-
Notifications
You must be signed in to change notification settings - Fork 2
/
Copy pathlc-workshop.html
316 lines (293 loc) · 853 KB
/
lc-workshop.html
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
<?xml version="1.0" encoding="utf-8" ?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Strict//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-strict.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="pandoc" />
<meta name="author" content="Csaba Hruska" />
<title>Graphics programming with LambdaCube 3D</title>
<style type="text/css">code{white-space: pre;}</style>
<style type="text/css">
div.sourceCode { overflow-x: auto; }
table.sourceCode, tr.sourceCode, td.lineNumbers, td.sourceCode {
margin: 0; padding: 0; vertical-align: baseline; border: none; }
table.sourceCode { width: 100%; line-height: 100%; }
td.lineNumbers { text-align: right; padding-right: 4px; padding-left: 4px; color: #aaaaaa; border-right: 1px solid #aaaaaa; }
td.sourceCode { padding-left: 5px; }
code > span.kw { color: #007020; font-weight: bold; } /* Keyword */
code > span.dt { color: #902000; } /* DataType */
code > span.dv { color: #40a070; } /* DecVal */
code > span.bn { color: #40a070; } /* BaseN */
code > span.fl { color: #40a070; } /* Float */
code > span.ch { color: #4070a0; } /* Char */
code > span.st { color: #4070a0; } /* String */
code > span.co { color: #60a0b0; font-style: italic; } /* Comment */
code > span.ot { color: #007020; } /* Other */
code > span.al { color: #ff0000; font-weight: bold; } /* Alert */
code > span.fu { color: #06287e; } /* Function */
code > span.er { color: #ff0000; font-weight: bold; } /* Error */
code > span.wa { color: #60a0b0; font-weight: bold; font-style: italic; } /* Warning */
code > span.cn { color: #880000; } /* Constant */
code > span.sc { color: #4070a0; } /* SpecialChar */
code > span.vs { color: #4070a0; } /* VerbatimString */
code > span.ss { color: #bb6688; } /* SpecialString */
code > span.im { } /* Import */
code > span.va { color: #19177c; } /* Variable */
code > span.cf { color: #007020; font-weight: bold; } /* ControlFlow */
code > span.op { color: #666666; } /* Operator */
code > span.bu { } /* BuiltIn */
code > span.ex { } /* Extension */
code > span.pp { color: #bc7a00; } /* Preprocessor */
code > span.at { color: #7d9029; } /* Attribute */
code > span.do { color: #ba2121; font-style: italic; } /* Documentation */
code > span.an { color: #60a0b0; font-weight: bold; font-style: italic; } /* Annotation */
code > span.cv { color: #60a0b0; font-weight: bold; font-style: italic; } /* CommentVar */
code > span.in { color: #60a0b0; font-weight: bold; font-style: italic; } /* Information */
</style>
<link href="data:text/css;charset=utf-8,%0Abody%0A%7B%0Amargin%3A%200%200%200%200%3B%0Apadding%3A%200%200%200%200%3B%0Awidth%3A%20100%25%3B%0Aheight%3A%20100%25%3B%0Acolor%3A%20black%3B%0Abackground%2Dcolor%3A%20white%3B%0Afont%2Dfamily%3A%20%22Gill%20Sans%20MT%22%2C%20%22Gill%20Sans%22%2C%20GillSans%2C%20sans%2Dserif%3B%0Afont%2Dsize%3A%2014pt%3B%0A%7D%0Adiv%2Etoolbar%20%7B%0Aposition%3A%20fixed%3B%20z%2Dindex%3A%20200%3B%0Atop%3A%20auto%3B%20bottom%3A%200%3B%20left%3A%200%3B%20right%3A%200%3B%0Aheight%3A%201%2E2em%3B%20text%2Dalign%3A%20right%3B%0Apadding%2Dleft%3A%201em%3B%0Apadding%2Dright%3A%201em%3B%20font%2Dsize%3A%2060%25%3B%0Acolor%3A%20red%3B%0Abackground%2Dcolor%3A%20rgb%28240%2C240%2C240%29%3B%0Aborder%2Dtop%3A%20solid%201px%20rgb%28180%2C180%2C180%29%3B%0A%7D%0Adiv%2Etoolbar%20span%2Ecopyright%20%7B%0Acolor%3A%20black%3B%0Amargin%2Dleft%3A%200%2E5em%3B%0A%7D%0Adiv%2Einitial%5Fprompt%20%7B%0Aposition%3A%20absolute%3B%0Az%2Dindex%3A%201000%3B%0Abottom%3A%201%2E2em%3B%0Awidth%3A%20100%25%3B%0Abackground%2Dcolor%3A%20rgb%28200%2C200%2C200%29%3B%0Aopacity%3A%200%2E35%3B%0Abackground%2Dcolor%3A%20rgba%28200%2C200%2C200%2C%200%2E35%29%3B%0Acursor%3A%20pointer%3B%0A%7D%0Adiv%2Einitial%5Fprompt%20p%2Ehelp%20%7B%0Atext%2Dalign%3A%20center%3B%0A%7D%0Adiv%2Einitial%5Fprompt%20p%2Eclose%20%7B%0Atext%2Dalign%3A%20right%3B%0Afont%2Dstyle%3A%20italic%3B%0A%7D%0Adiv%2Eslidy%5Ftoc%20%7B%0Aposition%3A%20absolute%3B%0Az%2Dindex%3A%20300%3B%0Awidth%3A%2060%25%3B%0Amax%2Dwidth%3A%2030em%3B%0Aheight%3A%2030em%3B%0Aoverflow%3A%20auto%3B%0Atop%3A%20auto%3B%0Aright%3A%20auto%3B%0Aleft%3A%204em%3B%0Abottom%3A%204em%3B%0Apadding%3A%201em%3B%0Abackground%3A%20rgb%28240%2C240%2C240%29%3B%0Aborder%2Dstyle%3A%20solid%3B%0Aborder%2Dwidth%3A%202px%3B%0Afont%2Dsize%3A%2060%25%3B%0A%7D%0Adiv%2Eslidy%5Ftoc%20%2Etoc%5Fheading%20%7B%0Atext%2Dalign%3A%20center%3B%0Awidth%3A%20100%25%3B%0Amargin%3A%200%3B%0Amargin%2Dbottom%3A%201em%3B%0Aborder%2Dbottom%2Dstyle%3A%20solid%3B%0Aborder%2Dbottom%2Dcolor%3A%20rgb%28180%2C180%2C180%29%3B%0Aborder%2Dbottom%2Dwidth%3A%201px%3B%0A%7D%0Adiv%2Eslide%20%7B%0Az%2Dindex%3A%2020%3B%0Amargin%3A%200%200%200%200%3B%0Apadding%2Dtop%3A%200%3B%0Apadding%2Dbottom%3A%200%3B%0Apadding%2Dleft%3A%2020px%3B%0Apadding%2Dright%3A%2020px%3B%0Aborder%2Dwidth%3A%200%3B%0Aclear%3A%20both%3B%0Atop%3A%200%3B%0Abottom%3A%200%3B%0Aleft%3A%200%3B%0Aright%3A%200%3B%0Aline%2Dheight%3A%20120%25%3B%0Abackground%2Dcolor%3A%20transparent%3B%0A%7D%0Adiv%2Ebackground%20%7B%0Adisplay%3A%20none%3B%0A%7D%0Adiv%2Ehandout%20%7B%0Amargin%2Dleft%3A%2020px%3B%0Amargin%2Dright%3A%2020px%3B%0A%7D%0Adiv%2Eslide%2Etitlepage%20%7B%0Atext%2Dalign%3A%20center%3B%0A%7D%0Adiv%2Eslide%2Etitlepage%20h1%20%7B%0Apadding%2Dtop%3A%2010%25%3B%0Amargin%2Dright%3A%200%3B%0A%7D%0Adiv%2Eslide%20h1%20%7B%0Apadding%2Dleft%3A%200%3B%0Apadding%2Dright%3A%2020pt%3B%0Apadding%2Dtop%3A%204pt%3B%0Apadding%2Dbottom%3A%204pt%3B%0Amargin%2Dtop%3A%200%3B%0Amargin%2Dleft%3A%200%3B%0Amargin%2Dright%3A%2060pt%3B%0Amargin%2Dbottom%3A%200%2E5em%3B%0Adisplay%3A%20block%3B%20font%2Dsize%3A%20160%25%3B%0Aline%2Dheight%3A%201%2E2em%3B%0Abackground%3A%20transparent%3B%0A%7D%0A%40media%20screen%20and%20%28max%2Ddevice%2Dwidth%3A%201024px%29%0A%7B%0Adiv%2Eslide%20%7B%20font%2Dsize%3A%20100%25%3B%20%7D%0A%7D%0A%40media%20screen%20and%20%28max%2Ddevice%2Dwidth%3A%20800px%29%0A%7B%0Adiv%2Eslide%20%7B%20font%2Dsize%3A%20200%25%3B%20%7D%0Adiv%2Eslidy%5Ftoc%20%7B%0Atop%3A%201em%3B%0Aleft%3A%201em%3B%0Aright%3A%20auto%3B%0Awidth%3A%2080%25%3B%0Afont%2Dsize%3A%20180%25%3B%0A%7D%0A%7D%0Adiv%2Etoc%2Dheading%20%7B%0Awidth%3A%20100%25%3B%0Aborder%2Dbottom%3A%20solid%201px%20rgb%28180%2C180%2C180%29%3B%0Amargin%2Dbottom%3A%201em%3B%0Atext%2Dalign%3A%20center%3B%0A%7D%0Aimg%20%7B%0Aimage%2Drendering%3A%20optimize%2Dquality%3B%0A%7D%0Apre%20%7B%0Afont%2Dsize%3A%2080%25%3B%0Afont%2Dweight%3A%20bold%3B%0Aline%2Dheight%3A%20120%25%3B%0Apadding%2Dtop%3A%200%2E2em%3B%0Apadding%2Dbottom%3A%200%2E2em%3B%0Apadding%2Dleft%3A%201em%3B%0Apadding%2Dright%3A%201em%3B%0Aborder%2Dstyle%3A%20solid%3B%0Aborder%2Dleft%2Dwidth%3A%201em%3B%0Aborder%2Dtop%2Dwidth%3A%20thin%3B%0Aborder%2Dright%2Dwidth%3A%20thin%3B%0Aborder%2Dbottom%2Dwidth%3A%20thin%3B%0Aborder%2Dcolor%3A%20%2395ABD0%3B%0Acolor%3A%20%2300428C%3B%0Abackground%2Dcolor%3A%20%23E4E5E7%3B%0A%7D%0Ali%20pre%20%7B%20margin%2Dleft%3A%200%3B%20%7D%0Ablockquote%20%7B%20font%2Dstyle%3A%20italic%20%7D%0Aimg%20%7B%20background%2Dcolor%3A%20transparent%20%7D%0Ap%2Ecopyright%20%7B%20font%2Dsize%3A%20smaller%20%7D%0A%2Ecenter%20%7B%20text%2Dalign%3A%20center%20%7D%0A%2Efootnote%20%7B%20font%2Dsize%3A%20smaller%3B%20margin%2Dleft%3A%202em%3B%20%7D%0Aa%20img%20%7B%20border%2Dwidth%3A%200%3B%20border%2Dstyle%3A%20none%20%7D%0Aa%3Avisited%20%7B%20color%3A%20navy%20%7D%0Aa%3Alink%20%7B%20color%3A%20navy%20%7D%0Aa%3Ahover%20%7B%20color%3A%20red%3B%20text%2Ddecoration%3A%20underline%20%7D%0Aa%3Aactive%20%7B%20color%3A%20red%3B%20text%2Ddecoration%3A%20underline%20%7D%0Aa%20%7Btext%2Ddecoration%3A%20none%7D%0A%2Etoolbar%20a%3Alink%20%7Bcolor%3A%20blue%7D%0A%2Etoolbar%20a%3Avisited%20%7Bcolor%3A%20blue%7D%0A%2Etoolbar%20a%3Aactive%20%7Bcolor%3A%20red%7D%0A%2Etoolbar%20a%3Ahover%20%7Bcolor%3A%20red%7D%0Aul%20%7B%20list%2Dstyle%2Dtype%3A%20square%3B%20%7D%0Aul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20disc%3B%20%7D%0Aul%20ul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20circle%3B%20%7D%0Aul%20ul%20ul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20disc%3B%20%7D%0Ali%20%7B%20margin%2Dleft%3A%200%2E5em%3B%20margin%2Dtop%3A%200%2E5em%3B%20%7D%0Ali%20li%20%7B%20font%2Dsize%3A%2085%25%3B%20font%2Dstyle%3A%20italic%20%7D%0Ali%20li%20li%20%7B%20font%2Dsize%3A%2085%25%3B%20font%2Dstyle%3A%20normal%20%7D%0Adiv%20dt%0A%7B%0Amargin%2Dleft%3A%200%3B%0Amargin%2Dtop%3A%201em%3B%0Amargin%2Dbottom%3A%200%2E5em%3B%0Afont%2Dweight%3A%20bold%3B%0A%7D%0Adiv%20dd%0A%7B%0Amargin%2Dleft%3A%202em%3B%0Amargin%2Dbottom%3A%200%2E5em%3B%0A%7D%0Ap%2Cpre%2Cul%2Col%2Cblockquote%2Ch2%2Ch3%2Ch4%2Ch5%2Ch6%2Cdl%2Ctable%20%7B%0Amargin%2Dleft%3A%201em%3B%0Amargin%2Dright%3A%201em%3B%0A%7D%0Ap%2Esubhead%20%7B%20font%2Dweight%3A%20bold%3B%20margin%2Dtop%3A%202em%3B%20%7D%0A%2Esmaller%20%7B%20font%2Dsize%3A%20smaller%20%7D%0A%2Ebigger%20%7B%20font%2Dsize%3A%20130%25%20%7D%0Atd%2Cth%20%7B%20padding%3A%200%2E2em%20%7D%0Aul%20%7B%0Amargin%3A%200%2E5em%201%2E5em%200%2E5em%201%2E5em%3B%0Apadding%3A%200%3B%0A%7D%0Aol%20%7B%0Amargin%3A%200%2E5em%201%2E5em%200%2E5em%201%2E5em%3B%0Apadding%3A%200%3B%0A%7D%0Aul%20%7B%20list%2Dstyle%2Dtype%3A%20square%3B%20%7D%0Aul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20disc%3B%20%7D%0Aul%20ul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20circle%3B%20%7D%0Aul%20ul%20ul%20ul%20%7B%20list%2Dstyle%2Dtype%3A%20disc%3B%20%7D%0Aul%20li%20%7B%20list%2Dstyle%3A%20square%3B%0Amargin%3A%200%2E1em%200em%200%2E6em%200%3B%0Apadding%3A%200%200%200%200%3B%0Aline%2Dheight%3A%20140%25%3B%0A%7D%0Aol%20li%20%7B%20margin%3A%200%2E1em%200em%200%2E6em%201%2E5em%3B%0Apadding%3A%200%200%200%200px%3B%0Aline%2Dheight%3A%20140%25%3B%0Alist%2Dstyle%2Dtype%3A%20decimal%3B%0A%7D%0Ali%20ul%20li%20%7B%20font%2Dsize%3A%2085%25%3B%20font%2Dstyle%3A%20italic%3B%0Alist%2Dstyle%2Dtype%3A%20disc%3B%0Abackground%3A%20transparent%3B%0Apadding%3A%200%200%200%200%3B%0A%7D%0Ali%20li%20ul%20li%20%7B%20font%2Dsize%3A%2085%25%3B%20font%2Dstyle%3A%20normal%3B%0Alist%2Dstyle%2Dtype%3A%20circle%3B%0Abackground%3A%20transparent%3B%0Apadding%3A%200%200%200%200%3B%0A%7D%0Ali%20li%20li%20ul%20li%20%7B%0Alist%2Dstyle%2Dtype%3A%20disc%3B%0Abackground%3A%20transparent%3B%0Apadding%3A%200%200%200%200%3B%0A%7D%0Ali%20ol%20li%20%7B%0Alist%2Dstyle%2Dtype%3A%20decimal%3B%0A%7D%0Ali%20li%20ol%20li%20%7B%0Alist%2Dstyle%2Dtype%3A%20decimal%3B%0A%7D%0A%0Aol%2Eoutline%20li%3Ahover%20%7B%20cursor%3A%20pointer%20%7D%0Aol%2Eoutline%20li%2Enofold%3Ahover%20%7B%20cursor%3A%20default%20%7D%0Aul%2Eoutline%20li%3Ahover%20%7B%20cursor%3A%20pointer%20%7D%0Aul%2Eoutline%20li%2Enofold%3Ahover%20%7B%20cursor%3A%20default%20%7D%0Aol%2Eoutline%20%7B%20list%2Dstyle%3Adecimal%3B%20%7D%0Aol%2Eoutline%20ol%20%7B%20list%2Dstyle%2Dtype%3Alower%2Dalpha%20%7D%0Aol%2Eoutline%20li%2Enofold%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAIACAMzMzOvr%2FywAAAAACQAJAAACD4SPoRvG614Dctb4MEMcFAA7%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aol%2Eoutline%20li%2Eunfolded%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAMPD%2F8zMzOvr%2F%2F%2F%2F%2FywAAAAACQAJAAACEYyPoivG614LAlg7ZZbxoR8UADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aol%2Eoutline%20li%2Efolded%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAMPD%2F8zMzOvr%2F%2F%2F%2F%2FywAAAAACQAJAAACFIyPoiu2sJyCyoF7W3hxz850CFIAADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aol%2Eoutline%20li%2Eunfolded%3Ahover%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAAAAAAAA%2F8PD%2F%2F%2F%2F%2FywAAAAACQAJAAACEYSPoivG614DIlg7ZZbxoQ8UADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aol%2Eoutline%20li%2Efolded%3Ahover%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAAAAAAAA%2F8PD%2F%2F%2F%2F%2FywAAAAACQAJAAACFISPoiu2sZyCyoV7G3hxz850CFIAADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aul%2Eoutline%20li%2Enofold%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAIACAMzMzOvr%2FywAAAAACQAJAAACD4SPoRvG614Dctb4MEMcFAA7%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aul%2Eoutline%20li%2Eunfolded%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAMPD%2F8zMzOvr%2F%2F%2F%2F%2FywAAAAACQAJAAACEYyPoivG614LAlg7ZZbxoR8UADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aul%2Eoutline%20li%2Efolded%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAMPD%2F8zMzOvr%2F%2F%2F%2F%2FywAAAAACQAJAAACFIyPoiu2sJyCyoF7W3hxz850CFIAADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aul%2Eoutline%20li%2Eunfolded%3Ahover%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAAAAAAAA%2F8PD%2F%2F%2F%2F%2FywAAAAACQAJAAACEYSPoivG614DIlg7ZZbxoQ8UADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0Aul%2Eoutline%20li%2Efolded%3Ahover%20%7B%0Apadding%3A%200%200%200%2020px%3B%0Abackground%3A%20transparent%20url%28data%3Aimage%2Fgif%3B%20qs%3D0%2E5%3Bbase64%2CR0lGODdhCQAJAKEDAAAAAAAA%2F8PD%2F%2F%2F%2F%2FywAAAAACQAJAAACFISPoiu2sZyCyoV7G3hxz850CFIAADs%3D%29%20no%2Drepeat%200px%200%2E5em%3B%0A%7D%0A%0Aa%2Etitleslide%20%7B%20font%2Dweight%3A%20bold%3B%20font%2Dstyle%3A%20italic%20%7D%0A%0Aimg%2Ehidden%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0Adiv%2Einitial%5Fprompt%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0Adiv%2Eslide%20%7B%0Avisibility%3A%20visible%3B%0Aposition%3A%20inherit%3B%0A%7D%0Adiv%2Ehandout%20%7B%0Aborder%2Dtop%2Dstyle%3A%20solid%3B%0Aborder%2Dtop%2Dwidth%3A%20thin%3B%0Aborder%2Dtop%2Dcolor%3A%20black%3B%0A%7D%0A%40media%20screen%20%7B%0A%2Ehidden%20%7B%20display%3A%20none%3B%20visibility%3A%20visible%20%7D%0Adiv%2Eslide%2Ehidden%20%7B%20display%3A%20block%3B%20visibility%3A%20visible%20%7D%0Adiv%2Ehandout%2Ehidden%20%7B%20display%3A%20block%3B%20visibility%3A%20visible%20%7D%0Adiv%2Ebackground%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0Abody%2Esingle%5Fslide%20div%2Einitial%5Fprompt%20%7B%20display%3A%20block%3B%20visibility%3A%20visible%20%7D%0Abody%2Esingle%5Fslide%20div%2Ebackground%20%7B%20display%3A%20block%3B%20visibility%3A%20visible%20%7D%0Abody%2Esingle%5Fslide%20div%2Ebackground%2Ehidden%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0Abody%2Esingle%5Fslide%20%2Einvisible%20%7B%20visibility%3A%20hidden%20%7D%0Abody%2Esingle%5Fslide%20%2Ehidden%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0Abody%2Esingle%5Fslide%20div%2Eslide%20%7B%20position%3A%20absolute%20%7D%0Abody%2Esingle%5Fslide%20div%2Ehandout%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%20%7D%0A%7D%0A%40media%20print%20%7B%0A%2Ehidden%20%7B%20display%3A%20block%3B%20visibility%3A%20visible%20%7D%0Adiv%2Eslide%20pre%20%7B%20font%2Dsize%3A%2060%25%3B%20padding%2Dleft%3A%200%2E5em%3B%20%7D%0Adiv%2Etoolbar%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%3B%20%7D%0Adiv%2Eslidy%5Ftoc%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%3B%20%7D%0Adiv%2Ebackground%20%7B%20display%3A%20none%3B%20visibility%3A%20hidden%3B%20%7D%0Adiv%2Eslide%20%7B%20page%2Dbreak%2Dbefore%3A%20always%20%7D%0A%0Adiv%2Eslide%2Efirst%2Dslide%20%7B%20page%2Dbreak%2Dbefore%3A%20avoid%20%7D%0A%7D%0A" rel="stylesheet" type="text/css" media="screen, projection, print" />
<script src="data:text/javascript; charset=utf-8,%2F%2A%20slidy%2Ejs%0A%0A%20%20%20Copyright%20%28c%29%202005%2D2013%20W3C%20%28MIT%2C%20ERCIM%2C%20Keio%29%2C%20All%20Rights%20Reserved%2E%0A%20%20%20W3C%20liability%2C%20trademark%2C%20document%20use%20and%20software%20licensing%0A%20%20%20rules%20apply%2C%20see%3A%0A%0A%20%20%20http%3A%2F%2Fwww%2Ew3%2Eorg%2FConsortium%2FLegal%2Fcopyright%2Ddocuments%0A%20%20%20http%3A%2F%2Fwww%2Ew3%2Eorg%2FConsortium%2FLegal%2Fcopyright%2Dsoftware%0A%0A%20%20%20Defines%20single%20name%20%22w3c%5Fslidy%22%20in%20global%20namespace%0A%20%20%20Adds%20event%20handlers%20without%20trampling%20on%20any%20others%0A%2A%2F%0A%0A%2F%2F%20the%20slidy%20object%20implementation%0Avar%20w3c%5Fslidy%20%3D%20%7B%0A%20%20%2F%2F%20classify%20which%20kind%20of%20browser%20we%27re%20running%20under%0A%20%20ns%5Fpos%3A%20%28typeof%20window%2EpageYOffset%21%3D%27undefined%27%29%2C%0A%20%20khtml%3A%20%28%28navigator%2EuserAgent%29%2EindexOf%28%22KHTML%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%2C%0A%20%20opera%3A%20%28%28navigator%2EuserAgent%29%2EindexOf%28%22Opera%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%2C%0A%20%20ipad%3A%20%28%28navigator%2EuserAgent%29%2EindexOf%28%22iPad%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%2C%0A%20%20iphone%3A%20%28%28navigator%2EuserAgent%29%2EindexOf%28%22iPhone%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%2C%0A%20%20android%3A%20%28%28navigator%2EuserAgent%29%2EindexOf%28%22Android%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%2C%0A%20%20ie%3A%20%28typeof%20document%2Eall%20%21%3D%20%22undefined%22%20%26%26%20%21this%2Eopera%29%2C%0A%20%20ie6%3A%20%28%21this%2Ens%5Fpos%20%26%26%20navigator%2EuserAgent%2EindexOf%28%22MSIE%206%22%29%20%21%3D%20%2D1%29%2C%0A%20%20ie7%3A%20%28%21this%2Ens%5Fpos%20%26%26%20navigator%2EuserAgent%2EindexOf%28%22MSIE%207%22%29%20%21%3D%20%2D1%29%2C%0A%20%20ie8%3A%20%28%21this%2Ens%5Fpos%20%26%26%20navigator%2EuserAgent%2EindexOf%28%22MSIE%208%22%29%20%21%3D%20%2D1%29%2C%0A%20%20ie9%3A%20%28%21this%2Ens%5Fpos%20%26%26%20navigator%2EuserAgent%2EindexOf%28%22MSIE%209%22%29%20%21%3D%20%2D1%29%2C%0A%0A%20%20%2F%2F%20data%20for%20swipe%20and%20double%20tap%20detection%20on%20touch%20screens%0A%20%20last%5Ftap%3A%200%2C%0A%20%20prev%5Ftap%3A%200%2C%0A%20%20start%5Fx%3A%200%2C%0A%20%20start%5Fy%3A%200%2C%0A%20%20delta%5Fx%3A%200%2C%0A%20%20delta%5Fy%3A%200%2C%0A%0A%20%20%2F%2F%20are%20we%20running%20as%20XHTML%3F%20%28doesn%27t%20work%20on%20Opera%29%0A%20%20is%5Fxhtml%3A%20%2Fxml%2F%2Etest%28document%2EcontentType%29%2C%0A%0A%20%20slide%5Fnumber%3A%200%2C%20%2F%2F%20integer%20slide%20count%3A%200%2C%201%2C%202%2C%20%2E%2E%2E%0A%20%20slide%5Fnumber%5Felement%3A%20null%2C%20%2F%2F%20element%20containing%20slide%20number%0A%20%20slides%3A%20%5B%5D%2C%20%2F%2F%20set%20to%20array%20of%20slide%20div%27s%0A%20%20notes%3A%20%5B%5D%2C%20%2F%2F%20set%20to%20array%20of%20handout%20div%27s%0A%20%20backgrounds%3A%20%5B%5D%2C%20%2F%2F%20set%20to%20array%20of%20background%20div%27s%0A%20%20observers%3A%20%5B%5D%2C%20%2F%2F%20list%20of%20observer%20functions%0A%20%20toolbar%3A%20null%2C%20%2F%2F%20element%20containing%20toolbar%0A%20%20title%3A%20null%2C%20%2F%2F%20document%20title%0A%20%20last%5Fshown%3A%20null%2C%20%2F%2F%20last%20incrementally%20shown%20item%0A%20%20eos%3A%20null%2C%20%20%2F%2F%20span%20element%20for%20end%20of%20slide%20indicator%0A%20%20toc%3A%20null%2C%20%2F%2F%20table%20of%20contents%0A%20%20outline%3A%20null%2C%20%2F%2F%20outline%20element%20with%20the%20focus%0A%20%20selected%5Ftext%5Flen%3A%200%2C%20%2F%2F%20length%20of%20drag%20selection%20on%20document%0A%20%20view%5Fall%3A%200%2C%20%20%2F%2F%201%20to%20view%20all%20slides%20%2B%20handouts%0A%20%20want%5Ftoolbar%3A%20true%2C%20%20%2F%2F%20user%20preference%20to%20show%2Fhide%20toolbar%0A%20%20mouse%5Fclick%5Fenabled%3A%20true%2C%20%2F%2F%20enables%20left%20click%20for%20next%20slide%0A%20%20scroll%5Fhack%3A%200%2C%20%2F%2F%20IE%20work%20around%20for%20position%3A%20fixed%0A%20%20disable%5Fslide%5Fclick%3A%20false%2C%20%20%2F%2F%20used%20by%20clicked%20anchors%0A%0A%20%20lang%3A%20%22en%22%2C%20%2F%2F%20updated%20to%20language%20specified%20by%20html%20file%0A%0A%20%20help%5Fanchor%3A%20null%2C%20%2F%2F%20used%20for%20keyboard%20focus%20hack%20in%20showToolbar%28%29%0A%20%20help%5Fpage%3A%20%22http%3A%2F%2Fwww%2Ew3%2Eorg%2FTalks%2FTools%2FSlidy2%2Fhelp%2Fhelp%2Ehtml%22%2C%0A%20%20help%5Ftext%3A%20%22Navigate%20with%20mouse%20click%2C%20space%20bar%2C%20Cursor%20Left%2FRight%2C%20%22%20%2B%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%22or%20Pg%20Up%20and%20Pg%20Dn%2E%20Use%20S%20and%20B%20to%20change%20font%20size%2E%22%2C%0A%0A%20%20size%5Findex%3A%200%2C%0A%20%20size%5Fadjustment%3A%200%2C%0A%20%20sizes%3A%20%20new%20Array%28%2210pt%22%2C%20%2212pt%22%2C%20%2214pt%22%2C%20%2216pt%22%2C%20%2218pt%22%2C%20%2220pt%22%2C%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%2222pt%22%2C%20%2224pt%22%2C%20%2226pt%22%2C%20%2228pt%22%2C%20%2230pt%22%2C%20%2232pt%22%29%2C%0A%0A%20%20%2F%2F%20needed%20for%20efficient%20resizing%0A%20%20last%5Fwidth%3A%200%2C%0A%20%20last%5Fheight%3A%200%2C%0A%0A%0A%20%20%2F%2F%20Needed%20for%20cross%20browser%20support%20for%20relative%20width%2Fheight%20on%0A%20%20%2F%2F%20object%20elements%2E%20The%20work%20around%20is%20to%20save%20width%2Fheight%20attributes%0A%20%20%2F%2F%20and%20then%20to%20recompute%20absolute%20width%2Fheight%20dimensions%20on%20resizing%0A%20%20%20objects%3A%20%5B%5D%2C%0A%0A%20%20%2F%2F%20attach%20initialiation%20event%20handlers%0A%20%20set%5Fup%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20init%20%3D%20function%28%29%20%7B%20w3c%5Fslidy%2Einit%28%29%3B%20%7D%3B%0A%20%20%20%20if%20%28typeof%20window%2EaddEventListener%20%21%3D%20%22undefined%22%29%0A%20%20%20%20%20%20window%2EaddEventListener%28%22load%22%2C%20init%2C%20false%29%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20window%2EattachEvent%28%22onload%22%2C%20init%29%3B%0A%20%20%7D%2C%0A%0A%20%20hide%5Fslides%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28document%2Ebody%20%26%26%20%21w3c%5Fslidy%2Einitialized%29%0A%20%20%20%20%20%20document%2Ebody%2Estyle%2Evisibility%20%3D%20%22hidden%22%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20setTimeout%28w3c%5Fslidy%2Ehide%5Fslides%2C%2050%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20hack%20to%20persuade%20IE%20to%20compute%20correct%20document%20height%0A%20%20%2F%2F%20as%20needed%20for%20simulating%20fixed%20positioning%20of%20toolbar%0A%20%20ie%5Fhack%3A%20function%20%28%29%20%7B%0A%20%20%20%20window%2EresizeBy%280%2C%2D1%29%3B%0A%20%20%20%20window%2EresizeBy%280%2C%201%29%3B%0A%20%20%7D%2C%0A%0A%20%20init%3A%20function%20%28%29%20%7B%0A%20%20%20%20%2F%2Falert%28%22slidy%20starting%20test%2010%22%29%3B%0A%20%20%20%20document%2Ebody%2Estyle%2Evisibility%20%3D%20%22visible%22%3B%0A%20%20%20%20this%2Einit%5Flocalization%28%29%3B%0A%20%20%20%20this%2Eadd%5Ftoolbar%28%29%3B%0A%20%20%20%20this%2Ewrap%5Fimplicit%5Fslides%28%29%3B%0A%20%20%20%20this%2Ecollect%5Fslides%28%29%3B%0A%20%20%20%20this%2Ecollect%5Fnotes%28%29%3B%0A%20%20%20%20this%2Ecollect%5Fbackgrounds%28%29%3B%0A%20%20%20%20this%2Eobjects%20%3D%20document%2Ebody%2EgetElementsByTagName%28%22object%22%29%3B%0A%20%20%20%20this%2Epatch%