llc_1080/input/data.exch2_90x90x1342

# EXCH2 Package: Wrapper-2 User Choice
#--------------------
#  preDefTopol   :: pre-defined Topology selector:
#                :: = 0 : topology defined from processing "data.exch2";
#                :: = 1 : simple, single facet topology;
#                :: = 2 : customized topology (w2_set_myown_facets)
#                :: = 3 : 6-facet Cube (3 face-dims: nRed, nGreen, nBlue).
#  dimsFacets    :: facet pair of dimensions (n1x,n1y, n2x,n2y ...)
#  facetEdgeLink :: Face-Edge connectivity map:
#    facetEdgeLink(i,j)=XX.1 : face(j)-edge(i) (i=1,2,3,4 <==> N,S,E,W)
#    is connected to Northern edge of face "XX" ; similarly,
#    = XX.2 : to Southern.E, XX.3 = Eastern.E, XX.4 = Western.E of face "XX"
#  blankList     :: List of "blank" tiles
#  W2_mapIO      :: global map IO selector (-1 = old type ; 0 = 1 long line in X
#                :: 1 = compact, mostly in Y dir)
#  W2_printMsg   :: option for information messages printing
#                :: <0 : write to log file ; =0 : minimum print ; 
#                :: =1 : no duplicated print ; =2 : all processes do print
#--------------------
 &W2_EXCH2_PARM01
# W2_printMsg= 1,
  W2_mapIO   = 1,
#
#-- 5 facets llc_540 topology (drop facet 6 and its connection):
  preDefTopol = 0,
  dimsFacets = 1080, 3240, 1080, 3240, 1080, 1080, 3240, 1080, 3240, 1080, 0, 0,
  facetEdgeLink(1,1)= 3.4, 0. , 2.4, 5.1,
  facetEdgeLink(1,2)= 3.2, 0. , 4.2, 1.3,
  facetEdgeLink(1,3)= 5.4, 2.1, 4.4, 1.1,
  facetEdgeLink(1,4)= 5.2, 2.3, 0. , 3.3,
  facetEdgeLink(1,5)= 1.4, 4.1, 0. , 3.1,
  blankList =          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,
        63,
        64,
        65,
        66,
        67,
        68,
        69,
        70,
        71,
        72,
        76,
        77,
        78,
        79,
        80,
        81,
        82,
        83,
        84,
        96,
       225,
       236,
       237,
       248,
       249,
       250,
       260,
       261,
       262,
       272,
       273,
       274,
       281,
       282,
       283,
       284,
       285,
       286,
       292,
       293,
       294,
       295,
       296,
       297,
       298,
       305,
       306,
       307,
       308,
       309,
       317,
       318,
       323,
       335,
       367,
       368,
       369,
       370,
       371,
       382,
       383,
       384,
       395,
       396,
       408,
       420,
       433,
       434,
       435,
       436,
       437,
       438,
       439,
       440,
       441,
       442,
       443,
       444,
       445,
       446,
       447,
       448,
       449,
       450,
       451,
       452,
       453,
       454,
       455,
       456,
       457,
       458,
       459,
       460,
       461,
       462,
       463,
       464,
       465,
       466,
       467,
       468,
       469,
       470,
       471,
       472,
       473,
       474,
       475,
       476,
       477,
       478,
       479,
       480,
       481,
       482,
       483,
       484,
       485,
       486,
       487,
       488,
       489,
       490,
       491,
       492,
       493,
       494,
       495,
       496,
       497,
       498,
       499,
       500,
       501,
       502,
       503,
       504,
       505,
       506,
       508,
       509,
       510,
       511,
       512,
       513,
       514,
       515,
       516,
       517,
       518,
       520,
       521,
       522,
       523,
       524,
       525,
       526,
       527,
       528,
       534,
       535,
       536,
       538,
       539,
       540,
       648,
       658,
       659,
       660,
       736,
       739,
       746,
       747,
       748,
       749,
       750,
       751,
       752,
       753,
       758,
       759,
       760,
       761,
