<html xmlns="http://www.w3.org/1999/xhtml" lang="en-US">
<head>
<title>Emacs Tcl Digraph Minor-Mode</title>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
<meta name="description" content="An Emacs minor-mode for Tcl/Tk syntax. This presentation includes the Elisp source code and a reference card."/>
<meta name="sodoco" content="unrestricted">
<meta name="copyright" content="&copy; 2019">
<meta name="help" content="help.htm">
<meta name="looks" content="tcl|">
<style type='text/css'>
:root {
    /* ../../kit/SIEMENS_Ingenuity_for_Life.png */
    --spmc-0: url(data:image/png;base64,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);
    /* ../../kit/cover_art_3.jpg */
    --spmc-1: url(data:image/jpeg;base64,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);
    /* ../../kit/tcl_logo.gif */
    --spmc-2: url(data:image/gif;base64,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);
    /* ../../kit/emacs.png */
    --spmc-3: url(data:image/png;base64,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);
}
/* source d:/sislidy/kit/ct-2018-2.css */

:root {
    --logo-url: var(--spmc-0);
    --logo: 26.54cm 0.9cm / 6.0cm 2.54cm no-repeat var(--logo-url);
    --cover-art-0: no-repeat url(../../kit/cover_art_0.jpg) border-box 100%;
    --cover-art-1: no-repeat url(../../kit/cover_art_1.jpg) border-box 100%;
    --cover-art-2: no-repeat url(../../kit/cover_art_2.jpg) border-box 100%;
    --cover-art-3: no-repeat var(--spmc-1) border-box 100%;
    --height: 540pt; --width: 960pt;
}
*, *::before, *::after {
    background-origin: border-box;
    box-sizing: border-box;
    margin: 0;
    padding: 0;
}
html {
    background: black;
    background: transparent;
}
body {
    background: white;
    font-family: "Siemens Sans", "Lucida Sans", sans-serif;
    font-size: 32pt;
    margin: 0 auto;
    max-width: 960pt; max-width: 33.88cm;
    max-width: 33.86cm;
    /* max-width: 1920px; max-height: 1080px; overflow: hidden; */
    overflow: hidden;
}
body:not([sislidy]) > div.sislide,
body[siall] > div.sislide {
    height: auto !important;
}
body[siall] div.splash {
    visibility: hidden !important;
}
body[sislidy]:not([siall]) > div.sislide:not([sishow]) {
    display: none;
}
body:not([sislidy]) > div.sislide,
body[siborders] > div.sislide {
    border: 0.75pt dashed gray;
    overflow-y: show !important;
}
body:not([sicomments]) *[comment] {
    display: none;
}
body:not([sifooter]):not([sistatic]) div.toolbar,
body:not([sitoc]) div.sislidy-toc {
    display: none;
}
body:not([sihiddens]) div.sislide[sihidden] {
    display: none;
}
body[sihiddens] div.sislide[sihidden] {
    border: 0.75pt dotted green;
}
body:not([siincrements]) *[siincrement] {
    visibility: hidden;
}
body:not([siincrements]) *[siincrement]::before {
    border-left: 5pt dotted violet;
    line-height: 0.9;           /* because dots stretch the height! */
    color: transparent; content: "";
    visibility: visible;
}
body:not([siincrements]) *[siincrement] ~ *[siincrement]::before,
body:not([siincrements]) *[siincrement] *[siincrement]::before {
    border: none;
}

body[sislidy][siall],
body[sislidy][siscrollbars] { overflow: scroll !important; }

body:not([sislidy]) div.splash,
body:not([sislidy]) div.sislidy-toc,
body:not([sislidy]) div.toolbar {
    visibility: hidden !important;
}
body:not([sislidy]) {
    background-image: none !important;
    overflow: auto !important;
    visibility: visible !important;
}

code { margin-top: 0.5em; margin-bottom: 0.5em; }

div[eyecatcher] {
    display: flex; flex-flow: column nowrap; justify-content: flex-end;
    float: left;
    font-size: 8pt; font-weight: bold;
    margin: 0 calc(0.4cm - 1.25pt) calc(0.4cm - 1.25pt) 0;
    padding: calc(0.2cm + 0.75pt);
    position: relative;
    height: 2.4cm; width: 2.4cm;
    border: 0.75pt solid #AAAD;
}
div[eyecatcher][bignum] {
    justify-content: flex-start;
}
div[eyecatcher][bignum] > span:nth-of-type(2) {
    flex: 1 0 auto;
    font-size: 20pt;
}
div[eyecatcher][bignum] > span:nth-of-type(1n+3) {
    xfont-weight: 400;
}

div[plaque] {
    display: flex; flex-flow: column nowrap;
}
div[plaque] > div:nth-of-type(1) {
    background: no-repeat linear-gradient(
        to right,
        rgba( 65, 170, 170, 0.85)   0%,
        rgba(  0, 100, 110, 0.85)  50%,
        rgba(  0, 100, 110, 0.85)  83%,
        rgba( 65, 170, 200, 0.85) 100%);
    border: 0.75pt solid #444;
    color: white;
    display: flex; flex-flow: column nowrap; justify-content: space-between;
    height: 7.23cm; min-width: 18cm;
    position: relative;
    padding: 0 0.6cm;
}
div[plaque] > div:nth-of-type(2) {
    background-color: rgba(255, 255, 255, 0.85);
    border: 0.75pt solid #AAA;
    color: #000;
    display: flex; align-items: center;
    flex-flow: row nowrap; justify-content: space-between;
    font-size: 10pt;
    height: 0.9cm;
    margin: 0.3cm 0 0 0;
    position: relative;
}
div[plaque] > div:nth-of-type(2) span {
    margin: 0 0.6cm;
}
div[plaque] a           { color: white; }
div[plaque] a:active    { color: yellow; text-decoration: underline; }
div[plaque] a:hover     { color: yellow; text-decoration: underline; }
div[plaque] a:link      { color: white; }
div[plaque] a:visited   { color: white; }
div[plaque] h1          { font-size: 72pt; margin: 3mm 0.7ch 0 0; z-index: 100; }
div[plaque] h2          { font-size: 44pt; margin: 0 0.7ch 6mm 0; }
div[plaque] h3          { font-size: 44pt; margin: 3mm 0 0 0; z-index: 100;}
div[plaque] h4          { font-size: 36pt; margin: 0 0 6mm 0; }

body > div.sislide {
    background: var(--logo), white;
    border: 0.75pt solid transparent;
    min-height: 540pt; min-width: 960pt;
    height: 540pt; width: 960pt;
    position: relative;
    padding: 0.90cm 1.34cm 1.85cm 1.74cm;
}
body > div.sislide[plain] { background: white; }
body > div.sislide[overlong] { overflow-y: auto; padding-bottom: 1.4em; }
div.sislide > h1:first-of-type {
    line-height: 1.1;
    margin: calc(1.55cm - 0.9cm) 0 0 0 !important;
    min-height: 3.10cm; max-width: 22.74cm;
}
div.sislide > *:nth-child(0n+2) {
    margin-top: 0;
}

div.sislide[title]      { padding: 6.08cm 1.34cm 1.74cm 1.74cm; }
div.sislide[divider]    { padding: 7.28cm 1.34cm 1.74cm 1.74cm; }
div.sislide[title] > h1:first-of-type,
div.sislide[divider] > h1:first-of-type { display: none; }
div.sislide[title] div[plaque] {
    position: absolute; top:  8.88cm; left: 1.74cm; }
div.sislide[divider] div[plaque] {
    position: absolute; top: 10.08cm; left: 1.74cm; }
div.sislide[title] div[plaque] > div:nth-child(0n+3),
div.sislide[divider] div[plaque] > div:nth-child(0n+2) { display: none; }