5Fanchors%28%29%3B%0A%20%20%20%20this%2Eslide%5Fnumber%20%3D%20this%2Efind%5Fslide%5Fnumber%28location%2Ehref%29%3B%0A%20%20%20%20window%2Eoffscreenbuffering%20%3D%20true%3B%0A%20%20%20%20this%2Esize%5Fadjustment%20%3D%20this%2Efind%5Fsize%5Fadjust%28%29%3B%0A%20%20%20%20this%2Etime%5Fleft%20%3D%20this%2Efind%5Fduration%28%29%3B%0A%20%20%20%20this%2Ehide%5Fimage%5Ftoolbar%28%29%3B%20%20%2F%2F%20suppress%20IE%20image%20toolbar%20popup%0A%20%20%20%20this%2Einit%5Foutliner%28%29%3B%20%20%2F%2F%20activate%20fold%2Funfold%20support%0A%20%20%20%20this%2Etitle%20%3D%20document%2Etitle%3B%0A%20%20%20%20this%2Ekeyboardless%20%3D%20%28this%2Eipad%7C%7Cthis%2Eiphone%7C%7Cthis%2Eandroid%29%3B%0A%0A%20%20%20%20if%20%28this%2Ekeyboardless%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%0A%20%20%20%20%20%20this%2Ewant%5Ftoolbar%20%3D%200%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20%2F%2F%20work%20around%20for%20opera%20bug%0A%20%20%20%20this%2Eis%5Fxhtml%20%3D%20%28document%2Ebody%2EtagName%20%3D%3D%20%22BODY%22%20%3F%20false%20%3A%20true%29%3B%0A%0A%20%20%20%20if%20%28this%2Eslides%2Elength%20%3E%200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20slide%20%3D%20this%2Eslides%5Bthis%2Eslide%5Fnumber%5D%3B%0A%20%20%20%0A%20%20%20%20%20%20if%20%28this%2Eslide%5Fnumber%20%3E%200%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20this%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%20%20%20%20%20%20this%2Elast%5Fshown%20%3D%20this%2Eprevious%5Fincremental%5Fitem%28null%29%3B%0A%20%20%20%20%20%20%20%20this%2Eset%5Feos%5Fstatus%28true%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20this%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20%20%20%20%20this%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20this%2Eset%5Feos%5Fstatus%28%21this%2Enext%5Fincremental%5Fitem%28this%2Elast%5Fshown%29%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20this%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Fclass%28this%2Eslides%5B0%5D%2C%20%22first%2Dslide%22%29%3B%0A%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Etoc%20%3D%20this%2Etable%5Fof%5Fcontents%28%29%3B%0A%0A%20%20%20%20this%2Eadd%5Finitial%5Fprompt%28%29%3B%0A%0A%20%20%20%20%2F%2F%20bind%20event%20handlers%20without%20interfering%20with%20custom%20page%20scripts%0A%20%20%20%20%2F%2F%20Tap%20events%20behave%20too%20weirdly%20to%20support%20clicks%20reliably%20on%0A%20%20%20%20%2F%2F%20iPhone%20and%20iPad%2C%20so%20exclude%20these%20from%20click%20handler%0A%0A%20%20%20%20if%20%28%21this%2Ekeyboardless%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Eadd%5Flistener%28document%2Ebody%2C%20%22click%22%2C%20this%2Emouse%5Fbutton%5Fclick%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Flistener%28document%2Ebody%2C%20%22mousedown%22%2C%20this%2Emouse%5Fbutton%5Fdown%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Eadd%5Flistener%28document%2C%20%22keydown%22%2C%20this%2Ekey%5Fdown%29%3B%0A%20%20%20%20this%2Eadd%5Flistener%28document%2C%20%22keypress%22%2C%20this%2Ekey%5Fpress%29%3B%0A%20%20%20%20this%2Eadd%5Flistener%28window%2C%20%22resize%22%2C%20this%2Eresized%29%3B%0A%20%20%20%20this%2Eadd%5Flistener%28window%2C%20%22scroll%22%2C%20this%2Escrolled%29%3B%0A%20%20%20%20this%2Eadd%5Flistener%28window%2C%20%22unload%22%2C%20this%2Eunloaded%29%3B%0A%0A%20%20%20%20this%2Eadd%5Flistener%28document%2C%20%22gesturechange%22%2C%20function%20%28%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20return%20false%3B%0A%20%20%20%20%7D%29%3B%0A%0A%20%20%20%20this%2Eattach%5Ftouch%5Fhanders%28this%2Eslides%29%3B%0A%0A%20%20%20%20%2F%2F%20this%20seems%20to%20be%20a%20debugging%20hack%0A%20%20%20%20%2F%2Fif%20%28%21document%2Ebody%2Eonclick%29%0A%20%20%20%20%2F%2F%20%20document%2Ebody%2Eonclick%20%3D%20function%20%28%29%20%7B%20%7D%3B%0A%0A%20%20%20%20this%2Esingle%5Fslide%5Fview%28%29%3B%0A%0A%20%20%20%20%2F%2Fthis%2Eset%5Flocation%28%29%3B%0A%0A%20%20%20%20this%2Eresized%28%29%3B%0A%0A%20%20%20%20if%20%28this%2Eie7%29%0A%20%20%20%20%20%20setTimeout%28w3c%5Fslidy%2Eie%5Fhack%2C%20100%29%3B%0A%0A%20%20%20%20this%2Eshow%5Ftoolbar%28%29%3B%0A%0A%20%20%20%20%2F%2F%20for%20back%20button%20detection%0A%20%20%20%20setInterval%28function%20%28%29%20%7B%20w3c%5Fslidy%2Echeck%5Flocation%28%29%3B%20%7D%2C%20200%29%3B%0A%20%20%20%20w3c%5Fslidy%2Einitialized%20%3D%20true%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20create%20div%20element%20with%20links%20to%20each%20slide%0A%20%20table%5Fof%5Fcontents%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20toc%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20this%2Eadd%5Fclass%28toc%2C%20%22slidy%5Ftoc%20hidden%22%29%3B%0A%20%20%20%20%2F%2Ftoc%2EsetAttribute%28%22tabindex%22%2C%20%220%22%29%3B%0A%0A%20%20%20%20var%20heading%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20this%2Eadd%5Fclass%28heading%2C%20%22toc%2Dheading%22%29%3B%0A%20%20%20%20heading%2EinnerHTML%20%3D%20this%2Elocalize%28%22Table%20of%20Contents%22%29%3B%0A%0A%20%20%20%20toc%2EappendChild%28heading%29%3B%0A%20%20%20%20var%20previous%20%3D%20null%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Eslides%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20title%20%3D%20this%2Ehas%5Fclass%28this%2Eslides%5Bi%5D%2C%20%22title%22%29%3B%0A%20%20%20%20%20%20var%20num%20%3D%20document%2EcreateTextNode%28%28i%20%2B%201%29%20%2B%20%22%2E%20%22%29%3B%0A%0A%20%20%20%20%20%20toc%2EappendChild%28num%29%3B%0A%0A%20%20%20%20%20%20var%20a%20%3D%20this%2Ecreate%5Felement%28%22a%22%29%3B%0A%20%20%20%20%20%20a%2EsetAttribute%28%22href%22%2C%20%22%23%28%22%20%2B%20%28i%2B1%29%20%2B%20%22%29%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28title%29%0A%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28a%2C%20%22titleslide%22%29%3B%0A%0A%20%20%20%20%20%20var%20name%20%3D%20document%2EcreateTextNode%28this%2Eslide%5Fname%28i%29%29%3B%0A%20%20%20%20%20%20a%2EappendChild%28name%29%3B%0A%20%20%20%20%20%20a%2Eonclick%20%3D%20w3c%5Fslidy%2Etoc%5Fclick%3B%0A%20%20%20%20%20%20a%2Eonkeydown%20%3D%20w3c%5Fslidy%2Etoc%5Fkey%5Fdown%3B%0A%20%20%20%20%20%20a%2Eprevious%20%3D%20previous%3B%0A%0A%20%20%20%20%20%20if%20%28previous%29%0A%20%20%20%20%20%20%20%20previous%2Enext%20%3D%20a%3B%0A%0A%20%20%20%20%20%20toc%2EappendChild%28a%29%3B%0A%0A%20%20%20%20%20%20if%20%28i%20%3D%3D%200%29%0A%20%20%20%20%20%20%20%20toc%2Efirst%20%3D%20a%3B%0A%0A%20%20%20%20%20%20if%20%28i%20%3C%20this%2Eslides%2Elength%20%2D%201%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20var%20br%20%3D%20this%2Ecreate%5Felement%28%22br%22%29%3B%0A%20%20%20%20%20%20%20%20toc%2EappendChild%28br%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20previous%20%3D%20a%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20toc%2Efocus%20%3D%20function%20%28%29%20%7B%0A%20%20%20%20%20%20if%20%28this%2Efirst%29%0A%20%20%20%20%20%20%20%20this%2Efirst%2Efocus%28%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20toc%2Eonmouseup%20%3D%20w3c%5Fslidy%2Emouse%5Fbutton%5Fup%3B%0A%0A%20%20%20%20toc%2Eonclick%20%3D%20function%20%28e%29%20%7B%0A%20%20%20%20%20%20e%7C%7C%28e%3Dwindow%2Eevent%29%3B%0A%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eselected%5Ftext%5Flen%20%3C%3D%200%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28true%29%3B%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20%0A%20%20%20%20%20%20if%20%28e%2Ecancel%20%21%3D%20undefined%29%0A%20%20%20%20%20%20%20%20e%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20%0A%20%20%20%20%20%20if%20%28e%2EreturnValue%20%21%3D%20undefined%29%0A%20%20%20%20%20%20%20%20e%2EreturnValue%20%3D%20false%3B%0A%20%20%20%20%20%20%0A%20%20%20%20%20%20return%20false%3B%0A%20%20%20%20%7D%3B%0A%0A%20%20%20%20document%2Ebody%2EinsertBefore%28toc%2C%20document%2Ebody%2EfirstChild%29%3B%0A%20%20%20%20return%20toc%3B%0A%20%20%7D%2C%0A%0A%20%20is%5Fshown%5Ftoc%3A%20function%20%28%29%20%7B%0A%20%20%20%20return%20%21w3c%5Fslidy%2Ehas%5Fclass%28w3c%5Fslidy%2Etoc%2C%20%22hidden%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20show%5Ftable%5Fof%5Fcontents%3A%20function%20%28%29%20%7B%0A%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28w3c%5Fslidy%2Etoc%2C%20%22hidden%22%29%3B%0A%20%20%20%20var%20toc%20%3D%20w3c%5Fslidy%2Etoc%3B%0A%20%20%20%20toc%2Efocus%28%29%3B%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eie7%20%26%26%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%3D%200%29%0A%20%20%20%20%20%20setTimeout%28w3c%5Fslidy%2Eie%5Fhack%2C%20100%29%3B%0A%20%20%7D%2C%0A%0A%20%20hide%5Ftable%5Fof%5Fcontents%3A%20function%20%28focus%29%20%7B%0A%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28w3c%5Fslidy%2Etoc%2C%20%22hidden%22%29%3B%0A%0A%20%20%20%20if%20%28focus%20%26%26%20%21w3c%5Fslidy%2Eopera%20%26%26%0A%20%20%20%20%20%20%20%20%21w3c%5Fslidy%2Ehas%5Fclass%28w3c%5Fslidy%2Etoc%2C%20%22hidden%22%29%29%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Ffocus%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20toggle%5Ftable%5Fof%5Fcontents%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eis%5Fshown%5Ftoc%28%29%29%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28true%29%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Ftable%5Fof%5Fcontents%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20called%20on%20clicking%20toc%20entry%0A%20%20toc%5Fclick%3A%20function%20%28e%29%20%7B%0A%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20var%20target%20%3D%20w3c%5Fslidy%2Eget%5Ftarget%28e%29%3B%0A%0A%20%20%20%20if%20%28target%20%26%26%20target%2EnodeType%20%3D%3D%201%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20uri%20%3D%20target%2EgetAttribute%28%22href%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28uri%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2Falert%28%22going%20to%20%22%20%2B%20uri%29%3B%0A%20%20%20%20%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20w3c%5Fslidy%2Efind%5Fslide%5Fnumber%28uri%29%3B%0A%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28%21w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%2F%2Ftarget%2Efocus%28%29%3B%0A%0A%20%20%20%20%20%20%20%20try%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Eopera%29%0A%20%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Ffocus%28%29%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%20%20catch%20%28e%29%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28true%29%3B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eie7%29%20w3c%5Fslidy%2Eie%5Fhack%28%29%3B%0A%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28e%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20called%20onkeydown%20for%20toc%20entry%0A%20%20toc%5Fkey%5Fdown%3A%20function%20%28event%29%20%7B%0A%20%20%20%20var%20key%3B%0A%0A%20%20%20%20if%20%28%21event%29%0A%20%20%20%20%20%20var%20event%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20%2F%2F%20kludge%20around%20NS%2FIE%20differences%20%0A%20%20%20%20if%20%28window%2Eevent%29%0A%20%20%20%20%20%20key%20%3D%20window%2Eevent%2EkeyCode%3B%0A%20%20%20%20else%20if%20%28event%2Ewhich%29%0A%20%20%20%20%20%20key%20%3D%20event%2Ewhich%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20return%20true%3B%20%2F%2F%20Yikes%21%20unknown%20browser%0A%0A%20%20%20%20%2F%2F%20ignore%20event%20if%20key%20value%20is%20zero%0A%20%20%20%20%2F%2F%20as%20for%20alt%20on%20Opera%20and%20Konqueror%0A%20%20%20%20if%20%28%21key%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%2F%2F%20check%20for%20concurrent%20control%2Fcommand%2Falt%20key%0A%20%20%20%20%2F%2F%20but%20are%20these%20only%20present%20on%20mouse%20events%3F%0A%0A%20%20%20%20if%20%28event%2EctrlKey%20%7C%7C%20event%2EaltKey%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20if%20%28key%20%3D%3D%2013%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20uri%20%3D%20this%2EgetAttribute%28%22href%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28uri%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2Falert%28%22going%20to%20%22%20%2B%20uri%29%3B%0A%20%20%20%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20w3c%5Fslidy%2Efind%5Fslide%5Fnumber%28uri%29%3B%0A%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28%21w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%2F%2Ftarget%2Efocus%28%29%3B%0A%0A%20%20%20%20%20%20%20%20try%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Eopera%29%0A%20%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Ffocus%28%29%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%20%20catch%20%28e%29%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28true%29%3B%0A%0A%20%20%20%20%20%20if%20%28self%2Eie7%29%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Eie%5Fhack%28%29%3B%0A%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28key%20%3D%3D%2040%20%26%26%20this%2Enext%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Enext%2Efocus%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28key%20%3D%3D%2038%20%26%26%20this%2Eprevious%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Eprevious%2Efocus%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20true%3B%0A%20%20%7D%2C%0A%0A%20%20touchstart%3A%20function%20%28e%29%0A%20%20%7B%0A%20%20%20%20%2F%2F%20a%20double%20touch%20often%20starts%20with%20a%0A%20%20%20%20%2F%2F%20single%20touch%20due%20to%20fingers%20touching%0A%20%20%20%20%2F%2F%20down%20at%20slightly%20different%20times%0A%20%20%20%20%2F%2F%20thus%20avoid%20calling%20preventDefault%20here%0A%20%20%20%20this%2Eprev%5Ftap%20%3D%20this%2Elast%5Ftap%3B%0A%20%20%20%20this%2Elast%5Ftap%20%3D%20%28new%20Date%29%2EgetTime%28%29%3B%0A%0A%20%20%20%20var%20tap%5Fdelay%20%3D%20this%2Elast%5Ftap%20%2D%20this%2Eprev%5Ftap%3B%0A%0A%20%20%20%20if%20%28tap%5Fdelay%20%3C%3D%20200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2F%2F%20double%20tap%0A%20%20%20%20%7D%0A%0A%20%20%20%20var%20touch%20%3D%20e%2Etouches%5B0%5D%3B%0A%0A%20%20%20%20this%2EpageX%20%3D%20touch%2EpageX%3B%0A%20%20%20%20this%2EpageY%20%3D%20touch%2EpageY%3B%0A%20%20%20%20this%2EscreenX%20%3D%20touch%2EscreenX%3B%0A%20%20%20%20this%2EscreenY%20%3D%20touch%2EscreenY%3B%0A%20%20%20%20this%2EclientX%20%3D%20touch%2EclientX%3B%0A%20%20%20%20this%2EclientY%20%3D%20touch%2EclientY%3B%0A%0A%20%20%20%20this%2Edelta%5Fx%20%3D%20this%2Edelta%5Fy%20%3D%200%3B%0A%20%20%7D%2C%0A%0A%20%20touchmove%3A%20function%20%28e%29%0A%20%20%7B%0A%20%20%20%20%2F%2F%20override%20native%20gestures%20for%20single%20touch%0A%20%20%20%20if%20%28e%2Etouches%2Elength%20%3E%201%29%0A%20%20%20%20%20%20return%3B%0A%0A%20%20%20%20e%2EpreventDefault%28%29%3B%0A%20%20%20%20var%20touch%20%3D%20e%2Etouches%5B0%5D%3B%0A%20%20%20%20this%2Edelta%5Fx%20%3D%20touch%2EpageX%20%2D%20this%2EpageX%3B%0A%20%20%20%20this%2Edelta%5Fy%20%3D%20touch%2EpageY%20%2D%20this%2EpageY%3B%0A%20%20%7D%2C%0A%0A%20%20touchend%3A%20function%20%28e%29%0A%20%20%7B%0A%20%20%20%20%2F%2F%20default%20behavior%20for%20multi%2Dtouch%0A%20%20%20%20if%20%28e%2Etouches%2Elength%20%3E%201%29%0A%20%20%20%20%20%20return%3B%0A%0A%20%20%20%20var%20delay%20%3D%20%28new%20Date%29%2EgetTime%28%29%20%2D%20this%2Elast%5Ftap%3B%0A%20%20%20%20var%20dx%20%3D%20this%2Edelta%5Fx%3B%0A%20%20%20%20var%20dy%20%3D%20this%2Edelta%5Fy%3B%0A%20%20%20%20var%20abs%5Fdx%20%3D%20Math%2Eabs%28dx%29%3B%0A%20%20%20%20var%20abs%5Fdy%20%3D%20Math%2Eabs%28dy%29%3B%0A%0A%20%20%20%20if%20%28delay%20%3C%20500%20%26%26%20%28abs%5Fdx%20%3E%20100%20%7C%7C%20abs%5Fdy%20%3E%20100%29%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28abs%5Fdx%20%3E%200%2E5%20%2A%20abs%5Fdy%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20e%2EpreventDefault%28%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28dx%20%3C%200%29%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Enext%5Fslide%28true%29%3B%0A%20%20%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eprevious%5Fslide%28true%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%20if%20%28abs%5Fdy%20%3E%202%20%2A%20abs%5Fdx%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20e%2EpreventDefault%28%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etoggle%5Ftable%5Fof%5Fcontents%28%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20OBSOLETE%20%23%23%23%0A%20%20before%5Fprint%3A%20function%20%28%29%20%7B%0A%20%20%20%20this%2Eshow%5Fall%5Fslides%28%29%3B%0A%20%20%20%20this%2Ehide%5Ftoolbar%28%29%3B%0A%20%20%20%20alert%28%22before%20print%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20OBSOLETE%20%23%23%23%0A%20%20after%5Fprint%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28%21this%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Esingle%5Fslide%5Fview%28%29%3B%0A%20%20%20%20%20%20this%2Eshow%5Ftoolbar%28%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20alert%28%22after%20print%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20OBSOLETE%20%23%23%23%0A%20%20print%5Fslides%3A%20function%20%28%29%20%7B%0A%20%20%20%20this%2Ebefore%5Fprint%28%29%3B%0A%20%20%20%20window%2Eprint%28%29%3B%0A%20%20%20%20this%2Eafter%5Fprint%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20OBSOLETE%20%3F%3F%20%23%23%23%0A%20%20toggle%5Fview%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28this%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Esingle%5Fslide%5Fview%28%29%3B%0A%20%20%20%20%20%20this%2Eshow%5Ftoolbar%28%29%3B%0A%20%20%20%20%20%20this%2Eview%5Fall%20%3D%200%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Eshow%5Fall%5Fslides%28%29%3B%0A%20%20%20%20%20%20this%2Ehide%5Ftoolbar%28%29%3B%0A%20%20%20%20%20%20this%2Eview%5Fall%20%3D%201%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20prepare%20for%20printing%20%20%23%23%23%20OBSOLETE%20%23%23%23%0A%20%20show%5Fall%5Fslides%3A%20function%20%28%29%20%7B%0A%20%20%20%20this%2Eremove%5Fclass%28document%2Ebody%2C%20%22single%5Fslide%22%29%3B%0A%20%20%20%20this%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20restore%20after%20printing%20%20%23%23%23%20OBSOLETE%20%23%23%23%0A%20%20single%5Fslide%5Fview%3A%20function%20%28%29%20%7B%0A%20%20%20%20this%2Eadd%5Fclass%28document%2Ebody%2C%20%22single%5Fslide%22%29%3B%0A%20%20%20%20this%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%20%20this%2Elast%5Fshown%20%3D%20this%2Eprevious%5Fincremental%5Fitem%28null%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20suppress%20IE%27s%20image%20toolbar%20pop%20up%0A%20%20hide%5Fimage%5Ftoolbar%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28%21this%2Ens%5Fpos%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20images%20%3D%20document%2EgetElementsByTagName%28%22IMG%22%29%3B%0A%0A%20%20%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20images%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%20%20%20%20images%5Bi%5D%2EsetAttribute%28%22galleryimg%22%2C%20%22no%22%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20unloaded%3A%20function%20%28e%29%20%7B%0A%20%20%20%20%2F%2Falert%28%22unloaded%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20Safari%20and%20Konqueror%20don%27t%20yet%20support%20getComputedStyle%28%29%0A%20%20%2F%2F%20and%20they%20always%20reload%20page%20when%20location%2Ehref%20is%20updated%0A%20%20is%5FKHTML%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20agent%20%3D%20navigator%2EuserAgent%3B%0A%20%20%20%20return%20%28agent%2EindexOf%28%22KHTML%22%29%20%3E%3D%200%20%3F%20true%20%3A%20false%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20find%20slide%20name%20from%20first%20h1%20element%0A%20%20%2F%2F%20default%20to%20document%20title%20%2B%20slide%20number%0A%20%20slide%5Fname%3A%20function%20%28index%29%20%7B%0A%20%20%20%20var%20name%20%3D%20null%3B%0A%20%20%20%20var%20slide%20%3D%20this%2Eslides%5Bindex%5D%3B%0A%0A%20%20%20%20var%20heading%20%3D%20this%2Efind%5Fheading%28slide%29%3B%0A%0A%20%20%20%20if%20%28heading%29%0A%20%20%20%20%20%20name%20%3D%20this%2Eextract%5Ftext%28heading%29%3B%0A%0A%20%20%20%20if%20%28%21name%29%0A%20%20%20%20%20%20name%20%3D%20this%2Etitle%20%2B%20%22%28%22%20%2B%20%28index%20%2B%201%29%20%2B%20%22%29%22%3B%0A%0A%20%20%20%20name%2Ereplace%28%2F%5C%26%2Fg%2C%20%22%26amp%3B%22%29%3B%0A%20%20%20%20name%2Ereplace%28%2F%5C%3C%2Fg%2C%20%22%26lt%3B%22%29%3B%0A%20%20%20%20name%2Ereplace%28%2F%5C%3E%2Fg%2C%20%22%26gt%3B%22%29%3B%0A%0A%20%20%20%20return%20name%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20find%20first%20h1%20element%20in%20DOM%20tree%0A%20%20find%5Fheading%3A%20function%20%28node%29%20%7B%0A%20%20%20%20if%20%28%21node%20%7C%7C%20node%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20return%20null%3B%0A%0A%20%20%20%20if%20%28node%2EnodeName%20%3D%3D%20%22H1%22%20%7C%7C%20node%2EnodeName%20%3D%3D%20%22h1%22%29%0A%20%20%20%20%20%20return%20node%3B%0A%0A%20%20%20%20var%20child%20%3D%20node%2EfirstChild%3B%0A%0A%20%20%20%20while%20%28child%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20this%2Efind%5Fheading%28child%29%3B%0A%0A%20%20%20%20%20%20if%20%28node%29%0A%20%20%20%20%20%20%20%20return%20node%3B%0A%0A%20%20%20%20%20%20child%20%3D%20child%2EnextSibling%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20null%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20recursively%20extract%20text%20from%20DOM%20tree%0A%20%20extract%5Ftext%3A%20function%20%28node%29%20%7B%0A%20%20%20%20if%20%28%21node%29%0A%20%20%20%20%20%20return%20%22%22%3B%0A%0A%20%20%20%20%2F%2F%20text%20nodes%0A%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%203%29%0A%20%20%20%20%20%20return%20node%2EnodeValue%3B%0A%0A%20%20%20%20%2F%2F%20elements%0A%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20node%2EfirstChild%3B%0A%20%20%20%20%20%20var%20text%20%3D%20%22%22%3B%0A%0A%20%20%20%20%20%20while%20%28node%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20text%20%3D%20text%20%2B%20this%2Eextract%5Ftext%28node%29%3B%0A%20%20%20%20%20%20%20%20node%20%3D%20node%2EnextSibling%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20return%20text%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20%22%22%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20find%20copyright%20text%20from%20meta%20element%0A%20%20find%5Fcopyright%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20name%2C%20content%3B%0A%20%20%20%20var%20meta%20%3D%20document%2EgetElementsByTagName%28%22meta%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20meta%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20name%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22name%22%29%3B%0A%20%20%20%20%20%20content%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22content%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28name%20%3D%3D%20%22copyright