       762,
       763,
       764,
       770,
       771,
       772,
       775,
       776,
       782,
       783,
       784,
       785,
       786,
       787,
       788,
       789,
       790,
       791,
       794,
       795,
       796,
       797,
       798,
       799,
       800,
       801,
       802,
       803,
       805,
       806,
       807,
       808,
       809,
       810,
       811,
       812,
       813,
       814,
       815,
       817,
       818,
       819,
       820,
       821,
       822,
       823,
       824,
       825,
       826,
       827,
       829,
       830,
       831,
       832,
       833,
       834,
       835,
       836,
       837,
       838,
       839,
       840,
       841,
       842,
       845,
       846,
       847,
       848,
       849,
       850,
       851,
       852,
       853,
       857,
       858,
       859,
       860,
       861,
       862,
       863,
       864,
       876,
       888,
       964,
       975,
       976,
       986,
       987,
       997,
       998,
      1009,
      1010,
      1011,
      1027,
      1037,
      1038,
      1039,
      1040,
      1041,
      1042,
      1043,
      1044,
      1045,
      1046,
      1073,
      1074,
      1075,
      1076,
      1077,
      1078,
      1079,
      1080,
      1082,
      1112,
      1113,
      1114,
      1115,
      1116,
      1118,
      1148,
      1149,
      1150,
      1151,
      1152,
      1154,
      1184,
      1185,
      1186,
      1187,
      1188,
      1220,
      1221,
      1222,
      1223,
      1224,
      1257,
      1258,
      1259,
      1260,
      1293,
      1294,
      1295,
      1296,
      1298,
      1328,
      1329,
      1330,
      1331,
      1332,
      1334,
      1364,
      1365,
      1366,
      1367,
      1368,
      1370,
      1371,
      1400,
      1401,
      1402,
      1403,
      1404,
      1405,
      1406,
      1407,
      1436,
      1437,
      1438,
      1439,
      1440,
      1441,
      1442,
      1443,
      1444,
      1445,
      1471,
      1472,
      1473,
      1474,
      1475,
      1476,
      1478,
      1479,
      1480,
      1481,
      1482,
      1483,
      1484,
      1508,
      1509,
      1510,
      1511,
      1512,
      1515,
      1516,
      1517,
      1518,
      1519,
      1520,
      1521,
      1544,
      1545,
      1546,
      1547,
      1548,
      1551,
      1552,
      1553,
      1554,
      1555,
      1556,
      1557,
      1558,
      1580,
      1581,
      1582,
      1583,
      1584,
      1589,
      1590,
      1592,
      1593,
      1615,
      1616,
      1617,
      1618,
      1619,
      1620,
      1628,
      1629,
      1651,
      1652,
      1653,
      1654,
      1655,
      1656,
      1687,
      1688,
      1689,
      1690,
      1691,
      1692,
      1697,
      1706,
      1707,
      1708,
      1723,
      1724,
      1725,
      1726,
      1727,
      1728,
      1742,
      1743,
      1744,
      1745,
      1746,
      1747,
      1761,
      1762,
      1763,
      1764,
      1779,
      1780,
      1781,
      1782,
      1783,
      1796,
      1797,
      1798,
      1799,
      1800,
      1801,
      1816,
      1817,
      1832,
      1833,
      1834,
      1835,
      1836,
      1837,
      1868,
      1869,
      1870,
      1871,
      1872,
 &
1	dimitri	1.1	# EXCH2 Package: Wrapper-2 User Choice
2			#--------------------
3			# preDefTopol :: pre-defined Topology selector:
4			# :: = 0 : topology defined from processing "data.exch2";
5			# :: = 1 : simple, single facet topology;
6			# :: = 2 : customized topology (w2_set_myown_facets)
7			# :: = 3 : 6-facet Cube (3 face-dims: nRed, nGreen, nBlue).
8			# dimsFacets :: facet pair of dimensions (n1x,n1y, n2x,n2y ...)
