(address article aside audio blockquote body canvas dd div dl fieldset figcaption figure footer form h1 h2 h3 h4 h5 h6 header hgroup noscript ol output p pre section table tfoot ul video)

procedure

(register-block-tag tag)  void?

  tag : txexpr-tag?
Adds a tag to project-block-tags so that block-txexpr? will report it as a block, and decode will process it with block-txexpr-proc rather than inline-txexpr-proc.

Pollen tries to do the right thing without being told. But this is the rare case where you have to be explicit. If you introduce a tag into your markup that you want treated as a block, you must use this function to identify it, or you will get spooky behavior later on.

For instance, detect-paragraphs knows that block elements in the markup shouldn’t be wrapped in a p tag. So if you introduce a new block element called bloq without registering it as a block, misbehavior will follow:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (p (bloq "But not me.")))

; Wrong: bloq should not be wrapped

But once you register bloq as a block, order is restored:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (register-block-tag 'bloq)
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (bloq "But not me."))

; Right: bloq is treated as a block

If you find the idea of registering block tags unbearable, good news. The project-block-tags include the standard HTML block tags by default. So if you just want to use things like div and p and h1–h6, you’ll get the right behavior for free.

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (div "But not me.")))

'(body (p "I want to be a paragraph.") (div "But not me."))

procedure

(block-txexpr? v)  boolean?

  v : any/c
Predicate that tests whether v is a tagged X-expression, and if so, whether the tag is among the project-block-tags. If not, it is treated as inline. To adjust how this test works, use register-block-tag.

2 Typography

An assortment of typography & layout functions, designed to be used with decode. These aren’t hard to write. So if you like these, use them. If not, make your own.

procedure

(whitespace? v)  boolean?

  v : any/c
A predicate that returns #t for any stringlike v that’s entirely whitespace, but also the empty string, as well as lists and vectors that are made only of whitespace? members. Following the regexp-match convention, whitespace? does not return #t for a nonbreaking space. If you prefer that behavior, use whitespace/nbsp?.

Examples:

> (whitespace? "\n\n   ")

#t

> (whitespace? (string->symbol "\n\n   "))

#t

> (whitespace? "")

#t

> (whitespace? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace? nonbreaking-space)

#f

procedure

(whitespace/nbsp? v)  boolean?

  v : any/c
Like whitespace?, but also returns #t for nonbreaking spaces.

Examples:

> (whitespace/nbsp? "\n\n   ")

#t

> (whitespace/nbsp? (string->symbol "\n\n   "))

#t

> (whitespace/nbsp? "")

#t

> (whitespace/nbsp? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace/nbsp? nonbreaking-space)

#t

procedure

(smart-quotes str)  string?

  str : string?
Convert straight quotes in str to curly according to American English conventions.

Examples:

> (define tricky-string
  "\"Why,\" she could've asked, \"are we in O‘ahu watching 'Mame'?\"")
> (display tricky-string)

"Why," she could've asked, "are we in O‘ahu watching 'Mame'?"

> (display (smart-quotes tricky-string))

“Why,” she could’ve asked, “are we in O‘ahu watching ‘Mame’?”

procedure

(smart-dashes str)  string?

  str : string?
In str, convert three hyphens to an em dash, and two hyphens to an en dash, and remove surrounding spaces.

Examples:

> (define tricky-string "I had a few --- OK, like 6--8 --- thin mints.")
> (display tricky-string)

I had a few --- OK, like 6--8 --- thin mints.

> (display (smart-dashes tricky-string))

I had a few—OK, like 6–8—thin mints.

; Monospaced font not great for showing dashes, but you get the idea

procedure

(detect-linebreaks tagged-xexpr-elements 
  [#:separator linebreak-sep 
  #:insert linebreak]) 
  txexpr-elements?
  tagged-xexpr-elements : txexpr-elements?
  linebreak-sep : string? = world:linebreak-separator
  linebreak : xexpr? = '(br)
Within tagged-xexpr-elements, convert occurrences of linebreak-sep ("\n" by default) to linebreak, but only if linebreak-sep does not occur between blocks (see block-txexpr?). Why? Because block-level elements automatically display on a new line, so adding linebreak would be superfluous. In that case, linebreak-sep just disappears.

Examples:

> (detect-linebreaks '(div "Two items:" "\n" (em "Eggs") "\n" (em "Bacon")))

'(div "Two items:" (br) (em "Eggs") (br) (em "Bacon"))

> (detect-linebreaks '(div "Two items:" "\n" (div "Eggs") "\n" (div "Bacon")))

'(div "Two items:" (div "Eggs") (div "Bacon"))

procedure

(detect-paragraphs elements 
  [#:separator paragraph-sep 
  #:tag paragraph-tag 
  #:linebreak-proc linebreak-proc]) 
  txexpr-elements?
  elements : txexpr-elements?
  paragraph-sep : string? = world:paragraph-separator
  paragraph-tag : symbol? = 'p
  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?)
   = detect-linebreaks
Find paragraphs within elements, as denoted by paragraph-sep, and wrap them with paragraph-tag, unless the element is already a block-txexpr? (because in that case, the wrapping is superfluous). Thus, as a consequence, if paragraph-sep occurs between two blocks, it’s ignored.

The paragraph-tag argument sets the tag used to wrap paragraphs.

The linebreak-proc argument allows you to use a different linebreaking procedure other than the usual detect-linebreaks.

Examples:

> (detect-paragraphs '("First para" "\n\n" "Second para"))

'((p "First para") (p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line"))

'((p "First para") (p "Second para" (br) "Second line"))

> (detect-paragraphs '("First para" "\n\n" (div "Second block")))

'((p "First para") (div "Second block"))

> (detect-paragraphs '((div "First block") "\n\n" (div "Second block")))

'((div "First block") (div "Second block"))

> (detect-paragraphs '("First para" "\n\n" "Second para") #:tag 'ns:p)

'((ns:p "First para") (ns:p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line")
  #:linebreak-proc (λ(x) (detect-linebreaks x #:insert '(newline))))

'((p "First para") (p "Second para" (newline) "Second line"))

 
\ No newline at end of file diff --git a/scribblings/decode.scrbl b/pollen/scribblings/decode.scrbl similarity index 100% rename from scribblings/decode.scrbl rename to pollen/scribblings/decode.scrbl diff --git a/pollen/scribblings/file.html b/pollen/scribblings/file.html new file mode 100644 index 0000000..770f6c4 --- /dev/null +++ b/pollen/scribblings/file.html @@ -0,0 +1,2 @@ + +File
6.0.0.5

File

 (require pollen/file) package: pollen

A utility module that provides functions for working with Pollen source and output files. The tests rely on file extensions specified in pollen/world.

Pollen handles six kinds of source files:

Preprocessor, with file extension .pp.

Markup, with file extension .pm.

Template, with file extension .pt.

Null, with file extension .p.

Scribble, with file extension .scrbl.

For each kind of Pollen source file, the corresponding output file is generated by removing the extension from the name of the source file. So the preprocessor source file default.css.pp would become default.css. Scribble files work differently — the corresponding output file is the source file but with an html extension rather than scrbl. So pollen.scrbl would become pollen.html.

procedure

(preproc-source? v)  boolean?

  v : any/c

procedure

(markup-source? v)  boolean?

  v : any/c

procedure

(template-source? v)  boolean?

  v : any/c

procedure

(null-source? v)  boolean?

  v : any/c

procedure

(scribble-source? v)  boolean?

  v : any/c

procedure

(pagetree-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, based on file extension.

Examples:

> (preproc-source? "main.css.pp")

#t

> (markup-source? "default.html.pm")

#t

> (template-source? "main.html.pt")

#t

> (null-source? "index.html.p")

#t

> (scribble-source? "file.scrbl")

#t

> (pagetree-source? "index.ptree")

#t

procedure

(has-preproc-source? v)  boolean?

  v : any/c

procedure

(has-markup-source? v)  boolean?

  v : any/c

procedure

(has-template-source? v)  boolean?

  v : any/c

procedure

(has-null-source? v)  boolean?

  v : any/c

procedure

(has-scribble-source? v)  boolean?

  v : any/c
Test whether v is the output path for an existing source file of the specified type.

procedure

(has/is-preproc-source? v)  boolean?

  v : any/c

procedure

(has/is-markup-source? v)  boolean?

  v : any/c

procedure

(has/is-template-source? v)  boolean?

  v : any/c

procedure

(has/is-null-source? v)  boolean?

  v : any/c

procedure

(has/is-scribble-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, or is the output path for an existing source file of the specified type. In other words, has/is-preproc-source? is equivalent to (or (preproc-source? v) (has-preproc-source? v)).

procedure

(->preproc-source-path p)  path?

  p : pathish?

procedure

(->markup-source-path p)  path?

  p : pathish?

procedure

(->template-source-path p)  path?

  p : pathish?

procedure

(->null-source-path p)  path?

  p : pathish?

procedure

(->scribble-source-path p)  path?

  p : pathish?
Convert an output path p into the source path of the specified type that would produce this output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (define name "default.html")
> (->preproc-source-path name)

#<path:default.html.pp>

> (->markup-source-path name)

#<path:default.html.pm>

> (->template-source-path name)

#<path:default.html.pt>

> (->scribble-source-path name)

#<path:default.scrbl>

> (->null-source-path name)

#<path:default.html.p>

procedure

(->output-path p)  path?

  p : pathish?
Convert a source path p into its corresponding output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (->output-path "main.css.pp")

#<path:main.css>

> (->output-path "default.html.pm")

#<path:default.html>

> (->output-path "index.html.p")

#<path:index.html>

> (->output-path "file.scrbl")

#<path:file.html>

 
\ No newline at end of file diff --git a/scribblings/file.scrbl b/pollen/scribblings/file.scrbl similarity index 100% rename from scribblings/file.scrbl rename to pollen/scribblings/file.scrbl diff --git a/pollen/scribblings/manual-fonts.css b/pollen/scribblings/manual-fonts.css new file mode 100644 index 0000000..f223645 --- /dev/null +++ b/pollen/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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') 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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/pollen/scribblings/manual-racket.css b/pollen/scribblings/manual-racket.css new file mode 100644 index 0000000..bd83096 --- /dev/null +++ b/pollen/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/pollen/scribblings/manual-style.css b/pollen/scribblings/manual-style.css new file mode 100644 index 0000000..a4bc28a --- /dev/null +++ b/pollen/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/pollen/scribblings/module-reference.html b/pollen/scribblings/module-reference.html new file mode 100644 index 0000000..cbf082d --- /dev/null +++ b/pollen/scribblings/module-reference.html @@ -0,0 +1,4 @@ + +Module reference
Module reference
1 Cache
current-cache
cached-require
make-cache
reset-cache
cache-ref
2 Decode
decode
2.1 Block
project-block-tags
register-block-tag
block-txexpr?
2.2 Typography
whitespace?
whitespace/  nbsp?
smart-quotes
smart-dashes
detect-linebreaks
detect-paragraphs
3 File
preproc-source?
markup-source?
template-source?
null-source?
scribble-source?
pagetree-source?
has-preproc-source?
has-markup-source?
has-template-source?
has-null-source?
has-scribble-source?
has/  is-preproc-source?
has/  is-markup-source?
has/  is-template-source?
has/  is-null-source?
has/  is-scribble-source?
->preproc-source-path
->markup-source-path
->template-source-path
->null-source-path
->scribble-source-path
->output-path
4 Pagetree
pagetree?
validate-pagetree
pagenode?
pagenodeish?
->pagenode
4.1 Navigation
current-pagetree
parent
children
siblings
previous
previous*
next
next*
4.2 Utilities
pagetree->list
in-pagetree?
path->pagenode
5 Render
render
render-to-file
render-to-file-if-needed
render-batch
render-pagetree
get-template-for
6 Template
->html
select
select*
select-from-metas
select-from-doc
7 Tag
make-tag-function
8 Top
#%top
def/  c
9 World
world:  main-pollen-export
world:  meta-pollen-export
world:  project-require
world:  check-project-requires-in-render?
world:  server-extras-dir
world:  current-server-extras-path
world:  preproc-source-ext
world:  markup-source-ext
world:  markdown-source-ext
world:  null-source-ext
world:  pagetree-source-ext
world:  template-source-ext
world:  scribble-source-ext
world:  decodable-extensions
world:  mode-auto
world:  mode-preproc
world:  mode-markup
world:  mode-markdown
world:  mode-pagetree
world:  default-pagetree
world:  pagetree-root-node
world:  command-marker
world:  default-template-prefix
world:  fallback-template
world:  template-meta-key
world:  newline
world:  linebreak-separator
world:  paragraph-separator
world:  dashboard-css
world:  paths-excluded-from-dashboard
6.0.0.5

Module reference

    1 Cache

    2 Decode

      2.1 Block

      2.2 Typography

    3 File

    4 Pagetree

      4.1 Navigation

      4.2 Utilities

    5 Render

    6 Template

    7 Tag

    8 Top

    9 World

1 Cache

 (require pollen/cache) package: pollen

The slowest part of a render is parsing and decoding the source file. Often, previewing a single source file necessarily means decoding others (for instance templates, or other source files that are linked into the main source file). But usually, only one source file is changing at a time. Therefore, Pollen stores copies of the exports of source files — namely, whatever is stored in doc and metas — in the cache so they can be reused.

parameter

(current-cache)  hash?

(current-cache hash)  void?
  hash : hash?
 = (make-cache)
A parameter that refers to the current cache. It is initialized with make-cache.

The cache is a hash table that uses the complete path of a source file as its keys. The value associated with each of these keys is a subcache — another hash table with keys 'doc, 'metas (for storing the exports of the source file) and 'mod-time (for storing the modification time, provided by file-or-directory-modify-seconds).

procedure

(cached-require source-path key)  (or/c txexpr? hash? integer?)

  source-path : pathish?
  key : (or/c 'doc 'metas 'mod-time)
Similar to (dynamic-require source-path key), except that it first tries to retrieve the requested value out of current-cache. If it’s not there, or out of date, dynamic-require is used to update the value.

The only keys supported are 'doc, 'metas, and 'mod-time.

If you want the speed benefit of the cache, you should always use cached-require to get data from Pollen source files. That doesn’t mean you can’t still use functions like require, local-require, and dynamic-require. They’ll just be slower.

procedure

(make-cache)  hash?

Initializes current-cache.

procedure

(reset-cache)  void?

Clears current-cache. When only the nuclear option will do.

procedure

(cache-ref source-path)  hash?

  source-path : pathish?
Returns the subcache associated with the key source-path, which will itself be a hash table. See current-cache.

2 Decode

 (require pollen/decode) package: pollen

The doc export of a Pollen markup file is a simple X-expression. Decoding refers to any post-processing of this X-expression. The pollen/decode module provides tools for creating decoders.

The decode step can happen separately from the compilation of the file. But you can also attach a decoder to the markup file’s root node, so the decoding happens automatically when the markup is compiled, and thus automatically incorporated into doc. (Following this approach, you could also attach multiple decoders to different tags within doc.)

You can, of course, embed function calls within Pollen markup. But since markup is optimized for authors, decoding is useful for operations that can or should be moved out of the authoring layer.

One example is presentation and layout. For instance, detect-paragraphs is a decoder function that lets authors mark paragraphs in their source simply by using two carriage returns.

Another example is conversion of output into a particular data format. Most Pollen functions are optimized for HTML output, but one could write a decoder that targets another format.

procedure

(decode tagged-xexpr    
  [#:txexpr-tag-proc txexpr-tag-proc    
  #:txexpr-attrs-proc txexpr-attrs-proc    
  #:txexpr-elements-proc txexpr-elements-proc    
  #:block-txexpr-proc block-txexpr-proc    
  #:inline-txexpr-proc inline-txexpr-proc    
  #:string-proc string-proc    
  #:symbol-proc symbol-proc    
  #:valid-char-proc valid-char-proc    
  #:cdata-proc cdata-proc    
  #:exclude-tags tags-to-exclude])  txexpr?
  tagged-xexpr : txexpr?
  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?)
   = (λ(tag) tag)
  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?)
   = (λ(attrs) attrs)
  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?)
   = (λ(elements) elements)
  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx)
  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx)
  string-proc : (string? . -> . xexpr?) = (λ(str) str)
  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym)
  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc)
  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata)
  tags-to-exclude : (listof symbol?) = null
Recursively process a tagged-xexpr, usually the one exported from a Pollen source file as doc.

This function doesn’t do much on its own. Rather, it provides the hooks upon which harder-working functions can be hung.

Recall from (part "Pollen mechanics") that any tag can have a function attached to it. By default, the tagged-xexpr from a source file is tagged with root. So the typical way to use decode is to attach your decoding functions to it, and then define root to invoke your decode function. Then it will be automatically applied to every doc during compile.

For instance, here’s how decode is attached to root in Butterick’s Practical Typography. There’s not much to it —

(define (root . items)
    (decode (make-txexpr 'root null items)
        #:txexpr-elements-proc detect-paragraphs
        #:block-txexpr-proc
            (λ(bx) (wrap-hanging-quotes (nonbreaking-last-space bx)))
        #:string-proc (compose1 smart-quotes smart-dashes)))

This illustrates another important point: even though decode presents an imposing list of arguments, you’re unlikely to use all of them at once. These represent possibilities, not requirements. For instance, let’s see what happens when decode is invoked without any of its optional arguments.

Examples:

> (define tx '(root "I wonder" (em "why") "this works."))
> (decode tx)

'(root "I wonder" (em "why") "this works.")

Right — nothing. That’s because the default value for the decoding arguments is the identity function, (λ (x) x). So all the input gets passed through intact unless another action is specified.

The *-proc arguments of decode take procedures that are applied to specific categories of elements within txexpr.

The txexpr-tag-proc argument is a procedure that handles X-expression tags.

Examples:

> (define tx '(p "I'm from a strange" (strong "namespace")))
; Tags are symbols, so a tag-proc should return a symbol
> (decode tx #:txexpr-tag-proc (λ(t) (string->symbol (format "ns:~a" t))))

'(ns:p "I'm from a strange" (ns:strong "namespace"))

The txexpr-attrs-proc argument is a procedure that handles lists of X-expression attributes. (The txexpr module, included at no extra charge with Pollen, includes useful helper functions for dealing with these attribute lists.)

Examples:

> (define tx '(p [[id "first"]] "If I only had a brain."))
; Attrs is a list, so cons is OK for simple cases
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(p ((class "PhD") (id "first")) "If I only had a brain.")

Note that txexpr-attrs-proc will change the attributes of every tagged X-expression, even those that don’t have attributes. This is useful, because sometimes you want to add attributes where none existed before. But be careful, because the behavior may make your processing function overinclusive.

Examples:

> (define tx '(div (p [[id "first"]] "If I only had a brain.")
  (p "Me too.")))
; This will insert the new attribute everywhere
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(div

  ((class "PhD"))

  (p ((class "PhD") (id "first")) "If I only had a brain.")

  (p ((class "PhD")) "Me too."))

; This will add the new attribute only to non-null attribute lists
> (decode tx #:txexpr-attrs-proc
  (λ(attrs) (if (null? attrs) attrs (cons '[class "PhD"] attrs))))

'(div (p ((class "PhD") (id "first")) "If I only had a brain.") (p "Me too."))

The txexpr-elements-proc argument is a procedure that operates on the list of elements that represents the content of each tagged X-expression. Note that each element of an X-expression is subject to two passes through the decoder: once now, as a member of the list of elements, and also later, through its type-specific decoder (i.e., string-proc, symbol-proc, and so on).

Examples:

> (define tx '(div "Double" "\n" "toil" amp "trouble"))
; Every element gets doubled ...
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es)))

'(div "Double" "Double" "\n" "\n" "toil" "toil" amp amp "trouble" "trouble")

; ... but only strings get capitalized
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es))
  #:string-proc (λ(s) (string-upcase s)))

'(div "DOUBLE" "DOUBLE" "\n" "\n" "TOIL" "TOIL" amp amp "TROUBLE" "TROUBLE")

So why do you need txexpr-elements-proc? Because some types of element decoding depend on context, thus it’s necessary to handle the elements as a group. For instance, the doubling function above, though useless, requires handling the element list as a whole, because elements are being added.

A more useful example: paragraph detection. The behavior is not merely a map across each element:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
; Context matters. Trailing whitespace is ignored ...
> (paras '(body "The first paragraph." "\n\n"))

'(body "The first paragraph.")

; ... but whitespace between strings is converted to a break.
> (paras '(body "The first paragraph." "\n\n" "And another."))

'(body (p "The first paragraph.") (p "And another."))

; A combination of both types
> (paras '(body "The first paragraph." "\n\n" "And another." "\n\n"))

'(body (p "The first paragraph.") (p "And another."))

The block-txexpr-proc argument and the inline-txexpr-proc arguments are procedures that operate on tagged X-expressions. If the X-expression meets the block-txexpr? test, it is processed by block-txexpr-proc. Otherwise, it is processed by inline-txexpr-proc. Thus every tagged X-expression will be handled by one or the other. Of course, if you want block and inline elements to be handled the same way, you can set block-txexpr-proc and inline-txexpr-proc to be the same procedure.

Examples:

> (define tx '(div "Please" (em "mind the gap") (h1 "Tuesdays only")))
> (define add-ns (λ(tx) (make-txexpr
      (string->symbol (format "ns:~a" (get-tag tx)))
      (get-attrs tx)
      (get-elements tx))))
; div and h1 are block elements, so this will only affect them
> (decode tx #:block-txexpr-proc add-ns)

'(ns:div "Please" (em "mind the gap") (ns:h1 "Tuesdays only"))

; em is an inline element, so this will only affect it
> (decode tx #:inline-txexpr-proc add-ns)

'(div "Please" (ns:em "mind the gap") (h1 "Tuesdays only"))

; this will affect all elements
> (decode tx #:block-txexpr-proc add-ns #:inline-txexpr-proc add-ns)

'(ns:div "Please" (ns:em "mind the gap") (ns:h1 "Tuesdays only"))

The string-proc, symbol-proc, valid-char-proc, and cdata-proc arguments are procedures that operate on X-expressions that are strings, symbols, valid-chars, and CDATA, respectively. Deliberately, the output contracts for these procedures accept any kind of X-expression (meaning, the procedure can change the X-expression type).

Examples:

; A div with string, entity, character, and cdata elements
> (define tx `(div "Moe" amp 62 ,(cdata #f #f "3 > 2;")))
> (define rulify (λ(x) '(hr)))
; The rulify function is selectively applied to each
> (print (decode tx #:string-proc rulify))

'(div (hr) amp 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:symbol-proc rulify))

'(div "Moe" (hr) 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:valid-char-proc rulify))

'(div "Moe" amp (hr) #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:cdata-proc rulify))

'(div "Moe" amp 62 (hr))

Finally, the tags-to-exclude argument is a list of tags that will be exempted from decoding. Though you could get the same result by testing the input within the individual decoding functions, that’s tedious and potentially slower.

Examples:

> (define tx '(p "I really think" (em "italics") "should be lowercase."))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(p "I REALLY THINK" (em "ITALICS") "SHOULD BE LOWERCASE.")

> (decode tx #:string-proc (λ(s) (string-upcase s)) #:exclude-tags '(em))

'(p "I REALLY THINK" (em "italics") "SHOULD BE LOWERCASE.")

The tags-to-exclude argument is useful if you’re decoding source that’s destined to become HTML. According to the HTML spec, material within a <style> or <script> block needs to be preserved literally. In this example, if the CSS and JavaScript blocks are capitalized, they won’t work. So exclude '(style script), and problem solved.

Examples:

> (define tx '(body (h1 [[class "Red"]] "Let's visit Planet Telex.")
  (style [[type "text/css"]] ".Red {color: green;}")
  (script [[type "text/javascript"]] "var area = h * w;")))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".RED {COLOR: GREEN;}")

  (script ((type "text/javascript")) "VAR AREA = H * W;"))

> (decode tx #:string-proc (λ(s) (string-upcase s))
  #:exclude-tags '(style script))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".Red {color: green;}")

  (script ((type "text/javascript")) "var area = h * w;"))

2.1 Block

Because it’s convenient, Pollen categorizes tagged X-expressions into two categories: block and inline. Why is it convenient? When using decode, you often want to treat the two categories differently. Not that you have to. But this is how you can.

parameter

(project-block-tags)  (listof txexpr-tag?)

(project-block-tags block-tags)  void?
  block-tags : (listof txexpr-tag?)
 = html-block-tags
A parameter that defines the set of tags that decode will treat as blocks. This parameter is initialized with the HTML block tags, namely:

(address article aside audio blockquote body canvas dd div dl fieldset figcaption figure footer form h1 h2 h3 h4 h5 h6 header hgroup noscript ol output p pre section table tfoot ul video)

procedure

(register-block-tag tag)  void?

  tag : txexpr-tag?
Adds a tag to project-block-tags so that block-txexpr? will report it as a block, and decode will process it with block-txexpr-proc rather than inline-txexpr-proc.

Pollen tries to do the right thing without being told. But this is the rare case where you have to be explicit. If you introduce a tag into your markup that you want treated as a block, you must use this function to identify it, or you will get spooky behavior later on.

For instance, detect-paragraphs knows that block elements in the markup shouldn’t be wrapped in a p tag. So if you introduce a new block element called bloq without registering it as a block, misbehavior will follow:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (p (bloq "But not me.")))

; Wrong: bloq should not be wrapped

But once you register bloq as a block, order is restored:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (register-block-tag 'bloq)
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (bloq "But not me."))

; Right: bloq is treated as a block

If you find the idea of registering block tags unbearable, good news. The project-block-tags include the standard HTML block tags by default. So if you just want to use things like div and p and h1–h6, you’ll get the right behavior for free.

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (div "But not me.")))

'(body (p "I want to be a paragraph.") (div "But not me."))

procedure

(block-txexpr? v)  boolean?

  v : any/c
Predicate that tests whether v is a tagged X-expression, and if so, whether the tag is among the project-block-tags. If not, it is treated as inline. To adjust how this test works, use register-block-tag.

2.2 Typography

An assortment of typography & layout functions, designed to be used with decode. These aren’t hard to write. So if you like these, use them. If not, make your own.

procedure

(whitespace? v)  boolean?

  v : any/c
A predicate that returns #t for any stringlike v that’s entirely whitespace, but also the empty string, as well as lists and vectors that are made only of whitespace? members. Following the regexp-match convention, whitespace? does not return #t for a nonbreaking space. If you prefer that behavior, use whitespace/nbsp?.

Examples:

> (whitespace? "\n\n   ")

#t

> (whitespace? (string->symbol "\n\n   "))

#t

> (whitespace? "")

#t

> (whitespace? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace? nonbreaking-space)

#f

procedure

(whitespace/nbsp? v)  boolean?

  v : any/c
Like whitespace?, but also returns #t for nonbreaking spaces.

Examples:

> (whitespace/nbsp? "\n\n   ")

#t

> (whitespace/nbsp? (string->symbol "\n\n   "))

#t

> (whitespace/nbsp? "")

#t

> (whitespace/nbsp? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace/nbsp? nonbreaking-space)

#t

procedure

(smart-quotes str)  string?

  str : string?
Convert straight quotes in str to curly according to American English conventions.

Examples:

> (define tricky-string
  "\"Why,\" she could've asked, \"are we in O‘ahu watching 'Mame'?\"")
> (display tricky-string)

"Why," she could've asked, "are we in O‘ahu watching 'Mame'?"

> (display (smart-quotes tricky-string))

“Why,” she could’ve asked, “are we in O‘ahu watching ‘Mame’?”

procedure

(smart-dashes str)  string?

  str : string?
In str, convert three hyphens to an em dash, and two hyphens to an en dash, and remove surrounding spaces.

Examples:

> (define tricky-string "I had a few --- OK, like 6--8 --- thin mints.")
> (display tricky-string)

I had a few --- OK, like 6--8 --- thin mints.

> (display (smart-dashes tricky-string))

I had a few—OK, like 6–8—thin mints.

; Monospaced font not great for showing dashes, but you get the idea

procedure

(detect-linebreaks tagged-xexpr-elements 
  [#:separator linebreak-sep 
  #:insert linebreak]) 
  txexpr-elements?
  tagged-xexpr-elements : txexpr-elements?
  linebreak-sep : string? = world:linebreak-separator
  linebreak : xexpr? = '(br)
Within tagged-xexpr-elements, convert occurrences of linebreak-sep ("\n" by default) to linebreak, but only if linebreak-sep does not occur between blocks (see block-txexpr?). Why? Because block-level elements automatically display on a new line, so adding linebreak would be superfluous. In that case, linebreak-sep just disappears.

Examples:

> (detect-linebreaks '(div "Two items:" "\n" (em "Eggs") "\n" (em "Bacon")))

'(div "Two items:" (br) (em "Eggs") (br) (em "Bacon"))

> (detect-linebreaks '(div "Two items:" "\n" (div "Eggs") "\n" (div "Bacon")))

'(div "Two items:" (div "Eggs") (div "Bacon"))

procedure

(detect-paragraphs elements 
  [#:separator paragraph-sep 
  #:tag paragraph-tag 
  #:linebreak-proc linebreak-proc]) 
  txexpr-elements?
  elements : txexpr-elements?
  paragraph-sep : string? = world:paragraph-separator
  paragraph-tag : symbol? = 'p
  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?)
   = detect-linebreaks
Find paragraphs within elements, as denoted by paragraph-sep, and wrap them with paragraph-tag, unless the element is already a block-txexpr? (because in that case, the wrapping is superfluous). Thus, as a consequence, if paragraph-sep occurs between two blocks, it’s ignored.

The paragraph-tag argument sets the tag used to wrap paragraphs.

The linebreak-proc argument allows you to use a different linebreaking procedure other than the usual detect-linebreaks.

Examples:

> (detect-paragraphs '("First para" "\n\n" "Second para"))

'((p "First para") (p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line"))

'((p "First para") (p "Second para" (br) "Second line"))

> (detect-paragraphs '("First para" "\n\n" (div "Second block")))

'((p "First para") (div "Second block"))

> (detect-paragraphs '((div "First block") "\n\n" (div "Second block")))

'((div "First block") (div "Second block"))

> (detect-paragraphs '("First para" "\n\n" "Second para") #:tag 'ns:p)

'((ns:p "First para") (ns:p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line")
  #:linebreak-proc (λ(x) (detect-linebreaks x #:insert '(newline))))

'((p "First para") (p "Second para" (newline) "Second line"))

3 File

 (require pollen/file) package: pollen

A utility module that provides functions for working with Pollen source and output files. The tests rely on file extensions specified in pollen/world.

Pollen handles six kinds of source files:

Preprocessor, with file extension .pp.

Markup, with file extension .pm.

Template, with file extension .pt.

Null, with file extension .p.

Scribble, with file extension .scrbl.

For each kind of Pollen source file, the corresponding output file is generated by removing the extension from the name of the source file. So the preprocessor source file default.css.pp would become default.css. Scribble files work differently — the corresponding output file is the source file but with an html extension rather than scrbl. So pollen.scrbl would become pollen.html.

procedure

(preproc-source? v)  boolean?

  v : any/c

procedure

(markup-source? v)  boolean?

  v : any/c

procedure

(template-source? v)  boolean?

  v : any/c

procedure

(null-source? v)  boolean?

  v : any/c

procedure

(scribble-source? v)  boolean?

  v : any/c

procedure

(pagetree-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, based on file extension.

Examples:

> (preproc-source? "main.css.pp")

#t

> (markup-source? "default.html.pm")

#t

> (template-source? "main.html.pt")

#t

> (null-source? "index.html.p")

#t

> (scribble-source? "file.scrbl")

#t

> (pagetree-source? "index.ptree")

#t

procedure

(has-preproc-source? v)  boolean?

  v : any/c

procedure

(has-markup-source? v)  boolean?

  v : any/c

procedure

(has-template-source? v)  boolean?

  v : any/c

procedure

(has-null-source? v)  boolean?

  v : any/c

procedure

(has-scribble-source? v)  boolean?

  v : any/c
Test whether v is the output path for an existing source file of the specified type.

procedure

(has/is-preproc-source? v)  boolean?

  v : any/c

procedure

(has/is-markup-source? v)  boolean?

  v : any/c

procedure

(has/is-template-source? v)  boolean?

  v : any/c

procedure

(has/is-null-source? v)  boolean?

  v : any/c

procedure

(has/is-scribble-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, or is the output path for an existing source file of the specified type. In other words, has/is-preproc-source? is equivalent to (or (preproc-source? v) (has-preproc-source? v)).

procedure

(->preproc-source-path p)  path?

  p : pathish?

procedure

(->markup-source-path p)  path?

  p : pathish?

procedure

(->template-source-path p)  path?

  p : pathish?

procedure

(->null-source-path p)  path?

  p : pathish?

procedure

(->scribble-source-path p)  path?

  p : pathish?
Convert an output path p into the source path of the specified type that would produce this output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (define name "default.html")
> (->preproc-source-path name)

#<path:default.html.pp>

> (->markup-source-path name)

#<path:default.html.pm>

> (->template-source-path name)

#<path:default.html.pt>

> (->scribble-source-path name)

#<path:default.scrbl>

> (->null-source-path name)

#<path:default.html.p>

procedure

(->output-path p)  path?

  p : pathish?
Convert a source path p into its corresponding output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (->output-path "main.css.pp")

#<path:main.css>

> (->output-path "default.html.pm")

#<path:default.html>

> (->output-path "index.html.p")

#<path:index.html>

> (->output-path "file.scrbl")

#<path:file.html>

4 Pagetree

 (require pollen/pagetree) package: pollen

A pagetree is a hierarchical list of Pollen output files. A pagetree source file has the extension .ptree. A pagetree provides a convenient way of separating the structure of the pages from the page sources, and navigating around this structure.

Pagetrees are made of pagenodes. Usually these pagenodes will be names of output files in your project. (If you think it would’ve been more logical to just call them “pages,” perhaps. When I think of a web page, I think of a file on a disk. Whereas pagenodes may — and often do — refer to files that don’t yet exist.)