%22%29%0A%20%20%20%20%20%20%20%20return%20content%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20null%3B%0A%20%20%7D%2C%0A%0A%20%20find%5Fsize%5Fadjust%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20name%2C%20content%2C%20offset%3B%0A%20%20%20%20var%20meta%20%3D%20document%2EgetElementsByTagName%28%22meta%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20meta%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20name%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22name%22%29%3B%0A%20%20%20%20%20%20content%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22content%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28name%20%3D%3D%20%22font%2Dsize%2Dadjustment%22%29%0A%20%20%20%20%20%20%20%20return%201%20%2A%20content%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%201%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%3Cmeta%20name%3D%22duration%22%20content%3D%2220%22%20%2F%3E%20%20for%2020%20minutes%0A%20%20find%5Fduration%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20name%2C%20content%2C%20offset%3B%0A%20%20%20%20var%20meta%20%3D%20document%2EgetElementsByTagName%28%22meta%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20meta%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20name%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22name%22%29%3B%0A%20%20%20%20%20%20content%20%3D%20meta%5Bi%5D%2EgetAttribute%28%22content%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28name%20%3D%3D%20%22duration%22%29%0A%20%20%20%20%20%20%20%20return%2060000%20%2A%20content%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20null%3B%0A%20%20%7D%2C%0A%0A%20%20replace%5Fby%5Fnon%5Fbreaking%5Fspace%3A%20function%20%28str%29%20%7B%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20str%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%20%20str%5Bi%5D%20%3D%20160%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20CHECK%20ME%20%23%23%23%20is%20use%20of%20%22li%22%20okay%20for%20text%2Fhtml%3F%0A%20%20%2F%2F%20for%20XHTML%20do%20we%20also%20need%20to%20specify%20namespace%3F%0A%20%20init%5Foutliner%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20items%20%3D%20document%2EgetElementsByTagName%28%22li%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20items%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20target%20%3D%20items%5Bi%5D%3B%0A%0A%20%20%20%20%20%20if%20%28%21this%2Ehas%5Fclass%28target%2EparentNode%2C%20%22outline%22%29%29%0A%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20target%2Eonclick%20%3D%20this%2Eoutline%5Fclick%3B%0A%2F%2A%20%23%23%23%20more%20work%20needed%20for%20IE6%0A%20%20%20%20%20%20if%20%28%21this%2Ens%5Fpos%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20target%2Eonmouseover%20%3D%20this%2Ehover%5Foutline%3B%0A%20%20%20%20%20%20%20%20target%2Eonmouseout%20%3D%20this%2Eunhover%5Foutline%3B%0A%20%20%20%20%20%20%7D%0A%2A%2F%0A%20%20%20%20%20%20if%20%28this%2Efoldable%28target%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20target%2Efoldable%20%3D%20true%3B%0A%20%20%20%20%20%20%20%20target%2Eonfocus%20%3D%20function%20%28%29%20%7Bw3c%5Fslidy%2Eoutline%20%3D%20this%3B%7D%3B%0A%20%20%20%20%20%20%20%20target%2Eonblur%20%3D%20function%20%28%29%20%7Bw3c%5Fslidy%2Eoutline%20%3D%20null%3B%7D%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28%21target%2EgetAttribute%28%22tabindex%22%29%29%0A%20%20%20%20%20%20%20%20%20%20target%2EsetAttribute%28%22tabindex%22%2C%20%220%22%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28target%2C%20%22expand%22%29%29%0A%20%20%20%20%20%20%20%20%20%20this%2Eunfold%28target%29%3B%0A%20%20%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20%20%20this%2Efold%28target%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28target%2C%20%22nofold%22%29%3B%0A%20%20%20%20%20%20%20%20target%2Evisible%20%3D%20true%3B%0A%20%20%20%20%20%20%20%20target%2Efoldable%20%3D%20false%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20foldable%3A%20function%20%28item%29%20%7B%0A%20%20%20%20if%20%28%21item%20%7C%7C%20item%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20return%20false%3B%0A%0A%20%20%20%20var%20node%20%3D%20item%2EfirstChild%3B%0A%0A%20%20%20%20while%20%28node%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%20%26%26%20this%2Eis%5Fblock%28node%29%29%0A%20%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%20%20node%20%3D%20node%2EnextSibling%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20CHECK%20ME%20%23%23%23%20switch%20to%20add%2Fremove%20%22hidden%22%20class%0A%20%20fold%3A%20function%20%28item%29%20%7B%0A%20%20%20%20if%20%28item%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Eremove%5Fclass%28item%2C%20%22unfolded%22%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Fclass%28item%2C%20%22folded%22%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20var%20node%20%3D%20item%20%3F%20item%2EfirstChild%20%3A%20null%3B%0A%0A%20%20%20%20while%20%28node%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%20%26%26%20this%2Eis%5Fblock%28node%29%29%20%2F%2F%20element%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28node%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20node%20%3D%20node%2EnextSibling%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20item%2Evisible%20%3D%20false%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20CHECK%20ME%20%23%23%23%20switch%20to%20add%2Fremove%20%22hidden%22%20class%0A%20%20unfold%3A%20function%20%28item%29%20%7B%0A%20%20%20%20if%20%28item%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20this%2Eadd%5Fclass%28item%2C%20%22unfolded%22%29%3B%0A%20%20%20%20%20%20this%2Eremove%5Fclass%28item%2C%20%22folded%22%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20var%20node%20%3D%20item%20%3F%20item%2EfirstChild%20%3A%20null%3B%0A%0A%20%20%20%20while%20%28node%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%20%26%26%20this%2Eis%5Fblock%28node%29%29%20%2F%2F%20element%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28node%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20node%20%3D%20node%2EnextSibling%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20item%2Evisible%20%3D%20true%3B%0A%20%20%7D%2C%0A%0A%20%20outline%5Fclick%3A%20function%20%28e%29%20%7B%0A%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20var%20rightclick%20%3D%20false%3B%0A%20%20%20%20var%20target%20%3D%20w3c%5Fslidy%2Eget%5Ftarget%28e%29%3B%0A%0A%20%20%20%20while%20%28target%20%26%26%20target%2Evisible%20%3D%3D%20undefined%29%0A%20%20%20%20%20%20target%20%3D%20target%2EparentNode%3B%0A%0A%20%20%20%20if%20%28%21target%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20if%20%28e%2Ewhich%29%0A%20%20%20%20%20%20rightclick%20%3D%20%28e%2Ewhich%20%3D%3D%203%29%3B%0A%20%20%20%20else%20if%20%28e%2Ebutton%29%0A%20%20%20%20%20%20rightclick%20%3D%20%28e%2Ebutton%20%3D%3D%202%29%3B%0A%0A%20%20%20%20if%20%28%21rightclick%20%26%26%20target%2Evisible%20%21%3D%20undefined%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28target%2Efoldable%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28target%2Evisible%29%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Efold%28target%29%3B%0A%20%20%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eunfold%28target%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20%20%20e%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20e%2EreturnValue%20%3D%20false%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%20%20add%5Finitial%5Fprompt%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20prompt%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20prompt%2EsetAttribute%28%22class%22%2C%20%22initial%5Fprompt%22%29%3B%0A%0A%20%20%20%20var%20p1%20%3D%20this%2Ecreate%5Felement%28%22p%22%29%3B%0A%20%20%20%20prompt%2EappendChild%28p1%29%3B%0A%20%20%20%20p1%2EsetAttribute%28%22class%22%2C%20%22help%22%29%3B%0A%0A%20%20%20%20if%20%28this%2Ekeyboardless%29%0A%20%20%20%20%20%20p1%2EinnerHTML%20%3D%20%22swipe%20left%20to%20move%20to%20next%20slide%22%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20p1%2EinnerHTML%20%3D%20%22Space%2C%20Right%20Arrow%20or%20swipe%20left%20to%20move%20to%20%22%20%2B%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%22next%20slide%2C%20click%20help%20below%20for%20more%20details%22%3B%0A%0A%20%20%20%20this%2Eadd%5Flistener%28prompt%2C%20%22click%22%2C%20function%20%28e%29%20%7B%0A%20%20%20%20%20%20document%2Ebody%2EremoveChild%28prompt%29%3B%0A%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20%0A%20%20%20%20%20%20if%20%28e%2Ecancel%20%21%3D%20undefined%29%0A%20%20%20%20%20%20%20%20e%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20%0A%20%20%20%20%20%20if%20%28e%2EreturnValue%20%21%3D%20undefined%29%0A%20%20%20%20%20%20%20%20e%2EreturnValue%20%3D%20false%3B%0A%20%20%20%20%20%20%0A%20%20%20%20%20%20return%20false%3B%0A%20%20%20%20%7D%29%3B%0A%0A%20%20%20%20document%2Ebody%2EappendChild%28prompt%29%3B%0A%20%20%20%20this%2Einitial%5Fprompt%20%3D%20prompt%3B%0A%20%20%20%20setTimeout%28function%28%29%20%7Bdocument%2Ebody%2EremoveChild%28prompt%29%3B%7D%2C%205000%29%3B%0A%20%20%7D%2C%0A%0A%20%20add%5Ftoolbar%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20counter%2C%20page%3B%0A%0A%20%20%20%20%20this%2Etoolbar%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20%20this%2Etoolbar%2EsetAttribute%28%22class%22%2C%20%22toolbar%22%29%3B%0A%0A%20%20%20%20%20%2F%2F%20a%20reasonably%20behaved%20browser%0A%20%20%20%20%20if%20%28this%2Ens%5Fpos%20%7C%7C%20%21this%2Eie6%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20var%20right%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20%20%20%20right%2EsetAttribute%28%22style%22%2C%20%22float%3A%20right%3B%20text%2Dalign%3A%20right%22%29%3B%0A%0A%20%20%20%20%20%20%20counter%20%3D%20this%2Ecreate%5Felement%28%22span%22%29%0A%20%20%20%20%20%20%20counter%2EinnerHTML%20%3D%20this%2Elocalize%28%22slide%22%29%20%2B%20%22%20n%2Fm%22%3B%0A%20%20%20%20%20%20%20right%2EappendChild%28counter%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28right%29%3B%0A%0A%20%20%20%20%20%20%20var%20left%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%3B%0A%20%20%20%20%20%20%20left%2EsetAttribute%28%22style%22%2C%20%22text%2Dalign%3A%20left%22%29%3B%0A%0A%20%20%20%20%20%20%20%2F%2F%20global%20end%20of%20slide%20indicator%0A%20%20%20%20%20%20%20this%2Eeos%20%3D%20this%2Ecreate%5Felement%28%22span%22%29%3B%0A%20%20%20%20%20%20%20this%2Eeos%2EinnerHTML%20%3D%20%22%2A%20%22%3B%0A%20%20%20%20%20%20%20left%2EappendChild%28this%2Eeos%29%3B%0A%0A%20%20%20%20%20%20%20var%20help%20%3D%20this%2Ecreate%5Felement%28%22a%22%29%3B%0A%20%20%20%20%20%20%20help%2EsetAttribute%28%22href%22%2C%20this%2Ehelp%5Fpage%29%3B%0A%20%20%20%20%20%20%20help%2EsetAttribute%28%22title%22%2C%20this%2Elocalize%28this%2Ehelp%5Ftext%29%29%3B%0A%20%20%20%20%20%20%20help%2EinnerHTML%20%3D%20this%2Elocalize%28%22help%3F%22%29%3B%0A%20%20%20%20%20%20%20left%2EappendChild%28help%29%3B%0A%20%20%20%20%20%20%20this%2Ehelp%5Fanchor%20%3D%20help%3B%20%20%2F%2F%20save%20for%20focus%20hack%0A%0A%20%20%20%20%20%20%20var%20gap1%20%3D%20document%2EcreateTextNode%28%22%20%22%29%3B%0A%20%20%20%20%20%20%20left%2EappendChild%28gap1%29%3B%0A%0A%20%20%20%20%20%20%20var%20contents%20%3D%20this%2Ecreate%5Felement%28%22a%22%29%3B%0A%20%20%20%20%20%20%20contents%2EsetAttribute%28%22href%22%2C%20%22javascript%3Aw3c%5Fslidy%2Etoggle%5Ftable%5Fof%5Fcontents%28%29%22%29%3B%0A%20%20%20%20%20%20%20contents%2EsetAttribute%28%22title%22%2C%20this%2Elocalize%28%22table%20of%20contents%22%29%29%3B%0A%20%20%20%20%20%20%20contents%2EinnerHTML%20%3D%20this%2Elocalize%28%22contents%3F%22%29%3B%0A%20%20%20%20%20%20%20left%2EappendChild%28contents%29%3B%0A%0A%20%20%20%20%20%20%20var%20gap2%20%3D%20document%2EcreateTextNode%28%22%20%22%29%3B%0A%20%20%20%20%20%20%20left%2EappendChild%28gap2%29%3B%0A%0A%20%20%20%20%20%20%20var%20copyright%20%3D%20this%2Efind%5Fcopyright%28%29%3B%0A%0A%20%20%20%20%20%20%20if%20%28copyright%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20var%20span%20%3D%20this%2Ecreate%5Felement%28%22span%22%29%3B%0A%20%20%20%20%20%20%20%20%20span%2EclassName%20%3D%20%22copyright%22%3B%0A%20%20%20%20%20%20%20%20%20span%2EinnerHTML%20%3D%20copyright%3B%0A%20%20%20%20%20%20%20%20%20left%2EappendChild%28span%29%3B%0A%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20this%2Etoolbar%2EsetAttribute%28%22tabindex%22%2C%20%220%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28left%29%3B%0A%20%20%20%20%20%7D%0A%20%20%20%20%20else%20%2F%2F%20IE6%20so%20need%20to%20work%20around%20its%20poor%20CSS%20support%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Eposition%20%3D%20%28this%2Eie7%20%3F%20%22fixed%22%20%3A%20%22absolute%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2EzIndex%20%3D%20%22200%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Ewidth%20%3D%20%2299%2E9%25%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Eheight%20%3D%20%221%2E2em%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Etop%20%3D%20%22auto%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Ebottom%20%3D%20%220%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Eleft%20%3D%20%220%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Eright%20%3D%20%220%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2EtextAlign%20%3D%20%22left%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2EfontSize%20%3D%20%2260%25%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Ecolor%20%3D%20%22red%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EborderWidth%20%3D%200%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EclassName%20%3D%20%22toolbar%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2Estyle%2Ebackground%20%3D%20%22rgb%28240%2C240%2C240%29%22%3B%0A%0A%20%20%20%20%20%20%20%2F%2F%20would%20like%20to%20have%20help%20text%20left%20aligned%0A%20%20%20%20%20%20%20%2F%2F%20and%20page%20counter%20right%20aligned%2C%20floating%0A%20%20%20%20%20%20%20%2F%2F%20div%27s%20don%27t%20work%2C%20so%20instead%20use%20nested%0A%20%20%20%20%20%20%20%2F%2F%20absolutely%20positioned%20div%27s%2E%0A%0A%20%20%20%20%20%20%20var%20sp%20%3D%20this%2Ecreate%5Felement%28%22span%22%29%3B%0A%20%20%20%20%20%20%20sp%2EinnerHTML%20%3D%20%22%26nbsp%3B%26nbsp%3B%2A%26nbsp%3B%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28sp%29%3B%0A%20%20%20%20%20%20%20this%2Eeos%20%3D%20sp%3B%20%20%2F%2F%20end%20of%20slide%20indicator%0A%0A%20%20%20%20%20%20%20var%20help%20%3D%20this%2Ecreate%5Felement%28%22a%22%29%3B%0A%20%20%20%20%20%20%20help%2EsetAttribute%28%22href%22%2C%20this%2Ehelp%5Fpage%29%3B%0A%20%20%20%20%20%20%20help%2EsetAttribute%28%22title%22%2C%20this%2Elocalize%28this%2Ehelp%5Ftext%29%29%3B%0A%20%20%20%20%20%20%20help%2EinnerHTML%20%3D%20this%2Elocalize%28%22help%3F%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28help%29%3B%0A%20%20%20%20%20%20%20this%2Ehelp%5Fanchor%20%3D%20help%3B%20%20%2F%2F%20save%20for%20focus%20hack%0A%0A%20%20%20%20%20%20%20var%20gap1%20%3D%20document%2EcreateTextNode%28%22%20%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28gap1%29%3B%0A%0A%20%20%20%20%20%20%20var%20contents%20%3D%20this%2Ecreate%5Felement%28%22a%22%29%3B%0A%20%20%20%20%20%20%20contents%2EsetAttribute%28%22href%22%2C%20%22javascript%3AtoggleTableOfContents%28%29%22%29%3B%0A%20%20%20%20%20%20%20contents%2EsetAttribute%28%22title%22%2C%20this%2Elocalize%28%22table%20of%20contents%22%2Elocalize%29%29%3B%0A%20%20%20%20%20%20%20contents%2EinnerHTML%20%3D%20this%2Elocalize%28%22contents%3F%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28contents%29%3B%0A%0A%20%20%20%20%20%20%20var%20gap2%20%3D%20document%2EcreateTextNode%28%22%20%22%29%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28gap2%29%3B%0A%0A%20%20%20%20%20%20%20var%20copyright%20%3D%20this%2Efind%5Fcopyright%28%29%3B%0A%0A%20%20%20%20%20%20%20if%20%28copyright%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20var%20span%20%3D%20this%2Ecreate%5Felement%28%22span%22%29%3B%0A%20%20%20%20%20%20%20%20%20span%2EinnerHTML%20%3D%20copyright%3B%0A%20%20%20%20%20%20%20%20%20span%2Estyle%2Ecolor%20%3D%20%22black%22%3B%0A%20%20%20%20%20%20%20%20%20span%2Estyle%2EmarginLeft%20%3D%20%220%2E5em%22%3B%0A%20%20%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28span%29%3B%0A%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20counter%20%3D%20this%2Ecreate%5Felement%28%22div%22%29%0A%20%20%20%20%20%20%20counter%2Estyle%2Eposition%20%3D%20%22absolute%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Ewidth%20%3D%20%22auto%22%3B%20%2F%2F%2220%25%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Eheight%20%3D%20%221%2E2em%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Etop%20%3D%20%22auto%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Ebottom%20%3D%200%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Eright%20%3D%20%220%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2EtextAlign%20%3D%20%22right%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Ecolor%20%3D%20%22red%22%3B%0A%20%20%20%20%20%20%20counter%2Estyle%2Ebackground%20%3D%20%22rgb%28240%2C240%2C240%29%22%3B%0A%0A%20%20%20%20%20%20%20counter%2EinnerHTML%20%3D%20this%2Elocalize%28%22slide%22%29%20%2B%20%22%20n%2Fm%22%3B%0A%20%20%20%20%20%20%20this%2Etoolbar%2EappendChild%28counter%29%3B%0A%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%2F%2F%20ensure%20that%20click%20isn%27t%20passed%20through%20to%20the%20page%0A%20%20%20%20%20this%2Etoolbar%2Eonclick%20%3D%0A%20%20%20%20%20%20%20%20%20function%20%28e%29%20%7B%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20var%20target%20%3D%20e%2Etarget%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28%21target%20%26%26%20e%2EsrcElement%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20target%20%3D%20e%2EsrcElement%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20%2F%2F%20work%20around%20Safari%20bug%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28target%20%26%26%20target%2EnodeType%20%3D%3D%203%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20target%20%3D%20target%2EparentNode%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28target%20%26%26%20target%2EnodeName%2EtoLowerCase%28%29%20%21%3D%20%22a%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Emouse%5Fbutton%5Fclick%28e%29%3B%0A%20%20%20%20%20%20%20%20%20%7D%3B%0A%0A%20%20%20%20%20this%2Eslide%5Fnumber%5Felement%20%3D%20counter%3B%0A%20%20%20%20%20this%2Eset%5Feos%5Fstatus%28false%29%3B%0A%20%20%20%20%20document%2Ebody%2EappendChild%28this%2Etoolbar%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20wysiwyg%20editors%20make%20it%20hard%20to%20use%20div%20elements%0A%20%20%2F%2F%20e%2Eg%2E%20amaya%20loses%20the%20div%20when%20you%20copy%20and%20paste%0A%20%20%2F%2F%20this%20function%20wraps%20div%20elements%20around%20implicit%0A%20%20%2F%2F%20slides%20which%20start%20with%20an%20h1%20element%20and%20continue%0A%20%20%2F%2F%20up%20to%20the%20next%20heading%20or%20div%20element%0A%20%20wrap%5Fimplicit%5Fslides%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20i%2C%20heading%2C%20node%2C%20next%2C%20div%3B%0A%20%20%20%20var%20headings%20%3D%20document%2EgetElementsByTagName%28%22h1%22%29%3B%0A%0A%20%20%20%20if%20%28%21headings%29%0A%20%20%20%20%20%20return%3B%0A%0A%20%20%20%20for%20%28i%20%3D%200%3B%20i%20%3C%20headings%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20heading%20%3D%20headings%5Bi%5D%3B%0A%0A%20%20%20%20%20%20if%20%28heading%2EparentNode%20%21%3D%20document%2Ebody%29%0A%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20node%20%3D%20heading%2EnextSibling%3B%0A%0A%20%20%20%20%20%20div%20%3D%20document%2EcreateElement%28%22div%22%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Fclass%28div%2C%20%22slide%22%29%3B%0A%20%20%20%20%20%20document%2Ebody%2EreplaceChild%28div%2C%20heading%29%3B%0A%20%20%20%20%20%20div%2EappendChild%28heading%29%3B%0A%0A%20%20%20%20%20%20while%20%28node%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%29%20%2F%2F%20an%20element%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28node%2EnodeName%20%3D%3D%20%22H1%22%20%7C%7C%20node%2EnodeName%20%3D%3D%20%22h1%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20break%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20if%20%28node%2EnodeName%20%3D%3D%20%22DIV%22%20%7C%7C%20node%2EnodeName%20%3D%3D%20%22div%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28node%2C%20%22slide%22%29%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20break%3B%0A%0A%20%20%20%20%20%20%20%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28node%2C%20%22handout%22%29%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20break%3B%0A%20%20%20%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20%20next%20%3D%20node%2EnextSibling%3B%0A%20%20%20%20%20%20%20%20node%20%3D%20document%2Ebody%2EremoveChild%28node%29%3B%0A%20%20%20%20%20%20%20%20div%2EappendChild%28node%29%3B%0A%20%20%20%20%20%20%20%20node%20%3D%20next%3B%0A%20%20%20%20%20%20%7D%20%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20attach%5Ftouch%5Fhanders%3A%20function%28slides%29%0A%20%20%7B%0A%20%20%20%20var%20i%2C%20slide%3B%0A%0A%20%20%20%20for%20%28i%20%3D%200%3B%20i%20%3C%20slides%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20slide%20%3D%20slides%5Bi%5D%3B%0A%20%20%20%20%20%20this%2Eadd%5Flistener%28slide%2C%20%22touchstart%22%2C%20this%2Etouchstart%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Flistener%28slide%2C%20%22touchmove%22%2C%20this%2Etouchmove%29%3B%0A%20%20%20%20%20%20this%2Eadd%5Flistener%28slide%2C%20%22touchend%22%2C%20this%2Etouchend%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%2F%2F%20return%20new%20array%20of%20all%20slides%0A%20%20collect%5Fslides%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20slides%20%3D%20new%20Array%28%29%3B%0A%20%20%20%20var%20divs%20%3D%20document%2Ebody%2EgetElementsByTagName%28%22div%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20divs%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20div%20%3D%20divs%2Eitem%28i%29%3B%0A%0A%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28div%2C%20%22slide%22%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20add%20slide%20to%20collection%0A%20%20%20%20%20%20%20%20slides%5Bslides%2Elength%5D%20%3D%20div%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20hide%20each%20slide%20as%20it%20is%20found%0A%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28div%2C%20%22hidden%22%29%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20add%20dummy%20%