/* BACKGROUND MANAGEMENT */
div.sislide[title] {
    background: var(--logo), var(--cover-art-3);
}
div.sislide[divider],
div.sislide[divider="gray"],
div.sislide[divider="grey"] {
    background: var(--logo), rgb(205, 217, 225);
}
div.sislide[divider="gradient"] {
    background: var(--logo),
    linear-gradient(to right,
                    rgba( 65, 170, 170, 0.85)   0%,
                    rgba(  0, 100, 110, 0.85)  50%,
                    rgba(  0, 100, 110, 0.85)  83%,
                    rgba( 65, 170, 200, 0.85) 100%);
}
div.sislide[divider="color"] {
    background: var(--logo), rgb(125, 210, 230);
}
div.sislide[divider="gradient"] div[plaque] > div:first-child,
div.sislide[divider="color"] div[plaque] > div:first-child {
    background: transparent;
    border-color: transparent;
}
div.sislide[bg="cover_art_0"] {
    background: var(--logo), var(--cover-art-0);
}
div.sislide[bg="cover_art_1"] {
    background: var(--logo), var(--cover-art-1);
}
div.sislide[bg="cover_art_2"] {
    background: var(--logo), var(--cover-art-2);
}

div.splash {
    background-color: rgba(152,251,152, 0.80);
    border: 0pt none red;
    color: midnightblue;
    cursor: pointer;
    padding: 1.0cm;
    position: fixed; bottom: 1.2em; left: 0;
    text-align: center;
    text-shadow: 4pt 4pt 7pt white;
    width: 100%;
    z-index: 1000;
}
div.splash > p {
    max-width: 100%;
}

div.sislidy-toc {
    background: rgba(240, 240, 240, 0.95);
    border: thick ridge #EB7A0A; border-radius: 8pt;
    color: #005F87;
    /* CSS currently has no min() function  font-size: min(14pt, 70%); */
    font-size: 14pt;
    height: 28em; max-width: 40em; width: 65%;
    overflow: auto; /* no way to have scrolling without scrollbar */
    padding: 0 1em 1em 1em;
    position: absolute; top: 2em; left: 2em;
    z-index: 300;
}
div.sislidy-toc > div.head {
    background-color: rgba(240, 240, 240, 0.90);
    border-bottom: 0.75pt solid #EB7A0A;
    color: #777;
    margin-bottom: 1em;
    padding-top: 1em;
    position: sticky;
    text-align: center;
    top: 0;
    width: 100%;
}
div.sislidy-toc > div.rows {
    display: grid;
    grid-gap: 0 0.5ch;
    grid-template-columns: 3.5ch auto;
    padding-bottom: 1.5em;
}
div.sislidy-toc > div.rows > a { grid-column: 2; }
div.sislidy-toc span.numero {
    color: #777; grid-column: 1; text-align: right;
}
div.sislidy-toc span.numero::after { content: '.'; }

a.endon { text-decoration: none; color: navy; }
a[class*="toc"], a[class*="toc"]:visited { color: inherit; }
a[class*="toc"]:hover   { background-color: yellow; }
a[class^="a1toc"] { font-weight: 700; text-decoration: underline solid; }
a[class^="a2toc"] { font-weight: 700; text-decoration: none; }
a[class^="a3toc"] { font-weight: 500; text-decoration: underline wavy; }
a[class^="a4toc"] { font-weight: 400; text-decoration: none; }
a[class^="a5toc"] { font-weight: 400; text-decoration: underline dashed; }
a[class^="a6toc"] { font-weight: 200; text-decoration: underline dotted; }
a[class$="tocx"], a[class$="tocx"]:visited { color: #EB7A0A; }
a[class$="tocx"]::before { content: "\2027\2027\2027\2002"; }
div.toolbar {
    background-color: rgb(240,240,240);
    border-top: solid 1px rgb(180,180,180);
    color: red;
    font-size: 12pt; font-size: 16pt;
    padding: 3pt 21pt 5pt 21pt;
    position: fixed; bottom: 0;
    width: 960pt;
    z-index: 1000;
}
div.toolbar a#request_help {
    border: 1pt ridge snow; border: none;
    color: darkgray;
    min-width: 8ch;
    text-align: right;
}
div.toolbar a#request_toc {
    border: 1pt ridge snow; border: none;
    color: darkgray;
    min-width: 8ch;
}
div.toolbar > a,
div.toolbar > span {
    margin: 0 1ch;
    float: left; line-height: 1cm; vertical-align: baseline;
}
div.toolbar a#number,
div.toolbar a#timer {
    border: 1pt ridge snow; border: none;
    color: darkgray;
    float: right;
    min-width: 8ch;
    display: inline-block;
    text-align: right;
}
div.toolbar span#copyright {
    color: darkgray;
}
div.toolbar span#unrestricted {
    color: darkgray;
    text-transform: capitalize;
}
div.toolbar span#restricted {
    color: darkblue;
    text-transform: capitalize;
}
div.toolbar span#confidential {
    color: darkred;
    text-transform: capitalize;
}
div.toolbar span#strictly_confidential {
    color: red;
    font-weight: bold;
    text-transform: capitalize;
}
div.toolbar span#xmas_tree {
    font-family: monospace;
    font-size: 16pt; font-size: 140%;
    font-weight: 700;
    margin: 0;
    white-space: pre;
    padding: 0pt 6pt;
}

body[sicomments]    div.toolbar span#comments   { color: #F00 !important; }
body[sihiddens]     div.toolbar span#hiddens    { color: #F00 !important; }
body[siincrements]  div.toolbar span#increments { color: #F00 !important; }
body[sistatic]      div.toolbar     { background-color: hsl(0, 100%, 80%); }
body[sistatic]      div.toolbar *               { color: #FFF !important; }
body[sitimer]       div.toolbar a#timer         { color: #444; }

div.toolbar span#comments[count],
div.toolbar span#hiddens[count],
div.toolbar span#increments[count]      { color: green; }
div.toolbar span#comments[count^="-"],
div.toolbar span#hiddens[count^="-"]    { color: violet; }
div.toolbar span#comments[count="0"],
div.toolbar span#hiddens[count="0"],
div.toolbar span#increments[count="0"]  { color: transparent; }

table { font-size: 24pt; margin: 0 auto 0 0; }
table > tbody { vertical-align: top; }
table > caption { font-size: 28pt; line-height: 1.5; }
table tr { line-height: 1.3; }
table.sikeys tr td:nth-child(1) {
    font-family: monospace; white-space: pre; padding: 0 1ch; }

table.sikeys2 tr td:nth-child(odd) {
    font-family: monospace; white-space: pre; padding: 0 1ch; }
table.sikeys4 tr td:nth-child(1), table.sikeys4 tr td:nth-child(5) {
    font-family: monospace; white-space: pre; padding: 0 1ch; }
table.sikeys4 tr td:nth-child(2), table.sikeys4 tr td:nth-child(6) {
    color: red; }

h1, h2, h3, h4, h5, h6 { margin: 0.5em 0 0.25em 0; }
h1 { font-size: 44pt; }
h2 { font-size: 40pt; }
h3 { font-size: 32pt; }
h4 { font-size: 28pt; }
h5 { font-size: 24pt; }
h6 { font-size: 22pt; }

li { list-style-position: outside; }

p {
    margin-top: 0.5em; margin-top: 0; margin-bottom: 0.5em;
    max-width: 35ch;
}
p[defn] {
    text-indent: -3em;
    padding-left: 3em;
}
p[epigraph] {
    float: right;
    font-style: italic;
    font-size: 71%;
    margin: 0 0 1.5em 1.5em;
    max-width: 40%;
    text-align: right;
}
p[epigraph] a       { font-size: 71%; text-decoration: none; }
p[note]::before {
    content: "Note: ";
    font-weight: 700;
}
p[note$=":"]::before {
    content: attr(note);
}
p[note] {
    background: #FFE;
    border: 0.0625em dashed currentcolor;
    clear: both;
    float: right;
    font-size: 0.7em;
    margin-left: 1.0em;
    max-width: 33%;
    padding: 0.5em;
}
q::before, q::after { content: none; }
q[defn]         { font-weight: 700; font-size: 110%; }
q[defn]::after  { content: ".\2003"; }
td, th          { padding: 0 1ch; vertical-align: top; }
td[top],
th[top]         { vertical-align: top; }
td[middle],
th[middle]      { vertical-align: middle; }
td[baseline],
th[baseline]    { vertical-align: baseline; }
td[bottom],
th[bottom]      { vertical-align: bottom; }
ul              { list-style-type: circle; }
ul[none]        { list-style-type: none; }
ul[void]        { list-style-type: none; margin-left: 0; }