Books and other long documents are usually organized in a structured way — at minimum they have a sequence of pages, but more often they have sections with subsequences within. Individual Pollen source files don’t know anything about how they’re connected to other files. In theory, you could maintain this information within each source file. This would be a poor use of human energy. Let the pagetree figure it out.

procedure

(pagetree? possible-pagetree)  boolean?

  possible-pagetree : any/c
Test whether possible-pagetree is a valid pagetree. It must be a txexpr? where all elements are pagenode?, and each is unique within possible-pagetree (not counting the root node).

Examples:

> (pagetree? '(root index.html))

#t

> (pagetree? '(root duplicate.html duplicate.html))

#f

> (pagetree? '(root index.html "string.html"))

#f

> (define nested-ptree '(root 1.html 2.html (3.html 3a.html 3b.html)))
> (pagetree? nested-ptree)

#t

> (pagetree? `(root index.html ,nested-ptree (subsection.html more.html)))

#t

; Nesting a subtree twice creates duplication
> (pagetree? `(root index.html ,nested-ptree (subsection.html ,nested-ptree)))

#f

procedure

(validate-pagetree possible-pagetree)  pagetree?

  possible-pagetree : any/c
Like pagetree?, but raises a descriptive error if possible-pagetree is invalid, and otherwise returns possible-pagetree itself.

Examples:

> (validate-pagetree '(root (mama.html son.html daughter.html) uncle.html))

'(root (mama.html son.html daughter.html) uncle.html)

> (validate-pagetree `(root (,+ son.html daughter.html) uncle.html))

#f

> (validate-pagetree '(root (mama.html son.html son.html) mama.html))

validate-pagetree: items aren’t unique: (son.html mama.html)

procedure

(pagenode? possible-pagenode)  boolean?

  possible-pagenode : any/c
Test whether possible-pagenode is a valid pagenode. A pagenode can be any symbol? that is not whitespace/nbsp? Every leaf of a pagetree is a pagenode. In practice, your pagenodes will likely be names of output files.

Pagenodes are symbols (rather than strings) so that pagetrees will be valid tagged X-expressions, which is a more convenient format for validation & processing.

Examples:

; Three symbols, the third one annoying but valid
> (map pagenode? '(symbol index.html |   silly   |))

'(#t #t #t)

; A number, a string, a txexpr, and a whitespace symbol
> (map pagenode? '(9.999 "index.html" (p "Hello") |    |))

'(#f #f #f #f)

procedure

(pagenodeish? v)  boolean?

  v : any/c
Return #t if v can be converted with ->pagenode.

Example:

> (map pagenodeish? '(9.999 "index.html" |    |))

'(#t #t #f)

procedure

(->pagenode v)  pagenode?

  v : pagenodeish?
Convert v to a pagenode.

Examples:

> (map pagenodeish? '(symbol 9.999 "index.html" |  silly  |))

'(#t #t #t #t)

> (map ->pagenode '(symbol 9.999 "index.html" |  silly  |))

'(symbol |9.999| index.html |  silly  |)

4.1 Navigation

parameter

(current-pagetree)  pagetree?

(current-pagetree pagetree)  void?
  pagetree : pagetree?
 = #f
A parameter that defines the default pagetree used by pagetree navigation functions (e.g., parent-pagenode, chidren, et al.) if another is not explicitly specified. Initialized to #f.

procedure

(parent p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the parent pagenode of p within pagetree. Return #f if there isn’t one.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (parent 'son.html)

'mama.html

> (parent "mama.html")

'root

> (parent (parent 'son.html))

'root

> (parent (parent (parent 'son.html)))

#f

procedure

(children p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the child pagenodes of p within pagetree. Return #f if there aren’t any.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (children 'mama.html)

'(son.html daughter.html)

> (children 'uncle.html)

#f

> (children 'root)

'(mama.html uncle.html)

> (map children (children 'root))

'((son.html daughter.html) #f)

procedure

(siblings p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the sibling pagenodes of p within pagetree. The list will include p itself. But the function will still return #f if pagetree is #f.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (siblings 'son.html)

'(son.html daughter.html)

> (siblings 'daughter.html)

'(son.html daughter.html)

> (siblings 'mama.html)

'(mama.html uncle.html)

procedure

(previous p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(previous* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately before p. For previous*, return all the pagenodes before p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (previous 'daughter.html)

'son.html

> (previous 'son.html)

'mama.html

> (previous (previous 'daughter.html))

'mama.html

> (previous 'mama.html)

#f

> (previous* 'daughter.html)

'(mama.html son.html)

> (previous* 'uncle.html)

'(mama.html son.html daughter.html)

procedure

(next p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(next* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately after p. For next*, return all the pagenodes after p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (next 'son.html)

'daughter.html

> (next 'daughter.html)

'uncle.html

> (next (next 'son.html))

'uncle.html

> (next 'uncle.html)

#f

> (next* 'mama.html)

'(son.html daughter.html uncle.html)

> (next* 'daughter.html)

'(uncle.html)

4.2 Utilities

procedure

(pagetree->list pagetree)  list?

  pagetree : pagetree?
Convert pagetree to a simple list. Equivalent to a pre-order depth-first traversal of pagetree.

procedure

(in-pagetree? pagenode [pagetree])  boolean?

  pagenode : pagenode?
  pagetree : pagetree? = (current-pagetree)
Report whether pagenode is in pagetree.

procedure

(path->pagenode p)  pagenode?

  p : pathish?
Convert path p to a pagenode — meaning, make it relative to world:current-project-root, run it through ->output-path, and convert it to a symbol. Does not tell you whether the resultant pagenode actually exists in the current pagetree (for that, use in-pagetree?).

5 Render

 (require pollen/render) package: pollen

Rendering is how Pollen source files get converted into output.

procedure

(render source-path [template-path])  bytes?

  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
Renders source-path. The rendering behavior depends on the type of source file:

A pollen/pre file is rendered without a template.

A pollen/markup or pollen/markdown file is rendered with a template. If no template is provided with template-path, Pollen finds one using get-template-for.

Be aware that rendering with a template uses include-template within eval. For complex pages, it can be slow the first time. Caching is used to make subsequent requests faster.

For those panicked at the use of eval, please don’t be. As the author of include-template has already advised, “If you insist on dynamicism” — and yes, I do insist — “there is always eval.

procedure

(render-to-file source-path    
  [template-path    
  output-path])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
Like render, but saves the file to output-path, overwriting whatever was already there. If no output-path is provided, it’s derived from source-path using ->output-path.

procedure

(render-to-file-if-needed source-path    
  [template-path    
  output-path    
  #:force force-render?])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
  force-render? : boolean? = #f
Like render-to-file, but the render only happens if one of these conditions exist: +
  1. The force-render? flag — set with the #:force keyword — is #t.

  2. No file exists at output-path. (Thus, an easy way to force a render of a particular output-path is to delete it.)

  3. Either source-path or template-path have changed since the last trip through render.

  4. One or more of the project requires have changed.

If none of these conditions exist, output-path is deemed to be up to date, and the render is skipped.

procedure

(render-batch source-paths ...)  void?

  source-paths : (listof pathish?)
Render multiple source-paths in one go. This can be faster than (for-each render source-paths) if your source-paths rely on a common set of templates. Templates may have their own source files that need to be compiled. If you use render, the templates will be repeatedly (and needlessly) re-compiled. Whereas if you use render-batch, each template will only be compiled once.

procedure

(render-pagetree pagetree)  void?

  pagetree : pagetree?
(render-pagetree pagetree-source)  void?
  pagetree-source : pathish?
Using pagetree, or a pagetree loaded from pagetree-source, render the pages in that pagetree using render-batch.

procedure

(get-template-for source-path)  (or/c #f complete-path?)

  source-path : complete-path?
Find a template file for source-path, with the following priority: +
  1. If the metas for source-path have a key for template, then use the value of this key.

  2. If this key doesn’t exist, or if it points to a nonexistent file, look for a default template in the project directory with the name main.[output extension].pt. Meaning, if source-path is intro.html.pm, the output path would be intro.html, so the default template would be main.html.pt.

  3. If this file doesn’t exist, use the fallback template as a last resort.

This function is called when a template is needed, but a template-path argument is missing (for instance, in render or render-to-file).

6 Template

 (require pollen/template) package: pollen

Convenience functions for templates. These are automatically imported into the eval environment when rendering with a template (see render).

This module also provides everything from sugar/coerce/value.

procedure

(->html xexpr)  string?

  xexpr : xexpr?
Convert xexpr to an HTML string. Similar to xexpr->string, but consistent with the HTML spec, text that appears within script or style blocks will not be escaped.

Examples:

> (define tx '(root (script "3 > 2") "Why is 3 > 2?"))
> (xexpr->string tx)

"<root><script>3 &gt; 2</script>Why is 3 &gt; 2?</root>"

> (->html tx)

"<root><script>3 > 2</script>Why is 3 &gt; 2?</root>"

Be careful not to pass existing HTML strings into this function, because the angle brackets will be escaped. Fine if that’s what you want, but you probably don’t.

Examples:

> (define tx '(p "You did" (em "what?")))
> (->html tx)

"<p>You did<em>what?</em></p>"

> (->html (->html tx))

"&lt;p&gt;You did&lt;em&gt;what?&lt;/em&gt;&lt;/p&gt;"

procedure

(select key value-source)  (or/c #f txexpr-element?)

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)

procedure

(select* key value-source)  (or/c #f (listof txexpr-element?))

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)
Find matches for key in value-source, first by looking in its metas (using select-from-metas) and then by looking in its doc (using select-from-doc). With select, you get the first result; with select*, you get them all. In both cases, you get #f if there are no matches.

procedure

(select-from-metas key meta-source)  (or/c #f txexpr-element?)

  key : symbolish?
  meta-source : (or/c hash? pagenodeish? pathish?)
Look up the value of key in meta-source. The meta-source argument can be either a set of metas (i.e., a hash) or a pagenode?, from which metas are pulled. If no value exists for key, you get #f.

Examples:

> (module ice-cream pollen/markup
  '(div (question "Flavor?")
    (answer "Chocolate chip") (answer "Maple walnut"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'ice-cream submodule
> (require 'ice-cream)
> (select-from-metas 'template  metas)

"sub.xml.pt"

> ('target . select-from-metas . metas)

"print"

> (select-from-metas 'nonexistent-key metas)

#f

procedure

(select-from-doc key doc-source)  (or/c #f txexpr-element?)

  key : symbolish?
  doc-source : (or/c txexpr? pagenodeish? pathish?)
Look up the value of key in doc-source. The doc-source argument can be either be a doc (i.e., a txexpr) or a pagenode?, from which doc is pulled. If no value exists for key, you get #f.

Examples:

> (module gelato pollen/markup
  '(div (question "Flavor?")
    (answer "Nocciola") (answer "Pistachio"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'gelato submodule
> (require 'gelato)
> (select-from-doc 'question  doc)

'("Flavor?")

> ('answer . select-from-doc . doc)

'("Nocciola" "Pistachio")

> (select-from-doc 'nonexistent-key doc)

#f

7 Tag

 (require pollen/tag) package: pollen

Convenience functions for working with tags.

procedure

(make-tag-function id)  (-> txexpr?)

  id : txexpr-tag?
Make a tag function for id. As arguments, a tag function takes an optional set of X-expression attributes (txexpr-attrs?) followed by X-expression elements (txexpr-elements?). From these, the tag function creates a tagged X-expression using id as the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup "Bonjour")

'(em "Bonjour")

> (beaucoup '((id "greeting")) "Bonjour")

'(em ((id "greeting")) "Bonjour")

Entering attributes this way can be cumbersome. So for convenience, a tag function provides an alternative: any symbol + string pairs at the front of your expression will be interpreted as attributes, if the symbols are followed by a colon. If you leave out the colon, the symbols will be interpreted as part of the content of the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup 'id: "greeting" 'class: "large" "Bonjour")

'(em ((id "greeting") (class "large")) "Bonjour")

; Don't forget the colons
> (beaucoup 'id "greeting" 'class "large" "Bonjour")

'(em id "greeting" class "large" "Bonjour")

; Don't forget to provide a value for each attribute
> (beaucoup 'id: 'class: "large" "Bonjour")

'(em id: class: "large" "Bonjour")

Pollen also uses this function to provide the default behavior for undefined tags. See #%top.

8 Top

 (require pollen/top) package: pollen

You’ll probably never invoke this module directly. But it’s implicitly imported into every Pollen markup file. And if you don’t know what it does, you might end up surprised by some of the behavior you get.

syntax

(#%top . id)

In standard Racket, #%top is the function of last resort, called when id is not bound to any value. As such, it typically reports a syntax error.

Examples:

; Let's call em without defining it
> (em "Bonjour")

em: undefined;

 cannot reference undefined identifier

; (em "Bonjour") is being converted to ((#%top . em) "Bonjour")
; So calling ((#%top . em) "Bonjour") will give the same result
> ((#%top . em) "Bonjour")

em: undefined;

 cannot reference undefined identifier

In the Pollen markup environment, however, this behavior is annoying. Because when you’re writing X-expressions, you don’t necessarily want to define all your tags ahead of time.

So Pollen redefines #%top. For convenience, Pollen’s version of #%top assumes that an undefined tag should just refer to an X-expression beginning with that tag (and uses make-tag-function to provide this behavior):

Examples:

; Again, let's call em without defining it, but using pollen/top
> (require pollen/top)
> (em "Bonjour")

'(em "Bonjour")

; (em "Bonjour") is still being converted to ((#%top . em) "Bonjour")
; But now, ((#%top . em) "Bonjour") gives a different result
> ((#%top . em) "Bonjour")

'(em "Bonjour")

The good news is that this behavior means you use any tag you want in your markup without defining it in advance. You can still attach a function to the tag later, which will automatically supersede #%top.

Examples:

> (define (em x) `(span ((style "font-size:100px")) ,x))
> (em "Bonjour")

'(span ((style "font-size:100px")) "Bonjour")

The bad news is that you’ll never get an “undefined identifier” error. These undefined identifiers will happily sail through and be converted to tags.

Examples:

> (require pollen/top)
> (define (em . xs) `(span ((style "font-size:100px")) ,@xs))
; There's a typo in my tag
> (erm "Bonjour")

'(erm "Bonjour")

This isn’t a bug. It’s just a natural consequence of how Pollen’s #%top works. It can, however, make debugging difficult sometimes. Let’s suppose my markup depends on very-important-function, which I don’t import correctly.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

So the undefined-function bug goes unreported. Again, that’s not a bug in Pollen — there’s just no way for it to tell the difference between an identifier that’s deliberately undefined and one that’s inadvertently undefined. If you want to guarantee that you’re invoking a defined identifier, use def/c.

syntax

(def/c id)

Invoke id if it’s a defined identifier, otherwise raise an error. This form reverses the behavior of #%top (in other words, it restores default Racket behavior).

Recall this example from before. In standard Racket, you get an undefined-identifier error.

Examples:

> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

But with pollen/top, the issue is not treated as an error.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

By adding def/c, we restore the usual behavior, guaranteeing that we get the defined version of very-important-function or nothing.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> ((def/c very-important-function) "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

9 World

 (require pollen/world) package: pollen

A set of global values and parameters that are used throughout the Pollen system. If you don’t like the defaults I’ve picked, change them.

All identifiers are exported with the prefix world:, and are so documented below.

value

world:main-pollen-export : symbol? = 'doc

value

world:meta-pollen-export : symbol? = 'metas

The two exports from a compiled Pollen source file.

value

world:project-require : string? = "project-require.rkt"

File implicitly required into every Pollen source file from its directory.

parameter

(world:check-project-requires-in-render?)  boolean?

(world:check-project-requires-in-render? check?)  void?
  check? : boolean?
 = #t
A parameter that determines whether the world:project-require file is checked for changes on every pass through render. (Can be faster to turn this off if you don’t need it.) Initialized to #t.

value

world:server-extras-dir : string? = "server-extras"

Name of directory where server support files live.

parameter

(world:current-server-extras-path)  path?

(world:current-server-extras-path dir)  void?
  dir : path?
 = #f
A parameter that reports the path to the directory of support files for the development server. Initialized to #f, but set to a proper value when pollen/server runs.

value

world:preproc-source-ext : symbol? = 'pp

value

world:markup-source-ext : symbol? = 'pm

value

world:markdown-source-ext : symbol? = 'pmd

value

world:null-source-ext : symbol? = 'p

value

world:pagetree-source-ext : symbol? = 'ptree

value

world:template-source-ext : symbol? = 'pt

value

world:scribble-source-ext : symbol? = 'scrbl

File extensions for Pollen source files.

File extensions that are eligible for decoding.

value

world:mode-auto : symbol? = 'auto

value

world:mode-preproc : symbol? = 'pre

value

world:mode-markup : symbol? = 'markup

value

world:mode-markdown : symbol? = 'markdown

value

world:mode-pagetree : symbol? = 'ptree

Mode indicators for the Pollen reader and parser.

value

world:default-pagetree : string? = "index.ptree"

Pagetree that Pollen dashboard loads by default in each directory.

value

world:pagetree-root-node : symbol? = 'pagetree-root

Name of the root node in a decoded pagetree. It’s ignored by the code, so its only role is to clue you in that you’re looking at something that came out of the pagetree decoder.

value

world:command-marker : char? = #\◊

The magic character that indicates a Pollen command, function, or variable.

value

world:default-template-prefix : string? = "main"

Prefix of the default template.

value

world:fallback-template : string? = "fallback.html.pt"

Name of the fallback template (i.e., the template used to render a Pollen markup file when no other template can be found).

value

world:template-meta-key : symbol? = 'template

Meta key used to store a template name for that particular source file.

value

world:newline : string? = "\n"

value

world:linebreak-separator : string? = world:newline

value

world:paragraph-separator : string? = "\n\n"

Default separators used in decoding.

value

world:dashboard-css : string? = "poldash.css"

CSS file used for the dashboard.

value

world:paths-excluded-from-dashboard : (listof path?)

 = (map string->path (list "poldash.css" "compiled"))
Paths not shown in the Pollen dashboard.

 
\ No newline at end of file diff --git a/scribblings/module-reference.scrbl b/pollen/scribblings/module-reference.scrbl similarity index 100% rename from scribblings/module-reference.scrbl rename to pollen/scribblings/module-reference.scrbl diff --git a/pollen/scribblings/pagetree.html b/pollen/scribblings/pagetree.html new file mode 100644 index 0000000..f106e25 --- /dev/null +++ b/pollen/scribblings/pagetree.html @@ -0,0 +1,2 @@ + +Pagetrees
6.0.0.3

Pagetrees

 (require pollen/pagetree) package: pollen

A pagetree is a hierarchical list of Pollen output files. A pagetree source file has the extension .ptree. A pagetree provides a convenient way of separating the structure of the pages from the page sources, and navigating around this structure.

Pagetrees are made of pagenodes. Usually these pagenodes will be names of output files in your project. (If you think it would’ve been more logical to just call them “pages,” perhaps. When I think of a web page, I think of a file on a disk. Whereas pagenodes may — and often do — refer to files that don’t yet exist.)

Books and other long documents are usually organized in a structured way — at minimum they have a sequence of pages, but more often they have sections with subsequences within. Individual Pollen source files don’t know anything about how they’re connected to other files. In theory, you could maintain this information within each source file. This would be a poor use of human energy. Let the pagetree figure it out.

procedure

(pagetree? possible-pagetree)  boolean?

  possible-pagetree : any/c
Test whether possible-pagetree is a valid pagetree. It must be a txexpr? where all elements are pagenode?, and each is unique within possible-pagetree (not counting the root node).

Examples:

> (pagetree? '(root index.html))

#t

> (pagetree? '(root duplicate.html duplicate.html))

#f

> (pagetree? '(root index.html "string.html"))

#f

> (define nested-ptree '(root 1.html 2.html (3.html 3a.html 3b.html)))
> (pagetree? nested-ptree)

#t

> (pagetree? `(root index.html ,nested-ptree (subsection.html more.html)))

#t

; Nesting a subtree twice creates duplication
> (pagetree? `(root index.html ,nested-ptree (subsection.html ,nested-ptree)))

#f

procedure

(validate-pagetree possible-pagetree)  pagetree?

  possible-pagetree : any/c
Like pagetree?, but raises a descriptive error if possible-pagetree is invalid, and otherwise returns possible-pagetree itself.

Examples:

> (validate-pagetree '(root (mama.html son.html daughter.html) uncle.html))

'(root (mama.html son.html daughter.html) uncle.html)

> (validate-pagetree `(root (,+ son.html daughter.html) uncle.html))

validate-pagetree: "#<procedure:+>" is not a valid pagenode

> (validate-pagetree '(root (mama.html son.html son.html) mama.html))

validate-pagetree: items aren’t unique: (son.html mama.html)

procedure

(pagenode? possible-pagenode)  boolean?

  possible-pagenode : any/c
Test whether possible-pagenode is a valid pagenode. A pagenode can be any symbol? that is not whitespace/nbsp? Every leaf of a pagetree is a pagenode. In practice, your pagenodes will likely be names of output files.

Pagenodes are symbols (rather than strings) so that pagetrees will be valid tagged X-expressions, which is a more convenient format for validation & processing.

Examples:

; Three symbols, the third one annoying but valid
> (map pagenode? '(symbol index.html |   silly   |))

'(#t #t #t)

; A number, a string, a txexpr, and a whitespace symbol
> (map pagenode? '(9.999 "index.html" (p "Hello") |    |))

'(#f #f #f #f)

procedure

(pagenodeish? v)  boolean?

  v : any/c
Return #t if v can be converted with ->pagenode.

Example:

> (map pagenodeish? '(9.999 "index.html" |    |))

'(#t #t #f)

procedure

(->pagenode v)  pagenode?

  v : pagenodeish?
Convert v to a pagenode.

Examples:

> (map pagenodeish? '(symbol 9.999 "index.html" |  silly  |))

'(#t #t #t #t)

> (map ->pagenode '(symbol 9.999 "index.html" |  silly  |))

'(symbol |9.999| index.html |  silly  |)

1 Navigation

parameter

(current-pagetree)  pagetree?

(current-pagetree pagetree)  void?
  pagetree : pagetree?
 = #f
A parameter that defines the default pagetree used by pagetree navigation functions (e.g., parent-pagenode, chidren, et al.) if another is not explicitly specified. Initialized to #f.

procedure

(parent p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the parent pagenode of p within pagetree. Return #f if there isn’t one.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (parent 'son.html)

'mama.html

> (parent "mama.html")

'root

> (parent (parent 'son.html))

'root

> (parent (parent (parent 'son.html)))

#f

procedure

(children p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the child pagenodes of p within pagetree. Return #f if there aren’t any.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (children 'mama.html)

'(son.html daughter.html)

> (children 'uncle.html)

#f

> (children 'root)

'(mama.html uncle.html)

> (map children (children 'root))

'((son.html daughter.html) #f)

procedure

(siblings p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the sibling pagenodes of p within pagetree. The list will include p itself. But the function will still return #f if pagetree is #f.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (siblings 'son.html)

'(son.html daughter.html)

> (siblings 'daughter.html)

'(son.html daughter.html)

> (siblings 'mama.html)

'(mama.html uncle.html)

procedure

(previous p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(previous* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately before p. For previous*, return all the pagenodes before p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (previous 'daughter.html)

'son.html

> (previous 'son.html)

'mama.html

> (previous (previous 'daughter.html))

'mama.html

> (previous 'mama.html)

#f

> (previous* 'daughter.html)

'(mama.html son.html)

> (previous* 'uncle.html)

'(mama.html son.html daughter.html)

procedure

(next p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(next* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately after p. For next*, return all the pagenodes after p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (next 'son.html)

'daughter.html

> (next 'daughter.html)

'uncle.html

> (next (next 'son.html))

'uncle.html

> (next 'uncle.html)

#f

> (next* 'mama.html)

'(son.html daughter.html uncle.html)

> (next* 'daughter.html)

'(uncle.html)

2 Utilities

procedure

(pagetree->list pagetree)  list?

  pagetree : pagetree?
Convert pagetree to a simple list. Equivalent to a pre-order depth-first traversal of pagetree.

procedure

(in-pagetree? pagenode [pagetree])  boolean?

  pagenode : pagenode?
  pagetree : pagetree? = (current-pagetree)
Report whether pagenode is in pagetree.

procedure

(path->pagenode p)  pagenode?

  p : pathish?
Convert path p to a pagenode — meaning, make it relative to world:current-project-root, run it through ->output-path, and convert it to a symbol. Does not tell you whether the resultant pagenode actually exists in the current pagetree (for that, use in-pagetree?).

 
\ No newline at end of file diff --git a/scribblings/pagetree.scrbl b/pollen/scribblings/pagetree.scrbl similarity index 100% rename from scribblings/pagetree.scrbl rename to pollen/scribblings/pagetree.scrbl diff --git a/pollen/scribblings/pollen.html b/pollen/scribblings/pollen.html new file mode 100644 index 0000000..cfd0063 --- /dev/null +++ b/pollen/scribblings/pollen.html @@ -0,0 +1,33 @@ + +Pollen: the book is a program
Pollen:   the book is a program
1 Installation
2 Acknowledgments
3 Quick start
3.1 Creating a source file
3.2 Running a source file
3.3 Naming, saving, and rendering a source file
3.4 Using the development server
3.5 The plot thickens
3.6 Making an HTML page with Pollen
3.6.1 Making an HTML page with Pollen in decoder mode
3.6.2 Using the Pollen dashboard
4 Why I made Pollen
4.1 The web-development problem
4.1.1 Why not a content management system, like Word  Press?
4.1.2 Why not a CSS preprocessor, like Sass or LESS?
4.1.3 Why not a static blog generator, like Jekyll or Pelican?
4.1.4 Why not a dynamic templating system, like Bottle?
5 Source formats
6 ◊ command overview
6.1 The golden rule
6.2 The lozenge glyph (◊)
6.3 The two command modes:   text mode & Racket mode
6.3.1 The command name
6.3.1.1 Invoking tag functions
6.3.1.2 Invoking other functions
6.3.1.3 Inserting the value of a variable
6.3.1.4 Inserting a comment
6.3.2 The Racket arguments
6.3.3 The text argument
6.4 Further reading
7 Module reference
7.1 Cache
current-cache
cached-require
make-cache
reset-cache
cache-ref
7.2 Decode
decode
7.2.1 Block
project-block-tags
register-block-tag
block-txexpr?
7.2.2 Typography
whitespace?
whitespace/  nbsp?
smart-quotes
smart-dashes
detect-linebreaks
detect-paragraphs
7.3 File
preproc-source?
markup-source?
template-source?
null-source?
scribble-source?
pagetree-source?
has-preproc-source?
has-markup-source?
has-template-source?
has-null-source?
has-scribble-source?
has/  is-preproc-source?
has/  is-markup-source?
has/  is-template-source?
has/  is-null-source?
has/  is-scribble-source?
->preproc-source-path
->markup-source-path
->template-source-path
->null-source-path
->scribble-source-path
->output-path
7.4 Pagetree
pagetree?
validate-pagetree
pagenode?
pagenodeish?
->pagenode
7.4.1 Navigation
current-pagetree
parent
children
siblings
previous
previous*
next
next*
7.4.2 Utilities
pagetree->list
in-pagetree?
path->pagenode
7.5 Render
render
render-to-file
render-to-file-if-needed
render-batch
render-pagetree
get-template-for
7.6 Template
->html
select
select*
select-from-metas
select-from-doc
7.7 Tag
make-tag-function
7.8 Top
#%top
def/  c
7.9 World
world:  main-pollen-export
world:  meta-pollen-export
world:  project-require
world:  check-project-requires-in-render?
world:  server-extras-dir
world:  current-server-extras-path
world:  preproc-source-ext
world:  markup-source-ext
world:  markdown-source-ext
world:  null-source-ext
world:  pagetree-source-ext
world:  template-source-ext
world:  scribble-source-ext
world:  decodable-extensions
world:  mode-auto
world:  mode-preproc
world:  mode-markup
world:  mode-markdown
world:  mode-pagetree
world:  default-pagetree
world:  pagetree-root-node
world:  command-marker
world:  default-template-prefix
world:  fallback-template
world:  template-meta-key
world:  newline
world:  linebreak-separator
world:  paragraph-separator
world:  dashboard-css
world:  paths-excluded-from-dashboard
8 License & source code
6.0.0.5

Pollen: the book is a program

Matthew Butterick <mb@mbtype.com>

Pollen is a publishing system that helps authors create beautiful and functional web-based books. Pollen includes tools for writing, designing, programming, testing, and publishing.

I used Pollen to create my book Butterick’s Practical Typography. Sure, go take a look. Is it better than the last digital book you encountered? Yes it is. Would you like your book to look like that? If so, keep reading.

At the core of Pollen is an argument: +
  • First, that digital books should be the best books we’ve ever had. So far, they’re not even close.

  • Second, that because digital books are software, an author shouldn’t think of a book as merely data. The book is a program.

  • Third, that the way we make digital books better than their predecessors is by exploiting this programmability.

That’s what Pollen is for.

Not that you need to be a programmer to use Pollen. On the contrary, the Pollen language is markup-based, so you can write & edit text naturally. But when you want to automate repetitive tasks, add cross-references, or pull in data from other sources, you can access a full programming language from within the text.

That language is Racket. I chose Racket because while the idea for Pollen had been with me for several years, it simply wasn’t possible to build it with other languages. So if it’s unfamiliar to you, don’t panic. It was unfamiliar to me. Once you see what you can do with Pollen & Racket, you may be persuaded. I was.

Or, if you can find a better digital-publishing tool, use that. But I’m never going back to the way I used to work.

    1 Installation

    2 Acknowledgments

    3 Quick start

      3.1 Creating a source file

      3.2 Running a source file

      3.3 Naming, saving, and rendering a source file

      3.4 Using the development server

      3.5 The plot thickens

      3.6 Making an HTML page with Pollen

        3.6.1 Making an HTML page with Pollen in decoder mode

        3.6.2 Using the Pollen dashboard

    4 Why I made Pollen

      4.1 The web-development problem

        4.1.1 Why not a content management system, like WordPress?

        4.1.2 Why not a CSS preprocessor, like Sass or LESS?

        4.1.3 Why not a static blog generator, like Jekyll or Pelican?

        4.1.4 Why not a dynamic templating system, like Bottle?

    5 Source formats

    6 ◊ command overview

      6.1 The golden rule

      6.2 The lozenge glyph (◊)

      6.3 The two command modes: text mode & Racket mode

        6.3.1 The command name

          6.3.1.1 Invoking tag functions

          6.3.1.2 Invoking other functions

          6.3.1.3 Inserting the value of a variable

          6.3.1.4 Inserting a comment

        6.3.2 The Racket arguments

        6.3.3 The text argument

      6.4 Further reading

    7 Module reference

      7.1 Cache

      7.2 Decode

        7.2.1 Block

        7.2.2 Typography

      7.3 File

      7.4 Pagetree

        7.4.1 Navigation

        7.4.2 Utilities

      7.5 Render

      7.6 Template

      7.7 Tag

      7.8 Top

      7.9 World

    8 License & source code

1 Installation

Install Racket, which includes DrRacket.

Install Pollen from the command line: +

raco pkg install pollen

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

raco pkg update pollen

2 Acknowledgments

One curious aspect of free software is that you can appropriate the benefits of other people’s work while making it look like your own. No such legerdemain here. Whatever effort I’ve put into Pollen is dwarfed by the epic accomplishments of the Racket development team. I thank all of them — especially Matthew Flatt, Jay McCarthy, and Matthias Felleisen — for making this tremendous tool available, for adding several features I suggested, and for patiently answering my dumb questions over the months.

But the best tools do more than get the job done. They create an incentive to undertake jobs you wouldn’t have attempted before. Racket encouraged me to become a better programmer so I could create Pollen. Likewise, I hope that Pollen encourages you to make things you couldn’t before.

MB

3 Quick start

3.1 Creating a source file

Assuming you’ve installed Racket & Pollen, launch DrRacket.

Open a new document. Change the top line to:

#lang pollen

The first line of every Pollen source file will start with #lang pollen.

3.2 Running a source file

Add a second line to your source file so it reads:

#lang pollen
Hello world

Click the Run button. In the interactions window, you’ll see the result:

Hello world

Not bad. I think Pollen just won the Hello World Competition.

You can work with Pollen source files in any text editor. The key advantage of DrRacket is that you can run them too, and see if they work the way you expect.

Try editing your source file:

#lang pollen
Goodbye Stranger
Breakfast in America
Take the Long Way Home

You don’t have to use Supertramp song titles. Any text will do. When you click Run again, you’ll see whatever you typed:

Goodbye Stranger
Breakfast in America
Take the Long Way Home

We won’t do it a third time. You get the point — any plain text is valid within a Pollen source file, and gets printed as is. You never have to perform the incantations of typical programming languages:

print "Hello world"

document.write('Hello world');

printf("Hello world");

In Pollen, what you write is what you get.

3.3 Naming, saving, and rendering a source file

Save this file with the name hello.txt.pp in any convenient directory. The desktop is fine.

Open a terminal window and issue two commands:

> cd [directory containing your file]

> raco pollen render hello.txt.pp

After a moment, a new file will appear called hello.txt. Let’s see what’s in it:

> cat hello.txt

Goodbye Stranger

Breakfast in America

Take the Long Way Home

You’ve just learned three things:

  • Pollen commands in the terminal begin with raco pollen, followed by a specific command (in this case render) and sometimes an argument (in this case hello.txt.pp).

  • The render command takes the result from your source file — meaning, the result you previewed in DrRacket in the previous step — and saves it to an output file.

  • The name of the output file is the same as the source file, minus the Pollen source extension. So hello.txt.pp becomes hello.txt.

Try editing the text in the hello.txt.pp source file and running raco pollen render hello.txt.pp again. The old hello.txt will be replaced with a new one showing your changes. And so you’ve learned a fourth thing:

  • Pollen works by rendering output files from source files. Output files can be overwritten. Therefore, you should only make edits to your source files.

3.4 Using the development server

You’ve just learned two ways to see the output of a Pollen source file — first, you ran it in DrRacket. Then, you rendered it to an output file.

Now here’s a third: the Pollen project server. Here’s how you start it. Return to your terminal window and issue two commands:

> cd [directory containing your hello.txt.pp file]

> raco pollen start

After a second, you’ll see something like this:

Welcome to Pollen 0.001 (Racket 6.0.0.5)

Project root is /path/to/your/directory

Project server is http://localhost:8080 (Ctrl-C to exit)

Project dashboard is http://localhost:8080/index.ptree

Ready to rock

Open a web browser and point it at http://localhost:8080/index.ptree. The top of the window will say Project root. Below that will be a listing of the files in the directory.

