Chromium Code Reviews
chromiumcodereview-hr@appspot.gserviceaccount.com (chromiumcodereview-hr) | Please choose your nickname with Settings | Help | Chromium Project | Gerrit Changes | Sign out
(18)

Side by Side Diff: third_party/WebKit/LayoutTests/fast/dom/shadow/flat-tree-traversal-expected.txt

Issue 1675193002: Rename 'composed tree' to 'flat tree' in the layout tests. (Closed) Base URL: https://chromium.googlesource.com/chromium/src.git@master
Patch Set: Created 4 years, 10 months ago
Use n/p to move between diff chunks; N/P to move between comments. Draft comments are only viewable by you.
Jump to:
View unified diff | Download patch
OLDNEW
1 CONSOLE WARNING: Calling Element.createShadowRoot() for an element which already hosts a shadow root is deprecated. See https://www.chromestatus.com/features/46 68884095336448 for more details. 1 CONSOLE WARNING: Calling Element.createShadowRoot() for an element which already hosts a shadow root is deprecated. See https://www.chromestatus.com/features/46 68884095336448 for more details.
2 Tests for Composed Shadow DOM Tree Traversal APIs. Can only run within DRT 2 Tests for Composed Shadow DOM Tree Traversal APIs. Can only run within DRT
3 3
4 On success, you will see a series of "PASS" messages, followed by "TEST COMPLETE ". 4 On success, you will see a series of "PASS" messages, followed by "TEST COMPLETE ".
5 5
6 6
7 ShadowRoot should be used. 7 ShadowRoot should be used.
8 Composed Shadow Tree: 8 Flat Tree:
9 #a 9 #a
10 #b 10 #b
11 11
12 Traverse in forward. 12 Traverse in forward.
13 #a 13 #a
14 #b 14 #b
15 Traverse in backward. 15 Traverse in backward.
16 #b 16 #b
17 #a 17 #a
18 18
19 A content element should select light children 19 A content element should select light children
20 Composed Shadow Tree: 20 Flat Tree:
21 #a 21 #a
22 #b 22 #b
23 #c 23 #c
24 #d 24 #d
25 25
26 Traverse in forward. 26 Traverse in forward.
27 #a 27 #a
28 #b 28 #b
29 #c 29 #c
30 #d 30 #d
31 Traverse in backward. 31 Traverse in backward.
32 #d 32 #d
33 #c 33 #c
34 #b 34 #b
35 #a 35 #a
36 36
37 Test for content element selector. 37 Test for content element selector.
38 Composed Shadow Tree: 38 Flat Tree:
39 #a 39 #a
40 #b 40 #b
41 #d 41 #d
42 42
43 Traverse in forward. 43 Traverse in forward.
44 #a 44 #a
45 #b 45 #b
46 #d 46 #d
47 Traverse in backward. 47 Traverse in backward.
48 #d 48 #d
49 #b 49 #b
50 #a 50 #a
51 51
52 Light children should be selected only at once. 52 Light children should be selected only at once.
53 Composed Shadow Tree: 53 Flat Tree:
54 #a 54 #a
55 #b 55 #b
56 #d 56 #d
57 #c 57 #c
58 #e 58 #e
59 59
60 Traverse in forward. 60 Traverse in forward.
61 #a 61 #a
62 #b 62 #b
63 #d 63 #d
64 #c 64 #c
65 #e 65 #e
66 Traverse in backward. 66 Traverse in backward.
67 #e 67 #e
68 #c 68 #c
69 #d 69 #d
70 #b 70 #b
71 #a 71 #a
72 72
73 A content element can have fallback elements. 73 A content element can have fallback elements.
74 Composed Shadow Tree: 74 Flat Tree:
75 #a 75 #a
76 #b 76 #b
77 #f1 77 #f1
78 #f2 78 #f2
79 79
80 Traverse in forward. 80 Traverse in forward.
81 #a 81 #a
82 #b 82 #b
83 #f1 83 #f1
84 #f2 84 #f2
85 Traverse in backward. 85 Traverse in backward.
86 #f2 86 #f2
87 #f1 87 #f1
88 #b 88 #b
89 #a 89 #a
90 90
91 Fallback elements should not be used if a content element selects an element. 91 Fallback elements should not be used if a content element selects an element.