3Cbr%2F%3E%20at%20end%20for%20scrolling%20hack%0A%20%20%20%20%20%20%20%20var%20node1%20%3D%20document%2EcreateElement%28%22br%22%29%3B%0A%20%20%20%20%20%20%20%20div%2EappendChild%28node1%29%3B%0A%20%20%20%20%20%20%20%20var%20node2%20%3D%20document%2EcreateElement%28%22br%22%29%3B%0A%20%20%20%20%20%20%20%20div%2EappendChild%28node2%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%20if%20%28this%2Ehas%5Fclass%28div%2C%20%22background%22%29%29%0A%20%20%20%20%20%20%7B%20%20%2F%2F%20work%20around%20for%20Firefox%20SVG%20reload%20bug%0A%20%20%20%20%20%20%20%20%2F%2F%20which%20otherwise%20replaces%201st%20SVG%20graphic%20with%202nd%0A%20%20%20%20%20%20%20%20div%2Estyle%2Edisplay%20%3D%20%22block%22%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Eslides%20%3D%20slides%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20return%20new%20array%20of%20all%20%3Cdiv%20class%3D%22handout%22%3E%0A%20%20collect%5Fnotes%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20notes%20%3D%20new%20Array%28%29%3B%0A%20%20%20%20var%20divs%20%3D%20document%2Ebody%2EgetElementsByTagName%28%22div%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20divs%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20div%20%3D%20divs%2Eitem%28i%29%3B%0A%0A%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28div%2C%20%22handout%22%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20add%20note%20to%20collection%0A%20%20%20%20%20%20%20%20notes%5Bnotes%2Elength%5D%20%3D%20div%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20and%20hide%20it%0A%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28div%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Enotes%20%3D%20notes%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20return%20new%20array%20of%20all%20%3Cdiv%20class%3D%22background%22%3E%0A%20%20%2F%2F%20including%20named%20backgrounds%20e%2Eg%2E%20class%3D%22background%20titlepage%22%0A%20%20collect%5Fbackgrounds%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20backgrounds%20%3D%20new%20Array%28%29%3B%0A%20%20%20%20var%20divs%20%3D%20document%2Ebody%2EgetElementsByTagName%28%22div%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20divs%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20div%20%3D%20divs%2Eitem%28i%29%3B%0A%0A%20%20%20%20%20%20if%20%28this%2Ehas%5Fclass%28div%2C%20%22background%22%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20add%20background%20to%20collection%0A%20%20%20%20%20%20%20%20backgrounds%5Bbackgrounds%2Elength%5D%20%3D%20div%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20and%20hide%20it%0A%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28div%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Ebackgrounds%20%3D%20backgrounds%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20set%20click%20handlers%20on%20all%20anchors%0A%20%20patch%5Fanchors%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20self%20%3D%20w3c%5Fslidy%3B%0A%20%20%20%20var%20handler%20%3D%20function%20%28event%29%20%7B%0A%20%20%20%20%20%20%2F%2F%20compare%20this%2Ehref%20with%20location%2Ehref%0A%20%20%20%20%20%20%2F%2F%20for%20link%20to%20another%20slide%20in%20this%20doc%0A%0A%20%20%20%20%20%20if%20%28self%2Epage%5Faddress%28this%2Ehref%29%20%3D%3D%20self%2Epage%5Faddress%28location%2Ehref%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20yes%2C%20so%20find%20new%20slide%20number%0A%20%20%20%20%20%20%20%20var%20newslidenum%20%3D%20self%2Efind%5Fslide%5Fnumber%28this%2Ehref%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28newslidenum%20%21%3D%20self%2Eslide%5Fnumber%29%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20var%20slide%20%3D%20self%2Eslides%5Bself%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20%20self%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%20%20self%2Eslide%5Fnumber%20%3D%20newslidenum%3B%0A%20%20%20%20%20%20%20%20%20%20slide%20%3D%20self%2Eslides%5Bself%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20%20self%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%20%20self%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28event%29%3B%0A%0A%2F%2F%20%20%20%20%20%20else%20if%20%28this%2Etarget%20%3D%3D%20null%29%0A%2F%2F%20%20%20%20%20%20%20%20location%2Ehref%20%3D%20this%2Ehref%3B%0A%0A%20%20%20%20%20%20this%2Eblur%28%29%3B%0A%20%20%20%20%20%20self%2Edisable%5Fslide%5Fclick%20%3D%20true%3B%0A%20%20%20%20%7D%3B%0A%0A%20%20%20%20var%20anchors%20%3D%20document%2Ebody%2EgetElementsByTagName%28%22a%22%29%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20anchors%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28window%2EaddEventListener%29%0A%20%20%20%20%20%20%20%20anchors%5Bi%5D%2EaddEventListener%28%22click%22%2C%20handler%2C%20false%29%3B%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20anchors%5Bi%5D%2EattachEvent%28%22onclick%22%2C%20handler%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%23%23%23%20CHECK%20ME%20%23%23%23%20see%20which%20functions%20are%20invoked%20via%20setTimeout%0A%20%20%2F%2F%20either%20directly%20or%20indirectly%20for%20use%20of%20w3c%5Fslidy%20vs%20this%0A%20%20show%5Fslide%5Fnumber%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20timer%20%3D%20w3c%5Fslidy%2Eget%5Ftimer%28%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%5Felement%2EinnerHTML%20%3D%20timer%20%2B%20w3c%5Fslidy%2Elocalize%28%22slide%22%29%20%2B%20%22%20%22%20%2B%0A%20%20%20%20%20%20%20%20%20%20%20%28w3c%5Fslidy%2Eslide%5Fnumber%20%2B%201%29%20%2B%20%22%2F%22%20%2B%20w3c%5Fslidy%2Eslides%2Elength%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20every%20200mS%20check%20if%20the%20location%20has%20been%20changed%20as%20a%0A%20%20%2F%2F%20result%20of%20the%20user%20activating%20the%20Back%20button%2Fmenu%20item%0A%20%20%2F%2F%20doesn%27t%20work%20for%20Opera%20%3C%209%2E5%0A%20%20check%5Flocation%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20hash%20%3D%20location%2Ehash%3B%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eslide%5Fnumber%20%3E%200%20%26%26%20%28hash%20%3D%3D%20%22%22%20%7C%7C%20hash%20%3D%3D%20%22%23%22%29%29%0A%20%20%20%20%20%20w3c%5Fslidy%2Egoto%5Fslide%280%29%3B%0A%20%20%20%20else%20if%20%28hash%2Elength%20%3E%202%20%26%26%20hash%20%21%3D%20%22%23%28%22%2B%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%2B%22%29%22%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20num%20%3D%20parseInt%28location%2Ehash%2Esubstr%282%29%29%3B%0A%0A%20%20%20%20%20%20if%20%28%21isNaN%28num%29%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Egoto%5Fslide%28num%2D1%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Etime%5Fleft%20%26%26%20w3c%5Fslidy%2Eslide%5Fnumber%20%3E%200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%5Fnumber%28%29%3B%0A%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Etime%5Fleft%20%3E%200%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etime%5Fleft%20%2D%3D%20200%3B%0A%20%20%20%20%7D%20%0A%20%20%7D%2C%0A%0A%20%20get%5Ftimer%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20timer%20%3D%20%22%22%3B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Etime%5Fleft%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20mins%2C%20secs%3B%0A%20%20%20%20%20%20secs%20%3D%20Math%2Efloor%28w3c%5Fslidy%2Etime%5Fleft%2F1000%29%3B%0A%20%20%20%20%20%20mins%20%3D%20Math%2Efloor%28secs%20%2F%2060%29%3B%0A%20%20%20%20%20%20secs%20%3D%20secs%20%25%2060%3B%0A%20%20%20%20%20%20timer%20%3D%20%28mins%20%3F%20mins%2B%22m%22%20%3A%20%22%22%29%20%2B%20secs%20%2B%20%22s%20%22%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20timer%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20this%20doesn%27t%20push%20location%20onto%20history%20stack%20for%20IE%0A%20%20%2F%2F%20for%20which%20a%20hidden%20iframe%20hack%20is%20needed%3A%20load%20page%20into%0A%20%20%2F%2F%20the%20iframe%20with%20script%20that%20set%27s%20parent%27s%20location%2Ehash%0A%20%20%2F%2F%20but%20that%20won%27t%20work%20for%20standalone%20use%20unless%20we%20can%0A%20%20%2F%2F%20create%20the%20page%20dynamically%20via%20a%20javascript%3A%20URL%0A%20%20%2F%2F%20%23%23%23%20use%20history%2EpushState%20if%20available%0A%20%20set%5Flocation%3A%20function%20%28%29%20%7B%0A%20%20%20%20%20var%20uri%20%3D%20w3c%5Fslidy%2Epage%5Faddress%28location%2Ehref%29%3B%0A%20%20%20%20%20var%20hash%20%3D%20%22%23%28%22%20%2B%20%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%20%2B%20%22%29%22%3B%0A%0A%20%20%20%20%20if%20%28w3c%5Fslidy%2Eslide%5Fnumber%20%3E%3D%200%29%0A%20%20%20%20%20%20%20uri%20%3D%20uri%20%2B%20hash%3B%0A%0A%20%20%20%20%20if%20%28typeof%28history%2EpushState%29%20%21%3D%20%22undefined%22%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20document%2Etitle%20%3D%20w3c%5Fslidy%2Etitle%20%2B%20%22%20%28%22%20%2B%20%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%20%2B%20%22%29%22%3B%0A%20%20%20%20%20%20%20history%2EpushState%280%2C%20document%2Etitle%2C%20hash%29%3B%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%5Fnumber%28%29%3B%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Enotify%5Fobservers%28%29%3B%0A%20%20%20%20%20%20%20return%3B%0A%20%20%20%20%20%7D%0A%0A%20%20%20%20%20if%20%28w3c%5Fslidy%2Eie%20%26%26%20%28w3c%5Fslidy%2Eie6%20%7C%7C%20w3c%5Fslidy%2Eie7%29%29%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Epush%5Fhash%28hash%29%3B%0A%0A%20%20%20%20%20if%20%28uri%20%21%3D%20location%2Ehref%29%20%2F%2F%20%26%26%20%21khtml%0A%20%20%20%20%20%20%20%20location%2Ehref%20%3D%20uri%3B%0A%0A%20%20%20%20%20if%20%28this%2Ekhtml%29%0A%20%20%20%20%20%20%20%20hash%20%3D%20%22%28%22%20%2B%20%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%20%2B%20%22%29%22%3B%0A%0A%20%20%20%20%20if%20%28%21this%2Eie%20%26%26%20location%2Ehash%20%21%3D%20hash%20%26%26%20location%2Ehash%20%21%3D%20%22%22%29%0A%20%20%20%20%20%20%20location%2Ehash%20%3D%20hash%3B%0A%0A%20%20%20%20%20document%2Etitle%20%3D%20w3c%5Fslidy%2Etitle%20%2B%20%22%20%28%22%20%2B%20%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%20%2B%20%22%29%22%3B%0A%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%5Fnumber%28%29%3B%0A%20%20%20%20%20w3c%5Fslidy%2Enotify%5Fobservers%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20notify%5Fobservers%3A%20function%20%28%29%0A%20%20%7B%0A%20%20%20%20var%20slide%20%3D%20this%2Eslides%5Bthis%2Eslide%5Fnumber%5D%3B%0A%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Eobservers%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%20%20this%2Eobservers%5Bi%5D%28this%2Eslide%5Fnumber%2B1%2C%20this%2Efind%5Fheading%28slide%29%2EinnerText%2C%20location%2Ehref%29%3B%0A%20%20%7D%2C%0A%0A%20%20add%5Fobserver%3A%20function%20%28observer%29%0A%20%20%7B%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Eobservers%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28observer%20%3D%3D%20this%2Eobservers%5Bi%5D%29%0A%20%20%20%20%20%20%20%20return%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20this%2Eobservers%2Epush%28observer%29%3B%0A%20%20%7D%2C%0A%0A%20%20remove%5Fobserver%3A%20function%20%28o%29%0A%20%20%7B%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Eobservers%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28observer%20%3D%3D%20this%2Eobservers%5Bi%5D%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20this%2Eobservers%2Esplice%28i%2C1%29%3B%0A%20%20%20%20%20%20%20%20break%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20page%5Faddress%3A%20function%20%28uri%29%20%7B%0A%20%20%20%20var%20i%20%3D%20uri%2EindexOf%28%22%23%22%29%3B%0A%0A%20%20%20%20if%20%28i%20%3C%200%29%0A%20%20%20%20%20%20i%20%3D%20uri%2EindexOf%28%22%2523%22%29%3B%0A%0A%20%20%20%20%2F%2F%20check%20if%20anchor%20is%20entire%20page%0A%0A%20%20%20%20if%20%28i%20%3C%200%29%0A%20%20%20%20%20%20return%20uri%3B%20%20%2F%2F%20yes%0A%0A%20%20%20%20return%20uri%2Esubstr%280%2C%20i%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20only%20used%20for%20IE6%20and%20IE7%0A%20%20on%5Fframe%5Floaded%3A%20function%20%28hash%29%20%7B%0A%20%20%20%20location%2Ehash%20%3D%20hash%3B%0A%20%20%20%20var%20uri%20%3D%20w3c%5Fslidy%2Epage%5Faddress%28location%2Ehref%29%3B%0A%20%20%20%20location%2Ehref%20%3D%20uri%20%2B%20hash%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20history%20hack%20with%20thanks%20to%20Bertrand%20Le%20Roy%0A%20%20push%5Fhash%3A%20function%20%28hash%29%20%7B%0A%20%20%20%20if%20%28hash%20%3D%3D%20%22%22%29%20hash%20%3D%20%22%23%281%29%22%3B%0A%20%20%20%20%20%20window%2Elocation%2Ehash%20%3D%20hash%3B%0A%0A%20%20%20%20var%20doc%20%3D%20document%2EgetElementById%28%22historyFrame%22%29%2EcontentWindow%2Edocument%3B%0A%20%20%20%20doc%2Eopen%28%22javascript%3A%27%3Chtml%3E%3C%2Fhtml%3E%27%22%29%3B%0A%20%20%20%20doc%2Ewrite%28%22%3Chtml%3E%3Chead%3E%3Cscript%20type%3D%5C%22text%2Fjavascript%5C%22%3Ewindow%2Eparent%2Ew3c%5Fslidy%2Eon%5Fframe%5Floaded%28%27%22%2B%0A%20%20%20%20%20%20%28hash%29%20%2B%20%22%27%29%3B%3C%2Fscript%3E%3C%2Fhead%3E%3Cbody%3Ehello%20mum%3C%2Fbody%3E%3C%2Fhtml%3E%22%29%3B%0A%20%20%20%20%20%20doc%2Eclose%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20find%20current%20slide%20based%20upon%20location%0A%20%20%2F%2F%20first%20find%20target%20anchor%20and%20then%20look%0A%20%20%2F%2F%20for%20associated%20div%20element%20enclosing%20it%0A%20%20%2F%2F%20finally%20map%20that%20to%20slide%20number%0A%20%20find%5Fslide%5Fnumber%3A%20function%20%28uri%29%20%7B%0A%20%20%20%20%2F%2F%20first%20get%20anchor%20from%20page%20location%0A%0A%20%20%20%20var%20i%20%3D%20uri%2EindexOf%28%22%23%22%29%3B%0A%0A%20%20%20%20%2F%2F%20check%20if%20anchor%20is%20entire%20page%0A%20%20%20%20if%20%28i%20%3C%200%29%0A%20%20%20%20%20%20return%200%3B%20%20%2F%2F%20yes%0A%0A%20%20%20%20var%20anchor%20%3D%20unescape%28uri%2Esubstr%28i%2B1%29%29%3B%0A%0A%20%20%20%20%2F%2F%20now%20use%20anchor%20as%20XML%20ID%20to%20find%20target%0A%20%20%20%20var%20target%20%3D%20document%2EgetElementById%28anchor%29%3B%0A%0A%20%20%20%20if%20%28%21target%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2F%2F%20does%20anchor%20look%20like%20%22%282%29%22%20for%20slide%202%20%3F%3F%0A%20%20%20%20%20%20%2F%2F%20where%20first%20slide%20is%20%281%29%0A%20%20%20%20%20%20var%20re%20%3D%20%2F%5C%28%28%5Cd%29%2B%5C%29%2F%3B%0A%0A%20%20%20%20%20%20if%20%28anchor%2Ematch%28re%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20var%20num%20%3D%20parseInt%28anchor%2Esubstring%281%2C%20anchor%2Elength%2D1%29%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28num%20%3E%20this%2Eslides%2Elength%29%0A%20%20%20%20%20%20%20%20%20%20num%20%3D%201%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28%2D%2Dnum%20%3C%200%29%0A%20%20%20%20%20%20%20%20%20%20num%20%3D%200%3B%0A%0A%20%20%20%20%20%20%20%20return%20num%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%2F%2F%20accept%20%5B2%5D%20for%20backwards%20compatibility%0A%20%20%20%20%20%20re%20%3D%20%2F%5C%5B%28%5Cd%29%2B%5C%5D%2F%3B%0A%0A%20%20%20%20%20%20if%20%28anchor%2Ematch%28re%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20var%20num%20%3D%20parseInt%28anchor%2Esubstring%281%2C%20anchor%2Elength%2D1%29%29%3B%0A%0A%20%20%20%20%20%20%20%20%20if%20%28num%20%3E%20this%2Eslides%2Elength%29%0A%20%20%20%20%20%20%20%20%20%20%20%20num%20%3D%201%3B%0A%0A%20%20%20%20%20%20%20%20%20if%20%28%2D%2Dnum%20%3C%200%29%0A%20%20%20%20%20%20%20%20%20%20%20%20num%20%3D%200%3B%0A%0A%20%20%20%20%20%20%20%20%20return%20num%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%2F%2F%20oh%20dear%20unknown%20anchor%0A%20%20%20%20%20%20return%200%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20%2F%2F%20search%20for%20enclosing%20slide%0A%0A%20%20%20%20while%20%28true%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2F%2F%20browser%20coerces%20html%20elements%20to%20uppercase%21%0A%20%20%20%20%20%20if%20%28target%2EnodeName%2EtoLowerCase%28%29%20%3D%3D%20%22div%22%20%26%26%0A%20%20%20%20%20%20%20%20%20%20%20%20this%2Ehas%5Fclass%28target%2C%20%22slide%22%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20found%20the%20slide%20element%0A%20%20%20%20%20%20%20%20break%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%2F%2F%20otherwise%20try%20parent%20element%20if%20any%0A%0A%20%20%20%20%20%20target%20%3D%20target%2EparentNode%3B%0A%0A%20%20%20%20%20%20if%20%28%21target%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20return%200%3B%20%20%20%2F%2F%20no%20luck%21%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%3B%0A%0A%20%20%20%20for%20%28i%20%3D%200%3B%20i%20%3C%20slides%2Elength%3B%20%2B%2Bi%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28slides%5Bi%5D%20%3D%3D%20target%29%0A%20%20%20%20%20%20%20%20return%20i%3B%20%20%2F%2F%20success%0A%20%20%20%20%7D%0A%0A%20%20%20%20%2F%2F%20oh%20dear%20still%20no%20luck%0A%20%20%20%20return%200%3B%0A%20%20%7D%2C%0A%0A%20%20previous%5Fslide%3A%20function%20%28incremental%29%20%7B%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20slide%3B%0A%0A%20%20%20%20%20%20if%20%28%28incremental%20%7C%7C%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%3D%200%29%20%26%26%20w3c%5Fslidy%2Elast%5Fshown%20%21%3D%20null%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20w3c%5Fslidy%2Ehide%5Fprevious%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28false%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%20if%20%28w3c%5Fslidy%2Eslide%5Fnumber%20%3E%200%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20w3c%5Fslidy%2Eslide%5Fnumber%20%2D%201%3B%0A%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20w3c%5Fslidy%2Eprevious%5Fincremental%5Fitem%28null%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28true%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%0A%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Ens%5Fpos%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Erefresh%5Ftoolbar%28200%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20next%5Fslide%3A%20function%20%28incremental%29%20%7B%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20slide%2C%20last%20%3D%20w3c%5Fslidy%2Elast%5Fshown%3B%0A%0A%20%20%20%20%20%20if%20%28incremental%20%7C%7C%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%3D%20w3c%5Fslidy%2Eslides%2Elength%20%2D%201%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20w3c%5Fslidy%2Ereveal%5Fnext%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%3B%0A%0A%20%20%20%20%20%20if%20%28%28%21incremental%20%7C%7C%20w3c%5Fslidy%2Elast%5Fshown%20%3D%3D%20null%29%20%26%26%0A%20%20%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3C%20w3c%5Fslidy%2Eslides%2Elength%20%2D%201%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20w3c%5Fslidy%2Eslide%5Fnumber%20%2B%201%3B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%20if%20%28%21w3c%5Fslidy%2Elast%5Fshown%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20if%20%28last%20%26%26%20incremental%29%0A%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20last%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28%21w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%29%3B%0A%0A%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Ens%5Fpos%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Erefresh%5Ftoolbar%28200%29%3B%0A%20%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20to%20first%20slide%20with%20nothing%20revealed%0A%20%20%2F%2F%20i%2Ee%2E%20state%20at%20start%20of%20presentation%0A%20%20first%5Fslide%3A%20function%20%28%29%20%7B%0A%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20var%20slide%3B%0A%0A%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eslide%5Fnumber%20%21%3D%200%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%200%3B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28%0A%20%20%20%20%20%20%20%20%20%21w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%29%3B%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20goto%20last%20slide%20with%20everything%20revealed%0A%20%20%2F%2F%20i%2Ee%2E%20state%20at%20end%20of%20presentation%0A%20%20last%5Fslide%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20slide%3B%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%20%2F%2FrevealNextItem%28lastShown%29%3B%0A%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Elast%5Fshown%20%3D%3D%20null%20%26%26%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3C%20w3c%5Fslidy%2Eslides%2Elength%20%2D%201%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20w3c%5Fslidy%2Eslides%2Elength%20%2D%201%3B%0A%20%20%20%20%20%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20w3c%5Fslidy%2Eprevious%5Fincremental%5Fitem%28null%29%3B%0A%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22visible%22%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20w3c%5Fslidy%2Eprevious%5Fincremental%5Fitem%28null%29%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28true%29%3B%0A%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Flocation%28%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%0A%20%20%2F%2F%20%23%23%23%20check%20this%20and%20consider%20add%2Fremove%20class%0A%20%20set%5Feos%5Fstatus%3A%20function%20%28state%29%20%7B%0A%20%20%20%20if%20%28this%2Eeos%29%0A%20%20%20%20%20%20this%2Eeos%2Estyle%2Ecolor%20%3D%20%28state%20%3F%20%22rgb%28240%2C240%2C240%29%22%20%3A%20%22red%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20first%20slide%20is%200%0A%20%20goto%5Fslide%3A%20function%20%28num%29%20%7B%0A%20%20%20%20%2F%2Falert%28%22going%20to%20slide%20%22%20%2B%20%28num%2B1%29%29%3B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eslide%5Fnumber%20%3D%20num%3B%0A%20%20%20%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20w3c%5Fslidy%2Elast%5Fshown%20%3D%20null%3B%0A%20%20%20%20w3c%5Fslidy%2Eset%5Fvisibility%5Fall%5Fincremental%28%22hidden%22%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eset%5Feos%5Fstatus%28%21w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28w3c%5Fslidy%2Elast%5Fshown%29%29%3B%0A%20%20%20%20document%2Etitle%20%3D%20w3c%5Fslidy%2Etitle%20%2B%20%22%20%28%22%20%2B%20%28w3c%5Fslidy%2Eslide%5Fnumber%2B1%29%20%2B%20%22%29%22%3B%0A%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%5Fnumber%28%29%3B%0A%20%20%7D%2C%0A%0A%0A%20%20show%5Fslide%3A%20function%20%28slide%29%20%7B%0A%20%20%20%20this%2Esync%5Fbackground%28slide%29%3B%0A%20%20%20%20this%2Eremove%5Fclass%28slide%2C%20%22hidden%22%29%3B%0A%0A%20%20%20%20%2F%2F%20work%20around%20IE9%20object%20rendering%20bug%0A%20%20%20%20setTimeout%28%22window%2EscrollTo%280%2C0%29%3B%22%2C%201%29%3B%0A%20%20%7D%2C%0A%0A%20%20hide%5Fslide%3A%20function%20%28slide%29%20%7B%0A%20%20%20%20this%2Eadd%5Fclass%28slide%2C%20%22hidden%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