Among them will be hello.txt, with a greyed-out .pp extension. Click on it. You’ll be taken to http://localhost:8080/hello.txt, and you’ll see the contents of the file.

Well, duh, you say — I just rendered that file a moment ago. Leave the project server running. Go to your project directory and delete hello.txt, leaving hello.txt.pp intact. Now visit http://localhost:8080/hello.txt in your web browser again.

3.5 The plot thickens

Start a new Pollen document. Remember to change the top line.

Underneath, type Hello (+ 1 2) Worlds. The character before the left parenthesis is called a lozenge. Type it by [doing such and such].

Ask yourself: what are you likely to get when you run the file?

OK, now run the file.

The result will be Hello 3 Worlds. Hopefully, that’s what you expected.

Feel free to change the numbers inside the parenthesized expression and run the file again. The printed sum will change. You can also change the + sign to a * sign and make really big numbers. If you want to see your first stupid Pollen trick, type Hello (/ 38 57) of a World and watch what happens.

Erase everything but the top line.

Type this: (define name "Roxy") Hello ◊name.

What do you suppose you’ll get this time?

Run the file. You’ll see Hello Roxy.

The lozenge character (◊) tells Pollen to interpret what follows as code rather than plain text. This character is therefore the gateway to all the programming functions available in Pollen. In the first case, it denoted a math expression. In the second case, it denoted the definition of a variable, and then the variable itself.

3.6 Making an HTML page with Pollen

By default, Pollen operates in preprocessor mode. That means it evaluates all the expressions in your document, renders each as text, and then outputs the whole document as a text file.

In this tutorial, you’re going to make an HTML file. But you can use Pollen as a preprocessor for any kind of text file.

That means Pollen can act as a preprocessor for CSS, JavaScript, XML — and even source files for other programming languages.

3.6.1 Making an HTML page with Pollen in decoder mode
3.6.2 Using the Pollen dashboard

4 Why I made Pollen

The nerds have already raced ahead to the quick tutorial. That’s okay. Because software isn’t just data structures and functions. It’s ideas, and choices, and policies. It’s design.

I created Pollen to overcome certain tool limitations that surfaced repeatedly in my work. If you agree with my characterization of those problems, then you’ll probably like the solution that Pollen offers.

If not, you probably won’t.

4.1 The web-development problem

I made my first web page in 1994, shortly after the web was invented. I opened my text editor (at the time, BBEdit) and pecked out <html><body>Hello world</body></html>, then loaded it in Mosaic. So did a million others.

If you weren’t around then, you didn’t miss much. Everything about the web was horrible: the web browsers, the computers running the browsers, the dial-up connections feeding the browsers, and of course HTML itself. At that point, the desktop-software experience was already slick and refined. By comparison, using the web felt like banging rocks together.

That’s no longer true. The web is now 20 years old. During that time, most parts of the web have improved dramatically — the connections are faster, the browsers are more sophisticated, the screens have more pixels.

But one part has not: the way we make web pages. Over the years, tools promising to simplify HTML development have come and mostly gone — from PageMill to Dreamweaver. Meanwhile, true web jocks have remained loyal to the original HTML power tool: the humble text editor.

In one way, this makes sense. Web pages are mostly made of text — HTML, CSS, JavaScript, and so on — and thus the simplest way to mainpulate them is with a text editor. While HTML and CSS are not programming languages, they lend themselves to semantic and logical structure that’s most easily expressed by editing them as text. Text-based editing also makes debugging and performance improvements easier.

But text-based editing is also limited. Though the underlying description of a web page is notionally human-readable, it’s largely optimized to be readable by other software (namely, web browsers). HTML markup in particular is verbose and easily mistyped. And isn’t it fatally dull to manage all the boilerplate, like surrounding every paragraph with <p>...</p>? Yes, it is.

For these reasons, much of web development should lend itself to automation. But in practice, tools that enable this automation have been slow to arrive, and most come hobbled with unacceptable deficiencies.

4.1.1 Why not a content management system, like WordPress?

I used WordPress to make the original version of Typography for Lawyers (the precursor to Butterick’s Practical Typography). Even WordPress founder Matt Mullenweg thought it was “a cool use of WordPress for a mini-book.” Thanks, Matt. At the time, WordPress was the best tool for the job.

But at the risk of having my Gravatar revoked, I’ll tell you I became disenchanted with WordPress because:

It’s a resource hog.

Performance is questionable.

There’s always a new security problem.

No source control.

PHP.

4.1.2 Why not a CSS preprocessor, like Sass or LESS?

A CSS preprocessor automates the generation of CSS data. These preprocessors do save time & effort, so using one is better than not using one. My objection is that they ask you to incur much of the overhead of learning a programming language but without delivering the benefits. Because unlike a general-purpose programming language, Sass and LESS can only manipulate CSS. Better to learn a programming language that can manipulate anything.

4.1.3 Why not a static blog generator, like Jekyll or Pelican?
4.1.4 Why not a dynamic templating system, like Bottle?

5 Source formats

 #lang pollen package: pollen

This puts Pollen into automatic mode, where the source file is interpreted according to the file extension.

If the file extension is “.pm”, the source is interpreted as pollen/markup.

If the file extension is “.pp”, the source is interpreted as pollen/pre (“pre” stands for “preprocessor”).

If the file extension is “.pmd”, the source is interpreted as pollen/markdown.

 #lang pollen/markup package: pollen

 #lang pollen/pre package: pollen

 #lang pollen/markdown package: pollen

6 ◊ command overview

6.1 The golden rule

Pollen uses a special character — the lozenge, which looks like this: ◊ — to mark commands within a Pollen source file. So when you put a ◊ in your source, whatever comes next will be treated as a command. If you don’t, it will just be interpreted as plain text.

6.2 The lozenge glyph (◊)

I chose the lozenge as the command marker because a) it appears in almost every font, b) it’s barely used in ordinary typesetting, c) it’s not used in any programming language that I know of, and d) its shape and color allow it to stand out easily in code without being distracting.

Here’s how you type it:

Mac: option + shift + V +
+Windows: +
+Ubuntu:

Still, if you don’t want to use the lozenge as your command marker, you can use something else. Set Pollen’s world:command-marker value to whatever character you want.

Scribble uses the @ sign as a delimiter. It’s not a bad choice if you only work with Racket files. But as you use Pollen to work on other kinds of text-based files that commonly contain @ signs — HTML pages especially — it gets cumbersome. So I changed it.

But don’t knock the lozenge till you try it.

6.3 The two command modes: text mode & Racket mode

Pollen commands can be entered in one of two modes: text mode or Racket mode. Both modes start with a lozenge ():

 command name [ Racket arguments ... ] { text argument }
 ( Racket expression )

Text-mode commands

A text-mode command has the three possible parts after the :

  • The command name appears immediately after the . Typically it’s a short word.

  • The Racket arguments appear between square brackets. Pollen is partly an interface to the Racket programming language. These arguments are entered using Racket conventions — e.g., a string of text needs to be put in quotes as a "string of text". If you like programming, you’ll end up using these frequently. If you don’t, you won’t.

  • The text argument appears between braces (aka curly brackets). You can put any ordinary text here. Unlike with the Racket arguments, you don’t put quotes around the text.

Each of the three parts is optional. You can also nest commands within each other. However:

  • You can never have spaces between the three parts.

  • Whatever parts you use must always appear in the order above.

Here are a few examples of correct text-mode commands:

#lang pollen
variable-name
tag{Text inside the tag.}
tag['attr: "value"]{Text inside the tag}
get-customer-id["Brennan Huff"]
tag{His ID is get-customer-id["Brennan Huff"].}

And some incorrect examples:

#lang pollen
tag {Text inside the tag.} ; space between first and second parts
tag[Text inside the tag] ; text argument needs to be within braces
tag{Text inside the tag}['attr: "value"] ; wrong order

The next section describes each of these parts in detail.

Racket-mode commands

If you’re familiar with Racket expressions, you can use the Racket-mode commands to embed them within Pollen source files. It’s simple: any Racket expression can become a Pollen command by adding to the front. So in Racket, this code:

#lang racket
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be converted to Pollen like so:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

And in DrRacket, they produce the same output:

Revolution #9

Beyond that, there’s not much to say about Racket mode — any valid expression you can write in Racket will also be a valid Racket-mode Pollen command.

The relationship of text mode and Racket mode

Even if you don’t plan to write a lot of Racket-mode commands, you should be aware that under the hood, Pollen is converting all commands in text mode to Racket mode. So a text-mode command that looks like this:

◊headline[#:size 'enormous]{Man Bites Dog!}

Is actually being turned into a Racket-mode command like this:

(headline #:size 'enormous "Man Bites Dog!")

Thus a text-mode command is just an alternate way of writing a Racket-mode command. (More broadly, all of Pollen is just an alternate way of using Racket.)

The corollary is that you can always write Pollen commands using whichever mode is more convenient or readable. For instance, the earlier example, written in the Racket mode:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be rewritten using text mode:

#lang pollen
define[song]{Revolution}
format["~a #~a" song (* 3 3)]

And it will work the same way.

6.3.1 The command name

In Pollen, you’ll typically use the command name for one of four purposes:

  • To invoke a tag function.

  • To invoke another function.

  • To insert the value of a variable.

  • To insert a comment.

6.3.1.1 Invoking tag functions

By default, Pollen treats every command name as a tag function. As the name implies, a tag function creates a tagged X-expression with the command name as the tag, and the text argument as the content.

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

To streamline markup, Pollen doesn’t restrict you to a certain set of tags, nor does it make you define your tag functions ahead of time. Just type a tag, and you can start using it.

#lang pollen
utterlyridiculoustagname{Oh really?}
'(utterlyridiculoustagname "Oh really?")

The one restriction is that you can’t invent names for tag functions that are already being used for other commands. For instance, map is a name permanently reserved by the Racket function map. It’s also a rarely-used HTML tag. But gosh, you really want to use it. Problem is, if you invoke it directly, Pollen will think you mean the other map:

#lang pollen
map{Fancy Sauce, $1}

map: arity mismatch;
+the expected number of arguments does not match the given number
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

What to do? Read on.

6.3.1.2 Invoking other functions

Though every command name starts out as a tag function, it doesn’t necessarily end there. You have two options for invoking other functions: defining your own , or invoking others from Racket.

Defining your own functions

Use the define command to create your own function for a command name. After that, when you use the command name, you’ll get the new behavior. For instance, recall this example showing the default tag-function behavior:

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

We can define strong to do something else, like add to the text:

#lang pollen
(define (strong text) `(strong ,(format "Hey! Listen up! ~a" text)))
strong{Fancy Sauce, $1}

'(strong "Hey! Listen up! Fancy Sauce, $1")

The replacement function has to accept any arguments that might get passed along, but it doesn’t have to do anything with them. For instance, this function definition won’t work because strong is going to get a text argument that it’s not defined to handle:

#lang pollen
(define (strong) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

strong: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 0
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

Whereas in this version, strong accepts an argument called text, but then ignores it:

#lang pollen
(define (strong text) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

'(fib "1 1 2 3 5 8 13 ...")

You can attach any behavior to a command name. As your project evolves, you can also update the behavior of a command name. In that way, Pollen commands become a set of hooks to which you can attach more elaborate processing.

Using Racket functions

You aren’t limited to functions you define. Any function from Racket, or any Racket library, can be invoked directly by using it as a command name. Here’s the function range, which creates a list of numbers:

#lang pollen
range[1 20]

'(range 1 20)

Hold on — that’s not what we want. Where’s the list of numbers? The problem here is that we didn’t explicitly import the racket/list library, which contains the definition for range. (If you need to find out what library contains a certain function, the Racket documentation will tell you.) Without racket/list, Pollen just thinks we’re trying to use range as a tag function (and if we had been, then '(range 1 20) would’ve been the right result).

We fix this by using the require command to bring in the racket/list library, which contains the range we want:

#lang pollen
(require racket/list)
range[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Of course, you can also invoke Racket functions indirectly, by attaching them to functions you define for command names:

#lang pollen
(require racket/list)
(define (rick start finish) (range start finish))
rick[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Let’s return to the problem that surfaced in the last section — the fact that some command names can’t be used as tag functions because they’re already being used for other things. You can work around this by defining your own tag function with a non-conflicting name.

For instance, suppose we want to use map as a tag even though Racket is using it for its own function called map. First, we invent a command name that doesn’t conflict. Let’s call it my-map. As you learned above, Pollen will treat a new command name as a tag function by default:

#lang pollen
my-map{How I would love this to be a map.}

'(my-map "How I would love this to be a map.")

But my-map is not the tag we want. We need to define my-map to be a tag function for map. We can do this with the Pollen helper make-tag-function. That function lives in pollen/tag, so we require that too:

#lang pollen
(require pollen/tag)
(define my-map (make-tag-function 'map))
my-map{How I would love this to be a map.}

'(map "How I would love this to be a map.")

Problem solved.

6.3.1.3 Inserting the value of a variable

A Pollen command name usually refers to a function, but it can also refer to a variable, which is a data value. Once you define the variable, you can insert it into your source by using the ◊ notation without any other arguments:

#lang pollen
(define foo "bar")
The value of foo is foo

The value of foo is bar

Be careful — if you include arguments, even blank ones, Pollen will treat the command name as a function. This won’t work, because a variable is not a function:

To understand what happens here, recall the relationship between Pollen’s command modes. The text-mode command ◊foo[] becomes the Racket-mode command (foo), which after variable substitution becomes ("bar"). If you try to evaluate ("bar") — e.g., in DrRacket — you’ll get the same error.

#lang pollen
(define foo "bar")
The value of foo is foo[]

application: not a procedure;
+expected a procedure that can be applied to arguments
+  given: "bar"
+  arguments...: [none]

The reason we can simply drop ◊foo into the text argument of another Pollen command is that the variable foo holds a string (i.e., a text value). When appropriate, Pollen will convert a variable to a string in a sensible way. For instance, numbers are easily converted:

#lang pollen
(define zam 42)
The value of zam is zam

The value of zam is 42

If the variable holds a container datatype (like a list, hash, or vector), Pollen will produce the Racket text representation of the item. Here, zam is a list of integers:

#lang pollen
(define zam (list 1 2 3))
The value of zam is zam

The value of zam is '(1 2 3)

This feature is included for your convenience as an author. But in general, your readers won’t want to see the Racket representation of a container. So in these cases, you should convert to a string manually in some sensible way. Here, the integers in the list are converted to strings, which are then combined using string-join from the racket/string library:

#lang pollen
(require racket/string)
(define zam (list 1 2 3))
The value of zam is string-join[(map number->string zam)]{ and }

The value of zam is 1 and 2 and 3

Pollen will still produce an error if you try to convert an esoteric value to a string. Here, zam is the addition function (+):

#lang pollen
(define zam +)
The value of zam is zam

Pollen decoder: can’t convert #<procedure:+> to string

One special case to know about. In the examples above, there’s a word space between the variable and the other text. But suppose you need to insert a variable into text so that there’s no space in between. The simple ◊ notation won’t work, because it won’t be clear where the variable name ends and the text begins.

For instance, suppose we want to use a variable edge next to the string px:

#lang pollen
(define edge 100)
p { margin-left: edgepx; }

Pollen decoder: can’t convert #<procedure:...t/pollen/tag.rkt:6:2> to string

The example fails because Pollen reads the whole string after the as the single variable name edgepx. Since edgepx isn’t defined, it’s treated as a tag function, and since Pollen can’t convert a function to a string, we get an error.

In these situations, surround the variable name with vertical bars ◊|like so| to explicitly indicate where the variable name ends. The bars are not treated as part of the name, nor are they included in the result. Once we do that, we get what we intended:

#lang pollen
(define edge 100)
p { margin-left: ◊|edge|px; }

p { margin-left: 100px; }

If you use this notation when you don’t need to, nothing bad will happen. The vertical bars are always ignored.

#lang pollen
(define edge 100)
The value of edge is ◊|edge| pixels}

The value of edge is 100 pixels

6.3.1.4 Inserting a comment

Two options.

To comment out the rest of a single line, use a lozenge followed by a semicolon ◊;.

#lang pollen
span{This is not a comment}
span{Nor is this} ;span{But this is}

'(span "This is not a comment")
+'(span "Nor is this")

To comment out a multiline block, use the lozenge–semicolon signal ◊; with curly braces, ◊;{like so}.

#lang pollen
;{
◊span{This is not a comment}
◊span{Nor is this} ;span{But this is}
}
Actually, it's all a comment now

Actually, it's all a comment now

6.3.2 The Racket arguments

The middle part of a text-mode Pollen command contains the Racket arguments [between square brackets.] Most often, you’ll see these used to pass extra information to commands that operate on text.

For instance, tag functions. Recall from before that any not-yet-defined command name in Pollen is treated as a tag function:

#lang pollen
title{The Beginning of the End}

'(title "The Beginning of the End")

But what if you wanted to add attributes to this tag, so that it comes out like this?

'(title ((class "red")(id "first")) "The Beginning of the End")

You can do it with Racket arguments.

Here’s the hard way. You can type out your list of attributes in Racket format and drop them into the brackets as a single argument:

#lang pollen
title['((class "red")(id "first"))]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

But that’s a lot of parentheses to think about. So here’s the easy way. Anytime you use a tag function, there’s a shortcut for inserting attributes. You can enter them as a series of symbol / string pairs between the Racket-argument brackets. The only caveat is that the symbols have to begin with a quote mark ' and end with a colon :. So taken together, they look like this:

#lang pollen
title['class: "red" 'id: "first"]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

Racket arguments can be any valid Racket expressions. For instance, this will also work:

#lang pollen
title['class: (format "~a" (* 6 7)) 'id: "first"]{The Beginning of the End}

'(title ((class "42") (id "first")) "The Beginning of the End")

Since Pollen commands are really just Racket arguments underneath, you can use those too. Here, we’ll define a variable called name and use it in the Racket arguments of title:

#lang pollen
(define name "Brennan")
title['class: "red" 'id: name]{The Beginning of the End}

'(title ((class "read") (id "Brennan")) "The Beginning of the End")

You can also use this area for keyword arguments. Keyword arguments can be used to provide options for a particular Pollen command, to avoid redundancy. Suppose that instead of using the h1 ... h6 tags, you want to consolidate them into one command called heading and select the level separately. You can do this with a keyword, in this case #:level, which is passed as a Racket argument:

#lang pollen
(define (heading #:level which text)
   `(,(string->symbol (format "h~a" which)) ,text))
 
heading[#:level 1]{Major league}
heading[#:level 2]{Minor league}
heading[#:level 6]{Trivial league}

'(h1 "Major league")
+'(h2 "Minor league")
+'(h6 "Trivial league")

6.3.3 The text argument

The third part of a text-mode Pollen command is the text argument. The text argument {appears between curly braces}. It can contain any text you want. The text argument can also contain other Pollen commands with their own text arguments. And they can contain other Pollen commands ... and so on, all the way down.

#lang pollen
div{Do it again. div{And again. div{And yet again.}}}

'(div "Do it again. " (div "And again. " (div "And yet again.")))

Three small details to know about the text argument.

First, the only character that needs special handling in a text argument is the lozenge . A lozenge ordinarily marks a new command. So if you want an actual lozenge to appear in the text, you have to escape it by typing ◊"◊".

#lang pollen
definition{This is the lozenge: "◊"}

'(definition "This is the lozenge: ◊")

Second, the whitespace-trimming policy. Here’s the short version: if there’s a carriage return at either end of the text argument, it is trimmed, and whitespace at the end of each line is selectively trimmed in an intelligent way. So this text argument, with carriage returns on the ends:

#lang pollen
div{
Roomy!
 
I agree.
}

'(div "Roomy!" "\n" "\n" "I agree.")

Yields the same result as this one:

#lang pollen
div{Roomy!
 
I agree.}

'(div "Roomy!" "\n" "\n" "I agree.")

For the long version, please see (part "Spaces, Newlines, and Indentation").

Third, within a multiline text argument, newline characters become individual strings that are not merged with adjacent text. So what you end up with is a list of strings, not a single string. That’s why in the last example, we got this:

'(div "Roomy!" "\n" "\n" "I agree.")

Instead of this:

'(div "Roomy!\n\nI agree.")

Under most circumstances, these two tagged X-expressions will behave the same way. The biggest exception is with functions. A function that operates on multiline text arguments needs to be able to handle an indefinite number of strings. For instance, this jejune function only accepts a single argument. It will work with a single-line text argument, because that produces a single string:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Irrational confidence}

'(jejune "Irrational confidence")

But watch what happens with a multiline text argument:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Deeply
        chastened}

jejune: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 1
+  given: 3
+  arguments...:
+   "Deeply"
+   "\n"
+   "chastened"

The answer is to use a rest argument in the function, which takes the “rest” of the arguments — however many there may be — and combines them into a single list. If we rewrite jejune with a rest argument, we can fix the problem:

#lang pollen
(define (jejune . texts)
   `(jejune ,@texts))
jejune{Deeply
        chastened}

'(jejune "Deeply" "\n" "chastened")

6.4 Further reading

The Pollen language is a variant of Racket’s own text-processing language, called Scribble. So many things that are true about Scribble are also true about Pollen. For the sake of clarity & brevity, I’ve omitted them from this summary. But if you want the full story:

[insert]

7 Module reference

    7.1 Cache

    7.2 Decode

      7.2.1 Block

      7.2.2 Typography

    7.3 File

    7.4 Pagetree

      7.4.1 Navigation

      7.4.2 Utilities

    7.5 Render

    7.6 Template

    7.7 Tag

    7.8 Top

    7.9 World

7.1 Cache

 (require pollen/cache) package: pollen

The slowest part of a render is parsing and decoding the source file. Often, previewing a single source file necessarily means decoding others (for instance templates, or other source files that are linked into the main source file). But usually, only one source file is changing at a time. Therefore, Pollen stores copies of the exports of source files — namely, whatever is stored in doc and metas — in the cache so they can be reused.

parameter

(current-cache)  hash?

(current-cache hash)  void?
  hash : hash?
 = (make-cache)
A parameter that refers to the current cache. It is initialized with make-cache.

The cache is a hash table that uses the complete path of a source file as its keys. The value associated with each of these keys is a subcache — another hash table with keys 'doc, 'metas (for storing the exports of the source file) and 'mod-time (for storing the modification time, provided by file-or-directory-modify-seconds).

procedure

(cached-require source-path key)  (or/c txexpr? hash? integer?)

  source-path : pathish?
  key : (or/c 'doc 'metas 'mod-time)
Similar to (dynamic-require source-path key), except that it first tries to retrieve the requested value out of current-cache. If it’s not there, or out of date, dynamic-require is used to update the value.

The only keys supported are 'doc, 'metas, and 'mod-time.

If you want the speed benefit of the cache, you should always use cached-require to get data from Pollen source files. That doesn’t mean you can’t still use functions like require, local-require, and dynamic-require. They’ll just be slower.

procedure

(make-cache)  hash?

Initializes current-cache.

procedure

(reset-cache)  void?

Clears current-cache. When only the nuclear option will do.

procedure

(cache-ref source-path)  hash?

  source-path : pathish?
Returns the subcache associated with the key source-path, which will itself be a hash table. See current-cache.

7.2 Decode

 (require pollen/decode) package: pollen

The doc export of a Pollen markup file is a simple X-expression. Decoding refers to any post-processing of this X-expression. The pollen/decode module provides tools for creating decoders.

The decode step can happen separately from the compilation of the file. But you can also attach a decoder to the markup file’s root node, so the decoding happens automatically when the markup is compiled, and thus automatically incorporated into doc. (Following this approach, you could also attach multiple decoders to different tags within doc.)

You can, of course, embed function calls within Pollen markup. But since markup is optimized for authors, decoding is useful for operations that can or should be moved out of the authoring layer.

One example is presentation and layout. For instance, detect-paragraphs is a decoder function that lets authors mark paragraphs in their source simply by using two carriage returns.

Another example is conversion of output into a particular data format. Most Pollen functions are optimized for HTML output, but one could write a decoder that targets another format.

procedure

(decode tagged-xexpr    
  [#:txexpr-tag-proc txexpr-tag-proc    
  #:txexpr-attrs-proc txexpr-attrs-proc    
  #:txexpr-elements-proc txexpr-elements-proc    
  #:block-txexpr-proc block-txexpr-proc    
  #:inline-txexpr-proc inline-txexpr-proc    
  #:string-proc string-proc    
  #:symbol-proc symbol-proc    
  #:valid-char-proc valid-char-proc    
  #:cdata-proc cdata-proc    
  #:exclude-tags tags-to-exclude])  txexpr?
  tagged-xexpr : txexpr?
  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?)
   = (λ(tag) tag)
  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?)
   = (λ(attrs) attrs)
  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?)
   = (λ(elements) elements)
  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx)
  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx)
  string-proc : (string? . -> . xexpr?) = (λ(str) str)
  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym)
  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc)
  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata)
  tags-to-exclude : (listof symbol?) = null
Recursively process a tagged-xexpr, usually the one exported from a Pollen source file as doc.

This function doesn’t do much on its own. Rather, it provides the hooks upon which harder-working functions can be hung.

Recall from (part "Pollen mechanics") that any tag can have a function attached to it. By default, the tagged-xexpr from a source file is tagged with root. So the typical way to use decode is to attach your decoding functions to it, and then define root to invoke your decode function. Then it will be automatically applied to every doc during compile.

For instance, here’s how decode is attached to root in Butterick’s Practical Typography. There’s not much to it —

(define (root . items)
    (decode (make-txexpr 'root null items)
        #:txexpr-elements-proc detect-paragraphs
        #:block-txexpr-proc
            (λ(bx) (wrap-hanging-quotes (nonbreaking-last-space bx)))
        #:string-proc (compose1 smart-quotes smart-dashes)))

This illustrates another important point: even though decode presents an imposing list of arguments, you’re unlikely to use all of them at once. These represent possibilities, not requirements. For instance, let’s see what happens when decode is invoked without any of its optional arguments.

Examples:

> (define tx '(root "I wonder" (em "why") "this works."))
> (decode tx)

'(root "I wonder" (em "why") "this works.")

Right — nothing. That’s because the default value for the decoding arguments is the identity function, (λ (x) x). So all the input gets passed through intact unless another action is specified.

The *-proc arguments of decode take procedures that are applied to specific categories of elements within txexpr.

The txexpr-tag-proc argument is a procedure that handles X-expression tags.

Examples:

> (define tx '(p "I'm from a strange" (strong "namespace")))
; Tags are symbols, so a tag-proc should return a symbol
> (decode tx #:txexpr-tag-proc (λ(t) (string->symbol (format "ns:~a" t))))

'(ns:p "I'm from a strange" (ns:strong "namespace"))

The txexpr-attrs-proc argument is a procedure that handles lists of X-expression attributes. (The txexpr module, included at no extra charge with Pollen, includes useful helper functions for dealing with these attribute lists.)

Examples:

> (define tx '(p [[id "first"]] "If I only had a brain."))
; Attrs is a list, so cons is OK for simple cases
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(p ((class "PhD") (id "first")) "If I only had a brain.")

Note that txexpr-attrs-proc will change the attributes of every tagged X-expression, even those that don’t have attributes. This is useful, because sometimes you want to add attributes where none existed before. But be careful, because the behavior may make your processing function overinclusive.

Examples:

> (define tx '(div (p [[id "first"]] "If I only had a brain.")
  (p "Me too.")))
; This will insert the new attribute everywhere
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(div

  ((class "PhD"))

  (p ((class "PhD") (id "first")) "If I only had a brain.")

  (p ((class "PhD")) "Me too."))

; This will add the new attribute only to non-null attribute lists
> (decode tx #:txexpr-attrs-proc
  (λ(attrs) (if (null? attrs) attrs (cons '[class "PhD"] attrs))))

'(div (p ((class "PhD") (id "first")) "If I only had a brain.") (p "Me too."))

The txexpr-elements-proc argument is a procedure that operates on the list of elements that represents the content of each tagged X-expression. Note that each element of an X-expression is subject to two passes through the decoder: once now, as a member of the list of elements, and also later, through its type-specific decoder (i.e., string-proc, symbol-proc, and so on).

Examples:

> (define tx '(div "Double" "\n" "toil" amp "trouble"))
; Every element gets doubled ...
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es)))

'(div "Double" "Double" "\n" "\n" "toil" "toil" amp amp "trouble" "trouble")

; ... but only strings get capitalized
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es))
  #:string-proc (λ(s) (string-upcase s)))

'(div "DOUBLE" "DOUBLE" "\n" "\n" "TOIL" "TOIL" amp amp "TROUBLE" "TROUBLE")

So why do you need txexpr-elements-proc? Because some types of element decoding depend on context, thus it’s necessary to handle the elements as a group. For instance, the doubling function above, though useless, requires handling the element list as a whole, because elements are being added.

A more useful example: paragraph detection. The behavior is not merely a map across each element:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
; Context matters. Trailing whitespace is ignored ...
> (paras '(body "The first paragraph." "\n\n"))

'(body "The first paragraph.")

; ... but whitespace between strings is converted to a break.
> (paras '(body "The first paragraph." "\n\n" "And another."))

'(body (p "The first paragraph.") (p "And another."))

; A combination of both types
> (paras '(body "The first paragraph." "\n\n" "And another." "\n\n"))

'(body (p "The first paragraph.") (p "And another."))

The block-txexpr-proc argument and the inline-txexpr-proc arguments are procedures that operate on tagged X-expressions. If the X-expression meets the block-txexpr? test, it is processed by block-txexpr-proc. Otherwise, it is processed by inline-txexpr-proc. Thus every tagged X-expression will be handled by one or the other. Of course, if you want block and inline elements to be handled the same way, you can set block-txexpr-proc and inline-txexpr-proc to be the same procedure.

Examples:

> (define tx '(div "Please" (em "mind the gap") (h1 "Tuesdays only")))
> (define add-ns (λ(tx) (make-txexpr
      (string->symbol (format "ns:~a" (get-tag tx)))
      (get-attrs tx)
      (get-elements tx))))
; div and h1 are block elements, so this will only affect them
> (decode tx #:block-txexpr-proc add-ns)

'(ns:div "Please" (em "mind the gap") (ns:h1 "Tuesdays only"))

; em is an inline element, so this will only affect it
> (decode tx #:inline-txexpr-proc add-ns)

'(div "Please" (ns:em "mind the gap") (h1 "Tuesdays only"))

; this will affect all elements
> (decode tx #:block-txexpr-proc add-ns #:inline-txexpr-proc add-ns)

'(ns:div "Please" (ns:em "mind the gap") (ns:h1 "Tuesdays only"))

The string-proc, symbol-proc, valid-char-proc, and cdata-proc arguments are procedures that operate on X-expressions that are strings, symbols, valid-chars, and CDATA, respectively. Deliberately, the output contracts for these procedures accept any kind of X-expression (meaning, the procedure can change the X-expression type).

Examples:

; A div with string, entity, character, and cdata elements
> (define tx `(div "Moe" amp 62 ,(cdata #f #f "3 > 2;")))
> (define rulify (λ(x) '(hr)))
; The rulify function is selectively applied to each
> (print (decode tx #:string-proc rulify))

'(div (hr) amp 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:symbol-proc rulify))

'(div "Moe" (hr) 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:valid-char-proc rulify))

'(div "Moe" amp (hr) #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:cdata-proc rulify))

'(div "Moe" amp 62 (hr))

Finally, the tags-to-exclude argument is a list of tags that will be exempted from decoding. Though you could get the same result by testing the input within the individual decoding functions, that’s tedious and potentially slower.

Examples:

> (define tx '(p "I really think" (em "italics") "should be lowercase."))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(p "I REALLY THINK" (em "ITALICS") "SHOULD BE LOWERCASE.")

> (decode tx #:string-proc (λ(s) (string-upcase s)) #:exclude-tags '(em))

'(p "I REALLY THINK" (em "italics") "SHOULD BE LOWERCASE.")

The tags-to-exclude argument is useful if you’re decoding source that’s destined to become HTML. According to the HTML spec, material within a <style> or <script> block needs to be preserved literally. In this example, if the CSS and JavaScript blocks are capitalized, they won’t work. So exclude '(style script), and problem solved.

Examples:

> (define tx '(body (h1 [[class "Red"]] "Let's visit Planet Telex.")
  (style [[type "text/css"]] ".Red {color: green;}")
  (script [[type "text/javascript"]] "var area = h * w;")))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".RED {COLOR: GREEN;}")

  (script ((type "text/javascript")) "VAR AREA = H * W;"))

> (decode tx #:string-proc (λ(s) (string-upcase s))
  #:exclude-tags '(style script))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".Red {color: green;}")

  (script ((type "text/javascript")) "var area = h * w;"))

7.2.1 Block

Because it’s convenient, Pollen categorizes tagged X-expressions into two categories: block and inline. Why is it convenient? When using decode, you often want to treat the two categories differently. Not that you have to. But this is how you can.

parameter

(project-block-tags)  (listof txexpr-tag?)

(project-block-tags block-tags)  void?
  block-tags : (listof txexpr-tag?)
 = html-block-tags
A parameter that defines the set of tags that decode will treat as blocks. This parameter is initialized with the HTML block tags, namely:

(address article aside audio blockquote body canvas dd div dl fieldset figcaption figure footer form h1 h2 h3 h4 h5 h6 header hgroup noscript ol output p pre section table tfoot ul video)

procedure

(register-block-tag tag)  void?

  tag : txexpr-tag?
Adds a tag to project-block-tags so that block-txexpr? will report it as a block, and decode will process it with block-txexpr-proc rather than inline-txexpr-proc.

Pollen tries to do the right thing without being told. But this is the rare case where you have to be explicit. If you introduce a tag into your markup that you want treated as a block, you must use this function to identify it, or you will get spooky behavior later on.

For instance, detect-paragraphs knows that block elements in the markup shouldn’t be wrapped in a p tag. So if you introduce a new block element called bloq without registering it as a block, misbehavior will follow:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (p (bloq "But not me.")))