*[parens]::before   { content: '('; }
*[parens]::after    { content: ')'; }
*[angles]::before   { content: '<'; }
*[angles]::after    { content: '>'; }
*[braces]::before   { content: '{'; }
*[braces]::after    { content: '}'; }
*[brackets]::before { content: '['; }
*[brackets]::after  { content: ']'; }
*[bigger]           { font-size: 120%; }
*[dollar]::before   { content: '$'; }
*[center]       { text-align: center; }
*[comment]      { border: 1pt dashed green; }
*[cramped]      { letter-spacing: -1pt; }
*[fs100]        { font-size: 100%; }
*[fs24pt]       { font-size: 24pt; }
*[fwb]          { font-weight: bolder; }
*[fwl]          { font-weight: lighter; }
*[fwn]          { font-weight: normal; }
*[hide]         { visibility: hidden !important; }
*[i]            { font-style: italic; }
*[key]          { background: #EEE; border: 0.0625em solid #888;
                  border-radius: 6pt; color: #444;
                  font-family: "OCR A Extended", "OCR A Std", "OCR A", "OCR", monospace;
                  font-family: monospace;
                  white-space: pre;
                }
*[key]::before,
*[key]::after   { content: '\2006'; }
*[n]            { font-style: normal; }
*[o]            { font-style: oblique; }
*[ocr]          { font-family: "OCR A Extended", "OCR A Std", "OCR A", "OCR",
                  monospace; white-space: pre;}
*[omit]         { display: none !important; }
*[plain]        { text-decoration: none; }
*[qn]::before,  *[qn]::after,  *[sq]::before, *[sq]::after { content: "'"; }
*[qqn]::before, *[qqn]::after, *[dq]::before, *[dq]::after { content: '"'; }
*[q]::before    { content: "\2018"; }
*[q]::after     { content: "\2019"; }
*[qq]::before   { content: "\201C"; }
*[qq]::after    { content: "\201D"; }
*[quot]::before, *[quot]::after { content: '"'; }
*[shift], *[control], *[meta], *[Z] {
    border: 0.0625em solid #888; border-right: none;
    border-radius: 6pt; color: #444;
    font-family: "OCR A Extended", "OCR A Std", "OCR A", "OCR", monospace;
    line-height: 1; }
*[shift]::before { content: '\21E7'; }
*[control]::before { content: '\2303'; }
*[meta]::before { content: '\2318'; }
/* *[blank]::before { content: '\2422'; } */
*[Z]::before    { content: '\2124'; }
*[Z]::before    { content: 'C-u'; }
*[seen]         { visibility: visible !important; }
*[show]         { visibility: inherit !important; }
*[smaller]      { font-size: 80%; }
*[snuggle]      { margin-bottom: 0 !important; }
*[snuggle_up]   { margin-top: 0 !important; }
*[tag]::before  { content: "<"; }
*[tag]          { color: #F1A340; }
*[tag]::after   { content: ">"; }
*[tt], *[stt], *[stts], *[tts] {
    font-family: "Lucinda Console",
    LucindaConsole, Courier, CourierNew, monospace;
    white-space: pre;
}
*[stt]::before, *[stts]::before { content: "\00A0"; }
*[stts]::after, *[tts]::after { content: "\00A0"; }
*[tty]          {
    border: thin solid transparent;
    color: #998EC3; /* http://colorbrewer2.org/#type=diverging&scheme=PuOr */
    display: block;
    font-family: monospace;
    padding: 3.5pt 0pt;
    white-space: pre;
}
*[ul]       { text-decoration: underline; }

*:not(dl):not(ol):not(ul) > dl,
*:not(dl):not(ol):not(ul) > ol,
*:not(dl):not(ol):not(ul):not(li) > ul
{
/*    margin-top: 0.75em; margin-top: 0; margin-bottom: 0.75em; */
}

ul ul { margin-bottom: 0; }
ul { margin: 0 0 0.5em 1.0em; padding: 0; }

ol { margin: 0.5em 1.5em 0.5em 1.5em; padding: 0; }
ol li {
    line-height: 140%;
    list-style-type: decimal;
    margin: 0.1em 0em 0.6em 1.5em;
    padding: 0 0 0 0px;
}
pre {
    border-top: #0000 solid 5pt; border-bottom: #0000 solid 5pt;
    clear: both;
    color: #008;
    margin: 0.325em;
    padding: 0 0.325em;
}
pre[all] { border-top: #FB0E double 5pt; border-bottom: #FB0E double 5pt; }
pre[top] { border-top: #FB0E double 5pt; border-bottom: #FB0E dotted 5pt; }
pre[mid] { border-top: #FB0E dotted 5pt; border-bottom: #FB0E dotted 5pt; }
pre[end] { border-top: #FB0E dotted 5pt; border-bottom: #FB0E double 5pt; }

div.sodoco-copyright {
    color: #BECDD7;             /* stone4 */
    font-size: 10pt; font-weight: 700;
    padding-bottom: 4pt;
    position: absolute; bottom: 20pt; left: 1.74cm;
    visibility: hidden;
}
div.sodoco-copyright span:nth-child(0n+1):not(:empty)::after {
    content: "\0020";
}
div.noise {
    display: table-row;
    width: calc(960pt - 1.74cm - 1.34cm);
    visibility: hidden;
    font-size: 10pt; font-weight: 400;
    position: absolute; top: 520pt; left: 1.74cm;
}
div.noise *:nth-child(1) {
    display: table-cell;
    min-width: 100pt;
    white-space: pre;
}
div.noise *:nth-child(2) {
    display: table-cell;
    white-space: pre;
}
div.noise *:nth-child(3) {
    display: table-cell;
    text-align: right;
    width: 100%;
    white-space: pre;
}
div.noise *:nth-child(4) {
    display: table-cell;
    right: 1.34cm;
    white-space: pre;
}
div.noise
span:nth-child(3):not(:empty) + span:nth-child(4):not(:empty)::before {
    content: "\2002/\2002";
}
body[silook=brandville] > div:not([title]):not([divider]) div.noise,
body[silook=brandville] > div:not([title]):not([divider]) div.sodoco-copyright {
    visibility: inherit;
}

/* ANIMATIONS */

*[animation]::before {
    content: "";
    position: absolute; top: 0; bottom: 0; left: 0; right: 0; z-index: 10;
    background-color: transparent;
}
body:not([silook=brandville])
*[animation*="red4"]::before { animation: red4 5s linear infinite 2s; }
@keyframes red4 {
     0%,   5%   { background-color: transparent; }
    20%         { background-color: rgba(175,  35,  95, 0.85); }
    40%         { background-color: rgba( 65, 170, 200, 0.85); }
    55%, 100%   { background-color: transparent;}
}
body:not([silook=brandville])
*[animation*="green2"] { animation: green2 5s linear 2; }
@keyframes green2 {
    0%, 5%      { background-color: transparent; }
    20%         { background-color: rgba(100, 125,  45, 0.85); }
    40%         { background-color: rgba( 65, 170, 200, 0.85); }
    95%, 100%   { background-color: transparent;}
}
body:not([silook=brandville])
*[animation*="skew"] { animation: skew 10s linear infinite; }
@keyframes skew {
     5%         { transform: none; }
     7%, 10%    { transform: translateX(26mm); }
    /* 10%, 20%    { transform: translateX(26mm); } */
    /* 15%, 20% { transform: translateX(52mm); } */
    /* 25%, 30% { transform: translateX(78mm); } */
    /* 35%, 40% { transform: translateX(104mm); } */
    /* 45%, 50% { transform: translateX(130mm); } */
    /* 60%, 100% { transform: translateX(0); } */
    /* 80%, 90% { transform: translate(130mm, -10mm); } */
}

/* refs */
/* Apple symbols
 * https://support.apple.com/guide/mac-help/what-are-those-symbols-shown-in-menus-cpmh0011/mac
 */

/* bd*   for border color                                           */
/* bg*   for background color                                       */
/* ct*   for colored tile, named for the background color           */
/* fg*   for foreground color                                       */

/* ??_*  for color                                                  */
/* ??*   for Siemens color palette                                  */
/* ??*w  for Siemens sRGB / web color                               */

