comparison toolboxes/graph_visualisation/share/graphviz/graphs/directed/ldbxtried.gv @ 0:e9a9cd732c1e tip

first hg version after svn
author wolffd
date Tue, 10 Feb 2015 15:05:51 +0000
parents
children
comparison
equal deleted inserted replaced
-1:000000000000 0:e9a9cd732c1e
1 digraph g {
2 graph [
3 fontsize = "14"
4 fontname = "Times-Roman"
5 fontcolor = "black"
6 color = "black"
7 ];
8 node [
9 fontsize = "14"
10 fontname = "Times-Roman"
11 fontcolor = "black"
12 shape = "box"
13 color = "black"
14 width = "0.5"
15 style = "filled"
16 ];
17 edge [
18 fontsize = "14"
19 fontname = "Times-Roman"
20 fontcolor = "black"
21 color = "black"
22 ];
23 "n0" [
24 label = "18519\n?"
25 color = "lightblue"
26 ];
27 "n1" [
28 label = "4836"
29 shape = "ellipse"
30 color = "maroon1"
31 ];
32 "n2" [
33 label = "ttyqa"
34 shape = "ellipse"
35 color = "maroon1"
36 ];
37 "n448" [
38 label = "21079\nlefty"
39 color = "lightblue"
40 ];
41 "n449" [
42 label = "tried.lefty"
43 shape = "ellipse"
44 color = "maroon1"
45 ];
46 "n454" [
47 fontsize = "7"
48 label = "bunting\n6000"
49 shape = "doublecircle"
50 color = "green"
51 ];
52 "n460" [
53 label = ""
54 shape = "doublecircle"
55 color = "yellow"
56 ];
57 "n461" [
58 label = ""
59 shape = "doublecircle"
60 color = "yellow"
61 ];
62 "n462" [
63 label = "21084\ntried"
64 color = "lightblue"
65 ];
66 "n464" [
67 label = "21086\nldbx"
68 color = "lightblue"
69 ];
70 "n466" [
71 label = "ldbx"
72 shape = "ellipse"
73 color = "maroon1"
74 ];
75 "n468" [
76 label = "21087\nlefty"
77 color = "lightblue"
78 ];
79 "n469" [
80 label = "sh21086.1"
81 shape = "ellipse"
82 color = "maroon1"
83 ];
84 "n474" [
85 fontsize = "7"
86 label = "bunting\n6000"
87 shape = "doublecircle"
88 color = "green"
89 ];
90 "n479" [
91 label = "ldbx.lefty"
92 shape = "ellipse"
93 color = "maroon1"
94 ];
95 "n482" [
96 label = ""
97 shape = "doublecircle"
98 color = "yellow"
99 ];
100 "n483" [
101 label = ""
102 shape = "doublecircle"
103 color = "yellow"
104 ];
105 "n484" [
106 label = "21088\ndot"
107 color = "lightblue"
108 ];
109 "n486" [
110 label = ""
111 shape = "doublecircle"
112 color = "yellow"
113 ];
114 "n487" [
115 label = ""
116 shape = "doublecircle"
117 color = "yellow"
118 ];
119 "n488" [
120 label = "21089\nxterm"
121 color = "lightblue"
122 ];
123 "n496" [
124 fontsize = "7"
125 label = "bunting\n6000"
126 shape = "doublecircle"
127 color = "green"
128 ];
129 "n500" [
130 label = "ptyq2"
131 shape = "ellipse"
132 color = "maroon1"
133 ];
134 "n503" [
135 label = "21090\nldbxmp"
136 color = "lightblue"
137 ];
138 "n505" [
139 label = "ttyq2"
140 shape = "ellipse"
141 color = "maroon1"
142 ];
143 "n512" [
144 label = "ptyq5"
145 shape = "ellipse"
146 color = "maroon1"
147 ];
148 "n513" [
149 label = "ttyq5"
150 shape = "ellipse"
151 color = "maroon1"
152 ];
153 "n514" [
154 label = "21091\ndbx"
155 color = "lightblue"
156 ];
157 "n518" [
158 label = "tty"
159 shape = "ellipse"
160 color = "maroon1"
161 ];
162 "n526" [
163 label = "delaunay.c"
164 shape = "ellipse"
165 color = "maroon1"
166 ];
167 subgraph "cluster0" {
168 graph [
169 fontsize = "14"
170 fontname = "Times-Roman"
171 fontcolor = "black"
172 label = "toucan"
173 color = "black"
174 ];
175 node [
176 fontsize = "14"
177 fontname = "Times-Roman"
178 fontcolor = "black"
179 shape = "box"
180 color = "black"
181 width = "0.5"
182 style = "filled"
183 ];
184 edge [
185 fontsize = "14"
186 fontname = "Times-Roman"
187 fontcolor = "black"
188 color = "black"