9			# facetEdgeLink :: Face-Edge connectivity map:
10			# facetEdgeLink(i,j)=XX.1 : face(j)-edge(i) (i=1,2,3,4 <==> N,S,E,W)
11			# is connected to Northern edge of face "XX" ; similarly,
12			# = XX.2 : to Southern.E, XX.3 = Eastern.E, XX.4 = Western.E of face "XX"
13			# blankList :: List of "blank" tiles
14			# W2_mapIO :: global map IO selector (-1 = old type ; 0 = 1 long line in X
15			# :: 1 = compact, mostly in Y dir)
16			# W2_printMsg :: option for information messages printing
17			# :: <0 : write to log file ; =0 : minimum print ;
18			# :: =1 : no duplicated print ; =2 : all processes do print
19			#--------------------
20			&W2_EXCH2_PARM01
21			# W2_printMsg= 1,
22			W2_mapIO = 1,
23			#
24			#-- 5 facets llc_540 topology (drop facet 6 and its connection):
25			preDefTopol = 0,
26			dimsFacets = 1080, 3240, 1080, 3240, 1080, 1080, 3240, 1080, 3240, 1080, 0, 0,
27			facetEdgeLink(1,1)= 3.4, 0. , 2.4, 5.1,
28			facetEdgeLink(1,2)= 3.2, 0. , 4.2, 1.3,
29			facetEdgeLink(1,3)= 5.4, 2.1, 4.4, 1.1,
30			facetEdgeLink(1,4)= 5.2, 2.3, 0. , 3.3,
31			facetEdgeLink(1,5)= 1.4, 4.1, 0. , 3.1,
32			blankList = 1,
33			2,
34			3,
35			4,
36			5,
37			6,
38			7,
39			8,
40			9,
41			10,
42			11,
43			12,
44			13,
45			14,
46			15,
47			16,
48			17,
49			18,
50			19,
51			20,
52			21,
53			22,
54			23,
55			24,
56			25,
57			26,
58			27,
59			28,
60			29,
61			30,
62			31,
63			32,
64			33,
65			34,
66			35,
67			36,
68			37,
69			38,
70			39,
71			40,
72			41,
73			42,
74			43,
75			44,
76			45,
77			46,
78			47,
79			48,
80			49,
81			50,
82			51,
83			52,
84			53,
85			54,
86			55,
87			56,
88			57,
89			58,
90			59,
91			60,
92			63,
93			64,
94			65,
95			66,
96			67,
97			68,
98			69,
99			70,
100			71,
101			72,
102			76,
103			77,
104			78,
105			79,
106			80,
107			81,
108			82,
109			83,
110			84,
111			96,
112			225,
113			236,
114			237,
115			248,
116			249,
117			250,
118			260,
119			261,
120			262,
121			272,
122			273,
123			274,
124			281,
125			282,
126			283,
127			284,
128			285,
129			286,
130			292,
131			293,
132			294,
133			295,
134			296,
135			297,
136			298,
137			305,
138			306,
139			307,
140			308,
141			309,
142			317,
143			318,
144			323,
145			335,
146			367,
147			368,
148			369,
149			370,
150			371,
151			382,
152			383,
153			384,
154			395,
155			396,
156			408,
157			420,
158			433,
159			434,
160			435,
161			436,
162			437,
163			438,
164			439,
165			440,
166			441,
167			442,
168			443,
169			444,
170			445,
171			446,
172			447,
173			448,
174			449,
175			450,
176			451,
177			452,
178			453,
179			454,
180			455,
181			456,
182			457,
183			458,
184			459,
185			460,
186			461,
187			462,
188			463,
189			464,
190			465,
191			466,
192			467,
193			468,
194			469,
195			470,
196			471,
197			472,
198			473,
199			474,
200			475,
201			476,
202			477,
203			478,
204			479,
205			480,
206			481,
207			482,
208			483,
209			484,
210			485,
211			486,
212			487,
213			488,
214			489,
215			490,
216			491,
217			492,
218			493,
219			494,
220			495,
221			496,
222			497,
223			498,
224			499,
225			500,
226			501,
227			502,
228			503,
229			504,
230			505,
231			506,
232			508,
233			509,
234			510,
235			511,
236			512,
237			513,
238			514,
239			515,
240			516,
241			517,
242			518,
243			520,
244			521,
245			522,
246			523,
247			524,
248			525,
249			526,
250			527,
251			528,
252			534,
253			535,
254			536,
255			538,
256			539,
257			540,
258			648,
259			658,
260			659,
261			660,