*[bd_modest]                { border-color: rgb(160, 160, 160); }

*[bdstone1],  *[bdstone1w]  { border-color: rgb( 60,  70,  75); }
*[bdstone2]                 { border-color: rgb(120, 135, 145); }
              *[bdstone2w]  { border-color: rgb(125, 155, 170); }
*[bdstone3]                 { border-color: rgb(155, 175, 190); }
*[bdstone4],  *[bdstone3w]  { border-color: rgb(190, 205, 215); }
*[bdstone5]                 { border-color: rgb(205, 217, 225); }
*[bdstone4w], *[bdstone5w]  {
    border-color: rgb(205, 217, 225); }

*[bdsand1],   *[bdsand1w]   { border-color: rgb(115, 100,  90); }
*[bdsand2]                  { border-color: rgb(155, 150, 130); }
              *[bdsand2w]   { border-color: rgb(170, 170, 150); }
*[bdsand3]                  { border-color: rgb(185, 185, 165); }
*[bdsand4],   *[bdsand3w]   { border-color: rgb(215, 215, 205); }
*[bdsand5]                  { border-color: rgb(225, 225, 215); }
*[bdsand4w],  *[bdsand5w]   {
    border-color: rgb(225, 225, 215); }

*[bdteal1],   *[bdteal1w]   { border-color: rgb(  0, 100, 110); }
*[bdteal2]                  { border-color: rgb( 15, 130, 135); }
*[bdteal3]                  { border-color: rgb( 50, 160, 160); }
              *[bdteal2w]   { border-color: rgb( 65, 170, 170); }
*[bdteal4]                  { border-color: rgb( 75, 185, 185); }
*[bdteal5]                  { border-color: rgb(165, 225, 225); }
*[bdteal3w], *[bdteal4w], *[bdteal5w] {
    border-color: rgb(165, 225, 225); }

*[bdyellow1]                { border-color: rgb(125,  45,  30); }
*[bdyellow2]                { border-color: rgb(200,  90,  30); }
*[bdyellow3], *[bdyellow1w] { border-color: rgb(235, 120,  10); }
*[bdyellow4], *[bdyellow2w] { border-color: rgb(255, 185,   0); }
*[bdyellow5]                { border-color: rgb(255, 225, 120); }
*[bdyellow3w], *[bdyellow4w], *[bdyellow5w] {
    border-color: rgb(255, 225, 120); }

*[bdred1]                   { border-color: rgb( 65,  20,  50); }
*[bdred2],    *[bdred1w]    { border-color: rgb(100,  25,  70); }
*[bdred3]                   { border-color: rgb(135,  30,  80); }
*[bdred4],    *[bdred2w]    { border-color: rgb(175,  35,  95); }
*[bdred5]                   { border-color: rgb(215, 105, 140); }
*[bdred3w], *[bdred4w], *[bdred5w] {
    border-color: rgb(215, 105, 140); }

*[bdblue1]                  { border-color: rgb(  0,  70, 105); }
*[bdblue2],   *[bdblue1w]   { border-color: rgb(  0,  95, 135); }
*[bdblue3]                  { border-color: rgb( 35, 135, 170); }
*[bdblue4]                  { border-color: rgb( 65, 170, 200); }
              *[bdblue2w]   { border-color: rgb( 80, 190, 215); }
*[bdblue5]                  { border-color: rgb(125, 210, 230); }
*[bdblue3w], *[bdblue4w], *[bdblue5w] {
    border-color: rgb(125, 210, 230); }

*[bdgreen1]                 { border-color: rgb( 70,  95,  25); }
*[bdgreen2],  *[bdgreen1w]  { border-color: rgb(100, 125,  45); }
*[bdgreen3]                 { border-color: rgb(135, 150,  40); }
*[bdgreen4],  *[bdgreen2w]  { border-color: rgb(170, 180,  20); }
*[bdgreen5]                 { border-color: rgb(210, 215,  65); }
*[bdgreen3w], *[bdgreen4w], *[bdgreen5w] {
    border-color: rgb(210, 215,  65); }

*[bdcoal]                   { border-color: rgb(  0,   0,   0); }
*[bdsnow]                   { border-color: rgb(255, 255, 255); }

/* bg*   for background color                                       */

*[bg_modest]                { background-color: rgba(176, 176, 176, 0.85); }

*[bgstone1],  *[bgstone1w]  { background-color: rgb( 60,  70,  75); }
*[bgstone2]                 { background-color: rgb(120, 135, 145); }
              *[bgstone2w]  { background-color: rgb(125, 155, 170); }
*[bgstone3]                 { background-color: rgb(155, 175, 190); }
*[bgstone4],  *[bgstone3w]  { background-color: rgb(190, 205, 215); }
*[bgstone5]                 { background-color: rgb(205, 217, 225); }
*[bgstone4w], *[bgstone5w]  {
    background-color: rgb(205, 217, 225); }

*[bgsand1],   *[bgsand1w]   { background-color: rgb(115, 100,  90); }
*[bgsand2]                  { background-color: rgb(155, 150, 130); }
              *[bgsand2w]   { background-color: rgb(170, 170, 150); }
*[bgsand3]                  { background-color: rgb(185, 185, 165); }
*[bgsand4],   *[bgsand3w]   { background-color: rgb(215, 215, 205); }
*[bgsand5]                  { background-color: rgb(225, 225, 215); }
*[bgsand4w],  *[bgsand5w]   {
    background-color: rgb(225, 225, 215); }

*[bgteal1],   *[bgteal1w]   { background-color: rgb(  0, 100, 110); }
*[bgteal2]                  { background-color: rgb( 15, 130, 135); }
*[bgteal3]                  { background-color: rgb( 50, 160, 160); }
              *[bgteal2w]   { background-color: rgb( 65, 170, 170); }
*[bgteal4]                  { background-color: rgb( 75, 185, 185); }
*[bgteal5]                  { background-color: rgb(165, 225, 225); }
*[bgteal3w], *[bgteal4w], *[bgteal5w] {
    background-color: rgb(165, 225, 225); }

*[bgyellow1]                { background-color: rgb(125,  45,  30); }
*[bgyellow2]                { background-color: rgb(200,  90,  30); }
*[bgyellow3], *[bgyellow1w] { background-color: rgb(235, 120,  10); }
*[bgyellow4], *[bgyellow2w] { background-color: rgb(255, 185,   0); }
*[bgyellow5]                { background-color: rgb(255, 225, 120); }
*[bgyellow3w], *[bgyellow4w], *[bgyellow5w] {
    background-color: rgb(255, 225, 120); }

*[bgred1]                   { background-color: rgb( 65,  20,  50); }
*[bgred2],    *[bgred1w]    { background-color: rgb(100,  25,  70); }
*[bgred3]                   { background-color: rgb(135,  30,  80); }
*[bgred4],    *[bgred2w]    { background-color: rgb(175,  35,  95); }
*[bgred5]                   { background-color: rgb(215, 105, 140); }
*[bgred3w], *[bgred4w], *[bgred5w] {
    background-color: rgb(215, 105, 140); }

*[bgblue1]                  { background-color: rgb(  0,  70, 105); }
*[bgblue2],   *[bgblue1w]   { background-color: rgb(  0,  95, 135); }
*[bgblue3]                  { background-color: rgb( 35, 135, 170); }
*[bgblue4]                  { background-color: rgb( 65, 170, 200); }
              *[bgblue2w]   { background-color: rgb( 80, 190, 215); }
*[bgblue5]                  { background-color: rgb(125, 210, 230); }
*[bgblue3w], *[bgblue4w], *[bgblue5w] {
    background-color: rgb(125, 210, 230); }

*[bggreen1]                 { background-color: rgb( 70,  95,  25); }
*[bggreen2],  *[bggreen1w]  { background-color: rgb(100, 125,  45); }
*[bggreen3]                 { background-color: rgb(135, 150,  40); }
*[bggreen4],  *[bggreen2w]  { background-color: rgb(170, 180,  20); }
*[bggreen5]                 { background-color: rgb(210, 215,  65); }
*[bggreen3w], *[bggreen4w], *[bggreen5w] {
    background-color: rgb(210, 215,  65); }

*[bgcoal]                   { background-color: rgb(  0,   0,   0); }
*[bgsnow]                   { background-color: rgb(255, 255, 255); }