; Wrong: bloq should not be wrapped

But once you register bloq as a block, order is restored:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (register-block-tag 'bloq)
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (bloq "But not me."))

; Right: bloq is treated as a block

If you find the idea of registering block tags unbearable, good news. The project-block-tags include the standard HTML block tags by default. So if you just want to use things like div and p and h1–h6, you’ll get the right behavior for free.

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (div "But not me.")))

'(body (p "I want to be a paragraph.") (div "But not me."))

procedure

(block-txexpr? v)  boolean?

  v : any/c
Predicate that tests whether v is a tagged X-expression, and if so, whether the tag is among the project-block-tags. If not, it is treated as inline. To adjust how this test works, use register-block-tag.

7.2.2 Typography

An assortment of typography & layout functions, designed to be used with decode. These aren’t hard to write. So if you like these, use them. If not, make your own.

procedure

(whitespace? v)  boolean?

  v : any/c
A predicate that returns #t for any stringlike v that’s entirely whitespace, but also the empty string, as well as lists and vectors that are made only of whitespace? members. Following the regexp-match convention, whitespace? does not return #t for a nonbreaking space. If you prefer that behavior, use whitespace/nbsp?.

Examples:

> (whitespace? "\n\n   ")

#t

> (whitespace? (string->symbol "\n\n   "))

#t

> (whitespace? "")

#t

> (whitespace? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace? nonbreaking-space)

#f

procedure

(whitespace/nbsp? v)  boolean?

  v : any/c
Like whitespace?, but also returns #t for nonbreaking spaces.

Examples:

> (whitespace/nbsp? "\n\n   ")

#t

> (whitespace/nbsp? (string->symbol "\n\n   "))

#t

> (whitespace/nbsp? "")

#t

> (whitespace/nbsp? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace/nbsp? nonbreaking-space)

#t

procedure

(smart-quotes str)  string?

  str : string?
Convert straight quotes in str to curly according to American English conventions.

Examples:

> (define tricky-string
  "\"Why,\" she could've asked, \"are we in O‘ahu watching 'Mame'?\"")
> (display tricky-string)

"Why," she could've asked, "are we in O‘ahu watching 'Mame'?"

> (display (smart-quotes tricky-string))

“Why,” she could’ve asked, “are we in O‘ahu watching ‘Mame’?”

procedure

(smart-dashes str)  string?

  str : string?
In str, convert three hyphens to an em dash, and two hyphens to an en dash, and remove surrounding spaces.

Examples:

> (define tricky-string "I had a few --- OK, like 6--8 --- thin mints.")
> (display tricky-string)

I had a few --- OK, like 6--8 --- thin mints.

> (display (smart-dashes tricky-string))

I had a few—OK, like 6–8—thin mints.

; Monospaced font not great for showing dashes, but you get the idea

procedure

(detect-linebreaks tagged-xexpr-elements 
  [#:separator linebreak-sep 
  #:insert linebreak]) 
  txexpr-elements?
  tagged-xexpr-elements : txexpr-elements?
  linebreak-sep : string? = world:linebreak-separator
  linebreak : xexpr? = '(br)
Within tagged-xexpr-elements, convert occurrences of linebreak-sep ("\n" by default) to linebreak, but only if linebreak-sep does not occur between blocks (see block-txexpr?). Why? Because block-level elements automatically display on a new line, so adding linebreak would be superfluous. In that case, linebreak-sep just disappears.

Examples:

> (detect-linebreaks '(div "Two items:" "\n" (em "Eggs") "\n" (em "Bacon")))

'(div "Two items:" (br) (em "Eggs") (br) (em "Bacon"))

> (detect-linebreaks '(div "Two items:" "\n" (div "Eggs") "\n" (div "Bacon")))

'(div "Two items:" (div "Eggs") (div "Bacon"))

procedure

(detect-paragraphs elements 
  [#:separator paragraph-sep 
  #:tag paragraph-tag 
  #:linebreak-proc linebreak-proc]) 
  txexpr-elements?
  elements : txexpr-elements?
  paragraph-sep : string? = world:paragraph-separator
  paragraph-tag : symbol? = 'p
  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?)
   = detect-linebreaks
Find paragraphs within elements, as denoted by paragraph-sep, and wrap them with paragraph-tag, unless the element is already a block-txexpr? (because in that case, the wrapping is superfluous). Thus, as a consequence, if paragraph-sep occurs between two blocks, it’s ignored.

The paragraph-tag argument sets the tag used to wrap paragraphs.

The linebreak-proc argument allows you to use a different linebreaking procedure other than the usual detect-linebreaks.

Examples:

> (detect-paragraphs '("First para" "\n\n" "Second para"))

'((p "First para") (p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line"))

'((p "First para") (p "Second para" (br) "Second line"))

> (detect-paragraphs '("First para" "\n\n" (div "Second block")))

'((p "First para") (div "Second block"))

> (detect-paragraphs '((div "First block") "\n\n" (div "Second block")))

'((div "First block") (div "Second block"))

> (detect-paragraphs '("First para" "\n\n" "Second para") #:tag 'ns:p)

'((ns:p "First para") (ns:p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line")
  #:linebreak-proc (λ(x) (detect-linebreaks x #:insert '(newline))))

'((p "First para") (p "Second para" (newline) "Second line"))

7.3 File

 (require pollen/file) package: pollen

A utility module that provides functions for working with Pollen source and output files. The tests rely on file extensions specified in pollen/world.

Pollen handles six kinds of source files:

Preprocessor, with file extension .pp.

Markup, with file extension .pm.

Template, with file extension .pt.

Null, with file extension .p.

Scribble, with file extension .scrbl.

For each kind of Pollen source file, the corresponding output file is generated by removing the extension from the name of the source file. So the preprocessor source file default.css.pp would become default.css. Scribble files work differently — the corresponding output file is the source file but with an html extension rather than scrbl. So pollen.scrbl would become pollen.html.

procedure

(preproc-source? v)  boolean?

  v : any/c

procedure

(markup-source? v)  boolean?

  v : any/c

procedure

(template-source? v)  boolean?

  v : any/c

procedure

(null-source? v)  boolean?

  v : any/c

procedure

(scribble-source? v)  boolean?

  v : any/c

procedure

(pagetree-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, based on file extension.

Examples:

> (preproc-source? "main.css.pp")

#t

> (markup-source? "default.html.pm")

#t

> (template-source? "main.html.pt")

#t

> (null-source? "index.html.p")

#t

> (scribble-source? "file.scrbl")

#t

> (pagetree-source? "index.ptree")

#t

procedure

(has-preproc-source? v)  boolean?

  v : any/c

procedure

(has-markup-source? v)  boolean?

  v : any/c

procedure

(has-template-source? v)  boolean?

  v : any/c

procedure

(has-null-source? v)  boolean?

  v : any/c

procedure

(has-scribble-source? v)  boolean?

  v : any/c
Test whether v is the output path for an existing source file of the specified type.

procedure

(has/is-preproc-source? v)  boolean?

  v : any/c

procedure

(has/is-markup-source? v)  boolean?

  v : any/c

procedure

(has/is-template-source? v)  boolean?

  v : any/c

procedure

(has/is-null-source? v)  boolean?

  v : any/c

procedure

(has/is-scribble-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, or is the output path for an existing source file of the specified type. In other words, has/is-preproc-source? is equivalent to (or (preproc-source? v) (has-preproc-source? v)).

procedure

(->preproc-source-path p)  path?

  p : pathish?

procedure

(->markup-source-path p)  path?

  p : pathish?

procedure

(->template-source-path p)  path?

  p : pathish?

procedure

(->null-source-path p)  path?

  p : pathish?

procedure

(->scribble-source-path p)  path?

  p : pathish?
Convert an output path p into the source path of the specified type that would produce this output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (define name "default.html")
> (->preproc-source-path name)

#<path:default.html.pp>

> (->markup-source-path name)

#<path:default.html.pm>

> (->template-source-path name)

#<path:default.html.pt>

> (->scribble-source-path name)

#<path:default.scrbl>

> (->null-source-path name)

#<path:default.html.p>

procedure

(->output-path p)  path?

  p : pathish?
Convert a source path p into its corresponding output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (->output-path "main.css.pp")

#<path:main.css>

> (->output-path "default.html.pm")

#<path:default.html>

> (->output-path "index.html.p")

#<path:index.html>

> (->output-path "file.scrbl")

#<path:file.html>

7.4 Pagetree

 (require pollen/pagetree) package: pollen

A pagetree is a hierarchical list of Pollen output files. A pagetree source file has the extension .ptree. A pagetree provides a convenient way of separating the structure of the pages from the page sources, and navigating around this structure.

Pagetrees are made of pagenodes. Usually these pagenodes will be names of output files in your project. (If you think it would’ve been more logical to just call them “pages,” perhaps. When I think of a web page, I think of a file on a disk. Whereas pagenodes may — and often do — refer to files that don’t yet exist.)

Books and other long documents are usually organized in a structured way — at minimum they have a sequence of pages, but more often they have sections with subsequences within. Individual Pollen source files don’t know anything about how they’re connected to other files. In theory, you could maintain this information within each source file. This would be a poor use of human energy. Let the pagetree figure it out.

procedure

(pagetree? possible-pagetree)  boolean?

  possible-pagetree : any/c
Test whether possible-pagetree is a valid pagetree. It must be a txexpr? where all elements are pagenode?, and each is unique within possible-pagetree (not counting the root node).

Examples:

> (pagetree? '(root index.html))

#t

> (pagetree? '(root duplicate.html duplicate.html))

#f

> (pagetree? '(root index.html "string.html"))

#f

> (define nested-ptree '(root 1.html 2.html (3.html 3a.html 3b.html)))
> (pagetree? nested-ptree)

#t

> (pagetree? `(root index.html ,nested-ptree (subsection.html more.html)))

#t

; Nesting a subtree twice creates duplication
> (pagetree? `(root index.html ,nested-ptree (subsection.html ,nested-ptree)))

#f

procedure

(validate-pagetree possible-pagetree)  pagetree?

  possible-pagetree : any/c
Like pagetree?, but raises a descriptive error if possible-pagetree is invalid, and otherwise returns possible-pagetree itself.

Examples:

> (validate-pagetree '(root (mama.html son.html daughter.html) uncle.html))

'(root (mama.html son.html daughter.html) uncle.html)

> (validate-pagetree `(root (,+ son.html daughter.html) uncle.html))

#f

> (validate-pagetree '(root (mama.html son.html son.html) mama.html))

validate-pagetree: items aren’t unique: (son.html mama.html)

procedure

(pagenode? possible-pagenode)  boolean?

  possible-pagenode : any/c
Test whether possible-pagenode is a valid pagenode. A pagenode can be any symbol? that is not whitespace/nbsp? Every leaf of a pagetree is a pagenode. In practice, your pagenodes will likely be names of output files.

Pagenodes are symbols (rather than strings) so that pagetrees will be valid tagged X-expressions, which is a more convenient format for validation & processing.

Examples:

; Three symbols, the third one annoying but valid
> (map pagenode? '(symbol index.html |   silly   |))

'(#t #t #t)

; A number, a string, a txexpr, and a whitespace symbol
> (map pagenode? '(9.999 "index.html" (p "Hello") |    |))

'(#f #f #f #f)

procedure

(pagenodeish? v)  boolean?

  v : any/c
Return #t if v can be converted with ->pagenode.

Example:

> (map pagenodeish? '(9.999 "index.html" |    |))

'(#t #t #f)

procedure

(->pagenode v)  pagenode?

  v : pagenodeish?
Convert v to a pagenode.

Examples:

> (map pagenodeish? '(symbol 9.999 "index.html" |  silly  |))

'(#t #t #t #t)

> (map ->pagenode '(symbol 9.999 "index.html" |  silly  |))

'(symbol |9.999| index.html |  silly  |)

7.4.1 Navigation

parameter

(current-pagetree)  pagetree?

(current-pagetree pagetree)  void?
  pagetree : pagetree?
 = #f
A parameter that defines the default pagetree used by pagetree navigation functions (e.g., parent-pagenode, chidren, et al.) if another is not explicitly specified. Initialized to #f.

procedure

(parent p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the parent pagenode of p within pagetree. Return #f if there isn’t one.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (parent 'son.html)

'mama.html

> (parent "mama.html")

'root

> (parent (parent 'son.html))

'root

> (parent (parent (parent 'son.html)))

#f

procedure

(children p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the child pagenodes of p within pagetree. Return #f if there aren’t any.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (children 'mama.html)

'(son.html daughter.html)

> (children 'uncle.html)

#f

> (children 'root)

'(mama.html uncle.html)

> (map children (children 'root))

'((son.html daughter.html) #f)

procedure

(siblings p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the sibling pagenodes of p within pagetree. The list will include p itself. But the function will still return #f if pagetree is #f.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (siblings 'son.html)

'(son.html daughter.html)

> (siblings 'daughter.html)

'(son.html daughter.html)

> (siblings 'mama.html)

'(mama.html uncle.html)

procedure

(previous p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(previous* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately before p. For previous*, return all the pagenodes before p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (previous 'daughter.html)

'son.html

> (previous 'son.html)

'mama.html

> (previous (previous 'daughter.html))

'mama.html

> (previous 'mama.html)

#f

> (previous* 'daughter.html)

'(mama.html son.html)

> (previous* 'uncle.html)

'(mama.html son.html daughter.html)

procedure

(next p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(next* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately after p. For next*, return all the pagenodes after p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (next 'son.html)

'daughter.html

> (next 'daughter.html)

'uncle.html

> (next (next 'son.html))

'uncle.html

> (next 'uncle.html)

#f

> (next* 'mama.html)

'(son.html daughter.html uncle.html)

> (next* 'daughter.html)

'(uncle.html)

7.4.2 Utilities

procedure

(pagetree->list pagetree)  list?

  pagetree : pagetree?
Convert pagetree to a simple list. Equivalent to a pre-order depth-first traversal of pagetree.

procedure

(in-pagetree? pagenode [pagetree])  boolean?

  pagenode : pagenode?
  pagetree : pagetree? = (current-pagetree)
Report whether pagenode is in pagetree.

procedure

(path->pagenode p)  pagenode?

  p : pathish?
Convert path p to a pagenode — meaning, make it relative to world:current-project-root, run it through ->output-path, and convert it to a symbol. Does not tell you whether the resultant pagenode actually exists in the current pagetree (for that, use in-pagetree?).

7.5 Render

 (require pollen/render) package: pollen

Rendering is how Pollen source files get converted into output.

procedure

(render source-path [template-path])  bytes?

  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
Renders source-path. The rendering behavior depends on the type of source file:

A pollen/pre file is rendered without a template.

A pollen/markup or pollen/markdown file is rendered with a template. If no template is provided with template-path, Pollen finds one using get-template-for.

Be aware that rendering with a template uses include-template within eval. For complex pages, it can be slow the first time. Caching is used to make subsequent requests faster.

For those panicked at the use of eval, please don’t be. As the author of include-template has already advised, “If you insist on dynamicism” — and yes, I do insist — “there is always eval.

procedure

(render-to-file source-path    
  [template-path    
  output-path])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
Like render, but saves the file to output-path, overwriting whatever was already there. If no output-path is provided, it’s derived from source-path using ->output-path.

procedure

(render-to-file-if-needed source-path    
  [template-path    
  output-path    
  #:force force-render?])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
  force-render? : boolean? = #f
Like render-to-file, but the render only happens if one of these conditions exist: +
  1. The force-render? flag — set with the #:force keyword — is #t.

  2. No file exists at output-path. (Thus, an easy way to force a render of a particular output-path is to delete it.)

  3. Either source-path or template-path have changed since the last trip through render.

  4. One or more of the project requires have changed.

If none of these conditions exist, output-path is deemed to be up to date, and the render is skipped.

procedure

(render-batch source-paths ...)  void?

  source-paths : (listof pathish?)
Render multiple source-paths in one go. This can be faster than (for-each render source-paths) if your source-paths rely on a common set of templates. Templates may have their own source files that need to be compiled. If you use render, the templates will be repeatedly (and needlessly) re-compiled. Whereas if you use render-batch, each template will only be compiled once.

procedure

(render-pagetree pagetree)  void?

  pagetree : pagetree?
(render-pagetree pagetree-source)  void?
  pagetree-source : pathish?
Using pagetree, or a pagetree loaded from pagetree-source, render the pages in that pagetree using render-batch.

procedure

(get-template-for source-path)  (or/c #f complete-path?)

  source-path : complete-path?
Find a template file for source-path, with the following priority: +
  1. If the metas for source-path have a key for template, then use the value of this key.

  2. If this key doesn’t exist, or if it points to a nonexistent file, look for a default template in the project directory with the name main.[output extension].pt. Meaning, if source-path is intro.html.pm, the output path would be intro.html, so the default template would be main.html.pt.

  3. If this file doesn’t exist, use the fallback template as a last resort.

This function is called when a template is needed, but a template-path argument is missing (for instance, in render or render-to-file).

7.6 Template

 (require pollen/template) package: pollen

Convenience functions for templates. These are automatically imported into the eval environment when rendering with a template (see render).

This module also provides everything from sugar/coerce/value.

procedure

(->html xexpr)  string?

  xexpr : xexpr?
Convert xexpr to an HTML string. Similar to xexpr->string, but consistent with the HTML spec, text that appears within script or style blocks will not be escaped.

Examples:

> (define tx '(root (script "3 > 2") "Why is 3 > 2?"))
> (xexpr->string tx)

"<root><script>3 &gt; 2</script>Why is 3 &gt; 2?</root>"

> (->html tx)

"<root><script>3 > 2</script>Why is 3 &gt; 2?</root>"

Be careful not to pass existing HTML strings into this function, because the angle brackets will be escaped. Fine if that’s what you want, but you probably don’t.

Examples:

> (define tx '(p "You did" (em "what?")))
> (->html tx)

"<p>You did<em>what?</em></p>"

> (->html (->html tx))

"&lt;p&gt;You did&lt;em&gt;what?&lt;/em&gt;&lt;/p&gt;"

procedure

(select key value-source)  (or/c #f txexpr-element?)

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)

procedure

(select* key value-source)  (or/c #f (listof txexpr-element?))

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)
Find matches for key in value-source, first by looking in its metas (using select-from-metas) and then by looking in its doc (using select-from-doc). With select, you get the first result; with select*, you get them all. In both cases, you get #f if there are no matches.

procedure

(select-from-metas key meta-source)  (or/c #f txexpr-element?)

  key : symbolish?
  meta-source : (or/c hash? pagenodeish? pathish?)
Look up the value of key in meta-source. The meta-source argument can be either a set of metas (i.e., a hash) or a pagenode?, from which metas are pulled. If no value exists for key, you get #f.

Examples:

> (module ice-cream pollen/markup
  '(div (question "Flavor?")
    (answer "Chocolate chip") (answer "Maple walnut"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'ice-cream submodule
> (require 'ice-cream)
> (select-from-metas 'template  metas)

"sub.xml.pt"

> ('target . select-from-metas . metas)

"print"

> (select-from-metas 'nonexistent-key metas)

#f

procedure

(select-from-doc key doc-source)  (or/c #f txexpr-element?)

  key : symbolish?
  doc-source : (or/c txexpr? pagenodeish? pathish?)
Look up the value of key in doc-source. The doc-source argument can be either be a doc (i.e., a txexpr) or a pagenode?, from which doc is pulled. If no value exists for key, you get #f.

Examples:

> (module gelato pollen/markup
  '(div (question "Flavor?")
    (answer "Nocciola") (answer "Pistachio"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'gelato submodule
> (require 'gelato)
> (select-from-doc 'question  doc)

#f

> ('answer . select-from-doc . doc)

#f

> (select-from-doc 'nonexistent-key doc)

#f

7.7 Tag

 (require pollen/tag) package: pollen

Convenience functions for working with tags.

procedure

(make-tag-function id)  (-> txexpr?)

  id : txexpr-tag?
Make a tag function for id. As arguments, a tag function takes an optional set of X-expression attributes (txexpr-attrs?) followed by X-expression elements (txexpr-elements?). From these, the tag function creates a tagged X-expression using id as the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup "Bonjour")

'(em "Bonjour")

> (beaucoup '((id "greeting")) "Bonjour")

'(em ((id "greeting")) "Bonjour")

Entering attributes this way can be cumbersome. So for convenience, a tag function provides an alternative: any symbol + string pairs at the front of your expression will be interpreted as attributes, if the symbols are followed by a colon. If you leave out the colon, the symbols will be interpreted as part of the content of the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup 'id: "greeting" 'class: "large" "Bonjour")

'(em ((id "greeting") (class "large")) "Bonjour")

; Don't forget the colons
> (beaucoup 'id "greeting" 'class "large" "Bonjour")

'(em id "greeting" class "large" "Bonjour")

; Don't forget to provide a value for each attribute
> (beaucoup 'id: 'class: "large" "Bonjour")

'(em id: class: "large" "Bonjour")

Pollen also uses this function to provide the default behavior for undefined tags. See #%top.

7.8 Top

 (require pollen/top) package: pollen

You’ll probably never invoke this module directly. But it’s implicitly imported into every Pollen markup file. And if you don’t know what it does, you might end up surprised by some of the behavior you get.

syntax

(#%top . id)

In standard Racket, #%top is the function of last resort, called when id is not bound to any value. As such, it typically reports a syntax error.

Examples:

; Let's call em without defining it
> (em "Bonjour")

em: undefined;

 cannot reference undefined identifier

; (em "Bonjour") is being converted to ((#%top . em) "Bonjour")
; So calling ((#%top . em) "Bonjour") will give the same result
> ((#%top . em) "Bonjour")

em: undefined;

 cannot reference undefined identifier

In the Pollen markup environment, however, this behavior is annoying. Because when you’re writing X-expressions, you don’t necessarily want to define all your tags ahead of time.

So Pollen redefines #%top. For convenience, Pollen’s version of #%top assumes that an undefined tag should just refer to an X-expression beginning with that tag (and uses make-tag-function to provide this behavior):

Examples:

; Again, let's call em without defining it, but using pollen/top
> (require pollen/top)
> (em "Bonjour")

'(em "Bonjour")

; (em "Bonjour") is still being converted to ((#%top . em) "Bonjour")
; But now, ((#%top . em) "Bonjour") gives a different result
> ((#%top . em) "Bonjour")

'(em "Bonjour")

The good news is that this behavior means you use any tag you want in your markup without defining it in advance. You can still attach a function to the tag later, which will automatically supersede #%top.

Examples:

> (define (em x) `(span ((style "font-size:100px")) ,x))
> (em "Bonjour")

'(span ((style "font-size:100px")) "Bonjour")

The bad news is that you’ll never get an “undefined identifier” error. These undefined identifiers will happily sail through and be converted to tags.

Examples:

> (require pollen/top)
> (define (em . xs) `(span ((style "font-size:100px")) ,@xs))
; There's a typo in my tag
> (erm "Bonjour")

'(erm "Bonjour")

This isn’t a bug. It’s just a natural consequence of how Pollen’s #%top works. It can, however, make debugging difficult sometimes. Let’s suppose my markup depends on very-important-function, which I don’t import correctly.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

So the undefined-function bug goes unreported. Again, that’s not a bug in Pollen — there’s just no way for it to tell the difference between an identifier that’s deliberately undefined and one that’s inadvertently undefined. If you want to guarantee that you’re invoking a defined identifier, use def/c.

syntax

(def/c id)

Invoke id if it’s a defined identifier, otherwise raise an error. This form reverses the behavior of #%top (in other words, it restores default Racket behavior).

Recall this example from before. In standard Racket, you get an undefined-identifier error.

Examples:

> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

But with pollen/top, the issue is not treated as an error.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

By adding def/c, we restore the usual behavior, guaranteeing that we get the defined version of very-important-function or nothing.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> ((def/c very-important-function) "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

7.9 World

 (require pollen/world) package: pollen

A set of global values and parameters that are used throughout the Pollen system. If you don’t like the defaults I’ve picked, change them.

All identifiers are exported with the prefix world:, and are so documented below.

value

world:main-pollen-export : symbol? = 'doc

value

world:meta-pollen-export : symbol? = 'metas

The two exports from a compiled Pollen source file.

value

world:project-require : string? = "project-require.rkt"

File implicitly required into every Pollen source file from its directory.

parameter

(world:check-project-requires-in-render?)  boolean?

(world:check-project-requires-in-render? check?)  void?
  check? : boolean?
 = #t
A parameter that determines whether the world:project-require file is checked for changes on every pass through render. (Can be faster to turn this off if you don’t need it.) Initialized to #t.

value

world:server-extras-dir : string? = "server-extras"

Name of directory where server support files live.

parameter

(world:current-server-extras-path)  path?

(world:current-server-extras-path dir)  void?
  dir : path?
 = #f
A parameter that reports the path to the directory of support files for the development server. Initialized to #f, but set to a proper value when pollen/server runs.

value

world:preproc-source-ext : symbol? = 'pp

value

world:markup-source-ext : symbol? = 'pm

value

world:markdown-source-ext : symbol? = 'pmd

value

world:null-source-ext : symbol? = 'p

value

world:pagetree-source-ext : symbol? = 'ptree

value

world:template-source-ext : symbol? = 'pt

value

world:scribble-source-ext : symbol? = 'scrbl

File extensions for Pollen source files.

File extensions that are eligible for decoding.

value

world:mode-auto : symbol? = 'auto

value

world:mode-preproc : symbol? = 'pre

value

world:mode-markup : symbol? = 'markup

value

world:mode-markdown : symbol? = 'markdown

value

world:mode-pagetree : symbol? = 'ptree

Mode indicators for the Pollen reader and parser.

value

world:default-pagetree : string? = "index.ptree"

Pagetree that Pollen dashboard loads by default in each directory.

value

world:pagetree-root-node : symbol? = 'pagetree-root

Name of the root node in a decoded pagetree. It’s ignored by the code, so its only role is to clue you in that you’re looking at something that came out of the pagetree decoder.

value

world:command-marker : char? = #\◊

The magic character that indicates a Pollen command, function, or variable.

value

world:default-template-prefix : string? = "main"

Prefix of the default template.

value

world:fallback-template : string? = "fallback.html.pt"

Name of the fallback template (i.e., the template used to render a Pollen markup file when no other template can be found).

value

world:template-meta-key : symbol? = 'template

Meta key used to store a template name for that particular source file.

value

world:newline : string? = "\n"

value

world:linebreak-separator : string? = world:newline

value

world:paragraph-separator : string? = "\n\n"

Default separators used in decoding.

value

world:dashboard-css : string? = "poldash.css"

CSS file used for the dashboard.

value

world:paths-excluded-from-dashboard : (listof path?)

 = (map string->path (list "poldash.css" "compiled"))
Paths not shown in the Pollen dashboard.

8 License & source code

This module is licensed under the LGPL.

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

 
\ No newline at end of file diff --git a/scribblings/pollen.scrbl b/pollen/scribblings/pollen.scrbl similarity index 100% rename from scribblings/pollen.scrbl rename to pollen/scribblings/pollen.scrbl diff --git a/pollen/scribblings/pollen/Acknowledgments.html b/pollen/scribblings/pollen/Acknowledgments.html new file mode 100644 index 0000000..9845397 --- /dev/null +++ b/pollen/scribblings/pollen/Acknowledgments.html @@ -0,0 +1,2 @@ + +2 Acknowledgments
6.0.0.5

2 Acknowledgments

One curious aspect of free software is that you can appropriate the benefits of other people’s work while making it look like your own. No such legerdemain here. Whatever effort I’ve put into Pollen is dwarfed by the epic accomplishments of the Racket development team. I thank all of them — especially Matthew Flatt, Jay McCarthy, and Matthias Felleisen — for making this tremendous tool available, for adding several features I suggested, and for patiently answering my dumb questions over the months.

But the best tools do more than get the job done. They create an incentive to undertake jobs you wouldn’t have attempted before. Racket encouraged me to become a better programmer so I could create Pollen. Likewise, I hope that Pollen encourages you to make things you couldn’t before.

Thank you to Greg Hendershott for his Markdown parser.

MB

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Cache.html b/pollen/scribblings/pollen/Cache.html new file mode 100644 index 0000000..6879985 --- /dev/null +++ b/pollen/scribblings/pollen/Cache.html @@ -0,0 +1,2 @@ + +7.1 Cache
6.0.0.5

7.1 Cache

 (require pollen/cache) package: pollen

The slowest part of a render is parsing and decoding the source file. Often, previewing a single source file necessarily means decoding others (for instance templates, or other source files that are linked into the main source file). But usually, only one source file is changing at a time. Therefore, Pollen stores copies of the exports of source files — namely, whatever is stored in doc and metas — in the cache so they can be reused.

parameter

(current-cache)  hash?

(current-cache hash)  void?
  hash : hash?
 = (make-cache)
A parameter that refers to the current cache. It is initialized with make-cache.

The cache is a hash table that uses the complete path of a source file as its keys. The value associated with each of these keys is a subcache — another hash table with keys 'doc, 'metas (for storing the exports of the source file) and 'mod-time (for storing the modification time, provided by file-or-directory-modify-seconds).

procedure

(cached-require source-path key)  (or/c txexpr? hash? integer?)

  source-path : pathish?
  key : (or/c 'doc 'metas 'mod-time)
Similar to (dynamic-require source-path key), except that it first tries to retrieve the requested value out of current-cache. If it’s not there, or out of date, dynamic-require is used to update the value.

The only keys supported are 'doc, 'metas, and 'mod-time.

If you want the speed benefit of the cache, you should always use cached-require to get data from Pollen source files. That doesn’t mean you can’t still use functions like require, local-require, and dynamic-require. They’ll just be slower.

procedure

(make-cache)  hash?

Initializes current-cache.

procedure

(reset-cache)  void?

Clears current-cache. When only the nuclear option will do.

procedure

(cache-ref source-path)  hash?

  source-path : pathish?
Returns the subcache associated with the key source-path, which will itself be a hash table. See current-cache.

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Decode.html b/pollen/scribblings/pollen/Decode.html new file mode 100644 index 0000000..03558a5 --- /dev/null +++ b/pollen/scribblings/pollen/Decode.html @@ -0,0 +1,2 @@ + +7.2 Decode
6.0.0.5

7.2 Decode

 (require pollen/decode) package: pollen

The doc export of a Pollen markup file is a simple X-expression. Decoding refers to any post-processing of this X-expression. The pollen/decode module provides tools for creating decoders.

The decode step can happen separately from the compilation of the file. But you can also attach a decoder to the markup file’s root node, so the decoding happens automatically when the markup is compiled, and thus automatically incorporated into doc. (Following this approach, you could also attach multiple decoders to different tags within doc.)

You can, of course, embed function calls within Pollen markup. But since markup is optimized for authors, decoding is useful for operations that can or should be moved out of the authoring layer.

One example is presentation and layout. For instance, detect-paragraphs is a decoder function that lets authors mark paragraphs in their source simply by using two carriage returns.

Another example is conversion of output into a particular data format. Most Pollen functions are optimized for HTML output, but one could write a decoder that targets another format.

procedure

(decode tagged-xexpr    
  [#:txexpr-tag-proc txexpr-tag-proc    
  #:txexpr-attrs-proc txexpr-attrs-proc    
  #:txexpr-elements-proc txexpr-elements-proc    
  #:block-txexpr-proc block-txexpr-proc    
  #:inline-txexpr-proc inline-txexpr-proc    
  #:string-proc string-proc    
  #:symbol-proc symbol-proc    
  #:valid-char-proc valid-char-proc    
  #:cdata-proc cdata-proc    
  #:exclude-tags tags-to-exclude])  txexpr?
  tagged-xexpr : txexpr?
  txexpr-tag-proc : (txexpr-tag? . -> . txexpr-tag?)
   = (λ(tag) tag)
  txexpr-attrs-proc : (txexpr-attrs? . -> . txexpr-attrs?)
   = (λ(attrs) attrs)
  txexpr-elements-proc : (txexpr-elements? . -> . txexpr-elements?)
   = (λ(elements) elements)
  block-txexpr-proc : (block-txexpr? . -> . xexpr?) = (λ(tx) tx)
  inline-txexpr-proc : (txexpr? . -> . xexpr?) = (λ(tx) tx)
  string-proc : (string? . -> . xexpr?) = (λ(str) str)
  symbol-proc : (symbol? . -> . xexpr?) = (λ(sym) sym)
  valid-char-proc : (valid-char? . -> . xexpr?) = (λ(vc) vc)
  cdata-proc : (cdata? . -> . xexpr?) = (λ(cdata) cdata)
  tags-to-exclude : (listof symbol?) = null
Recursively process a tagged-xexpr, usually the one exported from a Pollen source file as doc.

This function doesn’t do much on its own. Rather, it provides the hooks upon which harder-working functions can be hung.

Recall from (part "Pollen mechanics") that any tag can have a function attached to it. By default, the tagged-xexpr from a source file is tagged with root. So the typical way to use decode is to attach your decoding functions to it, and then define root to invoke your decode function. Then it will be automatically applied to every doc during compile.

For instance, here’s how decode is attached to root in Butterick’s Practical Typography. There’s not much to it —

(define (root . items)
    (decode (make-txexpr 'root null items)
        #:txexpr-elements-proc detect-paragraphs
        #:block-txexpr-proc
            (λ(bx) (wrap-hanging-quotes (nonbreaking-last-space bx)))
        #:string-proc (compose1 smart-quotes smart-dashes)))

This illustrates another important point: even though decode presents an imposing list of arguments, you’re unlikely to use all of them at once. These represent possibilities, not requirements. For instance, let’s see what happens when decode is invoked without any of its optional arguments.

Examples:

> (define tx '(root "I wonder" (em "why") "this works."))
> (decode tx)

'(root "I wonder" (em "why") "this works.")

Right — nothing. That’s because the default value for the decoding arguments is the identity function, (λ (x) x). So all the input gets passed through intact unless another action is specified.

The *-proc arguments of decode take procedures that are applied to specific categories of elements within txexpr.

The txexpr-tag-proc argument is a procedure that handles X-expression tags.

Examples:

> (define tx '(p "I'm from a strange" (strong "namespace")))
; Tags are symbols, so a tag-proc should return a symbol
> (decode tx #:txexpr-tag-proc (λ(t) (string->symbol (format "ns:~a" t))))

'(ns:p "I'm from a strange" (ns:strong "namespace"))

The txexpr-attrs-proc argument is a procedure that handles lists of X-expression attributes. (The txexpr module, included at no extra charge with Pollen, includes useful helper functions for dealing with these attribute lists.)