20set%5Ffocus%3A%20function%20%28element%29%0A%20%20%7B%0A%20%20%20%20if%20%28element%29%0A%20%20%20%20%20%20element%2Efocus%28%29%3B%0A%20%20%20%20else%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehelp%5Fanchor%2Efocus%28%29%3B%0A%0A%20%20%20%20%20%20setTimeout%28function%28%29%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehelp%5Fanchor%2Eblur%28%29%3B%0A%20%20%20%20%20%20%7D%2C%201%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20show%20just%20the%20backgrounds%20pertinent%20to%20this%20slide%0A%20%20%2F%2F%20when%20slide%20background%2Dcolor%20is%20transparent%0A%20%20%2F%2F%20this%20should%20now%20work%20with%20rgba%20color%20values%0A%20%20sync%5Fbackground%3A%20function%20%28slide%29%20%7B%0A%20%20%20%20var%20background%3B%0A%20%20%20%20var%20bgColor%3B%0A%0A%20%20%20%20if%20%28slide%2EcurrentStyle%29%0A%20%20%20%20%20%20bgColor%20%3D%20slide%2EcurrentStyle%5B%22backgroundColor%22%5D%3B%0A%20%20%20%20else%20if%20%28document%2EdefaultView%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20styles%20%3D%20document%2EdefaultView%2EgetComputedStyle%28slide%2Cnull%29%3B%0A%0A%20%20%20%20%20%20if%20%28styles%29%0A%20%20%20%20%20%20%20%20bgColor%20%3D%20styles%2EgetPropertyValue%28%22background%2Dcolor%22%29%3B%0A%20%20%20%20%20%20else%20%2F%2F%20broken%20implementation%20probably%20due%20Safari%20or%20Konqueror%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2Falert%28%22defective%20implementation%20of%20getComputedStyle%28%29%22%29%3B%0A%20%20%20%20%20%20%20%20bgColor%20%3D%20%22transparent%22%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%0A%20%20%20%20%20%20bgColor%20%3D%3D%20%22transparent%22%3B%0A%0A%20%20%20%20if%20%28bgColor%20%3D%3D%20%22transparent%22%20%7C%7C%0A%20%20%20%20%20%20%20%20bgColor%2EindexOf%28%22rgba%22%29%20%3E%3D%200%20%7C%7C%0A%20%20%20%20%20%20%20%20bgColor%2EindexOf%28%22opacity%22%29%20%3E%3D%200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20slideClass%20%3D%20this%2Eget%5Fclass%5Flist%28slide%29%3B%0A%0A%20%20%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Ebackgrounds%2Elength%3B%20i%2B%2B%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20background%20%3D%20this%2Ebackgrounds%5Bi%5D%3B%0A%0A%20%20%20%20%20%20%20%20var%20bgClass%20%3D%20this%2Eget%5Fclass%5Flist%28background%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28this%2Ematching%5Fbackground%28slideClass%2C%20bgClass%29%29%0A%20%20%20%20%20%20%20%20%20%20this%2Eremove%5Fclass%28background%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20%20%20this%2Eadd%5Fclass%28background%2C%20%22hidden%22%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%20%2F%2F%20forcibly%20hide%20all%20backgrounds%0A%20%20%20%20%20%20this%2Ehide%5Fbackgrounds%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20hide%5Fbackgrounds%3A%20function%20%28%29%20%7B%0A%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20this%2Ebackgrounds%2Elength%3B%20i%2B%2B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20background%20%3D%20this%2Ebackgrounds%5Bi%5D%3B%0A%20%20%20%20%20%20this%2Eadd%5Fclass%28background%2C%20%22hidden%22%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20compare%20classes%20for%20slide%20and%20background%0A%20%20matching%5Fbackground%3A%20function%20%28slideClass%2C%20bgClass%29%20%7B%0A%20%20%20%20var%20i%2C%20count%2C%20pattern%2C%20result%3B%0A%0A%20%20%20%20%2F%2F%20define%20pattern%20as%20regular%20expression%0A%20%20%20%20pattern%20%3D%20%2F%5Cw%2B%2Fg%3B%0A%0A%20%20%20%20%2F%2F%20check%20background%20class%20names%0A%20%20%20%20result%20%3D%20bgClass%2Ematch%28pattern%29%3B%0A%0A%20%20%20%20for%20%28i%20%3D%20count%20%3D%200%3B%20i%20%3C%20result%2Elength%3B%20i%2B%2B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28result%5Bi%5D%20%3D%3D%20%22hidden%22%29%0A%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20if%20%28result%5Bi%5D%20%3D%3D%20%22background%22%29%0A%09continue%3B%0A%0A%20%20%20%20%20%20%2B%2Bcount%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28count%20%3D%3D%200%29%20%20%2F%2F%20default%20match%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%2F%2F%20check%20for%20matches%20and%20place%20result%20in%20array%0A%20%20%20%20result%20%3D%20slideClass%2Ematch%28pattern%29%3B%0A%0A%20%20%20%20%2F%2F%20now%20check%20if%20desired%20name%20is%20present%20for%20background%0A%20%20%20%20for%20%28i%20%3D%20count%20%3D%200%3B%20i%20%3C%20result%2Elength%3B%20i%2B%2B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28result%5Bi%5D%20%3D%3D%20%22hidden%22%29%0A%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20if%20%28this%2Ehas%5Ftoken%28bgClass%2C%20result%5Bi%5D%29%29%0A%20%20%20%20%20%20%20%20return%20true%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%20%20resized%3A%20function%20%28%29%20%7B%0A%20%20%20%20%20var%20width%20%3D%200%3B%0A%0A%20%20%20%20%20if%20%28%20typeof%28%20window%2EinnerWidth%20%29%20%3D%3D%20%27number%27%20%29%0A%20%20%20%20%20%20%20width%20%3D%20window%2EinnerWidth%3B%20%20%2F%2F%20Non%20IE%20browser%0A%20%20%20%20%20else%20if%20%28document%2EdocumentElement%20%26%26%20document%2EdocumentElement%2EclientWidth%29%0A%20%20%20%20%20%20%20width%20%3D%20document%2EdocumentElement%2EclientWidth%3B%20%20%2F%2F%20IE6%0A%20%20%20%20%20else%20if%20%28document%2Ebody%20%26%26%20document%2Ebody%2EclientWidth%29%0A%20%20%20%20%20%20%20width%20%3D%20document%2Ebody%2EclientWidth%3B%20%2F%2F%20IE4%0A%0A%20%20%20%20%20var%20height%20%3D%200%3B%0A%0A%20%20%20%20%20if%20%28%20typeof%28%20window%2EinnerHeight%20%29%20%3D%3D%20%27number%27%20%29%0A%20%20%20%20%20%20%20height%20%3D%20window%2EinnerHeight%3B%20%20%2F%2F%20Non%20IE%20browser%0A%20%20%20%20%20else%20if%20%28document%2EdocumentElement%20%26%26%20document%2EdocumentElement%2EclientHeight%29%0A%20%20%20%20%20%20%20height%20%3D%20document%2EdocumentElement%2EclientHeight%3B%20%20%2F%2F%20IE6%0A%20%20%20%20%20else%20if%20%28document%2Ebody%20%26%26%20document%2Ebody%2EclientHeight%29%0A%20%20%20%20%20%20%20height%20%3D%20document%2Ebody%2EclientHeight%3B%20%2F%2F%20IE4%0A%0A%20%20%20%20%20if%20%28height%20%26%26%20%28width%2Fheight%20%3E%201%2E05%2A1024%2F768%29%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20width%20%3D%20height%20%2A%201024%2E0%2F768%3B%0A%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%2F%2F%20IE%20fires%20onresize%20even%20when%20only%20font%20size%20is%20changed%21%0A%20%20%20%20%20%2F%2F%20so%20we%20do%20a%20check%20to%20avoid%20blocking%20%3C%20and%20%3E%20actions%0A%20%20%20%20%20if%20%28width%20%21%3D%20w3c%5Fslidy%2Elast%5Fwidth%20%7C%7C%20height%20%21%3D%20w3c%5Fslidy%2Elast%5Fheight%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20if%20%28width%20%3E%3D%201100%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%205%3B%20%20%20%20%2F%2F%204%0A%20%20%20%20%20%20%20else%20if%20%28width%20%3E%3D%201000%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%204%3B%20%20%20%20%2F%2F%203%0A%20%20%20%20%20%20%20else%20if%20%28width%20%3E%3D%20800%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%203%3B%20%20%20%20%2F%2F%202%0A%20%20%20%20%20%20%20else%20if%20%28width%20%3E%3D%20600%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%202%3B%20%20%20%20%2F%2F%201%0A%20%20%20%20%20%20%20else%20if%20%28width%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%200%3B%0A%0A%20%20%20%20%20%20%20%2F%2F%20add%20in%20font%20size%20adjustment%20from%20meta%20element%20e%2Eg%2E%0A%20%20%20%20%20%20%20%2F%2F%20%3Cmeta%20name%3D%22font%2Dsize%2Dadjustment%22%20content%3D%22%2D2%22%20%2F%3E%0A%20%20%20%20%20%20%20%2F%2F%20useful%20when%20slides%20have%20too%20much%20content%20%3B%2D%29%0A%0A%20%20%20%20%20%20%20if%20%280%20%3C%3D%20w3c%5Fslidy%2Esize%5Findex%20%2B%20w3c%5Fslidy%2Esize%5Fadjustment%20%26%26%0A%20%20%20%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%2B%20w3c%5Fslidy%2Esize%5Fadjustment%20%3C%20w3c%5Fslidy%2Esizes%2Elength%29%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Esize%5Findex%20%3D%20w3c%5Fslidy%2Esize%5Findex%20%2B%20w3c%5Fslidy%2Esize%5Fadjustment%3B%0A%0A%20%20%20%20%20%20%20%2F%2F%20enables%20cross%20browser%20use%20of%20relative%20width%2Fheight%0A%20%20%20%20%20%20%20%2F%2F%20on%20object%20elements%20for%20use%20with%20SVG%20and%20Flash%20media%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Eadjust%5Fobject%5Fdimensions%28width%2C%20height%29%3B%0A%0A%20%20%20%20%20%20%20if%20%28document%2Ebody%2Estyle%2EfontSize%20%21%3D%20w3c%5Fslidy%2Esizes%5Bw3c%5Fslidy%2Esize%5Findex%5D%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20document%2Ebody%2Estyle%2EfontSize%20%3D%20w3c%5Fslidy%2Esizes%5Bw3c%5Fslidy%2Esize%5Findex%5D%3B%0A%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fwidth%20%3D%20width%3B%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fheight%20%3D%20height%3B%0A%0A%20%20%20%20%20%20%20%2F%2F%20force%20reflow%20to%20work%20around%20Mozilla%20bug%0A%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ens%5Fpos%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20%2F%2F%20force%20correct%20positioning%20of%20toolbar%0A%20%20%20%20%20%20%20w3c%5Fslidy%2Erefresh%5Ftoolbar%28200%29%3B%0A%20%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20scrolled%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Etoolbar%20%26%26%20%21w3c%5Fslidy%2Ens%5Fpos%20%26%26%20%21w3c%5Fslidy%2Eie7%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehack%5Foffset%20%3D%20w3c%5Fslidy%2Escroll%5Fx%5Foffset%28%29%3B%0A%20%20%20%20%20%20%2F%2F%20hide%20toolbar%0A%20%20%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Edisplay%20%3D%20%22none%22%3B%0A%0A%20%20%20%20%20%20%2F%2F%20make%20it%20reappear%20later%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Escrollhack%20%3D%3D%200%20%26%26%20%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20setTimeout%28function%20%28%29%20%7Bw3c%5Fslidy%2Eshow%5Ftoolbar%28%29%3B%20%7D%2C%201000%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Escrollhack%20%3D%201%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20hide%5Ftoolbar%3A%20function%20%28%29%20%7B%0A%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%3B%0A%20%20%20%20window%2Efocus%28%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20used%20to%20ensure%20IE%20refreshes%20toolbar%20in%20correct%20position%0A%20%20refresh%5Ftoolbar%3A%20function%20%28interval%29%20%7B%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Ens%5Fpos%20%26%26%20%21w3c%5Fslidy%2Eie7%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Ftoolbar%28%29%3B%0A%20%20%20%20%20%20setTimeout%28function%20%28%29%20%7Bw3c%5Fslidy%2Eshow%5Ftoolbar%28%29%3B%7D%2C%20interval%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20restores%20toolbar%20after%20short%20delay%0A%20%20show%5Ftoolbar%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Ewant%5Ftoolbar%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Edisplay%20%3D%20%22block%22%3B%0A%0A%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Ens%5Fpos%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2F%20adjust%20position%20to%20allow%20for%20scrolling%0A%20%20%20%20%20%20%20%20var%20xoffset%20%3D%20w3c%5Fslidy%2Escroll%5Fx%5Foffset%28%29%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Eleft%20%3D%20xoffset%3B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Eright%20%3D%20xoffset%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20determine%20vertical%20scroll%20offset%0A%20%20%20%20%20%20%20%20%2F%2Fvar%20yoffset%20%3D%20scrollYOffset%28%29%3B%0A%0A%20%20%20%20%20%20%20%20%2F%2F%20bottom%20is%20doc%20height%20%2D%20window%20height%20%2D%20scroll%20offset%0A%20%20%20%20%20%20%20%20%2F%2Fvar%20bottom%20%3D%20documentHeight%28%29%20%2D%20lastHeight%20%2D%20yoffset%0A%0A%20%20%20%20%20%20%20%20%2F%2Fif%20%28yoffset%20%3E%200%20%7C%7C%20documentHeight%28%29%20%3E%20lastHeight%29%0A%20%20%20%20%20%20%20%20%2F%2F%20%20%20bottom%20%2B%3D%2016%3B%20%20%2F%2F%20allow%20for%20height%20of%20scrollbar%0A%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Ebottom%20%3D%200%3B%20%2F%2Fbottom%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20w3c%5Fslidy%2Escrollhack%20%3D%200%3B%0A%0A%0A%20%20%20%20%2F%2F%20set%20the%20keyboard%20focus%20to%20the%20help%20link%20on%20the%0A%20%20%20%20%2F%2F%20toolbar%20to%20ensure%20that%20document%20has%20the%20focus%0A%20%20%20%20%2F%2F%20IE%20doesn%27t%20always%20work%20with%20window%2Efocus%28%29%0A%20%20%20%20%2F%2F%20and%20this%20hack%20has%20benefit%20of%20Enter%20for%20help%0A%0A%20%20%20%20try%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28%21w3c%5Fslidy%2Eopera%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eset%5Ffocus%28%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20catch%20%28e%29%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%2F%2F%20invoked%20via%20F%20key%0A%20%20toggle%5Ftoolbar%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ehas%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ewant%5Ftoolbar%20%3D%201%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28w3c%5Fslidy%2Etoolbar%2C%20%22hidden%22%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ewant%5Ftoolbar%20%3D%200%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20scroll%5Fx%5Foffset%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28window%2EpageXOffset%29%0A%20%20%20%20%20%20return%20self%2EpageXOffset%3B%0A%0A%20%20%20%20if%20%28document%2EdocumentElement%20%26%26%20%0A%20%20%20%20%20%20%20%20%20%20%20%20%20document%2EdocumentElement%2EscrollLeft%29%0A%20%20%20%20%20%20return%20document%2EdocumentElement%2EscrollLeft%3B%0A%0A%20%20%20%20if%20%28document%2Ebody%29%0A%20%20%20%20%20%20return%20document%2Ebody%2EscrollLeft%3B%0A%0A%20%20%20%20return%200%3B%0A%20%20%7D%2C%0A%0A%20%20scroll%5Fy%5Foffset%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28window%2EpageYOffset%29%0A%20%20%20%20%20%20return%20self%2EpageYOffset%3B%0A%0A%20%20%20%20if%20%28document%2EdocumentElement%20%26%26%20%0A%20%20%20%20%20%20%20%20%20%20%20%20%20document%2EdocumentElement%2EscrollTop%29%0A%20%20%20%20%20%20return%20document%2EdocumentElement%2EscrollTop%3B%0A%0A%20%20%20%20if%20%28document%2Ebody%29%0A%20%20%20%20%20%20return%20document%2Ebody%2EscrollTop%3B%0A%0A%20%20%20%20return%200%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20looking%20for%20a%20way%20to%20determine%20height%20of%20slide%20content%0A%20%20%2F%2F%20the%20slide%20itself%20is%20set%20to%20the%20height%20of%20the%20window%0A%20%20optimize%5Ffont%5Fsize%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%0A%20%20%20%20%2F%2Fvar%20dh%20%3D%20documentHeight%28%29%3B%20%2F%2FgetDocHeight%28document%29%3B%0A%20%20%20%20var%20dh%20%3D%20slide%2EscrollHeight%3B%0A%20%20%20%20var%20wh%20%3D%20getWindowHeight%28%29%3B%0A%20%20%20%20var%20u%20%3D%20100%20%2A%20dh%20%2F%20wh%3B%0A%0A%20%20%20%20alert%28%22window%20utilization%20%3D%20%22%20%2B%20u%20%2B%20%22%25%20%28doc%20%22%0A%20%20%20%20%20%20%2B%20dh%20%2B%20%22%20win%20%22%20%2B%20wh%20%2B%20%22%29%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20from%20document%20object%0A%20%20get%5Fdoc%5Fheight%3A%20function%20%28doc%29%20%7B%0A%20%20%20%20if%20%28%21doc%29%0A%20%20%20%20%20%20doc%20%3D%20document%3B%0A%0A%20%20%20%20if%20%28doc%20%26%26%20doc%2Ebody%20%26%26%20doc%2Ebody%2EoffsetHeight%29%0A%20%20%20%20%20%20return%20doc%2Ebody%2EoffsetHeight%3B%20%20%2F%2F%20ns%2Fgecko%20syntax%0A%0A%20%20%20%20if%20%28doc%20%26%26%20doc%2Ebody%20%26%26%20doc%2Ebody%2EscrollHeight%29%0A%20%20%20%20%20%20return%20doc%2Ebody%2EscrollHeight%3B%0A%0A%20%20%20%20alert%28%22couldn%27t%20determine%20document%20height%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20get%5Fwindow%5Fheight%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28%20typeof%28%20window%2EinnerHeight%20%29%20%3D%3D%20%27number%27%20%29%0A%20%20%20%20%20%20return%20window%2EinnerHeight%3B%20%20%2F%2F%20Non%20IE%20browser%0A%0A%20%20%20%20if%20%28document%2EdocumentElement%20%26%26%20document%2EdocumentElement%2EclientHeight%29%0A%20%20%20%20%20%20return%20document%2EdocumentElement%2EclientHeight%3B%20%20%2F%2F%20IE6%0A%0A%20%20%20%20if%20%28document%2Ebody%20%26%26%20document%2Ebody%2EclientHeight%29%0A%20%20%20%20%20%20return%20document%2Ebody%2EclientHeight%3B%20%2F%2F%20IE4%0A%20%20%7D%2C%0A%0A%20%20document%5Fheight%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20sh%2C%20oh%3B%0A%0A%20%20%20%20sh%20%3D%20document%2Ebody%2EscrollHeight%3B%0A%20%20%20%20oh%20%3D%20document%2Ebody%2EoffsetHeight%3B%0A%0A%20%20%20%20if%20%28sh%20%26%26%20oh%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20return%20%28sh%20%3E%20oh%20%3F%20sh%20%3A%20oh%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20%2F%2F%20no%20idea%21%0A%20%20%20%20return%200%3B%0A%20%20%7D%2C%0A%0A%20%20smaller%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Esize%5Findex%20%3E%200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2D%2Dw3c%5Fslidy%2Esize%5Findex%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Edisplay%20%3D%20%22none%22%3B%0A%20%20%20%20document%2Ebody%2Estyle%2EfontSize%20%3D%20w3c%5Fslidy%2Esizes%5Bw3c%5Fslidy%2Esize%5Findex%5D%3B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20setTimeout%28function%20%28%29%20%7Bw3c%5Fslidy%2Eshow%5Ftoolbar%28%29%3B%20%7D%2C%2050%29%3B%0A%20%20%7D%2C%0A%0A%20%20bigger%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28w3c%5Fslidy%2Esize%5Findex%20%3C%20w3c%5Fslidy%2Esizes%2Elength%20%2D%201%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2B%2Bw3c%5Fslidy%2Esize%5Findex%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20w3c%5Fslidy%2Etoolbar%2Estyle%2Edisplay%20%3D%20%22none%22%3B%0A%20%20%20%20document%2Ebody%2Estyle%2EfontSize%20%3D%20w3c%5Fslidy%2Esizes%5Bw3c%5Fslidy%2Esize%5Findex%5D%3B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%20%20%20%20w3c%5Fslidy%2Ehide%5Fslide%28slide%29%3B%0A%20%20%20%20w3c%5Fslidy%2Eshow%5Fslide%28slide%29%3B%0A%20%20%20%20setTimeout%28function%20%28%29%20%7Bw3c%5Fslidy%2Eshow%5Ftoolbar%28%29%3B%20%7D%2C%2050%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20enables%20cross%20browser%20use%20of%20relative%20width%2Fheight%0A%20%20%2F%2F%20on%20object%20elements%20for%20use%20with%20SVG%20and%20Flash%20media%0A%20%20%2F%2F%20with%20thanks%20to%20Ivan%20Herman%20for%20the%20suggestion%0A%20%20adjust%5Fobject%5Fdimensions%3A%20function%20%28width%2C%20height%29%20%7B%0A%20%20%20%20for%28%20var%20i%20%3D%200%3B%20i%20%3C%20w3c%5Fslidy%2Eobjects%2Elength%3B%20i%2B%2B%20%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20obj%20%3D%20this%2Eobjects%5Bi%5D%3B%0A%20%20%20%20%20%20var%20mimeType%20%3D%20obj%2EgetAttribute%28%22type%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28mimeType%20%3D%3D%20%22image%2Fsvg%2Bxml%22%20%7C%7C%20mimeType%20%3D%3D%20%22application%2Fx%2Dshockwave%2Dflash%22%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28%20%21obj%2EinitialWidth%20%29%20%0A%20%20%20%20%20%20%20%20%20%20obj%2EinitialWidth%20%3D%20obj%2EgetAttribute%28%22width%22%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28%20%21obj%2EinitialHeight%20%29%20%0A%20%20%20%20%20%20%20%20%20%20obj%2EinitialHeight%20%3D%20obj%2EgetAttribute%28%22height%22%29%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28%20obj%2EinitialWidth%20%26%26%20obj%2EinitialWidth%2EcharAt%28obj%2EinitialWidth%2Elength%2D1%29%20%3D%3D%20%22%25%22%20%29%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20var%20w%20%3D%20parseInt%28obj%2EinitialWidth%2Eslice%280%2C%20obj%2EinitialWidth%2Elength%2D1%29%29%3B%0A%20%20%20%20%20%20%20%20%20%20var%20newW%20%3D%20width%20%2A%20%28w%2F100%2E0%29%3B%0A%20%20%20%20%20%20%20%20%20%20obj%2EsetAttribute%28%22width%22%2CnewW%29%3B%0A%20%20%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20%20%20if%20%28%20obj%2EinitialHeight%20%26%26%0A%20%20%20%20%20%20%20%20%20%20%20%20%20obj%2EinitialHeight%2EcharAt%28obj%2EinitialHeight%2Elength%2D1%29%20%3D%3D%20%22%25%22%20%29%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20%20var%20h%20%3D%20parseInt%28obj%2EinitialHeight%2Eslice%280%2C%20obj%2EinitialHeight%2Elength%2D1%29%29%3B%0A%20%20%20%20%20%20%20%20%20%20var%20newH%20%3D%20height%20%2A%20%28h%2F100%2E0%29%3B%0A%20%20%20%20%20%20%20%20%20%20obj%2EsetAttribute%28%22height%22%2C%20newH%29%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20needed%20for%20Opera%20to%20inhibit%20default%20behavior%0A%20%20%2F%2F%20since%20Opera%20delivers%20keyPress%20even%20if%20keyDown%0A%20%20%2F%2F%20was%20cancelled%0A%20%20key%5Fpress%3A%20function%20%28event%29%20%7B%0A%20%20%20%20if%20%28%21event%29%0A%20%20%20%20%20%20event%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Ekey%5Fwanted%29%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%0A%20%20%20%20return%20true%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20%20See%20e%2Eg%2E%20http%3A%2F%2Fwww%2Equirksmode%2Eorg%2Fjs%2Fevents%2Fkeys%2Ehtml%20for%20keycodes%0A%20%20key%5Fdown%3A%20function%20%28event%29%20%7B%0A%20%20%20%20var%20key%2C%20target%2C%20tag%3B%0A%0A%20%20%20%20w3c%5Fslidy%2Ekey%5Fwanted%20%3D%20true%3B%0A%0A%20%20%20%20if%20%28%21event%29%0A%20%20%20%20%20%20event%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20%2F%2F%20kludge%20around%20NS%2FIE%20differences%20%0A%20%20%20%20if%20%28window%2Eevent%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20key%20%3D%20window%2Eevent%2EkeyCode%3B%0A%20%20%20%20%20%20target%20%3D%20window%2Eevent%2EsrcElement%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28event%2Ewhich%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20key%20%3D%20event%2Ewhich%3B%0A%20%20%20%20%20%20target%20%3D%20event%2Etarget%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%0A%20%20%20%20%20%20return%20true%3B%20%2F%2F%20Yikes%21%20unknown%20browser%0A%0A%20%20%20%20%2F%2F%20ignore%20event%20if%20key%20value%20is%20zero%0A%20%20%20%20%2F%2F%20as%20for%20alt%20on%20Opera%20and%20Konqueror%0A%20%20%20%20if%20%28%21key%29%0A%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%2F%2F%20avoid%20interfering%20with%20keystroke%0A%20%20%20%20%2F%2F%20behavior%20for%20non%2Dslidy%20chrome%20elements%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Eslidy%5Fchrome%28target%29%20%26%26%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Especial%5Felement%28target%29%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%2F%2F%20check%20for%20concurrent%20control%2Fcommand%2Falt%20key%0A%20%20%20%20%2F%2F%20but%20are%20these%20only%20present%