/* ct*   for colored tile, named for the background color           */

*[ct_modest] { background-color: #AAAB;   border-color: #AAA;  color: #888; }
*[ct_snow]   { background-color: #FFFB;   border-color: #AAA;  color: #000; }
*[ctstone1]  { background-color: #3C464B; color: #FFF; }
*[ctstone2]  { background-color: #788791; color: #FFF; }
*[ctstone3]  { background-color: #9BAFBC; color: #FFF; }
*[ctstone4]  { background-color: #BECDD7; color: #000; }
*[ctstone5]  { background-color: #CDD9E1; color: #000; }
*[ctsand1]   { background-color: #73645A; color: #FFF; }
*[ctsand2]   { background-color: #9B9682; color: #FFF; }
*[ctsand3]   { background-color: #B9B9A5; color: #FFF; }
*[ctsand4]   { background-color: #D7D7CD; color: #000; }
*[ctsand5]   { background-color: #E1E1D7; color: #000; }
*[ctteal1]   { background-color: #00646E; color: #FFF; }
*[ctteal2]   { background-color: #0F8287; color: #FFF; }
*[ctteal3]   { background-color: #32A0A0; color: #FFF; }
*[ctteal4]   { background-color: #4BB9B9; color: #FFF; }
*[ctteal5]   { background-color: #A5D7D7; color: #000; }
*[ctyellow1] { background-color: #7D2D1E; color: #FFF; }
*[ctyellow2] { background-color: #C85A1E; color: #FFF; }
*[ctyellow3] { background-color: #EB780A; color: #FFF; }
*[ctyellow4] { background-color: #FFB900; color: #FFF; }
*[ctyellow5] { background-color: #FFD778; color: #000; }
*[ctred1]    { background-color: #411432; color: #FFF; }
*[ctred2]    { background-color: #641946; color: #FFF; }
*[ctred3]    { background-color: #871E50; color: #FFF; }
*[ctred4]    { background-color: #AF235F; color: #FFF; }
*[ctred5]    { background-color: #D7698C; color: #000; }
*[ctblue1]   { background-color: #004669; color: #FFF; }
*[ctblue2]   { background-color: #005F87; color: #FFF; }
*[ctblue3]   { background-color: #2387AA; color: #FFF; }
*[ctblue4]   { background-color: #41AAC8; color: #FFF; }
*[ctblue5]   { background-color: #7BD2DE; color: #000; }
*[ctgreen1]  { background-color: #465F19; color: #FFF; }
*[ctgreen2]  { background-color: #647D2D; color: #FFF; }
*[ctgreen3]  { background-color: #879628; color: #FFF; }
*[ctgreen4]  { background-color: #AAB414; color: #FFF; }
*[ctgreen5]  { background-color: #D2D741; color: #000; }

*[ctstone1w]  { background-color: #3C464B; color: #FFF; }
*[ctstone2w],
*[ctstone3w]  { background-color: #879AAA; color: #FFF; }
*[ctstone4w],
*[ctstone5w]  { background-color: #BECDD7; color: #000; }
*[ctsand1w]   { background-color: #73645A; color: #FFF; }
*[ctsand2w],
*[ctsand3w]   { background-color: #AAAA96; color: #FFF; }
*[ctsand4w],
*[ctsand5w]   { background-color: #D7D7CD; color: #000; }
*[ctteal1w]   { background-color: #00646E; color: #FFF; }
*[ctteal2w],
*[ctteal3w],
*[ctteal4w],
*[ctteal5w]   { background-color: #41AAAA; color: #000; }
*[ctyellow1w] { background-color: #EB7A0A; color: #FFF; }
*[ctyellow2w],
*[ctyellow3w],
*[ctyellow4w],
*[ctyellow5w] { background-color: #FFB900; color: #000; }
*[ctred1w]    { background-color: #641946; color: #FFF; }
*[ctred2w],
*[ctred3w],
*[ctred4w],
*[ctred5w]    { background-color: #AF235F; color: #000; }
*[ctblue1w]   { background-color: #005F87; color: #FFF; }
*[ctblue2w],
*[ctblue3w],
*[ctblue4w],
*[ctblue5w]   { background-color: #50BED7; color: #000; }
*[ctgreen1w]  { background-color: #647D3C; color: #FFF; }
*[ctgreen2w],
*[ctgreen3w],
*[ctgreen4w],
*[ctgreen5w]  { background-color: #AAB414; color: #000; }


/* *    assumed fg for foreground color                            */

*[modest]                   { color: rgba(128, 128, 128, 1.00); }

*[stone1],    *[stone1w]    { color: rgb( 60,  70,  75); }
*[stone2]                   { color: rgb(120, 135, 145); }
              *[stone2w]    { color: rgb(125, 155, 170); }
*[stone3]                   { color: rgb(155, 175, 190); }
*[stone4],    *[stone3w]    { color: rgb(190, 205, 215); }
*[stone5]                   { color: rgb(205, 217, 225); }
*[stone4w],   *[stone5w]    {
    color: rgb(205, 217, 225); }

*[sand1],     *[sand1w]     { color: rgb(115, 100,  90); }
*[sand2]                    { color: rgb(155, 150, 130); }
              *[sand2w]     { color: rgb(170, 170, 150); }
*[sand3]                    { color: rgb(185, 185, 165); }
*[sand4],     *[sand3w]     { color: rgb(215, 215, 205); }
*[sand5]                    { color: rgb(225, 225, 215); }
*[sand4w],    *[sand5w]     {
    color: rgb(225, 225, 215); }

*[teal1],     *[teal1w]     { color: rgb(  0, 100, 110); }
*[teal2]                    { color: rgb( 15, 130, 135); }
*[teal3]                    { color: rgb( 50, 160, 160); }
              *[teal2w]     { color: rgb( 65, 170, 170); }
*[teal4]                    { color: rgb( 75, 185, 185); }
*[teal5]                    { color: rgb(165, 225, 225); }
*[teal3w], *[teal4w], *[teal5w] {
    color: rgb(165, 225, 225); }

*[yellow1]                  { color: rgb(125,  45,  30); }
*[yellow2]                  { color: rgb(200,  90,  30); }
*[yellow3],   *[yellow1w]   { color: rgb(235, 120,  10); }
*[yellow4],   *[yellow2w]   { color: rgb(255, 185,   0); }
*[yellow5]                  { color: rgb(255, 225, 120); }
*[yellow3w], *[yellow4w], *[yellow5w] {
    color: rgb(255, 225, 120); }

*[red1]                     { color: rgb( 65,  20,  50); }
*[red2],      *[red1w]      { color: rgb(100,  25,  70); }
*[red3]                     { color: rgb(135,  30,  80); }
*[red4],      *[red2w]      { color: rgb(175,  35,  95); }
*[red5]                     { color: rgb(215, 105, 140); }
*[red3w], *[red4w], *[red5w] {
    color: rgb(215, 105, 140); }

*[blue1]                    { color: rgb(  0,  70, 105); }
*[blue2],     *[blue1w]     { color: rgb(  0,  95, 135); }
*[blue3]                    { color: rgb( 35, 135, 170); }
*[blue4]                    { color: rgb( 65, 170, 200); }
              *[blue2w]     { color: rgb( 80, 190, 215); }
*[blue5]                    { color: rgb(125, 210, 230); }
*[blue3w], *[blue4w], *[blue5w] {
    color: rgb(125, 210, 230); }

*[green1]                   { color: rgb( 70,  95,  25); }
*[green2],    *[green1w]    { color: rgb(100, 125,  45); }
*[green3]                   { color: rgb(135, 150,  40); }
*[green4],    *[green2w]    { color: rgb(170, 180,  20); }
*[green5]                   { color: rgb(210, 215,  65); }
*[green3w],   *[green4w], *[green5w] {
    color: rgb(210, 215,  65); }

*[coal]                     { color: rgb(  0,   0,   0); }
*[snow]                     { color: rgb(255, 255, 255); }

*[aqua]                     { color: aqua; }
*[black]                    { color: black; }
*[blue]                     { color: blue; }
*[fuchsia]                  { color: fuchsia; }
*[gray]                     { color: gray; }
*[green]                    { color: green; }
*[lime]                     { color: lime; }
*[maroon]                   { color: maroon; }
*[navy]                     { color: navy; }
*[olive]                    { color: olive; }
*[orange]                   { color: orange; }
*[purple]                   { color: purple; }
*[red]                      { color: red; }
*[silver]                   { color: silver; }
*[teal]                     { color: teal; }
*[white]                    { color: white; }
*[yellow]                   { color: yellow; }