262			736,
263			739,
264			746,
265			747,
266			748,
267			749,
268			750,
269			751,
270			752,
271			753,
272			758,
273			759,
274			760,
275			761,
276			762,
277			763,
278			764,
279			770,
280			771,
281			772,
282			775,
283			776,
284			782,
285			783,
286			784,
287			785,
288			786,
289			787,
290			788,
291			789,
292			790,
293			791,
294			794,
295			795,
296			796,
297			797,
298			798,
299			799,
300			800,
301			801,
302			802,
303			803,
304			805,
305			806,
306			807,
307			808,
308			809,
309			810,
310			811,
311			812,
312			813,
313			814,
314			815,
315			817,
316			818,
317			819,
318			820,
319			821,
320			822,
321			823,
322			824,
323			825,
324			826,
325			827,
326			829,
327			830,
328			831,
329			832,
330			833,
331			834,
332			835,
333			836,
334			837,
335			838,
336			839,
337			840,
338			841,
339			842,
340			845,
341			846,
342			847,
343			848,
344			849,
345			850,
346			851,
347			852,
348			853,
349			857,
350			858,
351			859,
352			860,
353			861,
354			862,
355			863,
356			864,
357			876,
358			888,
359			964,
360			975,
361			976,
362			986,
363			987,
364			997,
365			998,
366			1009,
367			1010,
368			1011,
369			1027,
370			1037,
371			1038,
372			1039,
373			1040,
374			1041,
375			1042,
376			1043,
377			1044,
378			1045,
379			1046,
380			1073,
381			1074,
382			1075,
383			1076,
384			1077,
385			1078,
386			1079,
387			1080,
388			1082,
389			1112,
390			1113,
391			1114,
392			1115,
393			1116,
394			1118,
395			1148,
396			1149,
397			1150,
398			1151,
399			1152,
400			1154,
401			1184,
402			1185,
403			1186,
404			1187,
405			1188,
406			1220,
407			1221,
408			1222,
409			1223,
410			1224,
411			1257,
412			1258,
413			1259,
414			1260,
415			1293,
416			1294,
417			1295,
418			1296,
419			1298,
420			1328,
421			1329,
422			1330,
423			1331,
424			1332,
425			1334,
426			1364,
427			1365,
428			1366,
429			1367,
430			1368,
431			1370,
432			1371,
433			1400,
434			1401,
435			1402,
436			1403,
437			1404,
438			1405,
439			1406,
440			1407,
441			1436,
442			1437,
443			1438,
444			1439,
445			1440,
446			1441,
447			1442,
448			1443,
449			1444,
450			1445,
451			1471,
452			1472,
453			1473,
454			1474,
455			1475,
456			1476,
457			1478,
458			1479,
459			1480,
460			1481,
461			1482,
462			1483,
463			1484,
464			1508,
465			1509,
466			1510,
467			1511,
468			1512,
469			1515,
470			1516,
471			1517,
472			1518,
473			1519,
474			1520,
475			1521,
476			1544,
477			1545,
478			1546,
479			1547,
480			1548,
481			1551,
482			1552,
483			1553,
484			1554,
485			1555,
486			1556,
487			1557,
488			1558,
489			1580,
490			1581,
491			1582,
492			1583,
493			1584,
494			1589,
495			1590,
496			1592,
497			1593,
498			1615,
499			1616,
500			1617,
501			1618,
502			1619,
503			1620,
504			1628,
505			1629,
506			1651,
507			1652,
508			1653,
509			1654,
510			1655,
511			1656,
512			1687,
513			1688,
514			1689,
515			1690,
516			1691,
517			1692,
518			1697,
519			1706,
520			1707,
521			1708,
522			1723,
523			1724,
524			1725,
525			1726,
526			1727,
527			1728,
528			1742,
529			1743,
530			1744,
531			1745,
532			1746,
533			1747,
534			1761,
535			1762,
536			1763,
537			1764,
538			1779,
539			1780,
540			1781,
541			1782,
542			1783,
543			1796,
544			1797,
545			1798,
546			1799,
547			1800,
548			1801,
549			1816,
550			1817,
551			1832,
552			1833,
553			1834,
554			1835,
555			1836,
556			1837,
557			1868,
558			1869,
559			1870,
560			1871,
561			1872,
562			&