Examples:

> (define tx '(p [[id "first"]] "If I only had a brain."))
; Attrs is a list, so cons is OK for simple cases
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(p ((class "PhD") (id "first")) "If I only had a brain.")

Note that txexpr-attrs-proc will change the attributes of every tagged X-expression, even those that don’t have attributes. This is useful, because sometimes you want to add attributes where none existed before. But be careful, because the behavior may make your processing function overinclusive.

Examples:

> (define tx '(div (p [[id "first"]] "If I only had a brain.")
  (p "Me too.")))
; This will insert the new attribute everywhere
> (decode tx #:txexpr-attrs-proc (λ(attrs) (cons '[class "PhD"] attrs)))

'(div

  ((class "PhD"))

  (p ((class "PhD") (id "first")) "If I only had a brain.")

  (p ((class "PhD")) "Me too."))

; This will add the new attribute only to non-null attribute lists
> (decode tx #:txexpr-attrs-proc
  (λ(attrs) (if (null? attrs) attrs (cons '[class "PhD"] attrs))))

'(div (p ((class "PhD") (id "first")) "If I only had a brain.") (p "Me too."))

The txexpr-elements-proc argument is a procedure that operates on the list of elements that represents the content of each tagged X-expression. Note that each element of an X-expression is subject to two passes through the decoder: once now, as a member of the list of elements, and also later, through its type-specific decoder (i.e., string-proc, symbol-proc, and so on).

Examples:

> (define tx '(div "Double" "\n" "toil" amp "trouble"))
; Every element gets doubled ...
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es)))

'(div "Double" "Double" "\n" "\n" "toil" "toil" amp amp "trouble" "trouble")

; ... but only strings get capitalized
> (decode tx #:txexpr-elements-proc (λ(es) (append-map (λ(e) `(,e ,e)) es))
  #:string-proc (λ(s) (string-upcase s)))

'(div "DOUBLE" "DOUBLE" "\n" "\n" "TOIL" "TOIL" amp amp "TROUBLE" "TROUBLE")

So why do you need txexpr-elements-proc? Because some types of element decoding depend on context, thus it’s necessary to handle the elements as a group. For instance, the doubling function above, though useless, requires handling the element list as a whole, because elements are being added.

A more useful example: paragraph detection. The behavior is not merely a map across each element:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
; Context matters. Trailing whitespace is ignored ...
> (paras '(body "The first paragraph." "\n\n"))

'(body "The first paragraph.")

; ... but whitespace between strings is converted to a break.
> (paras '(body "The first paragraph." "\n\n" "And another."))

'(body (p "The first paragraph.") (p "And another."))

; A combination of both types
> (paras '(body "The first paragraph." "\n\n" "And another." "\n\n"))

'(body (p "The first paragraph.") (p "And another."))

The block-txexpr-proc argument and the inline-txexpr-proc arguments are procedures that operate on tagged X-expressions. If the X-expression meets the block-txexpr? test, it is processed by block-txexpr-proc. Otherwise, it is processed by inline-txexpr-proc. Thus every tagged X-expression will be handled by one or the other. Of course, if you want block and inline elements to be handled the same way, you can set block-txexpr-proc and inline-txexpr-proc to be the same procedure.

Examples:

> (define tx '(div "Please" (em "mind the gap") (h1 "Tuesdays only")))
> (define add-ns (λ(tx) (make-txexpr
      (string->symbol (format "ns:~a" (get-tag tx)))
      (get-attrs tx)
      (get-elements tx))))
; div and h1 are block elements, so this will only affect them
> (decode tx #:block-txexpr-proc add-ns)

'(ns:div "Please" (em "mind the gap") (ns:h1 "Tuesdays only"))

; em is an inline element, so this will only affect it
> (decode tx #:inline-txexpr-proc add-ns)

'(div "Please" (ns:em "mind the gap") (h1 "Tuesdays only"))

; this will affect all elements
> (decode tx #:block-txexpr-proc add-ns #:inline-txexpr-proc add-ns)

'(ns:div "Please" (ns:em "mind the gap") (ns:h1 "Tuesdays only"))

The string-proc, symbol-proc, valid-char-proc, and cdata-proc arguments are procedures that operate on X-expressions that are strings, symbols, valid-chars, and CDATA, respectively. Deliberately, the output contracts for these procedures accept any kind of X-expression (meaning, the procedure can change the X-expression type).

Examples:

; A div with string, entity, character, and cdata elements
> (define tx `(div "Moe" amp 62 ,(cdata #f #f "3 > 2;")))
> (define rulify (λ(x) '(hr)))
; The rulify function is selectively applied to each
> (print (decode tx #:string-proc rulify))

'(div (hr) amp 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:symbol-proc rulify))

'(div "Moe" (hr) 62 #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:valid-char-proc rulify))

'(div "Moe" amp (hr) #(struct:cdata #f #f "3 > 2;"))

> (print (decode tx #:cdata-proc rulify))

'(div "Moe" amp 62 (hr))

Finally, the tags-to-exclude argument is a list of tags that will be exempted from decoding. Though you could get the same result by testing the input within the individual decoding functions, that’s tedious and potentially slower.

Examples:

> (define tx '(p "I really think" (em "italics") "should be lowercase."))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(p "I REALLY THINK" (em "ITALICS") "SHOULD BE LOWERCASE.")

> (decode tx #:string-proc (λ(s) (string-upcase s)) #:exclude-tags '(em))

'(p "I REALLY THINK" (em "italics") "SHOULD BE LOWERCASE.")

The tags-to-exclude argument is useful if you’re decoding source that’s destined to become HTML. According to the HTML spec, material within a <style> or <script> block needs to be preserved literally. In this example, if the CSS and JavaScript blocks are capitalized, they won’t work. So exclude '(style script), and problem solved.

Examples:

> (define tx '(body (h1 [[class "Red"]] "Let's visit Planet Telex.")
  (style [[type "text/css"]] ".Red {color: green;}")
  (script [[type "text/javascript"]] "var area = h * w;")))
> (decode tx #:string-proc (λ(s) (string-upcase s)))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".RED {COLOR: GREEN;}")

  (script ((type "text/javascript")) "VAR AREA = H * W;"))

> (decode tx #:string-proc (λ(s) (string-upcase s))
  #:exclude-tags '(style script))

'(body

  (h1 ((class "Red")) "LET'S VISIT PLANET TELEX.")

  (style ((type "text/css")) ".Red {color: green;}")

  (script ((type "text/javascript")) "var area = h * w;"))

7.2.1 Block

Because it’s convenient, Pollen categorizes tagged X-expressions into two categories: block and inline. Why is it convenient? When using decode, you often want to treat the two categories differently. Not that you have to. But this is how you can.

parameter

(project-block-tags)  (listof txexpr-tag?)

(project-block-tags block-tags)  void?
  block-tags : (listof txexpr-tag?)
 = html-block-tags
A parameter that defines the set of tags that decode will treat as blocks. This parameter is initialized with the HTML block tags, namely:

(address article aside audio blockquote body canvas dd div dl fieldset figcaption figure footer form h1 h2 h3 h4 h5 h6 header hgroup noscript ol output p pre section table tfoot ul video)

procedure

(register-block-tag tag)  void?

  tag : txexpr-tag?
Adds a tag to project-block-tags so that block-txexpr? will report it as a block, and decode will process it with block-txexpr-proc rather than inline-txexpr-proc.

Pollen tries to do the right thing without being told. But this is the rare case where you have to be explicit. If you introduce a tag into your markup that you want treated as a block, you must use this function to identify it, or you will get spooky behavior later on.

For instance, detect-paragraphs knows that block elements in the markup shouldn’t be wrapped in a p tag. So if you introduce a new block element called bloq without registering it as a block, misbehavior will follow:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (p (bloq "But not me.")))

; Wrong: bloq should not be wrapped

But once you register bloq as a block, order is restored:

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (register-block-tag 'bloq)
> (paras '(body "I want to be a paragraph." "\n\n" (bloq "But not me.")))

'(body (p "I want to be a paragraph.") (bloq "But not me."))

; Right: bloq is treated as a block

If you find the idea of registering block tags unbearable, good news. The project-block-tags include the standard HTML block tags by default. So if you just want to use things like div and p and h1–h6, you’ll get the right behavior for free.

Examples:

> (define (paras tx) (decode tx #:txexpr-elements-proc detect-paragraphs))
> (paras '(body "I want to be a paragraph." "\n\n" (div "But not me.")))

'(body (p "I want to be a paragraph.") (div "But not me."))

procedure

(block-txexpr? v)  boolean?

  v : any/c
Predicate that tests whether v is a tagged X-expression, and if so, whether the tag is among the project-block-tags. If not, it is treated as inline. To adjust how this test works, use register-block-tag.

7.2.2 Typography

An assortment of typography & layout functions, designed to be used with decode. These aren’t hard to write. So if you like these, use them. If not, make your own.

procedure

(whitespace? v)  boolean?

  v : any/c
A predicate that returns #t for any stringlike v that’s entirely whitespace, but also the empty string, as well as lists and vectors that are made only of whitespace? members. Following the regexp-match convention, whitespace? does not return #t for a nonbreaking space. If you prefer that behavior, use whitespace/nbsp?.

Examples:

> (whitespace? "\n\n   ")

#t

> (whitespace? (string->symbol "\n\n   "))

#t

> (whitespace? "")

#t

> (whitespace? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace? nonbreaking-space)

#f

procedure

(whitespace/nbsp? v)  boolean?

  v : any/c
Like whitespace?, but also returns #t for nonbreaking spaces.

Examples:

> (whitespace/nbsp? "\n\n   ")

#t

> (whitespace/nbsp? (string->symbol "\n\n   "))

#t

> (whitespace/nbsp? "")

#t

> (whitespace/nbsp? '("" "  " "\n\n\n" " \n"))

#t

> (define nonbreaking-space (format "~a" #\u00A0))
> (whitespace/nbsp? nonbreaking-space)

#t

procedure

(smart-quotes str)  string?

  str : string?
Convert straight quotes in str to curly according to American English conventions.

Examples:

> (define tricky-string
  "\"Why,\" she could've asked, \"are we in O‘ahu watching 'Mame'?\"")
> (display tricky-string)

"Why," she could've asked, "are we in O‘ahu watching 'Mame'?"

> (display (smart-quotes tricky-string))

“Why,” she could’ve asked, “are we in O‘ahu watching ‘Mame’?”

procedure

(smart-dashes str)  string?

  str : string?
In str, convert three hyphens to an em dash, and two hyphens to an en dash, and remove surrounding spaces.

Examples:

> (define tricky-string "I had a few --- OK, like 6--8 --- thin mints.")
> (display tricky-string)

I had a few --- OK, like 6--8 --- thin mints.

> (display (smart-dashes tricky-string))

I had a few—OK, like 6–8—thin mints.

; Monospaced font not great for showing dashes, but you get the idea

procedure

(detect-linebreaks tagged-xexpr-elements 
  [#:separator linebreak-sep 
  #:insert linebreak]) 
  txexpr-elements?
  tagged-xexpr-elements : txexpr-elements?
  linebreak-sep : string? = world:linebreak-separator
  linebreak : xexpr? = '(br)
Within tagged-xexpr-elements, convert occurrences of linebreak-sep ("\n" by default) to linebreak, but only if linebreak-sep does not occur between blocks (see block-txexpr?). Why? Because block-level elements automatically display on a new line, so adding linebreak would be superfluous. In that case, linebreak-sep just disappears.

Examples:

> (detect-linebreaks '(div "Two items:" "\n" (em "Eggs") "\n" (em "Bacon")))

'(div "Two items:" (br) (em "Eggs") (br) (em "Bacon"))

> (detect-linebreaks '(div "Two items:" "\n" (div "Eggs") "\n" (div "Bacon")))

'(div "Two items:" (div "Eggs") (div "Bacon"))

procedure

(detect-paragraphs elements 
  [#:separator paragraph-sep 
  #:tag paragraph-tag 
  #:linebreak-proc linebreak-proc]) 
  txexpr-elements?
  elements : txexpr-elements?
  paragraph-sep : string? = world:paragraph-separator
  paragraph-tag : symbol? = 'p
  linebreak-proc : (txexpr-elements? . -> . txexpr-elements?)
   = detect-linebreaks
Find paragraphs within elements, as denoted by paragraph-sep, and wrap them with paragraph-tag, unless the element is already a block-txexpr? (because in that case, the wrapping is superfluous). Thus, as a consequence, if paragraph-sep occurs between two blocks, it’s ignored.

The paragraph-tag argument sets the tag used to wrap paragraphs.

The linebreak-proc argument allows you to use a different linebreaking procedure other than the usual detect-linebreaks.

Examples:

> (detect-paragraphs '("First para" "\n\n" "Second para"))

'((p "First para") (p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line"))

'((p "First para") (p "Second para" (br) "Second line"))

> (detect-paragraphs '("First para" "\n\n" (div "Second block")))

'((p "First para") (div "Second block"))

> (detect-paragraphs '((div "First block") "\n\n" (div "Second block")))

'((div "First block") (div "Second block"))

> (detect-paragraphs '("First para" "\n\n" "Second para") #:tag 'ns:p)

'((ns:p "First para") (ns:p "Second para"))

> (detect-paragraphs '("First para" "\n\n" "Second para" "\n" "Second line")
  #:linebreak-proc (λ(x) (detect-linebreaks x #:insert '(newline))))

'((p "First para") (p "Second para" (newline) "Second line"))

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/File.html b/pollen/scribblings/pollen/File.html new file mode 100644 index 0000000..2d41a5e --- /dev/null +++ b/pollen/scribblings/pollen/File.html @@ -0,0 +1,2 @@ + +7.3 File
6.0.0.5

7.3 File

 (require pollen/file) package: pollen

A utility module that provides functions for working with Pollen source and output files. The tests rely on file extensions specified in pollen/world.

Pollen handles six kinds of source files:

Preprocessor, with file extension .pp.

Markup, with file extension .pm.

Template, with file extension .pt.

Null, with file extension .p.

Scribble, with file extension .scrbl.

For each kind of Pollen source file, the corresponding output file is generated by removing the extension from the name of the source file. So the preprocessor source file default.css.pp would become default.css. Scribble files work differently — the corresponding output file is the source file but with an html extension rather than scrbl. So pollen.scrbl would become pollen.html.

procedure

(preproc-source? v)  boolean?

  v : any/c

procedure

(markup-source? v)  boolean?

  v : any/c

procedure

(template-source? v)  boolean?

  v : any/c

procedure

(null-source? v)  boolean?

  v : any/c

procedure

(scribble-source? v)  boolean?

  v : any/c

procedure

(pagetree-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, based on file extension.

Examples:

> (preproc-source? "main.css.pp")

#t

> (markup-source? "default.html.pm")

#t

> (template-source? "main.html.pt")

#t

> (null-source? "index.html.p")

#t

> (scribble-source? "file.scrbl")

#t

> (pagetree-source? "index.ptree")

#t

procedure

(has-preproc-source? v)  boolean?

  v : any/c

procedure

(has-markup-source? v)  boolean?

  v : any/c

procedure

(has-template-source? v)  boolean?

  v : any/c

procedure

(has-null-source? v)  boolean?

  v : any/c

procedure

(has-scribble-source? v)  boolean?

  v : any/c
Test whether v is the output path for an existing source file of the specified type.

procedure

(has/is-preproc-source? v)  boolean?

  v : any/c

procedure

(has/is-markup-source? v)  boolean?

  v : any/c

procedure

(has/is-template-source? v)  boolean?

  v : any/c

procedure

(has/is-null-source? v)  boolean?

  v : any/c

procedure

(has/is-scribble-source? v)  boolean?

  v : any/c
Test whether v is a path representing a source file of the specified type, or is the output path for an existing source file of the specified type. In other words, has/is-preproc-source? is equivalent to (or (preproc-source? v) (has-preproc-source? v)).

procedure

(->preproc-source-path p)  path?

  p : pathish?

procedure

(->markup-source-path p)  path?

  p : pathish?

procedure

(->template-source-path p)  path?

  p : pathish?

procedure

(->null-source-path p)  path?

  p : pathish?

procedure

(->scribble-source-path p)  path?

  p : pathish?
Convert an output path p into the source path of the specified type that would produce this output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (define name "default.html")
> (->preproc-source-path name)

#<path:default.html.pp>

> (->markup-source-path name)

#<path:default.html.pm>

> (->template-source-path name)

#<path:default.html.pt>

> (->scribble-source-path name)

#<path:default.scrbl>

> (->null-source-path name)

#<path:default.html.p>

procedure

(->output-path p)  path?

  p : pathish?
Convert a source path p into its corresponding output path. This function simply generates a path for a file — it does not ask whether the file exists.

Examples:

> (->output-path "main.css.pp")

#<path:main.css>

> (->output-path "default.html.pm")

#<path:default.html>

> (->output-path "index.html.p")

#<path:index.html>

> (->output-path "file.scrbl")

#<path:file.html>

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Installation.html b/pollen/scribblings/pollen/Installation.html new file mode 100644 index 0000000..1953907 --- /dev/null +++ b/pollen/scribblings/pollen/Installation.html @@ -0,0 +1,4 @@ + +1 Installation

1 Installation

Install Racket, which includes DrRacket.

Install Pollen from the command line: +

raco pkg install pollen

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

raco pkg update pollen

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/License___source_code.html b/pollen/scribblings/pollen/License___source_code.html new file mode 100644 index 0000000..1b8166c --- /dev/null +++ b/pollen/scribblings/pollen/License___source_code.html @@ -0,0 +1,2 @@ + +8 License & source code

8 License & source code

This module is licensed under the LGPL.

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

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Module_reference.html b/pollen/scribblings/pollen/Module_reference.html new file mode 100644 index 0000000..1312a77 --- /dev/null +++ b/pollen/scribblings/pollen/Module_reference.html @@ -0,0 +1,2 @@ + +7 Module reference
6.0.0.5

7 Module reference

    7.1 Cache

    7.2 Decode

      7.2.1 Block

      7.2.2 Typography

    7.3 File

    7.4 Pagetree

      7.4.1 Navigation

      7.4.2 Utilities

    7.5 Render

    7.6 Template

    7.7 Tag

    7.8 Top

    7.9 World

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Pagetree.html b/pollen/scribblings/pollen/Pagetree.html new file mode 100644 index 0000000..19aa9ae --- /dev/null +++ b/pollen/scribblings/pollen/Pagetree.html @@ -0,0 +1,2 @@ + +7.4 Pagetree
6.0.0.5

7.4 Pagetree

 (require pollen/pagetree) package: pollen

A pagetree is a hierarchical list of Pollen output files. A pagetree source file has the extension .ptree. A pagetree provides a convenient way of separating the structure of the pages from the page sources, and navigating around this structure.

Pagetrees are made of pagenodes. Usually these pagenodes will be names of output files in your project. (If you think it would’ve been more logical to just call them “pages,” perhaps. When I think of a web page, I think of a file on a disk. Whereas pagenodes may — and often do — refer to files that don’t yet exist.)

Books and other long documents are usually organized in a structured way — at minimum they have a sequence of pages, but more often they have sections with subsequences within. Individual Pollen source files don’t know anything about how they’re connected to other files. In theory, you could maintain this information within each source file. This would be a poor use of human energy. Let the pagetree figure it out.

procedure

(pagetree? possible-pagetree)  boolean?

  possible-pagetree : any/c
Test whether possible-pagetree is a valid pagetree. It must be a txexpr? where all elements are pagenode?, and each is unique within possible-pagetree (not counting the root node).

Examples:

> (pagetree? '(root index.html))

#t

> (pagetree? '(root duplicate.html duplicate.html))

#f

> (pagetree? '(root index.html "string.html"))

#f

> (define nested-ptree '(root 1.html 2.html (3.html 3a.html 3b.html)))
> (pagetree? nested-ptree)

#t

> (pagetree? `(root index.html ,nested-ptree (subsection.html more.html)))

#t

; Nesting a subtree twice creates duplication
> (pagetree? `(root index.html ,nested-ptree (subsection.html ,nested-ptree)))

#f

procedure

(validate-pagetree possible-pagetree)  pagetree?

  possible-pagetree : any/c
Like pagetree?, but raises a descriptive error if possible-pagetree is invalid, and otherwise returns possible-pagetree itself.

Examples:

> (validate-pagetree '(root (mama.html son.html daughter.html) uncle.html))

'(root (mama.html son.html daughter.html) uncle.html)

> (validate-pagetree `(root (,+ son.html daughter.html) uncle.html))

#f

> (validate-pagetree '(root (mama.html son.html son.html) mama.html))

validate-pagetree: items aren’t unique: (mama.html son.html)

procedure

(pagenode? possible-pagenode)  boolean?

  possible-pagenode : any/c
Test whether possible-pagenode is a valid pagenode. A pagenode can be any symbol? that is not whitespace/nbsp? Every leaf of a pagetree is a pagenode. In practice, your pagenodes will likely be names of output files.

Pagenodes are symbols (rather than strings) so that pagetrees will be valid tagged X-expressions, which is a more convenient format for validation & processing.

Examples:

; Three symbols, the third one annoying but valid
> (map pagenode? '(symbol index.html |   silly   |))

'(#t #t #t)

; A number, a string, a txexpr, and a whitespace symbol
> (map pagenode? '(9.999 "index.html" (p "Hello") |    |))

'(#f #f #f #f)

procedure

(pagenodeish? v)  boolean?

  v : any/c
Return #t if v can be converted with ->pagenode.

Example:

> (map pagenodeish? '(9.999 "index.html" |    |))

'(#t #t #f)

procedure

(->pagenode v)  pagenode?

  v : pagenodeish?
Convert v to a pagenode.

Examples:

> (map pagenodeish? '(symbol 9.999 "index.html" |  silly  |))

'(#t #t #t #t)

> (map ->pagenode '(symbol 9.999 "index.html" |  silly  |))

'(symbol |9.999| index.html |  silly  |)

7.4.1 Navigation

parameter

(current-pagetree)  pagetree?

(current-pagetree pagetree)  void?
  pagetree : pagetree?
 = #f
A parameter that defines the default pagetree used by pagetree navigation functions (e.g., parent-pagenode, chidren, et al.) if another is not explicitly specified. Initialized to #f.

procedure

(parent p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the parent pagenode of p within pagetree. Return #f if there isn’t one.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (parent 'son.html)

'mama.html

> (parent "mama.html")

'root

> (parent (parent 'son.html))

'root

> (parent (parent (parent 'son.html)))

#f

procedure

(children p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the child pagenodes of p within pagetree. Return #f if there aren’t any.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (children 'mama.html)

'(son.html daughter.html)

> (children 'uncle.html)

#f

> (children 'root)

'(mama.html uncle.html)

> (map children (children 'root))

'((son.html daughter.html) #f)

procedure

(siblings p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Find the sibling pagenodes of p within pagetree. The list will include p itself. But the function will still return #f if pagetree is #f.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (siblings 'son.html)

'(son.html daughter.html)

> (siblings 'daughter.html)

'(son.html daughter.html)

> (siblings 'mama.html)

'(mama.html uncle.html)

procedure

(previous p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(previous* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately before p. For previous*, return all the pagenodes before p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (previous 'daughter.html)

'son.html

> (previous 'son.html)

'mama.html

> (previous (previous 'daughter.html))

'mama.html

> (previous 'mama.html)

#f

> (previous* 'daughter.html)

'(mama.html son.html)

> (previous* 'uncle.html)

'(mama.html son.html daughter.html)

procedure

(next p [pagetree])  (or/c #f pagenode?)

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)

procedure

(next* p [pagetree])  (or/c #f (listof pagenode?))

  p : (or/c #f pagenodeish?)
  pagetree : pagetree? = (current-pagetree)
Return the pagenode immediately after p. For next*, return all the pagenodes after p, in sequence. In both cases, return #f if there aren’t any pagenodes. The root pagenode is ignored.

Examples:

> (current-pagetree '(root (mama.html son.html daughter.html) uncle.html))
> (next 'son.html)

'daughter.html

> (next 'daughter.html)

'uncle.html

> (next (next 'son.html))

'uncle.html

> (next 'uncle.html)

#f

> (next* 'mama.html)

'(son.html daughter.html uncle.html)

> (next* 'daughter.html)

'(uncle.html)

7.4.2 Utilities

procedure

(pagetree->list pagetree)  list?

  pagetree : pagetree?
Convert pagetree to a simple list. Equivalent to a pre-order depth-first traversal of pagetree.

procedure

(in-pagetree? pagenode [pagetree])  boolean?

  pagenode : pagenode?
  pagetree : pagetree? = (current-pagetree)
Report whether pagenode is in pagetree.

procedure

(path->pagenode p)  pagenode?

  p : pathish?
Convert path p to a pagenode — meaning, make it relative to world:current-project-root, run it through ->output-path, and convert it to a symbol. Does not tell you whether the resultant pagenode actually exists in the current pagetree (for that, use in-pagetree?).

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Quick_start.html b/pollen/scribblings/pollen/Quick_start.html new file mode 100644 index 0000000..409e2e4 --- /dev/null +++ b/pollen/scribblings/pollen/Quick_start.html @@ -0,0 +1,2 @@ + +3 Quick start
6.0.0.5

3 Quick start

3.1 Creating a source file

Assuming you’ve installed Racket & Pollen, launch DrRacket.

Open a new document. Change the top line to:

#lang pollen

The first line of every Pollen source file will start with #lang pollen.

3.2 Running a source file

Add a second line to your source file so it reads:

#lang pollen
Hello world

Click the Run button. In the interactions window, you’ll see the result:

Hello world

Not bad. I think Pollen just won the Hello World Competition.

You can work with Pollen source files in any text editor. The key advantage of DrRacket is that you can preview the results by running the file.

Try editing your source file:

#lang pollen
Goodbye Stranger
Breakfast in America
Take the Long Way Home

You don’t have to use Supertramp song titles. Any text will do. When you click Run again, you’ll see whatever you typed:

Goodbye Stranger
Breakfast in America
Take the Long Way Home

We won’t do it a third time. You get the point — any plain text is valid within a Pollen source file, and gets printed as is. You never have to perform the incantations of typical programming languages:

print "Hello world"

document.write('Hello world');

printf("Hello world");

In Pollen, what you write is what you get.

3.3 Naming, saving, and rendering a source file

Save this file with the name hello.txt.pp in any convenient directory. The desktop is fine.

Open a terminal window and issue two commands:

> cd [directory containing your file]

> raco pollen render hello.txt.pp

After a moment, a new file will appear called hello.txt. Let’s see what’s in it:

> cat hello.txt

Goodbye Stranger

Breakfast in America

Take the Long Way Home

You’ve just learned three things:

  • Pollen commands in the terminal begin with raco pollen, followed by a specific command (in this case render) and sometimes an argument (in this case hello.txt.pp).

  • The render command takes the ouput from your source file — meaning, the result you previewed in DrRacket in the previous step — and saves it to another file.

  • The name of the output file is the same as the source file, minus the Pollen source extension. So hello.txt.pp becomes hello.txt.

Try editing the text in the hello.txt.pp source file and running raco pollen render hello.txt.pp again. The old hello.txt will be replaced with a new one showing your changes. And so you’ve learned a fourth thing:

  • Pollen works by rendering output files from source files. Output files can be overwritten. Therefore, you should only make edits to your source files.

3.4 The project server

You’ve just learned two ways to see the output of a Pollen source file — first, you ran it in DrRacket. Then, you rendered it to an output file.

Now here’s a third: the Pollen project server. Here’s how you start it. Return to your terminal window and issue two commands:

> cd [directory containing your hello.txt.pp file]

> raco pollen start

After a moment, you’ll see the startup message:

Welcome to Pollen 0.001 (Racket 6.0.0.5)

Project root is /path/to/your/directory

Project server is http://localhost:8080 (Ctrl-C to exit)

Project dashboard is http://localhost:8080/index.ptree

Ready to rock

Open a web browser and point it at http://localhost:8080/index.ptree. The top of the window will say Project root. Below that will be a listing of the files in the directory.

Among them will be hello.txt, with a greyed-out .pp extension. Click on it, and you’ll be taken to http://localhost:8080/hello.txt, where you’ll see:

Goodbye Stranger

Breakfast in America

Take the Long Way Home

That’s the boring part. Here’s the good part. Leave the project server running. Open your source file again in DrRacket and edit it as follows:

"hello.txt.pp"

#lang pollen
Mean Street
Panama
Hear About It Later

Go back to your web browser and reload http://localhost:8080/hello.txt. Now you’ll see this:

Mean Street

Panama

Hear About It Later

Notice what happened — the Pollen project server dynamically regenerated the output file (hello.txt) from the source file (hello.txt.pp) after you edited the source. If you like, try making some more changes to hello.txt.pp, and reloading the browser to see the updates in hello.txt.

3.5 Intermission

That covers input & output. Now let’s circle back and look at what else you can do with Pollen (beyond the epic achievement of displaying plain text in a web browser).

For the rest of this tutorial, I recommend keeping two windows on screen: a web-browser window pointed at your project server (the main URL is http://localhost:8080/index.ptree) and the DrRacket editing window.

3.6 Pollen as a preprocessor

A preprocessor is a tool for making systematic, automated changes to a source file before the main processing happens. A preprocessor can also be used to add programming logic to files that otherwise don’t support it.

For instance, HTML. In DrRacket, create a new file called margin.html.pp in your project directory:

"margin.html.pp"

#lang pollen
<body style="margin: 5em; border:1px solid black">
5em is the inset.
</body>

The “.pp” file extension — which you saw before, with hello.txt.pp — stands for “Pollen preprocessor.” You can use the Pollen preprocessor with any text-based file by inserting #lang pollen as the first line, and adding the .pp file extension.

But for now, go to your project dashboard and click on margin.html. You should see a black box containing the text “5em is the inset.”

Let’s suppose you want to change the inset to 30%. Without a preprocessor, you’d have to search & replace each value. But with a preprocessor, you can move the inset value into a variable, and update it from that one location. So first, introduce a variable called my-inset by using the define command:

"margin.html.pp"

#lang pollen
◊define[my-inset]{30%}
<body style="margin: 10em; border:1px solid black">
10em is the inset.
</body>

The ◊ character is called a lozenge. In Pollen, the lozenge is a special character that marks anything Pollen should interpret as a command (rather than plain text). The whole command ◊define[my-inset]{30%} means “create a variable called my-inset and give it the value 30%.”

Then put the variable into the HTML like so, this time using the ◊ character with the variable name in the two places the value appears:

"margin.html.pp"

#lang pollen
◊define[my-inset]{30%}
<body style="margin: ◊my-inset; border:1px solid black">
◊my-inset is the inset.
</body>

Now reload margin.html. You’ll see that the size of the margin has changed (because of the change to the style attribute) and so has the text of the HTML. If you like, try editing my-inset with different values and reloading the page. You can also try using define to create another variable (for instance, to change the color of the box border).

Still, this is the tiniest tip of the iceberg. The Pollen preprocessor gives you access to everything in the Racket programming language — including math functions, text manipulation, and so on.

3.7 Markdown mode

When used as a preprocessor, Pollen’s rule is that what you write is what you get. But if you’re targeting HTML, who wants to type out all those <tedious>tags</tedious>? You can make Pollen do the heavy lifting by using it as a source decoder.

For instance, Markdown mode. Markdown is a simplified notation system for HTML. You can use Pollen’s Markdown decoder by inserting #lang pollen as the first line, and adding the .pmd file extension.

Try it. In DrRacket, create a file with the following lines and save it as downtown.html.pmd:

"downtown.html.pmd"

#lang pollen
 
Pollen + Markdown
-----------------
 
+ You **wanted** it  you _got_ it.
 
+ [search for Racket](https://google.com/search?q=racket)

As before, go to the dashboard for the project server. This time, click the link for downtown.html. You’ll see something like this:

Pollen + Markdown

As usual, you’re welcome to edit downtown.html.pmd and then refresh the web browser to see the changes.

In Markdown mode, you can still embed Pollen commands within the source as you did in preprocessor mode. Just keep in mind that your commands need to produce valid Markdown (as opposed to raw HTML). For instance, use define to create a variable called metal, and insert it into the Markdown:

"downtown.html.pmd"

#lang pollen
◊define[metal]{Plutonium}
 
Pollen + ◊metal
--------
 
+ You **wanted** ◊metal  you _got_ it.
 
+ [search for ◊metal](https://google.com/search?q=◊metal)

Refresh downtown.html in the browser:

Pollen + Plutonium

Pollen is handling two tasks here: interpreting the commands in the source, and then converting the Markdown to HTML. But what if you wanted to use Pollen as a preprocessor that outputs a Markdown file? No problem — just change the source name from downtown.html.pmd to downtown.md.pp. Changing the extension from .pmd to .pp switches Pollen from Markdown mode back to preprocessor mode. And changing the base name from downtown.html to downtown.md updates the name of the output file.

3.8 Markup mode

If all you need to do is produce basic HTML, Markdown is great. But if you need to do semantic markup or other kinds of custom markup, it’s not flexible enough.

In that case, you can use Pollen markup mode. To use Pollen markup, insert #lang pollen as the first line of your source file, and add a .pm file extension.

Compared to Markdown mode, Pollen markup mode is wide open. Markdown mode gives you a limited set of formatting tools (i.e., the ones supported by Markdown). But in markup mode, you can use any tags you want. Markdown mode decodes the source in a fixed way (i.e., with the Markdown decoder). But markup mode lets you build any decoder you want.

Let’s convert our Markdown example into Pollen markup. Marking up content is simple: insert the lozenge character () followed by the name of the tag (◊tag), followed by the content of the tag in curly braces (◊tag{content}). In DrRacket, create a new file called uptown.html.pm as follows:

"uptown.html.pm"

#lang pollen
 
◊headline{Pollen markup}
 
◊items{
 
◊item{You ◊strong{wanted} it  you ◊em{got} it.}
 
◊item{◊link["https://google.com/search?q=racket"]{search for Racket}}}

Go to the project dashboard and click on uptown.html. You’ll see something like this:

Pollen markup You wanted it — you got it. https://google.com/search?q=racketsearch for Racket

That’s not right. What happened?