/* source .../kit/tcl-2019.css                                                */

:root {
    --tcl-blue: #039; --tcl-red: #C30; --tcl-yellow: #FF0;
    --tcl-logo-large: no-repeat 28.54cm 1.1cm / 4.0cm 6.20cm
                                url(../../kit/tcl_powered_logo.gif);
    --tcl-logo-small: no-repeat 29.54cm 1.1cm / 3.0cm 4.65cm var(--spmc-2);
    --blue-diagonals: repeating-linear-gradient(
        45deg, #DDC, #DDC 80px, #AFF 80px, #AFF 160px);
    --butter: repeating-linear-gradient(
        45deg, #FFC, #FFC 80px, #FF8 80px, #FF8 160px);
    --orange-you-amused: repeating-linear-gradient(
        45deg, #E94, #E94 90px, #FA5 90px, #FA5 180px);
    --orange-you-amused2: repeating-linear-gradient(
        45deg, #EEE, #EEE 30px, #FC6 30px, #FC6 180px);
    --grape: repeating-linear-gradient(
        45deg, #98B, #FFC 80px, #FF8 80px, #FF8 160px);
    --flutter-blue: no-repeat linear-gradient(
        to right,
        rgba(  0,   51,  153, 1.00)   0%,
        rgba(  0,   51,  153, 0.65)   7%,
        rgba(  0,   51,  153, 0.95)  50%,
        rgba(  0,   51,  153, 0.95)  55%,
        rgba(  0,   51,  153, 0.65)  73%,
        rgba(  0,   51,  153, 0.95)  83%,
        rgba(  0,   51,  153, 0.70) 100%);
    --flutter-red: no-repeat linear-gradient(
        to right,
        rgba(204,   51,    0, 1.00)   0%,
        rgba(204,   51,    0, 0.65)   7%,
        rgba(204,   51,    0, 0.95)  50%,
        rgba(204,   51,    0, 0.95)  55%,
        rgba(204,   51,    0, 0.65)  73%,
        rgba(204,   51,    0, 0.95)  83%,
        rgba(204,   51,    0, 0.70) 100%);
}

*[tclred1]   { background-color: rgba(204, 51, 0, 0.85); color: #FFF; }
body[silook^="tcl"] {
    font-family: "Lucinda Sans", LucindaSans, sans-serif;
}
body[silook^="tcl"] > div.sislide {
    --logo: var(--tcl-logo-small);
}
body[silook^="tcl"] > div.sislide[title],
body[silook^="tcl"] > div.sislide[divider] {
    background: var(--tcl-logo-large), radial-gradient(#FF0, #C30 150vw);
    background: var(--tcl-logo-large), radial-gradient(#FF0, #FFF  50vw);
}
body[silook^="tcl"] div[plaque] > div:first-child {
    background: var(--flutter-red);
    color: hsl(60, 100%, 100%);
}
body[silook^="tcl"] > div.sislide[divider] div[plaque] > div:first-child {
    background: var(--flutter-blue);
}

/* .../kit/emacs-tcl.css */

body[enabled*="5"] > div.sislide { outline: thin solid blue; outline-offset: -4.00cm; }
body[enabled*="6"] > div.sislide { outline: thin solid blue; outline-offset: -2.88cm; }
body[enabled*="7"] > div.sislide { outline: thin solid blue; outline-offset: -1.34cm; }
body[enabled*="8"] > div.sislide { outline: thin solid blue; outline-offset: -1.85cm; }
body[enabled*="9"] > div.sislide { outline: thin solid blue; outline-offset: -1.74cm; }
body[silook^="tcl"] > div.sislide {
    background:
    /* no-repeat 21.64cm 0.90cm / calc(0.9 * 6.0cm) calc(0.9 * 2.54cm) var(--spmc-0), */
    no-repeat 26.99cm 1.25cm / 3.0cm 3.0cm var(--spmc-3),
    no-repeat 29.54cm 1.10cm / calc(0.5 * 4.0cm) calc(0.5 * 6.20cm) var(--spmc-2);
}
body[silook] > div.sislide[no-logo] {
    background: none;
}
body[silook^="tcl"] > div.sislide[title],
body[silook^="tcl"] > div.sislide[divider] {
    background:
    no-repeat 24.00cm 1.25cm / 5.5cm 5.50cm var(--spmc-3),
    /* no-repeat 17.25cm 2.45cm / calc(1.25 * 6.0cm) calc(1.25 * 2.54cm) var(--spmc-0), */
    no-repeat 28.54cm 1.10cm / 4.0cm 6.20cm var(--spmc-2),
    /* radial-gradient(#FF0, #C30 150vw); */
    radial-gradient(#FF0, #FFF 50vw);
}

@keyframes badge {
    from {
        background:
        no-repeat calc(24.00cm -  8cm) calc(6cm + 1.25cm) / calc(1.5 * 5.5cm) calc(1.5 * 5.50cm) var(--spmc-3),
        /* no-repeat calc(17.25cm - 15cm) calc(0cm + 2.45cm) / calc(2 * 1.25 * 6.0cm) calc(2 * 1.25 * 2.54cm) var(--spmc-0), */
        no-repeat calc(28.54cm -  4cm) calc(4cm + 1.10cm) / calc(1.7 * 4.0cm) calc(1.7 * 6.20cm) var(--spmc-2),
        /* radial-gradient(#FF0, #C30 150vw); */
        radial-gradient(#FF0, #FFF 50vw);
    }
    to {
        background:
        no-repeat 24.00cm 1.25cm / 5.5cm 5.50cm var(--spmc-3),
        /* no-repeat 17.25cm 2.45cm / calc(1.25 * 6.0cm) calc(1.25 * 2.54cm) var(--spmc-0), */
        no-repeat 28.54cm 1.10cm / 4.0cm 6.20cm var(--spmc-2),
        /* radial-gradient(#FF0, #C30 150vw); */
        radial-gradient(#FF0, #FFF 50vw);
    }
}
body[silook^="tcl"] > div.sislide[title]:not([visited])::before {
    content: "";
    position: absolute; top: 0; bottom: 0; left: 0; right: 0; z-index: 1000;
    animation: badge 1s linear 1;
}


    a:hover { outline: invert thick; outline-offset: 1mm; text-decoration: underline; }
    *[point]:before { content: ''; border: 2pt solid #5ab4ac; }
    *[pointend]:before { xcontent: '\2006'; border: 1pt solid #5ab4ac; }
    *[pointmid]:before { xcontent: '\2006'; border: 2pt solid #5ab4ac; }
    *[region] { background-color: #d8b365; }
    *[backslash]:before { content: '\\'; }
    table.keymap2 tr td:nth-child(3n+1) {
        font-family: monospace; padding: 0; }
    table.keymap2 tr td:nth-child(3n+2) {
        font-family: monospace; padding: 0; }
    table.keymap2 tr td:nth-child(3n+2):not(:empty)::before {
        content: "\202f\279c\00A0"; padding: 0; }
    table.keymap2 tr td:nth-child(3n) {
        padding: 0 2ch 0 1ch; }
</style>
</head>
<body siall siborders siincrements sicomments silook='tcl'><div class=sislide id='(1)' no-logo si_original_id='audience'>
<h1>Read? Forward? Skip?</h1>
    <p epigraph asap style='margin-top: -3.5cm;'>The reader wants to know right away whether to read, route, or skip a report.<br/><q smaller>&mdash;&thinsp;<q n>James&thinsp;W.&thinsp;Souther</q></q></p>
    <h2 snuggle_up>Primary Audience</h2>
    <p>Tcl scripters who use Emacs</p>
    <h2>Secondary Audience</h2>
    <p>Slow typists and those who take pity on them</p>
</div><div class=sislide id='(2)' title si_original_id='title'>
<h1>Emacs Tcl Digraphs</h1>
    <div eyecatcher bignum bgsnow><span>PACKAGE</span> <span>3.4</span></div>
    <div eyecatcher bignum bgsnow><span>SLIDES</span> <span>2.7</span> <span></span></div>
    <div eyecatcher bignum bgsnow><span>EuroTcl</span> <span>2019</span> <span>June 2019</span></div>
    