92 Composed Shadow Tree: 92 Flat Tree:
93 #a 93 #a
94 #b 94 #b
95 #c 95 #c
96 96
97 Traverse in forward. 97 Traverse in forward.
98 #a 98 #a
99 #b 99 #b
100 #c 100 #c
101 Traverse in backward. 101 Traverse in backward.
102 #c 102 #c
103 #b 103 #b
104 #a 104 #a
105 105
106 Test for traversal, starting with a fallback element which is not used. 106 Test for traversal, starting with a fallback element which is not used.
107 Composed Shadow Tree: 107 Flat Tree:
108 #f1 108 #f1
109 #f2 109 #f2
110 110
111 Traverse in forward. 111 Traverse in forward.
112 #f1 112 #f1
113 #f2 113 #f2
114 Traverse in backward. 114 Traverse in backward.
115 #f2 115 #f2
116 #f1 116 #f1
117 117
118 Next node of [#f1] is [#f2] 118 Next node of [#f1] is [#f2]
119 Next node of [#f2] is [null] 119 Next node of [#f2] is [null]
120 120
121 Test for Nested ShadowRoots. 121 Test for Nested ShadowRoots.
122 Composed Shadow Tree: 122 Flat Tree:
123 #a 123 #a
124 #b 124 #b
125 #c 125 #c
126 #e 126 #e
127 #d 127 #d
128 #f 128 #f
129 #h 129 #h
130 #i 130 #i
131 #g 131 #g
132 132
(...skipping 12 matching lines...) Expand all
145 #i 145 #i
146 #h 146 #h
147 #f 147 #f
148 #d 148 #d
149 #e 149 #e
150 #c 150 #c
151 #b 151 #b
152 #a 152 #a
153 153
154 Test for Multiple ShadowRoots. 154 Test for Multiple ShadowRoots.
155 Composed Shadow Tree: 155 Flat Tree:
156 #a 156 #a
157 #d 157 #d
158 #b 158 #b
159 #f 159 #f
160 #c 160 #c
161 #e 161 #e
162 162
163 Traverse in forward. 163 Traverse in forward.
164 #a 164 #a
165 #d 165 #d
166 #b 166 #b
167 #f 167 #f
168 #c 168 #c
169 #e 169 #e
170 Traverse in backward. 170 Traverse in backward.
171 #e 171 #e
172 #c 172 #c
173 #f 173 #f
174 #b 174 #b
175 #d 175 #d
176 #a 176 #a
177 177
178 Test for inactive insertion points. 178 Test for inactive insertion points.
179 Composed Shadow Tree: 179 Flat Tree:
180 #a 180 #a
181 #b 181 #b
182 #c 182 #c
183 183
184 Traverse in forward. 184 Traverse in forward.
185 #a 185 #a
186 #b 186 #b
187 #c 187 #c
188 Traverse in backward. 188 Traverse in backward.
189 #c 189 #c
190 #b 190 #b
191 #a 191 #a
192 192
193 Test for an orphaned shadow subtree. 193 Test for an orphaned shadow subtree.
194 Composed Shadow Tree: 194 Flat Tree:
195 #a 195 #a
196 #d 196 #d
197 197
198 Traverse in forward. 198 Traverse in forward.
199 #a 199 #a
200 #d 200 #d
201 Traverse in backward. 201 Traverse in backward.
202 #d 202 #d
203 #a 203 #a
204 204
205 Test for traversal, starting with a node in an orphaned shadow subtree. 205 Test for traversal, starting with a node in an orphaned shadow subtree.
206 Composed Shadow Tree: 206 Flat Tree:
207 #b 207 #b
208 #c 208 #c
209 209
210 Traverse in forward. 210 Traverse in forward.
211 #b 211 #b
212 #c 212 #c
213 Traverse in backward. 213 Traverse in backward.
214 #c 214 #c
215 #b 215 #b
216 216
217 Test for a content element which does not select any nodes nor have fallback ele ments. 217 Test for a content element which does not select any nodes nor have fallback ele ments.
218 Composed Shadow Tree: 218 Flat Tree:
219 #a 219 #a
220 #b 220 #b
221 #c 221 #c
222 222
223 Traverse in forward. 223 Traverse in forward.
224 #a 224 #a
225 #b 225 #b
226 #c 226 #c
227 Traverse in backward. 227 Traverse in backward.
228 #c 228 #c
229 #b 229 #b
230 #a 230 #a
231 231
232 Test for a nested insertion point. 232 Test for a nested insertion point.
233 Composed Shadow Tree: 233 Flat Tree:
234 #a 234 #a
235 #b 235 #b
236 #c 236 #c
237 237
238 Traverse in forward. 238 Traverse in forward.
239 #a 239 #a
240 #b 240 #b
241 #c 241 #c
242 Traverse in backward. 242 Traverse in backward.
243 #c 243 #c
244 #b 244 #b
245 #a 245 #a
246 246
247 Test for nested insertion points. Some of them are either empty insertion points or inactive insertion points. 247 Test for nested insertion points. Some of them are either empty insertion points or inactive insertion points.