We marked up the source using a combination of standard HTML tags (strong, em) and nonstandard ones (headline, items, item, link). This is valid Pollen markup. (In fact, if you look at the generated source, you’ll see that they didn’t disappear.) But since we’re targeting HTML, we need to convert our custom tags into valid HTML tags.

For that, we’ll make a special file called project-require.rkt. This is a file in the standard Racket language that provides helper functions to decode the source. The definitions won’t make sense yet. But this is the quick start, so all you need to do is copy, paste, and save:

"project-require.rkt"

#lang racket/base
(require pollen/tag)
(provide (all-defined-out))
(define headline (make-tag-function 'h2))
(define items (make-tag-function 'ul))
(define item (make-tag-function 'li 'p))
(define (link url text) `(a [[href ,url]] ,text))

Return to the project dashboard and click on uptown.html. Now you’ll get the right result:

Pollen markup

Markup mode takes a little more effort to set up. But it also allows you more flexibility. If you want to do semantic markup, or convert your source into multiple output formats, or handle complex page layouts — it’s the way to go.

3.9 Templates

The final stop in the quick tour. The HTML pages we just made looked pretty dull. Let’s fix that.

Pollen source files in Markdown or markup mode (i.e., .pmd or .pm files) are always rendered with a template. Pollen tries to find a template in the project directory whose name is main.[output extension].pt. So for uptown.html.pm, the output extension is .html, and Pollen will look for main.html.pt (the .pt, as you probably guessed, stands for Pollen template).

So let’s make main.html.pt. Go back to DrRacket and enter this:

"main.html.pt"

#lang pollen
<html><head><meta charset="UTF-8"/></head>
<body style="margin: 30%; border:1px solid black; \nfont-size: 150%; font-family: sans-serif; background:yellow"
                           >
(->html doc)</body>
</html>

OK, enough of the contrived examples. Let’s make some magic.

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Render.html b/pollen/scribblings/pollen/Render.html new file mode 100644 index 0000000..f23bd33 --- /dev/null +++ b/pollen/scribblings/pollen/Render.html @@ -0,0 +1,4 @@ + +7.5 Render
6.0.0.5

7.5 Render

 (require pollen/render) package: pollen

Rendering is how Pollen source files get converted into output.

procedure

(render source-path [template-path])  bytes?

  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
Renders source-path. The rendering behavior depends on the type of source file:

A pollen/pre file is rendered without a template.

A pollen/markup or pollen/markdown file is rendered with a template. If no template is provided with template-path, Pollen finds one using get-template-for.

Be aware that rendering with a template uses include-template within eval. For complex pages, it can be slow the first time. Caching is used to make subsequent requests faster.

For those panicked at the use of eval, please don’t be. As the author of include-template has already advised, “If you insist on dynamicism” — and yes, I do insist — “there is always eval.

procedure

(render-to-file source-path    
  [template-path    
  output-path])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
Like render, but saves the file to output-path, overwriting whatever was already there. If no output-path is provided, it’s derived from source-path using ->output-path.

procedure

(render-to-file-if-needed source-path    
  [template-path    
  output-path    
  #:force force-render?])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
  force-render? : boolean? = #f
Like render-to-file, but the render only happens if one of these conditions exist: +
  1. The force-render? flag — set with the #:force keyword — is #t.

  2. No file exists at output-path. (Thus, an easy way to force a render of a particular output-path is to delete it.)

  3. Either source-path or template-path have changed since the last trip through render.

  4. One or more of the project requires have changed.

If none of these conditions exist, output-path is deemed to be up to date, and the render is skipped.

procedure

(render-batch source-paths ...)  void?

  source-paths : (listof pathish?)
Render multiple source-paths in one go. This can be faster than (for-each render source-paths) if your source-paths rely on a common set of templates. Templates may have their own source files that need to be compiled. If you use render, the templates will be repeatedly (and needlessly) re-compiled. Whereas if you use render-batch, each template will only be compiled once.

procedure

(render-pagetree pagetree)  void?

  pagetree : pagetree?
(render-pagetree pagetree-source)  void?
  pagetree-source : pathish?
Using pagetree, or a pagetree loaded from pagetree-source, render the pages in that pagetree using render-batch.

procedure

(get-template-for source-path)  (or/c #f complete-path?)

  source-path : complete-path?
Find a template file for source-path, with the following priority: +
  1. If the metas for source-path have a key for template, then use the value of this key.

  2. If this key doesn’t exist, or if it points to a nonexistent file, look for a default template in the project directory with the name main.[output extension].pt. Meaning, if source-path is intro.html.pm, the output path would be intro.html, so the default template would be main.html.pt.

  3. If this file doesn’t exist, use the fallback template as a last resort.

This function is called when a template is needed, but a template-path argument is missing (for instance, in render or render-to-file).

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Source_formats.html b/pollen/scribblings/pollen/Source_formats.html new file mode 100644 index 0000000..bbf19b8 --- /dev/null +++ b/pollen/scribblings/pollen/Source_formats.html @@ -0,0 +1,2 @@ + +5 Source formats

5 Source formats

 #lang pollen package: pollen

This puts Pollen into automatic mode, where the source file is interpreted according to the file extension.

If the file extension is “.pm”, the source is interpreted as pollen/markup.

If the file extension is “.pp”, the source is interpreted as pollen/pre (“pre” stands for “preprocessor”).

If the file extension is “.pmd”, the source is interpreted as pollen/markdown.

 #lang pollen/markup package: pollen

 #lang pollen/pre package: pollen

 #lang pollen/markdown package: pollen

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Tag.html b/pollen/scribblings/pollen/Tag.html new file mode 100644 index 0000000..f8b2363 --- /dev/null +++ b/pollen/scribblings/pollen/Tag.html @@ -0,0 +1,2 @@ + +7.7 Tag
6.0.0.5

7.7 Tag

 (require pollen/tag) package: pollen

Convenience functions for working with tags.

procedure

(make-tag-function id)  (-> txexpr?)

  id : txexpr-tag?
Make a tag function for id. As arguments, a tag function takes an optional set of X-expression attributes (txexpr-attrs?) followed by X-expression elements (txexpr-elements?). From these, the tag function creates a tagged X-expression using id as the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup "Bonjour")

'(em "Bonjour")

> (beaucoup '((id "greeting")) "Bonjour")

'(em ((id "greeting")) "Bonjour")

Entering attributes this way can be cumbersome. So for convenience, a tag function provides an alternative: any symbol + string pairs at the front of your expression will be interpreted as attributes, if the symbols are followed by a colon. If you leave out the colon, the symbols will be interpreted as part of the content of the tag.

Examples:

> (require pollen/tag)
> (define beaucoup (make-tag-function 'em))
> (beaucoup 'id: "greeting" 'class: "large" "Bonjour")

'(em ((id "greeting") (class "large")) "Bonjour")

; Don't forget the colons
> (beaucoup 'id "greeting" 'class "large" "Bonjour")

'(em id "greeting" class "large" "Bonjour")

; Don't forget to provide a value for each attribute
> (beaucoup 'id: 'class: "large" "Bonjour")

'(em id: class: "large" "Bonjour")

Pollen also uses this function to provide the default behavior for undefined tags. See #%top.

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Template.html b/pollen/scribblings/pollen/Template.html new file mode 100644 index 0000000..6f49681 --- /dev/null +++ b/pollen/scribblings/pollen/Template.html @@ -0,0 +1,2 @@ + +7.6 Template
6.0.0.5

7.6 Template

 (require pollen/template) package: pollen

Convenience functions for templates. These are automatically imported into the eval environment when rendering with a template (see render).

This module also provides everything from sugar/coerce/value.

procedure

(->html xexpr)  string?

  xexpr : xexpr?
Convert xexpr to an HTML string. Similar to xexpr->string, but consistent with the HTML spec, text that appears within script or style blocks will not be escaped.

Examples:

> (define tx '(root (script "3 > 2") "Why is 3 > 2?"))
> (xexpr->string tx)

"<root><script>3 &gt; 2</script>Why is 3 &gt; 2?</root>"

> (->html tx)

"<root><script>3 > 2</script>Why is 3 &gt; 2?</root>"

Be careful not to pass existing HTML strings into this function, because the angle brackets will be escaped. Fine if that’s what you want, but you probably don’t.

Examples:

> (define tx '(p "You did" (em "what?")))
> (->html tx)

"<p>You did<em>what?</em></p>"

> (->html (->html tx))

"&lt;p&gt;You did&lt;em&gt;what?&lt;/em&gt;&lt;/p&gt;"

procedure

(select key value-source)  (or/c #f txexpr-element?)

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)

procedure

(select* key value-source)  (or/c #f (listof txexpr-element?))

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)
Find matches for key in value-source, first by looking in its metas (using select-from-metas) and then by looking in its doc (using select-from-doc). With select, you get the first result; with select*, you get them all. In both cases, you get #f if there are no matches.

procedure

(select-from-metas key meta-source)  (or/c #f txexpr-element?)

  key : symbolish?
  meta-source : (or/c hash? pagenodeish? pathish?)
Look up the value of key in meta-source. The meta-source argument can be either a set of metas (i.e., a hash) or a pagenode?, from which metas are pulled. If no value exists for key, you get #f.

Examples:

> (module ice-cream pollen/markup
  '(div (question "Flavor?")
    (answer "Chocolate chip") (answer "Maple walnut"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'ice-cream submodule
> (require 'ice-cream)
> (select-from-metas 'template  metas)

"sub.xml.pt"

> ('target . select-from-metas . metas)

"print"

> (select-from-metas 'nonexistent-key metas)

#f

procedure

(select-from-doc key doc-source)  (or/c #f txexpr-element?)

  key : symbolish?
  doc-source : (or/c txexpr? pagenodeish? pathish?)
Look up the value of key in doc-source. The doc-source argument can be either be a doc (i.e., a txexpr) or a pagenode?, from which doc is pulled. If no value exists for key, you get #f.

Examples:

> (module gelato pollen/markup
  '(div (question "Flavor?")
    (answer "Nocciola") (answer "Pistachio"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'gelato submodule
> (require 'gelato)
> (select-from-doc 'question  doc)

'("Flavor?")

> ('answer . select-from-doc . doc)

'("Nocciola" "Pistachio")

> (select-from-doc 'nonexistent-key doc)

#f

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Top.html b/pollen/scribblings/pollen/Top.html new file mode 100644 index 0000000..d0dfde4 --- /dev/null +++ b/pollen/scribblings/pollen/Top.html @@ -0,0 +1,2 @@ + +7.8 Top
6.0.0.5

7.8 Top

 (require pollen/top) package: pollen

You’ll probably never invoke this module directly. But it’s implicitly imported into every Pollen markup file. And if you don’t know what it does, you might end up surprised by some of the behavior you get.

syntax

(#%top . id)

In standard Racket, #%top is the function of last resort, called when id is not bound to any value. As such, it typically reports a syntax error.

Examples:

; Let's call em without defining it
> (em "Bonjour")

em: undefined;

 cannot reference undefined identifier

; (em "Bonjour") is being converted to ((#%top . em) "Bonjour")
; So calling ((#%top . em) "Bonjour") will give the same result
> ((#%top . em) "Bonjour")

em: undefined;

 cannot reference undefined identifier

In the Pollen markup environment, however, this behavior is annoying. Because when you’re writing X-expressions, you don’t necessarily want to define all your tags ahead of time.

So Pollen redefines #%top. For convenience, Pollen’s version of #%top assumes that an undefined tag should just refer to an X-expression beginning with that tag (and uses make-tag-function to provide this behavior):

Examples:

; Again, let's call em without defining it, but using pollen/top
> (require pollen/top)
> (em "Bonjour")

'(em "Bonjour")

; (em "Bonjour") is still being converted to ((#%top . em) "Bonjour")
; But now, ((#%top . em) "Bonjour") gives a different result
> ((#%top . em) "Bonjour")

'(em "Bonjour")

The good news is that this behavior means you use any tag you want in your markup without defining it in advance. You can still attach a function to the tag later, which will automatically supersede #%top.

Examples:

> (define (em x) `(span ((style "font-size:100px")) ,x))
> (em "Bonjour")

'(span ((style "font-size:100px")) "Bonjour")

The bad news is that you’ll never get an “undefined identifier” error. These undefined identifiers will happily sail through and be converted to tags.

Examples:

> (require pollen/top)
> (define (em . xs) `(span ((style "font-size:100px")) ,@xs))
; There's a typo in my tag
> (erm "Bonjour")

'(erm "Bonjour")

This isn’t a bug. It’s just a natural consequence of how Pollen’s #%top works. It can, however, make debugging difficult sometimes. Let’s suppose my markup depends on very-important-function, which I don’t import correctly.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

So the undefined-function bug goes unreported. Again, that’s not a bug in Pollen — there’s just no way for it to tell the difference between an identifier that’s deliberately undefined and one that’s inadvertently undefined. If you want to guarantee that you’re invoking a defined identifier, use def/c.

syntax

(def/c id)

Invoke id if it’s a defined identifier, otherwise raise an error. This form reverses the behavior of #%top (in other words, it restores default Racket behavior).

Recall this example from before. In standard Racket, you get an undefined-identifier error.

Examples:

> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

But with pollen/top, the issue is not treated as an error.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

By adding def/c, we restore the usual behavior, guaranteeing that we get the defined version of very-important-function or nothing.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> ((def/c very-important-function) "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/Why_I_made_Pollen.html b/pollen/scribblings/pollen/Why_I_made_Pollen.html new file mode 100644 index 0000000..31ce17d --- /dev/null +++ b/pollen/scribblings/pollen/Why_I_made_Pollen.html @@ -0,0 +1,2 @@ + +4 Why I made Pollen
6.0.0.5

4 Why I made Pollen

The nerds have already raced ahead to the quick tutorial. That’s okay. Because software isn’t just data structures and functions. It’s ideas, and choices, and policies. It’s design.

I created Pollen to overcome certain tool limitations that surfaced repeatedly in my work. If you agree with my characterization of those problems, then you’ll probably like the solution that Pollen offers.

If not, you probably won’t.

4.1 The web-development problem

I made my first web page in 1994, shortly after the web was invented. I opened my text editor (at the time, BBEdit) and pecked out <html><body>Hello world</body></html>, then loaded it in Mosaic. So did a million others.

If you weren’t around then, you didn’t miss much. Everything about the web was horrible: the web browsers, the computers running the browsers, the dial-up connections feeding the browsers, and of course HTML itself. At that point, the desktop-software experience was already slick and refined. By comparison, using the web felt like banging rocks together.

That’s no longer true. The web is now 20 years old. During that time, most parts of the web have improved dramatically — the connections are faster, the browsers are more sophisticated, the screens have more pixels.

But one part has not: the way we make web pages. Over the years, tools promising to simplify HTML development have come and mostly gone — from PageMill to Dreamweaver. Meanwhile, true web jocks have remained loyal to the original HTML power tool: the humble text editor.

In one way, this makes sense. Web pages are mostly made of text — HTML, CSS, JavaScript, and so on — and thus the simplest way to mainpulate them is with a text editor. While HTML and CSS are not programming languages, they lend themselves to semantic and logical structure that’s most easily expressed by editing them as text. Text-based editing also makes debugging and performance improvements easier.

But text-based editing is also limited. Though the underlying description of a web page is notionally human-readable, it’s largely optimized to be readable by other software (namely, web browsers). HTML markup in particular is verbose and easily mistyped. And isn’t it fatally dull to manage all the boilerplate, like surrounding every paragraph with <p>...</p>? Yes, it is.

For these reasons, much of web development should lend itself to automation. But in practice, tools that enable this automation have been slow to arrive, and most come hobbled with unacceptable deficiencies.

4.1.1 Why not a content management system, like WordPress?

I used WordPress to make the original version of Typography for Lawyers (the precursor to Butterick’s Practical Typography). Even WordPress founder Matt Mullenweg thought it was “a cool use of WordPress for a mini-book.” Thanks, Matt. At the time, WordPress was the best tool for the job.

But at the risk of having my Gravatar revoked, I’ll tell you I became disenchanted with WordPress because:

It’s a resource hog.

Performance is questionable.

There’s always a new security problem.

No source control.

PHP.

4.1.2 Why not a CSS preprocessor, like Sass or LESS?

A CSS preprocessor automates the generation of CSS data. These preprocessors do save time & effort, so using one is better than not using one. My objection is that they ask you to incur much of the overhead of learning a programming language but without delivering the benefits. Because unlike a general-purpose programming language, Sass and LESS can only manipulate CSS. Better to learn a programming language that can manipulate anything.

4.1.3 Why not a static blog generator, like Jekyll or Pelican?
4.1.4 Why not a dynamic templating system, like Bottle?
 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/World.html b/pollen/scribblings/pollen/World.html new file mode 100644 index 0000000..546ffc5 --- /dev/null +++ b/pollen/scribblings/pollen/World.html @@ -0,0 +1,2 @@ + +7.9 World
6.0.0.5

7.9 World

 (require pollen/world) package: pollen

A set of global values and parameters that are used throughout the Pollen system. If you don’t like the defaults I’ve picked, change them.

All identifiers are exported with the prefix world:, and are so documented below.

value

world:main-pollen-export : symbol? = 'doc

value

world:meta-pollen-export : symbol? = 'metas

The two exports from a compiled Pollen source file.

value

world:project-require : string? = "project-require.rkt"

File implicitly required into every Pollen source file from its directory.

parameter

(world:check-project-requires-in-render?)  boolean?

(world:check-project-requires-in-render? check?)  void?
  check? : boolean?
 = #t
A parameter that determines whether the world:project-require file is checked for changes on every pass through render. (Can be faster to turn this off if you don’t need it.) Initialized to #t.

value

world:server-extras-dir : string? = "server-extras"

Name of directory where server support files live.

parameter

(world:current-server-extras-path)  path?

(world:current-server-extras-path dir)  void?
  dir : path?
 = #f
A parameter that reports the path to the directory of support files for the development server. Initialized to #f, but set to a proper value when pollen/server runs.

value

world:preproc-source-ext : symbol? = 'pp

value

world:markup-source-ext : symbol? = 'pm

value

world:markdown-source-ext : symbol? = 'pmd

value

world:null-source-ext : symbol? = 'p

value

world:pagetree-source-ext : symbol? = 'ptree

value

world:template-source-ext : symbol? = 'pt

value

world:scribble-source-ext : symbol? = 'scrbl

File extensions for Pollen source files.

File extensions that are eligible for decoding.

value

world:mode-auto : symbol? = 'auto

value

world:mode-preproc : symbol? = 'pre

value

world:mode-markup : symbol? = 'markup

value

world:mode-markdown : symbol? = 'markdown

value

world:mode-pagetree : symbol? = 'ptree

Mode indicators for the Pollen reader and parser.

value

world:default-pagetree : string? = "index.ptree"

Pagetree that Pollen dashboard loads by default in each directory.

value

world:pagetree-root-node : symbol? = 'pagetree-root

Name of the root node in a decoded pagetree. It’s ignored by the code, so its only role is to clue you in that you’re looking at something that came out of the pagetree decoder.

value

world:command-marker : char? = #\◊

The magic character that indicates a Pollen command, function, or variable.

value

world:default-template-prefix : string? = "main"

Prefix of the default template.

value

world:fallback-template : string? = "fallback.html.pt"

Name of the fallback template (i.e., the template used to render a Pollen markup file when no other template can be found).

value

world:template-meta-key : symbol? = 'template

Meta key used to store a template name for that particular source file.

value

world:newline : string? = "\n"

value

world:linebreak-separator : string? = world:newline

value

world:paragraph-separator : string? = "\n\n"

Default separators used in decoding.

value

world:dashboard-css : string? = "poldash.css"

CSS file used for the dashboard.

value

world:paths-excluded-from-dashboard : (listof path?)

 = (map string->path (list "poldash.css" "compiled"))
Paths not shown in the Pollen dashboard.

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/index.html b/pollen/scribblings/pollen/index.html new file mode 100644 index 0000000..3ebd239 --- /dev/null +++ b/pollen/scribblings/pollen/index.html @@ -0,0 +1,3 @@ + +Pollen: the book is a program
6.0.0.5

Pollen: the book is a program

Matthew Butterick <mb@mbtype.com>

Pollen is a publishing system that helps authors create beautiful and functional web-based books. Pollen includes tools for writing, designing, programming, testing, and publishing.

I used Pollen to create my book Butterick’s Practical Typography. Sure, go take a look. Is it better than the last digital book you encountered? Yes it is. Would you like your book to look like that? If so, keep reading.

At the core of Pollen is an argument: +
  • First, that digital books should be the best books we’ve ever had. So far, they’re not even close.

  • Second, that because digital books are software, an author shouldn’t think of a book as merely data. The book is a program.

  • Third, that the way we make digital books better than their predecessors is by exploiting this programmability.

That’s what Pollen is for.

Not that you need to be a programmer to use Pollen. On the contrary, the Pollen language is markup-based, so you can write & edit text naturally. But when you want to automate repetitive tasks, add cross-references, or pull in data from other sources, you can access a full programming language from within the text.

That language is Racket. I chose Racket because while the idea for Pollen had been with me for several years, it simply wasn’t possible to build it with other languages. So if it’s unfamiliar to you, don’t panic. It was unfamiliar to me. Once you see what you can do with Pollen & Racket, you may be persuaded. I was.

Or, if you can find a better digital-publishing tool, use that. But I’m never going back to the way I used to work.

    1 Installation

    2 Acknowledgments

    3 Quick start

      3.1 Creating a source file

      3.2 Running a source file

      3.3 Naming, saving, and rendering a source file

      3.4 The project server

      3.5 Intermission

      3.6 Pollen as a preprocessor

      3.7 Markdown mode

      3.8 Markup mode

      3.9 Templates

    4 Why I made Pollen

      4.1 The web-development problem

        4.1.1 Why not a content management system, like WordPress?

        4.1.2 Why not a CSS preprocessor, like Sass or LESS?

        4.1.3 Why not a static blog generator, like Jekyll or Pelican?

        4.1.4 Why not a dynamic templating system, like Bottle?

    5 Source formats

    6 ◊ command overview

      6.1 The golden rule

      6.2 The lozenge glyph (◊)

      6.3 The two command modes: text mode & Racket mode

        6.3.1 The command name

          6.3.1.1 Invoking tag functions

          6.3.1.2 Invoking other functions

          6.3.1.3 Inserting the value of a variable

          6.3.1.4 Inserting a comment

        6.3.2 The Racket arguments

        6.3.3 The text argument

      6.4 Further reading

    7 Module reference

      7.1 Cache

      7.2 Decode

        7.2.1 Block

        7.2.2 Typography

      7.3 File

      7.4 Pagetree

        7.4.1 Navigation

        7.4.2 Utilities

      7.5 Render

      7.6 Template

      7.7 Tag

      7.8 Top

      7.9 World

    8 License & source code

 
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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 diff --git a/pollen/scribblings/pollen/manual-racket.css b/pollen/scribblings/pollen/manual-racket.css new file mode 100644 index 0000000..bd83096 --- /dev/null +++ b/pollen/scribblings/pollen/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/pollen/scribblings/pollen/manual-style.css b/pollen/scribblings/pollen/manual-style.css new file mode 100644 index 0000000..a4bc28a --- /dev/null +++ b/pollen/scribblings/pollen/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/pollen/scribblings/pollen/racket.css b/pollen/scribblings/pollen/racket.css new file mode 100644 index 0000000..b44fef5 --- /dev/null +++ b/pollen/scribblings/pollen/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/pollen/scribblings/pollen/reader.html b/pollen/scribblings/pollen/reader.html new file mode 100644 index 0000000..70ceddc --- /dev/null +++ b/pollen/scribblings/pollen/reader.html @@ -0,0 +1,28 @@ + +6 ◊ command overview
6.0.0.5

6 ◊ command overview

6.1 The golden rule

Pollen uses a special character — the lozenge, which looks like this: ◊ — to mark commands within a Pollen source file. So when you put a ◊ in your source, whatever comes next will be treated as a command. If you don’t, it will just be interpreted as plain text.

6.2 The lozenge glyph (◊)

I chose the lozenge as the command marker because a) it appears in almost every font, b) it’s barely used in ordinary typesetting, c) it’s not used in any programming language that I know of, and d) its shape and color allow it to stand out easily in code without being distracting.

Here’s how you type it:

Mac: option + shift + V +
+Windows: +
+Ubuntu:

Still, if you don’t want to use the lozenge as your command marker, you can use something else. Set Pollen’s world:command-marker value to whatever character you want.

Scribble uses the @ sign as a delimiter. It’s not a bad choice if you only work with Racket files. But as you use Pollen to work on other kinds of text-based files that commonly contain @ signs — HTML pages especially — it gets cumbersome. So I changed it.

But don’t knock the lozenge till you try it.

6.3 The two command modes: text mode & Racket mode

Pollen commands can be entered in one of two modes: text mode or Racket mode. Both modes start with a lozenge ():

 command name [ Racket arguments ... ] { text argument }
 ( Racket expression )

Text-mode commands

A text-mode command has the three possible parts after the :

  • The command name appears immediately after the . Typically it’s a short word.

  • The Racket arguments appear between square brackets. Pollen is partly an interface to the Racket programming language. These arguments are entered using Racket conventions — e.g., a string of text needs to be put in quotes as a "string of text". If you like programming, you’ll end up using these frequently. If you don’t, you won’t.

  • The text argument appears between braces (aka curly brackets). You can put any ordinary text here. Unlike with the Racket arguments, you don’t put quotes around the text.

Each of the three parts is optional. You can also nest commands within each other. However:

  • You can never have spaces between the three parts.

  • Whatever parts you use must always appear in the order above.

Here are a few examples of correct text-mode commands:

#lang pollen
variable-name
tag{Text inside the tag.}
tag['attr: "value"]{Text inside the tag}
get-customer-id["Brennan Huff"]
tag{His ID is get-customer-id["Brennan Huff"].}

And some incorrect examples:

#lang pollen
tag {Text inside the tag.} ; space between first and second parts
tag[Text inside the tag] ; text argument needs to be within braces
tag{Text inside the tag}['attr: "value"] ; wrong order

The next section describes each of these parts in detail.

Racket-mode commands

If you’re familiar with Racket expressions, you can use the Racket-mode commands to embed them within Pollen source files. It’s simple: any Racket expression can become a Pollen command by adding to the front. So in Racket, this code:

#lang racket
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be converted to Pollen like so:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

And in DrRacket, they produce the same output:

Revolution #9

Beyond that, there’s not much to say about Racket mode — any valid expression you can write in Racket will also be a valid Racket-mode Pollen command.

The relationship of text mode and Racket mode

Even if you don’t plan to write a lot of Racket-mode commands, you should be aware that under the hood, Pollen is converting all commands in text mode to Racket mode. So a text-mode command that looks like this:

◊headline[#:size 'enormous]{Man Bites Dog!}

Is actually being turned into a Racket-mode command like this:

(headline #:size 'enormous "Man Bites Dog!")

Thus a text-mode command is just an alternate way of writing a Racket-mode command. (More broadly, all of Pollen is just an alternate way of using Racket.)

The corollary is that you can always write Pollen commands using whichever mode is more convenient or readable. For instance, the earlier example, written in the Racket mode:

#lang pollen
(define song "Revolution")
(format "~a #~a" song (* 3 3))

Can be rewritten using text mode:

#lang pollen
define[song]{Revolution}
format["~a #~a" song (* 3 3)]

And it will work the same way.

6.3.1 The command name

In Pollen, you’ll typically use the command name for one of four purposes:

  • To invoke a tag function.

  • To invoke another function.

  • To insert the value of a variable.

  • To insert a comment.

6.3.1.1 Invoking tag functions

By default, Pollen treats every command name as a tag function. As the name implies, a tag function creates a tagged X-expression with the command name as the tag, and the text argument as the content.

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

To streamline markup, Pollen doesn’t restrict you to a certain set of tags, nor does it make you define your tag functions ahead of time. Just type a tag, and you can start using it.

#lang pollen
utterlyridiculoustagname{Oh really?}
'(utterlyridiculoustagname "Oh really?")

The one restriction is that you can’t invent names for tag functions that are already being used for other commands. For instance, map is a name permanently reserved by the Racket function map. It’s also a rarely-used HTML tag. But gosh, you really want to use it. Problem is, if you invoke it directly, Pollen will think you mean the other map:

#lang pollen
map{Fancy Sauce, $1}

map: arity mismatch;
+the expected number of arguments does not match the given number
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

What to do? Read on.

6.3.1.2 Invoking other functions

Though every command name starts out as a tag function, it doesn’t necessarily end there. You have two options for invoking other functions: defining your own , or invoking others from Racket.

Defining your own functions

Use the define command to create your own function for a command name. After that, when you use the command name, you’ll get the new behavior. For instance, recall this example showing the default tag-function behavior:

#lang pollen
strong{Fancy Sauce, $1}

'(strong "Fancy Sauce, $1")

We can define strong to do something else, like add to the text:

#lang pollen
(define (strong text) `(strong ,(format "Hey! Listen up! ~a" text)))
strong{Fancy Sauce, $1}

'(strong "Hey! Listen up! Fancy Sauce, $1")

The replacement function has to accept any arguments that might get passed along, but it doesn’t have to do anything with them. For instance, this function definition won’t work because strong is going to get a text argument that it’s not defined to handle:

#lang pollen
(define (strong) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

strong: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 0
+  given: 1
+  arguments...:
+    "Fancy Sauce, $1"

Whereas in this version, strong accepts an argument called text, but then ignores it:

#lang pollen
(define (strong text) '(fib "1 1 2 3 5 8 13 ..."))
strong{Fancy Sauce, $1}

'(fib "1 1 2 3 5 8 13 ...")

You can attach any behavior to a command name. As your project evolves, you can also update the behavior of a command name. In that way, Pollen commands become a set of hooks to which you can attach more elaborate processing.

Using Racket functions

You aren’t limited to functions you define. Any function from Racket, or any Racket library, can be invoked directly by using it as a command name. Here’s the function range, which creates a list of numbers:

#lang pollen
range[1 20]

'(range 1 20)

Hold on — that’s not what we want. Where’s the list of numbers? The problem here is that we didn’t explicitly import the racket/list library, which contains the definition for range. (If you need to find out what library contains a certain function, the Racket documentation will tell you.) Without racket/list, Pollen just thinks we’re trying to use range as a tag function (and if we had been, then '(range 1 20) would’ve been the right result).

We fix this by using the require command to bring in the racket/list library, which contains the range we want:

#lang pollen
(require racket/list)
range[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Of course, you can also invoke Racket functions indirectly, by attaching them to functions you define for command names:

#lang pollen
(require racket/list)
(define (rick start finish) (range start finish))
rick[1 20]

'(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19)

Let’s return to the problem that surfaced in the last section — the fact that some command names can’t be used as tag functions because they’re already being used for other things. You can work around this by defining your own tag function with a non-conflicting name.

For instance, suppose we want to use map as a tag even though Racket is using it for its own function called map. First, we invent a command name that doesn’t conflict. Let’s call it my-map. As you learned above, Pollen will treat a new command name as a tag function by default:

#lang pollen
my-map{How I would love this to be a map.}

'(my-map "How I would love this to be a map.")

But my-map is not the tag we want. We need to define my-map to be a tag function for map. We can do this with the Pollen helper make-tag-function. That function lives in pollen/tag, so we require that too:

#lang pollen
(require pollen/tag)
(define my-map (make-tag-function 'map))
my-map{How I would love this to be a map.}

'(map "How I would love this to be a map.")

Problem solved.

6.3.1.3 Inserting the value of a variable

A Pollen command name usually refers to a function, but it can also refer to a variable, which is a data value. Once you define the variable, you can insert it into your source by using the ◊ notation without any other arguments:

#lang pollen
(define foo "bar")
The value of foo is foo

The value of foo is bar

Be careful — if you include arguments, even blank ones, Pollen will treat the command name as a function. This won’t work, because a variable is not a function:

To understand what happens here, recall the relationship between Pollen’s command modes. The text-mode command ◊foo[] becomes the Racket-mode command (foo), which after variable substitution becomes ("bar"). If you try to evaluate ("bar") — e.g., in DrRacket — you’ll get the same error.

#lang pollen
(define foo "bar")
The value of foo is foo[]

application: not a procedure;
+expected a procedure that can be applied to arguments
+  given: "bar"
+  arguments...: [none]

The reason we can simply drop ◊foo into the text argument of another Pollen command is that the variable foo holds a string (i.e., a text value). When appropriate, Pollen will convert a variable to a string in a sensible way. For instance, numbers are easily converted:

#lang pollen
(define zam 42)
The value of zam is zam

The value of zam is 42

If the variable holds a container datatype (like a list, hash, or vector), Pollen will produce the Racket text representation of the item. Here, zam is a list of integers:

#lang pollen
(define zam (list 1 2 3))
The value of zam is zam

The value of zam is '(1 2 3)

This feature is included for your convenience as an author. But in general, your readers won’t want to see the Racket representation of a container. So in these cases, you should convert to a string manually in some sensible way. Here, the integers in the list are converted to strings, which are then combined using string-join from the racket/string library:

#lang pollen
(require racket/string)
(define zam (list 1 2 3))
The value of zam is string-join[(map number->string zam)]{ and }

The value of zam is 1 and 2 and 3

Pollen will still produce an error if you try to convert an esoteric value to a string. Here, zam is the addition function (+):

#lang pollen
(define zam +)
The value of zam is zam

Pollen decoder: can’t convert #<procedure:+> to string

One special case to know about. In the examples above, there’s a word space between the variable and the other text. But suppose you need to insert a variable into text so that there’s no space in between. The simple ◊ notation won’t work, because it won’t be clear where the variable name ends and the text begins.

For instance, suppose we want to use a variable edge next to the string px:

#lang pollen
(define edge 100)
p { margin-left: edgepx; }

Pollen decoder: can’t convert #<procedure:...t/pollen/tag.rkt:6:2> to string

The example fails because Pollen reads the whole string after the as the single variable name edgepx. Since edgepx isn’t defined, it’s treated as a tag function, and since Pollen can’t convert a function to a string, we get an error.