    
    <div plaque><div><h1>Tcl Digraphs</h1><h2>Emacs<q stts>T;c;l</q>Minor Mode</h2></div><div><span>
        &copy; 2018 Michael Kaelbling</span><span>SODOCO Unrestricted</span></div></div>
</div><div class=sislide id='(3)' si_original_id='background'>
<h1>Use-Case</h1>
    <p>I am a slow typist</p>
    
    <p>I am generally slower with modifier keys:<br/>&nbsp;&nbsp;&nbsp; escape, alt, control, etc.</p>
    
    
    <p>I want help from my editor</p>
    
</div><div class=sislide id='(4)' si_original_id='approach'>
<h1><q green>E</q>diting <q green>MAC</q>ro<q green>S</q></h1>
    
    <p>Tailored for Tcl syntax</p>
    <ul smaller style='padding-left: 36pt;'>
        <li><q key>&quot;</q> <q o>string</q> <q key>&quot;</q></li>
        <li><q key ocr>&#91;</q> <q o>command</q> <q key ocr>&#93;</q></li>
        <li><q key ocr>&#123;</q> <q o>block</q> <q key ocr>&#125;</q></li>
        <li>etc.</li>
        
    </ul>
    <p>&hellip; making it easier to type code</p>
</div><div class=sislide id='(5)' si_original_id='keymap'>
<h1>Keymap tied to <q key>&#59;</q></h1>
    <p snuggle>The semicolon itself</p>
    <ul style='padding-left: 36pt;'>
        <li>is on the U.S. keyboard home-row</li>
        <li>
            is rarely used in Tcl scripts
            <ul>
                <li>a (deprecated) command separator</li>
                <li>or natural punctuation in strings and comments</li>
            </ul>
        </li>
    </ul>
</div><div class=sislide id='(6)' overlong asap si_original_id='refcard'>
<h1>Reference card <q key>;</q><q key>?</q></h1>
    <table class='keymap2' style='font-size: 24pt;'>
        <tr><td>;&#x240d;</td> <td>;&#x2424;</td> <td>semicolon newline</td> <td>;&#x241b;</td> <td>;<q pointend></q></td> <td>semicolon</td></tr>
        <tr><td>;&#x2420;</td> <td>;&#x2420;<q pointend></q></td> <td><a class='endon' href='#di-semispace'>semicolon space</a></td> <td>;,</td> <td><q tt>&#125; &#123;<q pointend></q></q></td> <td><a class='endon' href='#di-split'>split a block</a></td></tr>
        <tr><td>;/</td> <td>&hellip;&#92;&#x2424;<q pointend></q></td> <td><a class='endon' href='#di-splice'>add splice</a></td> <td>;;</td> <td>&#92;&#59;<q pointend></q></td> <td><a class='endon' href='#di-semicolon'>escaped semicolon</a></td></tr>
        <tr><td>;&#91;</td> <td>&#91;<q pointmid></q>&#93;</td> <td><a class='endon' href='#di-subcommand'>subcommand</a></td> <td>;&#93;</td> <td>&hellip;&#x00a0;&#91;<q pointmid></q>&#93;</td> <td>append subcommand</td></tr>
        
        <tr><td>;b</td> <td>&hellip; &#123;<q pointmid></q>&#125;</td> <td><a class='endon' href='#di-add-block'>append block</a></td> <td>;c</td> <td>&#91;<q pointmid></q>&#93;</td> <td><a class='endon' href='#di-subcommand'>subcommand</a></td></tr>
        
        
        
        <tr><td>;n</td> <td>!(<q pointmid></q>)</td> <td><a class='endon' href='#di-not-parens'>not-parens</a></td> <td>;o</td> <td>&#123; <q smaller style='font-family: initial; color: green;'>§</q> &#125;</td> <td><a class='endon' href='#di-open-block'>open-block</a></td></tr>
        <tr><td>;p</td> <td>(<q pointmid></q>)</td> <td><a class='endon' href='#di-parens'>paren</a></td> <td>;q</td> <td>&quot;<q pointmid></q>&quot;</td> <td><a class='endon' href='#di-quote'>quote</a></td></tr>
        <tr><td>;t</td> <td>&hellip; &#123; <q smaller style='font-family: initial; color: green;'>§</q> &#125;</td> <td><a class='endon' href='#di-then'>add <q>then</q>-block</a></td></tr>
        <tr><td>;u</td> <td>&#123;!&#91;<q pointmid></q>&#93;&#125;</td> <td><a class='endon' href='#di-until-command'><q>until</q>-condition</a></td> <td>;v</td> <td>&#123;<q pointmid></q>&#125;</td> <td><a class='endon' href='#di-curly-quote'>curly-quote</a></td></tr>
        <tr><td>;w</td> <td>&#123;&#91;<q pointmid></q>&#93;&#125;</td> <td><a class='endon' href='#di-while-command'><q>while</q>-condition</a></td> <td>;x</td> <td>{*}<q pointend></q></td> <td><a class='endon' href='#di-expand'>expander</a></td></tr>
        <tr><td>;&#123;</td> <td>&#123;<q pointmid></q>&#125;</td> <td><a class='endon' href='#di-curly-quote'>curly-quote</a></td> <td>;&#125;</td> <td>&hellip; &#123;<q pointmid></q>&#125;</td> <td><a class='endon' href='#di-add-block'>append block</a></td></tr>
    </table>
</div><div class=sislide id='(7)' overlong asap si_original_id='elisp'>
<h1>Emacs code</h1>
    <pre style='font-size: 20pt; padding-bottom: 1.4em;'>;;; tcl-digraphs.el --- Emacs Minor Mode for Tcl script files

;; Copyright (C) 2018 Michael Kaelbling, SIEMENS AG.

;; Author: Michael Kaelbling &lt;michael.kaelbling@siemens.com&gt;
;; Keywords: Tcl, Tcl/Tk, digraph, keyboard shortcut
;; Version: 3.4

;; This file is not part of GNU Emacs.

;; This program is free software; you can redistribute it and/or modify
;; it under the terms of the GNU General Public License as published by
;; the Free Software Foundation, either version 3 of the License, or
;; (at your option) any later version.

;; This program is distributed in the hope that it will be useful,
;; but WITHOUT ANY WARRANTY; without even the implied warranty of
;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
;; GNU General Public License for more details.

;; You should have received a copy of the GNU General Public License
;; along with GNU Emacs.  If not, see &lt;http://www.gnu.org/licenses/&gt;.
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;

;;; Code:

(defun tcl--insert (prefix suffix n)
  "Insert text before and after the active-region or point.

PREFIX is the text to precede the active-region or point.
SUFFIX is the text to follow the active-region or point.
N is the number of characters to back-up after inserting SUFFIX."
  (let ((beg (if (region-active-p) (region-beginning) (point)))
        (end (+ (if (region-active-p) (region-end) (point))
                (length prefix))))
    (when prefix (goto-char beg) (insert prefix))
    (when suffix (goto-char end) (insert suffix))
    (when n (backward-char n))))

(defun lambda-key (keymap key def)
  "Workaround `define-key' to provide documentation."
  (set 'sym (make-symbol (documentation def)))
  (fset sym def)
  (define-key keymap key sym))