20on%20mouse%20events%3F%0A%0A%20%20%20%20if%20%28event%2EctrlKey%20%7C%7C%20event%2EaltKey%20%7C%7C%20event%2EmetaKey%29%0A%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%2F%2F%20dismiss%20table%20of%20contents%20if%20visible%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eis%5Fshown%5Ftoc%28%29%20%26%26%20key%20%21%3D%209%20%26%26%20key%20%21%3D%2016%20%26%26%20key%20%21%3D%2038%20%26%26%20key%20%21%3D%2040%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28true%29%3B%0A%0A%20%20%20%20%20%20if%20%28key%20%3D%3D%2027%20%7C%7C%20key%20%3D%3D%2084%20%7C%7C%20key%20%3D%3D%2067%29%0A%20%20%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28key%20%3D%3D%2034%29%20%2F%2F%20Page%20Down%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Enext%5Fslide%28false%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2033%29%20%2F%2F%20Page%20Up%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eview%5Fall%29%0A%20%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%20%20w3c%5Fslidy%2Eprevious%5Fslide%28false%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2032%29%20%2F%2F%20space%20bar%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Enext%5Fslide%28true%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2037%29%20%2F%2F%20Left%20arrow%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Eprevious%5Fslide%28%21event%2EshiftKey%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2036%29%20%2F%2F%20Home%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Efirst%5Fslide%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2035%29%20%2F%2F%20End%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fslide%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2039%29%20%2F%2F%20Right%20arrow%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Enext%5Fslide%28%21event%2EshiftKey%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2013%29%20%2F%2F%20Enter%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eoutline%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Eoutline%2Evisible%29%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Efold%28w3c%5Fslidy%2Eoutline%29%3B%0A%20%20%20%20%20%20%20%20else%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eunfold%28w3c%5Fslidy%2Eoutline%29%3B%0A%20%20%20%20%20%20%20%20%20%20%0A%20%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%20188%29%20%20%2F%2F%20%3C%20for%20smaller%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Esmaller%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%20190%29%20%20%2F%2F%20%3E%20for%20larger%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ebigger%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%20189%20%7C%7C%20key%20%3D%3D%20109%29%20%20%2F%2F%20%2D%20for%20smaller%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Esmaller%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%20187%20%7C%7C%20key%20%3D%3D%20191%20%7C%7C%20key%20%3D%3D%20107%29%20%20%2F%2F%20%3D%20%2B%20%20for%20larger%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ebigger%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2083%29%20%20%2F%2F%20S%20for%20smaller%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Esmaller%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2066%29%20%20%2F%2F%20B%20for%20larger%20fonts%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Ebigger%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2090%29%20%20%2F%2F%20Z%20for%20last%20slide%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Elast%5Fslide%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2070%29%20%20%2F%2F%20F%20for%20toggle%20toolbar%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Etoggle%5Ftoolbar%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2065%29%20%20%2F%2F%20A%20for%20toggle%20view%20single%2Fall%20slides%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Etoggle%5Fview%28%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2075%29%20%20%2F%2F%20toggle%20action%20of%20left%20click%20for%20next%20page%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Emouse%5Fclick%5Fenabled%20%3D%20%21w3c%5Fslidy%2Emouse%5Fclick%5Fenabled%3B%0A%20%20%20%20%20%20var%20alert%5Fmsg%20%3D%20%28w3c%5Fslidy%2Emouse%5Fclick%5Fenabled%20%3F%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%22enabled%22%20%3A%20%22disabled%22%29%20%2B%20%20%22%20mouse%20click%20advance%22%3B%0A%0A%20%20%20%20%20%20alert%28w3c%5Fslidy%2Elocalize%28alert%5Fmsg%29%29%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2084%20%7C%7C%20key%20%3D%3D%2067%29%20%20%2F%2F%20T%20or%20C%20for%20table%20of%20contents%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Etoc%29%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Etoggle%5Ftable%5Fof%5Fcontents%28%29%3B%0A%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28key%20%3D%3D%2072%29%20%2F%2F%20H%20for%20help%0A%20%20%20%20%7B%0A%20%20%20%20%20%20window%2Elocation%20%3D%20w3c%5Fslidy%2Ehelp%5Fpage%3B%0A%20%20%20%20%20%20return%20w3c%5Fslidy%2Ecancel%28event%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20%2F%2Felse%20alert%28%22key%20code%20is%20%22%2B%20key%29%3B%0A%0A%20%20%20%20return%20true%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20safe%20for%20both%20text%2Fhtml%20and%20application%2Fxhtml%2Bxml%0A%20%20create%5Felement%3A%20function%20%28name%29%20%7B%0A%20%20%20%20if%20%28this%2Exhtml%20%26%26%20%28typeof%20document%2EcreateElementNS%20%21%3D%20%27undefined%27%29%29%0A%20%20%20%20%20%20return%20document%2EcreateElementNS%28%22http%3A%2F%2Fwww%2Ew3%2Eorg%2F1999%2Fxhtml%22%2C%20name%29%0A%0A%20%20%20%20return%20document%2EcreateElement%28name%29%3B%0A%20%20%7D%2C%0A%0A%20%20get%5Felement%5Fstyle%3A%20function%20%28elem%2C%20IEStyleProp%2C%20CSSStyleProp%29%20%7B%0A%20%20%20%20if%20%28elem%2EcurrentStyle%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20return%20elem%2EcurrentStyle%5BIEStyleProp%5D%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28window%2EgetComputedStyle%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20compStyle%20%3D%20window%2EgetComputedStyle%28elem%2C%20%22%22%29%3B%0A%20%20%20%20%20%20return%20compStyle%2EgetPropertyValue%28CSSStyleProp%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20return%20%22%22%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20the%20string%20str%20is%20a%20whitespace%20separated%20list%20of%20tokens%0A%20%20%2F%2F%20test%20if%20str%20contains%20a%20particular%20token%2C%20e%2Eg%2E%20%22slide%22%0A%20%20has%5Ftoken%3A%20function%20%28str%2C%20token%29%20%7B%0A%20%20%20%20if%20%28str%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2F%2F%20define%20pattern%20as%20regular%20expression%0A%20%20%20%20%20%20var%20pattern%20%3D%20%2F%5Cw%2B%2Fg%3B%0A%0A%20%20%20%20%20%20%2F%2F%20check%20for%20matches%0A%20%20%20%20%20%20%2F%2F%20place%20result%20in%20array%0A%20%20%20%20%20%20var%20result%20%3D%20str%2Ematch%28pattern%29%3B%0A%0A%20%20%20%20%20%20%2F%2F%20now%20check%20if%20desired%20token%20is%20present%0A%20%20%20%20%20%20for%20%28var%20i%20%3D%200%3B%20i%20%3C%20result%2Elength%3B%20i%2B%2B%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28result%5Bi%5D%20%3D%3D%20token%29%0A%20%20%20%20%20%20%20%20%20%20return%20true%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%20%20get%5Fclass%5Flist%3A%20function%20%28element%29%20%7B%0A%20%20%20%20if%20%28typeof%20element%2EclassName%20%21%3D%20%27undefined%27%29%0A%20%20%20%20%20%20return%20element%2EclassName%3B%0A%0A%20%20%20%20return%20element%2EgetAttribute%28%22class%22%29%3B%0A%20%20%7D%2C%0A%0A%20%20has%5Fclass%3A%20function%20%28element%2C%20name%29%20%7B%0A%20%20%20%20if%20%28element%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20return%20false%3B%0A%0A%20%20%20%20var%20regexp%20%3D%20new%20RegExp%28%22%28%5E%7C%20%29%22%20%2B%20name%20%2B%20%22%5CW%2A%22%29%3B%0A%0A%20%20%20%20if%20%28typeof%20element%2EclassName%20%21%3D%20%27undefined%27%29%0A%20%20%20%20%20%20return%20regexp%2Etest%28element%2EclassName%29%3B%0A%0A%20%20%20%20return%20regexp%2Etest%28element%2EgetAttribute%28%22class%22%29%29%3B%0A%20%20%7D%2C%0A%0A%20%20remove%5Fclass%3A%20function%20%28element%2C%20name%29%20%7B%0A%20%20%20%20var%20regexp%20%3D%20new%20RegExp%28%22%28%5E%7C%20%29%22%20%2B%20name%20%2B%20%22%5CW%2A%22%29%3B%0A%20%20%20%20var%20clsval%20%3D%20%22%22%3B%0A%0A%20%20%20%20if%20%28typeof%20element%2EclassName%20%21%3D%20%27undefined%27%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20clsval%20%3D%20element%2EclassName%3B%0A%0A%20%20%20%20%20%20if%20%28clsval%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20clsval%20%3D%20clsval%2Ereplace%28regexp%2C%20%22%22%29%3B%0A%20%20%20%20%20%20%20%20element%2EclassName%20%3D%20clsval%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%0A%20%20%20%20%7B%0A%20%20%20%20%20%20clsval%20%3D%20element%2EgetAttribute%28%22class%22%29%3B%0A%0A%20%20%20%20%20%20if%20%28clsval%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20clsval%20%3D%20clsval%2Ereplace%28regexp%2C%20%22%22%29%3B%0A%20%20%20%20%20%20%20%20element%2EsetAttribute%28%22class%22%2C%20clsval%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20add%5Fclass%3A%20function%20%28element%2C%20name%29%20%7B%0A%20%20%20%20if%20%28%21this%2Ehas%5Fclass%28element%2C%20name%29%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28typeof%20element%2EclassName%20%21%3D%20%27undefined%27%29%0A%20%20%20%20%20%20%20%20element%2EclassName%20%2B%3D%20%22%20%22%20%2B%20name%3B%0A%20%20%20%20%20%20else%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20var%20clsval%20%3D%20element%2EgetAttribute%28%22class%22%29%3B%0A%20%20%20%20%20%20%20%20clsval%20%3D%20clsval%20%3F%20clsval%20%2B%20%22%20%22%20%2B%20name%20%3A%20name%3B%0A%20%20%20%20%20%20%20%20element%2EsetAttribute%28%22class%22%2C%20clsval%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20HTML%20elements%20that%20can%20be%20used%20with%20class%3D%22incremental%22%0A%20%20%2F%2F%20note%20that%20you%20can%20also%20put%20the%20class%20on%20containers%20like%0A%20%20%2F%2F%20up%2C%20ol%2C%20dl%2C%20and%20div%20to%20make%20their%20contents%20appear%0A%20%20%2F%2F%20incrementally%2E%20Upper%20case%20is%20used%20since%20this%20is%20what%0A%20%20%2F%2F%20browsers%20report%20for%20HTML%20node%20names%20%28text%2Fhtml%29%2E%0A%20%20incremental%5Felements%3A%20null%2C%0A%20%20okay%5Ffor%5Fincremental%3A%20function%20%28name%29%20%7B%0A%20%20%20%20if%20%28%21this%2Eincremental%5Felements%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20inclist%20%3D%20new%20Array%28%29%3B%0A%20%20%20%20%20%20inclist%5B%22p%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22pre%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22li%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22blockquote%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22dt%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22dd%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22h2%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22h3%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22h4%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22h5%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22h6%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22span%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22address%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22table%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22tr%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22th%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22td%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22img%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20inclist%5B%22object%22%5D%20%3D%20true%3B%0A%20%20%20%20%20%20this%2Eincremental%5Felements%20%3D%20inclist%3B%0A%20%20%20%20%7D%0A%20%20%20%20return%20this%2Eincremental%5Felements%5Bname%2EtoLowerCase%28%29%5D%3B%0A%20%20%7D%2C%0A%0A%20%20next%5Fincremental%5Fitem%3A%20function%20%28node%29%20%7B%0A%20%20%20%20var%20br%20%3D%20this%2Eis%5Fxhtml%20%3F%20%22br%22%20%3A%20%22BR%22%3B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%0A%20%20%20%20for%20%28%3B%3B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20w3c%5Fslidy%2Enext%5Fnode%28slide%2C%20node%29%3B%0A%0A%20%20%20%20%20%20if%20%28node%20%3D%3D%20null%20%7C%7C%20node%2EparentNode%20%3D%3D%20null%29%0A%20%20%20%20%20%20%20%20break%3B%0A%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%29%20%20%2F%2F%20ELEMENT%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28node%2EnodeName%20%3D%3D%20br%29%0A%20%20%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ehas%5Fclass%28node%2C%20%22incremental%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%26%26%20w3c%5Fslidy%2Eokay%5Ffor%5Fincremental%28node%2EnodeName%29%29%0A%20%20%20%20%20%20%20%20%20%20return%20node%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ehas%5Fclass%28node%2EparentNode%2C%20%22incremental%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%26%26%20%21w3c%5Fslidy%2Ehas%5Fclass%28node%2C%20%22non%2Dincremental%22%29%29%0A%20%20%20%20%20%20%20%20%20%20return%20node%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20node%3B%0A%20%20%7D%2C%0A%0A%20%20previous%5Fincremental%5Fitem%3A%20function%20%28node%29%20%7B%0A%20%20%20%20var%20br%20%3D%20this%2Eis%5Fxhtml%20%3F%20%22br%22%20%3A%20%22BR%22%3B%0A%20%20%20%20var%20slide%20%3D%20w3c%5Fslidy%2Eslides%5Bw3c%5Fslidy%2Eslide%5Fnumber%5D%3B%0A%0A%20%20%20%20for%20%28%3B%3B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20w3c%5Fslidy%2Eprevious%5Fnode%28slide%2C%20node%29%3B%0A%0A%20%20%20%20%20%20if%20%28node%20%3D%3D%20null%20%7C%7C%20node%2EparentNode%20%3D%3D%20null%29%0A%20%20%20%20%20%20%20%20break%3B%0A%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20if%20%28node%2EnodeName%20%3D%3D%20br%29%0A%20%20%20%20%20%20%20%20%20%20continue%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ehas%5Fclass%28node%2C%20%22incremental%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%26%26%20w3c%5Fslidy%2Eokay%5Ffor%5Fincremental%28node%2EnodeName%29%29%0A%20%20%20%20%20%20%20%20%20%20return%20node%3B%0A%0A%20%20%20%20%20%20%20%20if%20%28w3c%5Fslidy%2Ehas%5Fclass%28node%2EparentNode%2C%20%22incremental%22%29%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%26%26%20%21w3c%5Fslidy%2Ehas%5Fclass%28node%2C%20%22non%2Dincremental%22%29%29%0A%20%20%20%20%20%20%20%20%20%20return%20node%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20node%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20set%20visibility%20for%20all%20elements%20on%20current%20slide%20with%0A%20%20%2F%2F%20a%20parent%20element%20with%20attribute%20class%3D%22incremental%22%0A%20%20set%5Fvisibility%5Fall%5Fincremental%3A%20function%20%28value%29%20%7B%0A%20%20%20%20var%20node%20%3D%20this%2Enext%5Fincremental%5Fitem%28null%29%3B%0A%0A%20%20%20%20if%20%28value%20%3D%3D%20%22hidden%22%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20while%20%28node%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28node%2C%20%22invisible%22%29%3B%0A%20%20%20%20%20%20%20%20node%20%3D%20w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28node%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%20%2F%2F%20value%20%3D%3D%20%22visible%22%0A%20%20%20%20%7B%0A%20%20%20%20%20%20while%20%28node%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28node%2C%20%22invisible%22%29%3B%0A%20%20%20%20%20%20%20%20node%20%3D%20w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28node%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20reveal%20the%20next%20hidden%20item%20on%20the%20slide%0A%20%20%2F%2F%20node%20is%20null%20or%20the%20node%20that%20was%20last%20revealed%0A%20%20reveal%5Fnext%5Fitem%3A%20function%20%28node%29%20%7B%0A%20%20%20%20node%20%3D%20w3c%5Fslidy%2Enext%5Fincremental%5Fitem%28node%29%3B%0A%0A%20%20%20%20if%20%28node%20%26%26%20node%2EnodeType%20%3D%3D%201%29%20%20%2F%2F%20an%20element%0A%20%20%20%20%20%20w3c%5Fslidy%2Eremove%5Fclass%28node%2C%20%22invisible%22%29%3B%0A%0A%20%20%20%20return%20node%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20exact%20inverse%20of%20revealNextItem%28node%29%0A%20%20hide%5Fprevious%5Fitem%3A%20function%20%28node%29%20%7B%0A%20%20%20%20if%20%28node%20%26%26%20node%2EnodeType%20%3D%3D%201%29%20%20%2F%2F%20an%20element%0A%20%20%20%20%20%20w3c%5Fslidy%2Eadd%5Fclass%28node%2C%20%22invisible%22%29%3B%0A%0A%20%20%20%20return%20this%2Eprevious%5Fincremental%5Fitem%28node%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20left%20to%20right%20traversal%20of%20root%27s%20content%0A%20%20next%5Fnode%3A%20function%20%28root%2C%20node%29%20%7B%0A%20%20%20%20if%20%28node%20%3D%3D%20null%29%0A%20%20%20%20%20%20return%20root%2EfirstChild%3B%0A%0A%20%20%20%20if%20%28node%2EfirstChild%29%0A%20%20%20%20%20%20return%20node%2EfirstChild%3B%0A%0A%20%20%20%20if%20%28node%2EnextSibling%29%0A%20%20%20%20%20%20return%20node%2EnextSibling%3B%0A%0A%20%20%20%20for%20%28%3B%3B%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20node%2EparentNode%3B%0A%0A%20%20%20%20%20%20if%20%28%21node%20%7C%7C%20node%20%3D%3D%20root%29%0A%20%20%20%20%20%20%20%20break%3B%0A%0A%20%20%20%20%20%20if%20%28node%20%26%26%20node%2EnextSibling%29%0A%20%20%20%20%20%20%20%20return%20node%2EnextSibling%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20null%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20right%20to%20left%20traversal%20of%20root%27s%20content%0A%20%20previous%5Fnode%3A%20function%20%28root%2C%20node%29%20%7B%0A%20%20%20%20if%20%28node%20%3D%3D%20null%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20root%2ElastChild%3B%0A%0A%20%20%20%20%20%20if%20%28node%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20while%20%28node%2ElastChild%29%0A%20%20%20%20%20%20%20%20%20%20node%20%3D%20node%2ElastChild%3B%0A%20%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%20return%20node%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28node%2EpreviousSibling%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20node%20%3D%20node%2EpreviousSibling%3B%0A%0A%20%20%20%20%20%20while%20%28node%2ElastChild%29%0A%20%20%20%20%20%20%20%20node%20%3D%20node%2ElastChild%3B%0A%0A%20%20%20%20%20%20return%20node%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20if%20%28node%2EparentNode%20%21%3D%20root%29%0A%20%20%20%20%20%20return%20node%2EparentNode%3B%0A%0A%20%20%20%20return%20null%3B%0A%20%20%7D%2C%0A%0A%20%20previous%5Fsibling%5Felement%3A%20function%20%28el%29%20%7B%0A%20%20%20%20el%20%3D%20el%2EpreviousSibling%3B%0A%0A%20%20%20%20while%20%28el%20%26%26%20el%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20el%20%3D%20el%2EpreviousSibling%3B%0A%0A%20%20%20%20return%20el%3B%0A%20%20%7D%2C%0A%0A%20%20next%5Fsibling%5Felement%3A%20function%20%28el%29%20%7B%0A%20%20%20%20el%20%3D%20el%2EnextSibling%3B%0A%0A%20%20%20%20while%20%28el%20%26%26%20el%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20el%20%3D%20el%2EnextSibling%3B%0A%0A%20%20%20%20return%20el%3B%0A%20%20%7D%2C%0A%0A%20%20first%5Fchild%5Felement%3A%20function%20%28el%29%20%7B%0A%20%20%20%20var%20node%3B%0A%0A%20%20%20%20for%20%28node%20%3D%20el%2EfirstChild%3B%20node%3B%20node%20%3D%20node%2EnextSibling%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%29%0A%20%20%20%20%20%20%20%20break%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20node%3B%0A%20%20%7D%2C%0A%0A%20%20first%5Ftag%3A%20function%20%28element%2C%20tag%29%20%7B%0A%20%20%20%20var%20node%3B%0A%0A%20%20%20%20if%20%28%21this%2Eis%5Fxhtml%29%0A%20%20%20%20%20%20tag%20%3D%20tag%2EtoUpperCase%28%29%3B%0A%0A%20%20%20%20for%20%28node%20%3D%20element%2EfirstChild%3B%20node%3B%20node%20%3D%20node%2EnextSibling%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28node%2EnodeType%20%3D%3D%201%20%26%26%20node%2EnodeName%20%3D%3D%20tag%29%0A%20%20%20%20%20%20%20%20break%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20node%3B%0A%20%20%7D%2C%0A%0A%20%20hide%5Fselection%3A%20function%20%28%29%20%7B%0A%20%20%20%20if%20%28window%2EgetSelection%29%20%2F%2F%20Firefox%2C%20Chromium%2C%20Safari%2C%20Opera%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20selection%20%3D%20window%2EgetSelection%28%29%3B%0A%0A%20%20%20%20%20%20if%20%28selection%2ErangeCount%20%3E%200%29%0A%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20var%20range%20%3D%20selection%2EgetRangeAt%280%29%3B%0A%20%20%20%20%20%20%20%20range%2Ecollapse%20%28false%29%3B%0A%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20else%20%2F%2F%20Internet%20Explorer%0A%20%20%20%20%7B%0A%20%20%20%20%20%20var%20textRange%20%3D%20document%2Eselection%2EcreateRange%20%28%29%3B%0A%20%20%20%20%20%20textRange%2Ecollapse%20%28false%29%3B%0A%20%20%20%20%7D%0A%20%20%7D%2C%0A%0A%20%20get%5Fselected%5Ftext%3A%20function%20%28%29%20%7B%0A%20%20%20%20try%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28window%2EgetSelection%29%0A%20%20%20%20%20%20%20%20return%20window%2EgetSelection%28%29%2EtoString%28%29%3B%0A%0A%20%20%20%20%20%20if%20%28document%2EgetSelection%29%0A%20%20%20%20%20%20%20%20return%20document%2EgetSelection%28%29%2EtoString%28%29%3B%0A%0A%20%20%20%20%20%20if%20%28document%2Eselection%29%0A%20%20%20%20%20%20%20%20return%20document%2Eselection%2EcreateRange%28%29%2Etext%3B%0A%20%20%20%20%7D%0A%20%20%20%20catch%20%28e%29%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20%22%22%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20make%20note%20of%20length%20of%20selected%20text%0A%20%20%2F%2F%20as%20this%20evaluates%20to%20zero%20in%20click%20event%0A%20%20mouse%5Fbutton%5Fup%3A%20function%20%28e%29%20%7B%0A%20%20%20%20w3c%5Fslidy%2Eselected%5Ftext%5Flen%20%3D%20w3c%5Fslidy%2Eget%5Fselected%5Ftext%28%29%2Elength%3B%0A%20%20%7D%2C%0A%0A%20%20mouse%5Fbutton%5Fdown%3A%20function%20%28e%29%20%7B%0A%20%20%20%20w3c%5Fslidy%2Eselected%5Ftext%5Flen%20%3D%20w3c%5Fslidy%2Eget%5Fselected%5Ftext%28%29%2Elength%3B%0A%20%20%20%20w3c%5Fslidy%2Emouse%5Fx%20%3D%20e%2EclientX%3B%0A%20%20%20%20w3c%5Fslidy%2Emouse%5Fy%20%3D%20e%2EclientY%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20right%20mouse%20button%20click%20is%20reserved%20for%20context%20menus%0A%20%20%2F%2F%20it%20is%20more%20reliable%20to%20detect%20rightclick%20than%20leftclick%0A%20%20mouse%5Fbutton%5Fclick%3A%20function%20%28e%29%20%7B%0A%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20var%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20if%20%28Math%2Eabs%28e%2EclientX%20%2Dw3c%5Fslidy%2Emouse%5Fx%29%20%2B%0A%20%20%20%20%20%20%20%20Math%2Eabs%28e%2EclientY%20%2