In these situations, surround the variable name with vertical bars ◊|like so| to explicitly indicate where the variable name ends. The bars are not treated as part of the name, nor are they included in the result. Once we do that, we get what we intended:

#lang pollen
(define edge 100)
p { margin-left: ◊|edge|px; }

p { margin-left: 100px; }

If you use this notation when you don’t need to, nothing bad will happen. The vertical bars are always ignored.

#lang pollen
(define edge 100)
The value of edge is ◊|edge| pixels}

The value of edge is 100 pixels

6.3.1.4 Inserting a comment

Two options.

To comment out the rest of a single line, use a lozenge followed by a semicolon ◊;.

#lang pollen
span{This is not a comment}
span{Nor is this} ;span{But this is}

'(span "This is not a comment")
+'(span "Nor is this")

To comment out a multiline block, use the lozenge–semicolon signal ◊; with curly braces, ◊;{like so}.

#lang pollen
;{
◊span{This is not a comment}
◊span{Nor is this} ;span{But this is}
}
Actually, it's all a comment now

Actually, it's all a comment now

6.3.2 The Racket arguments

The middle part of a text-mode Pollen command contains the Racket arguments [between square brackets.] Most often, you’ll see these used to pass extra information to commands that operate on text.

For instance, tag functions. Recall from before that any not-yet-defined command name in Pollen is treated as a tag function:

#lang pollen
title{The Beginning of the End}

'(title "The Beginning of the End")

But what if you wanted to add attributes to this tag, so that it comes out like this?

'(title ((class "red")(id "first")) "The Beginning of the End")

You can do it with Racket arguments.

Here’s the hard way. You can type out your list of attributes in Racket format and drop them into the brackets as a single argument:

#lang pollen
title['((class "red")(id "first"))]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

But that’s a lot of parentheses to think about. So here’s the easy way. Anytime you use a tag function, there’s a shortcut for inserting attributes. You can enter them as a series of symbol / string pairs between the Racket-argument brackets. The only caveat is that the symbols have to begin with a quote mark ' and end with a colon :. So taken together, they look like this:

#lang pollen
title['class: "red" 'id: "first"]{The Beginning of the End}

'(title ((class "red") (id "first")) "The Beginning of the End")

Racket arguments can be any valid Racket expressions. For instance, this will also work:

#lang pollen
title['class: (format "~a" (* 6 7)) 'id: "first"]{The Beginning of the End}

'(title ((class "42") (id "first")) "The Beginning of the End")

Since Pollen commands are really just Racket arguments underneath, you can use those too. Here, we’ll define a variable called name and use it in the Racket arguments of title:

#lang pollen
(define name "Brennan")
title['class: "red" 'id: name]{The Beginning of the End}

'(title ((class "read") (id "Brennan")) "The Beginning of the End")

You can also use this area for keyword arguments. Keyword arguments can be used to provide options for a particular Pollen command, to avoid redundancy. Suppose that instead of using the h1 ... h6 tags, you want to consolidate them into one command called heading and select the level separately. You can do this with a keyword, in this case #:level, which is passed as a Racket argument:

#lang pollen
(define (heading #:level which text)
   `(,(string->symbol (format "h~a" which)) ,text))
 
heading[#:level 1]{Major league}
heading[#:level 2]{Minor league}
heading[#:level 6]{Trivial league}

'(h1 "Major league")
+'(h2 "Minor league")
+'(h6 "Trivial league")

6.3.3 The text argument

The third part of a text-mode Pollen command is the text argument. The text argument {appears between curly braces}. It can contain any text you want. The text argument can also contain other Pollen commands with their own text arguments. And they can contain other Pollen commands ... and so on, all the way down.

#lang pollen
div{Do it again. div{And again. div{And yet again.}}}

'(div "Do it again. " (div "And again. " (div "And yet again.")))

Three small details to know about the text argument.

First, the only character that needs special handling in a text argument is the lozenge . A lozenge ordinarily marks a new command. So if you want an actual lozenge to appear in the text, you have to escape it by typing ◊"◊".

#lang pollen
definition{This is the lozenge: "◊"}

'(definition "This is the lozenge: ◊")

Second, the whitespace-trimming policy. Here’s the short version: if there’s a carriage return at either end of the text argument, it is trimmed, and whitespace at the end of each line is selectively trimmed in an intelligent way. So this text argument, with carriage returns on the ends:

#lang pollen
div{
Roomy!
 
I agree.
}

'(div "Roomy!" "\n" "\n" "I agree.")

Yields the same result as this one:

#lang pollen
div{Roomy!
 
I agree.}

'(div "Roomy!" "\n" "\n" "I agree.")

For the long version, please see (part "Spaces, Newlines, and Indentation").

Third, within a multiline text argument, newline characters become individual strings that are not merged with adjacent text. So what you end up with is a list of strings, not a single string. That’s why in the last example, we got this:

'(div "Roomy!" "\n" "\n" "I agree.")

Instead of this:

'(div "Roomy!\n\nI agree.")

Under most circumstances, these two tagged X-expressions will behave the same way. The biggest exception is with functions. A function that operates on multiline text arguments needs to be able to handle an indefinite number of strings. For instance, this jejune function only accepts a single argument. It will work with a single-line text argument, because that produces a single string:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Irrational confidence}

'(jejune "Irrational confidence")

But watch what happens with a multiline text argument:

#lang pollen
(define (jejune text)
   `(jejune ,text))
jejune{Deeply
        chastened}

jejune: arity mismatch;
+the expected number of arguments does not match the given number
+  expected: 1
+  given: 3
+  arguments...:
+   "Deeply"
+   "\n"
+   "chastened"

The answer is to use a rest argument in the function, which takes the “rest” of the arguments — however many there may be — and combines them into a single list. If we rewrite jejune with a rest argument, we can fix the problem:

#lang pollen
(define (jejune . texts)
   `(jejune ,@texts))
jejune{Deeply
        chastened}

'(jejune "Deeply" "\n" "chastened")

6.4 Further reading

The Pollen language is a variant of Racket’s own text-processing language, called Scribble. So many things that are true about Scribble are also true about Pollen. For the sake of clarity & brevity, I’ve omitted them from this summary. But if you want the full story:

[insert]

 
\ No newline at end of file diff --git a/pollen/scribblings/pollen/scribble-common.js b/pollen/scribblings/pollen/scribble-common.js new file mode 100644 index 0000000..75c7fcd --- /dev/null +++ b/pollen/scribblings/pollen/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/pollen/scribblings/quick.html b/pollen/scribblings/quick.html new file mode 100644 index 0000000..7ef2940 --- /dev/null +++ b/pollen/scribblings/quick.html @@ -0,0 +1,2 @@ + +Quick start
6.0.0.5

Quick start

1 Creating a source file

Assuming you’ve installed Racket & Pollen, launch DrRacket.

Open a new document. Change the top line to:

#lang pollen

The first line of every Pollen source file will start with #lang pollen.

2 Running a source file

Add a second line to your source file so it reads:

#lang pollen
Hello world

Click the Run button. In the interactions window, you’ll see the result:

Hello world

Not bad. I think Pollen just won the Hello World Competition.

You can work with Pollen source files in any text editor. The key advantage of DrRacket is that you can preview the results by running the file.

Try editing your source file:

#lang pollen
Goodbye Stranger
Breakfast in America
Take the Long Way Home

You don’t have to use Supertramp song titles. Any text will do. When you click Run again, you’ll see whatever you typed:

Goodbye Stranger
Breakfast in America
Take the Long Way Home

We won’t do it a third time. You get the point — any plain text is valid within a Pollen source file, and gets printed as is. You never have to perform the incantations of typical programming languages:

print "Hello world"

document.write('Hello world');

printf("Hello world");

In Pollen, what you write is what you get.

3 Naming, saving, and rendering a source file

Save this file with the name hello.txt.pp in any convenient directory. The desktop is fine.

Open a terminal window and issue two commands:

> cd [directory containing your file]

> raco pollen render hello.txt.pp

After a moment, a new file will appear called hello.txt. Let’s see what’s in it:

> cat hello.txt

Goodbye Stranger

Breakfast in America

Take the Long Way Home

You’ve just learned three things:

  • Pollen commands in the terminal begin with raco pollen, followed by a specific command (in this case render) and sometimes an argument (in this case hello.txt.pp).

  • The render command takes the ouput from your source file — meaning, the result you previewed in DrRacket in the previous step — and saves it to another file.

  • The name of the output file is the same as the source file, minus the Pollen source extension. So hello.txt.pp becomes hello.txt.

Try editing the text in the hello.txt.pp source file and running raco pollen render hello.txt.pp again. The old hello.txt will be replaced with a new one showing your changes. And so you’ve learned a fourth thing:

  • Pollen works by rendering output files from source files. Output files can be overwritten. Therefore, you should only make edits to your source files.

4 The project server

You’ve just learned two ways to see the output of a Pollen source file — first, you ran it in DrRacket. Then, you rendered it to an output file.

Now here’s a third: the Pollen project server. Here’s how you start it. Return to your terminal window and issue two commands:

> cd [directory containing your hello.txt.pp file]

> raco pollen start

After a moment, you’ll see the startup message:

Welcome to Pollen 0.001 (Racket 6.0.0.5)

Project root is /path/to/your/directory

Project server is http://localhost:8080 (Ctrl-C to exit)

Project dashboard is http://localhost:8080/index.ptree

Ready to rock

Open a web browser and point it at http://localhost:8080/index.ptree. The top of the window will say Project root. Below that will be a listing of the files in the directory.

Among them will be hello.txt, with a greyed-out .pp extension. Click on it, and you’ll be taken to http://localhost:8080/hello.txt, where you’ll see:

Goodbye Stranger

Breakfast in America

Take the Long Way Home

That’s the boring part. Here’s the good part. Leave the project server running. Open your source file again in DrRacket and edit it as follows:

"hello.txt.pp"

#lang pollen
Mean Street
Panama
Hear About It Later

Go back to your web browser and reload http://localhost:8080/hello.txt. Now you’ll see this:

Mean Street

Panama

Hear About It Later

Notice what happened — the Pollen project server dynamically regenerated the output file (hello.txt) from the source file (hello.txt.pp) after you edited the source. If you like, try making some more changes to hello.txt.pp, and reloading the browser to see the updates in hello.txt.

5 Intermission

That covers input & output. Now let’s circle back and look at what else you can do with Pollen (beyond the epic achievement of displaying plain text in a web browser).

For the rest of this tutorial, I recommend keeping two windows on screen: a web-browser window pointed at your project server (the main URL is http://localhost:8080/index.ptree) and the DrRacket editing window.

6 Pollen as a preprocessor

A preprocessor is a tool for making systematic, automated changes to a source file before the main processing happens. A preprocessor can also be used to add programming logic to files that otherwise don’t support it.

For instance, HTML. In DrRacket, create a new file called margin.html.pp in your project directory:

"margin.html.pp"

#lang pollen
<body style="margin: 5em; border:1px solid black">
5em is the inset.
</body>

The “.pp” file extension — which you saw before, with hello.txt.pp — stands for “Pollen preprocessor.” You can use the Pollen preprocessor with any text-based file by inserting #lang pollen as the first line, and adding the .pp file extension.

But for now, go to your project dashboard and click on margin.html. You should see a black box containing the text “5em is the inset.”

Let’s suppose you want to change the inset to 30%. Without a preprocessor, you’d have to search & replace each value. But with a preprocessor, you can move the inset value into a variable, and update it from that one location. So first, introduce a variable called my-inset by using the define command:

"margin.html.pp"

#lang pollen
◊define[my-inset]{30%}
<body style="margin: 10em; border:1px solid black">
10em is the inset.
</body>

The ◊ character is called a lozenge. In Pollen, the lozenge is a special character that marks anything Pollen should interpret as a command (rather than plain text). The whole command ◊define[my-inset]{30%} means “create a variable called my-inset and give it the value 30%.”

Then put the variable into the HTML like so, this time using the ◊ character with the variable name in the two places the value appears:

"margin.html.pp"

#lang pollen
◊define[my-inset]{30%}
<body style="margin: ◊my-inset; border:1px solid black">
◊my-inset is the inset.
</body>

Now reload margin.html. You’ll see that the size of the margin has changed (because of the change to the style attribute) and so has the text of the HTML. If you like, try editing my-inset with different values and reloading the page. You can also try using define to create another variable (for instance, to change the color of the box border).

Still, this is the tiniest tip of the iceberg. The Pollen preprocessor gives you access to everything in the Racket programming language — including math functions, text manipulation, and so on.

7 Markdown mode

When used as a preprocessor, Pollen’s rule is that what you write is what you get. But if you’re targeting HTML, who wants to type out all those <tedious>tags</tedious>? You can make Pollen do the heavy lifting by using it as a source decoder.

For instance, Markdown mode. Markdown is a simplified notation system for HTML. You can use Pollen’s Markdown decoder by inserting #lang pollen as the first line, and adding the .pmd file extension.

Try it. In DrRacket, create a file with the following lines and save it as downtown.html.pmd:

"downtown.html.pmd"

#lang pollen
 
Pollen + Markdown
-----------------
 
+ You **wanted** it  you _got_ it.
 
+ [search for Racket](https://google.com/search?q=racket)

As before, go to the dashboard for the project server. This time, click the link for downtown.html. You’ll see something like this:

Pollen + Markdown

As usual, you’re welcome to edit downtown.html.pmd and then refresh the web browser to see the changes.

In Markdown mode, you can still embed Pollen commands within the source as you did in preprocessor mode. Just keep in mind that your commands need to produce valid Markdown (as opposed to raw HTML). For instance, use define to create a variable called metal, and insert it into the Markdown:

"downtown.html.pmd"

#lang pollen
◊define[metal]{Plutonium}
 
Pollen + ◊metal
--------
 
+ You **wanted** ◊metal  you _got_ it.
 
+ [search for ◊metal](https://google.com/search?q=◊metal)

Refresh downtown.html in the browser:

Pollen + Plutonium

Pollen is handling two tasks here: interpreting the commands in the source, and then converting the Markdown to HTML. But what if you wanted to use Pollen as a preprocessor that outputs a Markdown file? No problem — just change the source name from downtown.html.pmd to downtown.md.pp. Changing the extension from .pmd to .pp switches Pollen from Markdown mode back to preprocessor mode. And changing the base name from downtown.html to downtown.md updates the name of the output file.

8 Markup mode

If all you need to do is produce basic HTML, Markdown is great. But if you need to do semantic markup or other kinds of custom markup, it’s not flexible enough.

In that case, you can use Pollen markup mode. To use Pollen markup, insert #lang pollen as the first line of your source file, and add a .pm file extension.

Compared to Markdown mode, Pollen markup mode is wide open. Markdown mode gives you a limited set of formatting tools (i.e., the ones supported by Markdown). But in markup mode, you can use any tags you want. Markdown mode decodes the source in a fixed way (i.e., with the Markdown decoder). But markup mode lets you build any decoder you want.

Let’s convert our Markdown example into Pollen markup. Marking up content is simple: insert the lozenge character () followed by the name of the tag (◊tag), followed by the content of the tag in curly braces (◊tag{content}). In DrRacket, create a new file called uptown.html.pm as follows:

"uptown.html.pm"

#lang pollen
 
◊headline{Pollen markup}
 
◊items{
 
◊item{You ◊strong{wanted} it  you ◊em{got} it.}
 
◊item{◊link["https://google.com/search?q=racket"]{search for Racket}}}

Go to the project dashboard and click on uptown.html. You’ll see something like this:

Pollen markup You wanted it — you got it. https://google.com/search?q=racketsearch for Racket

That’s not right. What happened?

We marked up the source using a combination of standard HTML tags (strong, em) and nonstandard ones (headline, items, item, link). This is valid Pollen markup. (In fact, if you look at the generated source, you’ll see that they didn’t disappear.) But since we’re targeting HTML, we need to convert our custom tags into valid HTML tags.

For that, we’ll make a special file called project-require.rkt. This is a file in the standard Racket language that provides helper functions to decode the source. The definitions won’t make sense yet. But this is the quick start, so all you need to do is copy, paste, and save:

"project-require.rkt"

#lang racket/base
(require pollen/tag)
(provide (all-defined-out))
(define headline (make-tag-function 'h2))
(define items (make-tag-function 'ul))
(define item (make-tag-function 'li 'p))
(define (link url text) `(a [[href ,url]] ,text))

Return to the project dashboard and click on uptown.html. Now you’ll get the right result:

Pollen markup

Markup mode takes a little more effort to set up. But it also allows you more flexibility. If you want to do semantic markup, or convert your source into multiple output formats, or handle complex page layouts — it’s the way to go.

9 Templates

The final stop in the quick tour. The HTML pages we just made looked pretty dull. Let’s fix that.

Pollen source files in Markdown or markup mode (i.e., .pmd or .pm files) are always rendered with a template. Pollen tries to find a template in the project directory whose name is main.[output extension].pt. So for uptown.html.pm, the output extension is .html, and Pollen will look for main.html.pt (the .pt, as you probably guessed, stands for Pollen template).

So let’s make main.html.pt. Go back to DrRacket and enter this:

"main.html.pt"

#lang pollen
<html><head><meta charset="UTF-8"/></head>
<body style="margin: 30%; border:1px solid black; \nfont-size: 150%; font-family: sans-serif; background:yellow"
                           >
(->html doc)</body>
</html>

OK, enough of the contrived examples. Let’s make some magic.

 
\ No newline at end of file diff --git a/scribblings/quick.scrbl b/pollen/scribblings/quick.scrbl similarity index 100% rename from scribblings/quick.scrbl rename to pollen/scribblings/quick.scrbl diff --git a/pollen/scribblings/racket.css b/pollen/scribblings/racket.css new file mode 100644 index 0000000..b44fef5 --- /dev/null +++ b/pollen/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/pollen/scribblings/reader.html b/pollen/scribblings/reader.html new file mode 100644 index 0000000..358f3fe --- /dev/null +++ b/pollen/scribblings/reader.html @@ -0,0 +1,174 @@ + +Pollen ◊ commands
6.0.0.5

Pollen ◊ commands

Pollen is a dialect of Scribble, so I’ve adapted this section from Matthew Flatt and Eli Barzilay’s excellent documentation for Scribble. If you think this section is good, it’s because of them. If you don’t, it’s because of me.

1 The golden rule

Pollen uses a special character — the lozenge, which looks like this: ◊ — to mark commands within a Pollen source file. So when you put a ◊ in your source, whatever comes next will be treated as a command. If you don’t, it will just be interpreted as plain text.

2 About that lozenge

I chose the lozenge as the command marker because a) it appears in almost every font, b) it’s barely used in ordinary typesetting, c) it’s not used in any programming language that I know of, and d) its shape and color allow it to stand out easily in code without being distracting.

Scribble itself uses the @ sign as a delimiter. It’s not a bad choice if you only work with Racket files. But as you use Pollen to work on other kinds of text-based files that commonly contain @ signs — HTML pages especially — it gets cumbersome. So I changed it.

Still, if you don’t want to use the lozenge as your command marker, you can use something else. Set Pollen’s world:command-marker value to whatever character you want.

But don’t knock the lozenge till you try it. Here’s how you type it:

[todo: instructions]

3 The two command forms: native form & Racket form

Every Pollen command is built using one of two basic forms: either native form or Racket form. Both forms start with a lozenge ():

 command name [ Racket arguments ... ] { text argument }
 ( Racket expression )

Native-form commands

A native-form command has the three possible parts after the :

  • The command name appears immediately after the . Typically it’s a short word.

  • The Racket arguments appear between square brackets. Pollen is an interface to the Racket programming language. These arguments are interpreted according to Racket conventions. So if you like programming, you’ll end up using these frequently. If you don’t, you won’t.

  • The text argument appears between braces (aka curly brackets). You can put any text here.

Each of the three parts is optional. You can also nest commands within each other. But:

  • You can never have spaces between the three parts.

  • Whatever parts you use must always appear in the order above.

Here are a few examples of correct native-form commands:

  #lang pollen

  ◊variable-name

  ◊tag{Text inside the tag.}

  ◊tag['attr: "value"]{Text inside the tag}

  ◊get-customer-id["Brennan Huff"]

  ◊tag{His ID is ◊get-customer-id["Brennan Huff"].}

And here are some incorrect ones:

  #lang pollen

  ◊tag {Text inside the tag.} ; space between first and second parts

  ◊tag[Text inside the tag] ; text argument needs to be within braces

  ◊tag{Text inside the tag}['attr: "value"] ; wrong order

The next section describes each of these parts in detail.

Racket-form commands

If you’re familiar with Racket expressions, you can use the Racket-form commands to embed them within Pollen source files. It’s simple: any Racket expression can become a Pollen expression by adding to the front. So in Racket, this code:

  #lang racket

  (define song "Revolution")

  (format "~a #~a" song (* 3 3))

Can be converted to Pollen like so:

  #lang pollen

  ◊(define song "Revolution")

  ◊(format "~a #~a" song (* 3 3))

And in DrRacket, they produce the same output:

"Revolution #9"

Beyond that, there’s not much to say about Racket form — any valid expression you can write in Racket will also be a valid Racket-form Pollen command.

The relationship of native form and Racket form

Even if you don’t plan to write a lot of Racket-form commands, you should be aware that under the hood, Pollen is converting all commands in native form to Racket form. So a native-form command that looks like this:

◊headline[#:size 'enormous]{Man Bites Dog!}

Is actually being turned into a Racket-form command like this:

(headline #:size 'enormous "Man Bites Dog!")

Thus a native-form command is just an alternate way of writing a Racket-form command. (More broadly, all of Pollen is just an alternate way of using Racket.)

The corollary is that you can always write Pollen commands using whichever form is more convenient or readable. For instance, the earlier example, written in the Racket form:

  #lang pollen

  ◊(define song "Revolution")

  ◊(format "~a #~a" song (* 3 3))

Can be rewritten using native form:

  #lang pollen

  ◊define[song]{Revolution}

  ◊format["~a #~a" song (* 3 3)]

And it will work the same way.

3.1 The command name

In Pollen, you’ll typically use the command name for one of four purposes:

  • To invoke a tag function.

  • To invoke another function.

  • To insert the value of a variable.

  • To insert a comment.

3.1.1 Invoking tag functions

By default, Pollen treats every command name as a tag function. As the name implies, a tag function creates a tagged X-expression with the command name as the tag, and the text argument as the content.

Example: +◊strong{Fancy Sauce, $1} becomes ’(strong "Fancy Sauce, $1")

To make markup easy, Pollen doesn’t restrict you to a certain set of tags, or make you define your tag functions ahead of time. Just type it, and you can start using it as a tag.

Example: +◊utterlyridiculoustagname{Oh really?} becomes ’(utterlyridiculoustagname "Oh really?")

The one restriction is that you can’t invent names for tag functions that are already being used for other commands. For instance, map is a command permanently reserved by Racket. It’s also a rarely-used HTML tag. But gosh, you really want to use it. Problem is, if you invoke it directly, Pollen will think you mean the other map:

Example: +◊map{Fancy Sauce, $1} becomes ’(map "Fancy Sauce, $1") ; error

What to do? Read on.

3.1.2 Invoking other functions

Though every command name starts out as a tag function, it doesn’t necessarily end there. You have two options for invoking other functions.

First, you can use the define command to create your own function for a command name. After that, when you use the command name, you’ll get the new behavior.

Example: +◊strong{Fancy Sauce, $1} becomes ’(strong "Fancy Sauce, $1") +◊(define (strong . elements) etc....) +◊strong{Fancy Sauce, $1} becomes new thing

You can attach any behavior to a command name. As your project evolves, you can also redefine the behavior of a command name. In that way, Pollen markup becomes a set of hooks upon which you can attach more elaborate processing.

Second, you aren’t limited to your own commands. Any function from Racket or any of its libraries can be invoked directly by using it as a command name:

[example]

Combining these two ideas, you can also invoke Racket functions indirectly, by attaching them to your custom command names:

[example]

As mentioned above, some command names already have behavior associated with them. But you can use a custom function to work around this. For instance, suppose we want to use map as a tag even though Racket is using it for its own function called map.

First, we invent a command name that doesn’t conflict. Let’s call it my-map. As you learned above, Pollen will treat a new command name as a tag function by default:

Example: +◊my-map{How I would love this to be a map.}

But my-map is not the tag we want. So instead, we attach a function to my-map that creates the tag we want:

Example:

◊(define (my-map . elements) ‘(map ,elements)) +◊my-map{How I would love this to be a map.}

And now we can use map as a tag by invoking my-map.

3.1.3 Inserting the value of a variable

A Pollen command name usually refers to a function, but it can also refer to a variable, which is a simple data value. Once you define the variable, you can insert it into your source by using the ◊ notation without any other arguments:

[Example +◊(define foo "bar") +◊p{The value of foo is ◊foo}

Be careful — if you include arguments, even blank ones, Pollen will treat the command name as a function. This won’t work, because a variable is not a function:

[Example +◊(define foo "bar") +◊p{The value of foo is ◊foo[]}

The reason we can simply drop ◊foo into the text argument of another Pollen command is that foo holds a text value (i.e., a string). Keep in mind that not every variable holds a string value, and if it doesn’t, you’ll have to convert it to a string if you want to use it within other text.

[Example +◊(define zam 42) +◊p{The value of zam is ◊zam} ;; error +◊p{The value of zam is ◊number->string[◊zam]} ; works

One exception to know about. In the examples above, there’s a word space between the variable and the other text. But suppose you need to insert a variable into text so that there’s no space in between. The simple ◊ notation above won’t work, because it won’t be clear where the variable name ends and the text begins.

For instance, this example fails because Pollen looks for a variable called fooic (which doesn’t exist) rather than foo (which does):

(define foo "bar")
Hyper◊fooic chamber
> ERROR

In this situation, you can surround the variable name with vertical bars to explicitly indicate where the name ends. The bars are not treated as part of the name, nor are they included in the result.

(define foo "bar")
Hyper◊fooic chamber
> Hyperbaric chamber
3.1.4 lalala

Besides being a Racket identifier, the cmd part of an +◊-form can have Racket punctuation prefixes, which will end up +wrapping the whole expression.

  

@`',@foo{blah}

  reads as  

`',@(foo "blah")

  

@#`#'#,@foo{blah}

  reads as  

#`#'#,@(foo "blah")

When writing Racket code, this means that @`',@foo{blah} +is exactly the same as `@',@foo{blah} and +`',@@foo{blah}, but unlike the latter two, the first +construct can appear in body texts with the same meaning, whereas the +other two would not work (see below).

After the optional punctuation prefix, the cmd itself is not +limited to identifiers; it can be any Racket expression.

  

@(lambda (x) x){blah}

  reads as  

((lambda (x) x) "blah")

  

@`(unquote foo){blah}

  reads as  

`(,foo  "blah")

In addition, the command can be omitted altogether, which will omit it +from the translation, resulting in an S-expression that usually +contains, say, just strings:

  

@{foo bar

  baz}

  reads as  

("foo bar" "\n"
           "baz")

  

  

@'{foo bar

   baz}

  reads as  

'("foo bar" "\n"
            "baz")

If the command part begins with a ; (with no newline between +the @ and the ;), then the construct is a +comment. There are two comment forms, one for arbitrary-text and +possibly nested comments, and another one for line comments:

@;{ any* }
 
@; anything-else-without-newline*

In the first form, the commented body must still parse correctly; see +the description of the body syntax below. In the second form, all +text from the @; to the end of the line and all +following spaces (or tabs) are part of the comment (similar to +% comments in TeX).

  

@foo{bar @; comment

     baz@;

     blah}

  reads as  

(foo "bar bazblah")

Tip: if you use an editor in some Scheme mode without support for +◊-forms, balanced comments can be confusing, since the open brace +looks commented out, and the closing one isn’t. In such cases it is +useful to “comment” out the closing brace too:

  @;{

    ...

  ;}

so the editor does not treat the file as having unbalanced +parentheses.

If only the cmd part of an ◊-form is specified, then the +result is the command part only, without an extra set of parenthesis. +This makes it suitable for Racket escapes in body texts. (More on this +below, in the description of the body part.)

  

@foo{x @y z}

  reads as  

(foo "x " y " z")

  

@foo{x @(* y 2) z}

  reads as  

(foo "x " (* y 2) " z")

  

@{@foo bar}

  reads as  

(foo " bar")

Finally, note that there are currently no special rules for using +@ in the command itself, which can lead to things like:

  

@@foo{bar}{baz}

  reads as  

((foo "bar") "baz")

Here is one example:

  

@foo{blah blah blah}

  reads as  

(foo "blah blah blah")

The example shows how an input syntax is read as Racket syntax, not +what it evaluates to. If you want to see the translation of an example +into S-expression form, add a quote in front of it in a +#lang at-exp racket module. For example, running

  #lang at-exp racket

  '@foo{blah blah blah}

in DrRacket prints the output

(foo "blah blah blah")

while omitting the quote

  #lang at-exp racket

  @foo{blah blah blah}

triggers a syntax error because foo is not bound, and

  #lang at-exp racket

  (define (foo str) (printf "He wrote ~s.\n" str))

  @foo{blah blah blah}

prints the output

He wrote "blah blah blah".

Here are more examples of ◊-forms:

  

@foo{blah "blah" (`blah'?)}

  reads as  

(foo "blah \"blah\" (`blah'?)")

  

  

@foo[1 2]{3 4}

  reads as  

(foo 1 2 "3 4")

  

  

@foo[1 2 3 4]

  reads as  

(foo 1 2 3 4)

  

  

@foo[#:width 2]{blah blah}

  reads as  

(foo #:width 2 "blah blah")

  

  

@foo{blah blah

     yada yada}

  reads as  

(foo "blah blah" "\n"
     "yada yada")

  

  

@foo{

  blah blah

  yada yada

}

  reads as  

(foo
  "blah blah" "\n"
  "yada yada")

As seen in the last example, multiple lines and the newlines that +separate them are parsed to multiple Racket strings. More generally, +a text-body is made of text, newlines, and nested +◊-forms, where the syntax for ◊-forms is the same whether it’s +in a text-body context as in a Racket context. A +text-body that isn’t an ◊-form is converted to a string +expression for its parsed-body; newlines and following +indentations are converted to "\n" and all-space string +expressions.

  

@foo{bar @baz{3}

     blah}

  reads as  

(foo "bar " (baz "3") "\n"
     "blah")

  

  

@foo{@b{@u[3] @u{4}}

     blah}

  reads as  

(foo (b (u 3) " " (u "4")) "\n"
      "blah")

  

  

@C{while (*(p++))

     *p = '\n';}

  reads as  

(C "while (*(p++))" "\n" "  "
   "*p = '\\n';")

The command part of an ◊-form is optional as well. In that case, +the ◊-form is read as a list, which usually counts as a function +application, but it also useful when quoted with the usual Racket +quote:

  

@{blah blah}

  reads as  

("blah blah")

  

  

@{blah @[3]}

  reads as  

("blah " (3))

  

  

'@{foo

   bar

   baz}

  reads as  

'("foo" "\n"
        "bar" "\n"
        "baz")

Finally, we can also drop the datum and text parts, which leaves us with +only the command—which is read as is, not within a parenthesized +form. This is not useful when reading Racket code, but it can be used +inside a text block to escape a Racket identifier. A vertical bar +(|) can be used to delimit the escaped identifier when +needed.

  

@foo

  reads as  

foo

  

@{blah @foo blah}

  reads as  

("blah " foo " blah")

  

@{blah @foo: blah}

  reads as  

("blah " foo: " blah")

  

@{blah @|foo|: blah}

  reads as  

("blah " foo ": blah")

Actually, the command part can be any Racket expression (that does not +start with [, {, or |), which is +particularly useful with such escapes since they can be used with any +expression.

  

@foo{(+ 1 2) -> @(+ 1 2)!}

  reads as  

(foo "(+ 1 2) -> " (+ 1 2) "!")

  

@foo{A @"string" escape}

  reads as  

(foo "A string escape")

Note that an escaped Racket string is merged with the surrounding text +as a special case. This is useful if you want to use the special +characters in your string, but escaping braces are not necessary if +they are balanced.

  

@foo{eli@"@"barzilay.org}

  reads as  

(foo "eli@barzilay.org")

  

  

@foo{A @"{" begins a block}

  reads as  

(foo "A { begins a block")

  

  

@C{while (*(p++)) {

     *p = '\n';

   }}

  reads as  

(C "while (*(p++)) {" "\n" "  "
   "*p = '\\n';" "\n"
   "}")

In some cases, a text contains many literal ◊s, which can be +cumbersome to quote individually. For such case, braces have an +alternative syntax: A block of text can begin with a +“|{” and terminated accordingly with a +“}|”. Furthermore, any nested ◊-forms must begin +with a “|@”.

  

@foo|{bar}@{baz}|

  reads as  

(foo "bar}@{baz")

  

@foo|{bar |@x{X} baz}|

  reads as  

(foo "bar " (x "X") " baz")

  

@foo|{bar |@x|{@}| baz}|

  reads as  

(foo "bar " (x "@") " baz")

In cases when even this is not convenient enough, punctuation +characters can be added between the | and the braces and the +◊ in nested forms. (The punctuation is mirrored for parentheses +and <>s.) With this extension, Pollen syntax can be used as a +“here string” replacement.

  

@foo|--{bar}@|{baz}--|

  reads as  

(foo "bar}@|{baz")

  

@foo|<<{bar}@|{baz}>>|

  reads as  

(foo "bar}@|{baz")

On the flip side of this is, how can an ◊ sign be used in Racket +code? This is almost never an issue, because Racket strings and +characters are still read the same, and @ is set as a +non-terminating reader macro so it can be used in Racket identifiers +anywhere except in the first character of an identifier. When +@ must appear as the first character of an identifier, you +must quote the identifier just like other non-standard characters in +normal S-expression syntax: with a backslash or with vertical bars.

  

(define \@email "foo@bar.com")

  reads as  

(define @email "foo@bar.com")

  

(define |@atchar| #\@)

  reads as  

(define @atchar #\@)

Note that spaces are not allowed before a [ or a +{, or they will be part of the following text (or Racket +code). (More on using braces in body texts below.)

  

@foo{bar @baz[2 3] {4 5}}

  reads as  

(foo "bar " (baz 2 3) " {4 5}")

Finally, remember that the Pollen is just an alternate for +S-expressions. Identifiers still get their meaning, as in any +Racket code, through the lexical context in which they appear. +Specifically, when the above ◊-form appears in a Racket expression +context, the lexical environment must provide bindings for +foo as a procedure or a macro; it can be defined, required, +or bound locally (with let, for example).