248 Composed Shadow Tree: 248 Flat Tree:
249 #a 249 #a
250 #b 250 #b
251 #c 251 #c
252 #d 252 #d
253 #e 253 #e
254 254
255 Traverse in forward. 255 Traverse in forward.
256 #a 256 #a
257 #b 257 #b
258 #c 258 #c
259 #d 259 #d
260 #e 260 #e
261 Traverse in backward. 261 Traverse in backward.
262 #e 262 #e
263 #d 263 #d
264 #c 264 #c
265 #b 265 #b
266 #a 266 #a
267 267
268 Test for a re-projection. 268 Test for a re-projection.
269 Composed Shadow Tree: 269 Flat Tree:
270 #a 270 #a
271 #b 271 #b
272 #c 272 #c
273 273
274 Traverse in forward. 274 Traverse in forward.
275 #a 275 #a
276 #b 276 #b
277 #c 277 #c
278 Traverse in backward. 278 Traverse in backward.
279 #c 279 #c
280 #b 280 #b
281 #a 281 #a
282 282
283 Test for a content element which is selected by another content element. 283 Test for a content element which is selected by another content element.
284 Composed Shadow Tree: 284 Flat Tree:
285 #a 285 #a
286 #b 286 #b
287 #most-inner-child 287 #most-inner-child
288 #host-child 288 #host-child
289 289
290 Traverse in forward. 290 Traverse in forward.
291 #a 291 #a
292 #b 292 #b
293 #most-inner-child 293 #most-inner-child
294 #host-child 294 #host-child
295 Traverse in backward. 295 Traverse in backward.
296 #host-child 296 #host-child
297 #most-inner-child 297 #most-inner-child
298 #b 298 #b
299 #a 299 #a
300 300
301 Test for a reprojection. Content elements should be used in document order. 301 Test for a reprojection. Content elements should be used in document order.
302 Composed Shadow Tree: 302 Flat Tree:
303 #a 303 #a
304 #host-child1 304 #host-child1
305 #b 305 #b
306 #host-child2 306 #host-child2
307 307
308 Traverse in forward. 308 Traverse in forward.
309 #a 309 #a
310 #host-child1 310 #host-child1
311 #b 311 #b
312 #host-child2 312 #host-child2
313 Traverse in backward. 313 Traverse in backward.
314 #host-child2 314 #host-child2
315 #b 315 #b
316 #host-child1 316 #host-child1
317 #a 317 #a
318 318
319 Test for complex re-projections. 319 Test for complex re-projections.
320 Composed Shadow Tree: 320 Flat Tree:
321 #a 321 #a
322 #b 322 #b
323 #child-1 323 #child-1
324 #d 324 #d
325 #e 325 #e
326 #child-2 326 #child-2
327 #g 327 #g
328 #f 328 #f
329 #h 329 #h
330 #c 330 #c
(...skipping 15 matching lines...) Expand all
346 #f 346 #f
347 #g 347 #g
348 #child-2 348 #child-2
349 #e 349 #e
350 #d 350 #d
351 #child-1 351 #child-1
352 #b 352 #b
353 #a 353 #a
354 354
355 Test for a shadow insertion point where nothing is distributed. 355 Test for a shadow insertion point where nothing is distributed.
356 Composed Shadow Tree: 356 Flat Tree:
357 #a 357 #a
358 #b 358 #b
359 #c 359 #c
360 360
361 Traverse in forward. 361 Traverse in forward.
362 #a 362 #a
363 #b 363 #b
364 #c 364 #c
365 Traverse in backward. 365 Traverse in backward.
366 #c 366 #c
367 #b 367 #b
368 #a 368 #a
369 369
370 PASS successfullyParsed is true 370 PASS successfullyParsed is true
371 371
372 TEST COMPLETE 372 TEST COMPLETE
373 373
OLDNEW

Powered by Google App Engine
This is Rietveld 408576698