Dw3c%5Fslidy%2Emouse%5Fy%29%20%3E%2010%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eselected%5Ftext%5Flen%20%3E%200%29%0A%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20var%20rightclick%20%3D%20false%3B%0A%20%20%20%20var%20leftclick%20%3D%20false%3B%0A%20%20%20%20var%20middleclick%20%3D%20false%3B%0A%20%20%20%20var%20target%3B%0A%0A%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20var%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20if%20%28e%2Etarget%29%0A%20%20%20%20%20%20target%20%3D%20e%2Etarget%3B%0A%20%20%20%20else%20if%20%28e%2EsrcElement%29%0A%20%20%20%20%20%20target%20%3D%20e%2EsrcElement%3B%0A%0A%20%20%20%20%2F%2F%20work%20around%20Safari%20bug%0A%20%20%20%20if%20%28target%2EnodeType%20%3D%3D%203%29%0A%20%20%20%20%20%20target%20%3D%20target%2EparentNode%3B%0A%0A%20%20%20%20if%20%28e%2Ewhich%29%20%2F%2F%20all%20browsers%20except%20IE%0A%20%20%20%20%7B%0A%20%20%20%20%20%20leftclick%20%3D%20%28e%2Ewhich%20%3D%3D%201%29%3B%0A%20%20%20%20%20%20middleclick%20%3D%20%28e%2Ewhich%20%3D%3D%202%29%3B%0A%20%20%20%20%20%20rightclick%20%3D%20%28e%2Ewhich%20%3D%3D%203%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%20if%20%28e%2Ebutton%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%2F%2F%20Konqueror%20gives%201%20for%20left%2C%204%20for%20middle%0A%20%20%20%20%20%20%2F%2F%20IE6%20gives%200%20for%20left%20and%20not%201%20as%20I%20expected%0A%0A%20%20%20%20%20%20if%20%28e%2Ebutton%20%3D%3D%204%29%0A%20%20%20%20%20%20%20%20middleclick%20%3D%20true%3B%0A%0A%20%20%20%20%20%20%2F%2F%20all%20browsers%20agree%20on%202%20for%20right%20button%0A%20%20%20%20%20%20rightclick%20%3D%20%28e%2Ebutton%20%3D%3D%202%29%3B%0A%20%20%20%20%7D%0A%20%20%20%20else%0A%20%20%20%20%20%20leftclick%20%3D%20true%3B%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Eselected%5Ftext%5Flen%20%3E%200%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20%20%20e%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20e%2EreturnValue%20%3D%20false%3B%0A%20%20%20%20%20%20return%20false%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20%2F%2F%20dismiss%20table%20of%20contents%0A%20%20%20%20w3c%5Fslidy%2Ehide%5Ftable%5Fof%5Fcontents%28false%29%3B%0A%0A%20%20%20%20%2F%2F%20check%20if%20target%20is%20something%20that%20probably%20want%27s%20clicks%0A%20%20%20%20%2F%2F%20e%2Eg%2E%20a%2C%20embed%2C%20object%2C%20input%2C%20textarea%2C%20select%2C%20option%0A%20%20%20%20var%20tag%20%3D%20target%2EnodeName%2EtoLowerCase%28%29%3B%0A%0A%20%20%20%20if%20%28w3c%5Fslidy%2Emouse%5Fclick%5Fenabled%20%26%26%20leftclick%20%26%26%0A%20%20%20%20%20%20%20%20%21w3c%5Fslidy%2Especial%5Felement%28target%29%20%26%26%0A%20%20%20%20%20%20%20%20%21target%2Eonclick%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20w3c%5Fslidy%2Enext%5Fslide%28true%29%3B%0A%20%20%20%20%20%20w3c%5Fslidy%2Estop%5Fpropagation%28e%29%3B%0A%20%20%20%20%20%20e%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20e%2EreturnValue%20%3D%20false%3B%0A%20%20%20%20%20%20return%20false%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20true%3B%0A%20%20%7D%2C%0A%0A%20%20special%5Felement%3A%20function%20%28element%29%20%7B%0A%20%20%20%20if%20%28this%2Ehas%5Fclass%28element%2C%20%22non%2Dinteractive%22%29%29%0A%20%20%20%20%20%20return%20false%3B%0A%0A%20%20%20%20var%20tag%20%3D%20element%2EnodeName%2EtoLowerCase%28%29%3B%0A%0A%20%20%20%20return%20element%2Eonkeydown%20%7C%7C%0A%20%20%20%20%20%20element%2Eonclick%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22a%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22embed%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22object%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22video%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22audio%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22svg%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22canvas%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22input%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22textarea%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22select%22%20%7C%7C%0A%20%20%20%20%20%20tag%20%3D%3D%20%22option%22%3B%0A%20%20%7D%2C%0A%0A%20%20slidy%5Fchrome%3A%20function%20%28el%29%20%7B%0A%20%20%20%20while%20%28el%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20if%20%28el%20%3D%3D%20w3c%5Fslidy%2Etoc%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20el%20%3D%3D%20w3c%5Fslidy%2Etoolbar%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20w3c%5Fslidy%2Ehas%5Fclass%28el%2C%20%22outline%22%29%29%0A%20%20%20%20%20%20%20%20return%20true%3B%0A%0A%20%20%20%20%20%20el%20%3D%20el%2EparentNode%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%20%20get%5Fkey%3A%20function%20%28e%29%0A%20%20%7B%0A%20%20%20%20var%20key%3B%0A%0A%20%20%20%20%2F%2F%20kludge%20around%20NS%2FIE%20differences%20%0A%20%20%20%20if%20%28typeof%20window%2Eevent%20%21%3D%20%22undefined%22%29%0A%20%20%20%20%20%20key%20%3D%20window%2Eevent%2EkeyCode%3B%0A%20%20%20%20else%20if%20%28e%2Ewhich%29%0A%20%20%20%20%20%20key%20%3D%20e%2Ewhich%3B%0A%0A%20%20%20%20return%20key%3B%0A%20%20%7D%2C%0A%0A%20%20get%5Ftarget%3A%20function%20%28e%29%20%7B%0A%20%20%20%20var%20target%3B%0A%0A%20%20%20%20if%20%28%21e%29%0A%20%20%20%20%20%20e%20%3D%20window%2Eevent%3B%0A%0A%20%20%20%20if%20%28e%2Etarget%29%0A%20%20%20%20%20%20target%20%3D%20e%2Etarget%3B%0A%20%20%20%20else%20if%20%28e%2EsrcElement%29%0A%20%20%20%20%20%20target%20%3D%20e%2EsrcElement%3B%0A%0A%20%20%20%20if%20%28target%2EnodeType%20%21%3D%201%29%0A%20%20%20%20%20%20target%20%3D%20target%2EparentNode%3B%0A%0A%20%20%20%20return%20target%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20does%20display%20property%20provide%20correct%20defaults%3F%0A%20%20is%5Fblock%3A%20function%20%28elem%29%20%7B%0A%20%20%20%20var%20tag%20%3D%20elem%2EnodeName%2EtoLowerCase%28%29%3B%0A%0A%20%20%20%20return%20tag%20%3D%3D%20%22ol%22%20%7C%7C%20tag%20%3D%3D%20%22ul%22%20%7C%7C%20tag%20%3D%3D%20%22p%22%20%7C%7C%20tag%20%3D%3D%20%22dl%22%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20%20tag%20%3D%3D%20%22li%22%20%7C%7C%20tag%20%3D%3D%20%22table%22%20%7C%7C%20tag%20%3D%3D%20%22pre%22%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20%20tag%20%3D%3D%20%22h1%22%20%7C%7C%20tag%20%3D%3D%20%22h2%22%20%7C%7C%20tag%20%3D%3D%20%22h3%22%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20%20tag%20%3D%3D%20%22h4%22%20%7C%7C%20tag%20%3D%3D%20%22h5%22%20%7C%7C%20tag%20%3D%3D%20%22h6%22%20%7C%7C%0A%20%20%20%20%20%20%20%20%20%20%20tag%20%3D%3D%20%22blockquote%22%20%7C%7C%20tag%20%3D%3D%20%22address%22%3B%20%0A%20%20%7D%2C%0A%0A%20%20add%5Flistener%3A%20function%20%28element%2C%20event%2C%20handler%29%20%7B%0A%20%20%20%20if%20%28window%2EaddEventListener%29%0A%20%20%20%20%20%20element%2EaddEventListener%28event%2C%20handler%2C%20false%29%3B%0A%20%20%20%20else%0A%20%20%20%20%20%20element%2EattachEvent%28%22on%22%2Bevent%2C%20handler%29%3B%0A%20%20%7D%2C%0A%0A%20%20%2F%2F%20used%20to%20prevent%20event%20propagation%20from%20field%20controls%0A%20%20stop%5Fpropagation%3A%20function%20%28event%29%20%7B%0A%20%20%20%20event%20%3D%20event%20%3F%20event%20%3A%20window%2Eevent%3B%0A%20%20%20%20event%2EcancelBubble%20%3D%20true%3B%20%20%2F%2F%20for%20IE%0A%0A%20%20%20%20if%20%28event%2EstopPropagation%29%0A%20%20%20%20%20%20event%2EstopPropagation%28%29%3B%0A%0A%20%20%20%20return%20true%3B%0A%20%20%7D%2C%0A%0A%20%20cancel%3A%20function%20%28event%29%20%7B%0A%20%20%20%20if%20%28event%29%0A%20%20%20%20%7B%0A%20%20%20%20%20%20%20event%2Ecancel%20%3D%20true%3B%0A%20%20%20%20%20%20%20event%2EreturnValue%20%3D%20false%3B%0A%0A%20%20%20%20%20%20if%20%28event%2EpreventDefault%29%0A%20%20%20%20%20%20%20%20event%2EpreventDefault%28%29%3B%0A%20%20%20%20%7D%0A%0A%20%20%20%20w3c%5Fslidy%2Ekey%5Fwanted%20%3D%20false%3B%0A%20%20%20%20return%20false%3B%0A%20%20%7D%2C%0A%0A%2F%2F%20for%20each%20language%20define%20an%20associative%20array%0A%2F%2F%20and%20also%20the%20help%20text%20which%20is%20longer%0A%0A%20%20strings%5Fes%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22p%C3%A1g%2E%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Ayuda%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%C3%8Dndice%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22tabla%20de%20contenidos%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Tabla%20de%20Contenidos%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Reiniciar%20presentaci%C3%B3n%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22Inicio%22%0A%20%20%7D%2C%0A%20%20help%5Fes%3A%0A%20%20%20%20%22Utilice%20el%20rat%C3%B3n%2C%20barra%20espaciadora%2C%20teclas%20Izda%2FDcha%2C%20%22%20%2B%0A%20%20%20%20%22o%20Re%20p%C3%A1g%20y%20Av%20p%C3%A1g%2E%20Use%20S%20y%20B%20para%20cambiar%20el%20tama%C3%B1o%20de%20fuente%2E%22%2C%0A%0A%20%20strings%5Fca%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22p%C3%A0g%2E%2E%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Ajuda%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%C3%8Dndex%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22taula%20de%20continguts%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Taula%20de%20Continguts%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Reiniciar%20presentaci%C3%B3%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22Inici%22%0A%20%20%7D%2C%0A%20%20help%5Fca%3A%0A%20%20%20%20%22Utilitzi%20el%20ratol%C3%AD%2C%20barra%20espaiadora%2C%20tecles%20Esq%2E%2FDta%2E%20%22%20%2B%0A%20%20%20%20%22o%20Re%20p%C3%A0g%20y%20Av%20p%C3%A0g%2E%20Usi%20S%20i%20B%20per%20canviar%20grand%C3%A0ria%20de%20font%2E%22%2C%0A%0A%20%20strings%5Fcs%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22sn%C3%ADmek%22%2C%0A%20%20%20%20%22help%3F%22%3A%22n%C3%A1pov%C4%9Bda%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22obsah%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22obsah%20prezentace%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Obsah%20prezentace%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22znovu%20spustit%20prezentaci%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22restart%22%0A%20%20%7D%2C%0A%20%20help%5Fcs%3A%0A%20%20%20%20%22Prezentaci%20m%C5%AF%C5%BEete%20proch%C3%A1zet%20pomoc%C3%AD%20kliknut%C3%AD%20my%C5%A1i%2C%20mezern%C3%ADku%2C%20%22%20%2B%0A%20%20%20%20%22%C5%A1ipek%20vlevo%20a%20vpravo%20nebo%20kl%C3%A1ves%20PageUp%20a%20PageDown%2E%20P%C3%ADsmo%20se%20%22%20%2B%0A%20%20%20%20%22d%C3%A1%20zv%C4%9Bt%C5%A1it%20a%20zmen%C5%A1it%20pomoc%C3%AD%20kl%C3%A1ves%20B%20a%20S%2E%22%2C%0A%0A%20%20strings%5Fnl%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22pagina%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Help%3F%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22Inhoud%3F%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22inhoudsopgave%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Inhoudsopgave%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22herstart%20presentatie%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22Herstart%3F%22%0A%20%20%7D%2C%0A%20%20help%5Fnl%3A%0A%20%20%20%20%20%22Navigeer%20d%2Em%2Ev%2E%20het%20muis%2C%20spatiebar%2C%20Links%2FRechts%20toetsen%2C%20%22%20%2B%0A%20%20%20%20%20%22of%20PgUp%20en%20PgDn%2E%20Gebruik%20S%20en%20B%20om%20de%20karaktergrootte%20te%20veranderen%2E%22%2C%0A%0A%20%20strings%5Fde%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22Seite%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Hilfe%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%C3%9Cbersicht%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22Inhaltsverzeichnis%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Inhaltsverzeichnis%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Pr%C3%A4sentation%20neu%20starten%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22Neustart%22%0A%20%20%7D%2C%0A%20%20help%5Fde%3A%0A%20%20%20%20%22Benutzen%20Sie%20die%20Maus%2C%20Leerschlag%2C%20die%20Cursortasten%20links%2Frechts%20oder%20%22%20%2B%0A%20%20%20%20%22Page%20up%2FPage%20Down%20zum%20Wechseln%20der%20Seiten%20und%20S%20und%20B%20f%C3%BCr%20die%20Schriftgr%C3%B6sse%2E%22%2C%0A%0A%20%20strings%5Fpl%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22slajd%22%2C%0A%20%20%20%20%22help%3F%22%3A%22pomoc%3F%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22spis%20tre%C5%9Bci%3F%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22spis%20tre%C5%9Bci%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Spis%20Tre%C5%9Bci%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Restartuj%20prezentacj%C4%99%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22restart%3F%22%0A%20%20%7D%2C%0A%20%20help%5Fpl%3A%0A%20%20%20%20%22Zmieniaj%20slajdy%20klikaj%C4%85c%20mysz%C4%85%2C%20naciskaj%C4%85c%20spacj%C4%99%2C%20strza%C5%82ki%20lewo%2Fprawo%22%20%2B%0A%20%20%20%20%22lub%20PgUp%20%2F%20PgDn%2E%20U%C5%BCyj%20klawiszy%20S%20i%20B%2C%20aby%20zmieni%C4%87%20rozmiar%20czczionki%2E%22%2C%0A%0A%20%20strings%5Ffr%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22page%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Aide%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22Index%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22table%20des%20mati%C3%A8res%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Table%20des%20mati%C3%A8res%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Recommencer%20l%27expos%C3%A9%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22D%C3%A9but%22%0A%20%20%7D%2C%0A%20%20help%5Ffr%3A%0A%20%20%20%20%22Naviguez%20avec%20la%20souris%2C%20la%20barre%20d%27espace%2C%20les%20fl%C3%A8ches%20%22%20%2B%0A%20%20%20%20%22gauche%2Fdroite%20ou%20les%20touches%20Pg%20Up%2C%20Pg%20Dn%2E%20Utilisez%20%22%20%2B%0A%20%20%20%20%22les%20touches%20S%20et%20B%20pour%20modifier%20la%20taille%20de%20la%20police%2E%22%2C%0A%0A%20%20strings%5Fhu%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22oldal%22%2C%0A%20%20%20%20%22help%3F%22%3A%22seg%C3%ADts%C3%A9g%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22tartalom%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22tartalomjegyz%C3%A9k%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Tartalomjegyz%C3%A9k%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22bemutat%C3%B3%20%C3%BAjraind%C3%ADt%C3%A1sa%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22%C3%BAjraind%C3%ADt%C3%A1s%22%0A%20%20%7D%2C%0A%20%20help%5Fhu%3A%0A%20%20%20%20%22Az%20oldalak%20k%C3%B6zti%20l%C3%A9pked%C3%A9shez%20kattintson%20az%20eg%C3%A9rrel%2C%20vagy%20%22%20%2B%0A%20%20%20%20%22haszn%C3%A1lja%20a%20sz%C3%B3k%C3%B6z%2C%20a%20bal%2C%20vagy%20a%20jobb%20ny%C3%ADl%2C%20illetve%20a%20Page%20Down%2C%20%22%20%2B%0A%20%20%20%20%22Page%20Up%20billenty%C5%B1ket%2E%20Az%20S%20%C3%A9s%20a%20B%20billenty%C5%B1kkel%20v%C3%A1ltoztathatja%20%22%20%2B%0A%20%20%20%20%22a%20sz%C3%B6veg%20m%C3%A9ret%C3%A9t%2E%22%2C%0A%0A%20%20strings%5Fit%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22pag%2E%22%2C%0A%20%20%20%20%22help%3F%22%3A%22Aiuto%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22Indice%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22indice%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Indice%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22Ricominciare%20la%20presentazione%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22Inizio%22%0A%20%20%7D%2C%0A%20%20help%5Fit%3A%0A%20%20%20%20%22Navigare%20con%20mouse%2C%20barra%20spazio%2C%20frecce%20sinistra%2Fdestra%20o%20%22%20%2B%0A%20%20%20%20%22PgUp%20e%20PgDn%2E%20Usare%20S%20e%20B%20per%20cambiare%20la%20dimensione%20dei%20caratteri%2E%22%2C%0A%0A%20%20strings%5Fel%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22%CF%83%CE%B5%CE%BB%CE%AF%CE%B4%CE%B1%22%2C%0A%20%20%20%20%22help%3F%22%3A%22%CE%B2%CE%BF%CE%AE%CE%B8%CE%B5%CE%B9%CE%B1%3B%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%CF%80%CE%B5%CF%81%CE%B9%CE%B5%CF%87%CF%8C%CE%BC%CE%B5%CE%BD%CE%B1%3B%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22%CF%80%CE%AF%CE%BD%CE%B1%CE%BA%CE%B1%CF%82%20%CF%80%CE%B5%CF%81%CE%B9%CE%B5%CF%87%CE%BF%CE%BC%CE%AD%CE%BD%CF%89%CE%BD%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22%CE%A0%CE%AF%CE%BD%CE%B1%CE%BA%CE%B1%CF%82%20%CE%A0%CE%B5%CF%81%CE%B9%CE%B5%CF%87%CE%BF%CE%BC%CE%AD%CE%BD%CF%89%CE%BD%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22%CE%B5%CF%80%CE%B1%CE%BD%CE%B5%CE%BA%CE%BA%CE%AF%CE%BD%CE%B7%CF%83%CE%B7%20%CF%80%CE%B1%CF%81%CE%BF%CF%85%CF%83%CE%AF%CE%B1%CF%83%CE%B7%CF%82%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22%CE%B5%CF%80%CE%B1%CE%BD%CE%B5%CE%BA%CE%BA%CE%AF%CE%BD%CE%B7%CF%83%CE%B7%3B%22%0A%20%20%7D%2C%0A%20%20help%5Fel%3A%0A%20%20%20%20%22%CE%A0%CE%BB%CE%BF%CE%B7%CE%B3%CE%B7%CE%B8%CE%B5%CE%AF%CF%84%CE%B5%20%CE%BC%CE%B5%20%CF%84%CE%BF%20%CE%BA%CE%BB%CE%AF%CE%BA%20%CF%84%CE%BF%CF%85%20%CF%80%CE%BF%CE%BD%CF%84%CE%B9%CE%BA%CE%B9%CE%BF%CF%8D%2C%20%CF%84%CE%BF%20space%2C%20%CF%84%CE%B1%20%CE%B2%CE%AD%CE%BB%CE%B7%20%CE%B1%CF%81%CE%B9%CF%83%CF%84%CE%B5%CF%81%CE%AC%2F%CE%B4%CE%B5%CE%BE%CE%B9%CE%AC%2C%20%22%20%2B%0A%20%20%20%20%22%CE%AE%20Page%20Up%20%CE%BA%CE%B1%CE%B9%20Page%20Down%2E%20%CE%A7%CF%81%CE%B7%CF%83%CE%B9%CE%BC%CE%BF%CF%80%CE%BF%CE%B9%CE%AE%CF%83%CF%84%CE%B5%20%CF%84%CE%B1%20%CF%80%CE%BB%CE%AE%CE%BA%CF%84%CF%81%CE%B1%20S%20%CE%BA%CE%B1%CE%B9%20B%20%CE%B3%CE%B9%CE%B1%20%CE%BD%CE%B1%20%CE%B1%CE%BB%CE%BB%CE%AC%CE%BE%CE%B5%CF%84%CE%B5%20%22%20%2B%0A%20%20%20%20%22%CF%84%CE%BF%20%CE%BC%CE%AD%CE%B3%CE%B5%CE%B8%CE%BF%CF%82%20%CF%84%CE%B7%CF%82%20%CE%B3%CF%81%CE%B1%CE%BC%CE%BC%CE%B1%CF%84%CE%BF%CF%83%CE%B5%CE%B9%CF%81%CE%AC%CF%82%2E%22%2C%0A%0A%20%20strings%5Fja%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22%E3%82%B9%E3%83%A9%E3%82%A4%E3%83%89%22%2C%0A%20%20%20%20%22help%3F%22%3A%22%E3%83%98%E3%83%AB%E3%83%97%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%E7%9B%AE%E6%AC%A1%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22%E7%9B%AE%E6%AC%A1%E3%82%92%E8%A1%A8%E7%A4%BA%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22%E7%9B%AE%E6%AC%A1%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22%E6%9C%80%E5%88%9D%E3%81%8B%E3%82%89%E5%86%8D%E7%94%9F%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22%E6%9C%80%E5%88%9D%E3%81%8B%E3%82%89%22%0A%20%20%7D%2C%0A%20%20help%5Fja%3A%0A%20%20%20%20%20%22%E3%83%9E%E3%82%A6%E3%82%B9%E5%B7%A6%E3%82%AF%E3%83%AA%E3%83%83%E3%82%AF%20%E3%83%BB%20%E3%82%B9%E3%83%9A%E3%83%BC%E3%82%B9%20%E3%83%BB%20%E5%B7%A6%E5%8F%B3%E3%82%AD%E3%83%BC%20%22%20%2B%0A%20%20%20%20%20%22%E3%81%BE%E3%81%9F%E3%81%AF%20Page%20Up%20%E3%83%BB%20Page%20Down%E3%81%A7%E6%93%8D%E4%BD%9C%EF%BC%8C%20S%20%E3%83%BB%20B%E3%81%A7%E3%83%95%E3%82%A9%E3%83%B3%E3%83%88%E3%82%B5%E3%82%A4%E3%82%BA%E5%A4%89%E6%9B%B4%22%2C%0A%0A%20%20strings%5Fzh%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22%E5%B9%BB%E7%81%AF%E7%89%87%22%2C%0A%20%20%20%20%22help%3F%22%3A%22%E5%B8%AE%E5%8A%A9%3F%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%E5%86%85%E5%AE%B9%3F%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22%E7%9B%AE%E5%BD%95%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22%E7%9B%AE%E5%BD%95%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22%E9%87%8D%E6%96%B0%E5%90%AF%E5%8A%A8%E5%B1%95%E7%A4%BA%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22%E9%87%8D%E6%96%B0%E5%90%AF%E5%8A%A8%3F%22%0A%20%20%7D%2C%0A%20%20help%5Fzh%3A%0A%20%20%20%20%22%E7%94%A8%E9%BC%A0%E6%A0%87%E7%82%B9%E5%87%BB%2C%20%E7%A9%BA%E6%A0%BC%E6%9D%A1%2C%20%E5%B7%A6%E5%8F%B3%E7%AE%AD%E5%A4%B4%2C%20Pg%20Up%20%E5%92%8C%20Pg%20Dn%20%E5%AF%BC%E8%88%AA%2E%20%22%20%2B%0A%20%20%20%20%22%E7%94%A8%20S%2C%20B%20%E6%94%B9%E5%8F%98%E5%AD%97%E4%BD%93%E5%A4%A7%E5%B0%8F%2E%22%2C%0A%0A%20%20strings%5Fru%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22%D1%81%D0%BB%D0%B0%D0%B9%D0%B4%22%2C%0A%20%20%20%20%22help%3F%22%3A%22%D0%BF%D0%BE%D0%BC%D0%BE%D1%89%D1%8C%3F%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22%D1%81%D0%BE%D0%B4%D0%B5%D1%80%D0%B6%D0%B0%D0%BD%D0%B8%D0%B5%3F%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22%D0%BE%D0%B3%D0%BB%D0%B0%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22%D0%9E%D0%B3%D0%BB%D0%B0%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22%D0%BF%D0%B5%D1%80%D0%B5%D0%B7%D0%B0%D0%BF%D1%83%D1%81%D1%82%D0%B8%D1%82%D1%8C%20%D0%BF%D1%80%D0%B5%D0%B7%D0%B5%D0%BD%D1%82%D0%B0%D1%86%D0%B8%D1%8E%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22%D0%BF%D0%B5%D1%80%D0%B5%D0%B7%D0%B0%D0%BF%D1%83%D1%81%D0%BA%3F%22%0A%20%20%7D%2C%0A%20%20help%5Fru%3A%0A%20%20%20%20%22%D0%9F%D0%B5%D1%80%D0%B5%D0%BC%D0%B5%D1%89%D0%B0%D0%B9%D1%82%D0%B5%D1%81%D1%8C%20%D0%BA%D0%BB%D0%B8%D0%BA%D0%B0%D1%8F%20%D0%BC%D1%8B%D1%88%D0%BA%D0%BE%D0%B9%2C%20%D0%B8%D1%81%D0%BF%D0%BE%D0%BB%D1%8C%D0%B7%D1%83%D1%8F%20%D0%BA%D0%BB%D0%B0%D0%B2%D0%B8%D1%88%D1%83%20%D0%BF%D1%80%D0%BE%D0%B1%D0%B5%D0%BB%2C%20%D1%81%D1%82%D1%80%D0%B5%D0%BB%D0%BA%D0%B8%22%20%2B%0A%20%20%20%20%22%D0%B2%D0%BB%D0%B5%D0%B2%D0%BE%2F%D0%B2%D0%BF%D1%80%D0%B0%D0%B2%D0%BE%20%D0%B8%D0%BB%D0%B8%20Pg%20Up%20%D0%B8%20Pg%20Dn%2E%20%D0%9A%D0%BB%D0%B0%D0%B2%D0%B8%D1%88%D0%B8%20S%20%D0%B8%20B%20%D0%BC%D0%B5%D0%BD%D1%8F%D1%8E%D1%82%20%D1%80%D0%B0%D0%B7%D0%BC%D0%B5%D1%80%20%D1%88%D1%80%D0%B8%D1%84%D1%82%D0%B0%2E%22%2C%0A%0A%20%20strings%5Fsv%3A%20%7B%0A%20%20%20%20%22slide%22%3A%22sida%22%2C%0A%20%20%20%20%22help%3F%22%3A%22hj%C3%A4lp%22%2C%0A%20%20%20%20%22contents%3F%22%3A%22inneh%C3%A5ll%22%2C%0A%20%20%20%20%22table%20of%20contents%22%3A%22inneh%C3%A5llsf%C3%B6rteckning%22%2C%0A%20%20%20%20%22Table%20of%20Contents%22%3A%22Inneh%C3%A5llsf%C3%B6rteckning%22%2C%0A%20%20%20%20%22restart%20presentation%22%3A%22visa%20presentationen%20fr%C3%A5n%20b%C3%B6rjan%22%2C%0A%20%20%20%20%22restart%3F%22%3A%22b%C3%B6rja%20om%22%0A%20%20%7D%2C%0A%20%20help%5Fsv%3A%0A%20%20%20%20%22Bl%C3%A4ddra%20med%20ett%20klick%20med%20v%C3%A4nstra%20musknappen%2C%20mellanslagstangenten%2C%20%22%20%2B%0A%20%20%20%20%22v%C3%A4nster%2D%20och%20h%C3%B6gerpiltangenterna%20eller%20tangenterna%20Pg%20Up%2C%20Pg%20Dn%2E%20%22%20%2B%0A%20%20%20%20%22Anv%C3%A4nd%20tangenterna%20S%20och%20B%20f%C3%B6r%20att%20%C3%A4ndra%20textens%20storlek%2E%22%2C%0A%0A%20%20strings%3A%20%7B%20%7D%2C%0A%0A%20%20localize%3A%20function%20%28src%29%20%7B%0A%20%20%20%20if%20%28src%20%3D%3D%20%22%22%29%0A%20%20%20%20%20%20return%20src%3B%0A%0A%20%20%20%20%20%2F%2F%20try%20full%20language%20code%2C%20e%2Eg%2E%20en%2DUS%0A%20%20%20%20%20var%20s%2C%20lookup%20%3D%20w3c%5Fslidy%2Estrings%5Bw3c%5Fslidy%2Elang%5D%3B%0A%0A%20%20%20%20%20if%20%28lookup%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20s%20%3D%20lookup%5Bsrc%5D%3B%0A%0A%20%20%20%20