189 ];
190 "n0"
191 "n468"
192 "n486"
193 "n460"
194 "n487"
195 "n514"
196 "n461"
197 "n488"
198 "n462"
199 "n464"
200 "n482"
201 "n483"
202 "n448"
203 "n484"
204 "n503"
205 }
206 "n0" -> "n1" [
207 dir = "both"
208 ];
209 "n0" -> "n2" [
210 dir = "both"
211 ];
212 "n0" -> "n2" [
213 dir = "both"
214 ];
215 "n0" -> "n2" [
216 dir = "both"
217 ];
218 "n0" -> "n448" [
219 style = "dotted"
220 ];
221 "n448" -> "n2" [
222 dir = "both"
223 ];
224 "n448" -> "n2" [
225 dir = "both"
226 ];
227 "n448" -> "n2" [
228 dir = "both"
229 ];
230 "n448" -> "n449" [
231 dir = "back"
232 ];
233 "n448" -> "n454" [
234 dir = "both"
235 ];
236 "n448" -> "n460" [
237 dir = "back"
238 ];
239 "n448" -> "n461" [
240 dir = "forward"
241 ];
242 "n448" -> "n462" [
243 style = "dotted"
244 ];
245 "n462" -> "n2" [
246 dir = "both"
247 ];
248 "n462" -> "n2" [
249 dir = "both"
250 ];
251 "n462" -> "n2" [
252 dir = "both"
253 ];
254 "n462" -> "n449" [
255 dir = "back"
256 ];
257 "n462" -> "n460" [
258 dir = "forward"
259 ];
260 "n462" -> "n461" [
261 dir = "back"
262 ];
263 "n462" -> "n460" [
264 dir = "forward"
265 ];
266 "n462" -> "n461" [
267 dir = "back"
268 ];
269 "n0" -> "n464" [
270 style = "dotted"
271 ];
272 "n464" -> "n2" [
273 dir = "both"
274 ];
275 "n464" -> "n2" [
276 dir = "both"
277 ];
278 "n464" -> "n2" [
279 dir = "both"
280 ];
281 "n464" -> "n466" [
282 dir = "back"
283 ];
284 "n464" -> "n468" [
285 style = "dotted"
286 ];
287 "n468" -> "n2" [
288 dir = "both"
289 ];
290 "n468" -> "n2" [
291 dir = "both"
292 ];
293 "n468" -> "n469" [
294 dir = "back"
295 ];
296 "n468" -> "n474" [
297 dir = "both"
298 ];
299 "n468" -> "n479" [
300 dir = "back"
301 ];
302 "n468" -> "n482" [
303 dir = "back"
304 ];
305 "n468" -> "n483" [
306 dir = "forward"
307 ];
308 "n468" -> "n484" [
309 style = "dotted"
310 ];
311 "n484" -> "n2" [
312 dir = "both"
313 ];
314 "n484" -> "n483" [
315 dir = "back"
316 ];
317 "n484" -> "n479" [
318 dir = "back"
319 ];
320 "n484" -> "n482" [
321 dir = "forward"
322 ];
323 "n468" -> "n486" [
324 dir = "back"
325 ];
326 "n468" -> "n487" [
327 dir = "forward"
328 ];
329 "n468" -> "n488" [
330 style = "dotted"
331 ];
332 "n488" -> "n486" [
333 dir = "forward"
334 ];
335 "n488" -> "n2" [
336 dir = "both"
337 ];
338 "n488" -> "n487" [
339 dir = "back"
340 ];
341 "n488" -> "n469" [
342 dir = "back"
343 ];
344 "n488" -> "n2" [
345 dir = "both"
346 ];
347 "n488" -> "n479" [
348 dir = "back"
349 ];
350 "n488" -> "n496" [
351 dir = "both"
352 ];
353 "n488" -> "n500" [
354 dir = "both"
355 ];
356 "n488" -> "n503" [
357 style = "dotted"
358 ];
359 "n503" -> "n479" [
360 dir = "back"
361 ];
362 "n503" -> "n486" [
363 dir = "forward"
364 ];
365 "n503" -> "n487" [
366 dir = "back"
367 ];
368 "n503" -> "n505" [
369 dir = "both"
370 ];
371 "n503" -> "n505" [
372 dir = "both"
373 ];
374 "n503" -> "n505" [
375 dir = "forward"
376 ];
377 "n503" -> "n512" [
378 dir = "both"
379 ];
380 "n503" -> "n514" [
381 style = "dotted"
382 ];
383 "n514" -> "n487" [
384 dir = "back"
385 ];
386 "n514" -> "n486" [
387 dir = "forward"
388 ];
389 "n514" -> "n479" [
390 dir = "back"
391 ];
392 "n514" -> "n505" [
393 dir = "forward"
394 ];
395 "n503" -> "n486" [
396 dir = "forward"
397 ];
398 "n514" -> "n518" [
399 dir = "back"
400 ];
401 "n514" -> "n513" [
402 dir = "both"
403 ];
404 "n514" -> "n513" [
405 dir = "both"
406 ];
407 "n514" -> "n518" [
408 dir = "back"
409 ];
410 "n514" -> "n526" [
411 dir = "back"
412 ];
413 "n503" -> "n487" [
414 dir = "back"
415 ];
416 }