(defconst tcl-digraph-prefixed-map
  (let ((map (make-sparse-keymap)))
    (lambda-key map "\r" '(lambda () "insert ; newline"
                            (interactive "*") (insert ";")
                            (newline)))
    (lambda-key map "\e" '(lambda () "insert ;"
                            (interactive "*") (insert ";")))
    (lambda-key map " " '(lambda () "insert ;␣"
                           (interactive "*") (insert "; ")))
    (lambda-key map "," '(lambda () "insert &#125; &#123;"
                           (interactive "*") (insert "&#125; &#123;")))
    (lambda-key map "/" '(lambda () "append splice"
                           (interactive "*")
                           (move-end-of-line 1)
                           (insert "\\") (newline)))
    (lambda-key map ";" '(lambda () "insert \\;"
                           (interactive "*") (insert "\\;")))
    (lambda-key map "[" '(lambda () "insert command-quote []"
                           (interactive "*")
                           (tcl--insert "[" "]" 1)))
    (lambda-key map "]" '(lambda () "append command-quote []"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "[]") (backward-char 1)))
    (lambda-key map "?" '(lambda () "describe minor mode"
                           (interactive)
                           (describe-minor-mode 'tcl-digraph-minor-mode)))
    (lambda-key map "a" '(lambda (P) "insert $args"
                           (interactive "*P")
                           (insert (if P "&#123;*&#125;$args" "$args"))))
    (lambda-key map "b" '(lambda () "append a block-quote &#123;&#125;"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "&#123;&#125;") (backward-char 1)))
    (lambda-key map "c" '(lambda () "insert subcommand-quote []"
                           (interactive "*")
                           (tcl--insert "[" "]" 1)))
    (lambda-key map "d" '(lambda () "insert $"
                           (interactive "*")
                           (insert "$")))
    (lambda-key map "e" '(lambda () "append 'else'-block &#123; § &#125;"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "else &#123;&#125;") (backward-char 1)
                           (newline) (tcl-indent-command)
                           (move-beginning-of-line 1)
                           (open-line 1) (tcl-indent-command)))
    (lambda-key map "f" '(lambda () "append 'elseif'-block &#123;&#125;"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "elseif &#123;&#125;") (backward-char 1)))
    (lambda-key map "h" '(lambda (P c) "insert HTML entity"
                           (interactive "*P\nc")
                           (cond
                            ((and (&gt;= c 0) (&lt; c 32))
                             (insert (format "[&amp;x24%02X]" c)))
                            ((= c 32) (insert (if P "[&amp;x2420]"
                                                "[&amp;nbsp]"))) ;␠SP
                            ((= c 34) (insert "[&amp;quot]"))
                            ((= c 38) (insert "[&amp;amp]"))
                            ((= c 39) (insert "[&amp;apos]"))
                            ((= c ?-) (insert "[&amp;shy]"))   ;soft-
                            ((= c ?&lt;) (insert "[&amp;lt]"))
                            ((= c ?&gt;) (insert "[&amp;gt]"))
                            ((= c ?B) (insert "[&amp;x2422]")) ;␢/b
                            ((= c ?b) (insert "[&amp;x2423]")) ;␣
                            ((= c ?h) (insert "[&amp;hellip]"))
                            ((= c ?n) (insert "[&amp;x2424]")) ;␤NL
                            ((= c ?p) (insert 182))        ;¶
                            ((= c ?s) (insert 167))        ;§
                            ((= c ?|) (insert 166))        ;¦
                            ((= c 127) (insert "[&amp;x2421]"));␡DEL
                            (t (insert (format "[&amp;%d]" c))))))
    (lambda-key map "n" '(lambda () "insert 'not-parens' !()"
                           (interactive "*")
                           (tcl--insert "!(" ")" 1)))
    (lambda-key map "o" '(lambda () "open &#123; § &#125;"
                           (interactive "*")
                           (insert "&#123;&#125;") (backward-char 1)
                           (newline) (tcl-indent-command)
                           (move-beginning-of-line 1)
                           (open-line 1) (tcl-indent-command)))
    (lambda-key map "p" '(lambda () "insert parentheses ()"
                           (interactive "*")
                           (tcl--insert "(" ")" 1)))
    (lambda-key map "q" '(lambda () "insert quotes \"\""
                           (interactive "*")
                           (tcl--insert "\"" "\"" 1)))
    (lambda-key map "s" '(lambda (P) "insert [set ]"
                           (interactive "*P")
                           (if P (insert "$")
                             (tcl--insert "[set " "]" 1))))
    (lambda-key map "t" '(lambda () "append 'then'-block &#123; § &#125;"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "&#123;&#125;") (backward-char 1)
                           (newline) (tcl-indent-command)
                           (move-beginning-of-line 1)
                           (open-line 1) (tcl-indent-command)))
    (lambda-key map "u" '(lambda (P) "insert 'until'-block ![] | &#123;![]&#125;"
                           (interactive "*P")
                           (if (and (looking-at-p "&#125;") (not P))
                               (tcl--insert "![" "]" 1)
                             (tcl--insert "&#123;![" "]&#125;" 2))))
    (lambda-key map "v" '(lambda () "insert curly-quote &#123;&#125;"
                           (interactive "*")
                           (tcl--insert "&#123;" "&#125;" 1)))
    (lambda-key map "w" '(lambda (P) "insert 'while'-block [] | &#123;[]&#125;"
                           (interactive "*P")
                           (if (and (looking-at-p "&#125;") (not P))
                               (tcl--insert "[" "]" 1)
                             (tcl--insert "&#123;[" "]&#125;" 2))))
    (lambda-key map "x" '(lambda (P) "insert &#123;*&#125; | &#123;*&#125;$args"
                           (interactive "*P")
                           (insert (if P "&#123;*&#125;$args" "&#123;*&#125;"))))
    (lambda-key map "&#123;" '(lambda () "insert block-quote []"
                           (interactive "*")
                           (tcl--insert "&#123;" "&#125;" 1)))
    (lambda-key map "&#125;" '(lambda () "append block-quote []"
                           (interactive "*")
                           (move-end-of-line 1) (just-one-space)
                           (insert "&#123;&#125;") (backward-char 1)))
    (lambda-key map "\d" '(lambda () "cancel digraph"
                            (interactive "*")
                            (message "digraph canceled")))
    map)
  "Keymap behind the `tcl-digraph-minor-mode' prefix key.")

(defconst tcl-digraph-minor-mode-map
  (let ((map (make-sparse-keymap)))
    (define-key map [59] tcl-digraph-prefixed-map)
    map)
  "Keymap for `tcl-digraph-minor-mode'.")

(put 'tcl-digraph-minor-mode :included t)

(define-minor-mode tcl-digraph-minor-mode
  "The `tcl-digraph-minor-mode'.
digraphs:
    ;RET    ; newline       - semicolon newline
    ;ESC    ;               - semicolon
    ;SPC    ;␣             - semicolon and space
    ;,      &#125; &#123;             - as in for &#123;...&#125; &#123;...&#125; &#123;...&#125;
    ;/      \\ newline       - splice [at end of line]
    ;;      \\ ;             - backslash semicolon
    ;?                      - describe Tcl digraph minor mode
    ;[      []              - command-quote region
    ;]      ... []          - command-quote at end of line
    ;a      $args           - args reference
    ;b      ... &#123;&#125;          - brace-quote at end of line
    ;c      []              - command region
    ;d      $               - insert dollar-sign | insert [set ]
    ;e      ... else &#123; § &#125;  - else-block at end of line
    ;f      ... elseif &#123;&#125;   - elseif-block at end of line
    ;h      &amp;...            - HTML character entity
    ;n      !()             - not-parenthesized region
    ;o      &#123; § &#125;           - open block-quote
    ;p      ()              - parenthesized region
    ;q      \"\"              - quoted region
    ;s      [set ]          - insert [set ...]
    ;t      ... &#123; § &#125;       - then-block at end of line
    ;u      &#123;![]&#125;           - until-condition region
    ;v      &#123;&#125;              - verbatim-quote region
    ;w      &#123;[]&#125;            - while-condition region
    ;x      &#123;*&#125;             - expand | expand $args
    ;&#123;      &#123;&#125;              - verbatim-quote region
    ;&#125;      ... &#123;&#125;          - verbatim-quote at end of line
    ;DEL                    - cancel digraph
"
  :lighter " T;c;l" :global nil :init-value nil
  :keymap tcl-digraph-minor-mode-map :version "3.4")

(provide 'tcl-digraphs)

;;; tcl-digraphs.el ends here
</pre>
</div><div class=sislide id='(8)' si_original_id='the-end'>
<h1>Take-Aways</h1>
    <h2 snuggle asap>Success!</h2>
    <ul>
        <li>digraph translations are convenient</li>
        
        <li>Emacs <a tt href='https://code.siemens.com/share-emacs/tcl-digraphs/blob/master/tcl-digraphs.el'>tcl-digraphs.el</a> minor mode<br/>with bonus: <a tt href='https://www.emacswiki.org/emacs/DocumentingKeyBindingToLambda'>lambda-key</a></li>
        
    </ul>
    <h2 snuggle asap>Adapt!</h2>
    <ul>
        <li>add your own editing macros</li>
        <li>customize for your keyboard</li>
    </ul>
</div></body>
</html>