%20%20%20if%20%28s%29%0A%20%20%20%20%20%20%20%20return%20s%3B%0A%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%2F%2F%20strip%20country%20code%20suffix%2C%20e%2Eg%2E%0A%20%20%20%20%20%2F%2F%20try%20en%20if%20undefined%20for%20en%2DUS%0A%20%20%20%20%20var%20lg%20%3D%20w3c%5Fslidy%2Elang%2Esplit%28%22%2D%22%29%3B%0A%0A%20%20%20%20%20if%20%28lg%2Elength%20%3E%201%29%0A%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20lookup%20%3D%20w3c%5Fslidy%2Estrings%5Blg%5B0%5D%5D%3B%0A%0A%20%20%20%20%20%20%20if%20%28lookup%29%0A%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%20s%20%3D%20lookup%5Bsrc%5D%3B%0A%0A%20%20%20%20%20%20%20%20%20if%20%28s%29%0A%20%20%20%20%20%20%20%20%20%20return%20s%3B%0A%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%7D%0A%0A%20%20%20%20%20%2F%2F%20otherwise%20string%20as%20is%0A%20%20%20%20%20return%20src%3B%0A%20%20%7D%2C%0A%0A%20%20init%5Flocalization%3A%20function%20%28%29%20%7B%0A%20%20%20%20var%20i18n%20%3D%20w3c%5Fslidy%3B%0A%20%20%20%20var%20help%5Ftext%20%3D%20w3c%5Fslidy%2Ehelp%5Ftext%3B%0A%0A%20%20%20%20%2F%2F%20each%20such%20language%20array%20is%20declared%20in%20the%20localize%20array%0A%20%20%20%20%2F%2F%20this%20is%20used%20as%20in%20%20w3c%5Fslidy%2Elocalize%28%22foo%22%29%3B%0A%20%20%20%20this%2Estrings%20%3D%20%7B%0A%20%20%20%20%20%20%22es%22%3Athis%2Estrings%5Fes%2C%0A%20%20%20%20%20%20%22ca%22%3Athis%2Estrings%5Fca%2C%0A%20%20%20%20%20%20%22cs%22%3Athis%2Estrings%5Fcs%2C%0A%20%20%20%20%20%20%22nl%22%3Athis%2Estrings%5Fnl%2C%0A%20%20%20%20%20%20%22de%22%3Athis%2Estrings%5Fde%2C%0A%20%20%20%20%20%20%22pl%22%3Athis%2Estrings%5Fpl%2C%0A%20%20%20%20%20%20%22fr%22%3Athis%2Estrings%5Ffr%2C%0A%20%20%20%20%20%20%22hu%22%3Athis%2Estrings%5Fhu%2C%0A%20%20%20%20%20%20%22it%22%3Athis%2Estrings%5Fit%2C%0A%20%20%20%20%20%20%22el%22%3Athis%2Estrings%5Fel%2C%0A%20%20%20%20%20%20%22jp%22%3Athis%2Estrings%5Fja%2C%0A%20%20%20%20%20%20%22zh%22%3Athis%2Estrings%5Fzh%2C%0A%20%20%20%20%20%20%22ru%22%3Athis%2Estrings%5Fru%2C%0A%20%20%20%20%20%20%22sv%22%3Athis%2Estrings%5Fsv%0A%20%20%20%20%7D%2C%0A%0A%20%20%20%20i18n%2Estrings%5Fes%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fes%3B%0A%20%20%20%20i18n%2Estrings%5Fca%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fca%3B%0A%20%20%20%20i18n%2Estrings%5Fcs%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fcs%3B%0A%20%20%20%20i18n%2Estrings%5Fnl%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fnl%3B%0A%20%20%20%20i18n%2Estrings%5Fde%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fde%3B%0A%20%20%20%20i18n%2Estrings%5Fpl%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fpl%3B%0A%20%20%20%20i18n%2Estrings%5Ffr%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Ffr%3B%0A%20%20%20%20i18n%2Estrings%5Fhu%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fhu%3B%0A%20%20%20%20i18n%2Estrings%5Fit%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fit%3B%0A%20%20%20%20i18n%2Estrings%5Fel%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fel%3B%0A%20%20%20%20i18n%2Estrings%5Fja%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fja%3B%0A%20%20%20%20i18n%2Estrings%5Fzh%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fzh%3B%0A%20%20%20%20i18n%2Estrings%5Fru%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fru%3B%0A%20%20%20%20i18n%2Estrings%5Fsv%5Bhelp%5Ftext%5D%20%3D%20i18n%2Ehelp%5Fsv%3B%0A%0A%20%20%20%20w3c%5Fslidy%2Elang%20%3D%20document%2Ebody%2EparentNode%2EgetAttribute%28%22lang%22%29%3B%0A%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Elang%29%0A%20%20%20%20%20%20w3c%5Fslidy%2Elang%20%3D%20document%2Ebody%2EparentNode%2EgetAttribute%28%22xml%3Alang%22%29%3B%0A%0A%20%20%20%20if%20%28%21w3c%5Fslidy%2Elang%29%0A%20%20%20%20%20%20w3c%5Fslidy%2Elang%20%3D%20%22en%22%3B%0A%20%20%7D%0A%7D%3B%0A%0A%2F%2F%20hack%20for%20back%20button%20behavior%0Aif%20%28w3c%5Fslidy%2Eie6%20%7C%7C%20w3c%5Fslidy%2Eie7%29%0A%7B%0A%20%20document%2Ewrite%28%22%3Ciframe%20id%3D%27historyFrame%27%20%22%20%2B%0A%20%20%22src%3D%27javascript%3A%5C%22%3Chtml%22%2B%22%3E%3C%2F%22%2B%22html%3E%5C%22%27%20%22%20%2B%0A%20%20%22height%3D%271%27%20width%3D%271%27%20%22%20%2B%0A%20%20%22style%3D%27position%3Aabsolute%3Bleft%3A%2D800px%27%3E%3C%2Fiframe%3E%22%29%3B%0A%7D%0A%0A%2F%2F%20attach%20event%20listeners%20for%20initialization%0Aw3c%5Fslidy%2Eset%5Fup%28%29%3B%0A%0A%2F%2F%20hide%20the%20slides%20as%20soon%20as%20body%20element%20is%20available%0A%2F%2F%20to%20reduce%20annoying%20screen%20mess%20before%20the%20onload%20event%0AsetTimeout%28w3c%5Fslidy%2Ehide%5Fslides%2C%2050%29%3B%0A%0A" charset="utf-8" type="text/javascript"></script>
</head>
<body>
<div class="slide titlepage">
<h1 class="title">Graphics programming with LambdaCube 3D</h1>
<p class="author">
Csaba Hruska
</p>
</div>
<div id="lambdacube-3d" class="slide section level2">
<h1>LambdaCube 3D</h1>
<p><a href="http://lambdacube3d.com/" class="uri">http://lambdacube3d.com/</a></p>
<p>LambdaCube 3D is Haskell-like purely functional domain specific language for programming the GPU.</p>
<div style="float: left;">
<ul>
<li>frontend: <em>lambdacube-compiler</em></li>
<li>backends
<ul>
<li>lambdacube-gl (Haskell)</li>
<li>purescript-lambdacube-webgl (PureScript)</li>
</ul></li>
<li>experimental:
<ul>
<li>android-gles20 (Java)</li>
<li>ios-gles20 (C++)</li>
</ul></li>
</ul>
</div>
<div style="float: right;">
<div class="figure">
<img src="data:image/png;base64,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" style="width:80.0%" />
</div>
</div>
</div>
<div id="purify-opengls-stateful-api" class="slide section level2">
<h1>Purify OpenGL's Stateful API</h1>
<p>Treat the GPU configuration state as a constant parameter for a specific draw command</p>
<table>
<tbody>
<tr class="odd">
<td><img src="data:image/png;base64,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" style="width:70.0%" /></td>
<td><img src="data:image/png;base64,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" style="width:70.0%" /></td>
</tr>
</tbody>
</table>
<p>Collect the relevant OpenGL state parts that has effect on draw operations e.g.</p>
<ul>
<li>used <em>vertex</em> and <em>fragment</em> shader</li>
<li>configuration for <em>rasterization</em> (Rasterization context)</li>
<li>configuration for <em>pixel processing</em> (Accumulation context)</li>
</ul>
</div>
<div id="lambdacube-language" class="slide section level2">
<h1>LambdaCube Language</h1>
<p><strong>Syntax:</strong> Haskell + extra</p>
<ul>
<li>vector swizzling: <em>VECTOR%x, VECTOR%xy, VECTOR%yyx</em></li>
<li>single tuple: <em>(( VALUE ))</em></li>
</ul>
<p><br /></p>
<p><strong>Type System</strong></p>
<ul>
<li>static types</li>
<li>type inference</li>
<li>graphics domain specific constraints</li>
</ul>
</div>
<div id="common-operations" class="slide section level2">
<h1>Common Operations</h1>
<ul>
<li>matrix <strong>*.</strong> vector = vector</li>
<li>matrix <strong>.*.</strong> matrix = matrix</li>
<li>vector <strong>*!</strong> scalar = vector</li>
</ul>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="ot">perspective ::</span> <span class="dt">Float</span> <span class="co">-- Near plane clipping distance (always positive).</span>
<span class="ot">-></span> <span class="dt">Float</span> <span class="co">-- Far plane clipping distance (always positive).</span>
<span class="ot">-></span> <span class="dt">Float</span> <span class="co">-- Field of view of the y axis, in radians.</span>
<span class="ot">-></span> <span class="dt">Float</span> <span class="co">-- Aspect ratio, i.e. screen's width/height.</span>
<span class="ot">-></span> <span class="dt">Mat</span> <span class="dv">4</span> <span class="dv">4</span> <span class="dt">Float</span>
<span class="ot">lookat ::</span> <span class="dt">Vec</span> <span class="dv">3</span> <span class="dt">Float</span> <span class="co">-- Camera position.</span>
<span class="ot">-></span> <span class="dt">Vec</span> <span class="dv">3</span> <span class="dt">Float</span> <span class="co">-- Target position.</span>
<span class="ot">-></span> <span class="dt">Vec</span> <span class="dv">3</span> <span class="dt">Float</span> <span class="co">-- Upward direction.</span>
<span class="ot">-></span> <span class="dt">Mat</span> <span class="dv">4</span> <span class="dv">4</span> <span class="dt">Float</span>
rotMatrixX, rotMatrixY,<span class="ot"> rotMatrixZ ::</span> <span class="dt">Float</span> <span class="ot">-></span> <span class="dt">Mat</span> <span class="dv">4</span> <span class="dv">4</span> <span class="dt">Float</span>
<span class="ot">texture2D ::</span> <span class="dt">Sampler</span> <span class="co">-- texture data source with sampling setting</span>
<span class="ot">-></span> <span class="dt">Vec</span> <span class="dv">2</span> <span class="dt">Float</span> <span class="co">-- 2D texture coordinate</span>
<span class="ot">-></span> <span class="dt">Vec</span> <span class="dv">4</span> <span class="dt">Float</span> <span class="co">-- texture's pixel</span></code></pre></div>
</div>
<div id="pipeline-operations" class="slide section level2">
<h1>Pipeline Operations</h1>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="co">-- Frame operations</span>
imageFrame (emptyColorImage <span class="dt">COLOR</span>, <span class="fu">...</span>)
overlay <span class="dt">BACKGROUND_FRAME</span> <span class="dt">FOREGROUND_FRAME</span></code></pre></div>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="co">-- Stream transformers</span>
fetch <span class="st">"objectArrayName"</span> (<span class="dt">Attribute</span> <span class="st">"VERTEX_ATTRIBUTE_1"</span>, <span class="dt">Attribute</span> <span class="st">"VERTEX_ATTRIBUTE_2"</span>, <span class="fu">...</span>)
mapPrimitives <span class="dt">VERTEX_SHADER_FUNCTION</span>
rasterPrimitives <span class="dt">RASTERIZATION_CONTEXT</span> <span class="dt">INTERPOLATION</span>
filterFragments <span class="dt">FRAGMENT_FILTER_FUNCTION</span>
mapFragments <span class="dt">FRAGMENT_SHADER_FUNCTION</span>
accumulateWith <span class="dt">ACCUMULATION_CONTEXT</span></code></pre></div>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="co">-- Pipeline input</span>
<span class="dt">Uniform</span> <span class="st">"UNIFORM_NAME"</span>
<span class="dt">Texture2DSlot</span> <span class="st">"TEXTURE_NAME"</span></code></pre></div>
</div>
<div id="lambdacube-3d-example-rotating-square" class="slide section level2">
<h1>LambdaCube 3D example: rotating square</h1>
<p><a href="http://lambdacube3d.com/getting-started" class="uri">http://lambdacube3d.com/getting-started</a></p>
<div class="figure">
<img src="data:image/png;base64,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" />
</div>
<ul>
<li><em>hello.lc</em> - graphics pipeline description written in LambdaCube</li>
<li><code>lc hello.lc</code> compiles the pipeline to <em>hello.json</em></li>
<li><strong>alternative:</strong> use the LambdaCube compiler as a library</li>
<li><em>Hello.hs</em> - Haskell application uses the pipeline for rendering</li>
</ul>
</div>
<div id="hello.lc-pipeline" class="slide section level2">
<h1>hello.lc pipeline</h1>
<p>pipeline input: <em>time</em>, <em>texture</em>, <em>objects geometry</em></p>
<table>
<tbody>
<tr class="odd">
<td><img src="data:image/png;base64,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" style="width:90.0%" /></td>
<td><img src="data:image/svg+xml;base64,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" style="width:110.0%" /></td>
</tr>
</tbody>
</table>
</div>
<div id="lambdacube-3d-example-hello.lc" class="slide section level2">
<h1>LambdaCube 3D example: hello.lc</h1>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="co">-- hello.lc</span>
makeFrame (<span class="ot">time ::</span> <span class="dt">Float</span>)
(<span class="ot">texture ::</span> <span class="dt">Texture</span>)
(<span class="ot">prims ::</span> <span class="dt">PrimitiveStream</span> <span class="dt">Triangle</span> (<span class="dt">Vec</span> <span class="dv">2</span> <span class="dt">Float</span>, <span class="dt">Vec</span> <span class="dv">2</span> <span class="dt">Float</span>))
<span class="fu">=</span> imageFrame ((emptyColorImage (<span class="dt">V4</span> <span class="dv">0</span> <span class="dv">0</span> <span class="fl">0.4</span> <span class="dv">1</span>)))
<span class="ot">`overlay`</span>
prims
<span class="fu">&</span> mapPrimitives (\(p,uv) <span class="ot">-></span> (rotMatrixZ time <span class="fu">*.</span> (<span class="dt">V4</span> p<span class="fu">%</span>x p<span class="fu">%</span>y (<span class="fu">-</span><span class="dv">1</span>) <span class="dv">1</span>), uv))
<span class="fu">&</span> rasterizePrimitives (<span class="dt">TriangleCtx</span> <span class="dt">CullNone</span> <span class="dt">PolygonFill</span> <span class="dt">NoOffset</span> <span class="dt">LastVertex</span>) ((<span class="dt">Smooth</span>))
<span class="fu">&</span> mapFragments (\((uv)) <span class="ot">-></span> ((texture2D (<span class="dt">Sampler</span> <span class="dt">PointFilter</span> <span class="dt">MirroredRepeat</span> texture) uv)))
<span class="fu">&</span> accumulateWith ((<span class="dt">ColorOp</span> <span class="dt">NoBlending</span> (<span class="dt">V4</span> <span class="dt">True</span> <span class="dt">True</span> <span class="dt">True</span> <span class="dt">True</span>)))
main <span class="fu">=</span> renderFrame <span class="fu">$</span>
makeFrame (<span class="dt">Uniform</span> <span class="st">"time"</span>)
(<span class="dt">Texture2DSlot</span> <span class="st">"diffuseTexture"</span>)
(fetch <span class="st">"objects"</span> (<span class="dt">Attribute</span> <span class="st">"position"</span>, <span class="dt">Attribute</span> <span class="st">"uv"</span>))</code></pre></div>
<p>pipeline input: <em>time</em>, <em>texture</em>, <em>objects geometry</em></p>
</div>
<div id="pipeline-input-data" class="slide section level2">
<h1>Pipeline input data</h1>
<div class="figure">
<img src="data:image/jpeg;base64,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" style="width:60.0%" />
</div>
</div>
<div id="lambdacube-3d-example-hello.hs" class="slide section level2">
<h1>LambdaCube 3D example: Hello.hs</h1>
<div class="sourceCode"><pre class="sourceCode haskell"><code class="sourceCode haskell"><span class="ot">{-# LANGUAGE PackageImports, LambdaCase, OverloadedStrings #-}</span>
<span class="kw">import </span>"<span class="dt">GLFW</span>-b" <span class="dt">Graphics.UI.GLFW</span> <span class="kw">as</span> <span class="dt">GLFW</span>
<span class="kw">import qualified</span> <span class="dt">Data.Map</span> <span class="kw">as</span> <span class="dt">Map</span>
<span class="kw">import qualified</span> <span class="dt">Data.Vector</span> <span class="kw">as</span> <span class="dt">V</span>
<span class="kw">import </span><span class="dt">LambdaCube.GL</span> <span class="kw">as</span> <span class="dt">LambdaCubeGL</span> <span class="co">-- renderer</span>
<span class="kw">import </span><span class="dt">LambdaCube.GL.Mesh</span> <span class="kw">as</span> <span class="dt">LambdaCubeGL</span>
<span class="kw">import </span><span class="dt">Codec.Picture</span> <span class="kw">as</span> <span class="dt">Juicy</span>
<span class="kw">import </span><span class="dt">Data.Aeson</span>
<span class="kw">import qualified</span> <span class="dt">Data.ByteString</span> <span class="kw">as</span> <span class="dt">SB</span>
<span class="co">----------------------------------------------------</span>
<span class="co">-- See: http://lambdacube3d.com/getting-started</span>
<span class="co">----------------------------------------------------</span>
<span class="ot">main ::</span> <span class="dt">IO</span> ()
main <span class="fu">=</span> <span class="kw">do</span>
win <span class="ot"><-</span> initWindow <span class="st">"LambdaCube 3D DSL Hello World"</span> <span class="dv">640</span> <span class="dv">640</span>
<span class="co">-- setup render data</span>
<span class="kw">let</span> inputSchema <span class="fu">=</span> makeSchema <span class="fu">$</span> <span class="kw">do</span>
defObjectArray <span class="st">"objects"</span> <span class="dt">Triangles</span> <span class="fu">$</span> <span class="kw">do</span>
<span class="st">"position"</span> <span class="fu">@:</span> <span class="dt">Attribute_V2F</span>
<span class="st">"uv"</span> <span class="fu">@:</span> <span class="dt">Attribute_V2F</span>
defUniforms <span class="fu">$</span> <span class="kw">do</span>
<span class="st">"time"</span> <span class="fu">@:</span> <span class="dt">Float</span>
<span class="st">"diffuseTexture"</span> <span class="fu">@:</span> <span class="dt">FTexture2D</span>
storage <span class="ot"><-</span> LambdaCubeGL.allocStorage inputSchema
<span class="co">-- upload geometry to GPU and add to pipeline input</span>
LambdaCubeGL.uploadMeshToGPU triangleA <span class="fu">>>=</span> LambdaCubeGL.addMeshToObjectArray storage <span class="st">"objects"</span> []
LambdaCubeGL.uploadMeshToGPU triangleB <span class="fu">>>=</span> LambdaCubeGL.addMeshToObjectArray storage <span class="st">"objects"</span> []
<span class="co">-- load image and upload texture</span>
<span class="dt">Right</span> img <span class="ot"><-</span> Juicy.readImage <span class="st">"logo.png"</span>
textureData <span class="ot"><-</span> LambdaCubeGL.uploadTexture2DToGPU img
<span class="co">-- allocate GL pipeline</span>
<span class="dt">Just</span> pipelineDesc <span class="ot"><-</span> decodeStrict <span class="fu"><$></span> SB.readFile <span class="st">"hello.json"</span>
renderer <span class="ot"><-</span> LambdaCubeGL.allocRenderer pipelineDesc
LambdaCubeGL.setStorage renderer storage <span class="fu">>>=</span> \<span class="kw">case</span> <span class="co">-- check schema compatibility</span>
<span class="dt">Just</span> err <span class="ot">-></span> putStrLn err
<span class="dt">Nothing</span> <span class="ot">-></span> loop
<span class="kw">where</span> loop <span class="fu">=</span> <span class="kw">do</span>
<span class="co">-- update graphics input</span>
GLFW.getWindowSize win <span class="fu">>>=</span> \(w,h) <span class="ot">-></span>
LambdaCubeGL.setScreenSize storage (fromIntegral w) (fromIntegral h)
LambdaCubeGL.updateUniforms storage <span class="fu">$</span> <span class="kw">do</span>
<span class="st">"diffuseTexture"</span> <span class="fu">@=</span> return textureData
<span class="st">"time"</span> <span class="fu">@=</span> <span class="kw">do</span>
<span class="dt">Just</span> t <span class="ot"><-</span> GLFW.getTime
return (realToFrac<span class="ot"> t ::</span> <span class="dt">Float</span>)
<span class="co">-- render</span>
LambdaCubeGL.renderFrame renderer
GLFW.swapBuffers win
GLFW.pollEvents
<span class="kw">let</span> keyIsPressed k <span class="fu">=</span> fmap (<span class="fu">==</span><span class="dt">KeyState'Pressed</span>) <span class="fu">$</span> GLFW.getKey win k
escape <span class="ot"><-</span> keyIsPressed <span class="dt">Key'Escape</span>
<span class="kw">if</span> escape <span class="kw">then</span> return () <span class="kw">else</span> loop
LambdaCubeGL.disposeRenderer renderer
LambdaCubeGL.disposeStorage storage
GLFW.destroyWindow win
GLFW.terminate
<span class="co">-- geometry data: triangles</span>
<span class="ot">triangleA ::</span> <span class="dt">LambdaCubeGL.Mesh</span>
triangleA <span class="fu">=</span> <span class="dt">Mesh</span>
{ mAttributes <span class="fu">=</span> Map.fromList
[ (<span class="st">"position"</span>, <span class="dt">A_V2F</span> <span class="fu">$</span> V.fromList [<span class="dt">V2</span> <span class="dv">1</span> <span class="dv">1</span>, <span class="dt">V2</span> <span class="dv">1</span> (<span class="fu">-</span><span class="dv">1</span>), <span class="dt">V2</span> (<span class="fu">-</span><span class="dv">1</span>) (<span class="fu">-</span><span class="dv">1</span>)])
, (<span class="st">"uv"</span>, <span class="dt">A_V2F</span> <span class="fu">$</span> V.fromList [<span class="dt">V2</span> <span class="dv">1</span> <span class="dv">1</span>, <span class="dt">V2</span> <span class="dv">0</span> <span class="dv">1</span>, <span class="dt">V2</span> <span class="dv">0</span> <span class="dv">0</span>])
]
, mPrimitive <span class="fu">=</span> <span class="dt">P_Triangles</span>
}
<span class="ot">triangleB ::</span> <span class="dt">LambdaCubeGL.Mesh</span>
triangleB <span class="fu">=</span> <span class="dt">Mesh</span>
{ mAttributes <span class="fu">=</span> Map.fromList
[ (<span class="st">"position"</span>, <span class="dt">A_V2F</span> <span class="fu">$</span> V.fromList [<span class="dt">V2</span> <span class="dv">1</span> <span class="dv">1</span>, <span class="dt">V2</span> (<span class="fu">-</span><span class="dv">1</span>) (<span class="fu">-</span><span class="dv">1</span>), <span class="dt">V2</span> (<span class="fu">-</span><span class="dv">1</span>) <span class="dv">1</span>])
, (<span class="st">"uv"</span>, <span class="dt">A_V2F</span> <span class="fu">$</span> V.fromList [<span class="dt">V2</span> <span class="dv">1</span> <span class="dv">1</span>, <span class="dt">V2</span> <span class="dv">0</span> <span class="dv">0</span>, <span class="dt">V2</span> <span class="dv">1</span> <span class="dv">0</span>])
]
, mPrimitive <span class="fu">=</span> <span class="dt">P_Triangles</span>
}
<span class="ot">initWindow ::</span> <span class="dt">String</span> <span class="ot">-></span> <span class="dt">Int</span> <span class="ot">-></span> <span class="dt">Int</span> <span class="ot">-></span> <span class="dt">IO</span> <span class="dt">Window</span>
initWindow title width height <span class="fu">=</span> <span class="kw">do</span>
GLFW.init
GLFW.defaultWindowHints
mapM_ GLFW.windowHint
[ <span class="dt">WindowHint'ContextVersionMajor</span> <span class="dv">3</span>
, <span class="dt">WindowHint'ContextVersionMinor</span> <span class="dv">3</span>
, <span class="dt">WindowHint'OpenGLProfile</span> <span class="dt">OpenGLProfile'Core</span>
, <span class="dt">WindowHint'OpenGLForwardCompat</span> <span class="dt">True</span>
]
<span class="dt">Just</span> win <span class="ot"><-</span> GLFW.createWindow width height title <span class="dt">Nothing</span> <span class="dt">Nothing</span>
GLFW.makeContextCurrent <span class="fu">$</span> <span class="dt">Just</span> win
return win</code></pre></div>
</div>
</body>
</html>