> (let* ([formatter (lambda (fmt)
          (lambda args (format fmt (apply string-append args))))]
         [bf (formatter "*~a*")]
         [it (formatter "/~a/")]
         [ul (formatter "_~a_")]
         [text string-append])
    @text{@it{Note}: @bf{This is @ul{not} a pipe}.})

"/Note/: *This is _not_ a pipe*."

4 The Datum Part

The datum part can contains arbitrary Racket expressions, which +are simply stacked before the body text arguments:

  

@foo[1 (* 2 3)]{bar}

  reads as  

(foo 1 (* 2 3) "bar")

  

@foo[@bar{...}]{blah}

  reads as  

(foo (bar "...") "blah")

The body part can still be omitted, which is essentially an +alternative syntax for plain (non-textual) S-expressions:

  

@foo[bar]

  reads as  

(foo bar)

  

@foo{bar @f[x] baz}

  reads as  

(foo "bar " (f x) " baz")

The datum part can be empty, which makes no difference, except when +the body is omitted. It is more common, however, to use an empty body +for the same purpose.

  

@foo[]{bar}

  reads as  

(foo "bar")

  

@foo[]

  reads as  

(foo)

  

@foo

  reads as  

foo

  

@foo{}

  reads as  

(foo)

The most common use of the datum part is for Racket forms that expect +keyword-value arguments that precede the body of text arguments.

  

@foo[#:style 'big]{bar}

  reads as  

(foo #:style 'big  "bar")

5 The Body Part

The syntax of the body part is intended to be as convenient as +possible for free text. It can contain almost any text—the only +characters with special meaning is @ for sub-◊-forms, +and } for the end of the text. In addition, a +{ is allowed as part of the text, and it makes the +matching } be part of the text too—so balanced braces +are valid text.

  

@foo{f{o}o}

  reads as  

(foo "f{o}o")

  

@foo{{{}}{}}

  reads as  

(foo "{{}}{}")

As described above, the text turns to a sequence of string arguments +for the resulting form. Spaces at the beginning and end of lines are +discarded, and newlines turn to individual "\n" strings +(i.e., they are not merged with other body parts); see also the +information about newlines and indentation below. Spaces are +not discarded if they appear after the open { +(before the closing }) when there is also text that +follows (precedes) it; specifically, they are preserved in a +single-line body.

  

@foo{bar}

  reads as  

(foo "bar")

  

@foo{ bar }

  reads as  

(foo " bar ")

  

@foo[1]{ bar }

  reads as  

(foo 1 " bar ")

If @ appears in a body, then it is interpreted as Racket +code, which means that the ◊-reader is applied recursively, and the +resulting syntax appears as part of the S-expression, among other +string contents.

  

@foo{a @bar{b} c}

  reads as  

(foo "a " (bar "b") " c")

If the nested ◊ construct has only a command—no body or datum +parts—it will not appear in a subform. Given that the command part +can be any Racket expression, this makes ◊ a general escape to +arbitrary Racket code.

  

@foo{a @bar c}

  reads as  

(foo "a " bar " c")

  

@foo{a @(bar 2) c}

  reads as  

(foo "a " (bar 2) " c")

This is particularly useful with strings, which can be used to include +arbitrary text.

  

@foo{A @"}" marks the end}

  reads as  

(foo "A } marks the end")

Note that the escaped string is (intentionally) merged with the rest +of the text. This works for @ too:

  

@foo{The prefix: @"@".}

  reads as  

(foo "The prefix: @.")

  

@foo{@"@x{y}" --> (x "y")}

  reads as  

(foo "@x{y} --> (x \"y\")")

5.1 Alternative Body Syntax

In addition to the above, there is an alternative syntax for the body, +one that specifies a new marker for its end: use |{ for +the opening marker to have the text terminated by a }|.

  

@foo|{...}|

  reads as  

(foo "...")

  

@foo|{"}" follows "{"}|

  reads as  

(foo "\"}\" follows \"{\"")

  

@foo|{Nesting |{is}| ok}|

  reads as  

(foo "Nesting |{is}| ok")

This applies to sub-◊-forms too—the @ must be +prefixed with a |:

  

@foo|{Maze

      |@bar{is}

      Life!}|

  reads as  

(foo "Maze" "\n"
     (bar "is") "\n"
      "Life!")

  

  

@t|{In |@i|{sub|@"@"s}| too}|

  reads as  

(t "In " (i "sub@s") " too")

Note that the subform uses its own delimiters, {...} or +|{...}|. This means that you can copy and paste Pollen +text with ◊-forms freely, just prefix the @ if the +immediate surrounding text has a prefix.

For even better control, you can add characters in the opening +delimiter, between the | and the {. +Characters that are put there (non alphanumeric ASCII characters only, +excluding { and @) should also be used for +sub-◊-forms, and the end-of-body marker should have these characters +in reverse order with paren-like characters ((, +[, <) mirrored.

  

@foo|<<<{@x{foo} |@{bar}|.}>>>|

  reads as  

(foo "@x{foo} |@{bar}|.")

  

@foo|!!{X |!!@b{Y}...}!!|

  reads as  

(foo "X " (b "Y") "...")

Finally, remember that you can use an expression escape with a Racket +string for confusing situations. This works well when you only need +to quote short pieces, and the above works well when you have larger +multi-line body texts.

5.2 Racket Expression Escapes

In some cases, you may want to use a Racket identifier (or a number or +a boolean etc.) in a position that touches the following text; in +these situations you should surround the escaped Racket expression by +a pair of | characters. The text inside the bars is +parsed as a Racket expression.

  

@foo{foo@bar.}

  reads as  

(foo "foo" bar.)

  

@foo{foo@|bar|.}

  reads as  

(foo "foo" bar ".")

  

@foo{foo@3.}

  reads as  

(foo "foo" 3.0)

  

@foo{foo@|3|.}

  reads as  

(foo "foo" 3 ".")

This form is a generic Racket expression escape, there is no body text +or datum part when you use this form.

  

@foo{foo@|(f 1)|{bar}}

  reads as  

(foo "foo" (f 1) "{bar}")

  

@foo{foo@|bar|[1]{baz}}

  reads as  

(foo "foo" bar "[1]{baz}")

This works for string expressions too, but note that unlike the above, +the string is (intentionally) not merged with the rest of the text:

  

@foo{x@"y"z}

  reads as  

(foo "xyz")

  

@foo{x@|"y"|z}

  reads as  

(foo "x" "y" "z")

Expression escapes also work with any number of expressions,

  

@foo{x@|1 (+ 2 3) 4|y}

  reads as  

(foo "x" 1 (+ 2 3) 4 "y")

  

  

@foo{x@|*

        *|y}

  reads as  

(foo "x" *
     * "y")

It seems that @|| has no purpose—but remember that these escapes +are never merged with the surrounding text, which can be useful when +you want to control the sub expressions in the form.

  

@foo{Alice@||Bob@|

     |Carol}

  reads as  

(foo "Alice" "Bob"
     "Carol")

Note that @|{...}| can be parsed as either an escape expression or +as the Racket command part of an ◊-form. The latter is used in this case +(since there is little point in Racket code that uses braces.

  

@|{blah}|

  reads as  

("blah")

5.3 Comments

As noted above, there are two kinds of Pollen comments: @;{...} is +a (nestable) comment for a whole body of text (following the same +rules for ◊-forms), and @;... is a line-comment.

  

@foo{First line@;{there is still a

                  newline here;}

     Second line}

  reads as  

(foo "First line"
     "\n"
     "Second line")

One useful property of line-comments is that they continue to the end +of the line and all following spaces (or tabs). Using this, +you can get further control of the subforms.

  

@foo{A long @;

     single-@;

     string arg.}

  reads as  

(foo "A long single-string arg.")

Note how this is different from using @||s in that strings +around it are not merged.

5.4 Spaces, Newlines, and Indentation

The Pollen syntax treats spaces and newlines in a special way is +meant to be sensible for dealing with text. As mentioned above, +spaces at the beginning and end of body lines are discarded, except +for spaces between a { and text, or between text and a +}.

  

@foo{bar}

  reads as  

(foo "bar")

  

  

@foo{ bar }

  reads as  

(foo " bar ")

  

  

@foo{ bar

     baz }

  reads as  

(foo " bar" "\n"
     "baz ")

A single newline that follows an open brace or precedes a closing +brace is discarded, unless there are only newlines in the body; other +newlines are read as a "\n" string

  

@foo{bar

}

  reads as  

(foo "bar")

  

  

@foo{

  bar

}

  reads as  

(foo
  "bar")

  

  

@foo{

 

  bar

 

}

  reads as  

(foo
  "\n"
  "bar" "\n")

  

  

@foo{

  bar

 

  baz

}

  reads as  

(foo
  "bar" "\n"
  "\n"
  "baz")

  

  

@foo{

}

  reads as  

(foo "\n")

  

  

@foo{

 

}

  reads as  

(foo "\n"
     "\n")

  

  

@foo{ bar

     baz }

  reads as  

(foo " bar" "\n"
     "baz ")

Spaces at the beginning of body lines do not appear in the resulting +S-expressions, but the column of each line is noticed, and all-space +indentation strings are added so the result has the same indentation. +A indentation string is added to each line according to its distance +from the leftmost syntax object (except for empty lines). (Note: if +you try these examples on a Racket REPL, you should be aware that +the reader does not know about the “> ” prompt.)

  

@foo{

  bar

  baz

  blah

}

  reads as  

(foo
  "bar" "\n"
  "baz" "\n"
  "blah")

  

  

@foo{

  begin

    x++;

  end}

  reads as  

(foo
  "begin" "\n" "  "
  "x++;" "\n"
  "end")

  

  

@foo{

    a

   b

  c}

  reads as  

(foo "  "
     "a" "\n" " "
     "b" "\n"
     "c")

If the first string came from the opening { line, it is +not prepended with an indentation (but it can affect the leftmost +syntax object used for indentation). This makes sense when formatting +structured code as well as text (see the last example in the following +block).

  

@foo{bar

       baz

     bbb}

  reads as  

(foo "bar" "\n" "  "
     "baz" "\n"
     "bbb")

  

  

@foo{ bar

        baz

      bbb}

  reads as  

(foo " bar" "\n" "   "
     "baz" "\n" " "
     "bbb")

  

  

@foo{bar

   baz

   bbb}

  reads as  

(foo "bar" "\n"
     "baz" "\n"
     "bbb")

  

  

@foo{ bar

   baz

   bbb}

  reads as  

(foo " bar" "\n"
     "baz" "\n"
     "bbb")

  

  

@foo{ bar

   baz

     bbb}

  reads as  

(foo " bar" "\n"
     "baz" "\n" "  "
     "bbb")

  

  

@text{Some @b{bold

  text}, and

  more text.}

  reads as  

(text "Some " (b "bold" "\n"
                 "text")", and" "\n"
                        "more text.")

Note that each ◊-form is parsed to an S-expression that has its own +indentation. This means that Pollen source can be indented like +code, but if indentation matters then you may need to apply +indentation of the outer item to all lines of the inner one. For +example, in

@code{

  begin

    i = 1, r = 1

    @bold{while i < n do

            r *= i++

          done}

  end

}

a formatter will need to apply the 2-space indentation to the +rendering of the bold body.

Note that to get a first-line text to be counted as a leftmost line, +line and column accounting should be on for the input port +(use-at-readtable turns them on for the current input port). +Without this,

@foo{x1

       x2

       x3}

will not have 2-space indentations in the parsed S-expression if +source accounting is not on, but

@foo{x1

       x2

     x3}

will (due to the last line). Pay attention to this, as it can be a +problem with Racket code, for example:

@code{(define (foo x)

        (+ x 1))}

For rare situations where spaces at the beginning (or end) of lines +matter, you can begin (or end) a line with a @||.

  

@foo{

  @|| bar @||

  @|| baz}

  reads as  

(foo
  " bar " "\n"
  " baz")

 
\ No newline at end of file diff --git a/pollen/scribblings/render.html b/pollen/scribblings/render.html new file mode 100644 index 0000000..228986b --- /dev/null +++ b/pollen/scribblings/render.html @@ -0,0 +1,4 @@ + +Rendering
6.0.0.3

Rendering

 (require pollen/render) package: pollen

Rendering is how Pollen source files get converted into output.

procedure

(render source-path [template-path])  bytes?

  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
Renders source-path. The rendering behavior depends on the type of source file:

A pollen/pre file is rendered without a template.

A pollen/markup or pollen/markdown file is rendered with a template. If no template is provided with template-path, Pollen finds one using get-template-for.

Be aware that rendering with a template uses include-template within eval. For complex pages, it can be slow the first time. Caching is used to make subsequent requests faster.

For those panicked at the use of eval, please don’t be. As the author of include-template has already advised, “If you insist on dynamicism” — and yes, I do insist — “there is always eval.

procedure

(render-to-file source-path    
  [template-path    
  output-path])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
Like render, but saves the file to output-path, overwriting whatever was already there. If no output-path is provided, it’s derived from source-path using ->output-path.

procedure

(render-to-file-if-needed source-path    
  [template-path    
  output-path    
  #:force force-render?])  void?
  source-path : complete-path?
  template-path : (or/c #f complete-path?) = #f
  output-path : (or/c #f complete-path?) = #f
  force-render? : boolean? = #f
Like render-to-file, but the render only happens if one of these conditions exist: +
  1. The force-render? flag — set with the #:force keyword — is #t.

  2. No file exists at output-path. (Thus, an easy way to force a render of a particular output-path is to delete it.)

  3. Either source-path or template-path have changed since the last trip through render.

  4. One or more of the project requires have changed.

If none of these conditions exist, output-path is deemed to be up to date, and the render is skipped.

procedure

(render-batch source-paths ...)  void?

  source-paths : (listof pathish?)
Render multiple source-paths in one go. This can be faster than (for-each render source-paths) if your source-paths rely on a common set of templates. Templates may have their own source files that need to be compiled. If you use render, the templates will be repeatedly (and needlessly) re-compiled. Whereas if you use render-batch, each template will only be compiled once.

procedure

(render-pagetree pagetree)  void?

  pagetree : pagetree?
(render-pagetree pagetree-source)  void?
  pagetree-source : pathish?
Using pagetree, or a pagetree loaded from pagetree-source, render the pages in that pagetree using render-batch.

procedure

(get-template-for source-path)  (or/c #f complete-path?)

  source-path : complete-path?
Find a template file for source-path, with the following priority: +
  1. If the metas for source-path have a key for template, then use the value of this key.

  2. If this key doesn’t exist, or if it points to a nonexistent file, look for a default template in the project directory with the name main.[output extension].pt. Meaning, if source-path is intro.html.pm, the output path would be intro.html, so the default template would be main.html.pt.

  3. If this file doesn’t exist, use the fallback template as a last resort.

This function is called when a template is needed, but a template-path argument is missing (for instance, in render or render-to-file).

 
\ No newline at end of file diff --git a/scribblings/render.scrbl b/pollen/scribblings/render.scrbl similarity index 100% rename from scribblings/render.scrbl rename to pollen/scribblings/render.scrbl diff --git a/pollen/scribblings/scribble-common.js b/pollen/scribblings/scribble-common.js new file mode 100644 index 0000000..75c7fcd --- /dev/null +++ b/pollen/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; + } +} diff --git a/scribblings/tag.scrbl b/pollen/scribblings/tag.scrbl similarity index 100% rename from scribblings/tag.scrbl rename to pollen/scribblings/tag.scrbl diff --git a/pollen/scribblings/template.html b/pollen/scribblings/template.html new file mode 100644 index 0000000..17a0c38 --- /dev/null +++ b/pollen/scribblings/template.html @@ -0,0 +1,2 @@ + +Template
6.0.0.3

Template

 (require pollen/template) package: pollen

Convenience functions for templates. These are automatically imported into the eval environment when rendering with a template (see render).

This module also provides everything from sugar/coerce/value.

procedure

(->html xexpr)  string?

  xexpr : xexpr?
Convert xexpr to an HTML string. Similar to xexpr->string, but consistent with the HTML spec, text that appears within script or style blocks will not be escaped.

Examples:

> (define tx '(root (script "3 > 2") "Why is 3 > 2?"))
> (xexpr->string tx)

"<root><script>3 &gt; 2</script>Why is 3 &gt; 2?</root>"

> (->html tx)

"<root><script>3 > 2</script>Why is 3 &gt; 2?</root>"

Be careful not to pass existing HTML strings into this function, because the angle brackets will be escaped. Fine if that’s what you want, but you probably don’t.

Examples:

> (define tx '(p "You did" (em "what?")))
> (->html tx)

"<p>You did<em>what?</em></p>"

> (->html (->html tx))

"&lt;p&gt;You did&lt;em&gt;what?&lt;/em&gt;&lt;/p&gt;"

procedure

(select key value-source)  (or/c #f txexpr-element?)

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)

procedure

(select* key value-source)  (or/c #f (listof txexpr-element?))

  key : symbolish?
  value-source : (or/c hash? txexpr? pagenode? pathish?)
Find matches for key in value-source, first by looking in its metas (using select-from-metas) and then by looking in its doc (using select-from-doc). With select, you get the first result; with select*, you get them all. In both cases, you get #f if there are no matches.

procedure

(select-from-metas key meta-source)  (or/c #f txexpr-element?)

  key : symbolish?
  meta-source : (or/c hash? pagenodeish? pathish?)
Look up the value of key in meta-source. The meta-source argument can be either a set of metas (i.e., a hash) or a pagenode?, from which metas are pulled. If no value exists for key, you get #f.

Examples:

> (module ice-cream pollen/markup
  '(div (question "Flavor?")
    (answer "Chocolate chip") (answer "Maple walnut"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'ice-cream submodule
> (require 'ice-cream)
> (select-from-metas 'template  metas)

"sub.xml.pt"

> ('target . select-from-metas . metas)

"print"

> (select-from-metas 'nonexistent-key metas)

#f

procedure

(select-from-doc key doc-source)  (or/c #f txexpr-element?)

  key : symbolish?
  doc-source : (or/c txexpr? pagenodeish? pathish?)
Look up the value of key in doc-source. The doc-source argument can be either be a doc (i.e., a txexpr) or a pagenode?, from which doc is pulled. If no value exists for key, you get #f.

Examples:

> (module gelato pollen/markup
  '(div (question "Flavor?")
    (answer "Nocciola") (answer "Pistachio"))
    '(meta ((template "sub.xml.pt")))
    '(meta ((target "print"))))
; Import doc & metas from 'gelato submodule
> (require 'gelato)
> (select-from-doc 'question  doc)

'("Flavor?")

> ('answer . select-from-doc . doc)

'("Nocciola" "Pistachio")

> (select-from-doc 'nonexistent-key doc)

#f

 
\ No newline at end of file diff --git a/scribblings/template.scrbl b/pollen/scribblings/template.scrbl similarity index 100% rename from scribblings/template.scrbl rename to pollen/scribblings/template.scrbl diff --git a/pollen/scribblings/top.html b/pollen/scribblings/top.html new file mode 100644 index 0000000..c51f90f --- /dev/null +++ b/pollen/scribblings/top.html @@ -0,0 +1,2 @@ + +Top
6.0.0.3

Top

 (require pollen/top) package: pollen

You’ll probably never invoke this module directly. But it’s implicitly imported into every Pollen markup file. And if you don’t know what it does, you might end up surprised by some of the behavior you get.

syntax

(#%top . id)

In standard Racket, #%top is the function of last resort, called when id is not bound to any value. As such, it typically reports a syntax error.

Examples:

; Let's call em without defining it
> (em "Bonjour")

em: undefined;

 cannot reference undefined identifier

; (em "Bonjour") is being converted to ((#%top . em) "Bonjour")
; So calling ((#%top . em) "Bonjour") will give the same result
> ((#%top . em) "Bonjour")

em: undefined;

 cannot reference undefined identifier

In the Pollen markup environment, however, this behavior is annoying. Because when you’re writing X-expressions, you don’t necessarily want to define all your tags ahead of time.

So Pollen redefines #%top. For convenience, Pollen’s version of #%top assumes that an undefined tag should just refer to an X-expression beginning with that tag.

Examples:

; Again, let's call em without defining it, but using pollen/top
> (require pollen/top)
> (em "Bonjour")

'(em "Bonjour")

; (em "Bonjour") is still being converted to ((#%top . em) "Bonjour")
; But now, ((#%top . em) "Bonjour") gives a different result
> ((#%top . em) "Bonjour")

'(em "Bonjour")

The good news is that this behavior means you use any tag you want in your markup without defining it in advance. You can still attach a function to the tag later, which will automatically supersede #%top.

Examples:

> (define (em x) `(span ((style "font-size:100px")) ,x))
> (em "Bonjour")

'(span ((style "font-size:100px")) "Bonjour")

The bad news is that you’ll never get an “undefined identifier” error. These undefined identifiers will happily sail through and be converted to tags.

Examples:

> (require pollen/top)
> (define (em . xs) `(span ((style "font-size:100px")) ,@xs))
; There's a typo in my tag
> (erm "Bonjour")

'(erm "Bonjour")

This isn’t a bug. It’s just a natural consequence of how Pollen’s #%top works. It can, however, make debugging difficult sometimes. Let’s suppose my markup depends on very-important-function, which I don’t import correctly.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

So the undefined-function bug goes unreported. Again, that’s not a bug in Pollen — there’s just no way for it to tell the difference between an identifier that’s deliberately undefined and one that’s inadvertently undefined. If you want to guarantee that you’re invoking a defined identifier, use def/c.

Pollen’s version of #%top has one other convenience — it will automatically interpret symbol + string pairs at the front of your expression as X-expression attributes, if the symbols are followed by a colon. If you leave out the colon, the symbols will be interpreted as part of the content of the tag.

Examples:

> (require pollen/top)
> (em 'id: "greeting" 'class: "large" "Bonjour")

'(em ((id "greeting") (class "large")) "Bonjour")

; Don't forget the colons
> (em 'id "greeting" 'class "large" "Bonjour")

'(em id "greeting" class "large" "Bonjour")

; Don't forget to provide a value for each attribute
> (em 'id: 'class: "large" "Bonjour")

'(em id: class: "large" "Bonjour")

syntax

(def/c id)

Invoke id if it’s a defined identifier, otherwise raise an error. This form reverses the behavior of #%top (in other words, it restores default Racket behavior).

Recall this example from before. In standard Racket, you get an undefined-identifier error.

Examples:

> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

But with pollen/top, the issue is not treated as an error.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> (very-important-function "Bonjour")

'(very-important-function "Bonjour")

By adding def/c, we restore the usual behavior, guaranteeing that we get the defined version of very-important-function or nothing.

Examples:

> (require pollen/top)
> (module vif racket/base
      (define (very-important-function . xs) `(secrets-of-universe ,@xs)))
; Forgot to (require 'vif)
> ((def/c very-important-function) "Bonjour")

very-important-function: undefined;

 cannot reference undefined identifier

 
\ No newline at end of file diff --git a/scribblings/top.scrbl b/pollen/scribblings/top.scrbl similarity index 100% rename from scribblings/top.scrbl rename to pollen/scribblings/top.scrbl diff --git a/scribblings/utils.rkt b/pollen/scribblings/utils.rkt similarity index 100% rename from scribblings/utils.rkt rename to pollen/scribblings/utils.rkt diff --git a/pollen/scribblings/why-pollen.html b/pollen/scribblings/why-pollen.html new file mode 100644 index 0000000..53548a1 --- /dev/null +++ b/pollen/scribblings/why-pollen.html @@ -0,0 +1,2 @@ + +Why I made Pollen
6.0.0.3

Why I made Pollen

The nerds have already raced ahead to the quick tutorial. That’s okay. Because software isn’t just data structures and functions. It’s ideas, and choices, and policies. It’s design.

I created Pollen to overcome certain tool limitations that surfaced repeatedly in my work. If you agree with my characterization of those problems, then you’ll probably like the solution that Pollen offers.

If not, you probably won’t.

1 The web-development problem

I made my first web page in 1994, shortly after the web was invented. I opened my text editor (at the time, BBEdit) and pecked out <html><body>Hello world</body></html>, then loaded it in Mosaic. So did a million others.

If you weren’t around then, you didn’t miss much. Everything about the web was horrible: the web browsers, the computers running the browsers, the dial-up connections feeding the browsers, and of course HTML itself. At that point, the desktop-software experience was already slick and refined. By comparison, using the web felt like banging rocks together.

That’s no longer true. The web is now 20 years old. During that time, most parts of the web have improved dramatically — the connections are faster, the browsers are more sophisticated, the screens have more pixels.

But one part has not: the way we make web pages. Over the years, tools promising to simplify HTML development have come and mostly gone — from PageMill to Dreamweaver. Meanwhile, true web jocks have remained loyal to the original HTML power tool: the humble text editor.

In one way, this makes sense. Web pages are mostly made of text — HTML, CSS, JavaScript, and so on — and thus the simplest way to mainpulate them is with a text editor. While HTML and CSS are not programming languages, they lend themselves to semantic and logical structure that’s most easily expressed by editing them as text. Text-based editing also makes debugging and performance improvements easier.

But text-based editing is also limited. Though the underlying description of a web page is notionally human-readable, it’s largely optimized to be readable by other software (namely, web browsers). HTML markup in particular is verbose and easily mistyped. And isn’t it fatally dull to manage all the boilerplate, like surrounding every paragraph with <p>...</p>? Yes, it is.

For these reasons, much of web development should lend itself to automation. But in practice, tools that enable this automation have been slow to arrive, and most come hobbled with unacceptable deficiencies.

1.1 Why not a content management system, like WordPress?

I used WordPress to make the original version of Typography for Lawyers (the precursor to Butterick’s Practical Typography). Even WordPress founder Matt Mullenweg thought it was “a cool use of WordPress for a mini-book.” Thanks, Matt. At the time, WordPress was the best tool for the job.

But at the risk of having my Gravatar revoked, I’ll tell you I became disenchanted with WordPress because:

It’s a resource hog.

Performance is questionable.

There’s always a new security problem.

No source control.

PHP.

1.2 Why not a CSS preprocessor, like Sass or LESS?

A CSS preprocessor automates the generation of CSS data. These preprocessors do save time & effort, so using one is better than not using one. My objection is that they ask you to incur much of the overhead of learning a programming language but without delivering the benefits. Because unlike a general-purpose programming language, Sass and LESS can only manipulate CSS. Better to learn a programming language that can manipulate anything.

1.3 Why not a static blog generator, like Jekyll or Pelican?

1.4 Why not a dynamic templating system, like Bottle?

 
\ No newline at end of file diff --git a/scribblings/why-pollen.scrbl b/pollen/scribblings/why-pollen.scrbl similarity index 100% rename from scribblings/why-pollen.scrbl rename to pollen/scribblings/why-pollen.scrbl diff --git a/pollen/scribblings/world.html b/pollen/scribblings/world.html new file mode 100644 index 0000000..95d98b9 --- /dev/null +++ b/pollen/scribblings/world.html @@ -0,0 +1,2 @@ + +World
6.0.0.3

World

 (require pollen/world) package: pollen

A set of global values and parameters that are used throughout the Pollen system. If you don’t like the defaults I’ve picked, change them.

All identifiers are exported with the prefix world:, and are so documented below.

value

world:main-pollen-export : symbol? = 'doc

value

world:meta-pollen-export : symbol? = 'metas

The two exports from a compiled Pollen source file.

value

world:pollen-require : string? = "pollen-require.rkt"

File implicitly required into every Pollen source file from its directory.

parameter

(world:check-project-requires-in-render?)  boolean?

(world:check-project-requires-in-render? check?)  void?
  check? : boolean?
 = #t
A parameter that determines whether the world:pollen-require file is checked for changes on every pass through render. (Can be faster to turn this off if you don’t need it.) Initialized to #t.

parameter

(world:current-module-root)  path?

(world:current-module-root dir)  void?
  dir : path?
 = #f
A parameter that reports the path to the Pollen module. Initialized to #f, but set to a proper value when pollen/server runs.

parameter

(world:current-server-extras-path)  path?

(world:current-server-extras-path dir)  void?
  dir : path?
 = #f
A parameter that reports the path to the directory of support files for the development server. Initialized to #f, but set to a proper value when pollen/server runs.

value

world:preproc-source-ext : symbol? = 'pp

value

world:markup-source-ext : symbol? = 'pm

value

world:markdown-source-ext : symbol? = 'pmd

value

world:null-source-ext : symbol? = 'p

value

world:pagetree-source-ext : symbol? = 'ptree

value

world:template-source-ext : symbol? = 'pt

value

world:scribble-source-ext : symbol? = 'scrbl

File extensions for Pollen source files.

File extensions that are eligible for decoding.

value

world:mode-auto : symbol? = 'auto

value

world:mode-preproc : symbol? = 'pre

value

world:mode-markup : symbol? = 'markup

value

world:mode-markdown : symbol? = 'markdown

value

world:mode-pagetree : symbol? = 'ptree

Mode indicators for the Pollen reader and parser.

value

world:default-pagetree : string? = "index.ptree"

Pagetree that Pollen dashboard loads by default in each directory.

value

world:pagetree-root-node : symbol? = 'pagetree-root

Name of the root node in a decoded pagetree. It’s ignored by the code, so its only role is to clue you in that you’re looking at something that came out of the pagetree decoder.

value

world:expression-delimiter : char? = #\◊

The magic character that delimits Pollen expressions.

value

world:default-template-prefix : string? = "main"

Prefix of the default template.

value

world:fallback-template : string? = "fallback.html.pt"

Name of the fallback template (i.e., the template used to render a Pollen markup file when no other template can be found).

value

world:template-meta-key : symbol? = 'template

Meta key used to store a template name for that particular source file.

value

world:newline : string? = "\n"

value

world:linebreak-separator : string? = world:newline

value

world:paragraph-separator : string? = "\n\n"

Default separators used in decoding.

value

world:dashboard-css : string? = "poldash.css"

CSS file used for the dashboard.

value

world:paths-excluded-from-dashboard : (listof path?)

 = (map string->path (list "poldash.css" "compiled"))
Paths not shown in the Pollen dashboard.

 
\ No newline at end of file diff --git a/scribblings/world.scrbl b/pollen/scribblings/world.scrbl similarity index 100% rename from scribblings/world.scrbl rename to pollen/scribblings/world.scrbl diff --git a/server-extras/404.html b/pollen/server-extras/404.html similarity index 100% rename from server-extras/404.html rename to pollen/server-extras/404.html diff --git a/server-extras/error.css b/pollen/server-extras/error.css similarity index 100% rename from server-extras/error.css rename to pollen/server-extras/error.css diff --git a/server-extras/fallback.html b/pollen/server-extras/fallback.html similarity index 100% rename from server-extras/fallback.html rename to pollen/server-extras/fallback.html diff --git a/server-extras/favicon.ico b/pollen/server-extras/favicon.ico similarity index 100% rename from server-extras/favicon.ico rename to pollen/server-extras/favicon.ico diff --git a/server-extras/poldash.css b/pollen/server-extras/poldash.css similarity index 100% rename from server-extras/poldash.css rename to pollen/server-extras/poldash.css diff --git a/server-extras/pollen.svg b/pollen/server-extras/pollen.svg similarity index 100% rename from server-extras/pollen.svg rename to pollen/server-extras/pollen.svg diff --git a/server-routes.rkt b/pollen/server-routes.rkt similarity index 100% rename from server-routes.rkt rename to pollen/server-routes.rkt diff --git a/server.rkt b/pollen/server.rkt similarity index 100% rename from server.rkt rename to pollen/server.rkt diff --git a/tag.rkt b/pollen/tag.rkt similarity index 100% rename from tag.rkt rename to pollen/tag.rkt diff --git a/template.rkt b/pollen/template.rkt similarity index 100% rename from template.rkt rename to pollen/template.rkt diff --git a/tests/samples/sample-01.html.pm b/pollen/tests/samples/sample-01.html.pm similarity index 100% rename from tests/samples/sample-01.html.pm rename to pollen/tests/samples/sample-01.html.pm diff --git a/tests/samples/sample-02.txt.pp b/pollen/tests/samples/sample-02.txt.pp similarity index 100% rename from tests/samples/sample-02.txt.pp rename to pollen/tests/samples/sample-02.txt.pp diff --git a/tests/samples/sample-03.txt.p b/pollen/tests/samples/sample-03.txt.p similarity index 100% rename from tests/samples/sample-03.txt.p rename to pollen/tests/samples/sample-03.txt.p diff --git a/tests/test-file-tools.rkt b/pollen/tests/test-file-tools.rkt similarity index 100% rename from tests/test-file-tools.rkt rename to pollen/tests/test-file-tools.rkt diff --git a/tests/test-langs.rkt b/pollen/tests/test-langs.rkt similarity index 100% rename from tests/test-langs.rkt rename to pollen/tests/test-langs.rkt diff --git a/tests/test-predicates.rkt b/pollen/tests/test-predicates.rkt similarity index 100% rename from tests/test-predicates.rkt rename to pollen/tests/test-predicates.rkt diff --git a/tests/test-ptree.rkt b/pollen/tests/test-ptree.rkt similarity index 100% rename from tests/test-ptree.rkt rename to pollen/tests/test-ptree.rkt diff --git a/tests/test-render.rkt b/pollen/tests/test-render.rkt similarity index 100% rename from tests/test-render.rkt rename to pollen/tests/test-render.rkt diff --git a/tests/test-template.rkt b/pollen/tests/test-template.rkt similarity index 100% rename from tests/test-template.rkt rename to pollen/tests/test-template.rkt diff --git a/tests/tests-decode.rkt b/pollen/tests/tests-decode.rkt similarity index 100% rename from tests/tests-decode.rkt rename to pollen/tests/tests-decode.rkt diff --git a/tmpl.rkt b/pollen/tmpl.rkt similarity index 100% rename from tmpl.rkt rename to pollen/tmpl.rkt diff --git a/top.rkt b/pollen/top.rkt similarity index 100% rename from top.rkt rename to pollen/top.rkt diff --git a/world.rkt b/pollen/world.rkt similarity index 100% rename from world.rkt rename to pollen/world.rkt