Болотник10 9 Опубликовано 13 марта Yara Спасибо Поделиться сообщением Ссылка на сообщение Поделиться на другие сайты
Сергеич 0 Опубликовано 11 мая Доброго времени суток дамы и господа! Очередная попытка моего знакомства с SDK: скачал, произвел манипуляции с SDK 0.6 Repack by vrtsave. Декомпилю локацию болота в формат SDK. В батнике: converter -level cs:marsh -out marsh -mode le -with_lods pause Спойлер log started (console and converter.log) level name: marsh loading level.ltx loading level.geom loading level ...visuals ...shaders/textures ...sectors ...portals ...lights ...glows loading level.cform loading level.hom loading level.details ...texture loading level.ai loading level.game loading level.spawn bad section reference '' at prefetch_mp.ltx:130 ignoring trailing garbage at m_dog.ltx:313 ignoring trailing garbage at m_pseudodog.ltx:283 ignoring trailing garbage at m_poltergeist.ltx:306 loading level.wallmarks loading level.snd_static loading level.ps_static loading level.env_mod loading level.fog_vol loading build.lights loading level_lods.dds loading level_lods_nm.dds loading meshes\brkbl#0.ogf loading meshes\brkbl#1.ogf loading meshes\brkbl#2.ogf loading meshes\brkbl#3.ogf loading meshes\brkbl#4.ogf loading meshes\brkbl#5.ogf loading meshes\brkbl#6.ogf loading meshes\brkbl#7.ogf loading meshes\brkbl#8.ogf loading meshes\brkbl#9.ogf loading meshes\brkbl#10.ogf loading meshes\brkbl#11.ogf loading meshes\brkbl#12.ogf loading meshes\brkbl#13.ogf loading meshes\brkbl#14.ogf loading meshes\brkbl#15.ogf loading meshes\brkbl#16.ogf loading meshes\brkbl#17.ogf loading meshes\brkbl#18.ogf loading meshes\brkbl#19.ogf loading meshes\brkbl#20.ogf loading meshes\brkbl#21.ogf loading meshes\brkbl#22.ogf loading meshes\brkbl#23.ogf loading meshes\brkbl#24.ogf loading meshes\brkbl#25.ogf loading meshes\brkbl#26.ogf loading meshes\brkbl#27.ogf loading meshes\brkbl#28.ogf loading meshes\brkbl#29.ogf loading meshes\brkbl#30.ogf loading meshes\brkbl#31.ogf loading meshes\brkbl#32.ogf loading meshes\brkbl#33.ogf loading meshes\brkbl#34.ogf loading meshes\brkbl#35.ogf loading meshes\brkbl#36.ogf loading meshes\brkbl#37.ogf loading meshes\brkbl#38.ogf loading meshes\brkbl#39.ogf loading meshes\brkbl#40.ogf loading meshes\brkbl#41.ogf loading meshes\brkbl#42.ogf loading meshes\brkbl#43.ogf loading meshes\brkbl#44.ogf loading gamemtl.xr scene name: marsh substituting shaders/textures re-indexing shaders/textures building detail_object.part saving det\det_marsh building sector.part selected sector #0 (of 1) as default building portal.part building scene_object.part calculating subdivisions calculating external meshes collecting subdivisions collecting external meshes splitting level_lods.dds/level_lods_nm.dds compacting 6541667 verts, 4511068 faces got 3102789 points, 204204 normals, 606797 uvs in 3.654s cleaning geometry removed 76 duplicate faces in 0.351s removed 1051217 back faces in 0.948s cleaning cform mapping 1236560 CFORM verts to 3102789 visual got 1069210 matches matching edges/faces no edge path from 2432194 (391.459412, 9.931680, 259.700043) to 2432195 (391.459412, 9.945670, 259.700073) no edge path from 2432199 (391.459534, 9.504527, 258.660004) to 2432197 (391.459534, 9.490539, 258.660004) no edge path from 1082005 (-7.179220, 0.379551, -30.157341) to 1082598 (-7.100073, 0.731852, -29.026594) no edge path from 1082078 (-7.168003, -0.022210, -31.911055) to 1082005 (-7.179220, 0.379551, -30.157341) no edge path from 1094895 (-5.363319, 0.805449, -31.749437) to 1093786 (-5.440155, 0.814021, -32.354839) no edge path from 1081599 (-7.228839, 0.113595, -32.372417) to 1082078 (-7.168003, -0.022210, -31.911055) no edge path from 1093786 (-5.440155, 0.814021, -32.354839) to 1095347 (-5.310104, 0.737871, -33.798969) no edge path from 1139594 (1.305949, 0.558253, -18.147598) to 1133862 (0.239394, 0.721759, -19.239532) no edge path from 1122818 (-1.292537, 0.721759, -18.144407) to 1131160 (-0.134158, 0.690402, -16.910009) no edge path from 1081906 (-7.193038, 0.192255, -33.320290) to 1081599 (-7.228839, 0.113595, -32.372417) no edge path from 887886 (-47.461082, 2.773961, 456.420593) to 874519 (-50.975777, 2.763671, 453.929321) no edge path from 483475 (-161.288803, 3.676857, 446.874390) to 465277 (-164.561661, 3.674467, 449.591187) no edge path from 188823 (-223.712601, 3.046389, 452.634064) to 179649 (-227.997650, 2.795659, 452.759399) no edge path from 264946 (-197.876068, 3.851083, 453.329285) to 247781 (-202.172318, 3.817759, 452.893982) no edge path from 247781 (-202.172318, 3.817759, 452.893982) to 227934 (-206.475235, 3.750377, 452.748566) no edge path from 196147 (-219.391327, 3.314635, 452.685120) to 188823 (-223.712601, 3.046389, 452.634064) no edge path from 203996 (-215.089752, 3.517454, 452.723724) to 196147 (-219.391327, 3.314635, 452.685120) no edge path from 214296 (-210.789612, 3.654170, 452.706421) to 203996 (-215.089752, 3.517454, 452.723724) no edge path from 227934 (-206.475235, 3.750377, 452.748566) to 214296 (-210.789612, 3.654170, 452.706421) no edge path from 594223 (-139.507599, 3.240299, 433.032593) to 577067 (-143.019531, 3.249638, 435.560089) no edge path from 686204 (-115.857666, 2.559503, 424.698975) to 674957 (-120.001640, 2.766650, 424.679108) no edge path from 696242 (-111.572197, 2.402702, 425.241089) to 686204 (-115.857666, 2.559503, 424.698975) no edge path from 708322 (-107.175369, 2.273098, 426.011444) to 696242 (-111.572197, 2.402702, 425.241089) no edge path from 787827 (-74.135017, 2.042668, 435.354187) to 776653 (-78.052177, 1.896741, 433.583038) no edge path from 973852 (-28.536430, 3.425446, 465.497192) to 950619 (-32.591373, 3.312360, 464.649872) no edge path from 996648 (-24.170464, 3.378317, 466.434448) to 973852 (-28.536430, 3.425446, 465.497192) no edge path from 1082776 (-7.078533, 3.846952, 478.047058) to 1067482 (-10.108859, 3.603094, 474.710785) no edge path from 797459 (-70.854431, 2.128687, 438.059052) to 787827 (-74.135017, 2.042668, 435.354187) no edge path from 804354 (-68.496674, 2.188583, 441.438202) to 797459 (-70.854431, 2.128687, 438.059052) no edge path from 816406 (-65.499947, 2.390435, 444.719208) to 804354 (-68.496674, 2.188583, 441.438202) no edge path from 844304 (-58.334793, 2.421598, 450.021912) to 829333 (-62.080013, 2.662938, 446.962463) no edge path from 829333 (-62.080013, 2.662938, 446.962463) to 816406 (-65.499947, 2.390435, 444.719208) no edge path from 905537 (-43.920460, 2.717935, 458.868530) to 887886 (-47.461082, 2.773961, 456.420593) no edge path from 918165 (-40.438164, 2.649750, 461.408905) to 905537 (-43.920460, 2.717935, 458.868530) no edge path from 776653 (-78.052177, 1.896741, 433.583038) to 766456 (-82.278069, 1.893384, 432.791595) no edge path from 577067 (-143.019531, 3.249638, 435.560089) to 557999 (-146.676361, 3.362018, 437.802856) no edge path from 557999 (-146.676361, 3.362018, 437.802856) to 541314 (-150.504929, 3.574335, 439.730377) no edge path from 507006 (-157.854401, 3.704734, 444.233398) to 483475 (-161.288803, 3.676857, 446.874390) no edge path from 524497 (-154.435883, 3.713911, 441.922333) to 507006 (-157.854401, 3.704734, 444.233398) no edge path from 541314 (-150.504929, 3.574335, 439.730377) to 524497 (-154.435883, 3.713911, 441.922333) no edge path from 416328 (-172.321365, 3.718640, 453.633331) to 382427 (-176.404724, 3.749851, 454.385895) no edge path from 444350 (-168.376328, 3.693309, 451.741943) to 416328 (-172.321365, 3.718640, 453.633331) no edge path from 465277 (-164.561661, 3.674467, 449.591187) to 444350 (-168.376328, 3.693309, 451.741943) no edge path from 766456 (-82.278069, 1.893384, 432.791595) to 756441 (-86.510300, 2.009926, 431.941803) no edge path from 756441 (-86.510300, 2.009926, 431.941803) to 746353 (-90.574318, 2.161729, 430.529388) no edge path from 746353 (-90.574318, 2.161729, 430.529388) to 739299 (-94.722443, 2.333730, 429.390778) no edge path from 739299 (-94.722443, 2.333730, 429.390778) to 729479 (-98.866661, 2.343043, 428.195770) no edge path from 729479 (-98.866661, 2.343043, 428.195770) to 718565 (-102.963531, 2.212748, 426.890594) no edge path from 718565 (-102.963531, 2.212748, 426.890594) to 708322 (-107.175369, 2.273098, 426.011444) no edge path from 1150445 (3.094999, 4.377473, 485.740662) to 1130500 (-0.251079, 4.231566, 483.199463) no edge path from 674957 (-120.001640, 2.766650, 424.679108) to 663420 (-124.287796, 3.072468, 425.215393) no edge path from 663420 (-124.287796, 3.072468, 425.215393) to 652483 (-127.964958, 3.366283, 427.320587) no edge path from 652483 (-127.964958, 3.366283, 427.320587) to 632080 (-132.142853, 3.367754, 428.980835) no edge path from 632080 (-132.142853, 3.367754, 428.980835) to 612437 (-135.849854, 3.329910, 430.775391) no edge path from 612437 (-135.849854, 3.329910, 430.775391) to 594223 (-139.507599, 3.240299, 433.032593) no edge path from 382427 (-176.404724, 3.749851, 454.385895) to 344895 (-180.697632, 3.791474, 454.416016) no edge path from 344895 (-180.697632, 3.791474, 454.416016) to 312141 (-184.982483, 3.829354, 454.122040) no edge path from 312141 (-184.982483, 3.829354, 454.122040) to 296937 (-189.291565, 3.850483, 453.815460) no edge path from 296937 (-189.291565, 3.850483, 453.815460) to 280905 (-193.582611, 3.857787, 453.529266) no edge path from 280905 (-193.582611, 3.857787, 453.529266) to 264946 (-197.876068, 3.851083, 453.329285) propagating game materials restoring fake colliders separating terrain separating models (by merged edge-linked groups) building edge-connected submeshes immediate fake/MU joins: 874 submeshes (MU): 5804 submeshes (fake): 20464 submeshes (regular): 41890 reordering faces accounting submeshes creating collision models (MU) creating collision models (fake) merging fake/MU submeshes non-fake (residue) submeshes: 0 cross-merging fake submeshes assigning contact groups (fake) total groups (fake): 188 creating collision models (regular) merging submeshes (regular) contacts (with redundancy): 163118 assigning contact groups (regular) total groups (regular): 2259 building regular models merging 1 orphan(s) nearest: 6609 (0.44) exporting visuals materials\death -> prop\prop_fake_dead, def_shaders\def_vertex, def_shaders\def_kolizion materials\fake -> prop\prop_fake_kollision, def_shaders\def_vertex, def_shaders\def_kolizion materials\water_radiation -> water\water_normal, def_shaders\def_vertex, def_shaders\def_kolizion materials\fake -> prop\prop_fake_kollision, def_shaders\def_vertex, def_shaders\def_kolizion materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush_sux -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush_sux -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush_sux -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush_sux -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\bush_sux -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision no invisible collider preset for game material materials\metal_plate materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\tree_trunk -> trees\trees_bark_a_01, def_shaders\def_trans, flora\flora_collision materials\bush -> trees\trees_fuflo, def_shaders\def_trans, flora\flora_collision saving error list building HOM object building ai_map.part found 130 (of 528961) no-return nodes building glow.part building light.part building ps.part building sound_src.part building wallmark.part building way.part (paths) building spawn.part (entities) saving scene Запускаю LE, ставлю пару бочек у второго форпоста и делаю Build. Все проходит успешно. Далее запускаю компиляцию локации, в батнике @start bin\compilers2010\xrLC.exe -nosmg -f marsh Спойлер * Detected CPU: Intel(R) Core(TM) i5-10400F CPU @ 2.90GHz [GenuineIntel], F6/M5/S3, 2903.00 mhz, 19-clk 'rdtsc' * CPU features: RDTSC, MMX, SSE, SSE2, SSE3, MONITOR/MWAIT, SSSE3, SSE4.1, SSE4.2 * CPU threads: 12 Initializing File System... using fs-ltx fsgame.ltx FS: 29025 files cached 0 archives, 4327Kb memory used. Init FileSystem 20.102837 sec 'xrCore' build 0, (null) "LevelBuilder v4.1" beta build Compilation date: Dec 10 2009 Startup time: 01:37:40 * New phase started: Reading project [marsh]... | | version: 18 * New phase started: Converting data structures... | Vertices... | | * vertices: 939841 | Faces... | | * faces: 1629398 | Models and References | | * Loading model: 'levels\marsh\marsh_lod0000' - v(350/350), f(416/416) | | * Loading model: 'levels\marsh\marsh_lod0001' - v(599/599), f(680/680) | | * Loading model: 'levels\marsh\marsh_lod0002' - v(312/312), f(505/505) | | * Loading model: 'levels\marsh\marsh_lod0003' - v(338/338), f(634/634) | | * Loading model: 'levels\marsh\marsh_lod0004' - v(366/366), f(682/682) | | * Loading model: 'levels\marsh\marsh_lod0005' - v(225/225), f(426/426) | | * Loading model: 'levels\marsh\marsh_lod0006' - v(268/268), f(512/512) | | * Loading model: 'levels\marsh\marsh_lod0007' - v(427/427), f(430/430) | | * Loading model: 'levels\marsh\marsh_lod0008' - v(330/330), f(536/536) | | * Loading model: 'levels\marsh\marsh_lod0009' - 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v(1220/1220), f(2176/2176) | | * Loading model: 'levels\marsh\marsh_lod0119' - v(280/280), f(518/518) | | * Loading model: 'levels\marsh\marsh_lod0120' - v(2018/2018), f(3800/3800) | | * Loading model: 'levels\marsh\marsh_lod0121' - v(1317/1317), f(2618/2618) | | * Loading model: 'levels\marsh\marsh_lod0122' - v(1890/1890), f(3581/3581) | Other transfer... | | * materials: 283 | | * shaders: 9 | | * shaders_xrlc: 8 | | * glows: 11 | | * portals: 0 | | * LODs: 123 | Loading lights... | | *lighting*: HEMI: 1 lights | | *lighting*: SUN: 1 lights | | *lighting*: STATIC: 52 lights | | * d-lights: 53 | Processing textures... * ImageLibrary version: 3.15.3 * 26 supported formats | | processing: d:\sdkcsfull\editors\gamedata\textures\glow\glow_red2.thm | | - loading: glow\glow_red2 | | processing: d:\sdkcsfull\editors\gamedata\textures\glow\glow_white.thm | | - loading: glow\glow_white | | processing: d:\sdkcsfull\editors\gamedata\textures\glow\glow_04.thm | | - loading: glow\glow_04 | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_fake_nosun.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_walls_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_girder_reil.thm | | - 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loading: prop\prop_barbwire3 | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_rocks_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_bochka_05.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\glas\glas_dirt.thm | | - loading: glas\glas_dirt | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_bochka_06.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_rja_green.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_shkaf.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_truba_factory.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_audio_video.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_mask_setka.thm | | - loading: prop\prop_mask_setka | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_provod_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_shitok.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_vagon_gr.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\roof\roof_metal_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\roof\roof_smola.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_wallpaper_03.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_fence_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_plank6.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bed1.thm | | - loading: prop\prop_bed1 | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bed1a.thm | | - loading: prop\prop_bed1a | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_dangerbox.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_jasik.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_old.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_pod_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_fake_ladder.thm | | - loading: prop\prop_fake_ladder | | processing: d:\sdkcsfull\editors\gamedata\textures\roof\roof_schiffer_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_rust_dark.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_board_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_pol_brown_1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_border_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_ryukzak.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_safe_1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_vagon1_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_vagoni_cpm.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_walls8.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_5.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_lom.thm | | - loading: crete\crete_beton_lom | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_spil_1_old.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_doski2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_fence_01.thm | | - loading: mtl\mtl_fence_01 | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_sigaret.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\fx\fx_wood_fire.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_concrete_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_dry_gr_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_mattress1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_uazik.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_zaz_gorb.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\briks\briks_inside_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_arm_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\roof\roof_metal_01_holes.thm | | - loading: roof\roof_metal_01_holes | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bochenok.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\briks\briks_dirt_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_plank7.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_plank8.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_table_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_table_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_schetchik.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_shlang_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_signs.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_switch.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_trofy_board.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\sign\sign_hospital.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\tile\tile_white_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_bark_a_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_table_03.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_veranda_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_white_painted_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_wire.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_himera.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_pseudodog.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_pseudodog_fur.thm | | - loading: act\act_pseudodog_fur | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_stalker_nebo_1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_stalker_nebo_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\door\door_wood_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\floor\floor_linoleum_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\glow\glow_galogen.thm | | - loading: glow\glow_galogen | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_dirt_dust_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_land_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_leaves.thm | | - loading: grnd\grnd_leaves | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_angar_a_b.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_bochka_03_r.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_bochka_04.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_fly_polosa.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_pod_green.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_stena_ch_04.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_truba_pod_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_tubes3b.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_agit.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_antena_pipes.thm | | - loading: prop\prop_antena_pipes | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bidon.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bike_wheel.thm | | - loading: prop\prop_bike_wheel | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_blanket.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_blind01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_box_3.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_carpet.thm | | - loading: prop\prop_carpet | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_clock1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_el_shkaf_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_electricalunit3.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_freez.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_instrument_1.thm | | - loading: prop\prop_instrument_1 | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_item2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_kitchen_stuff.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_konserva.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_lampa_g.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_lampa_galogen.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_map_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_map.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_map_flag.thm | | - loading: prop\prop_map_flag | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_plita.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_pribori_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_pribori_face_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_psyradar.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_pult4.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_safe.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\vine\vine_dried_up.thm | | - loading: vine\vine_dried_up | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_ceiling_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_wallpaper_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_walls_paint_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\water\water_studen.thm | | - loading: water\water_studen | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_board_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_walls10.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_spil.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_governmentbox_1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_poster_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_kamaz_u_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_big_konteyneri.thm | | - loading: mtl\mtl_big_konteyneri | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_tubes3.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_dub_bark.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_corp_stalker.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_vishka_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_6.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_dirt_1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_ryukzak_black.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_bochka_pricep.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_4.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_musor_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\briks\briks_big_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_walls_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_debris_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_pod_03.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\briks\briks_br1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_dangerbox_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_barrel_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_cable_bobbin.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_woodenreel1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_stolb.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_grate_01.thm | | - loading: prop\prop_grate_01 | | processing: d:\sdkcsfull\editors\gamedata\textures\briks\briks_br2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_luk_ch_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_rja_blue.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_truba_ch_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_truba_pod_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_tubes7.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_ventil_pod_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_walls8.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_bag.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_barometr.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_electricalunit4.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_electroengine1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_fake_kollision.thm | | - loading: prop\prop_fake_kollision | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_lampa_g_red2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_transformer_dw.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_zaz968.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_stucco_04.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_stupeni_a.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_pod_01_stears.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_trainwheel1.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_floor_plate_03.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_train_diesel.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_ukazatel.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\sign\sign_radiation.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_fire.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_wallpaper_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_kamaz_u_br.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_stalker.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wood\wood_tomb.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\mtl\mtl_high_tention_tower.thm | | - loading: mtl\mtl_high_tention_tower | | processing: d:\sdkcsfull\editors\gamedata\textures\fx\fx_lavahell.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\grnd\grnd_heat.thm | | - loading: grnd\grnd_heat | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_musor_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_beton_7.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\wall\wall_stena_05b.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\crete\crete_walls10.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_fuflo.thm | | - loading: trees\trees_fuflo | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkagreen3.thm | | - loading: trees\trees_vetkagreen3 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkasux2.thm | | - loading: trees\trees_vetkasux2 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_bark_a_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkabig.thm | | - loading: trees\trees_vetkabig | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_kamysh.thm | | - loading: trees\trees_kamysh | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_kamish_big_01.thm | | - loading: trees\trees_kamish_big_01 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkagreen5.thm | | - loading: trees\trees_vetkagreen5 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_dub.thm | | - loading: trees\trees_dub | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_kamish_big_02.thm | | - loading: trees\trees_kamish_big_02 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_tina.thm | | - loading: trees\trees_tina | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkasux1_v.thm | | - loading: trees\trees_vetkasux1_v | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_vetkagreen1.thm | | - loading: trees\trees_vetkagreen1 | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_bark_sux_mox.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_traktor_br.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_uaz_2.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_gaz_f.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_molokovoz.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_dub_red.thm | | - loading: trees\trees_dub_red | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_corp_specnaz.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\act\act_corp_monolit.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_zil.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\veh\veh_moskvitch_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_bark_sosna_01.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_bark_sosna_02.thm | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_sosna_low.thm | | - loading: trees\trees_sosna_low | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_sosna_sux.thm | | - loading: trees\trees_sosna_sux | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_sosna_sux_low.thm | | - loading: trees\trees_sosna_sux_low | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_elka_sux.thm | | - loading: trees\trees_elka_sux | | processing: d:\sdkcsfull\editors\gamedata\textures\trees\trees_elka.thm | | - loading: trees\trees_elka | | processing: d:\sdkcsfull\editors\gamedata\textures\prop\prop_fake_dead.thm | | - loading: prop\prop_fake_dead | | processing: d:\sdkcsfull\editors\gamedata\textures\water\water_normal.thm | | - loading: water\water_normal | | processing: d:\sdkcsfull\editors\gamedata\textures\terrain\terrain_marsh.thm | | - loading: terrain\terrain_marsh | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_kostrishe.thm | | - loading: decal\decal_kostrishe | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_graz3.thm | | - loading: decal\decal_graz3 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_listja_vetki.thm | | - loading: decal\decal_listja_vetki | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_graz7.thm | | - loading: decal\decal_graz7 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_graz1.thm | | - loading: decal\decal_graz1 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_rza_potek.thm | | - loading: decal\decal_rza_potek | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_ro50210.thm | | - loading: decal\decal_ro50210 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_rza_a.thm | | - loading: decal\decal_rza_a | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_moh_1.thm | | - loading: decal\decal_moh_1 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_graz4.thm | | - loading: decal\decal_graz4 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_board_1.thm | | - loading: decal\decal_board_1 | | processing: d:\sdkcsfull\editors\gamedata\textures\decal\decal_plakat_3.thm | | - loading: decal\decal_plakat_3 | Post-process materials... | | * sizes: V(60),F(120) * New phase started: Optimizing... | Processing... | Processing... (0 verts removed) | Processing... (18 verts removed) | Processing... (19 verts removed) | Processing... (143 verts removed) | Processing... (143 verts removed) | Processing... (147 verts removed) | Processing... (226 verts removed) | Processing... (226 verts removed) | Processing... (226 verts removed) | Processing... (1100 verts removed) | Removing degenerated/duplicated faces... | | * ERROR: Invalid face. (A=0.000000,e0=6.698107,e1=2.232724,e2=8.930831) | | * v0[146.758179,11.163887,530.742676], v1[153.455795,11.205691,530.812134], v2[144.525604,11.152452,530.719482] | | * ERROR: Invalid face. (A=0.000000,e0=10.026190,e1=3.341869,e2=6.684323) | | * v0[809.855835,29.099287,432.028290], v1[801.906189,29.194790,438.137177], v2[807.204834,29.131313,434.062805] | | * ERROR: Invalid face. (A=0.000000,e0=4.094061,e1=12.282136,e2=8.188076) | | * v0[287.101440,12.374849,531.308350], v1[283.007629,12.330603,531.298828], v2[274.819977,12.249609,531.279724] | | * ERROR: Invalid face. (A=0.000000,e0=8.188122,e1=4.094061,e2=4.094061) | | * v0[283.007629,12.330603,531.298828], v1[291.195251,12.419096,531.317932], v2[287.101440,12.374849,531.308350] | | * ERROR: Invalid face. (A=0.000000,e0=8.188157,e1=4.094079,e2=4.094079) | | * v0[299.377869,12.507509,531.481995], v1[307.565674,12.581003,531.501099], v2[303.471771,12.544256,531.491577] | | * ERROR: Invalid face. (A=0.000000,e0=4.094079,e1=8.188157,e2=4.094079) | | * v0[299.377869,12.507509,531.481995], v1[303.471771,12.544256,531.491577], v2[307.565674,12.581003,531.501099] | | * ERROR: Invalid face. (A=-1.#IND00,e0=3.456080,e1=3.456049,e2=6.912129) | | * v0[350.688904,13.019431,531.430908], v1[347.233093,12.976307,531.431458], v2[354.144684,13.062555,531.430359] | | * ERROR: Invalid face. (A=0.000000,e0=1.728060,e1=10.368432,e2=8.640373) | | * v0[385.244873,13.177780,531.604248], v1[386.972839,13.195748,531.604492], v2[395.612671,13.292466,531.603577] | | * ERROR: Invalid face. (A=0.000000,e0=8.205641,e1=4.102783,e2=12.308423) | | * v0[266.617218,11.989077,531.224365], v1[274.822388,12.069629,531.259705], v2[262.514709,11.945364,531.205933] | | * ERROR: Invalid face. (A=0.000000,e0=8.205719,e1=4.102860,e2=4.102860) | | * v0[258.404236,12.109674,531.357178], v1[266.609619,12.175853,531.390930], v2[262.506927,12.142764,531.374023] | | * ERROR: Invalid face. (A=0.000000,e0=8.205719,e1=4.102860,e2=4.102860) | | * v0[266.609619,12.175853,531.390930], v1[258.404236,12.109674,531.357178], v2[262.506927,12.142764,531.374023] | | * ERROR: Invalid face. (A=0.000000,e0=12.308550,e1=8.205689,e2=20.514239) | | * v0[250.198944,12.035997,531.323425], v1[237.890961,11.929231,531.272827], v2[258.404297,12.102175,531.357178] | | * ERROR: Invalid face. (A=0.000000,e0=4.102830,e1=8.205704,e2=12.308534) | | * v0[217.377380,11.786285,531.188477], v1[221.480011,11.823124,531.205322], v2[209.172012,11.720107,531.154724] | | * ERROR: Invalid face. (A=0.000000,e0=2.188598,e1=8.754373,e2=6.565777) | | * v0[421.869934,13.936643,531.407410], v1[424.058289,13.966366,531.393982], v2[430.623230,14.063037,531.353638] | | * ERROR: Invalid face. (A=0.000000,e0=4.094079,e1=8.188127,e2=12.282205) | | * v0[307.565674,12.581003,531.501099], v1[303.471771,12.544256,531.491577], v2[315.753448,12.654497,531.520203] | | * ERROR: Invalid face. (A=0.000000,e0=3.456507,e1=3.456507,e2=6.913014) | | * v0[350.626892,13.018362,533.349854], v1[347.170654,12.975242,533.350464], v2[354.083130,13.061481,533.349365] | | * ERROR: Invalid face. (A=0.000000,e0=10.369703,e1=6.913137,e2=3.456565) | | * v0[354.080048,12.825771,533.527466], v1[364.449097,12.942164,533.526367], v2[360.992737,12.904512,533.526428] | | * ERROR: Invalid face. (A=0.000000,e0=6.913046,e1=13.826131,e2=20.739176) | | * v0[360.990967,13.147640,533.493286], v1[354.078369,13.068899,533.494324], v2[374.816284,13.297622,533.491089] | | * ERROR: Invalid face. (A=0.000000,e0=27.652241,e1=20.739176,e2=6.913065) | | * v0[354.078369,13.068899,533.494324], v1[381.728943,13.372612,533.489990], v2[374.816284,13.297622,533.491089] | | * ERROR: Invalid face. (A=0.000000,e0=6.913076,e1=3.456513,e2=10.369588) | | * v0[367.903595,13.226380,533.492188], v1[360.990967,13.147640,533.493286], v2[371.359924,13.262001,533.491638] | | * ERROR: Invalid face. (A=0.000000,e0=3.456543,e1=3.456513,e2=6.913056) | | * v0[371.359924,13.262001,533.491638], v1[374.816284,13.297622,533.491089], v2[367.903595,13.226380,533.492188] | | * ERROR: Invalid face. (A=0.000000,e0=8.641337,e1=1.728272,e2=6.913065) | | * v0[386.913391,13.433543,533.489197], v1[395.554230,13.526344,533.487854], v2[388.641571,13.451353,533.488892] | | * ERROR: Invalid face. (A=0.000000,e0=8.641307,e1=10.369578,e2=1.728272) | | * v0[378.272583,13.340742,533.490540], v1[386.913391,13.433543,533.489197], v2[388.641571,13.451353,533.488892] | | * ERROR: Invalid face. (A=0.000000,e0=3.456523,e1=3.456554,e2=6.913076) | | * v0[385.185242,13.411983,533.489502], v1[381.728943,13.372612,533.489990], v2[388.641571,13.451353,533.488892] | | * ERROR: Invalid face. (A=0.000000,e0=6.913065,e1=10.369609,e2=3.456543) | | * v0[381.728943,13.372612,533.489990], v1[374.816284,13.297622,533.491089], v2[371.359924,13.262001,533.491638] | | * ERROR: Invalid face. (A=0.000000,e0=4.103044,e1=8.206131,e2=12.309175) | | * v0[217.307373,11.785278,533.107117], v1[221.410217,11.822115,533.124023], v2[209.101578,11.719102,533.073364] | | * ERROR: Invalid face. (A=0.000000,e0=12.309207,e1=4.103043,e2=16.412249) | | * v0[254.233490,12.075568,533.259033], v1[241.924850,11.968805,533.208374], v2[258.336365,12.108656,533.275879] | | * ERROR: Invalid face. (A=0.000000,e0=12.309191,e1=8.206116,e2=20.515307) | | * v0[250.130646,12.034981,533.242188], v1[237.822021,11.928218,533.191528], v2[258.336426,12.101156,533.275879] | | * ERROR: Invalid face. (A=0.000000,e0=4.094275,e1=8.188580,e2=4.094305) | | * v0[291.129181,12.418062,533.236816], v1[287.035156,12.373817,533.227234], v2[282.941101,12.329573,533.217651] | | * ERROR: Invalid face. (A=0.000000,e0=4.094305,e1=12.282868,e2=8.188564) | | * v0[287.035156,12.373817,533.227234], v1[282.941101,12.329573,533.217651], v2[274.752960,12.248584,533.198547] | | * ERROR: Invalid face. (A=0.000000,e0=20.515348,e1=28.721513,e2=8.206164) | | * v0[262.440247,11.906424,533.326965], v1[241.925873,11.725672,533.241638], v2[233.720108,11.651997,533.207886] | | * ERROR: Invalid face. (A=0.000000,e0=8.206207,e1=24.618426,e2=32.824628) | | * v0[217.308594,11.504646,533.140381], v1[209.102844,11.424094,533.108459], v2[241.925873,11.718796,533.243530] | | * ERROR: Invalid face. (A=0.000000,e0=20.515363,e1=28.721528,e2=8.206164) | | * v0[254.234497,11.832747,533.293213], v1[233.720108,11.651997,533.207886], v2[225.514343,11.578321,533.174133] | | * ERROR: Invalid face. (A=0.000000,e0=23.643670,e1=11.705966,e2=11.937705) | | * v0[-342.703400,0.025889,61.922501], v1[-350.437256,0.025918,39.579479], v2[-346.536316,0.025904,50.861832] | | * ERROR: Invalid face. (A=0.000000,e0=19.951810,e1=28.392817,e2=8.441007) | | * v0[-343.039703,0.025889,60.476898], v1[-336.448608,0.025864,79.308578], v2[-333.657379,0.025853,87.274734] | | * ERROR: Invalid face. (A=0.000000,e0=36.737771,e1=28.200712,e2=8.537060) | | * v0[-320.240662,0.025802,125.670090], v1[-308.096375,0.025754,160.342560], v2[-310.916962,0.025765,152.284912] | | * ERROR: Invalid face. (A=0.000000,e0=5.563319,e1=4.268525,e2=9.831843) | | * v0[-306.255127,0.025747,165.592331], v1[-304.413818,0.025740,170.842102], v2[-307.665405,0.025752,161.563507] | | * ERROR: Invalid face. (A=0.000000,e0=29.687596,e1=36.737771,e2=7.050177) | | * v0[-320.240662,0.025802,125.670090], v1[-310.427307,0.025763,153.688858], v2[-308.096375,0.025754,160.342560] | | * ERROR: Invalid face. (A=0.000000,e0=1.486880,e1=8.537060,e2=7.050181) | | * v0[-308.096375,0.025754,160.342560], v1[-308.586060,0.025756,158.938629], v2[-310.916962,0.025765,152.284912] | Adjacency check... | Cleanup... | | 3325 vertices removed. (936516 left) | | 47 faces removed. (1629351 left) | Processing... | | *** 3302 junctions and 1216 long edges found. * New phase started: Adaptive HT... | Tesselating... | Tesselating... | Working: 10000 verts created, 946515(now) / 936516(was) ... | Working: 20000 verts created, 956515(now) / 936516(was) ... | Precalculating... | Converting faces... | Models... | Building search tree... | Precalculating : base hemisphere ... | | * THREAD #0: Started. | | * THREAD #1: Started. | | * THREAD #2: Started. | | * THREAD #3: Started. | | * THREAD #5: Started. | | * THREAD #4: Started. | | * THREAD #6: Started. | | * THREAD #7: Started. | | * THREAD #0: Task Completed. | | * THREAD #4: Task Completed. | | * THREAD #2: Task Completed. | | * THREAD #7: Task Completed. | | * THREAD #6: Task Completed. | | * THREAD #1: Task Completed. | | * THREAD #5: Task Completed. | | * THREAD #3: Task Completed. | Gathering lighting information... * New phase started: Building normals... | Processing... | | ::compact:: 956880 verts removed | | 787877 vertices was duplicated 'cause of SM groups | Models... | Processing... | | ::compact:: 350 verts removed | | 316 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 599 verts removed | | 565 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 312 verts removed | | 333 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 338 verts removed | | 150 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 366 verts removed | | 178 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 225 verts removed | | 66 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 268 verts removed | | 52 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 427 verts removed | | 405 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 330 verts removed | | 354 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 294 verts removed | | 321 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 965 verts removed | | 927 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 185 verts removed | | 181 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 301 verts removed | | 267 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 376 verts removed | | 83 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2480 verts removed | | 976 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 312 verts removed | | 333 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 442 verts removed | | 420 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 526 verts removed | | 486 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 239 verts removed | | 235 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 304 verts removed | | 288 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 269 verts removed | | 244 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 472 verts removed | | 460 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 418 verts removed | | 396 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 224 verts removed | | 96 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 238 verts removed | | 94 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 561 verts removed | | 529 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 890 verts removed | | 808 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 164 verts removed | | 160 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 495 verts removed | | 460 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 458 verts removed | | 418 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 97 verts removed | | 12 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 794 verts removed | | 686 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 346 verts removed | | 320 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 544 verts removed | | 473 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 466 verts removed | | 454 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2480 verts removed | | 976 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2128 verts removed | | 947 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 253 verts removed | | 240 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1701 verts removed | | 360 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 7 verts removed | | 7 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 4 verts removed | | 4 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1823 verts removed | | 1167 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 263 verts removed | | 23 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 4 verts removed | | 4 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 995 verts removed | | 452 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 142 verts removed | | 134 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 227 verts removed | | 212 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2092 verts removed | | 1968 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 239 verts removed | | 85 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 540 verts removed | | 541 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 218 verts removed | | 215 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 439 verts removed | | 402 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 329 verts removed | | 286 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 280 verts removed | | 103 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 352 verts removed | | 141 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 987 verts removed | | 447 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 4754 verts removed | | 2617 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 331 verts removed | | 24 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 776 verts removed | | 720 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 321 verts removed | | 286 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 323 verts removed | | 286 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 497 verts removed | | 443 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 91 verts removed | | 84 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 330 verts removed | | 354 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 312 verts removed | | 333 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 238 verts removed | | 83 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 161 verts removed | | 143 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 349 verts removed | | 316 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 905 verts removed | | 253 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1443 verts removed | | 911 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1504 verts removed | | 268 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 438 verts removed | | 150 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 227 verts removed | | 110 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 350 verts removed | | 208 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1004 verts removed | | 984 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 392 verts removed | | 191 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 299 verts removed | | 172 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 218 verts removed | | 69 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2889 verts removed | | 810 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 294 verts removed | | 321 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 3168 verts removed | | 2304 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1028 verts removed | | 571 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 4179 verts removed | | 1404 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 454 verts removed | | 411 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1012 verts removed | | 345 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1352 verts removed | | 423 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2018 verts removed | | 1306 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1507 verts removed | | 416 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1890 verts removed | | 1151 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 218 verts removed | | 69 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1499 verts removed | | 289 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 7 verts removed | | 7 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2818 verts removed | | 871 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 3455 verts removed | | 2011 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1253 verts removed | | 856 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1076 verts removed | | 1238 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 392 verts removed | | 191 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1919 verts removed | | 1248 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1904 verts removed | | 1248 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1401 verts removed | | 677 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 6 verts removed | | 6 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2018 verts removed | | 1306 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2128 verts removed | | 948 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 4997 verts removed | | 3835 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1036 verts removed | | 825 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 3769 verts removed | | 2232 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 3373 verts removed | | 2122 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 5252 verts removed | | 2821 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 3303 verts removed | | 1009 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 636 verts removed | | 490 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1091 verts removed | | 1123 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 312 verts removed | | 333 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 161 verts removed | | 135 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 227 verts removed | | 201 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 188 verts removed | | 248 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1875 verts removed | | 1151 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 578 verts removed | | 370 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2435 verts removed | | 2422 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1220 verts removed | | 861 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 280 verts removed | | 103 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 2018 verts removed | | 1306 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1317 verts removed | | 447 vertices was duplicated 'cause of SM groups | Processing... | | ::compact:: 1890 verts removed | | 1151 vertices was duplicated 'cause of SM groups * New phase started: Building collision database... * New phase started: CFORM: creating... | Sorting... | Collecting faces... | Collecting vertices... * New phase started: CFORM: collision model... | Items to process: 1668742 | | MultipleEdges: 1850 faces | Models... | Saving... * New phase started: Building tangent-basis... | Declarator... | Building inputs... | | duplication: was[1744757] / become[2008741] - 15.1% | Calculating basis... | Retreiving basis... * New phase started: Building rcast-CFORM model... | Converting faces... * New phase started: Building rcast-CFORM-mu model... | Models... | Building search tree... | Saving... * New phase started: LIGHT: Starting MU... * New phase started: Resolving materials... | | model 'levels\marsh\marsh_lod0000' - 1 subdivisions | Calculating materials/subdivs... | | model 'levels\marsh\marsh_lod0000' - REF_lighted. | | model 'levels\marsh\marsh_lod0001' - 1 subdivisions | | model 'levels\marsh\marsh_lod0001' - REF_lighted. | | model 'levels\marsh\marsh_lod0002' - 2 subdivisions | | model 'levels\marsh\marsh_lod0002' - REF_lighted. | | model 'levels\marsh\marsh_lod0003' - 3 subdivisions | | model 'levels\marsh\marsh_lod0003' - REF_lighted. | | model 'levels\marsh\marsh_lod0004' - 3 subdivisions | | model 'levels\marsh\marsh_lod0004' - REF_lighted. | | model 'levels\marsh\marsh_lod0005' - 4 subdivisions | | model 'levels\marsh\marsh_lod0005' - REF_lighted. | | model 'levels\marsh\marsh_lod0006' - 3 subdivisions | | model 'levels\marsh\marsh_lod0006' - REF_lighted. | | model 'levels\marsh\marsh_lod0007' - 2 subdivisions | | model 'levels\marsh\marsh_lod0007' - REF_lighted. | | model 'levels\marsh\marsh_lod0008' - 2 subdivisions | | model 'levels\marsh\marsh_lod0008' - REF_lighted. | | model 'levels\marsh\marsh_lod0009' - 2 subdivisions | | model 'levels\marsh\marsh_lod0009' - REF_lighted. | | model 'levels\marsh\marsh_lod0010' - 1 subdivisions | | model 'levels\marsh\marsh_lod0010' - REF_lighted. | | model 'levels\marsh\marsh_lod0011' - 1 subdivisions | | model 'levels\marsh\marsh_lod0011' - REF_lighted. | | model 'levels\marsh\marsh_lod0012' - 1 subdivisions | | model 'levels\marsh\marsh_lod0012' - REF_lighted. | | model 'levels\marsh\marsh_lod0013' - 2 subdivisions | | model 'levels\marsh\marsh_lod0013' - REF_lighted. | | model 'levels\marsh\marsh_lod0014' - 5 subdivisions | | model 'levels\marsh\marsh_lod0014' - REF_lighted. | | model 'levels\marsh\marsh_lod0015' - 2 subdivisions | | model 'levels\marsh\marsh_lod0015' - REF_lighted. | | model 'levels\marsh\marsh_lod0016' - 3 subdivisions | | model 'levels\marsh\marsh_lod0016' - REF_lighted. | | model 'levels\marsh\marsh_lod0017' - 1 subdivisions | | model 'levels\marsh\marsh_lod0017' - REF_lighted. | | model 'levels\marsh\marsh_lod0018' - 1 subdivisions | | model 'levels\marsh\marsh_lod0018' - REF_lighted. | | model 'levels\marsh\marsh_lod0019' - 1 subdivisions | | model 'levels\marsh\marsh_lod0019' - REF_lighted. | | model 'levels\marsh\marsh_lod0020' - 1 subdivisions | | model 'levels\marsh\marsh_lod0020' - REF_lighted. | | model 'levels\marsh\marsh_lod0021' - 2 subdivisions | | model 'levels\marsh\marsh_lod0021' - REF_lighted. | | model 'levels\marsh\marsh_lod0022' - 1 subdivisions | | model 'levels\marsh\marsh_lod0022' - REF_lighted. | | model 'levels\marsh\marsh_lod0023' - 2 subdivisions | | model 'levels\marsh\marsh_lod0023' - REF_lighted. | | model 'levels\marsh\marsh_lod0024' - 5 subdivisions | | model 'levels\marsh\marsh_lod0024' - REF_lighted. | | model 'levels\marsh\marsh_lod0025' - 1 subdivisions | | model 'levels\marsh\marsh_lod0025' - REF_lighted. | | model 'levels\marsh\marsh_lod0026' - 1 subdivisions | | model 'levels\marsh\marsh_lod0026' - REF_lighted. | | model 'levels\marsh\marsh_lod0027' - 1 subdivisions | | model 'levels\marsh\marsh_lod0027' - REF_lighted. | | model 'levels\marsh\marsh_lod0028' - 1 subdivisions | | model 'levels\marsh\marsh_lod0028' - REF_lighted. | | model 'levels\marsh\marsh_lod0029' - 1 subdivisions | | model 'levels\marsh\marsh_lod0029' - REF_lighted. | | model 'levels\marsh\marsh_lod0030' - 2 subdivisions | | model 'levels\marsh\marsh_lod0030' - REF_lighted. | | model 'levels\marsh\marsh_lod0031' - 1 subdivisions | | model 'levels\marsh\marsh_lod0031' - REF_lighted. | | model 'levels\marsh\marsh_lod0032' - 1 subdivisions | Perfroming subdivisions... | | model 'levels\marsh\marsh_lod0032' - REF_lighted. | | model 'levels\marsh\marsh_lod0033' - 1 subdivisions | | model 'levels\marsh\marsh_lod0033' - REF_lighted. | | model 'levels\marsh\marsh_lod0034' - 2 subdivisions | | model 'levels\marsh\marsh_lod0034' - REF_lighted. | | model 'levels\marsh\marsh_lod0035' - 5 subdivisions | | model 'levels\marsh\marsh_lod0035' - REF_lighted. | | model 'levels\marsh\marsh_lod0036' - 6 subdivisions | | model 'levels\marsh\marsh_lod0036' - REF_lighted. | | model 'levels\marsh\marsh_lod0037' - 2 subdivisions | | model 'levels\marsh\marsh_lod0037' - REF_lighted. | | model 'levels\marsh\marsh_lod0038' - 6 subdivisions | | model 'levels\marsh\marsh_lod0038' - REF_lighted. | | model 'levels\marsh\marsh_lod0039' - 1 subdivisions | | model 'levels\marsh\marsh_lod0039' - REF_lighted. | | model 'levels\marsh\marsh_lod0040' - 1 subdivisions | | model 'levels\marsh\marsh_lod0040' - REF_lighted. | | model 'levels\marsh\marsh_lod0041' - 3 subdivisions | | model 'levels\marsh\marsh_lod0041' - REF_lighted. | | model 'levels\marsh\marsh_lod0042' - 1 subdivisions | | model 'levels\marsh\marsh_lod0042' - REF_lighted. | | model 'levels\marsh\marsh_lod0043' - 1 subdivisions | | model 'levels\marsh\marsh_lod0043' - REF_lighted. | | model 'levels\marsh\marsh_lod0044' - 5 subdivisions | | model 'levels\marsh\marsh_lod0044' - REF_lighted. | | model 'levels\marsh\marsh_lod0045' - 1 subdivisions | | model 'levels\marsh\marsh_lod0045' - REF_lighted. | | model 'levels\marsh\marsh_lod0046' - 1 subdivisions | | model 'levels\marsh\marsh_lod0046' - REF_lighted. | | model 'levels\marsh\marsh_lod0047' - 1 subdivisions | | model 'levels\marsh\marsh_lod0047' - REF_lighted. | | model 'levels\marsh\marsh_lod0048' - 2 subdivisions | | model 'levels\marsh\marsh_lod0048' - REF_lighted. | | model 'levels\marsh\marsh_lod0049' - 2 subdivisions | | model 'levels\marsh\marsh_lod0049' - REF_lighted. | | model 'levels\marsh\marsh_lod0050' - 2 subdivisions | | model 'levels\marsh\marsh_lod0050' - REF_lighted. | | model 'levels\marsh\marsh_lod0051' - 1 subdivisions | | model 'levels\marsh\marsh_lod0051' - REF_lighted. | | model 'levels\marsh\marsh_lod0052' - 1 subdivisions | | model 'levels\marsh\marsh_lod0052' - REF_lighted. | | model 'levels\marsh\marsh_lod0053' - 3 subdivisions | | model 'levels\marsh\marsh_lod0053' - REF_lighted. | | model 'levels\marsh\marsh_lod0054' - 3 subdivisions | | model 'levels\marsh\marsh_lod0054' - REF_lighted. | | model 'levels\marsh\marsh_lod0055' - 3 subdivisions | | model 'levels\marsh\marsh_lod0055' - REF_lighted. | | model 'levels\marsh\marsh_lod0056' - 1 subdivisions | | model 'levels\marsh\marsh_lod0056' - REF_lighted. | | model 'levels\marsh\marsh_lod0057' - 1 subdivisions | | model 'levels\marsh\marsh_lod0057' - REF_lighted. | | model 'levels\marsh\marsh_lod0058' - 1 subdivisions | | model 'levels\marsh\marsh_lod0058' - REF_lighted. | | model 'levels\marsh\marsh_lod0059' - 1 subdivisions | | model 'levels\marsh\marsh_lod0059' - REF_lighted. | | model 'levels\marsh\marsh_lod0060' - 1 subdivisions | | model 'levels\marsh\marsh_lod0060' - REF_lighted. | | model 'levels\marsh\marsh_lod0061' - 1 subdivisions | | model 'levels\marsh\marsh_lod0061' - REF_lighted. | | model 'levels\marsh\marsh_lod0062' - 1 subdivisions | | model 'levels\marsh\marsh_lod0062' - REF_lighted. | | model 'levels\marsh\marsh_lod0063' - 2 subdivisions | | model 'levels\marsh\marsh_lod0063' - REF_lighted. | | model 'levels\marsh\marsh_lod0064' - 2 subdivisions | | model 'levels\marsh\marsh_lod0064' - REF_lighted. | | model 'levels\marsh\marsh_lod0065' - 2 subdivisions | | model 'levels\marsh\marsh_lod0065' - REF_lighted. | | model 'levels\marsh\marsh_lod0066' - 1 subdivisions | | model 'levels\marsh\marsh_lod0066' - REF_lighted. | | model 'levels\marsh\marsh_lod0067' - 1 subdivisions | | model 'levels\marsh\marsh_lod0067' - REF_lighted. | | model 'levels\marsh\marsh_lod0068' - 4 subdivisions | | model 'levels\marsh\marsh_lod0068' - REF_lighted. | | model 'levels\marsh\marsh_lod0069' - 1 subdivisions | | model 'levels\marsh\marsh_lod0069' - REF_lighted. | | model 'levels\marsh\marsh_lod0070' - 1 subdivisions | | model 'levels\marsh\marsh_lod0070' - REF_lighted. | | model 'levels\marsh\marsh_lod0071' - 3 subdivisions | | model 'levels\marsh\marsh_lod0071' - REF_lighted. | | model 'levels\marsh\marsh_lod0072' - 3 subdivisions | | model 'levels\marsh\marsh_lod0072' - REF_lighted. | | model 'levels\marsh\marsh_lod0073' - 3 subdivisions | | model 'levels\marsh\marsh_lod0073' - REF_lighted. | | model 'levels\marsh\marsh_lod0074' - 4 subdivisions | | model 'levels\marsh\marsh_lod0074' - REF_lighted. | | model 'levels\marsh\marsh_lod0075' - 2 subdivisions | | model 'levels\marsh\marsh_lod0075' - REF_lighted. | | model 'levels\marsh\marsh_lod0076' - 3 subdivisions | | model 'levels\marsh\marsh_lod0076' - REF_lighted. | | model 'levels\marsh\marsh_lod0077' - 4 subdivisions | | model 'levels\marsh\marsh_lod0077' - REF_lighted. | | model 'levels\marsh\marsh_lod0078' - 1 subdivisions | | model 'levels\marsh\marsh_lod0078' - REF_lighted. | | model 'levels\marsh\marsh_lod0079' - 2 subdivisions | | model 'levels\marsh\marsh_lod0079' - REF_lighted. | | model 'levels\marsh\marsh_lod0080' - 2 subdivisions | | model 'levels\marsh\marsh_lod0080' - REF_lighted. | | model 'levels\marsh\marsh_lod0081' - 4 subdivisions | | model 'levels\marsh\marsh_lod0081' - REF_lighted. | | model 'levels\marsh\marsh_lod0082' - 1 subdivisions | Removing empty subdivs... | Detaching subdivs... | | model 'levels\marsh\marsh_lod0082' - REF_lighted. | | model 'levels\marsh\marsh_lod0083' - 1 subdivisions | | model 'levels\marsh\marsh_lod0083' - REF_lighted. | | model 'levels\marsh\marsh_lod0084' - 5 subdivisions | | model 'levels\marsh\marsh_lod0084' - REF_lighted. | | model 'levels\marsh\marsh_lod0085' - 3 subdivisions | | model 'levels\marsh\marsh_lod0085' - REF_lighted. | | model 'levels\marsh\marsh_lod0086' - 3 subdivisions | | model 'levels\marsh\marsh_lod0086' - REF_lighted. | | model 'levels\marsh\marsh_lod0087' - 1 subdivisions | | model 'levels\marsh\marsh_lod0087' - REF_lighted. | | model 'levels\marsh\marsh_lod0088' - 4 subdivisions | | model 'levels\marsh\marsh_lod0088' - REF_lighted. | | model 'levels\marsh\marsh_lod0089' - 3 subdivisions | | model 'levels\marsh\marsh_lod0089' - REF_lighted. | | model 'levels\marsh\marsh_lod0090' - 1 subdivisions | | model 'levels\marsh\marsh_lod0090' - REF_lighted. | | model 'levels\marsh\marsh_lod0091' - 1 subdivisions | | model 'levels\marsh\marsh_lod0091' - REF_lighted. | | model 'levels\marsh\marsh_lod0092' - 3 subdivisions | | model 'levels\marsh\marsh_lod0092' - REF_lighted. | | model 'levels\marsh\marsh_lod0093' - 1 subdivisions | | model 'levels\marsh\marsh_lod0093' - REF_lighted. | | model 'levels\marsh\marsh_lod0094' - 6 subdivisions | | model 'levels\marsh\marsh_lod0094' - REF_lighted. | | model 'levels\marsh\marsh_lod0095' - 3 subdivisions | | model 'levels\marsh\marsh_lod0095' - REF_lighted. | | model 'levels\marsh\marsh_lod0096' - 3 subdivisions | | model 'levels\marsh\marsh_lod0096' - REF_lighted. | | model 'levels\marsh\marsh_lod0097' - 3 subdivisions | | model 'levels\marsh\marsh_lod0097' - REF_lighted. | | model 'levels\marsh\marsh_lod0098' - 3 subdivisions | | model 'levels\marsh\marsh_lod0098' - REF_lighted. | | model 'levels\marsh\marsh_lod0099' - 1 subdivisions | | model 'levels\marsh\marsh_lod0099' - REF_lighted. | | model 'levels\marsh\marsh_lod0100' - 1 subdivisions | | model 'levels\marsh\marsh_lod0100' - REF_lighted. | | model 'levels\marsh\marsh_lod0101' - 3 subdivisions | | model 'levels\marsh\marsh_lod0101' - REF_lighted. | | model 'levels\marsh\marsh_lod0102' - 6 subdivisions | | model 'levels\marsh\marsh_lod0102' - REF_lighted. | | model 'levels\marsh\marsh_lod0103' - 2 subdivisions | | model 'levels\marsh\marsh_lod0103' - REF_lighted. | | model 'levels\marsh\marsh_lod0104' - 1 subdivisions | | model 'levels\marsh\marsh_lod0104' - REF_lighted. | | model 'levels\marsh\marsh_lod0105' - 1 subdivisions | | model 'levels\marsh\marsh_lod0105' - REF_lighted. | | model 'levels\marsh\marsh_lod0106' - 2 subdivisions | | model 'levels\marsh\marsh_lod0106' - REF_lighted. | | model 'levels\marsh\marsh_lod0107' - 1 subdivisions | | model 'levels\marsh\marsh_lod0107' - REF_lighted. | | model 'levels\marsh\marsh_lod0108' - 1 subdivisions | | model 'levels\marsh\marsh_lod0108' - REF_lighted. | | model 'levels\marsh\marsh_lod0109' - 6 subdivisions | | model 'levels\marsh\marsh_lod0109' - REF_lighted. | | model 'levels\marsh\marsh_lod0110' - 3 subdivisions | | model 'levels\marsh\marsh_lod0110' - REF_lighted. | | model 'levels\marsh\marsh_lod0111' - 2 subdivisions | | model 'levels\marsh\marsh_lod0111' - REF_lighted. | | model 'levels\marsh\marsh_lod0112' - 3 subdivisions | | model 'levels\marsh\marsh_lod0112' - REF_lighted. | | model 'levels\marsh\marsh_lod0113' - 3 subdivisions | | model 'levels\marsh\marsh_lod0113' - REF_lighted. | | model 'levels\marsh\marsh_lod0114' - 3 subdivisions | | model 'levels\marsh\marsh_lod0114' - REF_lighted. | | model 'levels\marsh\marsh_lod0115' - 4 subdivisions | | model 'levels\marsh\marsh_lod0115' - REF_lighted. | | model 'levels\marsh\marsh_lod0116' - 5 subdivisions | | model 'levels\marsh\marsh_lod0116' - REF_lighted. | | model 'levels\marsh\marsh_lod0117' - 1 subdivisions | | model 'levels\marsh\marsh_lod0117' - REF_lighted. | | model 'levels\marsh\marsh_lod0118' - 1 subdivisions | | model 'levels\marsh\marsh_lod0118' - REF_lighted. | | model 'levels\marsh\marsh_lod0119' - 4 subdivisions | | model 'levels\marsh\marsh_lod0119' - REF_lighted. | | model 'levels\marsh\marsh_lod0120' - 3 subdivisions | | model 'levels\marsh\marsh_lod0120' - REF_lighted. | | model 'levels\marsh\marsh_lod0121' - 4 subdivisions | | model 'levels\marsh\marsh_lod0121' - REF_lighted. | | model 'levels\marsh\marsh_lod0122' - 4 subdivisions | | model 'levels\marsh\marsh_lod0122' - REF_lighted. | | 219 subdivisions. | Isolating vertices... | | ::compact:: 1712292 verts removed * New phase started: Build UV mapping... | Processing... | | 219 subdivisions... | Isolating vertices... * New phase started: Subdividing geometry... | Subdividing in space... | | ! ERROR: model #2 - split fail, faces: 2433, s1/s2:2374/59 | | ! ERROR: model #2 - split fail, faces: 2433, s1/s2:2374/59 | | ! ERROR: model #4 - split fail, faces: 430, s1/s2:402/28 | | ! ERROR: model #4 - split fail, faces: 430, s1/s2:402/28 | | ! ERROR: model #4 - split fail, faces: 430, s1/s2:390/40 | | ! ERROR: model #5 - split fail, faces: 1727, s1/s2:1707/20 | | ! ERROR: model #5 - split fail, faces: 1727, s1/s2:1707/20 | | ! ERROR: model #6 - split fail, faces: 160, s1/s2:138/22 | | ! ERROR: model #15 - split fail, faces: 161, s1/s2:119/42 | | ! ERROR: model #19 - split fail, faces: 132, s1/s2:72/60 | | ! ERROR: model #33 - split fail, faces: 1608, s1/s2:1583/25 | | ! ERROR: model #46 - split fail, faces: 128, s1/s2:76/52 | | ! ERROR: model #71 - split fail, faces: 220, s1/s2:4/216 | | ! ERROR: model #73 - split fail, faces: 416, s1/s2:24/392 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #74 - split fail, faces: 677, s1/s2:618/59 | | ! ERROR: model #75 - split fail, faces: 404, s1/s2:48/356 | | ! ERROR: model #75 - split fail, faces: 404, s1/s2:48/356 | | ! ERROR: model #75 - split fail, faces: 404, s1/s2:48/356 | | ! ERROR: model #75 - split fail, faces: 404, s1/s2:48/356 | | ! ERROR: model #76 - split fail, faces: 230, s1/s2:62/168 | | ! ERROR: model #80 - split fail, faces: 891, s1/s2:54/837 | | ! ERROR: model #80 - split fail, faces: 891, s1/s2:54/837 | | ! ERROR: model #80 - split fail, faces: 891, s1/s2:54/837 | | ! ERROR: model #80 - split fail, faces: 1893, s1/s2:0/1893 | | ! ERROR: model #81 - split fail, faces: 134, s1/s2:130/4 | | ! ERROR: model #82 - split fail, faces: 3785, s1/s2:0/3785 | | ! ERROR: model #83 - split fail, faces: 314, s1/s2:286/28 | | ! ERROR: model #83 - split fail, faces: 314, s1/s2:286/28 | | ! ERROR: model #83 - split fail, faces: 314, s1/s2:286/28 | | ! ERROR: model #83 - split fail, faces: 314, s1/s2:252/62 | | ! ERROR: model #85 - split fail, faces: 1606, s1/s2:1592/14 | | ! ERROR: model #86 - split fail, faces: 242, s1/s2:0/242 | | ! ERROR: model #91 - split fail, faces: 140, s1/s2:12/128 | | ! ERROR: model #93 - split fail, faces: 655, s1/s2:0/655 | | ! ERROR: model #93 - split fail, faces: 655, s1/s2:40/615 | | ! ERROR: model #97 - split fail, faces: 479, s1/s2:459/20 | | ! ERROR: model #97 - split fail, faces: 479, s1/s2:459/20 | | ! ERROR: model #97 - split fail, faces: 479, s1/s2:459/20 | | ! ERROR: model #98 - split fail, faces: 1414, s1/s2:1382/32 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #102 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:383/45 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:368/60 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:368/60 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:30/398 | | ! ERROR: model #104 - split fail, faces: 428, s1/s2:398/30 | | ! ERROR: model #106 - split fail, faces: 2474, s1/s2:26/2448 | | ! ERROR: model #106 - split fail, faces: 2474, s1/s2:26/2448 | | ! ERROR: model #109 - split fail, faces: 831, s1/s2:0/831 | | ! ERROR: model #109 - split fail, faces: 831, s1/s2:0/831 | | ! ERROR: model #109 - split fail, faces: 831, s1/s2:0/831 | | ! ERROR: model #109 - split fail, faces: 831, s1/s2:0/831 | | ! ERROR: model #113 - split fail, faces: 1041, s1/s2:19/1022 | | ! ERROR: model #113 - split fail, faces: 1041, s1/s2:19/1022 | | ! ERROR: model #116 - split fail, faces: 456, s1/s2:0/456 | | ! ERROR: model #117 - split fail, faces: 162, s1/s2:108/54 | | ! ERROR: model #142 - split fail, faces: 160, s1/s2:112/48 | | ! ERROR: model #143 - split fail, faces: 160, s1/s2:32/128 | | ! ERROR: model #149 - split fail, faces: 18146, s1/s2:0/18146 | | ! ERROR: model #151 - split fail, faces: 2403, s1/s2:0/2403 | | ! ERROR: model #152 - split fail, faces: 128, s1/s2:74/54 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 286, s1/s2:227/59 | | ! ERROR: model #172 - split fail, faces: 151, s1/s2:48/103 | | ! ERROR: model #174 - split fail, faces: 245, s1/s2:44/201 | | ! ERROR: model #175 - split fail, faces: 212, s1/s2:56/156 | | ! ERROR: model #178 - split fail, faces: 3242, s1/s2:4/3238 | | ! ERROR: model #181 - split fail, faces: 348, s1/s2:54/294 | | ! ERROR: model #181 - split fail, faces: 348, s1/s2:54/294 | | ! ERROR: model #181 - split fail, faces: 348, s1/s2:54/294 | | ! ERROR: model #183 - split fail, faces: 1718, s1/s2:0/1718 | | ! ERROR: model #183 - split fail, faces: 1718, s1/s2:0/1718 | | ! ERROR: model #187 - split fail, faces: 1703, s1/s2:1672/31 | | ! ERROR: model #187 - split fail, faces: 1703, s1/s2:1672/31 | | ! ERROR: model #187 - split fail, faces: 621, s1/s2:617/4 | | ! ERROR: model #187 - split fail, faces: 621, s1/s2:617/4 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:60/288 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:60/288 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:328/20 | | ! ERROR: model #187 - split fail, faces: 348, s1/s2:44/304 | | ! ERROR: model #187 - split fail, faces: 1368, s1/s2:1348/20 | | ! ERROR: model #187 - split fail, faces: 1368, s1/s2:1348/20 | | ! ERROR: model #187 - split fail, faces: 2417, s1/s2:0/2417 | | ! ERROR: model #187 - split fail, faces: 2417, s1/s2:0/2417 | | ! ERROR: model #187 - split fail, faces: 3231, s1/s2:8/3223 | | ! ERROR: model #187 - split fail, faces: 3231, s1/s2:8/3223 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:292/6 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:290/8 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:4/294 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:294/4 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:290/8 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:4/294 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:295/3 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:292/6 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:6/292 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:294/4 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:6/292 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:294/4 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:6/292 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:296/2 | | ! ERROR: model #187 - split fail, faces: 298, s1/s2:26/272 | | ! ERROR: model #187 - split fail, faces: 134, s1/s2:122/12 | | ! ERROR: model #188 - split fail, faces: 180, s1/s2:152/28 | | ! ERROR: model #196 - split fail, faces: 128, s1/s2:6/122 | | ! ERROR: model #199 - split fail, faces: 296, s1/s2:0/296 | | ! ERROR: model #199 - split fail, faces: 296, s1/s2:0/296 | | ! ERROR: model #199 - split fail, faces: 296, s1/s2:0/296 | | ! ERROR: model #201 - split fail, faces: 217, s1/s2:20/197 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:242/20 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:242/20 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:242/20 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:242/20 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:242/20 | | ! ERROR: model #202 - split fail, faces: 262, s1/s2:216/46 | | ! ERROR: model #202 - split fail, faces: 143, s1/s2:101/42 | | ! ERROR: model #204 - split fail, faces: 486, s1/s2:454/32 | | ! ERROR: model #207 - split fail, faces: 246, s1/s2:200/46 | | ! ERROR: model #208 - split fail, faces: 382, s1/s2:376/6 | | ! ERROR: model #208 - split fail, faces: 382, s1/s2:322/60 | | ! ERROR: model #210 - split fail, faces: 230, s1/s2:0/230 | | ! ERROR: model #215 - split fail, faces: 156, s1/s2:30/126 | | ! ERROR: model #231 - split fail, faces: 253, s1/s2:0/253 | | ! ERROR: model #235 - split fail, faces: 762, s1/s2:0/762 | | ! ERROR: model #235 - split fail, faces: 762, s1/s2:0/762 | | ! ERROR: model #235 - split fail, faces: 762, s1/s2:0/762 | | ! ERROR: model #237 - split fail, faces: 276, s1/s2:223/53 | | ! ERROR: model #237 - split fail, faces: 276, s1/s2:223/53 | | ! ERROR: model #238 - split fail, faces: 434, s1/s2:0/434 | | ! ERROR: model #238 - split fail, faces: 434, s1/s2:0/434 | | ! ERROR: model #238 - split fail, faces: 160, s1/s2:0/160 | | ! ERROR: model #241 - split fail, faces: 205, s1/s2:32/173 | | ! ERROR: model #242 - split fail, faces: 465, s1/s2:32/433 | | ! ERROR: model #251 - split fail, faces: 159, s1/s2:53/106 | | ! ERROR: model #259 - split fail, faces: 1669, s1/s2:1660/9 | | ! ERROR: model #259 - split fail, faces: 2463, s1/s2:34/2429 | | ! ERROR: model #270 - split fail, faces: 3917, s1/s2:0/3917 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #276 - split fail, faces: 16919, s1/s2:0/16919 | | ! ERROR: model #280 - split fail, faces: 3553, s1/s2:3529/24 | | ! ERROR: model #280 - split fail, faces: 3553, s1/s2:3529/24 | | ! ERROR: model #280 - split fail, faces: 2056, s1/s2:0/2056 | | ! ERROR: model #280 - split fail, faces: 643, s1/s2:0/643 | | ! ERROR: model #280 - split fail, faces: 643, s1/s2:0/643 | | ! ERROR: model #300 - split fail, faces: 728, s1/s2:696/32 | | ! ERROR: model #310 - split fail, faces: 148, s1/s2:89/59 | | ! ERROR: model #315 - split fail, faces: 2698, s1/s2:4/2694 | | ! ERROR: model #315 - split fail, faces: 2698, s1/s2:4/2694 | | ! ERROR: model #330 - split fail, faces: 237, s1/s2:208/29 | | ! ERROR: model #331 - split fail, faces: 225, s1/s2:11/214 | | ! ERROR: model #333 - split fail, faces: 336, s1/s2:12/324 | | ! ERROR: model #333 - split fail, faces: 336, s1/s2:49/287 | | ! ERROR: model #333 - split fail, faces: 923, s1/s2:863/60 | | ! ERROR: model #333 - split fail, faces: 923, s1/s2:863/60 | | ! ERROR: model #333 - split fail, faces: 923, s1/s2:863/60 | | ! ERROR: model #333 - split fail, faces: 923, s1/s2:863/60 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:281/34 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:281/34 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:59/256 | | ! ERROR: model #333 - split fail, faces: 315, s1/s2:256/59 | | ! ERROR: model #334 - split fail, faces: 4963, s1/s2:4939/24 | | ! ERROR: model #334 - split fail, faces: 4963, s1/s2:4915/48 | | ! ERROR: model #334 - split fail, faces: 7025, s1/s2:4/7021 | | ! ERROR: model #334 - split fail, faces: 138, s1/s2:54/84 | | ! ERROR: model #335 - split fail, faces: 210, s1/s2:175/35 | | ! ERROR: model #337 - split fail, faces: 1368, s1/s2:0/1368 | | ! ERROR: model #337 - split fail, faces: 1368, s1/s2:0/1368 | | ! ERROR: model #337 - split fail, faces: 1368, s1/s2:0/1368 | | ! ERROR: model #337 - split fail, faces: 1368, s1/s2:0/1368 | | ! ERROR: model #350 - split fail, faces: 1207, s1/s2:1176/31 | | ! ERROR: model #350 - split fail, faces: 1207, s1/s2:1176/31 | | ! ERROR: model #350 - split fail, faces: 1207, s1/s2:1176/31 | | ! ERROR: model #350 - split fail, faces: 392, s1/s2:59/333 | | ! ERROR: model #350 - split fail, faces: 229, s1/s2:225/4 | | ! ERROR: model #353 - split fail, faces: 244, s1/s2:224/20 | | ! ERROR: model #354 - split fail, faces: 417, s1/s2:397/20 | | ! ERROR: model #354 - split fail, faces: 417, s1/s2:397/20 | | ! ERROR: model #354 - split fail, faces: 417, s1/s2:397/20 | | ! ERROR: model #354 - split fail, faces: 417, s1/s2:397/20 | | ! ERROR: model #354 - split fail, faces: 1498, s1/s2:0/1498 | | ! ERROR: model #354 - split fail, faces: 1498, s1/s2:0/1498 | | ! ERROR: model #354 - split fail, faces: 1498, s1/s2:0/1498 | | ! ERROR: model #354 - split fail, faces: 1498, s1/s2:0/1498 | | ! ERROR: model #355 - split fail, faces: 254, s1/s2:244/10 | | ! ERROR: model #358 - split fail, faces: 484, s1/s2:57/427 | | ! ERROR: model #358 - split fail, faces: 908, s1/s2:8/900 | | ! ERROR: model #358 - split fail, faces: 908, s1/s2:8/900 | | ! ERROR: model #358 - split fail, faces: 908, s1/s2:8/900 | | ! ERROR: model #360 - split fail, faces: 194, s1/s2:192/2 | | ! ERROR: model #365 - split fail, faces: 128, s1/s2:28/100 | | ! ERROR: model #393 - split fail, faces: 172, s1/s2:165/7 | | ! ERROR: model #396 - split fail, faces: 215, s1/s2:50/165 | | ! ERROR: model #397 - split fail, faces: 140, s1/s2:55/85 | | ! ERROR: model #398 - split fail, faces: 156, s1/s2:0/156 | | ! ERROR: model #402 - split fail, faces: 696, s1/s2:693/3 | | ! ERROR: model #406 - split fail, faces: 137, s1/s2:33/104 | | ! ERROR: model #409 - split fail, faces: 194, s1/s2:57/137 | | ! ERROR: model #425 - split fail, faces: 130, s1/s2:124/6 | | ! ERROR: model #438 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #438 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #438 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #438 - split fail, faces: 460, s1/s2:0/460 | | ! ERROR: model #441 - split fail, faces: 242, s1/s2:25/217 | | ! ERROR: model #452 - split fail, faces: 198, s1/s2:61/137 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #453 - split fail, faces: 301, s1/s2:240/61 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #457 - split fail, faces: 286, s1/s2:0/286 | | ! ERROR: model #464 - split fail, faces: 377, s1/s2:342/35 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:36/328 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:36/328 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:36/328 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:36/328 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:36/328 | | ! ERROR: model #471 - split fail, faces: 364, s1/s2:43/321 | | ! ERROR: model #487 - split fail, faces: 1672, s1/s2:0/1672 | | ! ERROR: model #490 - split fail, faces: 1405, s1/s2:1396/9 | | ! ERROR: model #494 - split fail, faces: 2119, s1/s2:34/2085 | | ! ERROR: model #494 - split fail, faces: 2119, s1/s2:2059/60 | | ! ERROR: model #494 - split fail, faces: 2119, s1/s2:34/2085 | | ! ERROR: model #510 - split fail, faces: 233, s1/s2:10/223 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #511 - split fail, faces: 16623, s1/s2:0/16623 | | ! ERROR: model #512 - split fail, faces: 128, s1/s2:16/112 | | ! ERROR: model #513 - split fail, faces: 264, s1/s2:40/224 | | ! ERROR: model #513 - split fail, faces: 264, s1/s2:40/224 | | ! ERROR: model #521 - split fail, faces: 553, s1/s2:56/497 | | ! ERROR: model #521 - split fail, faces: 553, s1/s2:56/497 | | ! ERROR: model #521 - split fail, faces: 553, s1/s2:56/497 | | ! ERROR: model #521 - split fail, faces: 553, s1/s2:56/497 | | ! ERROR: model #522 - split fail, faces: 851, s1/s2:42/809 | | ! ERROR: model #522 - split fail, faces: 851, s1/s2:42/809 | | ! ERROR: model #522 - split fail, faces: 851, s1/s2:42/809 | | ! ERROR: model #522 - split fail, faces: 851, s1/s2:42/809 | | ! ERROR: model #522 - split fail, faces: 277, s1/s2:54/223 | | ! ERROR: model #523 - split fail, faces: 412, s1/s2:388/24 | | ! ERROR: model #523 - split fail, faces: 412, s1/s2:388/24 | | ! ERROR: model #523 - split fail, faces: 412, s1/s2:388/24 | | ! ERROR: model #523 - split fail, faces: 412, s1/s2:388/24 | | ! ERROR: model #523 - split fail, faces: 197, s1/s2:28/169 | | ! ERROR: model #534 - split fail, faces: 130, s1/s2:45/85 | | ! ERROR: model #535 - split fail, faces: 1062, s1/s2:1026/36 | | ! ERROR: model #535 - split fail, faces: 994, s1/s2:0/994 | | ! ERROR: model #535 - split fail, faces: 994, s1/s2:0/994 | | ! ERROR: model #535 - split fail, faces: 994, s1/s2:0/994 | | ! ERROR: model #535 - split fail, faces: 994, s1/s2:0/994 | | ! ERROR: model #537 - split fail, faces: 430, s1/s2:0/430 | | ! ERROR: model #537 - split fail, faces: 430, s1/s2:0/430 | | ! ERROR: model #537 - split fail, faces: 430, s1/s2:0/430 | | ! ERROR: model #538 - split fail, faces: 355, s1/s2:47/308 | | ! ERROR: model #545 - split fail, faces: 552, s1/s2:528/24 | | ! ERROR: model #545 - split fail, faces: 552, s1/s2:528/24 | | ! ERROR: model #545 - split fail, faces: 552, s1/s2:528/24 | | ! ERROR: model #545 - split fail, faces: 552, s1/s2:528/24 | | ! ERROR: model #545 - split fail, faces: 552, s1/s2:528/24 | | ! ERROR: model #560 - split fail, faces: 4844, s1/s2:10/4834 | | ! ERROR: model #563 - split fail, faces: 168, s1/s2:110/58 | | ! ERROR: model #564 - split fail, faces: 282, s1/s2:56/226 | | ! ERROR: model #564 - split fail, faces: 324, s1/s2:54/270 | | ! ERROR: model #567 - split fail, faces: 130, s1/s2:62/68 | | ! ERROR: model #579 - split fail, faces: 356, s1/s2:324/32 | | ! ERROR: model #579 - split fail, faces: 356, s1/s2:324/32 | | ! ERROR: model #579 - split fail, faces: 356, s1/s2:324/32 | | ! ERROR: model #579 - split fail, faces: 356, s1/s2:324/32 | | ! ERROR: model #579 - split fail, faces: 356, s1/s2:324/32 | | ! ERROR: model #587 - split fail, faces: 682, s1/s2:0/682 | | ! ERROR: model #588 - split fail, faces: 389, s1/s2:0/389 | | ! ERROR: model #588 - split fail, faces: 389, s1/s2:16/373 | | ! ERROR: model #592 - split fail, faces: 531, s1/s2:4/527 | | ! ERROR: model #592 - split fail, faces: 531, s1/s2:4/527 | | ! ERROR: model #592 - split fail, faces: 531, s1/s2:4/527 | | ! ERROR: model #592 - split fail, faces: 531, s1/s2:4/527 | | ! ERROR: model #617 - split fail, faces: 372, s1/s2:38/334 | | ! ERROR: model #630 - split fail, faces: 541, s1/s2:481/60 | | ! ERROR: model #630 - split fail, faces: 541, s1/s2:481/60 | | ! ERROR: model #630 - split fail, faces: 541, s1/s2:481/60 | | ! ERROR: model #630 - split fail, faces: 541, s1/s2:481/60 | | ! ERROR: model #630 - split fail, faces: 541, s1/s2:481/60 | | ! ERROR: model #635 - split fail, faces: 189, s1/s2:17/172 | | ! ERROR: model #640 - split fail, faces: 229, s1/s2:17/212 | | ! ERROR: model #647 - split fail, faces: 661, s1/s2:637/24 | | ! ERROR: model #647 - split fail, faces: 661, s1/s2:637/24 | | ! ERROR: model #647 - split fail, faces: 2383, s1/s2:4/2379 | | ! ERROR: model #648 - split fail, faces: 940, s1/s2:0/940 | | ! ERROR: model #648 - split fail, faces: 940, s1/s2:0/940 | | ! ERROR: model #648 - split fail, faces: 940, s1/s2:0/940 | | ! ERROR: model #648 - split fail, faces: 940, s1/s2:0/940 | | ! ERROR: model #648 - split fail, faces: 940, s1/s2:0/940 | | ! ERROR: model #671 - split fail, faces: 717, s1/s2:686/31 | | ! ERROR: model #671 - split fail, faces: 717, s1/s2:686/31 | | ! ERROR: model #671 - split fail, faces: 717, s1/s2:686/31 | | ! ERROR: model #671 - split fail, faces: 717, s1/s2:686/31 | | ! ERROR: model #671 - split fail, faces: 717, s1/s2:686/31 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:317/20 | | ! ERROR: model #675 - split fail, faces: 337, s1/s2:277/60 | | ! ERROR: model #676 - split fail, faces: 660, s1/s2:0/660 | | ! ERROR: model #676 - split fail, faces: 660, s1/s2:0/660 | | ! ERROR: model #676 - split fail, faces: 660, s1/s2:0/660 | | ! ERROR: model #676 - split fail, faces: 660, s1/s2:0/660 | | ! ERROR: model #676 - split fail, faces: 660, s1/s2:0/660 | | ! ERROR: model #684 - split fail, faces: 228, s1/s2:41/187 | | ! ERROR: model #690 - split fail, faces: 377, s1/s2:42/335 | | ! ERROR: model #690 - split fail, faces: 377, s1/s2:42/335 | | ! ERROR: model #690 - split fail, faces: 377, s1/s2:42/335 | | ! ERROR: model #690 - split fail, faces: 377, s1/s2:61/316 | | ! ERROR: model #690 - split fail, faces: 350, s1/s2:8/342 | | ! ERROR: model #690 - split fail, faces: 350, s1/s2:8/342 | | ! ERROR: model #690 - split fail, faces: 350, s1/s2:8/342 | | ! ERROR: model #690 - split fail, faces: 350, s1/s2:8/342 | | ! ERROR: model #695 - split fail, faces: 725, s1/s2:54/671 | | ! ERROR: model #700 - split fail, faces: 710, s1/s2:0/710 | | ! ERROR: model #700 - split fail, faces: 135, s1/s2:122/13 | | ! ERROR: model #703 - split fail, faces: 143, s1/s2:87/56 | | ! ERROR: model #716 - split fail, faces: 439, s1/s2:39/400 | | ! ERROR: model #719 - split fail, faces: 447, s1/s2:60/387 | | ! ERROR: model #727 - split fail, faces: 2393, s1/s2:0/2393 | | ! ERROR: model #746 - split fail, faces: 362, s1/s2:28/334 | | ! ERROR: model #746 - split fail, faces: 362, s1/s2:49/313 | | ! ERROR: model #746 - split fail, faces: 214, s1/s2:209/5 | | ! ERROR: model #750 - split fail, faces: 976, s1/s2:956/20 | | ! ERROR: model #757 - split fail, faces: 222, s1/s2:0/222 | | ! ERROR: model #776 - split fail, faces: 177, s1/s2:116/61 | | ! ERROR: model #777 - split fail, faces: 301, s1/s2:61/240 | | ! ERROR: model #777 - split fail, faces: 301, s1/s2:61/240 | | ! ERROR: model #777 - split fail, faces: 301, s1/s2:61/240 | | ! ERROR: model #777 - split fail, faces: 301, s1/s2:61/240 | | ! ERROR: model #780 - split fail, faces: 188, s1/s2:0/188 | | ! ERROR: model #788 - split fail, faces: 216, s1/s2:32/184 | | ! ERROR: model #791 - split fail, faces: 179, s1/s2:53/126 | | ! ERROR: model #792 - split fail, faces: 169, s1/s2:60/109 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #795 - split fail, faces: 271, s1/s2:36/235 | | ! ERROR: model #800 - split fail, faces: 1032, s1/s2:0/1032 | | ! ERROR: model #800 - split fail, faces: 1032, s1/s2:0/1032 | | ! ERROR: model #800 - split fail, faces: 1032, s1/s2:0/1032 | | ! ERROR: model #800 - split fail, faces: 1032, s1/s2:0/1032 | | ! ERROR: model #807 - split fail, faces: 141, s1/s2:132/9 | | ! ERROR: model #827 - split fail, faces: 2610, s1/s2:0/2610 | | ! ERROR: model #827 - split fail, faces: 2610, s1/s2:0/2610 | | ! ERROR: model #827 - split fail, faces: 2610, s1/s2:5/2605 | | ! ERROR: model #832 - split fail, faces: 162, s1/s2:50/112 | | ! ERROR: model #833 - split fail, faces: 134, s1/s2:54/80 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #834 - split fail, faces: 13969, s1/s2:0/13969 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:44/259 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:44/259 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:44/259 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:44/259 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:44/259 | | ! ERROR: model #835 - split fail, faces: 303, s1/s2:58/245 | | ! ERROR: model #837 - split fail, faces: 168, s1/s2:56/112 | | ! ERROR: model #838 - split fail, faces: 220, s1/s2:24/196 | | ! ERROR: model #839 - split fail, faces: 212, s1/s2:8/204 | | ! ERROR: model #847 - split fail, faces: 148, s1/s2:40/108 | | ! ERROR: model #853 - split fail, faces: 466, s1/s2:56/410 | | ! ERROR: model #853 - split fail, faces: 466, s1/s2:56/410 | | ! ERROR: model #853 - split fail, faces: 466, s1/s2:56/410 | | ! ERROR: model #853 - split fail, faces: 466, s1/s2:56/410 | | ! ERROR: model #853 - split fail, faces: 466, s1/s2:56/410 | | ! ERROR: model #858 - split fail, faces: 485, s1/s2:42/443 | | ! ERROR: model #858 - split fail, faces: 485, s1/s2:42/443 | | ! ERROR: model #858 - split fail, faces: 485, s1/s2:42/443 | | ! ERROR: model #858 - split fail, faces: 485, s1/s2:42/443 | | ! ERROR: model #863 - split fail, faces: 144, s1/s2:132/12 | | ! ERROR: model #866 - split fail, faces: 177, s1/s2:117/60 | | ! ERROR: model #867 - split fail, faces: 186, s1/s2:54/132 | | ! ERROR: model #868 - split fail, faces: 180, s1/s2:54/126 | | ! ERROR: model #873 - split fail, faces: 246, s1/s2:30/216 | | ! ERROR: model #877 - split fail, faces: 145, s1/s2:53/92 | | ! ERROR: model #879 - split fail, faces: 139, s1/s2:87/52 | | ! ERROR: model #885 - split fail, faces: 946, s1/s2:922/24 | | ! ERROR: model #885 - split fail, faces: 946, s1/s2:910/36 | | ! ERROR: model #886 - split fail, faces: 421, s1/s2:0/421 | | ! ERROR: model #886 - split fail, faces: 421, s1/s2:0/421 | | ! ERROR: model #886 - split fail, faces: 421, s1/s2:0/421 | | ! ERROR: model #886 - split fail, faces: 421, s1/s2:0/421 | | ! ERROR: model #886 - split fail, faces: 421, s1/s2:0/421 | | ! ERROR: model #889 - split fail, faces: 128, s1/s2:12/116 | | ! ERROR: model #890 - split fail, faces: 180, s1/s2:36/144 | | ! ERROR: model #897 - split fail, faces: 217, s1/s2:0/217 | | ! ERROR: model #898 - split fail, faces: 180, s1/s2:126/54 | | ! ERROR: model #899 - split fail, faces: 216, s1/s2:54/162 | | ! ERROR: model #907 - split fail, faces: 239, s1/s2:47/192 | | ! ERROR: model #911 - split fail, faces: 1660, s1/s2:42/1618 | | ! ERROR: model #911 - split fail, faces: 1057, s1/s2:50/1007 | | ! ERROR: model #911 - split fail, faces: 758, s1/s2:715/43 | | ! ERROR: model #919 - split fail, faces: 173, s1/s2:162/11 | | ! ERROR: model #925 - split fail, faces: 186, s1/s2:162/24 | | ! ERROR: model #942 - split fail, faces: 713, s1/s2:700/13 | | ! ERROR: model #942 - split fail, faces: 824, s1/s2:10/814 | | ! ERROR: model #942 - split fail, faces: 824, s1/s2:10/814 | | ! ERROR: model #942 - split fail, faces: 824, s1/s2:10/814 | | ! ERROR: model #943 - split fail, faces: 392, s1/s2:0/392 | | ! ERROR: model #943 - split fail, faces: 785, s1/s2:2/783 | | ! ERROR: model #943 - split fail, faces: 1270, s1/s2:1210/60 | | ! ERROR: model #945 - split fail, faces: 170, s1/s2:35/135 | | ! ERROR: model #948 - split fail, faces: 448, s1/s2:414/34 | | ! ERROR: model #979 - split fail, faces: 186, s1/s2:154/32 | | ! ERROR: model #983 - split fail, faces: 315, s1/s2:0/315 | | ! ERROR: model #983 - split fail, faces: 315, s1/s2:0/315 | | ! ERROR: model #984 - split fail, faces: 215, s1/s2:0/215 | | ! ERROR: model #1014 - split fail, faces: 162, s1/s2:38/124 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1030 - split fail, faces: 284, s1/s2:224/60 | | ! ERROR: model #1042 - split fail, faces: 2296, s1/s2:2292/4 | | ! ERROR: model #1042 - split fail, faces: 2296, s1/s2:2292/4 | | ! ERROR: model #1045 - split fail, faces: 168, s1/s2:144/24 | | ! ERROR: model #1046 - split fail, faces: 496, s1/s2:4/492 | | ! ERROR: model #1046 - split fail, faces: 496, s1/s2:4/492 | | ! ERROR: model #1046 - split fail, faces: 496, s1/s2:4/492 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1055 - split fail, faces: 669, s1/s2:0/669 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1084 - split fail, faces: 263, s1/s2:243/20 | | ! ERROR: model #1088 - split fail, faces: 150, s1/s2:60/90 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:0/510 | | ! ERROR: model #1089 - split fail, faces: 510, s1/s2:60/450 | | ! ERROR: model #1095 - split fail, faces: 186, s1/s2:48/138 | | ! ERROR: model #1106 - split fail, faces: 428, s1/s2:10/418 | | ! ERROR: model #1124 - split fail, faces: 362, s1/s2:0/362 | | ! ERROR: model #1124 - split fail, faces: 362, s1/s2:0/362 | | ! ERROR: model #1154 - split fail, faces: 239, s1/s2:39/200 | | ! ERROR: model #1170 - split fail, faces: 700, s1/s2:53/647 | | ! ERROR: model #1170 - split fail, faces: 1693, s1/s2:0/1693 | | ! ERROR: model #1170 - split fail, faces: 1693, s1/s2:0/1693 | | ! ERROR: model #1176 - split fail, faces: 131, s1/s2:50/81 | | ! ERROR: model #1184 - split fail, faces: 230, s1/s2:15/215 | | ! ERROR: model #1187 - split fail, faces: 231, s1/s2:209/22 | | ! ERROR: model #1191 - split fail, faces: 729, s1/s2:709/20 | | ! ERROR: model #1201 - split fail, faces: 177, s1/s2:61/116 | | ! ERROR: model #1211 - split fail, faces: 676, s1/s2:0/676 | | ! ERROR: model #1211 - split fail, faces: 676, s1/s2:0/676 | | ! ERROR: model #1211 - split fail, faces: 676, s1/s2:0/676 | | ! ERROR: model #1211 - split fail, faces: 676, s1/s2:0/676 | | ! ERROR: model #1211 - split fail, faces: 676, s1/s2:0/676 | | ! ERROR: model #1215 - split fail, faces: 226, s1/s2:178/48 | | ! ERROR: model #1226 - split fail, faces: 1277, s1/s2:0/1277 | | ! ERROR: model #1226 - split fail, faces: 1277, s1/s2:0/1277 | | ! ERROR: model #1226 - split fail, faces: 1277, s1/s2:0/1277 | | ! ERROR: model #1226 - split fail, faces: 1277, s1/s2:0/1277 | | ! ERROR: model #1235 - split fail, faces: 2610, s1/s2:0/2610 | | ! ERROR: model #1235 - split fail, faces: 2610, s1/s2:0/2610 | | ! ERROR: model #1235 - split fail, faces: 2610, s1/s2:0/2610 | | ! ERROR: model #1239 - split fail, faces: 143, s1/s2:131/12 | | ! ERROR: model #1240 - split fail, faces: 211, s1/s2:182/29 | | ! ERROR: model #1241 - split fail, faces: 216, s1/s2:179/37 | | ! ERROR: model #1242 - split fail, faces: 128, s1/s2:65/63 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1243 - split fail, faces: 12463, s1/s2:0/12463 | | ! ERROR: model #1246 - split fail, faces: 248, s1/s2:228/20 | | ! ERROR: model #1247 - split fail, faces: 162, s1/s2:44/118 | | ! ERROR: model #1251 - split fail, faces: 319, s1/s2:51/268 | | ! ERROR: model #1251 - split fail, faces: 319, s1/s2:267/52 | | ! ERROR: model #1251 - split fail, faces: 319, s1/s2:32/287 | | ! ERROR: model #1252 - split fail, faces: 476, s1/s2:56/420 | | ! ERROR: model #1257 - split fail, faces: 428, s1/s2:378/50 | | ! ERROR: model #1264 - split fail, faces: 134, s1/s2:56/78 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1271 - split fail, faces: 340, s1/s2:56/284 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:44/342 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:372/14 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1272 - split fail, faces: 386, s1/s2:42/344 | | ! ERROR: model #1273 - split fail, faces: 189, s1/s2:60/129 | | ! ERROR: model #1274 - split fail, faces: 168, s1/s2:60/108 | | ! ERROR: model #1277 - split fail, faces: 177, s1/s2:60/117 | | ! ERROR: model #1280 - split fail, faces: 138, s1/s2:99/39 | | ! ERROR: model #1282 - split fail, faces: 138, s1/s2:102/36 | | ! ERROR: model #1295 - split fail, faces: 144, s1/s2:42/102 | | ! ERROR: model #1297 - split fail, faces: 162, s1/s2:63/99 | | ! ERROR: model #1298 - split fail, faces: 140, s1/s2:86/54 | | ! ERROR: model #1299 - split fail, faces: 159, s1/s2:117/42 | | ! ERROR: model #1300 - split fail, faces: 147, s1/s2:45/102 | | ! ERROR: model #1302 - split fail, faces: 135, s1/s2:39/96 | | ! ERROR: model #1303 - split fail, faces: 128, s1/s2:86/42 | | ! ERROR: model #1312 - split fail, faces: 482, s1/s2:450/32 | | ! ERROR: model #1312 - split fail, faces: 318, s1/s2:270/48 | | ! ERROR: model #1312 - split fail, faces: 152, s1/s2:120/32 | | ! ERROR: model #1313 - split fail, faces: 224, s1/s2:43/181 | | ! ERROR: model #1314 - split fail, faces: 310, s1/s2:288/22 | | ! ERROR: model #1316 - split fail, faces: 164, s1/s2:62/102 | | ! ERROR: model #1317 - split fail, faces: 207, s1/s2:39/168 | | ! ERROR: model #1318 - split fail, faces: 186, s1/s2:133/53 | | ! ERROR: model #1319 - split fail, faces: 150, s1/s2:57/93 | | ! ERROR: model #1323 - split fail, faces: 145, s1/s2:123/22 | | ! ERROR: model #1339 - split fail, faces: 616, s1/s2:592/24 | | ! ERROR: model #1339 - split fail, faces: 616, s1/s2:592/24 | | ! ERROR: model #1339 - split fail, faces: 616, s1/s2:580/36 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1340 - split fail, faces: 356, s1/s2:0/356 | | ! ERROR: model #1341 - split fail, faces: 813, s1/s2:44/769 | | ! ERROR: model #1343 - split fail, faces: 714, s1/s2:12/702 | | ! ERROR: model #1343 - split fail, faces: 714, s1/s2:12/702 | | ! ERROR: model #1409 - split fail, faces: 382, s1/s2:332/50 | | ! ERROR: model #1419 - split fail, faces: 629, s1/s2:50/579 | | ! ERROR: model #1451 - split fail, faces: 133, s1/s2:13/120 | | ! ERROR: model #1457 - split fail, faces: 197, s1/s2:10/187 | | ! ERROR: model #1472 - split fail, faces: 197, s1/s2:0/197 | | ! ERROR: model #1479 - split fail, faces: 687, s1/s2:0/687 | | ! ERROR: model #1479 - split fail, faces: 687, s1/s2:0/687 | | ! ERROR: model #1479 - split fail, faces: 687, s1/s2:0/687 | | ! ERROR: model #1480 - split fail, faces: 1075, s1/s2:1015/60 | | ! ERROR: model #1480 - split fail, faces: 1075, s1/s2:1015/60 | | ! ERROR: model #1480 - split fail, faces: 1075, s1/s2:1015/60 | | ! ERROR: model #1504 - split fail, faces: 198, s1/s2:40/158 | | ! ERROR: model #1505 - split fail, faces: 256, s1/s2:222/34 | | ! ERROR: model #1512 - split fail, faces: 224, s1/s2:62/162 | | ! ERROR: model #1525 - split fail, faces: 138, s1/s2:0/138 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1570 - split fail, faces: 423, s1/s2:0/423 | | ! ERROR: model #1581 - split fail, faces: 389, s1/s2:365/24 | | ! ERROR: model #1581 - split fail, faces: 389, s1/s2:365/24 | | ! ERROR: model #1581 - split fail, faces: 389, s1/s2:340/49 | | ! ERROR: model #1584 - split fail, faces: 165, s1/s2:105/60 | | ! ERROR: model #1598 - split fail, faces: 832, s1/s2:828/4 | | ! ERROR: model #1598 - split fail, faces: 832, s1/s2:828/4 | | ! ERROR: model #1602 - split fail, faces: 250, s1/s2:4/246 | | ! ERROR: model #1606 - split fail, faces: 3361, s1/s2:4/3357 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1609 - split fail, faces: 311, s1/s2:0/311 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1612 - split fail, faces: 390, s1/s2:0/390 | | ! ERROR: model #1648 - split fail, faces: 129, s1/s2:42/87 | | ! ERROR: model #1652 - split fail, faces: 275, s1/s2:0/275 | | ! ERROR: model #1652 - split fail, faces: 275, s1/s2:0/275 | | ! ERROR: model #1652 - split fail, faces: 275, s1/s2:0/275 | | ! ERROR: model #1652 - split fail, faces: 275, s1/s2:0/275 | | ! ERROR: model #1652 - split fail, faces: 275, s1/s2:0/275 | | ! ERROR: model #1680 - split fail, faces: 400, s1/s2:361/39 | | ! ERROR: model #1680 - split fail, faces: 400, s1/s2:361/39 | | ! ERROR: model #1703 - split fail, faces: 634, s1/s2:0/634 | | ! ERROR: model #1703 - split fail, faces: 634, s1/s2:0/634 | | ! ERROR: model #1703 - split fail, faces: 634, s1/s2:0/634 | | ! ERROR: model #1715 - split fail, faces: 946, s1/s2:56/890 | | ! ERROR: model #1719 - split fail, faces: 828, s1/s2:23/805 | | ! ERROR: model #1720 - split fail, faces: 213, s1/s2:16/197 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:0/320 | | ! ERROR: model #1742 - split fail, faces: 320, s1/s2:28/292 | | ! ERROR: model #1749 - split fail, faces: 136, s1/s2:88/48 | | ! ERROR: model #1764 - split fail, faces: 208, s1/s2:0/208 | | ! ERROR: model #1766 - split fail, faces: 1373, s1/s2:0/1373 | | ! ERROR: model #1766 - split fail, faces: 1373, s1/s2:0/1373 | | ! ERROR: model #1766 - split fail, faces: 1373, s1/s2:0/1373 | | ! ERROR: model #1766 - split fail, faces: 1373, s1/s2:0/1373 | | ! ERROR: model #1770 - split fail, faces: 153, s1/s2:123/30 | | ! ERROR: model #1771 - split fail, faces: 132, s1/s2:58/74 | | ! ERROR: model #1772 - split fail, faces: 130, s1/s2:44/86 | | ! ERROR: model #1773 - split fail, faces: 132, s1/s2:44/88 | | ! ERROR: model #1774 - split fail, faces: 180, s1/s2:62/118 | | ! ERROR: model #1775 - split fail, faces: 196, s1/s2:28/168 | | ! ERROR: model #1785 - split fail, faces: 162, s1/s2:50/112 | | ! ERROR: model #1786 - split fail, faces: 170, s1/s2:56/114 | | ! ERROR: model #1787 - split fail, faces: 188, s1/s2:38/150 | | ! ERROR: model #1789 - split fail, faces: 132, s1/s2:58/74 | | ! ERROR: model #1790 - split fail, faces: 162, s1/s2:36/126 | | ! ERROR: model #1791 - split fail, faces: 137, s1/s2:41/96 | | ! ERROR: model #1792 - split fail, faces: 133, s1/s2:73/60 | | ! ERROR: model #1795 - split fail, faces: 190, s1/s2:136/54 | | ! ERROR: model #1796 - split fail, faces: 188, s1/s2:130/58 | | ! ERROR: model #1799 - split fail, faces: 146, s1/s2:92/54 | | ! ERROR: model #1805 - split fail, faces: 155, s1/s2:112/43 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1809 - split fail, faces: 11699, s1/s2:0/11699 | | ! ERROR: model #1815 - split fail, faces: 571, s1/s2:60/511 | | ! ERROR: model #1815 - split fail, faces: 571, s1/s2:60/511 | | ! ERROR: model #1817 - split fail, faces: 130, s1/s2:80/50 | | ! ERROR: model #1818 - split fail, faces: 270, s1/s2:232/38 | | ! ERROR: model #1820 - split fail, faces: 185, s1/s2:32/153 | | ! ERROR: model #1821 - split fail, faces: 134, s1/s2:84/50 | | ! ERROR: model #1822 - split fail, faces: 288, s1/s2:237/51 | | ! ERROR: model #1822 - split fail, faces: 288, s1/s2:49/239 | | ! ERROR: model #1822 - split fail, faces: 288, s1/s2:244/44 | | ! ERROR: model #1824 - split fail, faces: 272, s1/s2:228/44 | | ! ERROR: model #1824 - split fail, faces: 272, s1/s2:228/44 | | ! ERROR: model #1824 - split fail, faces: 217, s1/s2:173/44 | | ! ERROR: model #1826 - split fail, faces: 278, s1/s2:56/222 | | ! ERROR: model #1830 - split fail, faces: 334, s1/s2:56/278 | | ! ERROR: model #1830 - split fail, faces: 334, s1/s2:56/278 | | ! ERROR: model #1830 - split fail, faces: 334, s1/s2:56/278 | | ! ERROR: model #1830 - split fail, faces: 334, s1/s2:56/278 | | ! ERROR: model #1830 - split fail, faces: 132, s1/s2:44/88 | | ! ERROR: model #1831 - split fail, faces: 202, s1/s2:192/10 | | ! ERROR: model #1837 - split fail, faces: 138, s1/s2:80/58 | | ! ERROR: model #1842 - split fail, faces: 384, s1/s2:10/374 | | ! ERROR: model #1842 - split fail, faces: 384, s1/s2:14/370 | | ! ERROR: model #1845 - split fail, faces: 190, s1/s2:152/38 | | ! ERROR: model #1850 - split fail, faces: 316, s1/s2:266/50 | | ! ERROR: model #1850 - split fail, faces: 316, s1/s2:266/50 | | ! ERROR: model #1850 - split fail, faces: 146, s1/s2:6/140 | | ! ERROR: model #1852 - split fail, faces: 132, s1/s2:44/88 | | ! ERROR: model #1857 - split fail, faces: 174, s1/s2:56/118 | | ! ERROR: model #1859 - split fail, faces: 196, s1/s2:14/182 | | ! ERROR: model #1860 - split fail, faces: 190, s1/s2:28/162 | | ! ERROR: model #1861 - split fail, faces: 204, s1/s2:24/180 | | ! ERROR: model #1863 - split fail, faces: 129, s1/s2:90/39 | | ! ERROR: model #1868 - split fail, faces: 180, s1/s2:60/120 | | ! ERROR: model #1885 - split fail, faces: 162, s1/s2:54/108 | | ! ERROR: model #1886 - split fail, faces: 144, s1/s2:81/63 | | ! ERROR: model #1895 - split fail, faces: 135, s1/s2:63/72 | | ! ERROR: model #1896 - split fail, faces: 153, s1/s2:48/105 | | ! ERROR: model #1897 - split fail, faces: 132, s1/s2:72/60 | | ! ERROR: model #1900 - split fail, faces: 278, s1/s2:246/32 | | ! ERROR: model #1901 - split fail, faces: 198, s1/s2:150/48 | | ! ERROR: model #1902 - split fail, faces: 396, s1/s2:363/33 | | ! ERROR: model #1902 - split fail, faces: 274, s1/s2:223/51 | | ! ERROR: model #1906 - split fail, faces: 167, s1/s2:107/60 | | ! ERROR: model #1907 - split fail, faces: 191, s1/s2:57/134 | | ! ERROR: model #1911 - split fail, faces: 136, s1/s2:38/98 | | ! ERROR: model #1912 - split fail, faces: 170, s1/s2:112/58 | | ! ERROR: model #1914 - split fail, faces: 274, s1/s2:224/50 | | ! ERROR: model #1920 - split fail, faces: 133, s1/s2:88/45 | | ! ERROR: model #1937 - split fail, faces: 182, s1/s2:31/151 | | ! ERROR: model #1944 - split fail, faces: 738, s1/s2:12/726 | | ! ERROR: model #1946 - split fail, faces: 147, s1/s2:0/147 | | ! ERROR: model #1949 - split fail, faces: 306, s1/s2:44/262 | | ! ERROR: model #1949 - split fail, faces: 306, s1/s2:49/257 | | ! ERROR: model #1953 - split fail, faces: 356, s1/s2:12/344 | | ! ERROR: model #1953 - split fail, faces: 356, s1/s2:12/344 | | ! ERROR: model #1956 - split fail, faces: 138, s1/s2:138/0 | | ! ERROR: model #2040 - split fail, faces: 1060, s1/s2:0/1060 | | ! ERROR: model #2042 - split fail, faces: 887, s1/s2:827/60 | | ! ERROR: model #2042 - split fail, faces: 887, s1/s2:827/60 | | ! ERROR: model #2044 - split fail, faces: 495, s1/s2:0/495 | | ! ERROR: model #2044 - split fail, faces: 495, s1/s2:0/495 | | ! ERROR: model #2044 - split fail, faces: 495, s1/s2:0/495 | | ! ERROR: model #2044 - split fail, faces: 495, s1/s2:0/495 | | ! ERROR: model #2045 - split fail, faces: 378, s1/s2:318/60 | | ! ERROR: model #2045 - split fail, faces: 378, s1/s2:318/60 | | ! ERROR: model #2045 - split fail, faces: 378, s1/s2:318/60 | | ! ERROR: model #2045 - split fail, faces: 378, s1/s2:318/60 | | ! ERROR: model #2066 - split fail, faces: 196, s1/s2:148/48 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2105 - split fail, faces: 301, s1/s2:0/301 | | ! ERROR: model #2109 - split fail, faces: 265, s1/s2:241/24 | | ! ERROR: model #2109 - split fail, faces: 265, s1/s2:241/24 | | ! ERROR: model #2109 - split fail, faces: 265, s1/s2:233/32 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:363/24 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:0/387 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:378/9 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:1/386 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 387, s1/s2:383/4 | | ! ERROR: model #2110 - split fail, faces: 2734, s1/s2:4/2730 | | ! ERROR: model #2113 - split fail, faces: 200, s1/s2:0/200 | | ! ERROR: model #2115 - split fail, faces: 213, s1/s2:0/213 | | ! ERROR: model #2134 - split fail, faces: 188, s1/s2:0/188 | | ! ERROR: model #2155 - split fail, faces: 370, s1/s2:307/63 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:403/59 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:403/59 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2179 - split fail, faces: 462, s1/s2:0/462 | | ! ERROR: model #2191 - split fail, faces: 677, s1/s2:23/654 | | ! ERROR: model #2197 - split fail, faces: 171, s1/s2:0/171 | | ! ERROR: model #2210 - split fail, faces: 455, s1/s2:0/455 | | ! ERROR: model #2210 - split fail, faces: 455, s1/s2:0/455 | | ! ERROR: model #2210 - split fail, faces: 455, s1/s2:0/455 | | ! ERROR: model #2210 - split fail, faces: 455, s1/s2:0/455 | | ! ERROR: model #2210 - split fail, faces: 455, s1/s2:0/455 | | ! ERROR: model #2212 - split fail, faces: 250, s1/s2:194/56 | | ! ERROR: model #2215 - split fail, faces: 131, s1/s2:61/70 | | ! ERROR: model #2219 - split fail, faces: 140, s1/s2:98/42 | | ! ERROR: model #2220 - split fail, faces: 182, s1/s2:55/127 | | ! ERROR: model #2228 - split fail, faces: 132, s1/s2:76/56 | | ! ERROR: model #2243 - split fail, faces: 162, s1/s2:104/58 | | ! ERROR: model #2244 - split fail, faces: 130, s1/s2:88/42 | | ! ERROR: model #2246 - split fail, faces: 166, s1/s2:106/60 | | ! ERROR: model #2247 - split fail, faces: 144, s1/s2:102/42 | | ! ERROR: model #2253 - split fail, faces: 144, s1/s2:50/94 | | ! ERROR: model #2263 - split fail, faces: 140, s1/s2:106/34 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 11301, s1/s2:0/11301 | | ! ERROR: model #2268 - split fail, faces: 426, s1/s2:60/366 | | ! ERROR: model #2268 - split fail, faces: 426, s1/s2:60/366 | | ! ERROR: model #2268 - split fail, faces: 426, s1/s2:60/366 | | ! ERROR: model #2268 - split fail, faces: 145, s1/s2:0/145 | | ! ERROR: model #2270 - split fail, faces: 190, s1/s2:152/38 | | ! ERROR: model #2272 - split fail, faces: 240, s1/s2:19/221 | | ! ERROR: model #2273 - split fail, faces: 130, s1/s2:60/70 | | ! ERROR: model #2280 - split fail, faces: 139, s1/s2:95/44 | | ! ERROR: model #2290 - split fail, faces: 130, s1/s2:70/60 | | ! ERROR: model #2292 - split fail, faces: 220, s1/s2:170/50 | | ! ERROR: model #2293 - split fail, faces: 424, s1/s2:373/51 | | ! ERROR: model #2293 - split fail, faces: 424, s1/s2:373/51 | | ! ERROR: model #2293 - split fail, faces: 424, s1/s2:373/51 | | ! ERROR: model #2293 - split fail, faces: 1442, s1/s2:1390/52 | | ! ERROR: model #2296 - split fail, faces: 470, s1/s2:469/1 | | ! ERROR: model #2296 - split fail, faces: 470, s1/s2:469/1 | | ! ERROR: model #2296 - split fail, faces: 470, s1/s2:444/26 | | ! ERROR: model #2299 - split fail, faces: 176, s1/s2:60/116 | | ! ERROR: model #2300 - split fail, faces: 132, s1/s2:72/60 | | ! ERROR: model #2301 - split fail, faces: 151, s1/s2:10/141 | | ! ERROR: model #2313 - split fail, faces: 190, s1/s2:38/152 | | ! ERROR: model #2317 - split fail, faces: 132, s1/s2:44/88 | | ! ERROR: model #2327 - split fail, faces: 132, s1/s2:44/88 | | ! ERROR: model #2332 - split fail, faces: 156, s1/s2:126/30 | | ! ERROR: model #2334 - split fail, faces: 305, s1/s2:52/253 | | ! ERROR: model #2339 - split fail, faces: 132, s1/s2:90/42 | | ! ERROR: model #2371 - split fail, faces: 150, s1/s2:108/42 | | ! ERROR: model #2379 - split fail, faces: 138, s1/s2:48/90 | | ! ERROR: model #2380 - split fail, faces: 129, s1/s2:33/96 | | ! ERROR: model #2381 - split fail, faces: 145, s1/s2:94/51 | | ! ERROR: model #2383 - split fail, faces: 129, s1/s2:54/75 | | ! ERROR: model #2384 - split fail, faces: 137, s1/s2:63/74 | | ! ERROR: model #2391 - split fail, faces: 160, s1/s2:59/101 | | ! ERROR: model #2392 - split fail, faces: 144, s1/s2:46/98 | | ! ERROR: model #2395 - split fail, faces: 140, s1/s2:57/83 | | ! ERROR: model #2396 - split fail, faces: 130, s1/s2:102/28 | | ! ERROR: model #2399 - split fail, faces: 180, s1/s2:145/35 | | ! ERROR: model #2402 - split fail, faces: 135, s1/s2:58/77 | | ! ERROR: model #2406 - split fail, faces: 155, s1/s2:102/53 | | ! ERROR: model #2410 - split fail, faces: 190, s1/s2:37/153 | | ! ERROR: model #2412 - split fail, faces: 129, s1/s2:39/90 | | ! ERROR: model #2413 - split fail, faces: 144, s1/s2:90/54 | | ! ERROR: model #2414 - split fail, faces: 190, s1/s2:127/63 | | ! ERROR: model #2415 - split fail, faces: 140, s1/s2:87/53 | | ! ERROR: model #2434 - split fail, faces: 200, s1/s2:44/156 | | ! ERROR: model #2438 - split fail, faces: 218, s1/s2:12/206 | | ! ERROR: model #2477 - split fail, faces: 4836, s1/s2:4784/52 | | ! ERROR: model #2483 - split fail, faces: 272, s1/s2:259/13 | | ! ERROR: model #2483 - split fail, faces: 272, s1/s2:259/13 | | ! ERROR: model #2483 - split fail, faces: 272, s1/s2:259/13 | | ! ERROR: model #2483 - split fail, faces: 2049, s1/s2:51/1998 | | ! ERROR: model #2483 - split fail, faces: 2049, s1/s2:51/1998 | | ! ERROR: model #2506 - split fail, faces: 428, s1/s2:26/402 | | ! ERROR: model #2506 - split fail, faces: 428, s1/s2:26/402 | | ! ERROR: model #2506 - split fail, faces: 428, s1/s2:26/402 | | ! ERROR: model #2506 - split fail, faces: 428, s1/s2:26/402 | | ! ERROR: model #2506 - split fail, faces: 428, s1/s2:26/402 | | ! ERROR: model #2522 - split fail, faces: 506, s1/s2:446/60 | | ! ERROR: model #2522 - split fail, faces: 506, s1/s2:446/60 | | ! ERROR: model #2525 - split fail, faces: 399, s1/s2:0/399 | | ! ERROR: model #2525 - split fail, faces: 399, s1/s2:0/399 | | ! ERROR: model #2525 - split fail, faces: 399, s1/s2:0/399 | | ! ERROR: model #2525 - split fail, faces: 399, s1/s2:0/399 | | ! ERROR: model #2525 - split fail, faces: 399, s1/s2:0/399 | | ! ERROR: model #2526 - split fail, faces: 170, s1/s2:110/60 | | ! ERROR: model #2559 - split fail, faces: 180, s1/s2:0/180 | | ! ERROR: model #2566 - split fail, faces: 151, s1/s2:147/4 | | ! ERROR: model #2587 - split fail, faces: 198, s1/s2:135/63 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:241/59 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:241/59 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:248/52 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2601 - split fail, faces: 300, s1/s2:0/300 | | ! ERROR: model #2616 - split fail, faces: 160, s1/s2:100/60 | | ! ERROR: model #2620 - split fail, faces: 164, s1/s2:46/118 | | ! ERROR: model #2647 - split fail, faces: 192, s1/s2:130/62 | | ! ERROR: model #2648 - split fail, faces: 224, s1/s2:178/46 | | ! ERROR: model #2649 - split fail, faces: 164, s1/s2:114/50 | | ! ERROR: model #2660 - split fail, faces: 150, s1/s2:52/98 | | ! ERROR: model #2670 - split fail, faces: 159, s1/s2:49/110 | | ! ERROR: model #2671 - split fail, faces: 133, s1/s2:49/84 | | ! ERROR: model #2672 - split fail, faces: 143, s1/s2:101/42 | | ! ERROR: model #2674 - split fail, faces: 134, s1/s2:50/84 | | ! ERROR: model #2675 - split fail, faces: 221, s1/s2:160/61 | | ! ERROR: model #2676 - split fail, faces: 161, s1/s2:50/111 | | ! ERROR: model #2685 - split fail, faces: 168, s1/s2:114/54 | | ! ERROR: model #2686 - split fail, faces: 128, s1/s2:90/38 | | ! ERROR: model #2688 - split fail, faces: 144, s1/s2:46/98 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2689 - split fail, faces: 11095, s1/s2:0/11095 | | ! ERROR: model #2706 - split fail, faces: 209, s1/s2:158/51 | | ! ERROR: model #2710 - split fail, faces: 838, s1/s2:786/52 | | ! ERROR: model #2710 - split fail, faces: 838, s1/s2:786/52 | | ! ERROR: model #2711 - split fail, faces: 207, s1/s2:145/62 | | ! ERROR: model #2714 - split fail, faces: 334, s1/s2:333/1 | | ! ERROR: model #2714 - split fail, faces: 334, s1/s2:333/1 | | ! ERROR: model #2714 - split fail, faces: 334, s1/s2:333/1 | | ! ERROR: model #2771 - split fail, faces: 159, s1/s2:101/58 | | ! ERROR: model #2806 - split fail, faces: 140, s1/s2:80/60 | | ! ERROR: model #2809 - split fail, faces: 146, s1/s2:84/62 | | ! ERROR: model #2820 - split fail, faces: 129, s1/s2:77/52 | | ! ERROR: model #2824 - split fail, faces: 133, s1/s2:73/60 | | ! ERROR: model #2841 - split fail, faces: 132, s1/s2:69/63 | | ! ERROR: model #2900 - split fail, faces: 183, s1/s2:170/13 | | ! ERROR: model #2901 - split fail, faces: 1193, s1/s2:51/1142 | | ! ERROR: model #2901 - split fail, faces: 1193, s1/s2:51/1142 | | ! ERROR: model #2901 - split fail, faces: 1193, s1/s2:51/1142 | | ! ERROR: model #2934 - split fail, faces: 1155, s1/s2:0/1155 | | ! ERROR: model #2937 - split fail, faces: 135, s1/s2:75/60 | | ! ERROR: model #2943 - split fail, faces: 204, s1/s2:0/204 | | ! ERROR: model #2951 - split fail, faces: 532, s1/s2:0/532 | | ! ERROR: model #2955 - split fail, faces: 2357, s1/s2:2308/49 | | ! ERROR: model #2969 - split fail, faces: 236, s1/s2:174/62 | | ! ERROR: model #2970 - split fail, faces: 153, s1/s2:90/63 | | ! ERROR: model #2972 - split fail, faces: 130, s1/s2:62/68 | | ! ERROR: model #2973 - split fail, faces: 170, s1/s2:54/116 | | ! ERROR: model #2988 - split fail, faces: 132, s1/s2:80/52 | | ! ERROR: model #2995 - split fail, faces: 164, s1/s2:112/52 | | ! ERROR: model #3008 - split fail, faces: 128, s1/s2:30/98 | | ! ERROR: model #3015 - split fail, faces: 130, s1/s2:68/62 | | ! ERROR: model #3039 - split fail, faces: 130, s1/s2:62/68 | | ! ERROR: model #3040 - split fail, faces: 156, s1/s2:110/46 | | ! ERROR: model #3041 - split fail, faces: 144, s1/s2:82/62 | | ! ERROR: model #3042 - split fail, faces: 132, s1/s2:98/34 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:0/10985 | | ! ERROR: model #3057 - split fail, faces: 10985, s1/s2:38/10947 | | ! ERROR: model #3058 - split fail, faces: 466, s1/s2:414/52 | | ! ERROR: model #3058 - split fail, faces: 466, s1/s2:414/52 | | ! ERROR: model #3058 - split fail, faces: 466, s1/s2:414/52 | | ! ERROR: model #3058 - split fail, faces: 466, s1/s2:414/52 | | ! ERROR: model #3061 - split fail, faces: 198, s1/s2:197/1 | | ! ERROR: model #3069 - split fail, faces: 196, s1/s2:173/23 | | ! ERROR: model #3070 - split fail, faces: 277, s1/s2:250/27 | | ! ERROR: model #3080 - split fail, faces: 421, s1/s2:370/51 | | ! ERROR: model #3080 - split fail, faces: 178, s1/s2:152/26 | | ! ERROR: model #3111 - split fail, faces: 143, s1/s2:0/143 | | ! ERROR: model #3113 - split fail, faces: 227, s1/s2:0/227 | | ! ERROR: model #3123 - split fail, faces: 129, s1/s2:69/60 | | ! ERROR: model #3132 - split fail, faces: 137, s1/s2:54/83 | | ! ERROR: model #3154 - split fail, faces: 128, s1/s2:68/60 | | ! ERROR: model #3205 - split fail, faces: 177, s1/s2:50/127 | | ! ERROR: model #3211 - split fail, faces: 132, s1/s2:35/97 | | ! ERROR: model #3213 - split fail, faces: 146, s1/s2:87/59 | | ! ERROR: model #3220 - split fail, faces: 141, s1/s2:83/58 | | ! ERROR: model #3221 - split fail, faces: 136, s1/s2:78/58 | | ! ERROR: model #3231 - split fail, faces: 132, s1/s2:35/97 | | ! ERROR: model #3234 - split fail, faces: 147, s1/s2:60/87 | | ! ERROR: model #3235 - split fail, faces: 133, s1/s2:71/62 | | ! ERROR: model #3236 - split fail, faces: 133, s1/s2:40/93 | | ! ERROR: model #3250 - split fail, faces: 128, s1/s2:75/53 | | ! ERROR: model #3253 - split fail, faces: 136, s1/s2:81/55 | | ! ERROR: model #3255 - split fail, faces: 135, s1/s2:37/98 | | ! ERROR: model #3256 - split fail, faces: 156, s1/s2:34/122 | | ! ERROR: model #3257 - split fail, faces: 292, s1/s2:39/253 | | ! ERROR: model #3257 - split fail, faces: 183, s1/s2:134/49 | | ! ERROR: model #3258 - split fail, faces: 176, s1/s2:55/121 | | ! ERROR: model #3259 - split fail, faces: 162, s1/s2:36/126 | | ! ERROR: model #3260 - split fail, faces: 132, s1/s2:70/62 | | ! ERROR: model #3277 - split fail, faces: 176, s1/s2:49/127 | | ! ERROR: model #3278 - split fail, faces: 160, s1/s2:103/57 | | ! ERROR: model #3279 - split fail, faces: 136, s1/s2:86/50 | | ! ERROR: model #3281 - split fail, faces: 129, s1/s2:71/58 | | ! ERROR: model #3282 - split fail, faces: 178, s1/s2:52/126 | | ! ERROR: model #3283 - split fail, faces: 143, s1/s2:43/100 | | ! ERROR: model #3284 - split fail, faces: 158, s1/s2:53/105 | | ! ERROR: model #3288 - split fail, faces: 296, s1/s2:42/254 | | ! ERROR: model #3288 - split fail, faces: 296, s1/s2:239/57 | | ! ERROR: model #3288 - split fail, faces: 296, s1/s2:27/269 | | ! ERROR: model #3288 - split fail, faces: 283, s1/s2:235/48 | | ! ERROR: model #3292 - split fail, faces: 128, s1/s2:53/75 | | ! ERROR: model #3309 - split fail, faces: 137, s1/s2:77/60 | | ! ERROR: model #3312 - split fail, faces: 130, s1/s2:61/69 | | ! ERROR: model #3324 - split fail, faces: 196, s1/s2:61/135 | | ! ERROR: model #3330 - split fail, faces: 142, s1/s2:86/56 | | ! ERROR: model #3345 - split fail, faces: 187, s1/s2:49/138 | | ! ERROR: model #3348 - split fail, faces: 151, s1/s2:60/91 | | ! ERROR: model #3350 - split fail, faces: 141, s1/s2:54/87 | | ! ERROR: model #3358 - split fail, faces: 199, s1/s2:149/50 | | ! ERROR: model #3374 - split fail, faces: 131, s1/s2:60/71 | | ! ERROR: model #3381 - split fail, faces: 199, s1/s2:141/58 | | ! ERROR: model #3388 - split fail, faces: 134, s1/s2:82/52 | | ! ERROR: model #3391 - split fail, faces: 147, s1/s2:54/93 | | ! ERROR: model #3392 - split fail, faces: 246, s1/s2:41/205 | | ! ERROR: model #3393 - split fail, faces: 524, s1/s2:480/44 | | ! ERROR: model #3393 - split fail, faces: 142, s1/s2:92/50 | | ! ERROR: model #3397 - split fail, faces: 140, s1/s2:77/63 | | ! ERROR: model #3401 - split fail, faces: 373, s1/s2:316/57 | | ! ERROR: model #3402 - split fail, faces: 136, s1/s2:73/63 | | ! ERROR: model #3405 - split fail, faces: 181, s1/s2:54/127 | | ! ERROR: model #3406 - split fail, faces: 185, s1/s2:123/62 | | ! ERROR: model #3407 - split fail, faces: 139, s1/s2:80/59 | | ! ERROR: model #3410 - split fail, faces: 140, s1/s2:48/92 | | ! ERROR: model #3413 - split fail, faces: 145, s1/s2:63/82 | | ! ERROR: model #3436 - split fail, faces: 173, s1/s2:110/63 | | ! ERROR: model #3442 - split fail, faces: 158, s1/s2:96/62 | | ! ERROR: model #3448 - split fail, faces: 128, s1/s2:73/55 | | ! ERROR: model #3468 - split fail, faces: 136, s1/s2:76/60 | | ! ERROR: model #3469 - split fail, faces: 131, s1/s2:72/59 | | ! ERROR: model #3470 - split fail, faces: 135, s1/s2:81/54 | | ! ERROR: model #3479 - split fail, faces: 129, s1/s2:54/75 | | ! ERROR: model #3482 - split fail, faces: 134, s1/s2:59/75 | | ! ERROR: model #3486 - split fail, faces: 134, s1/s2:85/49 | | ! ERROR: model #3487 - split fail, faces: 151, s1/s2:101/50 | | ! ERROR: model #3489 - split fail, faces: 181, s1/s2:125/56 | | ! ERROR: model #3491 - split fail, faces: 144, s1/s2:98/46 | | ! ERROR: model #3498 - split fail, faces: 156, s1/s2:113/43 | | ! ERROR: model #3508 - split fail, faces: 128, s1/s2:78/50 | | ! ERROR: model #3518 - split fail, faces: 147, s1/s2:58/89 | | ! ERROR: model #3519 - split fail, faces: 181, s1/s2:50/131 | | ! ERROR: model #3537 - split fail, faces: 134, s1/s2:79/55 | | ! ERROR: model #3544 - split fail, faces: 133, s1/s2:63/70 | | ! ERROR: model #3548 - split fail, faces: 131, s1/s2:59/72 | | ! ERROR: model #3549 - split fail, faces: 145, s1/s2:55/90 | | ! ERROR: model #3550 - split fail, faces: 141, s1/s2:78/63 | | ! ERROR: model #3552 - split fail, faces: 135, s1/s2:73/62 | | ! ERROR: model #3555 - split fail, faces: 134, s1/s2:42/92 | | ! ERROR: model #3556 - split fail, faces: 141, s1/s2:85/56 | | ! ERROR: model #3557 - split fail, faces: 171, s1/s2:133/38 | | ! ERROR: model #3568 - split fail, faces: 147, s1/s2:49/98 | | ! ERROR: model #3571 - split fail, faces: 128, s1/s2:77/51 | | ! ERROR: model #3572 - split fail, faces: 148, s1/s2:61/87 | | ! ERROR: model #3580 - split fail, faces: 132, s1/s2:72/60 | | ! ERROR: model #3581 - split fail, faces: 147, s1/s2:87/60 | | ! ERROR: model #3602 - split fail, faces: 133, s1/s2:48/85 | | ! ERROR: model #3605 - split fail, faces: 152, s1/s2:54/98 | | ! ERROR: model #3606 - split fail, faces: 159, s1/s2:44/115 | | ! ERROR: model #3637 - split fail, faces: 163, s1/s2:102/61 | | ! ERROR: model #3638 - split fail, faces: 149, s1/s2:97/52 | | ! ERROR: model #3640 - split fail, faces: 148, s1/s2:91/57 | | ! ERROR: model #3641 - split fail, faces: 130, s1/s2:71/59 | | ! ERROR: model #3650 - split fail, faces: 129, s1/s2:71/58 | | ! ERROR: model #3655 - split fail, faces: 218, s1/s2:61/157 | | ! ERROR: model #3658 - split fail, faces: 192, s1/s2:135/57 | | ! ERROR: model #3661 - split fail, faces: 158, s1/s2:97/61 | | ! ERROR: model #3668 - split fail, faces: 198, s1/s2:49/149 | | ! ERROR: model #3673 - split fail, faces: 184, s1/s2:126/58 | | ! ERROR: model #3703 - split fail, faces: 164, s1/s2:119/45 | | ! ERROR: model #3757 - split fail, faces: 130, s1/s2:93/37 | | ! ERROR: model #3760 - split fail, faces: 144, s1/s2:61/83 | | ! ERROR: model #3773 - split fail, faces: 166, s1/s2:63/103 | | ! ERROR: model #3781 - split fail, faces: 142, s1/s2:88/54 | | ! ERROR: model #3782 - split fail, faces: 179, s1/s2:63/116 | | ! ERROR: model #3783 - split fail, faces: 133, s1/s2:81/52 | | ! ERROR: model #3784 - split fail, faces: 132, s1/s2:75/57 | | ! ERROR: model #3786 - split fail, faces: 133, s1/s2:52/81 | | ! ERROR: model #3794 - split fail, faces: 148, s1/s2:98/50 | | ! ERROR: model #3809 - split fail, faces: 131, s1/s2:50/81 | | ! ERROR: model #3816 - split fail, faces: 141, s1/s2:79/62 | | ! ERROR: model #3838 - split fail, faces: 128, s1/s2:54/74 | | ! ERROR: model #3853 - split fail, faces: 130, s1/s2:80/50 | | ! ERROR: model #3856 - split fail, faces: 136, s1/s2:86/50 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:0/10915 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:8/10907 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:12/10903 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:14/10901 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3871 - split fail, faces: 10915, s1/s2:16/10899 | | ! ERROR: model #3873 - split fail, faces: 237, s1/s2:185/52 | | ! ERROR: model #3878 - split fail, faces: 266, s1/s2:12/254 | | ! ERROR: model #3878 - split fail, faces: 266, s1/s2:35/231 | | ! ERROR: model #3878 - split fail, faces: 155, s1/s2:36/119 | | ! ERROR: model #3903 - split fail, faces: 143, s1/s2:56/87 | | ! ERROR: model #3910 - split fail, faces: 136, s1/s2:53/83 | | ! ERROR: model #3923 - split fail, faces: 147, s1/s2:39/108 | | ! ERROR: model #3927 - split fail, faces: 152, s1/s2:109/43 | | ! ERROR: model #3934 - split fail, faces: 178, s1/s2:121/57 | | ! ERROR: model #3948 - split fail, faces: 265, s1/s2:55/210 | | ! ERROR: model #3948 - split fail, faces: 143, s1/s2:41/102 | | ! ERROR: model #3951 - split fail, faces: 197, s1/s2:62/135 | | ! ERROR: model #3952 - split fail, faces: 128, s1/s2:71/57 | | ! ERROR: model #3953 - split fail, faces: 196, s1/s2:153/43 | | ! ERROR: model #3957 - split fail, faces: 139, s1/s2:91/48 | | ! ERROR: model #3960 - split fail, faces: 144, s1/s2:44/100 | | ! ERROR: model #3962 - split fail, faces: 322, s1/s2:295/27 | | ! ERROR: model #3963 - split fail, faces: 141, s1/s2:98/43 | | ! ERROR: model #3965 - split fail, faces: 143, s1/s2:109/34 | | ! ERROR: model #3967 - split fail, faces: 196, s1/s2:140/56 | | ! ERROR: model #3970 - split fail, faces: 130, s1/s2:37/93 | | ! ERROR: model #3975 - split fail, faces: 135, s1/s2:79/56 | | ! ERROR: model #3977 - split fail, faces: 132, s1/s2:50/82 | | ! ERROR: model #3978 - split fail, faces: 138, s1/s2:75/63 | | ! ERROR: model #3980 - split fail, faces: 128, s1/s2:49/79 | | ! ERROR: model #3984 - split fail, faces: 132, s1/s2:56/76 | | ! ERROR: model #3985 - split fail, faces: 139, s1/s2:98/41 | | ! ERROR: model #3986 - split fail, faces: 135, s1/s2:62/73 | | ! ERROR: model #3993 - split fail, faces: 185, s1/s2:166/19 | | ! ERROR: model #3995 - split fail, faces: 149, s1/s2:33/116 | | ! ERROR: model #3998 - split fail, faces: 129, s1/s2:56/73 | | ! ERROR: model #4000 - split fail, faces: 163, s1/s2:58/105 | | ! ERROR: model #4002 - split fail, faces: 149, s1/s2:49/100 | | ! ERROR: model #4006 - split fail, faces: 213, s1/s2:166/47 | | ! ERROR: model #4007 - split fail, faces: 165, s1/s2:53/112 | | ! ERROR: model #4009 - split fail, faces: 170, s1/s2:59/111 | | ! ERROR: model #4010 - split fail, faces: 182, s1/s2:60/122 | | ! ERROR: model #4015 - split fail, faces: 130, s1/s2:47/83 | | ! ERROR: model #4016 - split fail, faces: 135, s1/s2:35/100 | | ! ERROR: model #4017 - split fail, faces: 128, s1/s2:98/30 | | ! ERROR: model #4021 - split fail, faces: 143, s1/s2:83/60 | | ! ERROR: model #4022 - split fail, faces: 216, s1/s2:169/47 | | ! ERROR: model #4023 - split fail, faces: 230, s1/s2:167/63 | | ! ERROR: model #4038 - split fail, faces: 176, s1/s2:57/119 | | ! ERROR: model #4071 - split fail, faces: 215, s1/s2:37/178 | | ! ERROR: model #4072 - split fail, faces: 261, s1/s2:52/209 | | ! ERROR: model #4082 - split fail, faces: 129, s1/s2:83/46 | | ! ERROR: model #4086 - split fail, faces: 137, s1/s2:82/55 | | ! ERROR: model #4089 - split fail, faces: 241, s1/s2:46/195 | | ! ERROR: model #4090 - split fail, faces: 260, s1/s2:18/242 | | ! ERROR: model #4091 - split fail, faces: 185, s1/s2:58/127 | | ! ERROR: model #4101 - split fail, faces: 133, s1/s2:74/59 | | ! ERROR: model #4102 - split fail, faces: 164, s1/s2:61/103 | | ! ERROR: model #4104 - split fail, faces: 149, s1/s2:58/91 | | ! ERROR: model #4106 - split fail, faces: 145, s1/s2:87/58 | | ! ERROR: model #4111 - split fail, faces: 143, s1/s2:81/62 | | ! ERROR: model #4114 - split fail, faces: 128, s1/s2:94/34 | | ! ERROR: model #4115 - split fail, faces: 188, s1/s2:126/62 | | ! ERROR: model #4116 - split fail, faces: 151, s1/s2:54/97 | | ! ERROR: model #4127 - split fail, faces: 198, s1/s2:20/178 | | ! ERROR: model #4128 - split fail, faces: 175, s1/s2:33/142 | | ! ERROR: model #4142 - split fail, faces: 138, s1/s2:89/49 | | ! ERROR: model #4147 - split fail, faces: 148, s1/s2:56/92 | | ! ERROR: model #4151 - split fail, faces: 148, s1/s2:52/96 | | ! ERROR: model #4165 - split fail, faces: 212, s1/s2:21/191 | | ! ERROR: model #4168 - split fail, faces: 180, s1/s2:124/56 | | ! ERROR: model #4169 - split fail, faces: 168, s1/s2:136/32 | | ! ERROR: model #4170 - split fail, faces: 187, s1/s2:22/165 | | ! ERROR: model #4174 - split fail, faces: 151, s1/s2:124/27 | | ! ERROR: model #4175 - split fail, faces: 128, s1/s2:94/34 | | ! ERROR: model #4177 - split fail, faces: 142, s1/s2:46/96 | | ! ERROR: model #4219 - split fail, faces: 131, s1/s2:68/63 | | ! ERROR: model #4229 - split fail, faces: 132, s1/s2:73/59 | | ! ERROR: model #4230 - split fail, faces: 133, s1/s2:76/57 | | ! ERROR: model #4233 - split fail, faces: 145, s1/s2:46/99 | | ! ERROR: model #4235 - split fail, faces: 133, s1/s2:88/45 | | ! ERROR: model #4236 - split fail, faces: 146, s1/s2:102/44 | | ! ERROR: model #4243 - split fail, faces: 140, s1/s2:80/60 | | ! ERROR: model #4266 - split fail, faces: 163, s1/s2:56/107 | | ! ERROR: model #4267 - split fail, faces: 157, s1/s2:55/102 | | ! ERROR: model #4268 - split fail, faces: 160, s1/s2:114/46 | | ! ERROR: model #4269 - split fail, faces: 199, s1/s2:47/152 | | ! ERROR: model #4270 - split fail, faces: 198, s1/s2:160/38 | | ! ERROR: model #4271 - split fail, faces: 376, s1/s2:317/59 | | ! ERROR: model #4275 - split fail, faces: 144, s1/s2:49/95 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:243/30 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:30/243 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:255/18 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:48/225 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:256/17 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:60/213 | | ! ERROR: model #4278 - split fail, faces: 273, s1/s2:257/16 | | ! ERROR: model #4279 - split fail, faces: 132, s1/s2:33/99 | | ! ERROR: model #4286 - split fail, faces: 137, s1/s2:90/47 | | ! ERROR: model #4289 - split fail, faces: 167, s1/s2:53/114 | | ! ERROR: model #4290 - split fail, faces: 216, s1/s2:36/180 | | ! ERROR: model #4292 - split fail, faces: 164, s1/s2:133/31 | | ! ERROR: model #4294 - split fail, faces: 143, s1/s2:83/60 | | ! ERROR: model #4295 - split fail, faces: 156, s1/s2:61/95 | | ! ERROR: model #4303 - split fail, faces: 141, s1/s2:112/29 | | ! ERROR: model #4313 - split fail, faces: 151, s1/s2:106/45 | | ! ERROR: model #4318 - split fail, faces: 167, s1/s2:51/116 | | ! ERROR: model #4323 - split fail, faces: 144, s1/s2:54/90 | | ! ERROR: model #4326 - split fail, faces: 153, s1/s2:123/30 | | ! ERROR: model #4327 - split fail, faces: 133, s1/s2:75/58 | | ! ERROR: model #4328 - split fail, faces: 152, s1/s2:54/98 | | ! ERROR: model #4329 - split fail, faces: 129, s1/s2:83/46 | | ! ERROR: model #4331 - split fail, faces: 141, s1/s2:78/63 | | ! ERROR: model #4333 - split fail, faces: 147, s1/s2:106/41 | | ! ERROR: model #4338 - split fail, faces: 135, s1/s2:75/60 | | ! ERROR: model #4342 - split fail, faces: 140, s1/s2:53/87 | | ! ERROR: model #4347 - split fail, faces: 157, s1/s2:127/30 | | ! ERROR: model #4353 - split fail, faces: 167, s1/s2:41/126 | | ! ERROR: model #4354 - split fail, faces: 269, s1/s2:27/242 | | ! ERROR: model #4354 - split fail, faces: 269, s1/s2:47/222 | | ! ERROR: model #4357 - split fail, faces: 131, s1/s2:60/71 | | ! ERROR: model #4391 - split fail, faces: 167, s1/s2:132/35 | | ! ERROR: model #4392 - split fail, faces: 160, s1/s2:128/32 | | ! ERROR: model #4403 - split fail, faces: 146, s1/s2:102/44 | | ! ERROR: model #4408 - split fail, faces: 160, s1/s2:98/62 | | ! ERROR: model #4433 - split fail, faces: 160, s1/s2:33/127 | | ! ERROR: model #4436 - split fail, faces: 221, s1/s2:206/15 | | ! ERROR: model #4542 - split fail, faces: 266, s1/s2:247/19 | | ! ERROR: model #4542 - split fail, faces: 266, s1/s2:237/29 | | ! ERROR: model #4591 - split fail, faces: 207, s1/s2:190/17 | | ! ERROR: model #4614 - split fail, faces: 145, s1/s2:24/121 | | ! ERROR: model #4622 - split fail, faces: 192, s1/s2:154/38 | | ! ERROR: model #4630 - split fail, faces: 192, s1/s2:162/30 | | 4634 subdivisions. | | ! ERROR: subdiv #3871 has more than 4096 faces (10915) mem usage before clear pool: 2166617981 mem usage after clear pool: 1409150218 * New phase started: LIGHT: Implicit... * New phase started: LIGHT: LMaps... | Lighting... | | 0.501165 seconds * New phase started: LIGHT: Vertex... | Calculating... | | 4.002047 seconds | Transluenting... | Wating... * New phase started: LIGHT: Merging lightmaps... | | 0 lightmaps builded | Destroying deflectors... * New phase started: Merging geometry... | Processing... | | ! ERROR: subdiv #3871 has more than 4096 faces (10915) | | 4066 subdivisions. | | ! ERROR: subdiv #3331 has more than 4096 faces (10915) * New phase started: Converting to OGFs... | | ! ERROR: subdiv #3331 has more than 4096 faces (10915) | | 0: opt : v(249)-f(288) | | 0: cb : v(249)-f(288) | | 0: prog: v(249)-f(288) | | 0: strp: v(249)-f(288) | | 1: opt : v(406)-f(274) | | 1: cb : v(406)-f(274) | | 1: prog: v(406)-f(274) | | 1: strp: v(406)-f(274) | | 2: opt : v(1892)-f(1048) | | 2: cb : v(1892)-f(1048) | | 2: prog: v(1892)-f(1048) | | 2: strp: v(1892)-f(1048) | | 3: opt : v(92)-f(86) | | 3: cb : v(92)-f(86) | | 3: prog: v(92)-f(86) | | 3: strp: v(92)-f(86) | | 4: opt : v(1142)-f(1561) | | 4: cb : v(1142)-f(1561) | | 4: prog: v(1142)-f(1561) | | 4: strp: v(1142)-f(1561) | | 5: opt : v(384)-f(318) | | 5: cb : v(384)-f(318) | | 5: prog: v(384)-f(318) | | 5: strp: v(384)-f(318) | | 6: opt : v(280)-f(160) | | 6: cb : v(280)-f(160) | | 6: prog: v(280)-f(160) | | 6: strp: v(280)-f(160) | | 7: opt : v(138)-f(112) | | 7: cb : v(138)-f(112) | | 7: prog: v(138)-f(112) | | 7: strp: v(138)-f(112) | | 8: opt : v(122)-f(92) | | 8: cb : v(122)-f(92) | | 8: prog: v(122)-f(92) | | 8: strp: v(122)-f(92) | | 9: opt : v(51)-f(53) | | 9: cb : v(51)-f(53) | | 9: prog: v(51)-f(53) | | 9: strp: v(51)-f(53) | | 10: opt : v(212)-f(96) | | 10: cb : v(212)-f(96) | | 10: prog: v(212)-f(96) | | 10: strp: v(212)-f(96) | | 11: opt : v(452)-f(262) | | 11: cb : v(452)-f(262) | | 11: prog: v(452)-f(262) | | 11: strp: v(452)-f(262) | | 12: opt : v(323)-f(326) | | 12: cb : v(323)-f(326) | | 12: prog: v(323)-f(326) | | 12: strp: v(323)-f(326) | | 13: opt : v(1041)-f(1290) | | 13: cb : v(1041)-f(1290) | | 13: prog: v(1041)-f(1290) | | 13: strp: v(1041)-f(1290) | | 14: opt : v(610)-f(396) | | 14: cb : v(610)-f(396) | | 14: prog: v(610)-f(396) | | 14: strp: v(610)-f(396) | | 15: opt : v(293)-f(161) | | 15: cb : v(293)-f(161) | | 15: prog: v(293)-f(161) | | 15: strp: v(293)-f(161) | | 16: opt : v(308)-f(317) | | 16: cb : v(308)-f(317) | | 16: prog: v(308)-f(317) | | 16: strp: v(308)-f(317) | | 17: opt : v(240)-f(392) | | 17: cb : v(240)-f(392) | | 17: prog: v(240)-f(392) | | 17: strp: v(240)-f(392) | | 18: opt : v(112)-f(80) | | 18: cb : v(112)-f(80) | | 18: prog: v(112)-f(80) | | 18: strp: v(112)-f(80) | | 19: opt : v(240)-f(132) | | 19: cb : v(240)-f(132) | | 19: prog: v(240)-f(132) | | 19: strp: v(240)-f(132) | | 20: opt : v(2874)-f(1488) | | 20: cb : v(2874)-f(1488) | | 20: prog: v(2874)-f(1488) | | 20: strp: v(2874)-f(1488) | | 21: opt : v(84)-f(40) | | 21: cb : v(84)-f(40) | | 21: prog: v(84)-f(40) | | 21: strp: v(84)-f(40) | | 22: opt : v(160)-f(144) | | 22: cb : v(160)-f(144) | | 22: prog: v(160)-f(144) | | 22: strp: v(160)-f(144) | | 23: opt : v(25)-f(17) | | 23: cb : v(25)-f(17) | | 23: prog: v(25)-f(17) | | 23: strp: v(25)-f(17) | | 24: opt : v(793)-f(972) | | 24: cb : v(793)-f(972) | | 24: prog: v(793)-f(972) | | 24: strp: v(793)-f(972) | | 25: opt : v(76)-f(54) | | 25: cb : v(76)-f(54) | | 25: prog: v(76)-f(54) | | 25: strp: v(76)-f(54) | | 26: opt : v(187)-f(171) | | 26: cb : v(187)-f(171) | | 26: prog: v(187)-f(171) | | 26: strp: v(187)-f(171) | | 27: opt : v(652)-f(462) | | 27: cb : v(652)-f(462) | | 27: prog: v(652)-f(462) | | 27: strp: v(652)-f(462) | | 28: opt : v(210)-f(168) | | 28: cb : v(210)-f(168) | | 28: prog: v(210)-f(168) | | 28: strp: v(210)-f(168) | | 29: opt : v(418)-f(244) | | 29: cb : v(418)-f(244) | | 29: prog: v(418)-f(244) | | 29: strp: v(418)-f(244) | | 30: opt : v(176)-f(90) | | 30: cb : v(176)-f(90) | | 30: prog: v(176)-f(90) | | 30: strp: v(176)-f(90) | | 31: opt : v(38)-f(24) | | 31: cb : v(38)-f(24) | | 31: prog: v(38)-f(24) | | 31: strp: v(38)-f(24) | | 32: opt : v(210)-f(130) | | 32: cb : v(210)-f(130) | | 32: prog: v(210)-f(130) | | 32: strp: v(210)-f(130) | | 33: opt : v(282)-f(172) | | 33: cb : v(282)-f(172) | | 33: prog: v(282)-f(172) | | 33: strp: v(282)-f(172) | | 34: opt : v(182)-f(158) | | 34: cb : v(182)-f(158) | | 34: prog: v(182)-f(158) | | 34: strp: v(182)-f(158) | | 35: opt : v(35)-f(29) | | 35: cb : v(35)-f(29) | | 35: prog: v(35)-f(29) | | 35: strp: v(35)-f(29) | | 36: opt : v(63)-f(60) | | 36: cb : v(63)-f(60) | | 36: prog: v(63)-f(60) | | 36: strp: v(63)-f(60) | | 37: opt : v(300)-f(206) | | 37: cb : v(300)-f(206) | | 37: prog: v(300)-f(206) | | 37: strp: v(300)-f(206) | | 38: opt : v(965)-f(665) | | 38: cb : v(965)-f(665) | | 38: prog: v(965)-f(665) | | 38: strp: v(965)-f(665) | | 39: opt : v(1740)-f(1899) | | 39: cb : v(1740)-f(1899) | | 39: prog: v(1740)-f(1899) | | 39: strp: v(1740)-f(1899) | | 40: opt : v(258)-f(182) | | 40: cb : v(258)-f(182) | | 40: prog: v(258)-f(182) | | 40: strp: v(258)-f(182) | | 41: opt : v(42)-f(40) | | 41: cb : v(42)-f(40) | | 41: prog: v(42)-f(40) | | 41: strp: v(42)-f(40) | | 42: opt : v(180)-f(160) | | 42: cb : v(180)-f(160) | | 42: prog: v(180)-f(160) | | 42: strp: v(180)-f(160) | | 43: opt : v(48)-f(24) | | 43: cb : v(48)-f(24) | | 43: prog: v(48)-f(24) | | 43: strp: v(48)-f(24) | | 44: opt : v(405)-f(359) | | 44: cb : v(405)-f(359) | | 44: prog: v(405)-f(359) | | 44: strp: v(405)-f(359) | | 45: opt : v(1037)-f(900) | | 45: cb : v(1037)-f(900) | | 45: prog: v(1037)-f(900) | | 45: strp: v(1037)-f(900) | | 46: opt : v(192)-f(128) | | 46: cb : v(192)-f(128) | | 46: prog: v(192)-f(128) | | 46: strp: v(192)-f(128) | | 47: opt : v(26)-f(24) | | 47: cb : v(26)-f(24) | | 47: prog: v(26)-f(24) | | 47: strp: v(26)-f(24) | | 48: opt : v(62)-f(90) | | 48: cb : v(62)-f(90) | | 48: prog: v(62)-f(90) | | 48: strp: v(62)-f(90) | | 49: opt : v(1344)-f(872) | | 49: cb : v(1344)-f(872) | | 49: prog: v(1344)-f(872) | | 49: strp: v(1344)-f(872) | | 50: opt : v(90)-f(90) | | 50: cb : v(90)-f(90) | | 50: prog: v(90)-f(90) | | 50: strp: v(90)-f(90) | | 51: opt : v(36)-f(16) | | 51: cb : v(36)-f(16) | | 51: prog: v(36)-f(16) | | 51: strp: v(36)-f(16) | | 52: opt : v(88)-f(48) | | 52: cb : v(88)-f(48) | | 52: prog: v(88)-f(48) | | 52: strp: v(88)-f(48) | | 53: opt : v(53)-f(78) | | 53: cb : v(53)-f(78) | | 53: prog: v(53)-f(78) | | 53: strp: v(53)-f(78) | | 54: opt : v(1550)-f(1518) | | 54: cb : v(1550)-f(1518) | | 54: prog: v(1550)-f(1518) | | 54: strp: v(1550)-f(1518) | | 55: opt : v(372)-f(244) | | 55: cb : v(372)-f(244) | | 55: prog: v(372)-f(244) | | 55: strp: v(372)-f(244) | | 56: opt : v(20)-f(10) | | 56: cb : v(20)-f(10) | | 56: prog: v(20)-f(10) | | 56: strp: v(20)-f(10) | | 57: opt : v(333)-f(234) | | 57: cb : v(333)-f(234) | | 57: prog: v(333)-f(234) | | 57: strp: v(333)-f(234) | | 58: opt : v(49)-f(31) | | 58: cb : v(49)-f(31) | | 58: prog: v(49)-f(31) | | 58: strp: v(49)-f(31) | | 59: opt : v(87)-f(71) | | 59: cb : v(87)-f(71) | | 59: prog: v(87)-f(71) | | 59: strp: v(87)-f(71) | | 60: opt : v(12)-f(10) | | 60: cb : v(12)-f(10) | | 60: prog: v(12)-f(10) | | 60: strp: v(12)-f(10) | | 61: opt : v(7)-f(5) | | 61: cb : v(7)-f(5) | | 61: prog: v(7)-f(5) | | 61: strp: v(7)-f(5) | | 62: opt : v(29)-f(30) | | 62: cb : v(29)-f(30) | | 62: prog: v(29)-f(30) | | 62: strp: v(29)-f(30) | | 63: opt : v(102)-f(90) | | 63: cb : v(102)-f(90) | | 63: prog: v(102)-f(90) | | 63: strp: v(102)-f(90) | | 64: opt : v(48)-f(38) | | 64: cb : v(48)-f(38) | | 64: prog: v(48)-f(38) | | 64: strp: v(48)-f(38) | | 65: opt : v(17)-f(11) | | 65: cb : v(17)-f(11) | | 65: prog: v(17)-f(11) | | 65: strp: v(17)-f(11) | | 66: opt : v(25)-f(21) | | 66: cb : v(25)-f(21) | | 66: prog: v(25)-f(21) | | 66: strp: v(25)-f(21) | | 67: opt : v(7)-f(5) | | 67: cb : v(7)-f(5) | | 67: prog: v(7)-f(5) | | 67: strp: v(7)-f(5) | | 68: opt : v(18)-f(14) | | 68: cb : v(18)-f(14) | | 68: prog: v(18)-f(14) | | 68: strp: v(18)-f(14) | | 69: opt : v(6)-f(4) | | 69: cb : v(6)-f(4) | | 69: prog: v(6)-f(4) | | 69: strp: v(6)-f(4) | | 70: opt : v(6)-f(4) | | 70: cb : v(6)-f(4) | | 70: prog: v(6)-f(4) | | 70: strp: v(6)-f(4) | | 71: opt : v(444)-f(220) | | 71: cb : v(444)-f(220) | | 71: prog: v(444)-f(220) | | 71: strp: v(444)-f(220) | | 72: opt : v(160)-f(80) | | 72: cb : v(160)-f(80) | | 72: prog: v(160)-f(80) | | 72: strp: v(160)-f(80) | | 73: opt : v(320)-f(325) | | 73: cb : v(320)-f(325) | | 73: prog: v(320)-f(325) | | 73: strp: v(320)-f(325) | | 74: opt : v(881)-f(1414) | | 74: cb : v(881)-f(1414) | | 74: prog: v(881)-f(1414) | | 74: strp: v(881)-f(1414) | | 75: opt : v(385)-f(324) | | 75: cb : v(385)-f(324) | | 75: prog: v(385)-f(324) | | 75: strp: v(385)-f(324) | | 76: opt : v(336)-f(230) | | 76: cb : v(336)-f(230) | | 76: prog: v(336)-f(230) | | 76: strp: v(336)-f(230) | | 77: opt : v(88)-f(64) | | 77: cb : v(88)-f(64) | | 77: prog: v(88)-f(64) | | 77: strp: v(88)-f(64) | | 78: opt : v(116)-f(110) | | 78: cb : v(116)-f(110) | | 78: prog: v(116)-f(110) | | 78: strp: v(116)-f(110) | | 79: opt : v(72)-f(72) | | 79: cb : v(72)-f(72) | | 79: prog: v(72)-f(72) | | 79: strp: v(72)-f(72) | | 80: opt : v(1719)-f(1175) | | 80: cb : v(1719)-f(1175) | | 80: prog: v(1719)-f(1175) | | 80: strp: v(1719)-f(1175) | | 81: opt : v(233)-f(134) | | 81: cb : v(233)-f(134) | | 81: prog: v(233)-f(134) | | 81: strp: v(233)-f(134) | | 82: opt : v(236)-f(116) | | 82: cb : v(236)-f(116) | | 82: prog: v(236)-f(116) | | 82: strp: v(236)-f(116) | | 83: opt : v(914)-f(824) | | 83: cb : v(914)-f(824) | | 83: prog: v(914)-f(824) | | 83: strp: v(914)-f(824) | | 84: opt : v(372)-f(264) | | 84: cb : v(372)-f(264) | | 84: prog: v(372)-f(264) | | 84: strp: v(372)-f(264) | | 85: opt : v(118)-f(121) | | 85: cb : v(118)-f(121) | | 85: prog: v(118)-f(121) | | 85: strp: v(118)-f(121) | | 86: opt : v(386)-f(242) | | 86: cb : v(386)-f(242) | | 86: prog: v(386)-f(242) | | 86: strp: v(386)-f(242) | | 87: opt : v(120)-f(64) | | 87: cb : v(120)-f(64) | | 87: prog: v(120)-f(64) | | 87: strp: v(120)-f(64) | | 88: opt : v(498)-f(480) | | 88: cb : v(498)-f(480) | | 88: prog: v(498)-f(480) | | 88: strp: v(498)-f(480) | | 89: opt : v(550)-f(980) | | 89: cb : v(550)-f(980) | | 89: prog: v(550)-f(980) | | 89: strp: v(550)-f(980) | | 90: opt : v(192)-f(104) | | 90: cb : v(192)-f(104) | | 90: prog: v(192)-f(104) | | 90: strp: v(192)-f(104) | | 91: opt : v(208)-f(140) | | 91: cb : v(208)-f(140) | | 91: prog: v(208)-f(140) | | 91: strp: v(208)-f(140) | | 92: opt : v(596)-f(312) | | 92: cb : v(596)-f(312) | | 92: prog: v(596)-f(312) | | 92: strp: v(596)-f(312) | | 93: opt : v(627)-f(693) | | 93: cb : v(627)-f(693) | | 93: prog: v(627)-f(693) | | 93: strp: v(627)-f(693) | | 94: opt : v(1607)-f(1733) | | 94: cb : v(1607)-f(1733) | | 94: prog: v(1607)-f(1733) | | 94: strp: v(1607)-f(1733) | | 95: opt : v(785)-f(856) | | 95: cb : v(785)-f(856) | | 95: prog: v(785)-f(856) | | 95: strp: v(785)-f(856) | | 96: opt : v(1424)-f(1876) | | 96: cb : v(1424)-f(1876) | | 96: prog: v(1424)-f(1876) | | 96: strp: v(1424)-f(1876) | | 97: opt : v(1612)-f(1966) | | 97: cb : v(1612)-f(1966) | | 97: prog: v(1612)-f(1966) | | 97: strp: v(1612)-f(1966) | | 98: opt : v(144)-f(104) | | 98: cb : v(144)-f(104) | | 98: prog: v(144)-f(104) | | 98: strp: v(144)-f(104) | | 99: opt : v(424)-f(394) | | 99: cb : v(424)-f(394) | | 99: prog: v(424)-f(394) | | 99: strp: v(424)-f(394) | | 100: opt : v(595)-f(632) | | 100: cb : v(595)-f(632) | | 100: prog: v(595)-f(632) | | 100: strp: v(595)-f(632) | | 101: opt : v(871)-f(674) | | 101: cb : v(871)-f(674) | | 101: prog: v(871)-f(674) | | 101: strp: v(871)-f(674) | | 102: opt : v(480)-f(456) | | 102: cb : v(480)-f(456) | | 102: prog: v(480)-f(456) | | 102: strp: v(480)-f(456) | | 103: opt : v(190)-f(228) | | 103: cb : v(190)-f(228) | | 103: prog: v(190)-f(228) | | 103: strp: v(190)-f(228) | | 104: opt : v(179)-f(162) | | 104: cb : v(179)-f(162) | | 104: prog: v(179)-f(162) | | 104: strp: v(179)-f(162) | | 105: opt : v(143)-f(136) | | 105: cb : v(143)-f(136) | | 105: prog: v(143)-f(136) | | 105: strp: v(143)-f(136) | | 106: opt : v(1573)-f(1342) | | 106: cb : v(1573)-f(1342) | | 106: prog: v(1573)-f(1342) | | 106: strp: v(1573)-f(1342) | | 107: opt : v(2231)-f(1674) | | 107: cb : v(2231)-f(1674) | | 107: prog: v(2231)-f(1674) | | 107: strp: v(2231)-f(1674) | | 108: opt : v(1759)-f(1835) | | 108: cb : v(1759)-f(1835) | | 108: prog: v(1759)-f(1835) | | 108: strp: v(1759)-f(1835) | | 109: opt : v(532)-f(540) | | 109: cb : v(532)-f(540) | | 109: prog: v(532)-f(540) | | 109: strp: v(532)-f(540) | | 110: opt : v(3535)-f(2584) | | 110: cb : v(3535)-f(2584) | | 110: prog: v(3535)-f(2584) | | 110: strp: v(3535)-f(2584) | | 111: opt : v(1131)-f(1107) | | 111: cb : v(1131)-f(1107) | | 111: prog: v(1131)-f(1107) | | 111: strp: v(1131)-f(1107) | | 112: opt : v(562)-f(566) | | 112: cb : v(562)-f(566) | | 112: prog: v(562)-f(566) | | 112: strp: v(562)-f(566) | | 113: opt : v(132)-f(120) | | 113: cb : v(132)-f(120) | | 113: prog: v(132)-f(120) | | 113: strp: v(132)-f(120) | | 114: opt : v(106)-f(108) | | 114: cb : v(106)-f(108) | | 114: prog: v(106)-f(108) | | 114: strp: v(106)-f(108) | | 115: opt : v(159)-f(162) | | 115: cb : v(159)-f(162) | | 115: prog: v(159)-f(162) | | 115: strp: v(159)-f(162) | | 116: opt : v(204)-f(248) | | 116: cb : v(204)-f(248) | | 116: prog: v(204)-f(248) | | 116: strp: v(204)-f(248) | | 117: opt : v(158)-f(120) | | 117: cb : v(158)-f(120) | | 117: prog: v(158)-f(120) | | 117: strp: v(158)-f(120) | | 118: opt : v(186)-f(108) | | 118: cb : v(186)-f(108) | | 118: prog: v(186)-f(108) | | 118: strp: v(186)-f(108) | | 119: opt : v(3755)-f(2408) | | 119: cb : v(3755)-f(2408) | | 119: prog: v(3755)-f(2408) | | 119: strp: v(3755)-f(2408) | | 120: opt : v(3083)-f(1540) | | 120: cb : v(3083)-f(1540) | | 120: prog: v(3083)-f(1540) | | 120: strp: v(3083)-f(1540) | | 121: opt : v(2491)-f(1258) | | 121: cb : v(2491)-f(1258) | | 121: prog: v(2491)-f(1258) | | 121: strp: v(2491)-f(1258) | | 122: opt : v(124)-f(76) | | 122: cb : v(124)-f(76) | | 122: prog: v(124)-f(76) | | 122: strp: v(124)-f(76) | | 123: opt : v(112)-f(108) | | 123: cb : v(112)-f(108) | | 123: prog: v(112)-f(108) | | 123: strp: v(112)-f(108) | | 124: opt : v(266)-f(360) | | 124: cb : v(266)-f(360) | | 124: prog: v(266)-f(360) | | 124: strp: v(266)-f(360) | | 125: opt : v(1332)-f(1811) | | 125: cb : v(1332)-f(1811) | | 125: prog: v(1332)-f(1811) | | 125: strp: v(1332)-f(1811) | | 126: opt : v(1496)-f(1949) | | 126: cb : v(1496)-f(1949) | | 126: prog: v(1496)-f(1949) | | 126: strp: v(1496)-f(1949) | | 127: opt : v(2023)-f(1694) | | 127: cb : v(2023)-f(1694) | | 127: prog: v(2023)-f(1694) | | 127: strp: v(2023)-f(1694) | | 128: opt : v(931)-f(738) | | 128: cb : v(931)-f(738) | | 128: prog: v(931)-f(738) | | 128: strp: v(931)-f(738) | | 129: opt : v(144)-f(88) | | 129: cb : v(144)-f(88) | | 129: prog: v(144)-f(88) | | 129: strp: v(144)-f(88) | | 130: opt : v(617)-f(514) | | 130: cb : v(617)-f(514) | | 130: prog: v(617)-f(514) | | 130: strp: v(617)-f(514) | | 131: opt : v(82)-f(96) | | 131: cb : v(82)-f(96) | | 131: prog: v(82)-f(96) | | 131: strp: v(82)-f(96) | | 132: opt : v(120)-f(84) | | 132: cb : v(120)-f(84) | | 132: prog: v(120)-f(84) | | 132: strp: v(120)-f(84) | | 133: opt : v(133)-f(99) | | 133: cb : v(133)-f(99) | | 133: prog: v(133)-f(99) | | 133: strp: v(133)-f(99) | | 134: opt : v(129)-f(99) | | 134: cb : v(129)-f(99) | | 134: prog: v(129)-f(99) | | 134: strp: v(129)-f(99) | | 135: opt : v(342)-f(294) | | 135: cb : v(342)-f(294) | | 135: prog: v(342)-f(294) | | 135: strp: v(342)-f(294) | | 136: opt : v(288)-f(224) | | 136: cb : v(288)-f(224) | | 136: prog: v(288)-f(224) | | 136: strp: v(288)-f(224) | | 137: opt : v(235)-f(187) | | 137: cb : v(235)-f(187) | | 137: prog: v(235)-f(187) | | 137: strp: v(235)-f(187) | | 138: opt : v(156)-f(124) | | 138: cb : v(156)-f(124) | | 138: prog: v(156)-f(124) | | 138: strp: v(156)-f(124) | | 139: opt : v(170)-f(160) | | 139: cb : v(170)-f(160) | | 139: prog: v(170)-f(160) | | 139: strp: v(170)-f(160) | | 140: opt : v(170)-f(160) | | 140: cb : v(170)-f(160) | | 140: prog: v(170)-f(160) | | 140: strp: v(170)-f(160) | | 141: opt : v(134)-f(140) | | 141: cb : v(134)-f(140) | | 141: prog: v(134)-f(140) | | 141: strp: v(134)-f(140) | | 142: opt : v(134)-f(140) | | 142: cb : v(134)-f(140) | | 142: prog: v(134)-f(140) | | 142: strp: v(134)-f(140) | | 143: opt : v(310)-f(265) | | 143: cb : v(310)-f(265) | | 143: prog: v(310)-f(265) | | 143: strp: v(310)-f(265) | | 144: opt : v(572)-f(534) | | 144: cb : v(572)-f(534) | | 144: prog: v(572)-f(534) | | 144: strp: v(572)-f(534) | | 145: opt : v(797)-f(897) | | 145: cb : v(797)-f(897) | | 145: prog: v(797)-f(897) | | 145: strp: v(797)-f(897) | | 146: opt : v(132)-f(68) | | 146: cb : v(132)-f(68) | | 146: prog: v(132)-f(68) | | 146: strp: v(132)-f(68) | | 147: opt : v(240)-f(120) | | 147: cb : v(240)-f(120) | | 147: prog: v(240)-f(120) | | 147: strp: v(240)-f(120) | | 148: opt : v(190)-f(106) | | 148: cb : v(190)-f(106) | | 148: prog: v(190)-f(106) | | 148: strp: v(190)-f(106) | | 149: opt : v(192)-f(128) | | 149: cb : v(192)-f(128) | | 149: prog: v(192)-f(128) | | 149: strp: v(192)-f(128) | | 150: opt : v(1546)-f(882) | | 150: cb : v(1546)-f(882) | | 150: prog: v(1546)-f(882) | | 150: strp: v(1546)-f(882) | | 151: opt : v(945)-f(517) | | 151: cb : v(945)-f(517) | | 151: prog: v(945)-f(517) | | 151: strp: v(945)-f(517) | | 152: opt : v(1815)-f(1173) | | 152: cb : v(1815)-f(1173) | | 152: prog: v(1815)-f(1173) | | 152: strp: v(1815)-f(1173) | | 153: opt : v(1586)-f(876) | | 153: cb : v(1586)-f(876) | | 153: prog: v(1586)-f(876) | | 153: strp: v(1586)-f(876) | | 154: opt : v(930)-f(534) | | 154: cb : v(930)-f(534) | | 154: prog: v(930)-f(534) | | 154: strp: v(930)-f(534) | | 155: opt : v(1334)-f(798) | | 155: cb : v(1334)-f(798) | | 155: prog: v(1334)-f(798) | | 155: strp: v(1334)-f(798) | | 156: opt : v(910)-f(524) | | 156: cb : v(910)-f(524) | | 156: prog: v(910)-f(524) | | 156: strp: v(910)-f(524) | | 157: opt : v(101)-f(114) | | 157: cb : v(101)-f(114) | | 157: prog: v(101)-f(114) | | 157: strp: v(101)-f(114) | | 158: opt : v(590)-f(464) | | 158: cb : v(590)-f(464) | | 158: prog: v(590)-f(464) | | 158: strp: v(590)-f(464) | | 159: opt : v(456)-f(648) | | 159: cb : v(456)-f(648) | | 159: prog: v(456)-f(648) | | 159: strp: v(456)-f(648) | | 160: opt : v(320)-f(325) | | 160: cb : v(320)-f(325) | | 160: prog: v(320)-f(325) | | 160: strp: v(320)-f(325) | | 161: opt : v(517)-f(790) | | 161: cb : v(517)-f(790) | | 161: prog: v(517)-f(790) | | 161: strp: v(517)-f(790) | | 162: opt : v(534)-f(804) | | 162: cb : v(534)-f(804) | | 162: prog: v(534)-f(804) | | 162: strp: v(534)-f(804) | | 163: opt : v(519)-f(790) | | 163: cb : v(519)-f(790) | | 163: prog: v(519)-f(790) | | 163: strp: v(519)-f(790) | | 164: opt : v(54)-f(64) | | 164: cb : v(54)-f(64) | | 164: prog: v(54)-f(64) | | 164: strp: v(54)-f(64) | | 165: opt : v(418)-f(272) | | 165: cb : v(418)-f(272) | | 165: prog: v(418)-f(272) | | 165: strp: v(418)-f(272) | | 166: opt : v(1998)-f(1601) | | 166: cb : v(1998)-f(1601) | | 166: prog: v(1998)-f(1601) | | 166: strp: v(1998)-f(1601) | | 167: opt : v(187)-f(151) | | 167: cb : v(187)-f(151) | | 167: prog: v(187)-f(151) | | 167: strp: v(187)-f(151) | | 168: opt : v(279)-f(253) | | 168: cb : v(279)-f(253) | | 168: prog: v(279)-f(253) | | 168: strp: v(279)-f(253) | | 169: opt : v(290)-f(245) | | 169: cb : v(290)-f(245) | | 169: prog: v(290)-f(245) | | 169: strp: v(290)-f(245) | | 170: opt : v(242)-f(212) | | 170: cb : v(242)-f(212) | | 170: prog: v(242)-f(212) | | 170: strp: v(242)-f(212) | | 171: opt : v(480)-f(408) | | 171: cb : v(480)-f(408) | | 171: prog: v(480)-f(408) | | 171: strp: v(480)-f(408) | | 172: opt : v(732)-f(372) | | 172: cb : v(732)-f(372) | | 172: prog: v(732)-f(372) | | 172: strp: v(732)-f(372) | | 173: opt : v(1576)-f(1072) | | 173: cb : v(1576)-f(1072) | | 173: prog: v(1576)-f(1072) | | 173: strp: v(1576)-f(1072) | | 174: opt : v(1550)-f(902) | | 174: cb : v(1550)-f(902) | | 174: prog: v(1550)-f(902) | | 174: strp: v(1550)-f(902) | | 175: opt : v(613)-f(580) | | 175: cb : v(613)-f(580) | | 175: prog: v(613)-f(580) | | 175: strp: v(613)-f(580) | | 176: opt : v(839)-f(753) | | 176: cb : v(839)-f(753) | | 176: prog: v(839)-f(753) | | 176: strp: v(839)-f(753) | | 177: opt : v(437)-f(375) | | 177: cb : v(437)-f(375) | | 177: prog: v(437)-f(375) | | 177: strp: v(437)-f(375) | | 178: opt : v(242)-f(266) | | 178: cb : v(242)-f(266) | | 178: prog: v(242)-f(266) | | 178: strp: v(242)-f(266) | | 179: opt : v(702)-f(388) | | 179: cb : v(702)-f(388) | | 179: prog: v(702)-f(388) | | 179: strp: v(702)-f(388) | | 180: opt : v(872)-f(490) | | 180: cb : v(872)-f(490) | | 180: prog: v(872)-f(490) | | 180: strp: v(872)-f(490) | | 181: opt : v(2071)-f(1638) | | 181: cb : v(2071)-f(1638) | | 181: prog: v(2071)-f(1638) | | 181: strp: v(2071)-f(1638) | | 182: opt : v(142)-f(134) | | 182: cb : v(142)-f(134) | | 182: prog: v(142)-f(134) | | 182: strp: v(142)-f(134) | | 183: opt : v(288)-f(180) | | 183: cb : v(288)-f(180) | | 183: prog: v(288)-f(180) | | 183: strp: v(288)-f(180) | | 184: opt : v(409)-f(342) | | 184: cb : v(409)-f(342) | | 184: prog: v(409)-f(342) | | 184: strp: v(409)-f(342) | | 185: opt : v(872)-f(732) | | 185: cb : v(872)-f(732) | | 185: prog: v(872)-f(732) | | 185: strp: v(872)-f(732) | | 186: opt : v(203)-f(212) | | 186: cb : v(203)-f(212) | | 186: prog: v(203)-f(212) | | 186: strp: v(203)-f(212) | | 187: opt : v(2220)-f(2119) | | 187: cb : v(2220)-f(2119) | | 187: prog: v(2220)-f(2119) | | 187: strp: v(2220)-f(2119) | | 188: opt : v(183)-f(178) | | 188: cb : v(183)-f(178) | | 188: prog: v(183)-f(178) | | 188: strp: v(183)-f(178) | | 189: opt : v(1178)-f(842) | | 189: cb : v(1178)-f(842) | | 189: prog: v(1178)-f(842) | | 189: strp: v(1178)-f(842) | | 190: opt : v(1298)-f(1508) | | 190: cb : v(1298)-f(1508) | | 190: prog: v(1298)-f(1508) | | 190: strp: v(1298)-f(1508) | | 191: opt : v(163)-f(128) | | 191: cb : v(163)-f(128) | | 191: prog: v(163)-f(128) | | 191: strp: v(163)-f(128) | | 192: opt : v(1453)-f(1491) | | 192: cb : v(1453)-f(1491) | | 192: prog: v(1453)-f(1491) | | 192: strp: v(1453)-f(1491) | | 193: opt : v(106)-f(115) | | 193: cb : v(106)-f(115) | | 193: prog: v(106)-f(115) | | 193: strp: v(106)-f(115) | | 194: opt : v(269)-f(207) | | 194: cb : v(269)-f(207) | | 194: prog: v(269)-f(207) | | 194: strp: v(269)-f(207) | | 195: opt : v(412)-f(642) | | 195: cb : v(412)-f(642) | | 195: prog: v(412)-f(642) | | 195: strp: v(412)-f(642) | | 196: opt : v(193)-f(217) | | 196: cb : v(193)-f(217) | | 196: prog: v(193)-f(217) | | 196: strp: v(193)-f(217) | | 197: opt : v(126)-f(143) | | 197: cb : v(126)-f(143) | | 197: prog: v(126)-f(143) | | 197: strp: v(126)-f(143) | | 198: opt : v(1442)-f(1242) | | 198: cb : v(1442)-f(1242) | | 198: prog: v(1442)-f(1242) | | 198: strp: v(1442)-f(1242) | | 199: opt : v(287)-f(288) | | 199: cb : v(287)-f(288) | | 199: prog: v(287)-f(288) | | 199: strp: v(287)-f(288) | | 200: opt : v(92)-f(72) | | 200: cb : v(92)-f(72) | | 200: prog: v(92)-f(72) | | 200: strp: v(92)-f(72) | | 201: opt : v(138)-f(124) | | 201: cb : v(138)-f(124) | | 201: prog: v(138)-f(124) | | 201: strp: v(138)-f(124) | | 202: opt : v(309)-f(246) | | 202: cb : v(309)-f(246) | | 202: prog: v(309)-f(246) | | 202: strp: v(309)-f(246) | | 203: opt : v(503)-f(568) | | 203: cb : v(503)-f(568) | | 203: prog: v(503)-f(568) | | 203: strp: v(503)-f(568) | | 204: opt : v(338)-f(230) | | 204: cb : v(338)-f(230) | | 204: prog: v(338)-f(230) | | 204: strp: v(338)-f(230) | | 205: opt : v(1243)-f(1664) | | 205: cb : v(1243)-f(1664) | | 205: prog: v(1243)-f(1664) | | 205: strp: v(1243)-f(1664) | | 206: opt : v(852)-f(1160) | | 206: cb : v(852)-f(1160) | | 206: prog: v(852)-f(1160) | | 206: strp: v(852)-f(1160) | | 207: opt : v(302)-f(430) | | 207: cb : v(302)-f(430) | | 207: prog: v(302)-f(430) | | 207: strp: v(302)-f(430) | | 208: opt : v(311)-f(428) | | 208: cb : v(311)-f(428) | | 208: prog: v(311)-f(428) | | 208: strp: v(311)-f(428) | | 209: opt : v(350)-f(318) | | 209: cb : v(350)-f(318) | | 209: prog: v(350)-f(318) | | 209: strp: v(350)-f(318) | | 210: opt : v(2047)-f(1953) | | 210: cb : v(2047)-f(1953) | | 210: prog: v(2047)-f(1953) | | 210: strp: v(2047)-f(1953) | | 211: opt : v(2343)-f(1538) | | 211: cb : v(2343)-f(1538) | | 211: prog: v(2343)-f(1538) | | 211: strp: v(2343)-f(1538) | | 212: opt : v(740)-f(483) | | 212: cb : v(740)-f(483) | | 212: prog: v(740)-f(483) | | 212: strp: v(740)-f(483) | | 213: opt : v(714)-f(684) | | 213: cb : v(714)-f(684) | | 213: prog: v(714)-f(684) | | 213: strp: v(714)-f(684) | | 214: opt : v(3146)-f(2684) | | 214: cb : v(3146)-f(2684) | | 214: prog: v(3146)-f(2684) | | 214: strp: v(3146)-f(2684) | | 215: opt : v(99)-f(104) | | 215: cb : v(99)-f(104) | | 215: prog: v(99)-f(104) | | 215: strp: v(99)-f(104) | | 216: opt : v(297)-f(312) | | 216: cb : v(297)-f(312) | | 216: prog: v(297)-f(312) | | 216: strp: v(297)-f(312) | | 217: opt : v(495)-f(520) | | 217: cb : v(495)-f(520) | | 217: prog: v(495)-f(520) | | 217: strp: v(495)-f(520) | | 218: opt : v(1209)-f(818) | | 218: cb : v(1209)-f(818) | | 218: prog: v(1209)-f(818) | | 218: strp: v(1209)-f(818) | | 219: opt : v(2253)-f(1649) | | 219: cb : v(2253)-f(1649) | | 219: prog: v(2253)-f(1649) | | 219: strp: v(2253)-f(1649) | | 220: opt : v(2639)-f(1917) | | 220: cb : v(2639)-f(1917) | | 220: prog: v(2639)-f(1917) | | 220: strp: v(2639)-f(1917) | | 221: opt : v(353)-f(253) | | 221: cb : v(353)-f(253) | | 221: prog: v(353)-f(253) | | 221: strp: v(353)-f(253) | | 222: opt : v(671)-f(501) | | 222: cb : v(671)-f(501) | | 222: prog: v(671)-f(501) | | 222: strp: v(671)-f(501) | | 223: opt : v(182)-f(124) | | 223: cb : v(182)-f(124) | | 223: prog: v(182)-f(124) | | 223: strp: v(182)-f(124) | | 224: opt : v(317)-f(342) | | 224: cb : v(317)-f(342) | | 224: prog: v(317)-f(342) | | 224: strp: v(317)-f(342) | | 225: opt : v(1970)-f(2046) | | 225: cb : v(1970)-f(2046) | | 225: prog: v(1970)-f(2046) | | 225: strp: v(1970)-f(2046) | | 226: opt : v(260)-f(258) | | 226: cb : v(260)-f(258) | | 226: prog: v(260)-f(258) | | 226: strp: v(260)-f(258) | | 227: opt : v(210)-f(248) | | 227: cb : v(210)-f(248) | | 227: prog: v(210)-f(248) | | 227: strp: v(210)-f(248) | | 228: opt : v(209)-f(248) | | 228: cb : v(209)-f(248) | | 228: prog: v(209)-f(248) | | 228: strp: v(209)-f(248) | | 229: opt : v(327)-f(205) | | 229: cb : v(327)-f(205) | | 229: prog: v(327)-f(205) | | 229: strp: v(327)-f(205) | | 230: opt : v(243)-f(266) | | 230: cb : v(243)-f(266) | | 230: prog: v(243)-f(266) | | 230: strp: v(243)-f(266) | | 231: opt : v(346)-f(328) | | 231: cb : v(346)-f(328) | | 231: prog: v(346)-f(328) | | 231: strp: v(346)-f(328) | | 232: opt : v(346)-f(328) | | 232: cb : v(346)-f(328) | | 232: prog: v(346)-f(328) | | 232: strp: v(346)-f(328) | | 233: opt : v(158)-f(120) | | 233: cb : v(158)-f(120) | | 233: prog: v(158)-f(120) | | 233: strp: v(158)-f(120) | | 234: opt : v(158)-f(120) | | 234: cb : v(158)-f(120) | | 234: prog: v(158)-f(120) | | 234: strp: v(158)-f(120) | | 235: opt : v(186)-f(108) | | 235: cb : v(186)-f(108) | | 235: prog: v(186)-f(108) | | 235: strp: v(186)-f(108) | | 236: opt : v(182)-f(106) | | 236: cb : v(182)-f(106) | | 236: prog: v(182)-f(106) | | 236: strp: v(182)-f(106) | | 237: opt : v(4530)-f(2264) | | 237: cb : v(4530)-f(2264) | | 237: prog: v(4530)-f(2264) | | 237: strp: v(4530)-f(2264) | | 238: opt : v(147)-f(145) | | 238: cb : v(147)-f(145) | | 238: prog: v(147)-f(145) | | 238: strp: v(147)-f(145) | | 239: opt : v(189)-f(159) | | 239: cb : v(189)-f(159) | | 239: prog: v(189)-f(159) | | 239: strp: v(189)-f(159) | | 240: opt : v(171)-f(216) | | 240: cb : v(171)-f(216) | | 240: prog: v(171)-f(216) | | 240: strp: v(171)-f(216) | | 241: opt : v(171)-f(216) | | 241: cb : v(171)-f(216) | | 241: prog: v(171)-f(216) | | 241: strp: v(171)-f(216) | | 242: opt : v(5181)-f(2571) | | 242: cb : v(5181)-f(2571) | | 242: prog: v(5181)-f(2571) | | 242: strp: v(5181)-f(2571) | | 243: opt : v(155)-f(148) | | 243: cb : v(155)-f(148) | | 243: prog: v(155)-f(148) | | 243: strp: v(155)-f(148) | | 244: opt : v(155)-f(148) | | 244: cb : v(155)-f(148) | | 244: prog: v(155)-f(148) | | 244: strp: v(155)-f(148) | | 245: opt : v(155)-f(148) | | 245: cb : v(155)-f(148) | | 245: prog: v(155)-f(148) | | 245: strp: v(155)-f(148) | | 246: opt : v(155)-f(148) | | 246: cb : v(155)-f(148) | | 246: prog: v(155)-f(148) | | 246: strp: v(155)-f(148) | | 247: opt : v(1063)-f(1586) | | 247: cb : v(1063)-f(1586) | | 247: prog: v(1063)-f(1586) | | 247: strp: v(1063)-f(1586) | | 248: opt : v(1347)-f(1311) | | 248: cb : v(1347)-f(1311) | | 248: prog: v(1347)-f(1311) | | 248: strp: v(1347)-f(1311) | | 249: opt : v(1570)-f(1569) | | 249: cb : v(1570)-f(1569) | | 249: prog: v(1570)-f(1569) | | 249: strp: v(1570)-f(1569) | | 250: opt : v(130)-f(84) | | 250: cb : v(130)-f(84) | | 250: prog: v(130)-f(84) | | 250: strp: v(130)-f(84) | | 251: opt : v(127)-f(84) | | 251: cb : v(127)-f(84) | | 251: prog: v(127)-f(84) | | 251: strp: v(127)-f(84) | | 252: opt : v(3068)-f(1855) | | 252: cb : v(3068)-f(1855) | | 252: prog: v(3068)-f(1855) | | 252: strp: v(3068)-f(1855) | | 253: opt : v(1427)-f(1248) | | 253: cb : v(1427)-f(1248) | | 253: prog: v(1427)-f(1248) | | 253: strp: v(1427)-f(1248) | | 254: opt : v(1818)-f(1574) | | 254: cb : v(1818)-f(1574) | | 254: prog: v(1818)-f(1574) | | 254: strp: v(1818)-f(1574) | | 255: opt : v(3057)-f(1930) | | 255: cb : v(3057)-f(1930) | | 255: prog: v(3057)-f(1930) | | 255: strp: v(3057)-f(1930) | | 256: opt : v(336)-f(298) | | 256: cb : v(336)-f(298) | | 256: prog: v(336)-f(298) | | 256: strp: v(336)-f(298) | | 257: opt : v(389)-f(332) | | 257: cb : v(389)-f(332) | | 257: prog: v(389)-f(332) | | 257: strp: v(389)-f(332) | | 258: opt : v(384)-f(398) | | 258: cb : v(384)-f(398) | | 258: prog: v(384)-f(398) | | 258: strp: v(384)-f(398) | | 259: opt : v(466)-f(398) | | 259: cb : v(466)-f(398) | | 259: prog: v(466)-f(398) | | 259: strp: v(466)-f(398) | | 260: opt : v(2278)-f(1778) | | 260: cb : v(2278)-f(1778) | | 260: prog: v(2278)-f(1778) | | 260: strp: v(2278)-f(1778) | | 261: opt : v(2278)-f(1778) | | 261: cb : v(2278)-f(1778) | | 261: prog: v(2278)-f(1778) | | 261: strp: v(2278)-f(1778) | | 262: opt : v(240)-f(120) | | 262: cb : v(240)-f(120) | | 262: prog: v(240)-f(120) | | 262: strp: v(240)-f(120) | | 263: opt : v(192)-f(96) | | 263: cb : v(192)-f(96) | | 263: prog: v(192)-f(96) | | 263: strp: v(192)-f(96) | | 264: opt : v(1785)-f(1320) | | 264: cb : v(1785)-f(1320) | | 264: prog: v(1785)-f(1320) | | 264: strp: v(1785)-f(1320) | | 265: opt : v(186)-f(180) | | 265: cb : v(186)-f(180) | | 265: prog: v(186)-f(180) | | 265: strp: v(186)-f(180) | | 266: opt : v(212)-f(204) | | 266: cb : v(212)-f(204) | | 266: prog: v(212)-f(204) | | 266: strp: v(212)-f(204) | | 267: opt : v(96)-f(98) | | 267: cb : v(96)-f(98) | | 267: prog: v(96)-f(98) | | 267: strp: v(96)-f(98) | | 268: opt : v(2272)-f(1912) | | 268: cb : v(2272)-f(1912) | | 268: prog: v(2272)-f(1912) | | 268: strp: v(2272)-f(1912) | | 269: opt : v(2262)-f(1456) | | 269: cb : v(2262)-f(1456) | | 269: prog: v(2262)-f(1456) | | 269: strp: v(2262)-f(1456) | | 270: opt : v(610)-f(464) | | 270: cb : v(610)-f(464) | | 270: prog: v(610)-f(464) | | 270: strp: v(610)-f(464) | | 271: opt : v(396)-f(416) | | 271: cb : v(396)-f(416) | | 271: prog: v(396)-f(416) | | 271: strp: v(396)-f(416) | | 272: opt : v(536)-f(804) | | 272: cb : v(536)-f(804) | | 272: prog: v(536)-f(804) | | 272: strp: v(536)-f(804) | | 273: opt : v(513)-f(493) | | 273: cb : v(513)-f(493) | | 273: prog: v(513)-f(493) | | 273: strp: v(513)-f(493) | | 274: opt : v(182)-f(144) | | 274: cb : v(182)-f(144) | | 274: prog: v(182)-f(144) | | 274: strp: v(182)-f(144) | | 275: opt : v(54)-f(64) | | 275: cb : v(54)-f(64) | | 275: prog: v(54)-f(64) | | 275: strp: v(54)-f(64) | | 276: opt : v(188)-f(144) | | 276: cb : v(188)-f(144) | | 276: prog: v(188)-f(144) | | 276: strp: v(188)-f(144) | | 277: opt : v(523)-f(727) | | 277: cb : v(523)-f(727) | | 277: prog: v(523)-f(727) | | 277: strp: v(523)-f(727) | | 278: opt : v(525)-f(727) | | 278: cb : v(525)-f(727) | | 278: prog: v(525)-f(727) | | 278: strp: v(525)-f(727) | | 279: opt : v(231)-f(286) | | 279: cb : v(231)-f(286) | | 279: prog: v(231)-f(286) | | 279: strp: v(231)-f(286) | | 280: opt : v(231)-f(286) | | 280: cb : v(231)-f(286) | | 280: prog: v(231)-f(286) | | 280: strp: v(231)-f(286) | | 281: opt : v(462)-f(572) | | 281: cb : v(462)-f(572) | | 281: prog: v(462)-f(572) | | 281: strp: v(462)-f(572) | | 282: opt : v(574)-f(556) | | 282: cb : v(574)-f(556) | | 282: prog: v(574)-f(556) | | 282: strp: v(574)-f(556) | | 283: opt : v(118)-f(149) | | 283: cb : v(118)-f(149) | | 283: prog: v(118)-f(149) | | 283: strp: v(118)-f(149) | | 284: opt : v(360)-f(344) | | 284: cb : v(360)-f(344) | | 284: prog: v(360)-f(344) | | 284: strp: v(360)-f(344) | | 285: opt : v(810)-f(609) | | 285: cb : v(810)-f(609) | | 285: prog: v(810)-f(609) | | 285: strp: v(810)-f(609) | | 286: opt : v(762)-f(698) | | 286: cb : v(762)-f(698) | | 286: prog: v(762)-f(698) | | 286: strp: v(762)-f(698) | | 287: opt : v(2053)-f(1739) | | 287: cb : v(2053)-f(1739) | | 287: prog: v(2053)-f(1739) | | 287: strp: v(2053)-f(1739) | | 288: opt : v(1766)-f(1950) | | 288: cb : v(1766)-f(1950) | | 288: prog: v(1766)-f(1950) | | 288: strp: v(1766)-f(1950) | | 289: opt : v(880)-f(684) | | 289: cb : v(880)-f(684) | | 289: prog: v(880)-f(684) | | 289: strp: v(880)-f(684) | | 290: opt : v(232)-f(148) | | 290: cb : v(232)-f(148) | | 290: prog: v(232)-f(148) | | 290: strp: v(232)-f(148) | | 291: opt : v(1055)-f(1438) | | 291: cb : v(1055)-f(1438) | | 291: prog: v(1055)-f(1438) | | 291: strp: v(1055)-f(1438) | | 292: opt : v(877)-f(1414) | | 292: cb : v(877)-f(1414) | | 292: prog: v(877)-f(1414) | | 292: strp: v(877)-f(1414) | | 293: opt : v(306)-f(360) | | 293: cb : v(306)-f(360) | | 293: prog: v(306)-f(360) | | 293: strp: v(306)-f(360) | | 294: opt : v(808)-f(544) | | 294: cb : v(808)-f(544) | | 294: prog: v(808)-f(544) | | 294: strp: v(808)-f(544) | | 295: opt : v(2344)-f(1446) | | 295: cb : v(2344)-f(1446) | | 295: prog: v(2344)-f(1446) | | 295: strp: v(2344)-f(1446) | | 296: opt : v(1012)-f(744) | | 296: cb : v(1012)-f(744) | | 296: prog: v(1012)-f(744) | | 296: strp: v(1012)-f(744) | | 297: opt : v(2024)-f(1488) | | 297: cb : v(2024)-f(1488) | | 297: prog: v(2024)-f(1488) | | 297: strp: v(2024)-f(1488) | | 298: opt : v(2024)-f(1488) | | 298: cb : v(2024)-f(1488) | | 298: prog: v(2024)-f(1488) | | 298: strp: v(2024)-f(1488) | | 299: opt : v(1012)-f(744) | | 299: cb : v(1012)-f(744) | | 299: prog: v(1012)-f(744) | | 299: strp: v(1012)-f(744) | | 300: opt : v(232)-f(144) | | 300: cb : v(232)-f(144) | | 300: prog: v(232)-f(144) | | 300: strp: v(232)-f(144) | | 301: opt : v(464)-f(288) | | 301: cb : v(464)-f(288) | | 301: prog: v(464)-f(288) | | 301: strp: v(464)-f(288) | | 302: opt : v(464)-f(288) | | 302: cb : v(464)-f(288) | | 302: prog: v(464)-f(288) | | 302: strp: v(464)-f(288) | | 303: opt : v(232)-f(144) | | 303: cb : v(232)-f(144) | | 303: prog: v(232)-f(144) | | 303: strp: v(232)-f(144) | | 304: opt : v(416)-f(288) | | 304: cb : v(416)-f(288) | | 304: prog: v(416)-f(288) | | 304: strp: v(416)-f(288) | | 305: opt : v(104)-f(72) | | 305: cb : v(104)-f(72) | | 305: prog: v(104)-f(72) | | 305: strp: v(104)-f(72) | | 306: opt : v(2061)-f(1242) | | 306: cb : v(2061)-f(1242) | | 306: prog: v(2061)-f(1242) | | 306: strp: v(2061)-f(1242) | | 307: opt : v(514)-f(304) | | 307: cb : v(514)-f(304) | | 307: prog: v(514)-f(304) | | 307: strp: v(514)-f(304) | | 308: opt : v(718)-f(410) | | 308: cb : v(718)-f(410) | | 308: prog: v(718)-f(410) | | 308: strp: v(718)-f(410) | | 309: opt : v(238)-f(237) | | 309: cb : v(238)-f(237) | | 309: prog: v(238)-f(237) | | 309: strp: v(238)-f(237) | | 310: opt : v(365)-f(225) | | 310: cb : v(365)-f(225) | | 310: prog: v(365)-f(225) | | 310: strp: v(365)-f(225) | | 311: opt : v(611)-f(580) | | 311: cb : v(611)-f(580) | | 311: prog: v(611)-f(580) | | 311: strp: v(611)-f(580) | | 312: opt : v(676)-f(378) | | 312: cb : v(676)-f(378) | | 312: prog: v(676)-f(378) | | 312: strp: v(676)-f(378) | | 313: opt : v(181)-f(138) | | 313: cb : v(181)-f(138) | | 313: prog: v(181)-f(138) | | 313: strp: v(181)-f(138) | | 314: opt : v(370)-f(350) | | 314: cb : v(370)-f(350) | | 314: prog: v(370)-f(350) | | 314: strp: v(370)-f(350) | | 315: opt : v(674)-f(534) | | 315: cb : v(674)-f(534) | | 315: prog: v(674)-f(534) | | 315: strp: v(674)-f(534) | | 316: opt : v(863)-f(694) | | 316: cb : v(863)-f(694) | | 316: prog: v(863)-f(694) | | 316: strp: v(863)-f(694) | | 317: opt : v(1537)-f(1228) | | 317: cb : v(1537)-f(1228) | | 317: prog: v(1537)-f(1228) | | 317: strp: v(1537)-f(1228) | | 318: opt : v(1726)-f(1388) | | 318: cb : v(1726)-f(1388) | | 318: prog: v(1726)-f(1388) | | 318: strp: v(1726)-f(1388) | | 319: opt : v(863)-f(694) | | 319: cb : v(863)-f(694) | | 319: prog: v(863)-f(694) | | 319: strp: v(863)-f(694) | | 320: opt : v(244)-f(266) | | 320: cb : v(244)-f(266) | | 320: prog: v(244)-f(266) | | 320: strp: v(244)-f(266) | | 321: opt : v(243)-f(266) | | 321: cb : v(243)-f(266) | | 321: prog: v(243)-f(266) | | 321: strp: v(243)-f(266) | | 322: opt : v(97)-f(100) | | 322: cb : v(97)-f(100) | | 322: prog: v(97)-f(100) | | 322: strp: v(97)-f(100) | | 323: opt : v(148)-f(92) | | 323: cb : v(148)-f(92) | | 323: prog: v(148)-f(92) | | 323: strp: v(148)-f(92) | | 324: opt : v(2287)-f(1790) | | 324: cb : v(2287)-f(1790) | | 324: prog: v(2287)-f(1790) | | 324: strp: v(2287)-f(1790) | | 325: opt : v(2560)-f(2014) | | 325: cb : v(2560)-f(2014) | | 325: prog: v(2560)-f(2014) | | 325: strp: v(2560)-f(2014) | | 326: opt : v(3593)-f(2582) | | 326: cb : v(3593)-f(2582) | | 326: prog: v(3593)-f(2582) | | 326: strp: v(3593)-f(2582) | | 327: opt : v(1715)-f(986) | | 327: cb : v(1715)-f(986) | | 327: prog: v(1715)-f(986) | | 327: strp: v(1715)-f(986) | | 328: opt : v(375)-f(229) | | 328: cb : v(375)-f(229) | | 328: prog: v(375)-f(229) | | 328: strp: v(375)-f(229) | | 329: opt : v(102)-f(94) | | 329: cb : v(102)-f(94) | | 329: prog: v(102)-f(94) | | 329: strp: v(102)-f(94) | | 330: opt : v(216)-f(104) | | 330: cb : v(216)-f(104) | | 330: prog: v(216)-f(104) | | 330: strp: v(216)-f(104) | | 331: opt : v(496)-f(244) | | 331: cb : v(496)-f(244) | | 331: prog: v(496)-f(244) | | 331: strp: v(496)-f(244) | | 332: opt : v(127)-f(95) | | 332: cb : v(127)-f(95) | | 332: prog: v(127)-f(95) | | 332: strp: v(127)-f(95) | | 333: opt : v(249)-f(254) | | 333: cb : v(249)-f(254) | | 333: prog: v(249)-f(254) | | 333: strp: v(249)-f(254) | | 334: opt : v(128)-f(92) | | 334: cb : v(128)-f(92) | | 334: prog: v(128)-f(92) | | 334: strp: v(128)-f(92) | | 335: opt : v(258)-f(149) | | 335: cb : v(258)-f(149) | | 335: prog: v(258)-f(149) | | 335: strp: v(258)-f(149) | | 336: opt : v(1160)-f(740) | | 336: cb : v(1160)-f(740) | | 336: prog: v(1160)-f(740) | | 336: strp: v(1160)-f(740) | | 337: opt : v(206)-f(116) | | 337: cb : v(206)-f(116) | | 337: prog: v(206)-f(116) | | 337: strp: v(206)-f(116) | | 338: opt : v(483)-f(298) | | 338: cb : v(483)-f(298) | | 338: prog: v(483)-f(298) | | 338: strp: v(483)-f(298) | | 339: opt : v(321)-f(276) | | 339: cb : v(321)-f(276) | | 339: prog: v(321)-f(276) | | 339: strp: v(321)-f(276) | | 340: opt : v(461)-f(390) | | 340: cb : v(461)-f(390) | | 340: prog: v(461)-f(390) | | 340: strp: v(461)-f(390) | | 341: opt : v(408)-f(342) | | 341: cb : v(408)-f(342) | | 341: prog: v(408)-f(342) | | 341: strp: v(408)-f(342) | | 342: opt : v(160)-f(128) | | 342: cb : v(160)-f(128) | | 342: prog: v(160)-f(128) | | 342: strp: v(160)-f(128) | | 343: opt : v(577)-f(742) | | 343: cb : v(577)-f(742) | | 343: prog: v(577)-f(742) | | 343: strp: v(577)-f(742) | | 344: opt : v(842)-f(1038) | | 344: cb : v(842)-f(1038) | | 344: prog: v(842)-f(1038) | | 344: strp: v(842)-f(1038) | | 345: opt : v(229)-f(296) | | 345: cb : v(229)-f(296) | | 345: prog: v(229)-f(296) | | 345: strp: v(229)-f(296) | | 346: opt : v(225)-f(296) | | 346: cb : v(225)-f(296) | | 346: prog: v(225)-f(296) | | 346: strp: v(225)-f(296) | | 347: opt : v(1063)-f(1282) | | 347: cb : v(1063)-f(1282) | | 347: prog: v(1063)-f(1282) | | 347: strp: v(1063)-f(1282) | | 348: opt : v(1859)-f(1972) | | 348: cb : v(1859)-f(1972) | | 348: prog: v(1859)-f(1972) | | 348: strp: v(1859)-f(1972) | | 349: opt : v(466)-f(448) | | 349: cb : v(466)-f(448) | | 349: prog: v(466)-f(448) | | 349: strp: v(466)-f(448) | | 350: opt : v(203)-f(212) | | 350: cb : v(203)-f(212) | | 350: prog: v(203)-f(212) | | 350: strp: v(203)-f(212) | | 351: opt : v(1903)-f(1957) | | 351: cb : v(1903)-f(1957) | | 351: prog: v(1903)-f(1957) | | 351: strp: v(1903)-f(1957) | | 352: opt : v(1104)-f(1134) | | 352: cb : v(1104)-f(1134) | | 352: prog: v(1104)-f(1134) | | 352: strp: v(1104)-f(1134) | | 353: opt : v(418)-f(476) | | 353: cb : v(418)-f(476) | | 353: prog: v(418)-f(476) | | 353: strp: v(418)-f(476) | | 354: opt : v(1276)-f(1468) | | 354: cb : v(1276)-f(1468) | | 354: prog: v(1276)-f(1468) | | 354: strp: v(1276)-f(1468) | | 355: opt : v(836)-f(952) | | 355: cb : v(836)-f(952) | | 355: prog: v(836)-f(952) | | 355: strp: v(836)-f(952) | | 356: opt : v(451)-f(381) | | 356: cb : v(451)-f(381) | | 356: prog: v(451)-f(381) | | 356: strp: v(451)-f(381) | | 357: opt : v(427)-f(282) | | 357: cb : v(427)-f(282) | | 357: prog: v(427)-f(282) | | 357: strp: v(427)-f(282) | | 358: opt : v(88)-f(84) | | 358: cb : v(88)-f(84) | | 358: prog: v(88)-f(84) | | 358: strp: v(88)-f(84) | | 359: opt : v(222)-f(150) | | 359: cb : v(222)-f(150) | | 359: prog: v(222)-f(150) | | 359: strp: v(222)-f(150) | | 360: opt : v(390)-f(280) | | 360: cb : v(390)-f(280) | | 360: prog: v(390)-f(280) | | 360: strp: v(390)-f(280) | | 361: opt : v(239)-f(159) | | 361: cb : v(239)-f(159) | | 361: prog: v(239)-f(159) | | 361: strp: v(239)-f(159) | | 362: opt : v(763)-f(491) | | 362: cb : v(763)-f(491) | | 362: prog: v(763)-f(491) | | 362: strp: v(763)-f(491) | | 363: opt : v(736)-f(486) | | 363: cb : v(736)-f(486) | | 363: prog: v(736)-f(486) | | 363: strp: v(736)-f(486) | | 364: opt : v(210)-f(114) | | 364: cb : v(210)-f(114) | | 364: prog: v(210)-f(114) | | 364: strp: v(210)-f(114) | | 365: opt : v(958)-f(594) | | 365: cb : v(958)-f(594) | | 365: prog: v(958)-f(594) | | 365: strp: v(958)-f(594) | | 366: opt : v(1024)-f(562) | | 366: cb : v(1024)-f(562) | | 366: prog: v(1024)-f(562) | | 366: strp: v(1024)-f(562) | | 367: opt : v(3072)-f(2067) | | 367: cb : v(3072)-f(2067) | | 367: prog: v(3072)-f(2067) | | 367: strp: v(3072)-f(2067) | | 368: opt : v(213)-f(243) | | 368: cb : v(213)-f(243) | | 368: prog: v(213)-f(243) | | 368: strp: v(213)-f(243) | | 369: opt : v(203)-f(172) | | 369: cb : v(203)-f(172) | | 369: prog: v(203)-f(172) | | 369: strp: v(203)-f(172) | | 370: opt : v(133)-f(108) | | 370: cb : v(133)-f(108) | | 370: prog: v(133)-f(108) | | 370: strp: v(133)-f(108) | | 371: opt : v(574)-f(284) | | 371: cb : v(574)-f(284) | | 371: prog: v(574)-f(284) | | 371: strp: v(574)-f(284) | | 372: opt : v(433)-f(215) | | 372: cb : v(433)-f(215) | | 372: prog: v(433)-f(215) | | 372: strp: v(433)-f(215) | | 373: opt : v(1653)-f(1840) | | 373: cb : v(1653)-f(1840) | | 373: prog: v(1653)-f(1840) | | 373: strp: v(1653)-f(1840) | | 374: opt : v(1556)-f(2024) | | 374: cb : v(1556)-f(2024) | | 374: prog: v(1556)-f(2024) | | 374: strp: v(1556)-f(2024) | | 375: opt : v(1714)-f(1812) | | 375: cb : v(1714)-f(1812) | | 375: prog: v(1714)-f(1812) | | 375: strp: v(1714)-f(1812) | | 376: opt : v(124)-f(217) | | 376: cb : v(124)-f(217) | | 376: prog: v(124)-f(217) | | 376: strp: v(124)-f(217) | | 377: opt : v(124)-f(217) | | 377: cb : v(124)-f(217) | | 377: prog: v(124)-f(217) | | 377: strp: v(124)-f(217) | | 378: opt : v(406)-f(688) | | 378: cb : v(406)-f(688) | | 378: prog: v(406)-f(688) | | 378: strp: v(406)-f(688) | | 379: opt : v(130)-f(137) | | 379: cb : v(130)-f(137) | | 379: prog: v(130)-f(137) | | 379: strp: v(130)-f(137) | | 380: opt : v(117)-f(125) | | 380: cb : v(117)-f(125) | | 380: prog: v(117)-f(125) | | 380: strp: v(117)-f(125) | | 381: opt : v(59)-f(67) | | 381: cb : v(59)-f(67) | | 381: prog: v(59)-f(67) | | 381: strp: v(59)-f(67) | | 382: opt : v(172)-f(194) | | 382: cb : v(172)-f(194) | | 382: prog: v(172)-f(194) | | 382: strp: v(172)-f(194) | | 383: opt : v(214)-f(172) | | 383: cb : v(214)-f(172) | | 383: prog: v(214)-f(172) | | 383: strp: v(214)-f(172) | | 384: opt : v(1120)-f(1106) | | 384: cb : v(1120)-f(1106) | | 384: prog: v(1120)-f(1106) | | 384: strp: v(1120)-f(1106) | | 385: opt : v(1186)-f(1172) | | 385: cb : v(1186)-f(1172) | | 385: prog: v(1186)-f(1172) | | 385: strp: v(1186)-f(1172) | | 386: opt : v(284)-f(192) | | 386: cb : v(284)-f(192) | | 386: prog: v(284)-f(192) | | 386: strp: v(284)-f(192) | | 387: opt : v(96)-f(64) | | 387: cb : v(96)-f(64) | | 387: prog: v(96)-f(64) | | 387: strp: v(96)-f(64) | | 388: opt : v(802)-f(706) | | 388: cb : v(802)-f(706) | | 388: prog: v(802)-f(706) | | 388: strp: v(802)-f(706) | | 389: opt : v(508)-f(466) | | 389: cb : v(508)-f(466) | | 389: prog: v(508)-f(466) | | 389: strp: v(508)-f(466) | | 390: opt : v(294)-f(240) | | 390: cb : v(294)-f(240) | | 390: prog: v(294)-f(240) | | 390: strp: v(294)-f(240) | | 391: opt : v(804)-f(706) | | 391: cb : v(804)-f(706) | | 391: prog: v(804)-f(706) | | 391: strp: v(804)-f(706) | | 392: opt : v(294)-f(240) | | 392: cb : v(294)-f(240) | | 392: prog: v(294)-f(240) | | 392: strp: v(294)-f(240) | | 393: opt : v(138)-f(124) | | 393: cb : v(138)-f(124) | | 393: prog: v(138)-f(124) | | 393: strp: v(138)-f(124) | | 394: opt : v(272)-f(248) | | 394: cb : v(272)-f(248) | | 394: prog: v(272)-f(248) | | 394: strp: v(272)-f(248) | | 395: opt : v(138)-f(124) | | 395: cb : v(138)-f(124) | | 395: prog: v(138)-f(124) | | 395: strp: v(138)-f(124) | | 396: opt : v(435)-f(382) | | 396: cb : v(435)-f(382) | | 396: prog: v(435)-f(382) | | 396: strp: v(435)-f(382) | | 397: opt : v(1440)-f(720) | | 397: cb : v(1440)-f(720) | | 397: prog: v(1440)-f(720) | | 397: strp: v(1440)-f(720) | | 398: opt : v(163)-f(191) | | 398: cb : v(163)-f(191) | | 398: prog: v(163)-f(191) | | 398: strp: v(163)-f(191) | | 399: opt : v(785)-f(1036) | | 399: cb : v(785)-f(1036) | | 399: prog: v(785)-f(1036) | | 399: strp: v(785)-f(1036) | | 400: opt : v(1074)-f(972) | | 400: cb : v(1074)-f(972) | | 400: prog: v(1074)-f(972) | | 400: strp: v(1074)-f(972) | | 401: opt : v(179)-f(162) | | 401: cb : v(179)-f(162) | | 401: prog: v(179)-f(162) | | 401: strp: v(179)-f(162) | | 402: opt : v(2087)-f(1991) | | 402: cb : v(2087)-f(1991) | | 402: prog: v(2087)-f(1991) | | 402: strp: v(2087)-f(1991) | | 403: opt : v(489)-f(456) | | 403: cb : v(489)-f(456) | | 403: prog: v(489)-f(456) | | 403: strp: v(489)-f(456) | | 404: opt : v(1207)-f(818) | | 404: cb : v(1207)-f(818) | | 404: prog: v(1207)-f(818) | | 404: strp: v(1207)-f(818) | | 405: opt : v(1209)-f(818) | | 405: cb : v(1209)-f(818) | | 405: prog: v(1209)-f(818) | | 405: strp: v(1209)-f(818) | | 406: opt : v(500)-f(530) | | 406: cb : v(500)-f(530) | | 406: prog: v(500)-f(530) | | 406: strp: v(500)-f(530) | | 407: opt : v(974)-f(744) | | 407: cb : v(974)-f(744) | | 407: prog: v(974)-f(744) | | 407: strp: v(974)-f(744) | | 408: opt : v(300)-f(327) | | 408: cb : v(300)-f(327) | | 408: prog: v(300)-f(327) | | 408: strp: v(300)-f(327) | | 409: opt : v(265)-f(242) | | 409: cb : v(265)-f(242) | | 409: prog: v(265)-f(242) | | 409: strp: v(265)-f(242) | | 410: opt : v(132)-f(120) | | 410: cb : v(132)-f(120) | | 410: prog: v(132)-f(120) | | 410: strp: v(132)-f(120) | | 411: opt : v(305)-f(276) | | 411: cb : v(305)-f(276) | | 411: prog: v(305)-f(276) | | 411: strp: v(305)-f(276) | | 412: opt : v(362)-f(186) | | 412: cb : v(362)-f(186) | | 412: prog: v(362)-f(186) | | 412: strp: v(362)-f(186) | | 413: opt : v(689)-f(512) | | 413: cb : v(689)-f(512) | | 413: prog: v(689)-f(512) | | 413: strp: v(689)-f(512) | | 414: opt : v(1003)-f(814) | | 414: cb : v(1003)-f(814) | | 414: prog: v(1003)-f(814) | | 414: strp: v(1003)-f(814) | | 415: opt : v(982)-f(796) | | 415: cb : v(982)-f(796) | | 415: prog: v(982)-f(796) | | 415: strp: v(982)-f(796) | | 416: opt : v(208)-f(168) | | 416: cb : v(208)-f(168) | | 416: prog: v(208)-f(168) | | 416: strp: v(208)-f(168) | | 417: opt : v(192)-f(200) | | 417: cb : v(192)-f(200) | | 417: prog: v(192)-f(200) | | 417: strp: v(192)-f(200) | | 418: opt : v(80)-f(78) | | 418: cb : v(80)-f(78) | | 418: prog: v(80)-f(78) | | 418: strp: v(80)-f(78) | | 419: opt : v(195)-f(198) | | 419: cb : v(195)-f(198) | | 419: prog: v(195)-f(198) | | 419: strp: v(195)-f(198) | | 420: opt : v(79)-f(78) | | 420: cb : v(79)-f(78) | | 420: prog: v(79)-f(78) | | 420: strp: v(79)-f(78) | | 421: opt : v(97)-f(76) | | 421: cb : v(97)-f(76) | | 421: prog: v(97)-f(76) | | 421: strp: v(97)-f(76) | | 422: opt : v(378)-f(336) | | 422: cb : v(378)-f(336) | | 422: prog: v(378)-f(336) | | 422: strp: v(378)-f(336) | | 423: opt : v(154)-f(148) | | 423: cb : v(154)-f(148) | | 423: prog: v(154)-f(148) | | 423: strp: v(154)-f(148) | | 424: opt : v(156)-f(148) | | 424: cb : v(156)-f(148) | | 424: prog: v(156)-f(148) | | 424: strp: v(156)-f(148) | | 425: opt : v(155)-f(148) | | 425: cb : v(155)-f(148) | | 425: prog: v(155)-f(148) | | 425: strp: v(155)-f(148) | | 426: opt : v(128)-f(64) | | 426: cb : v(128)-f(64) | | 426: prog: v(128)-f(64) | | 426: strp: v(128)-f(64) | | 427: opt : v(226)-f(160) | | 427: cb : v(226)-f(160) | | 427: prog: v(226)-f(160) | | 427: strp: v(226)-f(160) | | 428: opt : v(145)-f(124) | | 428: cb : v(145)-f(124) | | 428: prog: v(145)-f(124) | | 428: strp: v(145)-f(124) | | 429: opt : v(145)-f(124) | | 429: cb : v(145)-f(124) | | 429: prog: v(145)-f(124) | | 429: strp: v(145)-f(124) | | 430: opt : v(74)-f(68) | | 430: cb : v(74)-f(68) | | 430: prog: v(74)-f(68) | | 430: strp: v(74)-f(68) | | 431: opt : v(152)-f(88) | | 431: cb : v(152)-f(88) | | 431: prog: v(152)-f(88) | | 431: strp: v(152)-f(88) | | 432: opt : v(172)-f(94) | | 432: cb : v(172)-f(94) | | 432: prog: v(172)-f(94) | | 432: strp: v(172)-f(94) | | 433: opt : v(246)-f(266) | | 433: cb : v(246)-f(266) | | 433: prog: v(246)-f(266) | | 433: strp: v(246)-f(266) | | 434: opt : v(244)-f(266) | | 434: cb : v(244)-f(266) | | 434: prog: v(244)-f(266) | | 434: strp: v(244)-f(266) | | 435: opt : v(245)-f(266) | | 435: cb : v(245)-f(266) | | 435: prog: v(245)-f(266) | | 435: strp: v(245)-f(266) | | 436: opt : v(243)-f(266) | | 436: cb : v(243)-f(266) | | 436: prog: v(243)-f(266) | | 436: strp: v(243)-f(266) | | 437: opt : v(244)-f(266) | | 437: cb : v(244)-f(266) | | 437: prog: v(244)-f(266) | | 437: strp: v(244)-f(266) | | 438: opt : v(598)-f(733) | | 438: cb : v(598)-f(733) | | 438: prog: v(598)-f(733) | | 438: strp: v(598)-f(733) | | 439: opt : v(77)-f(75) | | 439: cb : v(77)-f(75) | | 439: prog: v(77)-f(75) | | 439: strp: v(77)-f(75) | | 440: opt : v(3083)-f(1540) | | 440: cb : v(3083)-f(1540) | | 440: prog: v(3083)-f(1540) | | 440: strp: v(3083)-f(1540) | | 441: opt : v(113)-f(98) | | 441: cb : v(113)-f(98) | | 441: prog: v(113)-f(98) | | 441: strp: v(113)-f(98) | | 442: opt : v(245)-f(236) | | 442: cb : v(245)-f(236) | | 442: prog: v(245)-f(236) | | 442: strp: v(245)-f(236) | | 443: opt : v(1382)-f(1336) | | 443: cb : v(1382)-f(1336) | | 443: prog: v(1382)-f(1336) | | 443: strp: v(1382)-f(1336) | | 444: opt : v(931)-f(1159) | | 444: cb : v(931)-f(1159) | | 444: prog: v(931)-f(1159) | | 444: strp: v(931)-f(1159) | | 445: opt : v(1009)-f(1239) | | 445: cb : v(1009)-f(1239) | | 445: prog: v(1009)-f(1239) | | 445: strp: v(1009)-f(1239) | | 446: opt : v(1011)-f(1239) | | 446: cb : v(1011)-f(1239) | | 446: prog: v(1011)-f(1239) | | 446: strp: v(1011)-f(1239) | | 447: opt : v(171)-f(216) | | 447: cb : v(171)-f(216) | | 447: prog: v(171)-f(216) | | 447: strp: v(171)-f(216) | | 448: opt : v(3273)-f(1590) | | 448: cb : v(3273)-f(1590) | | 448: prog: v(3273)-f(1590) | | 448: strp: v(3273)-f(1590) | | 449: opt : v(304)-f(356) | | 449: cb : v(304)-f(356) | | 449: prog: v(304)-f(356) | | 449: strp: v(304)-f(356) | | 450: opt : v(304)-f(356) | | 450: cb : v(304)-f(356) | | 450: prog: v(304)-f(356) | | 450: strp: v(304)-f(356) | | 451: opt : v(217)-f(284) | | 451: cb : v(217)-f(284) | | 451: prog: v(217)-f(284) | | 451: strp: v(217)-f(284) | | 452: opt : v(304)-f(356) | | 452: cb : v(304)-f(356) | | 452: prog: v(304)-f(356) | | 452: strp: v(304)-f(356) | | 453: opt : v(112)-f(82) | | 453: cb : v(112)-f(82) | | 453: prog: v(112)-f(82) | | 453: strp: v(112)-f(82) | | 454: opt : v(2792)-f(1775) | | 454: cb : v(2792)-f(1775) | | 454: prog: v(2792)-f(1775) | | 454: strp: v(2792)-f(1775) | | 455: opt : v(2488)-f(1772) | | 455: cb : v(2488)-f(1772) | | 455: prog: v(2488)-f(1772) | | 455: strp: v(2488)-f(1772) | | 456: opt : v(1058)-f(1450) | | 456: cb : v(1058)-f(1450) | | 456: prog: v(1058)-f(1450) | | 456: strp: v(1058)-f(1450) | | 457: opt : v(1406)-f(1406) | | 457: cb : v(1406)-f(1406) | | 457: prog: v(1406)-f(1406) | | 457: strp: v(1406)-f(1406) | | 458: opt : v(1517)-f(1480) | | 458: cb : v(1517)-f(1480) | | 458: prog: v(1517)-f(1480) | | 458: strp: v(1517)-f(1480) | | 459: opt : v(2579)-f(1666) | | 459: cb : v(2579)-f(1666) | | 459: prog: v(2579)-f(1666) | | 459: strp: v(2579)-f(1666) | | 460: opt : v(1814)-f(1961) | | 460: cb : v(1814)-f(1961) | | 460: prog: v(1814)-f(1961) | | 460: strp: v(1814)-f(1961) | | 461: opt : v(1756)-f(1869) | | 461: cb : v(1756)-f(1869) | | 461: prog: v(1756)-f(1869) | | 461: strp: v(1756)-f(1869) | | 462: opt : v(2907)-f(1939) | | 462: cb : v(2907)-f(1939) | | 462: prog: v(2907)-f(1939) | | 462: strp: v(2907)-f(1939) | | 463: opt : v(3126)-f(1982) | | 463: cb : v(3126)-f(1982) | | 463: prog: v(3126)-f(1982) | | 463: strp: v(3126)-f(1982) | | 464: opt : v(3006)-f(1935) | | 464: cb : v(3006)-f(1935) | | 464: prog: v(3006)-f(1935) | | 464: strp: v(3006)-f(1935) | | 465: opt : v(4183)-f(2647) | | 465: cb : v(4183)-f(2647) | | 465: prog: v(4183)-f(2647) | | 465: strp: v(4183)-f(2647) | | 466: opt : v(2938)-f(1811) | | 466: cb : v(2938)-f(1811) | | 466: prog: v(2938)-f(1811) | | 466: strp: v(2938)-f(1811) | | 467: opt : v(2788)-f(1704) | | 467: cb : v(2788)-f(1704) | | 467: prog: v(2788)-f(1704) | | 467: strp: v(2788)-f(1704) | | 468: opt : v(2888)-f(1874) | | 468: cb : v(2888)-f(1874) | | 468: prog: v(2888)-f(1874) | | 468: strp: v(2888)-f(1874) | | 469: opt : v(180)-f(233) | | 469: cb : v(180)-f(233) | | 469: prog: v(180)-f(233) | | 469: strp: v(180)-f(233) | | 470: opt : v(1240)-f(720) | | 470: cb : v(1240)-f(720) | | 470: prog: v(1240)-f(720) | | 470: strp: v(1240)-f(720) | | 471: opt : v(180)-f(128) | | 471: cb : v(180)-f(128) | | 471: prog: v(180)-f(128) | | 471: strp: v(180)-f(128) | | 472: opt : v(1904)-f(1096) | | 472: cb : v(1904)-f(1096) | | 472: prog: v(1904)-f(1096) | | 472: strp: v(1904)-f(1096) | | 473: opt : v(1904)-f(1096) | | 473: cb : v(1904)-f(1096) | | 473: prog: v(1904)-f(1096) | | 473: strp: v(1904)-f(1096) | | 474: opt : v(1904)-f(1096) | | 474: cb : v(1904)-f(1096) | | 474: prog: v(1904)-f(1096) | | 474: strp: v(1904)-f(1096) | | 475: opt : v(1904)-f(1096) | | 475: cb : v(1904)-f(1096) | | 475: prog: v(1904)-f(1096) | | 475: strp: v(1904)-f(1096) | | 476: opt : v(1904)-f(1096) | | 476: cb : v(1904)-f(1096) | | 476: prog: v(1904)-f(1096) | | 476: strp: v(1904)-f(1096) | | 477: opt : v(1904)-f(1096) | | 477: cb : v(1904)-f(1096) | | 477: prog: v(1904)-f(1096) | | 477: strp: v(1904)-f(1096) | | 478: opt : v(1904)-f(1096) | | 478: cb : v(1904)-f(1096) | | 478: prog: v(1904)-f(1096) | | 478: strp: v(1904)-f(1096) | | 479: opt : v(1820)-f(1040) | | 479: cb : v(1820)-f(1040) | | 479: prog: v(1820)-f(1040) | | 479: strp: v(1820)-f(1040) | | 480: opt : v(1904)-f(1096) | | 480: cb : v(1904)-f(1096) | | 480: prog: v(1904)-f(1096) | | 480: strp: v(1904)-f(1096) | | 481: opt : v(1073)-f(900) | | 481: cb : v(1073)-f(900) | | 481: prog: v(1073)-f(900) | | 481: strp: v(1073)-f(900) | | 482: opt : v(163)-f(197) | | 482: cb : v(163)-f(197) | | 482: prog: v(163)-f(197) | | 482: strp: v(163)-f(197) | | 483: opt : v(66)-f(108) | | 483: cb : v(66)-f(108) | | 483: prog: v(66)-f(108) | | 483: strp: v(66)-f(108) | | 484: opt : v(54)-f(84) | | 484: cb : v(54)-f(84) | | 484: prog: v(54)-f(84) | | 484: strp: v(54)-f(84) | | 485: opt : v(60)-f(87) | | 485: cb : v(60)-f(87) | | 485: prog: v(60)-f(87) | | 485: strp: v(60)-f(87) | | 486: opt : v(48)-f(67) | | 486: cb : v(48)-f(67) | | 486: prog: v(48)-f(67) | | 486: strp: v(48)-f(67) | | 487: opt : v(63)-f(95) | | 487: cb : v(63)-f(95) | | 487: prog: v(63)-f(95) | | 487: strp: v(63)-f(95) | | 488: opt : v(52)-f(72) | | 488: cb : v(52)-f(72) | | 488: prog: v(52)-f(72) | | 488: strp: v(52)-f(72) | | 489: opt : v(52)-f(72) | | 489: cb : v(52)-f(72) | | 489: prog: v(52)-f(72) | | 489: strp: v(52)-f(72) | | 490: opt : v(55)-f(75) | | 490: cb : v(55)-f(75) | | 490: prog: v(55)-f(75) | | 490: strp: v(55)-f(75) | | 491: opt : v(48)-f(68) | | 491: cb : v(48)-f(68) | | 491: prog: v(48)-f(68) | | 491: strp: v(48)-f(68) | | 492: opt : v(64)-f(95) | | 492: cb : v(64)-f(95) | | 492: prog: v(64)-f(95) | | 492: strp: v(64)-f(95) | | 493: opt : v(83)-f(130) | | 493: cb : v(83)-f(130) | | 493: prog: v(83)-f(130) | | 493: strp: v(83)-f(130) | | 494: opt : v(618)-f(505) | | 494: cb : v(618)-f(505) | | 494: prog: v(618)-f(505) | | 494: strp: v(618)-f(505) | | 495: opt : v(420)-f(213) | | 495: cb : v(420)-f(213) | | 495: prog: v(420)-f(213) | | 495: strp: v(420)-f(213) | | 496: opt : v(287)-f(149) | | 496: cb : v(287)-f(149) | | 496: prog: v(287)-f(149) | | 496: strp: v(287)-f(149) | | 497: opt : v(956)-f(540) | | 497: cb : v(956)-f(540) | | 497: prog: v(956)-f(540) | | 497: strp: v(956)-f(540) | | 498: opt : v(321)-f(225) | | 498: cb : v(321)-f(225) | | 498: prog: v(321)-f(225) | | 498: strp: v(321)-f(225) | | 499: opt : v(126)-f(162) | | 499: cb : v(126)-f(162) | | 499: prog: v(126)-f(162) | | 499: strp: v(126)-f(162) | | 500: opt : v(367)-f(534) | | 500: cb : v(367)-f(534) | | 500: prog: v(367)-f(534) | | 500: strp: v(367)-f(534) | | 501: opt : v(145)-f(238) | | 501: cb : v(145)-f(238) | | 501: prog: v(145)-f(238) | | 501: strp: v(145)-f(238) | | 502: opt : v(461)-f(614) | | 502: cb : v(461)-f(614) | | 502: prog: v(461)-f(614) | | 502: strp: v(461)-f(614) | | 503: opt : v(504)-f(502) | | 503: cb : v(504)-f(502) | | 503: prog: v(504)-f(502) | | 503: strp: v(504)-f(502) | | 504: opt : v(436)-f(332) | | 504: cb : v(436)-f(332) | | 504: prog: v(436)-f(332) | | 504: strp: v(436)-f(332) | | 505: opt : v(96)-f(64) | | 505: cb : v(96)-f(64) | | 505: prog: v(96)-f(64) | | 505: strp: v(96)-f(64) | | 506: opt : v(304)-f(168) | | 506: cb : v(304)-f(168) | | 506: prog: v(304)-f(168) | | 506: strp: v(304)-f(168) | | 507: opt : v(416)-f(224) | | 507: cb : v(416)-f(224) | | 507: prog: v(416)-f(224) | | 507: strp: v(416)-f(224) | | 508: opt : v(196)-f(184) | | 508: cb : v(196)-f(184) | | 508: prog: v(196)-f(184) | | 508: strp: v(196)-f(184) | | 509: opt : v(436)-f(332) | | 509: cb : v(436)-f(332) | | 509: prog: v(436)-f(332) | | 509: strp: v(436)-f(332) | | 510: opt : v(96)-f(98) | | 510: cb : v(96)-f(98) | | 510: prog: v(96)-f(98) | | 510: strp: v(96)-f(98) | | 511: opt : v(2335)-f(2468) | | 511: cb : v(2335)-f(2468) | | 511: prog: v(2335)-f(2468) | | 511: strp: v(2335)-f(2468) | | 512: opt : v(120)-f(64) | | 512: cb : v(120)-f(64) | | 512: prog: v(120)-f(64) | | 512: strp: v(120)-f(64) | | 513: opt : v(360)-f(192) | | 513: cb : v(360)-f(192) | | 513: prog: v(360)-f(192) | | 513: strp: v(360)-f(192) | | 514: opt : v(600)-f(320) | | 514: cb : v(600)-f(320) | | 514: prog: v(600)-f(320) | | 514: strp: v(600)-f(320) | | 515: opt : v(1633)-f(1553) | | 515: cb : v(1633)-f(1553) | | 515: prog: v(1633)-f(1553) | | 515: strp: v(1633)-f(1553) | | 516: opt : v(1955)-f(1891) | | 516: cb : v(1955)-f(1891) | | 516: prog: v(1955)-f(1891) | | 516: strp: v(1955)-f(1891) | | 517: opt : v(790)-f(526) | | 517: cb : v(790)-f(526) | | 517: prog: v(790)-f(526) | | 517: strp: v(790)-f(526) | | 518: opt : v(199)-f(195) | | 518: cb : v(199)-f(195) | | 518: prog: v(199)-f(195) | | 518: strp: v(199)-f(195) | | 519: opt : v(119)-f(100) | | 519: cb : v(119)-f(100) | | 519: prog: v(119)-f(100) | | 519: strp: v(119)-f(100) | | 520: opt : v(186)-f(168) | | 520: cb : v(186)-f(168) | | 520: prog: v(186)-f(168) | | 520: strp: v(186)-f(168) | | 521: opt : v(84)-f(80) | | 521: cb : v(84)-f(80) | | 521: prog: v(84)-f(80) | | 521: strp: v(84)-f(80) | | 522: opt : v(78)-f(74) | | 522: cb : v(78)-f(74) | | 522: prog: v(78)-f(74) | | 522: strp: v(78)-f(74) | | 523: opt : v(125)-f(110) | | 523: cb : v(125)-f(110) | | 523: prog: v(125)-f(110) | | 523: strp: v(125)-f(110) | | 524: opt : v(134)-f(130) | | 524: cb : v(134)-f(130) | | 524: prog: v(134)-f(130) | | 524: strp: v(134)-f(130) | | 525: opt : v(1000)-f(1434) | | 525: cb : v(1000)-f(1434) | | 525: prog: v(1000)-f(1434) | | 525: strp: v(1000)-f(1434) | | 526: opt : v(821)-f(1155) | | 526: cb : v(821)-f(1155) | | 526: prog: v(821)-f(1155) | | 526: strp: v(821)-f(1155) | | 527: opt : v(664)-f(933) | | 527: cb : v(664)-f(933) | | 527: prog: v(664)-f(933) | | 527: strp: v(664)-f(933) | | 528: opt : v(85)-f(120) | | 528: cb : v(85)-f(120) | | 528: prog: v(85)-f(120) | | 528: strp: v(85)-f(120) | | 529: opt : v(97)-f(133) | | 529: cb : v(97)-f(133) | | 529: prog: v(97)-f(133) | | 529: strp: v(97)-f(133) | | 530: opt : v(462)-f(572) | | 530: cb : v(462)-f(572) | | 530: prog: v(462)-f(572) | | 530: strp: v(462)-f(572) | | 531: opt : v(1021)-f(916) | | 531: cb : v(1021)-f(916) | | 531: prog: v(1021)-f(916) | | 531: strp: v(1021)-f(916) | | 532: opt : v(1877)-f(1503) | | 532: cb : v(1877)-f(1503) | | 532: prog: v(1877)-f(1503) | | 532: strp: v(1877)-f(1503) | | 533: opt : v(2105)-f(1785) | | 533: cb : v(2105)-f(1785) | | 533: prog: v(2105)-f(1785) | | 533: strp: v(2105)-f(1785) | | 534: opt : v(231)-f(286) | | 534: cb : v(231)-f(286) | | 534: prog: v(231)-f(286) | | 534: strp: v(231)-f(286) | | 535: opt : v(575)-f(464) | | 535: cb : v(575)-f(464) | | 535: prog: v(575)-f(464) | | 535: strp: v(575)-f(464) | | 536: opt : v(711)-f(562) | | 536: cb : v(711)-f(562) | | 536: prog: v(711)-f(562) | | 536: strp: v(711)-f(562) | | 537: opt : v(427)-f(388) | | 537: cb : v(427)-f(388) | | 537: prog: v(427)-f(388) | | 537: strp: v(427)-f(388) | | 538: opt : v(161)-f(116) | | 538: cb : v(161)-f(116) | | 538: prog: v(161)-f(116) | | 538: strp: v(161)-f(116) | | 539: opt : v(505)-f(380) | | 539: cb : v(505)-f(380) | | 539: prog: v(505)-f(380) | | 539: strp: v(505)-f(380) | | 540: opt : v(82)-f(100) | | 540: cb : v(82)-f(100) | | 540: prog: v(82)-f(100) | | 540: strp: v(82)-f(100) | | 541: opt : v(690)-f(640) | | 541: cb : v(690)-f(640) | | 541: prog: v(690)-f(640) | | 541: strp: v(690)-f(640) | | 542: opt : v(698)-f(464) | | 542: cb : v(698)-f(464) | | 542: prog: v(698)-f(464) | | 542: strp: v(698)-f(464) | | 543: opt : v(308)-f(258) | | 543: cb : v(308)-f(258) | | 543: prog: v(308)-f(258) | | 543: strp: v(308)-f(258) | | 544: opt : v(2331)-f(1281) | | 544: cb : v(2331)-f(1281) | | 544: prog: v(2331)-f(1281) | | 544: strp: v(2331)-f(1281) | | 545: opt : v(914)-f(808) | | 545: cb : v(914)-f(808) | | 545: prog: v(914)-f(808) | | 545: strp: v(914)-f(808) | | 546: opt : v(1062)-f(560) | | 546: cb : v(1062)-f(560) | | 546: prog: v(1062)-f(560) | | 546: strp: v(1062)-f(560) | | 547: opt : v(914)-f(808) | | 547: cb : v(914)-f(808) | | 547: prog: v(914)-f(808) | | 547: strp: v(914)-f(808) | | 548: opt : v(675)-f(388) | | 548: cb : v(675)-f(388) | | 548: prog: v(675)-f(388) | | 548: strp: v(675)-f(388) | | 549: opt : v(2875)-f(1812) | | 549: cb : v(2875)-f(1812) | | 549: prog: v(2875)-f(1812) | | 549: strp: v(2875)-f(1812) | | 550: opt : v(1108)-f(644) | | 550: cb : v(1108)-f(644) | | 550: prog: v(1108)-f(644) | | 550: strp: v(1108)-f(644) | | 551: opt : v(1518)-f(910) | | 551: cb : v(1518)-f(910) | | 551: prog: v(1518)-f(910) | | 551: strp: v(1518)-f(910) | | 552: opt : v(132)-f(72) | | 552: cb : v(132)-f(72) | | 552: prog: v(132)-f(72) | | 552: strp: v(132)-f(72) | | 553: opt : v(1012)-f(744) | | 553: cb : v(1012)-f(744) | | 553: prog: v(1012)-f(744) | | 553: strp: v(1012)-f(744) | | 554: opt : v(1012)-f(744) | | 554: cb : v(1012)-f(744) | | 554: prog: v(1012)-f(744) | | 554: strp: v(1012)-f(744) | | 555: opt : v(1012)-f(744) | | 555: cb : v(1012)-f(744) | | 555: prog: v(1012)-f(744) | | 555: strp: v(1012)-f(744) | | 556: opt : v(1392)-f(864) | | 556: cb : v(1392)-f(864) | | 556: prog: v(1392)-f(864) | | 556: strp: v(1392)-f(864) | | 557: opt : v(232)-f(144) | | 557: cb : v(232)-f(144) | | 557: prog: v(232)-f(144) | | 557: strp: v(232)-f(144) | | 558: opt : v(928)-f(576) | | 558: cb : v(928)-f(576) | | 558: prog: v(928)-f(576) | | 558: strp: v(928)-f(576) | | 559: opt : v(232)-f(144) | | 559: cb : v(232)-f(144) | | 559: prog: v(232)-f(144) | | 559: strp: v(232)-f(144) | | 560: opt : v(232)-f(144) | | 560: cb : v(232)-f(144) | | 560: prog: v(232)-f(144) | | 560: strp: v(232)-f(144) | | 561: opt : v(1392)-f(864) | | 561: cb : v(1392)-f(864) | | 561: prog: v(1392)-f(864) | | 561: strp: v(1392)-f(864) | | 562: opt : v(1309)-f(880) | | 562: cb : v(1309)-f(880) | | 562: prog: v(1309)-f(880) | | 562: strp: v(1309)-f(880) | | 563: opt : v(1315)-f(864) | | 563: cb : v(1315)-f(864) | | 563: prog: v(1315)-f(864) | | 563: strp: v(1315)-f(864) | | 564: opt : v(208)-f(144) | | 564: cb : v(208)-f(144) | | 564: prog: v(208)-f(144) | | 564: strp: v(208)-f(144) | | 565: opt : v(104)-f(72) | | 565: cb : v(104)-f(72) | | 565: prog: v(104)-f(72) | | 565: strp: v(104)-f(72) | | 566: opt : v(1466)-f(984) | | 566: cb : v(1466)-f(984) | | 566: prog: v(1466)-f(984) | | 566: strp: v(1466)-f(984) | | 567: opt : v(2724)-f(1610) | | 567: cb : v(2724)-f(1610) | | 567: prog: v(2724)-f(1610) | | 567: strp: v(2724)-f(1610) | | 568: opt : v(1028)-f(608) | | 568: cb : v(1028)-f(608) | | 568: prog: v(1028)-f(608) | | 568: strp: v(1028)-f(608) | | 569: opt : v(833)-f(483) | | 569: cb : v(833)-f(483) | | 569: prog: v(833)-f(483) | | 569: strp: v(833)-f(483) | | 570: opt : v(2380)-f(1431) | | 570: cb : v(2380)-f(1431) | | 570: prog: v(2380)-f(1431) | | 570: strp: v(2380)-f(1431) | | 571: opt : v(156)-f(92) | | 571: cb : v(156)-f(92) | | 571: prog: v(156)-f(92) | | 571: strp: v(156)-f(92) | | 572: opt : v(159)-f(107) | | 572: cb : v(159)-f(107) | | 572: prog: v(159)-f(107) | | 572: strp: v(159)-f(107) | | 573: opt : v(1175)-f(582) | | 573: cb : v(1175)-f(582) | | 573: prog: v(1175)-f(582) | | 573: strp: v(1175)-f(582) | | 574: opt : v(4709)-f(2547) | | 574: cb : v(4709)-f(2547) | | 574: prog: v(4709)-f(2547) | | 574: strp: v(4709)-f(2547) | | 575: opt : v(609)-f(580) | | 575: cb : v(609)-f(580) | | 575: prog: v(609)-f(580) | | 575: strp: v(609)-f(580) | | 576: opt : v(614)-f(580) | | 576: cb : v(614)-f(580) | | 576: prog: v(614)-f(580) | | 576: strp: v(614)-f(580) | | 577: opt : v(819)-f(538) | | 577: cb : v(819)-f(538) | | 577: prog: v(819)-f(538) | | 577: strp: v(819)-f(538) | | 578: opt : v(2427)-f(1368) | | 578: cb : v(2427)-f(1368) | | 578: prog: v(2427)-f(1368) | | 578: strp: v(2427)-f(1368) | | 579: opt : v(1382)-f(828) | | 579: cb : v(1382)-f(828) | | 579: prog: v(1382)-f(828) | | 579: strp: v(1382)-f(828) | | 580: opt : v(2220)-f(1281) | | 580: cb : v(2220)-f(1281) | | 580: prog: v(2220)-f(1281) | | 580: strp: v(2220)-f(1281) | | 581: opt : v(442)-f(336) | | 581: cb : v(442)-f(336) | | 581: prog: v(442)-f(336) | | 581: strp: v(442)-f(336) | | 582: opt : v(1282)-f(903) | | 582: cb : v(1282)-f(903) | | 582: prog: v(1282)-f(903) | | 582: strp: v(1282)-f(903) | | 583: opt : v(204)-f(124) | | 583: cb : v(204)-f(124) | | 583: prog: v(204)-f(124) | | 583: strp: v(204)-f(124) | | 584: opt : v(2003)-f(1318) | | 584: cb : v(2003)-f(1318) | | 584: prog: v(2003)-f(1318) | | 584: strp: v(2003)-f(1318) | | 585: opt : v(308)-f(238) | | 585: cb : v(308)-f(238) | | 585: prog: v(308)-f(238) | | 585: strp: v(308)-f(238) | | 586: opt : v(251)-f(189) | | 586: cb : v(251)-f(189) | | 586: prog: v(251)-f(189) | | 586: strp: v(251)-f(189) | | 587: opt : v(289)-f(220) | | 587: cb : v(289)-f(220) | | 587: prog: v(289)-f(220) | | 587: strp: v(289)-f(220) | | 588: opt : v(161)-f(95) | | 588: cb : v(161)-f(95) | | 588: prog: v(161)-f(95) | | 588: strp: v(161)-f(95) | | 589: opt : v(732)-f(426) | | 589: cb : v(732)-f(426) | | 589: prog: v(732)-f(426) | | 589: strp: v(732)-f(426) | | 590: opt : v(486)-f(366) | | 590: cb : v(486)-f(366) | | 590: prog: v(486)-f(366) | | 590: strp: v(486)-f(366) | | 591: opt : v(421)-f(229) | | 591: cb : v(421)-f(229) | | 591: prog: v(421)-f(229) | | 591: strp: v(421)-f(229) | | 592: opt : v(732)-f(426) | | 592: cb : v(732)-f(426) | | 592: prog: v(732)-f(426) | | 592: strp: v(732)-f(426) | | 593: opt : v(1450)-f(910) | | 593: cb : v(1450)-f(910) | | 593: prog: v(1450)-f(910) | | 593: strp: v(1450)-f(910) | | 594: opt : v(310)-f(238) | | 594: cb : v(310)-f(238) | | 594: prog: v(310)-f(238) | | 594: strp: v(310)-f(238) | | 595: opt : v(235)-f(121) | | 595: cb : v(235)-f(121) | | 595: prog: v(235)-f(121) | | 595: strp: v(235)-f(121) | | 596: opt : v(3585)-f(1962) | | 596: cb : v(3585)-f(1962) | | 596: prog: v(3585)-f(1962) | | 596: strp: v(3585)-f(1962) | | 597: opt : v(3610)-f(1750) | | 597: cb : v(3610)-f(1750) | | 597: prog: v(3610)-f(1750) | | 597: strp: v(3610)-f(1750) | | 598: opt : v(4838)-f(2638) | | 598: cb : v(4838)-f(2638) | | 598: prog: v(4838)-f(2638) | | 598: strp: v(4838)-f(2638) | | 599: opt : v(863)-f(694) | | 599: cb : v(863)-f(694) | | 599: prog: v(863)-f(694) | | 599: strp: v(863)-f(694) | | 600: opt : v(863)-f(694) | | 600: cb : v(863)-f(694) | | 600: prog: v(863)-f(694) | | 600: strp: v(863)-f(694) | | 601: opt : v(2589)-f(2082) | | 601: cb : v(2589)-f(2082) | | 601: prog: v(2589)-f(2082) | | 601: strp: v(2589)-f(2082) | | 602: opt : v(242)-f(266) | | 602: cb : v(242)-f(266) | | 602: prog: v(242)-f(266) | | 602: strp: v(242)-f(266) | | 603: opt : v(244)-f(266) | | 603: cb : v(244)-f(266) | | 603: prog: v(244)-f(266) | | 603: strp: v(244)-f(266) | | 604: opt : v(244)-f(266) | | 604: cb : v(244)-f(266) | | 604: prog: v(244)-f(266) | | 604: strp: v(244)-f(266) | | 605: opt : v(243)-f(266) | | 605: cb : v(243)-f(266) | | 605: prog: v(243)-f(266) | | 605: strp: v(243)-f(266) | | 606: opt : v(223)-f(164) | | 606: cb : v(223)-f(164) | | 606: prog: v(223)-f(164) | | 606: strp: v(223)-f(164) | | 607: opt : v(223)-f(164) | | 607: cb : v(223)-f(164) | | 607: prog: v(223)-f(164) | | 607: strp: v(223)-f(164) | | 608: opt : v(97)-f(100) | | 608: cb : v(97)-f(100) | | 608: prog: v(97)-f(100) | | 608: strp: v(97)-f(100) | | 609: opt : v(148)-f(92) | | 609: cb : v(148)-f(92) | | 609: prog: v(148)-f(92) | | 609: strp: v(148)-f(92) | | 610: opt : v(148)-f(92) | | 610: cb : v(148)-f(92) | | 610: prog: v(148)-f(92) | | 610: strp: v(148)-f(92) | | 611: opt : v(148)-f(92) | | 611: cb : v(148)-f(92) | | 611: prog: v(148)-f(92) | | 611: strp: v(148)-f(92) | | 612: opt : v(148)-f(92) | | 612: cb : v(148)-f(92) | | 612: prog: v(148)-f(92) | | 612: strp: v(148)-f(92) | | 613: opt : v(223)-f(164) | | 613: cb : v(223)-f(164) | | 613: prog: v(223)-f(164) | | 613: strp: v(223)-f(164) | | 614: opt : v(148)-f(92) | | 614: cb : v(148)-f(92) | | 614: prog: v(148)-f(92) | | 614: strp: v(148)-f(92) | | 615: opt : v(2290)-f(1678) | | 615: cb : v(2290)-f(1678) | | 615: prog: v(2290)-f(1678) | | 615: strp: v(2290)-f(1678) | | 616: opt : v(2614)-f(1993) | | 616: cb : v(2614)-f(1993) | | 616: prog: v(2614)-f(1993) | | 616: strp: v(2614)-f(1993) | | 617: opt : v(2710)-f(2276) | | 617: cb : v(2710)-f(2276) | | 617: prog: v(2710)-f(2276) | | 617: strp: v(2710)-f(2276) | | 618: opt : v(567)-f(392) | | 618: cb : v(567)-f(392) | | 618: prog: v(567)-f(392) | | 618: strp: v(567)-f(392) | | 619: opt : v(665)-f(528) | | 619: cb : v(665)-f(528) | | 619: prog: v(665)-f(528) | | 619: strp: v(665)-f(528) | | 620: opt : v(501)-f(478) | | 620: cb : v(501)-f(478) | | 620: prog: v(501)-f(478) | | 620: strp: v(501)-f(478) | | 621: opt : v(570)-f(506) | | 621: cb : v(570)-f(506) | | 621: prog: v(570)-f(506) | | 621: strp: v(570)-f(506) | | 622: opt : v(120)-f(91) | | 622: cb : v(120)-f(91) | | 622: prog: v(120)-f(91) | | 622: strp: v(120)-f(91) | | 623: opt : v(181)-f(165) | | 623: cb : v(181)-f(165) | | 623: prog: v(181)-f(165) | | 623: strp: v(181)-f(165) | | 624: opt : v(104)-f(98) | | 624: cb : v(104)-f(98) | | 624: prog: v(104)-f(98) | | 624: strp: v(104)-f(98) | | 625: opt : v(537)-f(452) | | 625: cb : v(537)-f(452) | | 625: prog: v(537)-f(452) | | 625: strp: v(537)-f(452) | | 626: opt : v(125)-f(160) | | 626: cb : v(125)-f(160) | | 626: prog: v(125)-f(160) | | 626: strp: v(125)-f(160) | | 627: opt : v(114)-f(148) | | 627: cb : v(114)-f(148) | | 627: prog: v(114)-f(148) | | 627: strp: v(114)-f(148) | | 628: opt : v(313)-f(263) | | 628: cb : v(313)-f(263) | | 628: prog: v(313)-f(263) | | 628: strp: v(313)-f(263) | | 629: opt : v(496)-f(360) | | 629: cb : v(496)-f(360) | | 629: prog: v(496)-f(360) | | 629: strp: v(496)-f(360) | | 630: opt : v(267)-f(228) | | 630: cb : v(267)-f(228) | | 630: prog: v(267)-f(228) | | 630: strp: v(267)-f(228) | | 631: opt : v(213)-f(154) | | 631: cb : v(213)-f(154) | | 631: prog: v(213)-f(154) | | 631: strp: v(213)-f(154) | | 632: opt : v(1764)-f(1279) | | 632: cb : v(1764)-f(1279) | | 632: prog: v(1764)-f(1279) | | 632: strp: v(1764)-f(1279) | | 633: opt : v(454)-f(380) | | 633: cb : v(454)-f(380) | | 633: prog: v(454)-f(380) | | 633: strp: v(454)-f(380) | | 634: opt : v(365)-f(289) | | 634: cb : v(365)-f(289) | | 634: prog: v(365)-f(289) | | 634: strp: v(365)-f(289) | | 635: opt : v(601)-f(484) | | 635: cb : v(601)-f(484) | | 635: prog: v(601)-f(484) | | 635: strp: v(601)-f(484) | | 636: opt : v(1386)-f(834) | | 636: cb : v(1386)-f(834) | | 636: prog: v(1386)-f(834) | | 636: strp: v(1386)-f(834) | | 637: opt : v(898)-f(518) | | 637: cb : v(898)-f(518) | | 637: prog: v(898)-f(518) | | 637: strp: v(898)-f(518) | | 638: opt : v(144)-f(72) | | 638: cb : v(144)-f(72) | | 638: prog: v(144)-f(72) | | 638: strp: v(144)-f(72) | | 639: opt : v(260)-f(134) | | 639: cb : v(260)-f(134) | | 639: prog: v(260)-f(134) | | 639: strp: v(260)-f(134) | | 640: opt : v(207)-f(117) | | 640: cb : v(207)-f(117) | | 640: prog: v(207)-f(117) | | 640: strp: v(207)-f(117) | | 641: opt : v(1516)-f(1274) | | 641: cb : v(1516)-f(1274) | | 641: prog: v(1516)-f(1274) | | 641: strp: v(1516)-f(1274) | | 642: opt : v(2641)-f(1842) | | 642: cb : v(2641)-f(1842) | | 642: prog: v(2641)-f(1842) | | 642: strp: v(2641)-f(1842) | | 643: opt : v(2646)-f(1842) | | 643: cb : v(2646)-f(1842) | | 643: prog: v(2646)-f(1842) | | 643: strp: v(2646)-f(1842) | | 644: opt : v(3096)-f(1968) | | 644: cb : v(3096)-f(1968) | | 644: prog: v(3096)-f(1968) | | 644: strp: v(3096)-f(1968) | | 645: opt : v(372)-f(362) | | 645: cb : v(372)-f(362) | | 645: prog: v(372)-f(362) | | 645: strp: v(372)-f(362) | | 646: opt : v(144)-f(135) | | 646: cb : v(144)-f(135) | | 646: prog: v(144)-f(135) | | 646: strp: v(144)-f(135) | | 647: opt : v(89)-f(87) | | 647: cb : v(89)-f(87) | | 647: prog: v(89)-f(87) | | 647: strp: v(89)-f(87) | | 648: opt : v(89)-f(87) | | 648: cb : v(89)-f(87) | | 648: prog: v(89)-f(87) | | 648: strp: v(89)-f(87) | | 649: opt : v(153)-f(143) | | 649: cb : v(153)-f(143) | | 649: prog: v(153)-f(143) | | 649: strp: v(153)-f(143) | | 650: opt : v(225)-f(296) | | 650: cb : v(225)-f(296) | | 650: prog: v(225)-f(296) | | 650: strp: v(225)-f(296) | | 651: opt : v(242)-f(296) | | 651: cb : v(242)-f(296) | | 651: prog: v(242)-f(296) | | 651: strp: v(242)-f(296) | | 652: opt : v(228)-f(296) | | 652: cb : v(228)-f(296) | | 652: prog: v(228)-f(296) | | 652: strp: v(228)-f(296) | | 653: opt : v(1812)-f(2222) | | 653: cb : v(1812)-f(2222) | | 653: prog: v(1812)-f(2222) | | 653: strp: v(1812)-f(2222) | | 654: opt : v(210)-f(212) | | 654: cb : v(210)-f(212) | | 654: prog: v(210)-f(212) | | 654: strp: v(210)-f(212) | | 655: opt : v(466)-f(448) | | 655: cb : v(466)-f(448) | | 655: prog: v(466)-f(448) | | 655: strp: v(466)-f(448) | | 656: opt : v(1320)-f(1500) | | 656: cb : v(1320)-f(1500) | | 656: prog: v(1320)-f(1500) | | 656: strp: v(1320)-f(1500) | | 657: opt : v(228)-f(114) | | 657: cb : v(228)-f(114) | | 657: prog: v(228)-f(114) | | 657: strp: v(228)-f(114) | | 658: opt : v(249)-f(123) | | 658: cb : v(249)-f(123) | | 658: prog: v(249)-f(123) | | 658: strp: v(249)-f(123) | | 659: opt : v(228)-f(114) | | 659: cb : v(228)-f(114) | | 659: prog: v(228)-f(114) | | 659: strp: v(228)-f(114) | | 660: opt : v(416)-f(208) | | 660: cb : v(416)-f(208) | | 660: prog: v(416)-f(208) | | 660: strp: v(416)-f(208) | | 661: opt : v(465)-f(265) | | 661: cb : v(465)-f(265) | | 661: prog: v(465)-f(265) | | 661: strp: v(465)-f(265) | | 662: opt : v(1079)-f(666) | | 662: cb : v(1079)-f(666) | | 662: prog: v(1079)-f(666) | | 662: strp: v(1079)-f(666) | | 663: opt : v(356)-f(288) | | 663: cb : v(356)-f(288) | | 663: prog: v(356)-f(288) | | 663: strp: v(356)-f(288) | | 664: opt : v(1112)-f(916) | | 664: cb : v(1112)-f(916) | | 664: prog: v(1112)-f(916) | | 664: strp: v(1112)-f(916) | | 665: opt : v(218)-f(150) | | 665: cb : v(218)-f(150) | | 665: prog: v(218)-f(150) | | 665: strp: v(218)-f(150) | | 666: opt : v(1254)-f(1428) | | 666: cb : v(1254)-f(1428) | | 666: prog: v(1254)-f(1428) | | 666: strp: v(1254)-f(1428) | | 667: opt : v(1276)-f(1468) | | 667: cb : v(1276)-f(1468) | | 667: prog: v(1276)-f(1468) | | 667: strp: v(1276)-f(1468) | | 668: opt : v(418)-f(476) | | 668: cb : v(418)-f(476) | | 668: prog: v(418)-f(476) | | 668: strp: v(418)-f(476) | | 669: opt : v(442)-f(516) | | 669: cb : v(442)-f(516) | | 669: prog: v(442)-f(516) | | 669: strp: v(442)-f(516) | | 670: opt : v(2295)-f(1563) | | 670: cb : v(2295)-f(1563) | | 670: prog: v(2295)-f(1563) | | 670: strp: v(2295)-f(1563) | | 671: opt : v(1284)-f(692) | | 671: cb : v(1284)-f(692) | | 671: prog: v(1284)-f(692) | | 671: strp: v(1284)-f(692) | | 672: opt : v(1157)-f(733) | | 672: cb : v(1157)-f(733) | | 672: prog: v(1157)-f(733) | | 672: strp: v(1157)-f(733) | | 673: opt : v(3018)-f(1868) | | 673: cb : v(3018)-f(1868) | | 673: prog: v(3018)-f(1868) | | 673: strp: v(3018)-f(1868) | | 674: opt : v(2482)-f(1882) | | 674: cb : v(2482)-f(1882) | | 674: prog: v(2482)-f(1882) | | 674: strp: v(2482)-f(1882) | | 675: opt : v(225)-f(220) | | 675: cb : v(225)-f(220) | | 675: prog: v(225)-f(220) | | 675: strp: v(225)-f(220) | | 676: opt : v(160)-f(140) | | 676: cb : v(160)-f(140) | | 676: prog: v(160)-f(140) | | 676: strp: v(160)-f(140) | | 677: opt : v(1867)-f(2419) | | 677: cb : v(1867)-f(2419) | | 677: prog: v(1867)-f(2419) | | 677: strp: v(1867)-f(2419) | | 678: opt : v(735)-f(1156) | | 678: cb : v(735)-f(1156) | | 678: prog: v(735)-f(1156) | | 678: strp: v(735)-f(1156) | | 679: opt : v(247)-f(363) | | 679: cb : v(247)-f(363) | | 679: prog: v(247)-f(363) | | 679: strp: v(247)-f(363) | | 680: opt : v(482)-f(829) | | 680: cb : v(482)-f(829) | | 680: prog: v(482)-f(829) | | 680: strp: v(482)-f(829) | | 681: opt : v(179)-f(306) | | 681: cb : v(179)-f(306) | | 681: prog: v(179)-f(306) | | 681: strp: v(179)-f(306) | | 682: opt : v(319)-f(520) | | 682: cb : v(319)-f(520) | | 682: prog: v(319)-f(520) | | 682: strp: v(319)-f(520) | | 683: opt : v(133)-f(214) | | 683: cb : v(133)-f(214) | | 683: prog: v(133)-f(214) | | 683: strp: v(133)-f(214) | | 684: opt : v(120)-f(209) | | 684: cb : v(120)-f(209) | | 684: prog: v(120)-f(209) | | 684: strp: v(120)-f(209) | | 685: opt : v(523)-f(890) | | 685: cb : v(523)-f(890) | | 685: prog: v(523)-f(890) | | 685: strp: v(523)-f(890) | | 686: opt : v(135)-f(221) | | 686: cb : v(135)-f(221) | | 686: prog: v(135)-f(221) | | 686: strp: v(135)-f(221) | | 687: opt : v(248)-f(288) | | 687: cb : v(248)-f(288) | | 687: prog: v(248)-f(288) | | 687: strp: v(248)-f(288) | | 688: opt : v(510)-f(466) | | 688: cb : v(510)-f(466) | | 688: prog: v(510)-f(466) | | 688: strp: v(510)-f(466) | | 689: opt : v(552)-f(496) | | 689: cb : v(552)-f(496) | | 689: prog: v(552)-f(496) | | 689: strp: v(552)-f(496) | | 690: opt : v(2322)-f(2168) | | 690: cb : v(2322)-f(2168) | | 690: prog: v(2322)-f(2168) | | 690: strp: v(2322)-f(2168) | | 691: opt : v(726)-f(731) | | 691: cb : v(726)-f(731) | | 691: prog: v(726)-f(731) | | 691: strp: v(726)-f(731) | | 692: opt : v(95)-f(76) | | 692: cb : v(95)-f(76) | | 692: prog: v(95)-f(76) | | 692: strp: v(95)-f(76) | | 693: opt : v(1122)-f(564) | | 693: cb : v(1122)-f(564) | | 693: prog: v(1122)-f(564) | | 693: strp: v(1122)-f(564) | | 694: opt : v(1122)-f(564) | | 694: cb : v(1122)-f(564) | | 694: prog: v(1122)-f(564) | | 694: strp: v(1122)-f(564) | | 695: opt : v(3240)-f(1692) | | 695: cb : v(3240)-f(1692) | | 695: prog: v(3240)-f(1692) | | 695: strp: v(3240)-f(1692) | | 696: opt : v(672)-f(336) | | 696: cb : v(672)-f(336) | | 696: prog: v(672)-f(336) | | 696: strp: v(672)-f(336) | | 697: opt : v(1987)-f(1095) | | 697: cb : v(1987)-f(1095) | | 697: prog: v(1987)-f(1095) | | 697: strp: v(1987)-f(1095) | | 698: opt : v(1122)-f(564) | | 698: cb : v(1122)-f(564) | | 698: prog: v(1122)-f(564) | | 698: strp: v(1122)-f(564) | | 699: opt : v(2257)-f(1199) | | 699: cb : v(2257)-f(1199) | | 699: prog: v(2257)-f(1199) | | 699: strp: v(2257)-f(1199) | | 700: opt : v(1004)-f(814) | | 700: cb : v(1004)-f(814) | | 700: prog: v(1004)-f(814) | | 700: strp: v(1004)-f(814) | | 701: opt : v(1032)-f(870) | | 701: cb : v(1032)-f(870) | | 701: prog: v(1032)-f(870) | | 701: strp: v(1032)-f(870) | | 702: opt : v(77)-f(78) | | 702: cb : v(77)-f(78) | | 702: prog: v(77)-f(78) | | 702: strp: v(77)-f(78) | | 703: opt : v(423)-f(240) | | 703: cb : v(423)-f(240) | | 703: prog: v(423)-f(240) | | 703: strp: v(423)-f(240) | | 704: opt : v(89)-f(76) | | 704: cb : v(89)-f(76) | | 704: prog: v(89)-f(76) | | 704: strp: v(89)-f(76) | | 705: opt : v(80)-f(78) | | 705: cb : v(80)-f(78) | | 705: prog: v(80)-f(78) | | 705: strp: v(80)-f(78) | | 706: opt : v(211)-f(124) | | 706: cb : v(211)-f(124) | | 706: prog: v(211)-f(124) | | 706: strp: v(211)-f(124) | | 707: opt : v(265)-f(177) | | 707: cb : v(265)-f(177) | | 707: prog: v(265)-f(177) | | 707: strp: v(265)-f(177) | | 708: opt : v(155)-f(146) | | 708: cb : v(155)-f(146) | | 708: prog: v(155)-f(146) | | 708: strp: v(155)-f(146) | | 709: opt : v(155)-f(148) | | 709: cb : v(155)-f(148) | | 709: prog: v(155)-f(148) | | 709: strp: v(155)-f(148) | | 710: opt : v(218)-f(192) | | 710: cb : v(218)-f(192) | | 710: prog: v(218)-f(192) | | 710: strp: v(218)-f(192) | | 711: opt : v(144)-f(124) | | 711: cb : v(144)-f(124) | | 711: prog: v(144)-f(124) | | 711: strp: v(144)-f(124) | | 712: opt : v(226)-f(160) | | 712: cb : v(226)-f(160) | | 712: prog: v(226)-f(160) | | 712: strp: v(226)-f(160) | | 713: opt : v(564)-f(384) | | 713: cb : v(564)-f(384) | | 713: prog: v(564)-f(384) | | 713: strp: v(564)-f(384) | | 714: opt : v(692)-f(448) | | 714: cb : v(692)-f(448) | | 714: prog: v(692)-f(448) | | 714: strp: v(692)-f(448) | | 715: opt : v(112)-f(72) | | 715: cb : v(112)-f(72) | | 715: prog: v(112)-f(72) | | 715: strp: v(112)-f(72) | | 716: opt : v(255)-f(161) | | 716: cb : v(255)-f(161) | | 716: prog: v(255)-f(161) | | 716: strp: v(255)-f(161) | | 717: opt : v(351)-f(216) | | 717: cb : v(351)-f(216) | | 717: prog: v(351)-f(216) | | 717: strp: v(351)-f(216) | | 718: opt : v(307)-f(238) | | 718: cb : v(307)-f(238) | | 718: prog: v(307)-f(238) | | 718: strp: v(307)-f(238) | | 719: opt : v(465)-f(354) | | 719: cb : v(465)-f(354) | | 719: prog: v(465)-f(354) | | 719: strp: v(465)-f(354) | | 720: opt : v(275)-f(179) | | 720: cb : v(275)-f(179) | | 720: prog: v(275)-f(179) | | 720: strp: v(275)-f(179) | | 721: opt : v(274)-f(169) | | 721: cb : v(274)-f(169) | | 721: prog: v(274)-f(169) | | 721: strp: v(274)-f(169) | | 722: opt : v(244)-f(266) | | 722: cb : v(244)-f(266) | | 722: prog: v(244)-f(266) | | 722: strp: v(244)-f(266) | | 723: opt : v(243)-f(266) | | 723: cb : v(243)-f(266) | | 723: prog: v(243)-f(266) | | 723: strp: v(243)-f(266) | | 724: opt : v(290)-f(254) | | 724: cb : v(290)-f(254) | | 724: prog: v(290)-f(254) | | 724: strp: v(290)-f(254) | | 725: opt : v(486)-f(516) | | 725: cb : v(486)-f(516) | | 725: prog: v(486)-f(516) | | 725: strp: v(486)-f(516) | | 726: opt : v(304)-f(356) | | 726: cb : v(304)-f(356) | | 726: prog: v(304)-f(356) | | 726: strp: v(304)-f(356) | | 727: opt : v(681)-f(811) | | 727: cb : v(681)-f(811) | | 727: prog: v(681)-f(811) | | 727: strp: v(681)-f(811) | | 728: opt : v(304)-f(356) | | 728: cb : v(304)-f(356) | | 728: prog: v(304)-f(356) | | 728: strp: v(304)-f(356) | | 729: opt : v(521)-f(640) | | 729: cb : v(521)-f(640) | | 729: prog: v(521)-f(640) | | 729: strp: v(521)-f(640) | | 730: opt : v(1259)-f(1564) | | 730: cb : v(1259)-f(1564) | | 730: prog: v(1259)-f(1564) | | 730: strp: v(1259)-f(1564) | | 731: opt : v(112)-f(82) | | 731: cb : v(112)-f(82) | | 731: prog: v(112)-f(82) | | 731: strp: v(112)-f(82) | | 732: opt : v(229)-f(132) | | 732: cb : v(229)-f(132) | | 732: prog: v(229)-f(132) | | 732: strp: v(229)-f(132) | | 733: opt : v(233)-f(132) | | 733: cb : v(233)-f(132) | | 733: prog: v(233)-f(132) | | 733: strp: v(233)-f(132) | | 734: opt : v(1578)-f(1264) | | 734: cb : v(1578)-f(1264) | | 734: prog: v(1578)-f(1264) | | 734: strp: v(1578)-f(1264) | | 735: opt : v(245)-f(141) | | 735: cb : v(245)-f(141) | | 735: prog: v(245)-f(141) | | 735: strp: v(245)-f(141) | | 736: opt : v(394)-f(272) | | 736: cb : v(394)-f(272) | | 736: prog: v(394)-f(272) | | 736: strp: v(394)-f(272) | | 737: opt : v(1069)-f(1687) | | 737: cb : v(1069)-f(1687) | | 737: prog: v(1069)-f(1687) | | 737: strp: v(1069)-f(1687) | | 738: opt : v(1498)-f(1456) | | 738: cb : v(1498)-f(1456) | | 738: prog: v(1498)-f(1456) | | 738: strp: v(1498)-f(1456) | | 739: opt : v(1421)-f(1430) | | 739: cb : v(1421)-f(1430) | | 739: prog: v(1421)-f(1430) | | 739: strp: v(1421)-f(1430) | | 740: opt : v(2470)-f(1612) | | 740: cb : v(2470)-f(1612) | | 740: prog: v(2470)-f(1612) | | 740: strp: v(2470)-f(1612) | | 741: opt : v(2236)-f(1412) | | 741: cb : v(2236)-f(1412) | | 741: prog: v(2236)-f(1412) | | 741: strp: v(2236)-f(1412) | | 742: opt : v(2211)-f(1385) | | 742: cb : v(2211)-f(1385) | | 742: prog: v(2211)-f(1385) | | 742: strp: v(2211)-f(1385) | | 743: opt : v(2648)-f(1656) | | 743: cb : v(2648)-f(1656) | | 743: prog: v(2648)-f(1656) | | 743: strp: v(2648)-f(1656) | | 744: opt : v(2398)-f(1555) | | 744: cb : v(2398)-f(1555) | | 744: prog: v(2398)-f(1555) | | 744: strp: v(2398)-f(1555) | | 745: opt : v(2418)-f(1595) | | 745: cb : v(2418)-f(1595) | | 745: prog: v(2418)-f(1595) | | 745: strp: v(2418)-f(1595) | | 746: opt : v(4314)-f(2606) | | 746: cb : v(4314)-f(2606) | | 746: prog: v(4314)-f(2606) | | 746: strp: v(4314)-f(2606) | | 747: opt : v(4314)-f(2606) | | 747: cb : v(4314)-f(2606) | | 747: prog: v(4314)-f(2606) | | 747: strp: v(4314)-f(2606) | | 748: opt : v(4314)-f(2606) | | 748: cb : v(4314)-f(2606) | | 748: prog: v(4314)-f(2606) | | 748: strp: v(4314)-f(2606) | | 749: opt : v(4306)-f(2602) | | 749: cb : v(4306)-f(2602) | | 749: prog: v(4306)-f(2602) | | 749: strp: v(4306)-f(2602) | | 750: opt : v(94)-f(82) | | 750: cb : v(94)-f(82) | | 750: prog: v(94)-f(82) | | 750: strp: v(94)-f(82) | | 751: opt : v(110)-f(162) | | 751: cb : v(110)-f(162) | | 751: prog: v(110)-f(162) | | 751: strp: v(110)-f(162) | | 752: opt : v(94)-f(134) | | 752: cb : v(94)-f(134) | | 752: prog: v(94)-f(134) | | 752: strp: v(94)-f(134) | | 753: opt : v(1167)-f(962) | | 753: cb : v(1167)-f(962) | | 753: prog: v(1167)-f(962) | | 753: strp: v(1167)-f(962) | | 754: opt : v(120)-f(110) | | 754: cb : v(120)-f(110) | | 754: prog: v(120)-f(110) | | 754: strp: v(120)-f(110) | | 755: opt : v(168)-f(112) | | 755: cb : v(168)-f(112) | | 755: prog: v(168)-f(112) | | 755: strp: v(168)-f(112) | | 756: opt : v(240)-f(168) | | 756: cb : v(240)-f(168) | | 756: prog: v(240)-f(168) | | 756: strp: v(240)-f(168) | | 757: opt : v(336)-f(220) | | 757: cb : v(336)-f(220) | | 757: prog: v(336)-f(220) | | 757: strp: v(336)-f(220) | | 758: opt : v(324)-f(212) | | 758: cb : v(324)-f(212) | | 758: prog: v(324)-f(212) | | 758: strp: v(324)-f(212) | | 759: opt : v(144)-f(92) | | 759: cb : v(144)-f(92) | | 759: prog: v(144)-f(92) | | 759: strp: v(144)-f(92) | | 760: opt : v(312)-f(204) | | 760: cb : v(312)-f(204) | | 760: prog: v(312)-f(204) | | 760: strp: v(312)-f(204) | | 761: opt : v(144)-f(92) | | 761: cb : v(144)-f(92) | | 761: prog: v(144)-f(92) | | 761: strp: v(144)-f(92) | | 762: opt : v(144)-f(92) | | 762: cb : v(144)-f(92) | | 762: prog: v(144)-f(92) | | 762: strp: v(144)-f(92) | | 763: opt : v(168)-f(112) | | 763: cb : v(168)-f(112) | | 763: prog: v(168)-f(112) | | 763: strp: v(168)-f(112) | | 764: opt : v(168)-f(112) | | 764: cb : v(168)-f(112) | | 764: prog: v(168)-f(112) | | 764: strp: v(168)-f(112) | | 765: opt : v(224)-f(148) | | 765: cb : v(224)-f(148) | | 765: prog: v(224)-f(148) | | 765: strp: v(224)-f(148) | | 766: opt : v(180)-f(116) | | 766: cb : v(180)-f(116) | | 766: prog: v(180)-f(116) | | 766: strp: v(180)-f(116) | | 767: opt : v(1904)-f(1096) | | 767: cb : v(1904)-f(1096) | | 767: prog: v(1904)-f(1096) | | 767: strp: v(1904)-f(1096) | | 768: opt : v(1904)-f(1096) | | 768: cb : v(1904)-f(1096) | | 768: prog: v(1904)-f(1096) | | 768: strp: v(1904)-f(1096) | | 769: opt : v(1904)-f(1096) | | 769: cb : v(1904)-f(1096) | | 769: prog: v(1904)-f(1096) | | 769: strp: v(1904)-f(1096) | | 770: opt : v(1904)-f(1096) | | 770: cb : v(1904)-f(1096) | | 770: prog: v(1904)-f(1096) | | 770: strp: v(1904)-f(1096) | | 771: opt : v(1714)-f(978) | | 771: cb : v(1714)-f(978) | | 771: prog: v(1714)-f(978) | | 771: strp: v(1714)-f(978) | | 772: opt : v(1904)-f(1096) | | 772: cb : v(1904)-f(1096) | | 772: prog: v(1904)-f(1096) | | 772: strp: v(1904)-f(1096) | | 773: opt : v(1849)-f(1054) | | 773: cb : v(1849)-f(1054) | | 773: prog: v(1849)-f(1054) | | 773: strp: v(1849)-f(1054) | | 774: opt : v(1336)-f(752) | | 774: cb : v(1336)-f(752) | | 774: prog: v(1336)-f(752) | | 774: strp: v(1336)-f(752) | | 775: opt : v(1904)-f(1096) | | 775: cb : v(1904)-f(1096) | | 775: prog: v(1904)-f(1096) | | 775: strp: v(1904)-f(1096) | | 776: opt : v(75)-f(81) | | 776: cb : v(75)-f(81) | | 776: prog: v(75)-f(81) | | 776: strp: v(75)-f(81) | | 777: opt : v(215)-f(196) | | 777: cb : v(215)-f(196) | | 777: prog: v(215)-f(196) | | 777: strp: v(215)-f(196) | | 778: opt : v(156)-f(144) | | 778: cb : v(156)-f(144) | | 778: prog: v(156)-f(144) | | 778: strp: v(156)-f(144) | | 779: opt : v(98)-f(90) | | 779: cb : v(98)-f(90) | | 779: prog: v(98)-f(90) | | 779: strp: v(98)-f(90) | | 780: opt : v(102)-f(86) | | 780: cb : v(102)-f(86) | | 780: prog: v(102)-f(86) | | 780: strp: v(102)-f(86) | | 781: opt : v(216)-f(177) | | 781: cb : v(216)-f(177) | | 781: prog: v(216)-f(177) | | 781: strp: v(216)-f(177) | | 782: opt : v(213)-f(186) | | 782: cb : v(213)-f(186) | | 782: prog: v(213)-f(186) | | 782: strp: v(213)-f(186) | | 783: opt : v(207)-f(180) | | 783: cb : v(207)-f(180) | | 783: prog: v(207)-f(180) | | 783: strp: v(207)-f(180) | | 784: opt : v(152)-f(126) | | 784: cb : v(152)-f(126) | | 784: prog: v(152)-f(126) | | 784: strp: v(152)-f(126) | | 785: opt : v(128)-f(126) | | 785: cb : v(128)-f(126) | | 785: prog: v(128)-f(126) | | 785: strp: v(128)-f(126) | | 786: opt : v(86)-f(106) | | 786: cb : v(86)-f(106) | | 786: prog: v(86)-f(106) | | 786: strp: v(86)-f(106) | | 787: opt : v(81)-f(90) | | 787: cb : v(81)-f(90) | | 787: prog: v(81)-f(90) | | 787: strp: v(81)-f(90) | | 788: opt : v(285)-f(246) | | 788: cb : v(285)-f(246) | | 788: prog: v(285)-f(246) | | 788: strp: v(285)-f(246) | | 789: opt : v(101)-f(79) | | 789: cb : v(101)-f(79) | | 789: prog: v(101)-f(79) | | 789: strp: v(101)-f(79) | | 790: opt : v(120)-f(80) | | 790: cb : v(120)-f(80) | | 790: prog: v(120)-f(80) | | 790: strp: v(120)-f(80) | | 791: opt : v(53)-f(64) | | 791: cb : v(53)-f(64) | | 791: prog: v(53)-f(64) | | 791: strp: v(53)-f(64) | | 792: opt : v(128)-f(145) | | 792: cb : v(128)-f(145) | | 792: prog: v(128)-f(145) | | 792: strp: v(128)-f(145) | | 793: opt : v(65)-f(88) | | 793: cb : v(65)-f(88) | | 793: prog: v(65)-f(88) | | 793: strp: v(65)-f(88) | | 794: opt : v(98)-f(139) | | 794: cb : v(98)-f(139) | | 794: prog: v(98)-f(139) | | 794: strp: v(98)-f(139) | | 795: opt : v(51)-f(81) | | 795: cb : v(51)-f(81) | | 795: prog: v(51)-f(81) | | 795: strp: v(51)-f(81) | | 796: opt : v(68)-f(100) | | 796: cb : v(68)-f(100) | | 796: prog: v(68)-f(100) | | 796: strp: v(68)-f(100) | | 797: opt : v(67)-f(102) | | 797: cb : v(67)-f(102) | | 797: prog: v(67)-f(102) | | 797: strp: v(67)-f(102) | | 798: opt : v(887)-f(651) | | 798: cb : v(887)-f(651) | | 798: prog: v(887)-f(651) | | 798: strp: v(887)-f(651) | | 799: opt : v(172)-f(116) | | 799: cb : v(172)-f(116) | | 799: prog: v(172)-f(116) | | 799: strp: v(172)-f(116) | | 800: opt : v(656)-f(847) | | 800: cb : v(656)-f(847) | | 800: prog: v(656)-f(847) | | 800: strp: v(656)-f(847) | | 801: opt : v(95)-f(144) | | 801: cb : v(95)-f(144) | | 801: prog: v(95)-f(144) | | 801: strp: v(95)-f(144) | | 802: opt : v(681)-f(858) | | 802: cb : v(681)-f(858) | | 802: prog: v(681)-f(858) | | 802: strp: v(681)-f(858) | | 803: opt : v(420)-f(213) | | 803: cb : v(420)-f(213) | | 803: prog: v(420)-f(213) | | 803: strp: v(420)-f(213) | | 804: opt : v(196)-f(128) | | 804: cb : v(196)-f(128) | | 804: prog: v(196)-f(128) | | 804: strp: v(196)-f(128) | | 805: opt : v(135)-f(180) | | 805: cb : v(135)-f(180) | | 805: prog: v(135)-f(180) | | 805: strp: v(135)-f(180) | | 806: opt : v(1626)-f(926) | | 806: cb : v(1626)-f(926) | | 806: prog: v(1626)-f(926) | | 806: strp: v(1626)-f(926) | | 807: opt : v(1633)-f(930) | | 807: cb : v(1633)-f(930) | | 807: prog: v(1633)-f(930) | | 807: strp: v(1633)-f(930) | | 808: opt : v(570)-f(864) | | 808: cb : v(570)-f(864) | | 808: prog: v(570)-f(864) | | 808: strp: v(570)-f(864) | | 809: opt : v(1633)-f(930) | | 809: cb : v(1633)-f(930) | | 809: prog: v(1633)-f(930) | | 809: strp: v(1633)-f(930) | | 810: opt : v(1057)-f(542) | | 810: cb : v(1057)-f(542) | | 810: prog: v(1057)-f(542) | | 810: strp: v(1057)-f(542) | | 811: opt : v(420)-f(213) | | 811: cb : v(420)-f(213) | | 811: prog: v(420)-f(213) | | 811: strp: v(420)-f(213) | | 812: opt : v(216)-f(180) | | 812: cb : v(216)-f(180) | | 812: prog: v(216)-f(180) | | 812: strp: v(216)-f(180) | | 813: opt : v(234)-f(216) | | 813: cb : v(234)-f(216) | | 813: prog: v(234)-f(216) | | 813: strp: v(234)-f(216) | | 814: opt : v(288)-f(150) | | 814: cb : v(288)-f(150) | | 814: prog: v(288)-f(150) | | 814: strp: v(288)-f(150) | | 815: opt : v(398)-f(304) | | 815: cb : v(398)-f(304) | | 815: prog: v(398)-f(304) | | 815: strp: v(398)-f(304) | | 816: opt : v(288)-f(150) | | 816: cb : v(288)-f(150) | | 816: prog: v(288)-f(150) | | 816: strp: v(288)-f(150) | | 817: opt : v(424)-f(304) | | 817: cb : v(424)-f(304) | | 817: prog: v(424)-f(304) | | 817: strp: v(424)-f(304) | | 818: opt : v(178)-f(140) | | 818: cb : v(178)-f(140) | | 818: prog: v(178)-f(140) | | 818: strp: v(178)-f(140) | | 819: opt : v(480)-f(250) | | 819: cb : v(480)-f(250) | | 819: prog: v(480)-f(250) | | 819: strp: v(480)-f(250) | | 820: opt : v(176)-f(106) | | 820: cb : v(176)-f(106) | | 820: prog: v(176)-f(106) | | 820: strp: v(176)-f(106) | | 821: opt : v(114)-f(116) | | 821: cb : v(114)-f(116) | | 821: prog: v(114)-f(116) | | 821: strp: v(114)-f(116) | | 822: opt : v(1176)-f(778) | | 822: cb : v(1176)-f(778) | | 822: prog: v(1176)-f(778) | | 822: strp: v(1176)-f(778) | | 823: opt : v(314)-f(162) | | 823: cb : v(314)-f(162) | | 823: prog: v(314)-f(162) | | 823: strp: v(314)-f(162) | | 824: opt : v(202)-f(110) | | 824: cb : v(202)-f(110) | | 824: prog: v(202)-f(110) | | 824: strp: v(202)-f(110) | | 825: opt : v(411)-f(488) | | 825: cb : v(411)-f(488) | | 825: prog: v(411)-f(488) | | 825: strp: v(411)-f(488) | | 826: opt : v(1731)-f(2456) | | 826: cb : v(1731)-f(2456) | | 826: prog: v(1731)-f(2456) | | 826: strp: v(1731)-f(2456) | | 827: opt : v(84)-f(90) | | 827: cb : v(84)-f(90) | | 827: prog: v(84)-f(90) | | 827: strp: v(84)-f(90) | | 828: opt : v(85)-f(90) | | 828: cb : v(85)-f(90) | | 828: prog: v(85)-f(90) | | 828: strp: v(85)-f(90) | | 829: opt : v(126)-f(162) | | 829: cb : v(126)-f(162) | | 829: prog: v(126)-f(162) | | 829: strp: v(126)-f(162) | | 830: opt : v(902)-f(1286) | | 830: cb : v(902)-f(1286) | | 830: prog: v(902)-f(1286) | | 830: strp: v(902)-f(1286) | | 831: opt : v(867)-f(1390) | | 831: cb : v(867)-f(1390) | | 831: prog: v(867)-f(1390) | | 831: strp: v(867)-f(1390) | | 832: opt : v(439)-f(578) | | 832: cb : v(439)-f(578) | | 832: prog: v(439)-f(578) | | 832: strp: v(439)-f(578) | | 833: opt : v(463)-f(614) | | 833: cb : v(463)-f(614) | | 833: prog: v(463)-f(614) | | 833: strp: v(463)-f(614) | | 834: opt : v(470)-f(636) | | 834: cb : v(470)-f(636) | | 834: prog: v(470)-f(636) | | 834: strp: v(470)-f(636) | | 835: opt : v(564)-f(768) | | 835: cb : v(564)-f(768) | | 835: prog: v(564)-f(768) | | 835: strp: v(564)-f(768) | | 836: opt : v(816)-f(552) | | 836: cb : v(816)-f(552) | | 836: prog: v(816)-f(552) | | 836: strp: v(816)-f(552) | | 837: opt : v(260)-f(168) | | 837: cb : v(260)-f(168) | | 837: prog: v(260)-f(168) | | 837: strp: v(260)-f(168) | | 838: opt : v(152)-f(144) | | 838: cb : v(152)-f(144) | | 838: prog: v(152)-f(144) | | 838: strp: v(152)-f(144) | | 839: opt : v(524)-f(262) | | 839: cb : v(524)-f(262) | | 839: prog: v(524)-f(262) | | 839: strp: v(524)-f(262) | | 840: opt : v(988)-f(936) | | 840: cb : v(988)-f(936) | | 840: prog: v(988)-f(936) | | 840: strp: v(988)-f(936) | | 841: opt : v(760)-f(720) | | 841: cb : v(760)-f(720) | | 841: prog: v(760)-f(720) | | 841: strp: v(760)-f(720) | | 842: opt : v(1028)-f(718) | | 842: cb : v(1028)-f(718) | | 842: prog: v(1028)-f(718) | | 842: strp: v(1028)-f(718) | | 843: opt : v(160)-f(80) | | 843: cb : v(160)-f(80) | | 843: prog: v(160)-f(80) | | 843: strp: v(160)-f(80) | | 844: opt : v(684)-f(648) | | 844: cb : v(684)-f(648) | | 844: prog: v(684)-f(648) | | 844: strp: v(684)-f(648) | | 845: opt : v(90)-f(82) | | 845: cb : v(90)-f(82) | | 845: prog: v(90)-f(82) | | 845: strp: v(90)-f(82) | | 846: opt : v(281)-f(278) | | 846: cb : v(281)-f(278) | | 846: prog: v(281)-f(278) | | 846: strp: v(281)-f(278) | | 847: opt : v(96)-f(98) | | 847: cb : v(96)-f(98) | | 847: prog: v(96)-f(98) | | 847: strp: v(96)-f(98) | | 848: opt : v(212)-f(204) | | 848: cb : v(212)-f(204) | | 848: prog: v(212)-f(204) | | 848: strp: v(212)-f(204) | | 849: opt : v(1925)-f(1863) | | 849: cb : v(1925)-f(1863) | | 849: prog: v(1925)-f(1863) | | 849: strp: v(1925)-f(1863) | | 850: opt : v(1085)-f(1035) | | 850: cb : v(1085)-f(1035) | | 850: prog: v(1085)-f(1035) | | 850: strp: v(1085)-f(1035) | | 851: opt : v(790)-f(526) | | 851: cb : v(790)-f(526) | | 851: prog: v(790)-f(526) | | 851: strp: v(790)-f(526) | | 852: opt : v(199)-f(195) | | 852: cb : v(199)-f(195) | | 852: prog: v(199)-f(195) | | 852: strp: v(199)-f(195) | | 853: opt : v(199)-f(195) | | 853: cb : v(199)-f(195) | | 853: prog: v(199)-f(195) | | 853: strp: v(199)-f(195) | | 854: opt : v(359)-f(170) | | 854: cb : v(359)-f(170) | | 854: prog: v(359)-f(170) | | 854: strp: v(359)-f(170) | | 855: opt : v(199)-f(195) | | 855: cb : v(199)-f(195) | | 855: prog: v(199)-f(195) | | 855: strp: v(199)-f(195) | | 856: opt : v(85)-f(72) | | 856: cb : v(85)-f(72) | | 856: prog: v(85)-f(72) | | 856: strp: v(85)-f(72) | | 857: opt : v(78)-f(70) | | 857: cb : v(78)-f(70) | | 857: prog: v(78)-f(70) | | 857: strp: v(78)-f(70) | | 858: opt : v(146)-f(126) | | 858: cb : v(146)-f(126) | | 858: prog: v(146)-f(126) | | 858: strp: v(146)-f(126) | | 859: opt : v(126)-f(106) | | 859: cb : v(126)-f(106) | | 859: prog: v(126)-f(106) | | 859: strp: v(126)-f(106) | | 860: opt : v(212)-f(176) | | 860: cb : v(212)-f(176) | | 860: prog: v(212)-f(176) | | 860: strp: v(212)-f(176) | | 861: opt : v(68)-f(64) | | 861: cb : v(68)-f(64) | | 861: prog: v(68)-f(64) | | 861: strp: v(68)-f(64) | | 862: opt : v(142)-f(126) | | 862: cb : v(142)-f(126) | | 862: prog: v(142)-f(126) | | 862: strp: v(142)-f(126) | | 863: opt : v(100)-f(96) | | 863: cb : v(100)-f(96) | | 863: prog: v(100)-f(96) | | 863: strp: v(100)-f(96) | | 864: opt : v(272)-f(228) | | 864: cb : v(272)-f(228) | | 864: prog: v(272)-f(228) | | 864: strp: v(272)-f(228) | | 865: opt : v(94)-f(90) | | 865: cb : v(94)-f(90) | | 865: prog: v(94)-f(90) | | 865: strp: v(94)-f(90) | | 866: opt : v(70)-f(66) | | 866: cb : v(70)-f(66) | | 866: prog: v(70)-f(66) | | 866: strp: v(70)-f(66) | | 867: opt : v(78)-f(74) | | 867: cb : v(78)-f(74) | | 867: prog: v(78)-f(74) | | 867: strp: v(78)-f(74) | | 868: opt : v(108)-f(100) | | 868: cb : v(108)-f(100) | | 868: prog: v(108)-f(100) | | 868: strp: v(108)-f(100) | | 869: opt : v(128)-f(110) | | 869: cb : v(128)-f(110) | | 869: prog: v(128)-f(110) | | 869: strp: v(128)-f(110) | | 870: opt : v(138)-f(206) | | 870: cb : v(138)-f(206) | | 870: prog: v(138)-f(206) | | 870: strp: v(138)-f(206) | | 871: opt : v(138)-f(206) | | 871: cb : v(138)-f(206) | | 871: prog: v(138)-f(206) | | 871: strp: v(138)-f(206) | | 872: opt : v(298)-f(428) | | 872: cb : v(298)-f(428) | | 872: prog: v(298)-f(428) | | 872: strp: v(298)-f(428) | | 873: opt : v(1197)-f(1722) | | 873: cb : v(1197)-f(1722) | | 873: prog: v(1197)-f(1722) | | 873: strp: v(1197)-f(1722) | | 874: opt : v(534)-f(767) | | 874: cb : v(534)-f(767) | | 874: prog: v(534)-f(767) | | 874: strp: v(534)-f(767) | | 875: opt : v(1735)-f(1410) | | 875: cb : v(1735)-f(1410) | | 875: prog: v(1735)-f(1410) | | 875: strp: v(1735)-f(1410) | | 876: opt : v(248)-f(288) | | 876: cb : v(248)-f(288) | | 876: prog: v(248)-f(288) | | 876: strp: v(248)-f(288) | | 877: opt : v(1046)-f(938) | | 877: cb : v(1046)-f(938) | | 877: prog: v(1046)-f(938) | | 877: strp: v(1046)-f(938) | | 878: opt : v(231)-f(286) | | 878: cb : v(231)-f(286) | | 878: prog: v(231)-f(286) | | 878: strp: v(231)-f(286) | | 879: opt : v(248)-f(288) | | 879: cb : v(248)-f(288) | | 879: prog: v(248)-f(288) | | 879: strp: v(248)-f(288) | | 880: opt : v(111)-f(69) | | 880: cb : v(111)-f(69) | | 880: prog: v(111)-f(69) | | 880: strp: v(111)-f(69) | | 881: opt : v(231)-f(286) | | 881: cb : v(231)-f(286) | | 881: prog: v(231)-f(286) | | 881: strp: v(231)-f(286) | | 882: opt : v(693)-f(858) | | 882: cb : v(693)-f(858) | | 882: prog: v(693)-f(858) | | 882: strp: v(693)-f(858) | | 883: opt : v(255)-f(256) | | 883: cb : v(255)-f(256) | | 883: prog: v(255)-f(256) | | 883: strp: v(255)-f(256) | | 884: opt : v(212)-f(170) | | 884: cb : v(212)-f(170) | | 884: prog: v(212)-f(170) | | 884: strp: v(212)-f(170) | | 885: opt : v(190)-f(186) | | 885: cb : v(190)-f(186) | | 885: prog: v(190)-f(186) | | 885: strp: v(190)-f(186) | | 886: opt : v(952)-f(924) | | 886: cb : v(952)-f(924) | | 886: prog: v(952)-f(924) | | 886: strp: v(952)-f(924) | | 887: opt : v(838)-f(544) | | 887: cb : v(838)-f(544) | | 887: prog: v(838)-f(544) | | 887: strp: v(838)-f(544) | | 888: opt : v(537)-f(389) | | 888: cb : v(537)-f(389) | | 888: prog: v(537)-f(389) | | 888: strp: v(537)-f(389) | | 889: opt : v(914)-f(808) | | 889: cb : v(914)-f(808) | | 889: prog: v(914)-f(808) | | 889: strp: v(914)-f(808) | | 890: opt : v(448)-f(248) | | 890: cb : v(448)-f(248) | | 890: prog: v(448)-f(248) | | 890: strp: v(448)-f(248) | | 891: opt : v(3020)-f(1616) | | 891: cb : v(3020)-f(1616) | | 891: prog: v(3020)-f(1616) | | 891: strp: v(3020)-f(1616) | | 892: opt : v(2500)-f(1988) | | 892: cb : v(2500)-f(1988) | | 892: prog: v(2500)-f(1988) | | 892: strp: v(2500)-f(1988) | | 893: opt : v(369)-f(252) | | 893: cb : v(369)-f(252) | | 893: prog: v(369)-f(252) | | 893: strp: v(369)-f(252) | | 894: opt : v(2331)-f(1323) | | 894: cb : v(2331)-f(1323) | | 894: prog: v(2331)-f(1323) | | 894: strp: v(2331)-f(1323) | | 895: opt : v(2971)-f(1734) | | 895: cb : v(2971)-f(1734) | | 895: prog: v(2971)-f(1734) | | 895: strp: v(2971)-f(1734) | | 896: opt : v(1848)-f(1198) | | 896: cb : v(1848)-f(1198) | | 896: prog: v(1848)-f(1198) | | 896: strp: v(1848)-f(1198) | | 897: opt : v(2049)-f(1228) | | 897: cb : v(2049)-f(1228) | | 897: prog: v(2049)-f(1228) | | 897: strp: v(2049)-f(1228) | | 898: opt : v(894)-f(598) | | 898: cb : v(894)-f(598) | | 898: prog: v(894)-f(598) | | 898: strp: v(894)-f(598) | | 899: opt : v(2492)-f(1642) | | 899: cb : v(2492)-f(1642) | | 899: prog: v(2492)-f(1642) | | 899: strp: v(2492)-f(1642) | | 900: opt : v(136)-f(102) | | 900: cb : v(136)-f(102) | | 900: prog: v(136)-f(102) | | 900: strp: v(136)-f(102) | | 901: opt : v(1483)-f(1031) | | 901: cb : v(1483)-f(1031) | | 901: prog: v(1483)-f(1031) | | 901: strp: v(1483)-f(1031) | | 902: opt : v(2667)-f(1565) | | 902: cb : v(2667)-f(1565) | | 902: prog: v(2667)-f(1565) | | 902: strp: v(2667)-f(1565) | | 903: opt : v(132)-f(72) | | 903: cb : v(132)-f(72) | | 903: prog: v(132)-f(72) | | 903: strp: v(132)-f(72) | | 904: opt : v(1012)-f(744) | | 904: cb : v(1012)-f(744) | | 904: prog: v(1012)-f(744) | | 904: strp: v(1012)-f(744) | | 905: opt : v(2024)-f(1488) | | 905: cb : v(2024)-f(1488) | | 905: prog: v(2024)-f(1488) | | 905: strp: v(2024)-f(1488) | | 906: opt : v(2024)-f(1488) | | 906: cb : v(2024)-f(1488) | | 906: prog: v(2024)-f(1488) | | 906: strp: v(2024)-f(1488) | | 907: opt : v(2024)-f(1488) | | 907: cb : v(2024)-f(1488) | | 907: prog: v(2024)-f(1488) | | 907: strp: v(2024)-f(1488) | | 908: opt : v(3336)-f(2436) | | 908: cb : v(3336)-f(2436) | | 908: prog: v(3336)-f(2436) | | 908: strp: v(3336)-f(2436) | | 909: opt : v(2688)-f(1956) | | 909: cb : v(2688)-f(1956) | | 909: prog: v(2688)-f(1956) | | 909: strp: v(2688)-f(1956) | | 910: opt : v(232)-f(144) | | 910: cb : v(232)-f(144) | | 910: prog: v(232)-f(144) | | 910: strp: v(232)-f(144) | | 911: opt : v(1624)-f(1008) | | 911: cb : v(1624)-f(1008) | | 911: prog: v(1624)-f(1008) | | 911: strp: v(1624)-f(1008) | | 912: opt : v(1154)-f(768) | | 912: cb : v(1154)-f(768) | | 912: prog: v(1154)-f(768) | | 912: strp: v(1154)-f(768) | | 913: opt : v(2729)-f(1636) | | 913: cb : v(2729)-f(1636) | | 913: prog: v(2729)-f(1636) | | 913: strp: v(2729)-f(1636) | | 914: opt : v(272)-f(162) | | 914: cb : v(272)-f(162) | | 914: prog: v(272)-f(162) | | 914: strp: v(272)-f(162) | | 915: opt : v(402)-f(210) | | 915: cb : v(402)-f(210) | | 915: prog: v(402)-f(210) | | 915: strp: v(402)-f(210) | | 916: opt : v(642)-f(340) | | 916: cb : v(642)-f(340) | | 916: prog: v(642)-f(340) | | 916: strp: v(642)-f(340) | | 917: opt : v(315)-f(178) | | 917: cb : v(315)-f(178) | | 917: prog: v(315)-f(178) | | 917: strp: v(315)-f(178) | | 918: opt : v(2661)-f(1428) | | 918: cb : v(2661)-f(1428) | | 918: prog: v(2661)-f(1428) | | 918: strp: v(2661)-f(1428) | | 919: opt : v(2349)-f(1237) | | 919: cb : v(2349)-f(1237) | | 919: prog: v(2349)-f(1237) | | 919: strp: v(2349)-f(1237) | | 920: opt : v(4535)-f(2392) | | 920: cb : v(4535)-f(2392) | | 920: prog: v(4535)-f(2392) | | 920: strp: v(4535)-f(2392) | | 921: opt : v(2400)-f(1315) | | 921: cb : v(2400)-f(1315) | | 921: prog: v(2400)-f(1315) | | 921: strp: v(2400)-f(1315) | | 922: opt : v(1247)-f(633) | | 922: cb : v(1247)-f(633) | | 922: prog: v(1247)-f(633) | | 922: strp: v(1247)-f(633) | | 923: opt : v(217)-f(208) | | 923: cb : v(217)-f(208) | | 923: prog: v(217)-f(208) | | 923: strp: v(217)-f(208) | | 924: opt : v(1077)-f(896) | | 924: cb : v(1077)-f(896) | | 924: prog: v(1077)-f(896) | | 924: strp: v(1077)-f(896) | | 925: opt : v(1180)-f(758) | | 925: cb : v(1180)-f(758) | | 925: prog: v(1180)-f(758) | | 925: strp: v(1180)-f(758) | | 926: opt : v(752)-f(512) | | 926: cb : v(752)-f(512) | | 926: prog: v(752)-f(512) | | 926: strp: v(752)-f(512) | | 927: opt : v(1364)-f(768) | | 927: cb : v(1364)-f(768) | | 927: prog: v(1364)-f(768) | | 927: strp: v(1364)-f(768) | | 928: opt : v(261)-f(184) | | 928: cb : v(261)-f(184) | | 928: prog: v(261)-f(184) | | 928: strp: v(261)-f(184) | | 929: opt : v(132)-f(82) | | 929: cb : v(132)-f(82) | | 929: prog: v(132)-f(82) | | 929: strp: v(132)-f(82) | | 930: opt : v(1442)-f(1194) | | 930: cb : v(1442)-f(1194) | | 930: prog: v(1442)-f(1194) | | 930: strp: v(1442)-f(1194) | | 931: opt : v(799)-f(493) | | 931: cb : v(799)-f(493) | | 931: prog: v(799)-f(493) | | 931: strp: v(799)-f(493) | | 932: opt : v(132)-f(82) | | 932: cb : v(132)-f(82) | | 932: prog: v(132)-f(82) | | 932: strp: v(132)-f(82) | | 933: opt : v(261)-f(184) | | 933: cb : v(261)-f(184) | | 933: prog: v(261)-f(184) | | 933: strp: v(261)-f(184) | | 934: opt : v(144)-f(72) | | 934: cb : v(144)-f(72) | | 934: prog: v(144)-f(72) | | 934: strp: v(144)-f(72) | | 935: opt : v(2615)-f(1676) | | 935: cb : v(2615)-f(1676) | | 935: prog: v(2615)-f(1676) | | 935: strp: v(2615)-f(1676) | | 936: opt : v(1689)-f(1029) | | 936: cb : v(1689)-f(1029) | | 936: prog: v(1689)-f(1029) | | 936: strp: v(1689)-f(1029) | | 937: opt : v(3183)-f(2542) | | 937: cb : v(3183)-f(2542) | | 937: prog: v(3183)-f(2542) | | 937: strp: v(3183)-f(2542) | | 938: opt : v(314)-f(168) | | 938: cb : v(314)-f(168) | | 938: prog: v(314)-f(168) | | 938: strp: v(314)-f(168) | | 939: opt : v(3499)-f(2259) | | 939: cb : v(3499)-f(2259) | | 939: prog: v(3499)-f(2259) | | 939: strp: v(3499)-f(2259) | | 940: opt : v(2634)-f(1430) | | 940: cb : v(2634)-f(1430) | | 940: prog: v(2634)-f(1430) | | 940: strp: v(2634)-f(1430) | | 941: opt : v(3554)-f(2199) | | 941: cb : v(3554)-f(2199) | | 941: prog: v(3554)-f(2199) | | 941: strp: v(3554)-f(2199) | | 942: opt : v(3266)-f(2060) | | 942: cb : v(3266)-f(2060) | | 942: prog: v(3266)-f(2060) | | 942: strp: v(3266)-f(2060) | | 943: opt : v(1673)-f(1168) | | 943: cb : v(1673)-f(1168) | | 943: prog: v(1673)-f(1168) | | 943: strp: v(1673)-f(1168) | | 944: opt : v(674)-f(534) | | 944: cb : v(674)-f(534) | | 944: prog: v(674)-f(534) | | 944: strp: v(674)-f(534) | | 945: opt : v(674)-f(534) | | 945: cb : v(674)-f(534) | | 945: prog: v(674)-f(534) | | 945: strp: v(674)-f(534) | | 946: opt : v(2589)-f(2082) | | 946: cb : v(2589)-f(2082) | | 946: prog: v(2589)-f(2082) | | 946: strp: v(2589)-f(2082) | | 947: opt : v(242)-f(266) | | 947: cb : v(242)-f(266) | | 947: prog: v(242)-f(266) | | 947: strp: v(242)-f(266) | | 948: opt : v(242)-f(266) | | 948: cb : v(242)-f(266) | | 948: prog: v(242)-f(266) | | 948: strp: v(242)-f(266) | | 949: opt : v(241)-f(266) | | 949: cb : v(241)-f(266) | | 949: prog: v(241)-f(266) | | 949: strp: v(241)-f(266) | | 950: opt : v(243)-f(266) | | 950: cb : v(243)-f(266) | | 950: prog: v(243)-f(266) | | 950: strp: v(243)-f(266) | | 951: opt : v(243)-f(266) | | 951: cb : v(243)-f(266) | | 951: prog: v(243)-f(266) | | 951: strp: v(243)-f(266) | | 952: opt : v(242)-f(266) | | 952: cb : v(242)-f(266) | | 952: prog: v(242)-f(266) | | 952: strp: v(242)-f(266) | | 953: opt : v(243)-f(266) | | 953: cb : v(243)-f(266) | | 953: prog: v(243)-f(266) | | 953: strp: v(243)-f(266) | | 954: opt : v(242)-f(266) | | 954: cb : v(242)-f(266) | | 954: prog: v(242)-f(266) | | 954: strp: v(242)-f(266) | | 955: opt : v(227)-f(164) | | 955: cb : v(227)-f(164) | | 955: prog: v(227)-f(164) | | 955: strp: v(227)-f(164) | | 956: opt : v(97)-f(100) | | 956: cb : v(97)-f(100) | | 956: prog: v(97)-f(100) | | 956: strp: v(97)-f(100) | | 957: opt : v(148)-f(92) | | 957: cb : v(148)-f(92) | | 957: prog: v(148)-f(92) | | 957: strp: v(148)-f(92) | | 958: opt : v(148)-f(92) | | 958: cb : v(148)-f(92) | | 958: prog: v(148)-f(92) | | 958: strp: v(148)-f(92) | | 959: opt : v(296)-f(184) | | 959: cb : v(296)-f(184) | | 959: prog: v(296)-f(184) | | 959: strp: v(296)-f(184) | | 960: opt : v(1463)-f(1049) | | 960: cb : v(1463)-f(1049) | | 960: prog: v(1463)-f(1049) | | 960: strp: v(1463)-f(1049) | | 961: opt : v(984)-f(600) | | 961: cb : v(984)-f(600) | | 961: prog: v(984)-f(600) | | 961: strp: v(984)-f(600) | | 962: opt : v(225)-f(117) | | 962: cb : v(225)-f(117) | | 962: prog: v(225)-f(117) | | 962: strp: v(225)-f(117) | | 963: opt : v(102)-f(94) | | 963: cb : v(102)-f(94) | | 963: prog: v(102)-f(94) | | 963: strp: v(102)-f(94) | | 964: opt : v(102)-f(94) | | 964: cb : v(102)-f(94) | | 964: prog: v(102)-f(94) | | 964: strp: v(102)-f(94) | | 965: opt : v(102)-f(94) | | 965: cb : v(102)-f(94) | | 965: prog: v(102)-f(94) | | 965: strp: v(102)-f(94) | | 966: opt : v(102)-f(94) | | 966: cb : v(102)-f(94) | | 966: prog: v(102)-f(94) | | 966: strp: v(102)-f(94) | | 967: opt : v(456)-f(428) | | 967: cb : v(456)-f(428) | | 967: prog: v(456)-f(428) | | 967: strp: v(456)-f(428) | | 968: opt : v(299)-f(278) | | 968: cb : v(299)-f(278) | | 968: prog: v(299)-f(278) | | 968: strp: v(299)-f(278) | | 969: opt : v(410)-f(401) | | 969: cb : v(410)-f(401) | | 969: prog: v(410)-f(401) | | 969: strp: v(410)-f(401) | | 970: opt : v(598)-f(587) | | 970: cb : v(598)-f(587) | | 970: prog: v(598)-f(587) | | 970: strp: v(598)-f(587) | | 971: opt : v(184)-f(202) | | 971: cb : v(184)-f(202) | | 971: prog: v(184)-f(202) | | 971: strp: v(184)-f(202) | | 972: opt : v(104)-f(98) | | 972: cb : v(104)-f(98) | | 972: prog: v(104)-f(98) | | 972: strp: v(104)-f(98) | | 973: opt : v(104)-f(98) | | 973: cb : v(104)-f(98) | | 973: prog: v(104)-f(98) | | 973: strp: v(104)-f(98) | | 974: opt : v(1437)-f(1853) | | 974: cb : v(1437)-f(1853) | | 974: prog: v(1437)-f(1853) | | 974: strp: v(1437)-f(1853) | | 975: opt : v(617)-f(777) | | 975: cb : v(617)-f(777) | | 975: prog: v(617)-f(777) | | 975: strp: v(617)-f(777) | | 976: opt : v(717)-f(583) | | 976: cb : v(717)-f(583) | | 976: prog: v(717)-f(583) | | 976: strp: v(717)-f(583) | | 977: opt : v(139)-f(148) | | 977: cb : v(139)-f(148) | | 977: prog: v(139)-f(148) | | 977: strp: v(139)-f(148) | | 978: opt : v(351)-f(279) | | 978: cb : v(351)-f(279) | | 978: prog: v(351)-f(279) | | 978: strp: v(351)-f(279) | | 979: opt : v(834)-f(677) | | 979: cb : v(834)-f(677) | | 979: prog: v(834)-f(677) | | 979: strp: v(834)-f(677) | | 980: opt : v(126)-f(74) | | 980: cb : v(126)-f(74) | | 980: prog: v(126)-f(74) | | 980: strp: v(126)-f(74) | | 981: opt : v(3437)-f(1805) | | 981: cb : v(3437)-f(1805) | | 981: prog: v(3437)-f(1805) | | 981: strp: v(3437)-f(1805) | | 982: opt : v(588)-f(423) | | 982: cb : v(588)-f(423) | | 982: prog: v(588)-f(423) | | 982: strp: v(588)-f(423) | | 983: opt : v(1704)-f(1298) | | 983: cb : v(1704)-f(1298) | | 983: prog: v(1704)-f(1298) | | 983: strp: v(1704)-f(1298) | | 984: opt : v(2641)-f(1842) | | 984: cb : v(2641)-f(1842) | | 984: prog: v(2641)-f(1842) | | 984: strp: v(2641)-f(1842) | | 985: opt : v(2642)-f(1842) | | 985: cb : v(2642)-f(1842) | | 985: prog: v(2642)-f(1842) | | 985: strp: v(2642)-f(1842) | | 986: opt : v(2643)-f(1842) | | 986: cb : v(2643)-f(1842) | | 986: prog: v(2643)-f(1842) | | 986: strp: v(2643)-f(1842) | | 987: opt : v(2643)-f(1842) | | 987: cb : v(2643)-f(1842) | | 987: prog: v(2643)-f(1842) | | 987: strp: v(2643)-f(1842) | | 988: opt : v(2642)-f(1842) | | 988: cb : v(2642)-f(1842) | | 988: prog: v(2642)-f(1842) | | 988: strp: v(2642)-f(1842) | | 989: opt : v(2642)-f(1842) | | 989: cb : v(2642)-f(1842) | | 989: prog: v(2642)-f(1842) | | 989: strp: v(2642)-f(1842) | | 990: opt : v(2641)-f(1842) | | 990: cb : v(2641)-f(1842) | | 990: prog: v(2641)-f(1842) | | 990: strp: v(2641)-f(1842) | | 991: opt : v(2641)-f(1842) | | 991: cb : v(2641)-f(1842) | | 991: prog: v(2641)-f(1842) | | 991: strp: v(2641)-f(1842) | | 992: opt : v(2641)-f(1842) | | 992: cb : v(2641)-f(1842) | | 992: prog: v(2641)-f(1842) | | 992: strp: v(2641)-f(1842) | | 993: opt : v(2648)-f(1842) | | 993: cb : v(2648)-f(1842) | | 993: prog: v(2648)-f(1842) | | 993: strp: v(2648)-f(1842) | | 994: opt : v(2644)-f(1842) | | 994: cb : v(2644)-f(1842) | | 994: prog: v(2644)-f(1842) | | 994: strp: v(2644)-f(1842) | | 995: opt : v(2643)-f(1842) | | 995: cb : v(2643)-f(1842) | | 995: prog: v(2643)-f(1842) | | 995: strp: v(2643)-f(1842) | | 996: opt : v(1032)-f(656) | | 996: cb : v(1032)-f(656) | | 996: prog: v(1032)-f(656) | | 996: strp: v(1032)-f(656) | | 997: opt : v(2060)-f(1312) | | 997: cb : v(2060)-f(1312) | | 997: prog: v(2060)-f(1312) | | 997: strp: v(2060)-f(1312) | | 998: opt : v(89)-f(87) | | 998: cb : v(89)-f(87) | | 998: prog: v(89)-f(87) | | 998: strp: v(89)-f(87) | | 999: opt : v(89)-f(87) | | 999: cb : v(89)-f(87) | | 999: prog: v(89)-f(87) | | 999: strp: v(89)-f(87) | | 1000: opt : v(89)-f(87) | | 1000: cb : v(89)-f(87) | | 1000: prog: v(89)-f(87) | | 1000: strp: v(89)-f(87) | | 1001: opt : v(89)-f(87) | | 1001: cb : v(89)-f(87) | | 1001: prog: v(89)-f(87) | | 1001: strp: v(89)-f(87) | | 1002: opt : v(89)-f(87) | | 1002: cb : v(89)-f(87) | | 1002: prog: v(89)-f(87) | | 1002: strp: v(89)-f(87) | | 1003: opt : v(121)-f(115) | | 1003: cb : v(121)-f(115) | | 1003: prog: v(121)-f(115) | | 1003: strp: v(121)-f(115) | | 1004: opt : v(89)-f(87) | | 1004: cb : v(89)-f(87) | | 1004: prog: v(89)-f(87) | | 1004: strp: v(89)-f(87) | | 1005: opt : v(89)-f(87) | | 1005: cb : v(89)-f(87) | | 1005: prog: v(89)-f(87) | | 1005: strp: v(89)-f(87) | | 1006: opt : v(89)-f(87) | | 1006: cb : v(89)-f(87) | | 1006: prog: v(89)-f(87) | | 1006: strp: v(89)-f(87) | | 1007: opt : v(1423)-f(1790) | | 1007: cb : v(1423)-f(1790) | | 1007: prog: v(1423)-f(1790) | | 1007: strp: v(1423)-f(1790) | | 1008: opt : v(1613)-f(2018) | | 1008: cb : v(1613)-f(2018) | | 1008: prog: v(1613)-f(2018) | | 1008: strp: v(1613)-f(2018) | | 1009: opt : v(2025)-f(2518) | | 1009: cb : v(2025)-f(2518) | | 1009: prog: v(2025)-f(2518) | | 1009: strp: v(2025)-f(2518) | | 1010: opt : v(870)-f(962) | | 1010: cb : v(870)-f(962) | | 1010: prog: v(870)-f(962) | | 1010: strp: v(870)-f(962) | | 1011: opt : v(870)-f(962) | | 1011: cb : v(870)-f(962) | | 1011: prog: v(870)-f(962) | | 1011: strp: v(870)-f(962) | | 1012: opt : v(2307)-f(2406) | | 1012: cb : v(2307)-f(2406) | | 1012: prog: v(2307)-f(2406) | | 1012: strp: v(2307)-f(2406) | | 1013: opt : v(2063)-f(2075) | | 1013: cb : v(2063)-f(2075) | | 1013: prog: v(2063)-f(2075) | | 1013: strp: v(2063)-f(2075) | | 1014: opt : v(242)-f(120) | | 1014: cb : v(242)-f(120) | | 1014: prog: v(242)-f(120) | | 1014: strp: v(242)-f(120) | | 1015: opt : v(228)-f(114) | | 1015: cb : v(228)-f(114) | | 1015: prog: v(228)-f(114) | | 1015: strp: v(228)-f(114) | | 1016: opt : v(228)-f(114) | | 1016: cb : v(228)-f(114) | | 1016: prog: v(228)-f(114) | | 1016: strp: v(228)-f(114) | | 1017: opt : v(228)-f(114) | | 1017: cb : v(228)-f(114) | | 1017: prog: v(228)-f(114) | | 1017: strp: v(228)-f(114) | | 1018: opt : v(565)-f(309) | | 1018: cb : v(565)-f(309) | | 1018: prog: v(565)-f(309) | | 1018: strp: v(565)-f(309) | | 1019: opt : v(228)-f(114) | | 1019: cb : v(228)-f(114) | | 1019: prog: v(228)-f(114) | | 1019: strp: v(228)-f(114) | | 1020: opt : v(213)-f(105) | | 1020: cb : v(213)-f(105) | | 1020: prog: v(213)-f(105) | | 1020: strp: v(213)-f(105) | | 1021: opt : v(228)-f(114) | | 1021: cb : v(228)-f(114) | | 1021: prog: v(228)-f(114) | | 1021: strp: v(228)-f(114) | | 1022: opt : v(228)-f(114) | | 1022: cb : v(228)-f(114) | | 1022: prog: v(228)-f(114) | | 1022: strp: v(228)-f(114) | | 1023: opt : v(228)-f(114) | | 1023: cb : v(228)-f(114) | | 1023: prog: v(228)-f(114) | | 1023: strp: v(228)-f(114) | | 1024: opt : v(208)-f(104) | | 1024: cb : v(208)-f(104) | | 1024: prog: v(208)-f(104) | | 1024: strp: v(208)-f(104) | | 1025: opt : v(369)-f(200) | | 1025: cb : v(369)-f(200) | | 1025: prog: v(369)-f(200) | | 1025: strp: v(369)-f(200) | | 1026: opt : v(420)-f(239) | | 1026: cb : v(420)-f(239) | | 1026: prog: v(420)-f(239) | | 1026: strp: v(420)-f(239) | | 1027: opt : v(369)-f(200) | | 1027: cb : v(369)-f(200) | | 1027: prog: v(369)-f(200) | | 1027: strp: v(369)-f(200) | | 1028: opt : v(357)-f(224) | | 1028: cb : v(357)-f(224) | | 1028: prog: v(357)-f(224) | | 1028: strp: v(357)-f(224) | | 1029: opt : v(130)-f(68) | | 1029: cb : v(130)-f(68) | | 1029: prog: v(130)-f(68) | | 1029: strp: v(130)-f(68) | | 1030: opt : v(204)-f(216) | | 1030: cb : v(204)-f(216) | | 1030: prog: v(204)-f(216) | | 1030: strp: v(204)-f(216) | | 1031: opt : v(193)-f(240) | | 1031: cb : v(193)-f(240) | | 1031: prog: v(193)-f(240) | | 1031: strp: v(193)-f(240) | | 1032: opt : v(195)-f(240) | | 1032: cb : v(195)-f(240) | | 1032: prog: v(195)-f(240) | | 1032: strp: v(195)-f(240) | | 1033: opt : v(193)-f(240) | | 1033: cb : v(193)-f(240) | | 1033: prog: v(193)-f(240) | | 1033: strp: v(193)-f(240) | | 1034: opt : v(478)-f(331) | | 1034: cb : v(478)-f(331) | | 1034: prog: v(478)-f(331) | | 1034: strp: v(478)-f(331) | | 1035: opt : v(714)-f(543) | | 1035: cb : v(714)-f(543) | | 1035: prog: v(714)-f(543) | | 1035: strp: v(714)-f(543) | | 1036: opt : v(440)-f(516) | | 1036: cb : v(440)-f(516) | | 1036: prog: v(440)-f(516) | | 1036: strp: v(440)-f(516) | | 1037: opt : v(1694)-f(1944) | | 1037: cb : v(1694)-f(1944) | | 1037: prog: v(1694)-f(1944) | | 1037: strp: v(1694)-f(1944) | | 1038: opt : v(4320)-f(2496) | | 1038: cb : v(4320)-f(2496) | | 1038: prog: v(4320)-f(2496) | | 1038: strp: v(4320)-f(2496) | | 1039: opt : v(133)-f(108) | | 1039: cb : v(133)-f(108) | | 1039: prog: v(133)-f(108) | | 1039: strp: v(133)-f(108) | | 1040: opt : v(133)-f(108) | | 1040: cb : v(133)-f(108) | | 1040: prog: v(133)-f(108) | | 1040: strp: v(133)-f(108) | | 1041: opt : v(185)-f(209) | | 1041: cb : v(185)-f(209) | | 1041: prog: v(185)-f(209) | | 1041: strp: v(185)-f(209) | | 1042: opt : v(100)-f(108) | | 1042: cb : v(100)-f(108) | | 1042: prog: v(100)-f(108) | | 1042: strp: v(100)-f(108) | | 1043: opt : v(140)-f(131) | | 1043: cb : v(140)-f(131) | | 1043: prog: v(140)-f(131) | | 1043: strp: v(140)-f(131) | | 1044: opt : v(160)-f(140) | | 1044: cb : v(160)-f(140) | | 1044: prog: v(160)-f(140) | | 1044: strp: v(160)-f(140) | | 1045: opt : v(133)-f(108) | | 1045: cb : v(133)-f(108) | | 1045: prog: v(133)-f(108) | | 1045: strp: v(133)-f(108) | | 1046: opt : v(366)-f(386) | | 1046: cb : v(366)-f(386) | | 1046: prog: v(366)-f(386) | | 1046: strp: v(366)-f(386) | | 1047: opt : v(100)-f(108) | | 1047: cb : v(100)-f(108) | | 1047: prog: v(100)-f(108) | | 1047: strp: v(100)-f(108) | | 1048: opt : v(100)-f(108) | | 1048: cb : v(100)-f(108) | | 1048: prog: v(100)-f(108) | | 1048: strp: v(100)-f(108) | | 1049: opt : v(100)-f(108) | | 1049: cb : v(100)-f(108) | | 1049: prog: v(100)-f(108) | | 1049: strp: v(100)-f(108) | | 1050: opt : v(349)-f(303) | | 1050: cb : v(349)-f(303) | | 1050: prog: v(349)-f(303) | | 1050: strp: v(349)-f(303) | | 1051: opt : v(233)-f(362) | | 1051: cb : v(233)-f(362) | | 1051: prog: v(233)-f(362) | | 1051: strp: v(233)-f(362) | | 1052: opt : v(96)-f(151) | | 1052: cb : v(96)-f(151) | | 1052: prog: v(96)-f(151) | | 1052: strp: v(96)-f(151) | | 1053: opt : v(144)-f(231) | | 1053: cb : v(144)-f(231) | | 1053: prog: v(144)-f(231) | | 1053: strp: v(144)-f(231) | | 1054: opt : v(261)-f(445) | | 1054: cb : v(261)-f(445) | | 1054: prog: v(261)-f(445) | | 1054: strp: v(261)-f(445) | | 1055: opt : v(998)-f(1490) | | 1055: cb : v(998)-f(1490) | | 1055: prog: v(998)-f(1490) | | 1055: strp: v(998)-f(1490) | | 1056: opt : v(523)-f(857) | | 1056: cb : v(523)-f(857) | | 1056: prog: v(523)-f(857) | | 1056: strp: v(523)-f(857) | | 1057: opt : v(322)-f(552) | | 1057: cb : v(322)-f(552) | | 1057: prog: v(322)-f(552) | | 1057: strp: v(322)-f(552) | | 1058: opt : v(2207)-f(1229) | | 1058: cb : v(2207)-f(1229) | | 1058: prog: v(2207)-f(1229) | | 1058: strp: v(2207)-f(1229) | | 1059: opt : v(1123)-f(635) | | 1059: cb : v(1123)-f(635) | | 1059: prog: v(1123)-f(635) | | 1059: strp: v(1123)-f(635) | | 1060: opt : v(301)-f(173) | | 1060: cb : v(301)-f(173) | | 1060: prog: v(301)-f(173) | | 1060: strp: v(301)-f(173) | | 1061: opt : v(946)-f(486) | | 1061: cb : v(946)-f(486) | | 1061: prog: v(946)-f(486) | | 1061: strp: v(946)-f(486) | | 1062: opt : v(3313)-f(1709) | | 1062: cb : v(3313)-f(1709) | | 1062: prog: v(3313)-f(1709) | | 1062: strp: v(3313)-f(1709) | | 1063: opt : v(265)-f(149) | | 1063: cb : v(265)-f(149) | | 1063: prog: v(265)-f(149) | | 1063: strp: v(265)-f(149) | | 1064: opt : v(319)-f(179) | | 1064: cb : v(319)-f(179) | | 1064: prog: v(319)-f(179) | | 1064: strp: v(319)-f(179) | | 1065: opt : v(1122)-f(564) | | 1065: cb : v(1122)-f(564) | | 1065: prog: v(1122)-f(564) | | 1065: strp: v(1122)-f(564) | | 1066: opt : v(265)-f(177) | | 1066: cb : v(265)-f(177) | | 1066: prog: v(265)-f(177) | | 1066: strp: v(265)-f(177) | | 1067: opt : v(211)-f(124) | | 1067: cb : v(211)-f(124) | | 1067: prog: v(211)-f(124) | | 1067: strp: v(211)-f(124) | | 1068: opt : v(423)-f(240) | | 1068: cb : v(423)-f(240) | | 1068: prog: v(423)-f(240) | | 1068: strp: v(423)-f(240) | | 1069: opt : v(423)-f(240) | | 1069: cb : v(423)-f(240) | | 1069: prog: v(423)-f(240) | | 1069: strp: v(423)-f(240) | | 1070: opt : v(109)-f(96) | | 1070: cb : v(109)-f(96) | | 1070: prog: v(109)-f(96) | | 1070: strp: v(109)-f(96) | | 1071: opt : v(593)-f(466) | | 1071: cb : v(593)-f(466) | | 1071: prog: v(593)-f(466) | | 1071: strp: v(593)-f(466) | | 1072: opt : v(119)-f(110) | | 1072: cb : v(119)-f(110) | | 1072: prog: v(119)-f(110) | | 1072: strp: v(119)-f(110) | | 1073: opt : v(874)-f(1032) | | 1073: cb : v(874)-f(1032) | | 1073: prog: v(874)-f(1032) | | 1073: strp: v(874)-f(1032) | | 1074: opt : v(304)-f(356) | | 1074: cb : v(304)-f(356) | | 1074: prog: v(304)-f(356) | | 1074: strp: v(304)-f(356) | | 1075: opt : v(1042)-f(1280) | | 1075: cb : v(1042)-f(1280) | | 1075: prog: v(1042)-f(1280) | | 1075: strp: v(1042)-f(1280) | | 1076: opt : v(319)-f(202) | | 1076: cb : v(319)-f(202) | | 1076: prog: v(319)-f(202) | | 1076: strp: v(319)-f(202) | | 1077: opt : v(224)-f(132) | | 1077: cb : v(224)-f(132) | | 1077: prog: v(224)-f(132) | | 1077: strp: v(224)-f(132) | | 1078: opt : v(422)-f(272) | | 1078: cb : v(422)-f(272) | | 1078: prog: v(422)-f(272) | | 1078: strp: v(422)-f(272) | | 1079: opt : v(279)-f(226) | | 1079: cb : v(279)-f(226) | | 1079: prog: v(279)-f(226) | | 1079: strp: v(279)-f(226) | | 1080: opt : v(187)-f(158) | | 1080: cb : v(187)-f(158) | | 1080: prog: v(187)-f(158) | | 1080: strp: v(187)-f(158) | | 1081: opt : v(862)-f(430) | | 1081: cb : v(862)-f(430) | | 1081: prog: v(862)-f(430) | | 1081: strp: v(862)-f(430) | | 1082: opt : v(112)-f(82) | | 1082: cb : v(112)-f(82) | | 1082: prog: v(112)-f(82) | | 1082: strp: v(112)-f(82) | | 1083: opt : v(1447)-f(1365) | | 1083: cb : v(1447)-f(1365) | | 1083: prog: v(1447)-f(1365) | | 1083: strp: v(1447)-f(1365) | | 1084: opt : v(1508)-f(1521) | | 1084: cb : v(1508)-f(1521) | | 1084: prog: v(1508)-f(1521) | | 1084: strp: v(1508)-f(1521) | | 1085: opt : v(4033)-f(2716) | | 1085: cb : v(4033)-f(2716) | | 1085: prog: v(4033)-f(2716) | | 1085: strp: v(4033)-f(2716) | | 1086: opt : v(4306)-f(2602) | | 1086: cb : v(4306)-f(2602) | | 1086: prog: v(4306)-f(2602) | | 1086: strp: v(4306)-f(2602) | | 1087: opt : v(3958)-f(2402) | | 1087: cb : v(3958)-f(2402) | | 1087: prog: v(3958)-f(2402) | | 1087: strp: v(3958)-f(2402) | | 1088: opt : v(4314)-f(2606) | | 1088: cb : v(4314)-f(2606) | | 1088: prog: v(4314)-f(2606) | | 1088: strp: v(4314)-f(2606) | | 1089: opt : v(4314)-f(2606) | | 1089: cb : v(4314)-f(2606) | | 1089: prog: v(4314)-f(2606) | | 1089: strp: v(4314)-f(2606) | | 1090: opt : v(4314)-f(2606) | | 1090: cb : v(4314)-f(2606) | | 1090: prog: v(4314)-f(2606) | | 1090: strp: v(4314)-f(2606) | | 1091: opt : v(4314)-f(2606) | | 1091: cb : v(4314)-f(2606) | | 1091: prog: v(4314)-f(2606) | | 1091: strp: v(4314)-f(2606) | | 1092: opt : v(4314)-f(2606) | | 1092: cb : v(4314)-f(2606) | | 1092: prog: v(4314)-f(2606) | | 1092: strp: v(4314)-f(2606) | | 1093: opt : v(135)-f(143) | | 1093: cb : v(135)-f(143) | | 1093: prog: v(135)-f(143) | | 1093: strp: v(135)-f(143) | | 1094: opt : v(186)-f(211) | | 1094: cb : v(186)-f(211) | | 1094: prog: v(186)-f(211) | | 1094: strp: v(186)-f(211) | | 1095: opt : v(164)-f(216) | | 1095: cb : v(164)-f(216) | | 1095: prog: v(164)-f(216) | | 1095: strp: v(164)-f(216) | | 1096: opt : v(92)-f(128) | | 1096: cb : v(92)-f(128) | | 1096: prog: v(92)-f(128) | | 1096: strp: v(92)-f(128) | | 1097: opt : v(138)-f(110) | | 1097: cb : v(138)-f(110) | | 1097: prog: v(138)-f(110) | | 1097: strp: v(138)-f(110) | | 1098: opt : v(224)-f(278) | | 1098: cb : v(224)-f(278) | | 1098: prog: v(224)-f(278) | | 1098: strp: v(224)-f(278) | | 1099: opt : v(800)-f(922) | | 1099: cb : v(800)-f(922) | | 1099: prog: v(800)-f(922) | | 1099: strp: v(800)-f(922) | | 1100: opt : v(448)-f(248) | | 1100: cb : v(448)-f(248) | | 1100: prog: v(448)-f(248) | | 1100: strp: v(448)-f(248) | | 1101: opt : v(367)-f(303) | | 1101: cb : v(367)-f(303) | | 1101: prog: v(367)-f(303) | | 1101: strp: v(367)-f(303) | | 1102: opt : v(106)-f(88) | | 1102: cb : v(106)-f(88) | | 1102: prog: v(106)-f(88) | | 1102: strp: v(106)-f(88) | | 1103: opt : v(106)-f(88) | | 1103: cb : v(106)-f(88) | | 1103: prog: v(106)-f(88) | | 1103: strp: v(106)-f(88) | | 1104: opt : v(180)-f(101) | | 1104: cb : v(180)-f(101) | | 1104: prog: v(180)-f(101) | | 1104: strp: v(180)-f(101) | | 1105: opt : v(180)-f(90) | | 1105: cb : v(180)-f(90) | | 1105: prog: v(180)-f(90) | | 1105: strp: v(180)-f(90) | | 1106: opt : v(200)-f(100) | | 1106: cb : v(200)-f(100) | | 1106: prog: v(200)-f(100) | | 1106: strp: v(200)-f(100) | | 1107: opt : v(250)-f(190) | | 1107: cb : v(250)-f(190) | | 1107: prog: v(250)-f(190) | | 1107: strp: v(250)-f(190) | | 1108: opt : v(200)-f(152) | | 1108: cb : v(200)-f(152) | | 1108: prog: v(200)-f(152) | | 1108: strp: v(200)-f(152) | | 1109: opt : v(247)-f(187) | | 1109: cb : v(247)-f(187) | | 1109: prog: v(247)-f(187) | | 1109: strp: v(247)-f(187) | | 1110: opt : v(130)-f(110) | | 1110: cb : v(130)-f(110) | | 1110: prog: v(130)-f(110) | | 1110: strp: v(130)-f(110) | | 1111: opt : v(106)-f(88) | | 1111: cb : v(106)-f(88) | | 1111: prog: v(106)-f(88) | | 1111: strp: v(106)-f(88) | | 1112: opt : v(168)-f(112) | | 1112: cb : v(168)-f(112) | | 1112: prog: v(168)-f(112) | | 1112: strp: v(168)-f(112) | | 1113: opt : v(168)-f(112) | | 1113: cb : v(168)-f(112) | | 1113: prog: v(168)-f(112) | | 1113: strp: v(168)-f(112) | | 1114: opt : v(144)-f(92) | | 1114: cb : v(144)-f(92) | | 1114: prog: v(144)-f(92) | | 1114: strp: v(144)-f(92) | | 1115: opt : v(168)-f(112) | | 1115: cb : v(168)-f(112) | | 1115: prog: v(168)-f(112) | | 1115: strp: v(168)-f(112) | | 1116: opt : v(312)-f(204) | | 1116: cb : v(312)-f(204) | | 1116: prog: v(312)-f(204) | | 1116: strp: v(312)-f(204) | | 1117: opt : v(312)-f(204) | | 1117: cb : v(312)-f(204) | | 1117: prog: v(312)-f(204) | | 1117: strp: v(312)-f(204) | | 1118: opt : v(312)-f(204) | | 1118: cb : v(312)-f(204) | | 1118: prog: v(312)-f(204) | | 1118: strp: v(312)-f(204) | | 1119: opt : v(144)-f(92) | | 1119: cb : v(144)-f(92) | | 1119: prog: v(144)-f(92) | | 1119: strp: v(144)-f(92) | | 1120: opt : v(168)-f(112) | | 1120: cb : v(168)-f(112) | | 1120: prog: v(168)-f(112) | | 1120: strp: v(168)-f(112) | | 1121: opt : v(225)-f(189) | | 1121: cb : v(225)-f(189) | | 1121: prog: v(225)-f(189) | | 1121: strp: v(225)-f(189) | | 1122: opt : v(194)-f(168) | | 1122: cb : v(194)-f(168) | | 1122: prog: v(194)-f(168) | | 1122: strp: v(194)-f(168) | | 1123: opt : v(96)-f(66) | | 1123: cb : v(96)-f(66) | | 1123: prog: v(96)-f(66) | | 1123: strp: v(96)-f(66) | | 1124: opt : v(138)-f(108) | | 1124: cb : v(138)-f(108) | | 1124: prog: v(138)-f(108) | | 1124: strp: v(138)-f(108) | | 1125: opt : v(216)-f(177) | | 1125: cb : v(216)-f(177) | | 1125: prog: v(216)-f(177) | | 1125: strp: v(216)-f(177) | | 1126: opt : v(856)-f(704) | | 1126: cb : v(856)-f(704) | | 1126: prog: v(856)-f(704) | | 1126: strp: v(856)-f(704) | | 1127: opt : v(133)-f(114) | | 1127: cb : v(133)-f(114) | | 1127: prog: v(133)-f(114) | | 1127: strp: v(133)-f(114) | | 1128: opt : v(162)-f(138) | | 1128: cb : v(162)-f(138) | | 1128: prog: v(162)-f(138) | | 1128: strp: v(162)-f(138) | | 1129: opt : v(105)-f(87) | | 1129: cb : v(105)-f(87) | | 1129: prog: v(105)-f(87) | | 1129: strp: v(105)-f(87) | | 1130: opt : v(162)-f(138) | | 1130: cb : v(162)-f(138) | | 1130: prog: v(162)-f(138) | | 1130: strp: v(162)-f(138) | | 1131: opt : v(95)-f(81) | | 1131: cb : v(95)-f(81) | | 1131: prog: v(95)-f(81) | | 1131: strp: v(95)-f(81) | | 1132: opt : v(318)-f(282) | | 1132: cb : v(318)-f(282) | | 1132: prog: v(318)-f(282) | | 1132: strp: v(318)-f(282) | | 1133: opt : v(2166)-f(1650) | | 1133: cb : v(2166)-f(1650) | | 1133: prog: v(2166)-f(1650) | | 1133: strp: v(2166)-f(1650) | | 1134: opt : v(1894)-f(1542) | | 1134: cb : v(1894)-f(1542) | | 1134: prog: v(1894)-f(1542) | | 1134: strp: v(1894)-f(1542) | | 1135: opt : v(178)-f(132) | | 1135: cb : v(178)-f(132) | | 1135: prog: v(178)-f(132) | | 1135: strp: v(178)-f(132) | | 1136: opt : v(193)-f(140) | | 1136: cb : v(193)-f(140) | | 1136: prog: v(193)-f(140) | | 1136: strp: v(193)-f(140) | | 1137: opt : v(170)-f(124) | | 1137: cb : v(170)-f(124) | | 1137: prog: v(170)-f(124) | | 1137: strp: v(170)-f(124) | | 1138: opt : v(142)-f(108) | | 1138: cb : v(142)-f(108) | | 1138: prog: v(142)-f(108) | | 1138: strp: v(142)-f(108) | | 1139: opt : v(99)-f(87) | | 1139: cb : v(99)-f(87) | | 1139: prog: v(99)-f(87) | | 1139: strp: v(99)-f(87) | | 1140: opt : v(180)-f(144) | | 1140: cb : v(180)-f(144) | | 1140: prog: v(180)-f(144) | | 1140: strp: v(180)-f(144) | | 1141: opt : v(108)-f(96) | | 1141: cb : v(108)-f(96) | | 1141: prog: v(108)-f(96) | | 1141: strp: v(108)-f(96) | | 1142: opt : v(198)-f(162) | | 1142: cb : v(198)-f(162) | | 1142: prog: v(198)-f(162) | | 1142: strp: v(198)-f(162) | | 1143: opt : v(168)-f(140) | | 1143: cb : v(168)-f(140) | | 1143: prog: v(168)-f(140) | | 1143: strp: v(168)-f(140) | | 1144: opt : v(183)-f(159) | | 1144: cb : v(183)-f(159) | | 1144: prog: v(183)-f(159) | | 1144: strp: v(183)-f(159) | | 1145: opt : v(183)-f(147) | | 1145: cb : v(183)-f(147) | | 1145: prog: v(183)-f(147) | | 1145: strp: v(183)-f(147) | | 1146: opt : v(135)-f(107) | | 1146: cb : v(135)-f(107) | | 1146: prog: v(135)-f(107) | | 1146: strp: v(135)-f(107) | | 1147: opt : v(159)-f(135) | | 1147: cb : v(159)-f(135) | | 1147: prog: v(159)-f(135) | | 1147: strp: v(159)-f(135) | | 1148: opt : v(168)-f(128) | | 1148: cb : v(168)-f(128) | | 1148: prog: v(168)-f(128) | | 1148: strp: v(168)-f(128) | | 1149: opt : v(156)-f(120) | | 1149: cb : v(156)-f(120) | | 1149: prog: v(156)-f(120) | | 1149: strp: v(156)-f(120) | | 1150: opt : v(242)-f(186) | | 1150: cb : v(242)-f(186) | | 1150: prog: v(242)-f(186) | | 1150: strp: v(242)-f(186) | | 1151: opt : v(251)-f(195) | | 1151: cb : v(251)-f(195) | | 1151: prog: v(251)-f(195) | | 1151: strp: v(251)-f(195) | | 1152: opt : v(108)-f(64) | | 1152: cb : v(108)-f(64) | | 1152: prog: v(108)-f(64) | | 1152: strp: v(108)-f(64) | | 1153: opt : v(104)-f(64) | | 1153: cb : v(104)-f(64) | | 1153: prog: v(104)-f(64) | | 1153: strp: v(104)-f(64) | | 1154: opt : v(120)-f(80) | | 1154: cb : v(120)-f(80) | | 1154: prog: v(120)-f(80) | | 1154: strp: v(120)-f(80) | | 1155: opt : v(180)-f(152) | | 1155: cb : v(180)-f(152) | | 1155: prog: v(180)-f(152) | | 1155: strp: v(180)-f(152) | | 1156: opt : v(194)-f(224) | | 1156: cb : v(194)-f(224) | | 1156: prog: v(194)-f(224) | | 1156: strp: v(194)-f(224) | | 1157: opt : v(89)-f(123) | | 1157: cb : v(89)-f(123) | | 1157: prog: v(89)-f(123) | | 1157: strp: v(89)-f(123) | | 1158: opt : v(87)-f(119) | | 1158: cb : v(87)-f(119) | | 1158: prog: v(87)-f(119) | | 1158: strp: v(87)-f(119) | | 1159: opt : v(127)-f(164) | | 1159: cb : v(127)-f(164) | | 1159: prog: v(127)-f(164) | | 1159: strp: v(127)-f(164) | | 1160: opt : v(147)-f(207) | | 1160: cb : v(147)-f(207) | | 1160: prog: v(147)-f(207) | | 1160: strp: v(147)-f(207) | | 1161: opt : v(143)-f(186) | | 1161: cb : v(143)-f(186) | | 1161: prog: v(143)-f(186) | | 1161: strp: v(143)-f(186) | | 1162: opt : v(110)-f(150) | | 1162: cb : v(110)-f(150) | | 1162: prog: v(110)-f(150) | | 1162: strp: v(110)-f(150) | | 1163: opt : v(84)-f(112) | | 1163: cb : v(84)-f(112) | | 1163: prog: v(84)-f(112) | | 1163: strp: v(84)-f(112) | | 1164: opt : v(66)-f(88) | | 1164: cb : v(66)-f(88) | | 1164: prog: v(66)-f(88) | | 1164: strp: v(66)-f(88) | | 1165: opt : v(84)-f(103) | | 1165: cb : v(84)-f(103) | | 1165: prog: v(84)-f(103) | | 1165: strp: v(84)-f(103) | | 1166: opt : v(99)-f(145) | | 1166: cb : v(99)-f(145) | | 1166: prog: v(99)-f(145) | | 1166: strp: v(99)-f(145) | | 1167: opt : v(180)-f(105) | | 1167: cb : v(180)-f(105) | | 1167: prog: v(180)-f(105) | | 1167: strp: v(180)-f(105) | | 1168: opt : v(741)-f(414) | | 1168: cb : v(741)-f(414) | | 1168: prog: v(741)-f(414) | | 1168: strp: v(741)-f(414) | | 1169: opt : v(683)-f(573) | | 1169: cb : v(683)-f(573) | | 1169: prog: v(683)-f(573) | | 1169: strp: v(683)-f(573) | | 1170: opt : v(68)-f(79) | | 1170: cb : v(68)-f(79) | | 1170: prog: v(68)-f(79) | | 1170: strp: v(68)-f(79) | | 1171: opt : v(64)-f(93) | | 1171: cb : v(64)-f(93) | | 1171: prog: v(64)-f(93) | | 1171: strp: v(64)-f(93) | | 1172: opt : v(54)-f(72) | | 1172: cb : v(54)-f(72) | | 1172: prog: v(54)-f(72) | | 1172: strp: v(54)-f(72) | | 1173: opt : v(68)-f(80) | | 1173: cb : v(68)-f(80) | | 1173: prog: v(68)-f(80) | | 1173: strp: v(68)-f(80) | | 1174: opt : v(106)-f(177) | | 1174: cb : v(106)-f(177) | | 1174: prog: v(106)-f(177) | | 1174: strp: v(106)-f(177) | | 1175: opt : v(753)-f(761) | | 1175: cb : v(753)-f(761) | | 1175: prog: v(753)-f(761) | | 1175: strp: v(753)-f(761) | | 1176: opt : v(148)-f(180) | | 1176: cb : v(148)-f(180) | | 1176: prog: v(148)-f(180) | | 1176: strp: v(148)-f(180) | | 1177: opt : v(148)-f(180) | | 1177: cb : v(148)-f(180) | | 1177: prog: v(148)-f(180) | | 1177: strp: v(148)-f(180) | | 1178: opt : v(77)-f(120) | | 1178: cb : v(77)-f(120) | | 1178: prog: v(77)-f(120) | | 1178: strp: v(77)-f(120) | | 1179: opt : v(350)-f(330) | | 1179: cb : v(350)-f(330) | | 1179: prog: v(350)-f(330) | | 1179: strp: v(350)-f(330) | | 1180: opt : v(1633)-f(930) | | 1180: cb : v(1633)-f(930) | | 1180: prog: v(1633)-f(930) | | 1180: strp: v(1633)-f(930) | | 1181: opt : v(739)-f(382) | | 1181: cb : v(739)-f(382) | | 1181: prog: v(739)-f(382) | | 1181: strp: v(739)-f(382) | | 1182: opt : v(1633)-f(930) | | 1182: cb : v(1633)-f(930) | | 1182: prog: v(1633)-f(930) | | 1182: strp: v(1633)-f(930) | | 1183: opt : v(698)-f(930) | | 1183: cb : v(698)-f(930) | | 1183: prog: v(698)-f(930) | | 1183: strp: v(698)-f(930) | | 1184: opt : v(918)-f(1111) | | 1184: cb : v(918)-f(1111) | | 1184: prog: v(918)-f(1111) | | 1184: strp: v(918)-f(1111) | | 1185: opt : v(95)-f(144) | | 1185: cb : v(95)-f(144) | | 1185: prog: v(95)-f(144) | | 1185: strp: v(95)-f(144) | | 1186: opt : v(739)-f(382) | | 1186: cb : v(739)-f(382) | | 1186: prog: v(739)-f(382) | | 1186: strp: v(739)-f(382) | | 1187: opt : v(1057)-f(542) | | 1187: cb : v(1057)-f(542) | | 1187: prog: v(1057)-f(542) | | 1187: strp: v(1057)-f(542) | | 1188: opt : v(246)-f(274) | | 1188: cb : v(246)-f(274) | | 1188: prog: v(246)-f(274) | | 1188: strp: v(246)-f(274) | | 1189: opt : v(242)-f(242) | | 1189: cb : v(242)-f(242) | | 1189: prog: v(242)-f(242) | | 1189: strp: v(242)-f(242) | | 1190: opt : v(190)-f(190) | | 1190: cb : v(190)-f(190) | | 1190: prog: v(190)-f(190) | | 1190: strp: v(190)-f(190) | | 1191: opt : v(329)-f(380) | | 1191: cb : v(329)-f(380) | | 1191: prog: v(329)-f(380) | | 1191: strp: v(329)-f(380) | | 1192: opt : v(396)-f(360) | | 1192: cb : v(396)-f(360) | | 1192: prog: v(396)-f(360) | | 1192: strp: v(396)-f(360) | | 1193: opt : v(368)-f(298) | | 1193: cb : v(368)-f(298) | | 1193: prog: v(368)-f(298) | | 1193: strp: v(368)-f(298) | | 1194: opt : v(134)-f(108) | | 1194: cb : v(134)-f(108) | | 1194: prog: v(134)-f(108) | | 1194: strp: v(134)-f(108) | | 1195: opt : v(138)-f(108) | | 1195: cb : v(138)-f(108) | | 1195: prog: v(138)-f(108) | | 1195: strp: v(138)-f(108) | | 1196: opt : v(174)-f(144) | | 1196: cb : v(174)-f(144) | | 1196: prog: v(174)-f(144) | | 1196: strp: v(174)-f(144) | | 1197: opt : v(234)-f(216) | | 1197: cb : v(234)-f(216) | | 1197: prog: v(234)-f(216) | | 1197: strp: v(234)-f(216) | | 1198: opt : v(144)-f(108) | | 1198: cb : v(144)-f(108) | | 1198: prog: v(144)-f(108) | | 1198: strp: v(144)-f(108) | | 1199: opt : v(304)-f(336) | | 1199: cb : v(304)-f(336) | | 1199: prog: v(304)-f(336) | | 1199: strp: v(304)-f(336) | | 1200: opt : v(164)-f(128) | | 1200: cb : v(164)-f(128) | | 1200: prog: v(164)-f(128) | | 1200: strp: v(164)-f(128) | | 1201: opt : v(144)-f(108) | | 1201: cb : v(144)-f(108) | | 1201: prog: v(144)-f(108) | | 1201: strp: v(144)-f(108) | | 1202: opt : v(144)-f(108) | | 1202: cb : v(144)-f(108) | | 1202: prog: v(144)-f(108) | | 1202: strp: v(144)-f(108) | | 1203: opt : v(207)-f(180) | | 1203: cb : v(207)-f(180) | | 1203: prog: v(207)-f(180) | | 1203: strp: v(207)-f(180) | | 1204: opt : v(919)-f(915) | | 1204: cb : v(919)-f(915) | | 1204: prog: v(919)-f(915) | | 1204: strp: v(919)-f(915) | | 1205: opt : v(1378)-f(1301) | | 1205: cb : v(1378)-f(1301) | | 1205: prog: v(1378)-f(1301) | | 1205: strp: v(1378)-f(1301) | | 1206: opt : v(257)-f(203) | | 1206: cb : v(257)-f(203) | | 1206: prog: v(257)-f(203) | | 1206: strp: v(257)-f(203) | | 1207: opt : v(394)-f(386) | | 1207: cb : v(394)-f(386) | | 1207: prog: v(394)-f(386) | | 1207: strp: v(394)-f(386) | | 1208: opt : v(399)-f(312) | | 1208: cb : v(399)-f(312) | | 1208: prog: v(399)-f(312) | | 1208: strp: v(399)-f(312) | | 1209: opt : v(396)-f(416) | | 1209: cb : v(396)-f(416) | | 1209: prog: v(396)-f(416) | | 1209: strp: v(396)-f(416) | | 1210: opt : v(748)-f(705) | | 1210: cb : v(748)-f(705) | | 1210: prog: v(748)-f(705) | | 1210: strp: v(748)-f(705) | | 1211: opt : v(349)-f(410) | | 1211: cb : v(349)-f(410) | | 1211: prog: v(349)-f(410) | | 1211: strp: v(349)-f(410) | | 1212: opt : v(232)-f(244) | | 1212: cb : v(232)-f(244) | | 1212: prog: v(232)-f(244) | | 1212: strp: v(232)-f(244) | | 1213: opt : v(228)-f(205) | | 1213: cb : v(228)-f(205) | | 1213: prog: v(228)-f(205) | | 1213: strp: v(228)-f(205) | | 1214: opt : v(270)-f(270) | | 1214: cb : v(270)-f(270) | | 1214: prog: v(270)-f(270) | | 1214: strp: v(270)-f(270) | | 1215: opt : v(108)-f(72) | | 1215: cb : v(108)-f(72) | | 1215: prog: v(108)-f(72) | | 1215: strp: v(108)-f(72) | | 1216: opt : v(126)-f(90) | | 1216: cb : v(126)-f(90) | | 1216: prog: v(126)-f(90) | | 1216: strp: v(126)-f(90) | | 1217: opt : v(144)-f(108) | | 1217: cb : v(144)-f(108) | | 1217: prog: v(144)-f(108) | | 1217: strp: v(144)-f(108) | | 1218: opt : v(162)-f(126) | | 1218: cb : v(162)-f(126) | | 1218: prog: v(162)-f(126) | | 1218: strp: v(162)-f(126) | | 1219: opt : v(162)-f(126) | | 1219: cb : v(162)-f(126) | | 1219: prog: v(162)-f(126) | | 1219: strp: v(162)-f(126) | | 1220: opt : v(126)-f(90) | | 1220: cb : v(126)-f(90) | | 1220: prog: v(126)-f(90) | | 1220: strp: v(126)-f(90) | | 1221: opt : v(108)-f(72) | | 1221: cb : v(108)-f(72) | | 1221: prog: v(108)-f(72) | | 1221: strp: v(108)-f(72) | | 1222: opt : v(108)-f(72) | | 1222: cb : v(108)-f(72) | | 1222: prog: v(108)-f(72) | | 1222: strp: v(108)-f(72) | | 1223: opt : v(154)-f(126) | | 1223: cb : v(154)-f(126) | | 1223: prog: v(154)-f(126) | | 1223: strp: v(154)-f(126) | | 1224: opt : v(153)-f(135) | | 1224: cb : v(153)-f(135) | | 1224: prog: v(153)-f(135) | | 1224: strp: v(153)-f(135) | | 1225: opt : v(188)-f(171) | | 1225: cb : v(188)-f(171) | | 1225: prog: v(188)-f(171) | | 1225: strp: v(188)-f(171) | | 1226: opt : v(171)-f(153) | | 1226: cb : v(171)-f(153) | | 1226: prog: v(171)-f(153) | | 1226: strp: v(171)-f(153) | | 1227: opt : v(129)-f(99) | | 1227: cb : v(129)-f(99) | | 1227: prog: v(129)-f(99) | | 1227: strp: v(129)-f(99) | | 1228: opt : v(162)-f(144) | | 1228: cb : v(162)-f(144) | | 1228: prog: v(162)-f(144) | | 1228: strp: v(162)-f(144) | | 1229: opt : v(194)-f(180) | | 1229: cb : v(194)-f(180) | | 1229: prog: v(194)-f(180) | | 1229: strp: v(194)-f(180) | | 1230: opt : v(142)-f(108) | | 1230: cb : v(142)-f(108) | | 1230: prog: v(142)-f(108) | | 1230: strp: v(142)-f(108) | | 1231: opt : v(209)-f(210) | | 1231: cb : v(209)-f(210) | | 1231: prog: v(209)-f(210) | | 1231: strp: v(209)-f(210) | | 1232: opt : v(245)-f(245) | | 1232: cb : v(245)-f(245) | | 1232: prog: v(245)-f(245) | | 1232: strp: v(245)-f(245) | | 1233: opt : v(256)-f(295) | | 1233: cb : v(256)-f(295) | | 1233: prog: v(256)-f(295) | | 1233: strp: v(256)-f(295) | | 1234: opt : v(221)-f(233) | | 1234: cb : v(221)-f(233) | | 1234: prog: v(221)-f(233) | | 1234: strp: v(221)-f(233) | | 1235: opt : v(245)-f(225) | | 1235: cb : v(245)-f(225) | | 1235: prog: v(245)-f(225) | | 1235: strp: v(245)-f(225) | | 1236: opt : v(270)-f(316) | | 1236: cb : v(270)-f(316) | | 1236: prog: v(270)-f(316) | | 1236: strp: v(270)-f(316) | | 1237: opt : v(86)-f(64) | | 1237: cb : v(86)-f(64) | | 1237: prog: v(86)-f(64) | | 1237: strp: v(86)-f(64) | | 1238: opt : v(606)-f(368) | | 1238: cb : v(606)-f(368) | | 1238: prog: v(606)-f(368) | | 1238: strp: v(606)-f(368) | | 1239: opt : v(956)-f(540) | | 1239: cb : v(956)-f(540) | | 1239: prog: v(956)-f(540) | | 1239: strp: v(956)-f(540) | | 1240: opt : v(340)-f(172) | | 1240: cb : v(340)-f(172) | | 1240: prog: v(340)-f(172) | | 1240: strp: v(340)-f(172) | | 1241: opt : v(873)-f(494) | | 1241: cb : v(873)-f(494) | | 1241: prog: v(873)-f(494) | | 1241: strp: v(873)-f(494) | | 1242: opt : v(3105)-f(1681) | | 1242: cb : v(3105)-f(1681) | | 1242: prog: v(3105)-f(1681) | | 1242: strp: v(3105)-f(1681) | | 1243: opt : v(2717)-f(2068) | | 1243: cb : v(2717)-f(2068) | | 1243: prog: v(2717)-f(2068) | | 1243: strp: v(2717)-f(2068) | | 1244: opt : v(460)-f(298) | | 1244: cb : v(460)-f(298) | | 1244: prog: v(460)-f(298) | | 1244: strp: v(460)-f(298) | | 1245: opt : v(1737)-f(1266) | | 1245: cb : v(1737)-f(1266) | | 1245: prog: v(1737)-f(1266) | | 1245: strp: v(1737)-f(1266) | | 1246: opt : v(159)-f(84) | | 1246: cb : v(159)-f(84) | | 1246: prog: v(159)-f(84) | | 1246: strp: v(159)-f(84) | | 1247: opt : v(615)-f(428) | | 1247: cb : v(615)-f(428) | | 1247: prog: v(615)-f(428) | | 1247: strp: v(615)-f(428) | | 1248: opt : v(1123)-f(758) | | 1248: cb : v(1123)-f(758) | | 1248: prog: v(1123)-f(758) | | 1248: strp: v(1123)-f(758) | | 1249: opt : v(367)-f(534) | | 1249: cb : v(367)-f(534) | | 1249: prog: v(367)-f(534) | | 1249: strp: v(367)-f(534) | | 1250: opt : v(1067)-f(1627) | | 1250: cb : v(1067)-f(1627) | | 1250: prog: v(1067)-f(1627) | | 1250: strp: v(1067)-f(1627) | | 1251: opt : v(950)-f(1222) | | 1251: cb : v(950)-f(1222) | | 1251: prog: v(950)-f(1222) | | 1251: strp: v(950)-f(1222) | | 1252: opt : v(1263)-f(1681) | | 1252: cb : v(1263)-f(1681) | | 1252: prog: v(1263)-f(1681) | | 1252: strp: v(1263)-f(1681) | | 1253: opt : v(819)-f(1138) | | 1253: cb : v(819)-f(1138) | | 1253: prog: v(819)-f(1138) | | 1253: strp: v(819)-f(1138) | | 1254: opt : v(567)-f(778) | | 1254: cb : v(567)-f(778) | | 1254: prog: v(567)-f(778) | | 1254: strp: v(567)-f(778) | | 1255: opt : v(328)-f(398) | | 1255: cb : v(328)-f(398) | | 1255: prog: v(328)-f(398) | | 1255: strp: v(328)-f(398) | | 1256: opt : v(380)-f(524) | | 1256: cb : v(380)-f(524) | | 1256: prog: v(380)-f(524) | | 1256: strp: v(380)-f(524) | | 1257: opt : v(484)-f(610) | | 1257: cb : v(484)-f(610) | | 1257: prog: v(484)-f(610) | | 1257: strp: v(484)-f(610) | | 1258: opt : v(475)-f(678) | | 1258: cb : v(475)-f(678) | | 1258: prog: v(475)-f(678) | | 1258: strp: v(475)-f(678) | | 1259: opt : v(1318)-f(1740) | | 1259: cb : v(1318)-f(1740) | | 1259: prog: v(1318)-f(1740) | | 1259: strp: v(1318)-f(1740) | | 1260: opt : v(608)-f(795) | | 1260: cb : v(608)-f(795) | | 1260: prog: v(608)-f(795) | | 1260: strp: v(608)-f(795) | | 1261: opt : v(540)-f(770) | | 1261: cb : v(540)-f(770) | | 1261: prog: v(540)-f(770) | | 1261: strp: v(540)-f(770) | | 1262: opt : v(2723)-f(1978) | | 1262: cb : v(2723)-f(1978) | | 1262: prog: v(2723)-f(1978) | | 1262: strp: v(2723)-f(1978) | | 1263: opt : v(2351)-f(1914) | | 1263: cb : v(2351)-f(1914) | | 1263: prog: v(2351)-f(1914) | | 1263: strp: v(2351)-f(1914) | | 1264: opt : v(2673)-f(2178) | | 1264: cb : v(2673)-f(2178) | | 1264: prog: v(2673)-f(2178) | | 1264: strp: v(2673)-f(2178) | | 1265: opt : v(2027)-f(1562) | | 1265: cb : v(2027)-f(1562) | | 1265: prog: v(2027)-f(1562) | | 1265: strp: v(2027)-f(1562) | | 1266: opt : v(1532)-f(992) | | 1266: cb : v(1532)-f(992) | | 1266: prog: v(1532)-f(992) | | 1266: strp: v(1532)-f(992) | | 1267: opt : v(260)-f(168) | | 1267: cb : v(260)-f(168) | | 1267: prog: v(260)-f(168) | | 1267: strp: v(260)-f(168) | | 1268: opt : v(760)-f(720) | | 1268: cb : v(760)-f(720) | | 1268: prog: v(760)-f(720) | | 1268: strp: v(760)-f(720) | | 1269: opt : v(152)-f(144) | | 1269: cb : v(152)-f(144) | | 1269: prog: v(152)-f(144) | | 1269: strp: v(152)-f(144) | | 1270: opt : v(735)-f(501) | | 1270: cb : v(735)-f(501) | | 1270: prog: v(735)-f(501) | | 1270: strp: v(735)-f(501) | | 1271: opt : v(228)-f(216) | | 1271: cb : v(228)-f(216) | | 1271: prog: v(228)-f(216) | | 1271: strp: v(228)-f(216) | | 1272: opt : v(876)-f(580) | | 1272: cb : v(876)-f(580) | | 1272: prog: v(876)-f(580) | | 1272: strp: v(876)-f(580) | | 1273: opt : v(245)-f(133) | | 1273: cb : v(245)-f(133) | | 1273: prog: v(245)-f(133) | | 1273: strp: v(245)-f(133) | | 1274: opt : v(415)-f(217) | | 1274: cb : v(415)-f(217) | | 1274: prog: v(415)-f(217) | | 1274: strp: v(415)-f(217) | | 1275: opt : v(1211)-f(811) | | 1275: cb : v(1211)-f(811) | | 1275: prog: v(1211)-f(811) | | 1275: strp: v(1211)-f(811) | | 1276: opt : v(415)-f(217) | | 1276: cb : v(415)-f(217) | | 1276: prog: v(415)-f(217) | | 1276: strp: v(415)-f(217) | | 1277: opt : v(2856)-f(1785) | | 1277: cb : v(2856)-f(1785) | | 1277: prog: v(2856)-f(1785) | | 1277: strp: v(2856)-f(1785) | | 1278: opt : v(216)-f(192) | | 1278: cb : v(216)-f(192) | | 1278: prog: v(216)-f(192) | | 1278: strp: v(216)-f(192) | | 1279: opt : v(399)-f(197) | | 1279: cb : v(399)-f(197) | | 1279: prog: v(399)-f(197) | | 1279: strp: v(399)-f(197) | | 1280: opt : v(1306)-f(748) | | 1280: cb : v(1306)-f(748) | | 1280: prog: v(1306)-f(748) | | 1280: strp: v(1306)-f(748) | | 1281: opt : v(2405)-f(1499) | | 1281: cb : v(2405)-f(1499) | | 1281: prog: v(2405)-f(1499) | | 1281: strp: v(2405)-f(1499) | | 1282: opt : v(790)-f(526) | | 1282: cb : v(790)-f(526) | | 1282: prog: v(790)-f(526) | | 1282: strp: v(790)-f(526) | | 1283: opt : v(2568)-f(1358) | | 1283: cb : v(2568)-f(1358) | | 1283: prog: v(2568)-f(1358) | | 1283: strp: v(2568)-f(1358) | | 1284: opt : v(2002)-f(1659) | | 1284: cb : v(2002)-f(1659) | | 1284: prog: v(2002)-f(1659) | | 1284: strp: v(2002)-f(1659) | | 1285: opt : v(1080)-f(772) | | 1285: cb : v(1080)-f(772) | | 1285: prog: v(1080)-f(772) | | 1285: strp: v(1080)-f(772) | | 1286: opt : v(2819)-f(1668) | | 1286: cb : v(2819)-f(1668) | | 1286: prog: v(2819)-f(1668) | | 1286: strp: v(2819)-f(1668) | | 1287: opt : v(1982)-f(1427) | | 1287: cb : v(1982)-f(1427) | | 1287: prog: v(1982)-f(1427) | | 1287: strp: v(1982)-f(1427) | | 1288: opt : v(938)-f(654) | | 1288: cb : v(938)-f(654) | | 1288: prog: v(938)-f(654) | | 1288: strp: v(938)-f(654) | | 1289: opt : v(4447)-f(2449) | | 1289: cb : v(4447)-f(2449) | | 1289: prog: v(4447)-f(2449) | | 1289: strp: v(4447)-f(2449) | | 1290: opt : v(2002)-f(1659) | | 1290: cb : v(2002)-f(1659) | | 1290: prog: v(2002)-f(1659) | | 1290: strp: v(2002)-f(1659) | | 1291: opt : v(199)-f(195) | | 1291: cb : v(199)-f(195) | | 1291: prog: v(199)-f(195) | | 1291: strp: v(199)-f(195) | | 1292: opt : v(2283)-f(1570) | | 1292: cb : v(2283)-f(1570) | | 1292: prog: v(2283)-f(1570) | | 1292: strp: v(2283)-f(1570) | | 1293: opt : v(464)-f(340) | | 1293: cb : v(464)-f(340) | | 1293: prog: v(464)-f(340) | | 1293: strp: v(464)-f(340) | | 1294: opt : v(1167)-f(631) | | 1294: cb : v(1167)-f(631) | | 1294: prog: v(1167)-f(631) | | 1294: strp: v(1167)-f(631) | | 1295: opt : v(199)-f(195) | | 1295: cb : v(199)-f(195) | | 1295: prog: v(199)-f(195) | | 1295: strp: v(199)-f(195) | | 1296: opt : v(597)-f(585) | | 1296: cb : v(597)-f(585) | | 1296: prog: v(597)-f(585) | | 1296: strp: v(597)-f(585) | | 1297: opt : v(1875)-f(1386) | | 1297: cb : v(1875)-f(1386) | | 1297: prog: v(1875)-f(1386) | | 1297: strp: v(1875)-f(1386) | | 1298: opt : v(475)-f(339) | | 1298: cb : v(475)-f(339) | | 1298: prog: v(475)-f(339) | | 1298: strp: v(475)-f(339) | | 1299: opt : v(199)-f(195) | | 1299: cb : v(199)-f(195) | | 1299: prog: v(199)-f(195) | | 1299: strp: v(199)-f(195) | | 1300: opt : v(1643)-f(1299) | | 1300: cb : v(1643)-f(1299) | | 1300: prog: v(1643)-f(1299) | | 1300: strp: v(1643)-f(1299) | | 1301: opt : v(486)-f(323) | | 1301: cb : v(486)-f(323) | | 1301: prog: v(486)-f(323) | | 1301: strp: v(486)-f(323) | | 1302: opt : v(425)-f(351) | | 1302: cb : v(425)-f(351) | | 1302: prog: v(425)-f(351) | | 1302: strp: v(425)-f(351) | | 1303: opt : v(410)-f(224) | | 1303: cb : v(410)-f(224) | | 1303: prog: v(410)-f(224) | | 1303: strp: v(410)-f(224) | | 1304: opt : v(199)-f(195) | | 1304: cb : v(199)-f(195) | | 1304: prog: v(199)-f(195) | | 1304: strp: v(199)-f(195) | | 1305: opt : v(3091)-f(1843) | | 1305: cb : v(3091)-f(1843) | | 1305: prog: v(3091)-f(1843) | | 1305: strp: v(3091)-f(1843) | | 1306: opt : v(1416)-f(836) | | 1306: cb : v(1416)-f(836) | | 1306: prog: v(1416)-f(836) | | 1306: strp: v(1416)-f(836) | | 1307: opt : v(2559)-f(1946) | | 1307: cb : v(2559)-f(1946) | | 1307: prog: v(2559)-f(1946) | | 1307: strp: v(2559)-f(1946) | | 1308: opt : v(199)-f(195) | | 1308: cb : v(199)-f(195) | | 1308: prog: v(199)-f(195) | | 1308: strp: v(199)-f(195) | | 1309: opt : v(199)-f(195) | | 1309: cb : v(199)-f(195) | | 1309: prog: v(199)-f(195) | | 1309: strp: v(199)-f(195) | | 1310: opt : v(1168)-f(820) | | 1310: cb : v(1168)-f(820) | | 1310: prog: v(1168)-f(820) | | 1310: strp: v(1168)-f(820) | | 1311: opt : v(144)-f(90) | | 1311: cb : v(144)-f(90) | | 1311: prog: v(144)-f(90) | | 1311: strp: v(144)-f(90) | | 1312: opt : v(199)-f(195) | | 1312: cb : v(199)-f(195) | | 1312: prog: v(199)-f(195) | | 1312: strp: v(199)-f(195) | | 1313: opt : v(1441)-f(968) | | 1313: cb : v(1441)-f(968) | | 1313: prog: v(1441)-f(968) | | 1313: strp: v(1441)-f(968) | | 1314: opt : v(529)-f(304) | | 1314: cb : v(529)-f(304) | | 1314: prog: v(529)-f(304) | | 1314: strp: v(529)-f(304) | | 1315: opt : v(352)-f(224) | | 1315: cb : v(352)-f(224) | | 1315: prog: v(352)-f(224) | | 1315: strp: v(352)-f(224) | | 1316: opt : v(486)-f(323) | | 1316: cb : v(486)-f(323) | | 1316: prog: v(486)-f(323) | | 1316: strp: v(486)-f(323) | | 1317: opt : v(2519)-f(1522) | | 1317: cb : v(2519)-f(1522) | | 1317: prog: v(2519)-f(1522) | | 1317: strp: v(2519)-f(1522) | | 1318: opt : v(144)-f(90) | | 1318: cb : v(144)-f(90) | | 1318: prog: v(144)-f(90) | | 1318: strp: v(144)-f(90) | | 1319: opt : v(144)-f(90) | | 1319: cb : v(144)-f(90) | | 1319: prog: v(144)-f(90) | | 1319: strp: v(144)-f(90) | | 1320: opt : v(288)-f(180) | | 1320: cb : v(288)-f(180) | | 1320: prog: v(288)-f(180) | | 1320: strp: v(288)-f(180) | | 1321: opt : v(150)-f(110) | | 1321: cb : v(150)-f(110) | | 1321: prog: v(150)-f(110) | | 1321: strp: v(150)-f(110) | | 1322: opt : v(236)-f(198) | | 1322: cb : v(236)-f(198) | | 1322: prog: v(236)-f(198) | | 1322: strp: v(236)-f(198) | | 1323: opt : v(316)-f(256) | | 1323: cb : v(316)-f(256) | | 1323: prog: v(316)-f(256) | | 1323: strp: v(316)-f(256) | | 1324: opt : v(112)-f(68) | | 1324: cb : v(112)-f(68) | | 1324: prog: v(112)-f(68) | | 1324: strp: v(112)-f(68) | | 1325: opt : v(190)-f(106) | | 1325: cb : v(190)-f(106) | | 1325: prog: v(190)-f(106) | | 1325: strp: v(190)-f(106) | | 1326: opt : v(78)-f(74) | | 1326: cb : v(78)-f(74) | | 1326: prog: v(78)-f(74) | | 1326: strp: v(78)-f(74) | | 1327: opt : v(108)-f(80) | | 1327: cb : v(108)-f(80) | | 1327: prog: v(108)-f(80) | | 1327: strp: v(108)-f(80) | | 1328: opt : v(92)-f(88) | | 1328: cb : v(92)-f(88) | | 1328: prog: v(92)-f(88) | | 1328: strp: v(92)-f(88) | | 1329: opt : v(68)-f(64) | | 1329: cb : v(68)-f(64) | | 1329: prog: v(68)-f(64) | | 1329: strp: v(68)-f(64) | | 1330: opt : v(288)-f(224) | | 1330: cb : v(288)-f(224) | | 1330: prog: v(288)-f(224) | | 1330: strp: v(288)-f(224) | | 1331: opt : v(300)-f(428) | | 1331: cb : v(300)-f(428) | | 1331: prog: v(300)-f(428) | | 1331: strp: v(300)-f(428) | | 1332: opt : v(1262)-f(1789) | | 1332: cb : v(1262)-f(1789) | | 1332: prog: v(1262)-f(1789) | | 1332: strp: v(1262)-f(1789) | | 1333: opt : v(809)-f(1113) | | 1333: cb : v(809)-f(1113) | | 1333: prog: v(809)-f(1113) | | 1333: strp: v(809)-f(1113) | | 1334: opt : v(213)-f(286) | | 1334: cb : v(213)-f(286) | | 1334: prog: v(213)-f(286) | | 1334: strp: v(213)-f(286) | | 1335: opt : v(1119)-f(1532) | | 1335: cb : v(1119)-f(1532) | | 1335: prog: v(1119)-f(1532) | | 1335: strp: v(1119)-f(1532) | | 1336: opt : v(226)-f(299) | | 1336: cb : v(226)-f(299) | | 1336: prog: v(226)-f(299) | | 1336: strp: v(226)-f(299) | | 1337: opt : v(1200)-f(1651) | | 1337: cb : v(1200)-f(1651) | | 1337: prog: v(1200)-f(1651) | | 1337: strp: v(1200)-f(1651) | | 1338: opt : v(1018)-f(912) | | 1338: cb : v(1018)-f(912) | | 1338: prog: v(1018)-f(912) | | 1338: strp: v(1018)-f(912) | | 1339: opt : v(1000)-f(909) | | 1339: cb : v(1000)-f(909) | | 1339: prog: v(1000)-f(909) | | 1339: strp: v(1000)-f(909) | | 1340: opt : v(1797)-f(971) | | 1340: cb : v(1797)-f(971) | | 1340: prog: v(1797)-f(971) | | 1340: strp: v(1797)-f(971) | | 1341: opt : v(3302)-f(1768) | | 1341: cb : v(3302)-f(1768) | | 1341: prog: v(3302)-f(1768) | | 1341: strp: v(3302)-f(1768) | | 1342: opt : v(1828)-f(1616) | | 1342: cb : v(1828)-f(1616) | | 1342: prog: v(1828)-f(1616) | | 1342: strp: v(1828)-f(1616) | | 1343: opt : v(1828)-f(1616) | | 1343: cb : v(1828)-f(1616) | | 1343: prog: v(1828)-f(1616) | | 1343: strp: v(1828)-f(1616) | | 1344: opt : v(914)-f(808) | | 1344: cb : v(914)-f(808) | | 1344: prog: v(914)-f(808) | | 1344: strp: v(914)-f(808) | | 1345: opt : v(1127)-f(618) | | 1345: cb : v(1127)-f(618) | | 1345: prog: v(1127)-f(618) | | 1345: strp: v(1127)-f(618) | | 1346: opt : v(2822)-f(1542) | | 1346: cb : v(2822)-f(1542) | | 1346: prog: v(2822)-f(1542) | | 1346: strp: v(2822)-f(1542) | | 1347: opt : v(1792)-f(1070) | | 1347: cb : v(1792)-f(1070) | | 1347: prog: v(1792)-f(1070) | | 1347: strp: v(1792)-f(1070) | | 1348: opt : v(3268)-f(1700) | | 1348: cb : v(3268)-f(1700) | | 1348: prog: v(3268)-f(1700) | | 1348: strp: v(3268)-f(1700) | | 1349: opt : v(3334)-f(1970) | | 1349: cb : v(3334)-f(1970) | | 1349: prog: v(3334)-f(1970) | | 1349: strp: v(3334)-f(1970) | | 1350: opt : v(1302)-f(850) | | 1350: cb : v(1302)-f(850) | | 1350: prog: v(1302)-f(850) | | 1350: strp: v(1302)-f(850) | | 1351: opt : v(2406)-f(1516) | | 1351: cb : v(2406)-f(1516) | | 1351: prog: v(2406)-f(1516) | | 1351: strp: v(2406)-f(1516) | | 1352: opt : v(3504)-f(1752) | | 1352: cb : v(3504)-f(1752) | | 1352: prog: v(3504)-f(1752) | | 1352: strp: v(3504)-f(1752) | | 1353: opt : v(600)-f(300) | | 1353: cb : v(600)-f(300) | | 1353: prog: v(600)-f(300) | | 1353: strp: v(600)-f(300) | | 1354: opt : v(3258)-f(2382) | | 1354: cb : v(3258)-f(2382) | | 1354: prog: v(3258)-f(2382) | | 1354: strp: v(3258)-f(2382) | | 1355: opt : v(1960)-f(1428) | | 1355: cb : v(1960)-f(1428) | | 1355: prog: v(1960)-f(1428) | | 1355: strp: v(1960)-f(1428) | | 1356: opt : v(2088)-f(1548) | | 1356: cb : v(2088)-f(1548) | | 1356: prog: v(2088)-f(1548) | | 1356: strp: v(2088)-f(1548) | | 1357: opt : v(3221)-f(2165) | | 1357: cb : v(3221)-f(2165) | | 1357: prog: v(3221)-f(2165) | | 1357: strp: v(3221)-f(2165) | | 1358: opt : v(3205)-f(2176) | | 1358: cb : v(3205)-f(2176) | | 1358: prog: v(3205)-f(2176) | | 1358: strp: v(3205)-f(2176) | | 1359: opt : v(993)-f(672) | | 1359: cb : v(993)-f(672) | | 1359: prog: v(993)-f(672) | | 1359: strp: v(993)-f(672) | | 1360: opt : v(832)-f(576) | | 1360: cb : v(832)-f(576) | | 1360: prog: v(832)-f(576) | | 1360: strp: v(832)-f(576) | | 1361: opt : v(3408)-f(1994) | | 1361: cb : v(3408)-f(1994) | | 1361: prog: v(3408)-f(1994) | | 1361: strp: v(3408)-f(1994) | | 1362: opt : v(4246)-f(2358) | | 1362: cb : v(4246)-f(2358) | | 1362: prog: v(4246)-f(2358) | | 1362: strp: v(4246)-f(2358) | | 1363: opt : v(1696)-f(1002) | | 1363: cb : v(1696)-f(1002) | | 1363: prog: v(1696)-f(1002) | | 1363: strp: v(1696)-f(1002) | | 1364: opt : v(3592)-f(2120) | | 1364: cb : v(3592)-f(2120) | | 1364: prog: v(3592)-f(2120) | | 1364: strp: v(3592)-f(2120) | | 1365: opt : v(2442)-f(1443) | | 1365: cb : v(2442)-f(1443) | | 1365: prog: v(2442)-f(1443) | | 1365: strp: v(2442)-f(1443) | | 1366: opt : v(2666)-f(1562) | | 1366: cb : v(2666)-f(1562) | | 1366: prog: v(2666)-f(1562) | | 1366: strp: v(2666)-f(1562) | | 1367: opt : v(2922)-f(1595) | | 1367: cb : v(2922)-f(1595) | | 1367: prog: v(2922)-f(1595) | | 1367: strp: v(2922)-f(1595) | | 1368: opt : v(3307)-f(1833) | | 1368: cb : v(3307)-f(1833) | | 1368: prog: v(3307)-f(1833) | | 1368: strp: v(3307)-f(1833) | | 1369: opt : v(1506)-f(789) | | 1369: cb : v(1506)-f(789) | | 1369: prog: v(1506)-f(789) | | 1369: strp: v(1506)-f(789) | | 1370: opt : v(2886)-f(1606) | | 1370: cb : v(2886)-f(1606) | | 1370: prog: v(2886)-f(1606) | | 1370: strp: v(2886)-f(1606) | | 1371: opt : v(2337)-f(1241) | | 1371: cb : v(2337)-f(1241) | | 1371: prog: v(2337)-f(1241) | | 1371: strp: v(2337)-f(1241) | | 1372: opt : v(3864)-f(2537) | | 1372: cb : v(3864)-f(2537) | | 1372: prog: v(3864)-f(2537) | | 1372: strp: v(3864)-f(2537) | | 1373: opt : v(2033)-f(1093) | | 1373: cb : v(2033)-f(1093) | | 1373: prog: v(2033)-f(1093) | | 1373: strp: v(2033)-f(1093) | | 1374: opt : v(533)-f(416) | | 1374: cb : v(533)-f(416) | | 1374: prog: v(533)-f(416) | | 1374: strp: v(533)-f(416) | | 1375: opt : v(2455)-f(1907) | | 1375: cb : v(2455)-f(1907) | | 1375: prog: v(2455)-f(1907) | | 1375: strp: v(2455)-f(1907) | | 1376: opt : v(2864)-f(1600) | | 1376: cb : v(2864)-f(1600) | | 1376: prog: v(2864)-f(1600) | | 1376: strp: v(2864)-f(1600) | | 1377: opt : v(1968)-f(1088) | | 1377: cb : v(1968)-f(1088) | | 1377: prog: v(1968)-f(1088) | | 1377: strp: v(1968)-f(1088) | | 1378: opt : v(3452)-f(1904) | | 1378: cb : v(3452)-f(1904) | | 1378: prog: v(3452)-f(1904) | | 1378: strp: v(3452)-f(1904) | | 1379: opt : v(3149)-f(1671) | | 1379: cb : v(3149)-f(1671) | | 1379: prog: v(3149)-f(1671) | | 1379: strp: v(3149)-f(1671) | | 1380: opt : v(3265)-f(1755) | | 1380: cb : v(3265)-f(1755) | | 1380: prog: v(3265)-f(1755) | | 1380: strp: v(3265)-f(1755) | | 1381: opt : v(3072)-f(1694) | | 1381: cb : v(3072)-f(1694) | | 1381: prog: v(3072)-f(1694) | | 1381: strp: v(3072)-f(1694) | | 1382: opt : v(1894)-f(1104) | | 1382: cb : v(1894)-f(1104) | | 1382: prog: v(1894)-f(1104) | | 1382: strp: v(1894)-f(1104) | | 1383: opt : v(1288)-f(824) | | 1383: cb : v(1288)-f(824) | | 1383: prog: v(1288)-f(824) | | 1383: strp: v(1288)-f(824) | | 1384: opt : v(1963)-f(1365) | | 1384: cb : v(1963)-f(1365) | | 1384: prog: v(1963)-f(1365) | | 1384: strp: v(1963)-f(1365) | | 1385: opt : v(472)-f(281) | | 1385: cb : v(472)-f(281) | | 1385: prog: v(472)-f(281) | | 1385: strp: v(472)-f(281) | | 1386: opt : v(290)-f(183) | | 1386: cb : v(290)-f(183) | | 1386: prog: v(290)-f(183) | | 1386: strp: v(290)-f(183) | | 1387: opt : v(218)-f(140) | | 1387: cb : v(218)-f(140) | | 1387: prog: v(218)-f(140) | | 1387: strp: v(218)-f(140) | | 1388: opt : v(295)-f(165) | | 1388: cb : v(295)-f(165) | | 1388: prog: v(295)-f(165) | | 1388: strp: v(295)-f(165) | | 1389: opt : v(535)-f(333) | | 1389: cb : v(535)-f(333) | | 1389: prog: v(535)-f(333) | | 1389: strp: v(535)-f(333) | | 1390: opt : v(310)-f(209) | | 1390: cb : v(310)-f(209) | | 1390: prog: v(310)-f(209) | | 1390: strp: v(310)-f(209) | | 1391: opt : v(700)-f(416) | | 1391: cb : v(700)-f(416) | | 1391: prog: v(700)-f(416) | | 1391: strp: v(700)-f(416) | | 1392: opt : v(618)-f(448) | | 1392: cb : v(618)-f(448) | | 1392: prog: v(618)-f(448) | | 1392: strp: v(618)-f(448) | | 1393: opt : v(104)-f(64) | | 1393: cb : v(104)-f(64) | | 1393: prog: v(104)-f(64) | | 1393: strp: v(104)-f(64) | | 1394: opt : v(765)-f(542) | | 1394: cb : v(765)-f(542) | | 1394: prog: v(765)-f(542) | | 1394: strp: v(765)-f(542) | | 1395: opt : v(3190)-f(1692) | | 1395: cb : v(3190)-f(1692) | | 1395: prog: v(3190)-f(1692) | | 1395: strp: v(3190)-f(1692) | | 1396: opt : v(1074)-f(580) | | 1396: cb : v(1074)-f(580) | | 1396: prog: v(1074)-f(580) | | 1396: strp: v(1074)-f(580) | | 1397: opt : v(3093)-f(1909) | | 1397: cb : v(3093)-f(1909) | | 1397: prog: v(3093)-f(1909) | | 1397: strp: v(3093)-f(1909) | | 1398: opt : v(3502)-f(2253) | | 1398: cb : v(3502)-f(2253) | | 1398: prog: v(3502)-f(2253) | | 1398: strp: v(3502)-f(2253) | | 1399: opt : v(852)-f(496) | | 1399: cb : v(852)-f(496) | | 1399: prog: v(852)-f(496) | | 1399: strp: v(852)-f(496) | | 1400: opt : v(725)-f(371) | | 1400: cb : v(725)-f(371) | | 1400: prog: v(725)-f(371) | | 1400: strp: v(725)-f(371) | | 1401: opt : v(3470)-f(2143) | | 1401: cb : v(3470)-f(2143) | | 1401: prog: v(3470)-f(2143) | | 1401: strp: v(3470)-f(2143) | | 1402: opt : v(2493)-f(1639) | | 1402: cb : v(2493)-f(1639) | | 1402: prog: v(2493)-f(1639) | | 1402: strp: v(2493)-f(1639) | | 1403: opt : v(329)-f(282) | | 1403: cb : v(329)-f(282) | | 1403: prog: v(329)-f(282) | | 1403: strp: v(329)-f(282) | | 1404: opt : v(331)-f(297) | | 1404: cb : v(331)-f(297) | | 1404: prog: v(331)-f(297) | | 1404: strp: v(331)-f(297) | | 1405: opt : v(104)-f(98) | | 1405: cb : v(104)-f(98) | | 1405: prog: v(104)-f(98) | | 1405: strp: v(104)-f(98) | | 1406: opt : v(104)-f(73) | | 1406: cb : v(104)-f(73) | | 1406: prog: v(104)-f(73) | | 1406: strp: v(104)-f(73) | | 1407: opt : v(225)-f(234) | | 1407: cb : v(225)-f(234) | | 1407: prog: v(225)-f(234) | | 1407: strp: v(225)-f(234) | | 1408: opt : v(125)-f(160) | | 1408: cb : v(125)-f(160) | | 1408: prog: v(125)-f(160) | | 1408: strp: v(125)-f(160) | | 1409: opt : v(99)-f(73) | | 1409: cb : v(99)-f(73) | | 1409: prog: v(99)-f(73) | | 1409: strp: v(99)-f(73) | | 1410: opt : v(77)-f(81) | | 1410: cb : v(77)-f(81) | | 1410: prog: v(77)-f(81) | | 1410: strp: v(77)-f(81) | | 1411: opt : v(74)-f(76) | | 1411: cb : v(74)-f(76) | | 1411: prog: v(74)-f(76) | | 1411: strp: v(74)-f(76) | | 1412: opt : v(684)-f(517) | | 1412: cb : v(684)-f(517) | | 1412: prog: v(684)-f(517) | | 1412: strp: v(684)-f(517) | | 1413: opt : v(441)-f(347) | | 1413: cb : v(441)-f(347) | | 1413: prog: v(441)-f(347) | | 1413: strp: v(441)-f(347) | | 1414: opt : v(390)-f(319) | | 1414: cb : v(390)-f(319) | | 1414: prog: v(390)-f(319) | | 1414: strp: v(390)-f(319) | | 1415: opt : v(547)-f(437) | | 1415: cb : v(547)-f(437) | | 1415: prog: v(547)-f(437) | | 1415: strp: v(547)-f(437) | | 1416: opt : v(492)-f(302) | | 1416: cb : v(492)-f(302) | | 1416: prog: v(492)-f(302) | | 1416: strp: v(492)-f(302) | | 1417: opt : v(1684)-f(1416) | | 1417: cb : v(1684)-f(1416) | | 1417: prog: v(1684)-f(1416) | | 1417: strp: v(1684)-f(1416) | | 1418: opt : v(2645)-f(1842) | | 1418: cb : v(2645)-f(1842) | | 1418: prog: v(2645)-f(1842) | | 1418: strp: v(2645)-f(1842) | | 1419: opt : v(2643)-f(1842) | | 1419: cb : v(2643)-f(1842) | | 1419: prog: v(2643)-f(1842) | | 1419: strp: v(2643)-f(1842) | | 1420: opt : v(2642)-f(1842) | | 1420: cb : v(2642)-f(1842) | | 1420: prog: v(2642)-f(1842) | | 1420: strp: v(2642)-f(1842) | | 1421: opt : v(2643)-f(1842) | | 1421: cb : v(2643)-f(1842) | | 1421: prog: v(2643)-f(1842) | | 1421: strp: v(2643)-f(1842) | | 1422: opt : v(2642)-f(1842) | | 1422: cb : v(2642)-f(1842) | | 1422: prog: v(2642)-f(1842) | | 1422: strp: v(2642)-f(1842) | | 1423: opt : v(2647)-f(1842) | | 1423: cb : v(2647)-f(1842) | | 1423: prog: v(2647)-f(1842) | | 1423: strp: v(2647)-f(1842) | | 1424: opt : v(2640)-f(1842) | | 1424: cb : v(2640)-f(1842) | | 1424: prog: v(2640)-f(1842) | | 1424: strp: v(2640)-f(1842) | | 1425: opt : v(2080)-f(1184) | | 1425: cb : v(2080)-f(1184) | | 1425: prog: v(2080)-f(1184) | | 1425: strp: v(2080)-f(1184) | | 1426: opt : v(2643)-f(1842) | | 1426: cb : v(2643)-f(1842) | | 1426: prog: v(2643)-f(1842) | | 1426: strp: v(2643)-f(1842) | | 1427: opt : v(1032)-f(656) | | 1427: cb : v(1032)-f(656) | | 1427: prog: v(1032)-f(656) | | 1427: strp: v(1032)-f(656) | | 1428: opt : v(2641)-f(1842) | | 1428: cb : v(2641)-f(1842) | | 1428: prog: v(2641)-f(1842) | | 1428: strp: v(2641)-f(1842) | | 1429: opt : v(2643)-f(1842) | | 1429: cb : v(2643)-f(1842) | | 1429: prog: v(2643)-f(1842) | | 1429: strp: v(2643)-f(1842) | | 1430: opt : v(2642)-f(1842) | | 1430: cb : v(2642)-f(1842) | | 1430: prog: v(2642)-f(1842) | | 1430: strp: v(2642)-f(1842) | | 1431: opt : v(2644)-f(1842) | | 1431: cb : v(2644)-f(1842) | | 1431: prog: v(2644)-f(1842) | | 1431: strp: v(2644)-f(1842) | | 1432: opt : v(1030)-f(656) | | 1432: cb : v(1030)-f(656) | | 1432: prog: v(1030)-f(656) | | 1432: strp: v(1030)-f(656) | | 1433: opt : v(267)-f(261) | | 1433: cb : v(267)-f(261) | | 1433: prog: v(267)-f(261) | | 1433: strp: v(267)-f(261) | | 1434: opt : v(89)-f(87) | | 1434: cb : v(89)-f(87) | | 1434: prog: v(89)-f(87) | | 1434: strp: v(89)-f(87) | | 1435: opt : v(89)-f(87) | | 1435: cb : v(89)-f(87) | | 1435: prog: v(89)-f(87) | | 1435: strp: v(89)-f(87) | | 1436: opt : v(137)-f(129) | | 1436: cb : v(137)-f(129) | | 1436: prog: v(137)-f(129) | | 1436: strp: v(137)-f(129) | | 1437: opt : v(121)-f(115) | | 1437: cb : v(121)-f(115) | | 1437: prog: v(121)-f(115) | | 1437: strp: v(121)-f(115) | | 1438: opt : v(89)-f(87) | | 1438: cb : v(89)-f(87) | | 1438: prog: v(89)-f(87) | | 1438: strp: v(89)-f(87) | | 1439: opt : v(89)-f(87) | | 1439: cb : v(89)-f(87) | | 1439: prog: v(89)-f(87) | | 1439: strp: v(89)-f(87) | | 1440: opt : v(89)-f(87) | | 1440: cb : v(89)-f(87) | | 1440: prog: v(89)-f(87) | | 1440: strp: v(89)-f(87) | | 1441: opt : v(89)-f(87) | | 1441: cb : v(89)-f(87) | | 1441: prog: v(89)-f(87) | | 1441: strp: v(89)-f(87) | | 1442: opt : v(557)-f(674) | | 1442: cb : v(557)-f(674) | | 1442: prog: v(557)-f(674) | | 1442: strp: v(557)-f(674) | | 1443: opt : v(74)-f(88) | | 1443: cb : v(74)-f(88) | | 1443: prog: v(74)-f(88) | | 1443: strp: v(74)-f(88) | | 1444: opt : v(89)-f(87) | | 1444: cb : v(89)-f(87) | | 1444: prog: v(89)-f(87) | | 1444: strp: v(89)-f(87) | | 1445: opt : v(89)-f(87) | | 1445: cb : v(89)-f(87) | | 1445: prog: v(89)-f(87) | | 1445: strp: v(89)-f(87) | | 1446: opt : v(845)-f(1048) | | 1446: cb : v(845)-f(1048) | | 1446: prog: v(845)-f(1048) | | 1446: strp: v(845)-f(1048) | | 1447: opt : v(869)-f(1086) | | 1447: cb : v(869)-f(1086) | | 1447: prog: v(869)-f(1086) | | 1447: strp: v(869)-f(1086) | | 1448: opt : v(228)-f(114) | | 1448: cb : v(228)-f(114) | | 1448: prog: v(228)-f(114) | | 1448: strp: v(228)-f(114) | | 1449: opt : v(228)-f(114) | | 1449: cb : v(228)-f(114) | | 1449: prog: v(228)-f(114) | | 1449: strp: v(228)-f(114) | | 1450: opt : v(1076)-f(628) | | 1450: cb : v(1076)-f(628) | | 1450: prog: v(1076)-f(628) | | 1450: strp: v(1076)-f(628) | | 1451: opt : v(228)-f(114) | | 1451: cb : v(228)-f(114) | | 1451: prog: v(228)-f(114) | | 1451: strp: v(228)-f(114) | | 1452: opt : v(684)-f(342) | | 1452: cb : v(684)-f(342) | | 1452: prog: v(684)-f(342) | | 1452: strp: v(684)-f(342) | | 1453: opt : v(228)-f(114) | | 1453: cb : v(228)-f(114) | | 1453: prog: v(228)-f(114) | | 1453: strp: v(228)-f(114) | | 1454: opt : v(228)-f(114) | | 1454: cb : v(228)-f(114) | | 1454: prog: v(228)-f(114) | | 1454: strp: v(228)-f(114) | | 1455: opt : v(228)-f(114) | | 1455: cb : v(228)-f(114) | | 1455: prog: v(228)-f(114) | | 1455: strp: v(228)-f(114) | | 1456: opt : v(228)-f(114) | | 1456: cb : v(228)-f(114) | | 1456: prog: v(228)-f(114) | | 1456: strp: v(228)-f(114) | | 1457: opt : v(228)-f(114) | | 1457: cb : v(228)-f(114) | | 1457: prog: v(228)-f(114) | | 1457: strp: v(228)-f(114) | | 1458: opt : v(1027)-f(649) | | 1458: cb : v(1027)-f(649) | | 1458: prog: v(1027)-f(649) | | 1458: strp: v(1027)-f(649) | | 1459: opt : v(436)-f(218) | | 1459: cb : v(436)-f(218) | | 1459: prog: v(436)-f(218) | | 1459: strp: v(436)-f(218) | | 1460: opt : v(624)-f(312) | | 1460: cb : v(624)-f(312) | | 1460: prog: v(624)-f(312) | | 1460: strp: v(624)-f(312) | | 1461: opt : v(295)-f(337) | | 1461: cb : v(295)-f(337) | | 1461: prog: v(295)-f(337) | | 1461: strp: v(295)-f(337) | | 1462: opt : v(135)-f(100) | | 1462: cb : v(135)-f(100) | | 1462: prog: v(135)-f(100) | | 1462: strp: v(135)-f(100) | | 1463: opt : v(369)-f(200) | | 1463: cb : v(369)-f(200) | | 1463: prog: v(369)-f(200) | | 1463: strp: v(369)-f(200) | | 1464: opt : v(250)-f(264) | | 1464: cb : v(250)-f(264) | | 1464: prog: v(250)-f(264) | | 1464: strp: v(250)-f(264) | | 1465: opt : v(99)-f(120) | | 1465: cb : v(99)-f(120) | | 1465: prog: v(99)-f(120) | | 1465: strp: v(99)-f(120) | | 1466: opt : v(156)-f(112) | | 1466: cb : v(156)-f(112) | | 1466: prog: v(156)-f(112) | | 1466: strp: v(156)-f(112) | | 1467: opt : v(156)-f(112) | | 1467: cb : v(156)-f(112) | | 1467: prog: v(156)-f(112) | | 1467: strp: v(156)-f(112) | | 1468: opt : v(252)-f(216) | | 1468: cb : v(252)-f(216) | | 1468: prog: v(252)-f(216) | | 1468: strp: v(252)-f(216) | | 1469: opt : v(504)-f(432) | | 1469: cb : v(504)-f(432) | | 1469: prog: v(504)-f(432) | | 1469: strp: v(504)-f(432) | | 1470: opt : v(340)-f(288) | | 1470: cb : v(340)-f(288) | | 1470: prog: v(340)-f(288) | | 1470: strp: v(340)-f(288) | | 1471: opt : v(564)-f(424) | | 1471: cb : v(564)-f(424) | | 1471: prog: v(564)-f(424) | | 1471: strp: v(564)-f(424) | | 1472: opt : v(174)-f(144) | | 1472: cb : v(174)-f(144) | | 1472: prog: v(174)-f(144) | | 1472: strp: v(174)-f(144) | | 1473: opt : v(400)-f(288) | | 1473: cb : v(400)-f(288) | | 1473: prog: v(400)-f(288) | | 1473: strp: v(400)-f(288) | | 1474: opt : v(216)-f(144) | | 1474: cb : v(216)-f(144) | | 1474: prog: v(216)-f(144) | | 1474: strp: v(216)-f(144) | | 1475: opt : v(532)-f(504) | | 1475: cb : v(532)-f(504) | | 1475: prog: v(532)-f(504) | | 1475: strp: v(532)-f(504) | | 1476: opt : v(72)-f(74) | | 1476: cb : v(72)-f(74) | | 1476: prog: v(72)-f(74) | | 1476: strp: v(72)-f(74) | | 1477: opt : v(170)-f(194) | | 1477: cb : v(170)-f(194) | | 1477: prog: v(170)-f(194) | | 1477: strp: v(170)-f(194) | | 1478: opt : v(354)-f(352) | | 1478: cb : v(354)-f(352) | | 1478: prog: v(354)-f(352) | | 1478: strp: v(354)-f(352) | | 1479: opt : v(1130)-f(700) | | 1479: cb : v(1130)-f(700) | | 1479: prog: v(1130)-f(700) | | 1479: strp: v(1130)-f(700) | | 1480: opt : v(2597)-f(1578) | | 1480: cb : v(2597)-f(1578) | | 1480: prog: v(2597)-f(1578) | | 1480: strp: v(2597)-f(1578) | | 1481: opt : v(685)-f(727) | | 1481: cb : v(685)-f(727) | | 1481: prog: v(685)-f(727) | | 1481: strp: v(685)-f(727) | | 1482: opt : v(244)-f(224) | | 1482: cb : v(244)-f(224) | | 1482: prog: v(244)-f(224) | | 1482: strp: v(244)-f(224) | | 1483: opt : v(292)-f(324) | | 1483: cb : v(292)-f(324) | | 1483: prog: v(292)-f(324) | | 1483: strp: v(292)-f(324) | | 1484: opt : v(455)-f(389) | | 1484: cb : v(455)-f(389) | | 1484: prog: v(455)-f(389) | | 1484: strp: v(455)-f(389) | | 1485: opt : v(592)-f(574) | | 1485: cb : v(592)-f(574) | | 1485: prog: v(592)-f(574) | | 1485: strp: v(592)-f(574) | | 1486: opt : v(422)-f(394) | | 1486: cb : v(422)-f(394) | | 1486: prog: v(422)-f(394) | | 1486: strp: v(422)-f(394) | | 1487: opt : v(357)-f(596) | | 1487: cb : v(357)-f(596) | | 1487: prog: v(357)-f(596) | | 1487: strp: v(357)-f(596) | | 1488: opt : v(573)-f(988) | | 1488: cb : v(573)-f(988) | | 1488: prog: v(573)-f(988) | | 1488: strp: v(573)-f(988) | | 1489: opt : v(533)-f(903) | | 1489: cb : v(533)-f(903) | | 1489: prog: v(533)-f(903) | | 1489: strp: v(533)-f(903) | | 1490: opt : v(357)-f(591) | | 1490: cb : v(357)-f(591) | | 1490: prog: v(357)-f(591) | | 1490: strp: v(357)-f(591) | | 1491: opt : v(262)-f(445) | | 1491: cb : v(262)-f(445) | | 1491: prog: v(262)-f(445) | | 1491: strp: v(262)-f(445) | | 1492: opt : v(573)-f(988) | | 1492: cb : v(573)-f(988) | | 1492: prog: v(573)-f(988) | | 1492: strp: v(573)-f(988) | | 1493: opt : v(261)-f(445) | | 1493: cb : v(261)-f(445) | | 1493: prog: v(261)-f(445) | | 1493: strp: v(261)-f(445) | | 1494: opt : v(96)-f(151) | | 1494: cb : v(96)-f(151) | | 1494: prog: v(96)-f(151) | | 1494: strp: v(96)-f(151) | | 1495: opt : v(132)-f(213) | | 1495: cb : v(132)-f(213) | | 1495: prog: v(132)-f(213) | | 1495: strp: v(132)-f(213) | | 1496: opt : v(658)-f(1130) | | 1496: cb : v(658)-f(1130) | | 1496: prog: v(658)-f(1130) | | 1496: strp: v(658)-f(1130) | | 1497: opt : v(568)-f(955) | | 1497: cb : v(568)-f(955) | | 1497: prog: v(568)-f(955) | | 1497: strp: v(568)-f(955) | | 1498: opt : v(450)-f(707) | | 1498: cb : v(450)-f(707) | | 1498: prog: v(450)-f(707) | | 1498: strp: v(450)-f(707) | | 1499: opt : v(358)-f(596) | | 1499: cb : v(358)-f(596) | | 1499: prog: v(358)-f(596) | | 1499: strp: v(358)-f(596) | | 1500: opt : v(602)-f(756) | | 1500: cb : v(602)-f(756) | | 1500: prog: v(602)-f(756) | | 1500: strp: v(602)-f(756) | | 1501: opt : v(555)-f(910) | | 1501: cb : v(555)-f(910) | | 1501: prog: v(555)-f(910) | | 1501: strp: v(555)-f(910) | | 1502: opt : v(76)-f(80) | | 1502: cb : v(76)-f(80) | | 1502: prog: v(76)-f(80) | | 1502: strp: v(76)-f(80) | | 1503: opt : v(89)-f(119) | | 1503: cb : v(89)-f(119) | | 1503: prog: v(89)-f(119) | | 1503: strp: v(89)-f(119) | | 1504: opt : v(365)-f(603) | | 1504: cb : v(365)-f(603) | | 1504: prog: v(365)-f(603) | | 1504: strp: v(365)-f(603) | | 1505: opt : v(319)-f(179) | | 1505: cb : v(319)-f(179) | | 1505: prog: v(319)-f(179) | | 1505: strp: v(319)-f(179) | | 1506: opt : v(319)-f(179) | | 1506: cb : v(319)-f(179) | | 1506: prog: v(319)-f(179) | | 1506: strp: v(319)-f(179) | | 1507: opt : v(1477)-f(1143) | | 1507: cb : v(1477)-f(1143) | | 1507: prog: v(1477)-f(1143) | | 1507: strp: v(1477)-f(1143) | | 1508: opt : v(90)-f(77) | | 1508: cb : v(90)-f(77) | | 1508: prog: v(90)-f(77) | | 1508: strp: v(90)-f(77) | | 1509: opt : v(521)-f(640) | | 1509: cb : v(521)-f(640) | | 1509: prog: v(521)-f(640) | | 1509: strp: v(521)-f(640) | | 1510: opt : v(217)-f(284) | | 1510: cb : v(217)-f(284) | | 1510: prog: v(217)-f(284) | | 1510: strp: v(217)-f(284) | | 1511: opt : v(304)-f(356) | | 1511: cb : v(304)-f(356) | | 1511: prog: v(304)-f(356) | | 1511: strp: v(304)-f(356) | | 1512: opt : v(304)-f(356) | | 1512: cb : v(304)-f(356) | | 1512: prog: v(304)-f(356) | | 1512: strp: v(304)-f(356) | | 1513: opt : v(304)-f(356) | | 1513: cb : v(304)-f(356) | | 1513: prog: v(304)-f(356) | | 1513: strp: v(304)-f(356) | | 1514: opt : v(433)-f(268) | | 1514: cb : v(433)-f(268) | | 1514: prog: v(433)-f(268) | | 1514: strp: v(433)-f(268) | | 1515: opt : v(120)-f(88) | | 1515: cb : v(120)-f(88) | | 1515: prog: v(120)-f(88) | | 1515: strp: v(120)-f(88) | | 1516: opt : v(197)-f(130) | | 1516: cb : v(197)-f(130) | | 1516: prog: v(197)-f(130) | | 1516: strp: v(197)-f(130) | | 1517: opt : v(277)-f(192) | | 1517: cb : v(277)-f(192) | | 1517: prog: v(277)-f(192) | | 1517: strp: v(277)-f(192) | | 1518: opt : v(118)-f(136) | | 1518: cb : v(118)-f(136) | | 1518: prog: v(118)-f(136) | | 1518: strp: v(118)-f(136) | | 1519: opt : v(187)-f(158) | | 1519: cb : v(187)-f(158) | | 1519: prog: v(187)-f(158) | | 1519: strp: v(187)-f(158) | | 1520: opt : v(321)-f(202) | | 1520: cb : v(321)-f(202) | | 1520: prog: v(321)-f(202) | | 1520: strp: v(321)-f(202) | | 1521: opt : v(179)-f(150) | | 1521: cb : v(179)-f(150) | | 1521: prog: v(179)-f(150) | | 1521: strp: v(179)-f(150) | | 1522: opt : v(321)-f(202) | | 1522: cb : v(321)-f(202) | | 1522: prog: v(321)-f(202) | | 1522: strp: v(321)-f(202) | | 1523: opt : v(319)-f(202) | | 1523: cb : v(319)-f(202) | | 1523: prog: v(319)-f(202) | | 1523: strp: v(319)-f(202) | | 1524: opt : v(698)-f(680) | | 1524: cb : v(698)-f(680) | | 1524: prog: v(698)-f(680) | | 1524: strp: v(698)-f(680) | | 1525: opt : v(528)-f(338) | | 1525: cb : v(528)-f(338) | | 1525: prog: v(528)-f(338) | | 1525: strp: v(528)-f(338) | | 1526: opt : v(319)-f(202) | | 1526: cb : v(319)-f(202) | | 1526: prog: v(319)-f(202) | | 1526: strp: v(319)-f(202) | | 1527: opt : v(350)-f(213) | | 1527: cb : v(350)-f(213) | | 1527: prog: v(350)-f(213) | | 1527: strp: v(350)-f(213) | | 1528: opt : v(517)-f(327) | | 1528: cb : v(517)-f(327) | | 1528: prog: v(517)-f(327) | | 1528: strp: v(517)-f(327) | | 1529: opt : v(539)-f(338) | | 1529: cb : v(539)-f(338) | | 1529: prog: v(539)-f(338) | | 1529: strp: v(539)-f(338) | | 1530: opt : v(1401)-f(1402) | | 1530: cb : v(1401)-f(1402) | | 1530: prog: v(1401)-f(1402) | | 1530: strp: v(1401)-f(1402) | | 1531: opt : v(1521)-f(1484) | | 1531: cb : v(1521)-f(1484) | | 1531: prog: v(1521)-f(1484) | | 1531: strp: v(1521)-f(1484) | | 1532: opt : v(380)-f(208) | | 1532: cb : v(380)-f(208) | | 1532: prog: v(380)-f(208) | | 1532: strp: v(380)-f(208) | | 1533: opt : v(3611)-f(2155) | | 1533: cb : v(3611)-f(2155) | | 1533: prog: v(3611)-f(2155) | | 1533: strp: v(3611)-f(2155) | | 1534: opt : v(4314)-f(2606) | | 1534: cb : v(4314)-f(2606) | | 1534: prog: v(4314)-f(2606) | | 1534: strp: v(4314)-f(2606) | | 1535: opt : v(4314)-f(2606) | | 1535: cb : v(4314)-f(2606) | | 1535: prog: v(4314)-f(2606) | | 1535: strp: v(4314)-f(2606) | | 1536: opt : v(149)-f(153) | | 1536: cb : v(149)-f(153) | | 1536: prog: v(149)-f(153) | | 1536: strp: v(149)-f(153) | | 1537: opt : v(98)-f(132) | | 1537: cb : v(98)-f(132) | | 1537: prog: v(98)-f(132) | | 1537: strp: v(98)-f(132) | | 1538: opt : v(100)-f(130) | | 1538: cb : v(100)-f(130) | | 1538: prog: v(100)-f(130) | | 1538: strp: v(100)-f(130) | | 1539: opt : v(104)-f(132) | | 1539: cb : v(104)-f(132) | | 1539: prog: v(104)-f(132) | | 1539: strp: v(104)-f(132) | | 1540: opt : v(136)-f(180) | | 1540: cb : v(136)-f(180) | | 1540: prog: v(136)-f(180) | | 1540: strp: v(136)-f(180) | | 1541: opt : v(146)-f(196) | | 1541: cb : v(146)-f(196) | | 1541: prog: v(146)-f(196) | | 1541: strp: v(146)-f(196) | | 1542: opt : v(140)-f(200) | | 1542: cb : v(140)-f(200) | | 1542: prog: v(140)-f(200) | | 1542: strp: v(140)-f(200) | | 1543: opt : v(96)-f(134) | | 1543: cb : v(96)-f(134) | | 1543: prog: v(96)-f(134) | | 1543: strp: v(96)-f(134) | | 1544: opt : v(58)-f(72) | | 1544: cb : v(58)-f(72) | | 1544: prog: v(58)-f(72) | | 1544: strp: v(58)-f(72) | | 1545: opt : v(58)-f(78) | | 1545: cb : v(58)-f(78) | | 1545: prog: v(58)-f(78) | | 1545: strp: v(58)-f(78) | | 1546: opt : v(50)-f(68) | | 1546: cb : v(50)-f(68) | | 1546: prog: v(50)-f(68) | | 1546: strp: v(50)-f(68) | | 1547: opt : v(78)-f(102) | | 1547: cb : v(78)-f(102) | | 1547: prog: v(78)-f(102) | | 1547: strp: v(78)-f(102) | | 1548: opt : v(90)-f(114) | | 1548: cb : v(90)-f(114) | | 1548: prog: v(90)-f(114) | | 1548: strp: v(90)-f(114) | | 1549: opt : v(80)-f(112) | | 1549: cb : v(80)-f(112) | | 1549: prog: v(80)-f(112) | | 1549: strp: v(80)-f(112) | | 1550: opt : v(68)-f(88) | | 1550: cb : v(68)-f(88) | | 1550: prog: v(68)-f(88) | | 1550: strp: v(68)-f(88) | | 1551: opt : v(110)-f(162) | | 1551: cb : v(110)-f(162) | | 1551: prog: v(110)-f(162) | | 1551: strp: v(110)-f(162) | | 1552: opt : v(122)-f(170) | | 1552: cb : v(122)-f(170) | | 1552: prog: v(122)-f(170) | | 1552: strp: v(122)-f(170) | | 1553: opt : v(132)-f(188) | | 1553: cb : v(132)-f(188) | | 1553: prog: v(132)-f(188) | | 1553: strp: v(132)-f(188) | | 1554: opt : v(90)-f(118) | | 1554: cb : v(90)-f(118) | | 1554: prog: v(90)-f(118) | | 1554: strp: v(90)-f(118) | | 1555: opt : v(96)-f(132) | | 1555: cb : v(96)-f(132) | | 1555: prog: v(96)-f(132) | | 1555: strp: v(96)-f(132) | | 1556: opt : v(126)-f(162) | | 1556: cb : v(126)-f(162) | | 1556: prog: v(126)-f(162) | | 1556: strp: v(126)-f(162) | | 1557: opt : v(137)-f(137) | | 1557: cb : v(137)-f(137) | | 1557: prog: v(137)-f(137) | | 1557: strp: v(137)-f(137) | | 1558: opt : v(125)-f(133) | | 1558: cb : v(125)-f(133) | | 1558: prog: v(125)-f(133) | | 1558: strp: v(125)-f(133) | | 1559: opt : v(111)-f(117) | | 1559: cb : v(111)-f(117) | | 1559: prog: v(111)-f(117) | | 1559: strp: v(111)-f(117) | | 1560: opt : v(121)-f(108) | | 1560: cb : v(121)-f(108) | | 1560: prog: v(121)-f(108) | | 1560: strp: v(121)-f(108) | | 1561: opt : v(131)-f(190) | | 1561: cb : v(131)-f(190) | | 1561: prog: v(131)-f(190) | | 1561: strp: v(131)-f(190) | | 1562: opt : v(137)-f(188) | | 1562: cb : v(137)-f(188) | | 1562: prog: v(137)-f(188) | | 1562: strp: v(137)-f(188) | | 1563: opt : v(82)-f(92) | | 1563: cb : v(82)-f(92) | | 1563: prog: v(82)-f(92) | | 1563: strp: v(82)-f(92) | | 1564: opt : v(85)-f(97) | | 1564: cb : v(85)-f(97) | | 1564: prog: v(85)-f(97) | | 1564: strp: v(85)-f(97) | | 1565: opt : v(116)-f(146) | | 1565: cb : v(116)-f(146) | | 1565: prog: v(116)-f(146) | | 1565: strp: v(116)-f(146) | | 1566: opt : v(68)-f(73) | | 1566: cb : v(68)-f(73) | | 1566: prog: v(68)-f(73) | | 1566: strp: v(68)-f(73) | | 1567: opt : v(121)-f(157) | | 1567: cb : v(121)-f(157) | | 1567: prog: v(121)-f(157) | | 1567: strp: v(121)-f(157) | | 1568: opt : v(81)-f(105) | | 1568: cb : v(81)-f(105) | | 1568: prog: v(81)-f(105) | | 1568: strp: v(81)-f(105) | | 1569: opt : v(173)-f(277) | | 1569: cb : v(173)-f(277) | | 1569: prog: v(173)-f(277) | | 1569: strp: v(173)-f(277) | | 1570: opt : v(150)-f(203) | | 1570: cb : v(150)-f(203) | | 1570: prog: v(150)-f(203) | | 1570: strp: v(150)-f(203) | | 1571: opt : v(71)-f(65) | | 1571: cb : v(71)-f(65) | | 1571: prog: v(71)-f(65) | | 1571: strp: v(71)-f(65) | | 1572: opt : v(427)-f(251) | | 1572: cb : v(427)-f(251) | | 1572: prog: v(427)-f(251) | | 1572: strp: v(427)-f(251) | | 1573: opt : v(898)-f(651) | | 1573: cb : v(898)-f(651) | | 1573: prog: v(898)-f(651) | | 1573: strp: v(898)-f(651) | | 1574: opt : v(220)-f(110) | | 1574: cb : v(220)-f(110) | | 1574: prog: v(220)-f(110) | | 1574: strp: v(220)-f(110) | | 1575: opt : v(164)-f(82) | | 1575: cb : v(164)-f(82) | | 1575: prog: v(164)-f(82) | | 1575: strp: v(164)-f(82) | | 1576: opt : v(219)-f(109) | | 1576: cb : v(219)-f(109) | | 1576: prog: v(219)-f(109) | | 1576: strp: v(219)-f(109) | | 1577: opt : v(196)-f(98) | | 1577: cb : v(196)-f(98) | | 1577: prog: v(196)-f(98) | | 1577: strp: v(196)-f(98) | | 1578: opt : v(448)-f(486) | | 1578: cb : v(448)-f(486) | | 1578: prog: v(448)-f(486) | | 1578: strp: v(448)-f(486) | | 1579: opt : v(352)-f(366) | | 1579: cb : v(352)-f(366) | | 1579: prog: v(352)-f(366) | | 1579: strp: v(352)-f(366) | | 1580: opt : v(260)-f(130) | | 1580: cb : v(260)-f(130) | | 1580: prog: v(260)-f(130) | | 1580: strp: v(260)-f(130) | | 1581: opt : v(487)-f(540) | | 1581: cb : v(487)-f(540) | | 1581: prog: v(487)-f(540) | | 1581: strp: v(487)-f(540) | | 1582: opt : v(90)-f(123) | | 1582: cb : v(90)-f(123) | | 1582: prog: v(90)-f(123) | | 1582: strp: v(90)-f(123) | | 1583: opt : v(155)-f(185) | | 1583: cb : v(155)-f(185) | | 1583: prog: v(155)-f(185) | | 1583: strp: v(155)-f(185) | | 1584: opt : v(156)-f(134) | | 1584: cb : v(156)-f(134) | | 1584: prog: v(156)-f(134) | | 1584: strp: v(156)-f(134) | | 1585: opt : v(220)-f(110) | | 1585: cb : v(220)-f(110) | | 1585: prog: v(220)-f(110) | | 1585: strp: v(220)-f(110) | | 1586: opt : v(240)-f(120) | | 1586: cb : v(240)-f(120) | | 1586: prog: v(240)-f(120) | | 1586: strp: v(240)-f(120) | | 1587: opt : v(301)-f(217) | | 1587: cb : v(301)-f(217) | | 1587: prog: v(301)-f(217) | | 1587: strp: v(301)-f(217) | | 1588: opt : v(886)-f(795) | | 1588: cb : v(886)-f(795) | | 1588: prog: v(886)-f(795) | | 1588: strp: v(886)-f(795) | | 1589: opt : v(392)-f(354) | | 1589: cb : v(392)-f(354) | | 1589: prog: v(392)-f(354) | | 1589: strp: v(392)-f(354) | | 1590: opt : v(300)-f(132) | | 1590: cb : v(300)-f(132) | | 1590: prog: v(300)-f(132) | | 1590: strp: v(300)-f(132) | | 1591: opt : v(662)-f(550) | | 1591: cb : v(662)-f(550) | | 1591: prog: v(662)-f(550) | | 1591: strp: v(662)-f(550) | | 1592: opt : v(170)-f(76) | | 1592: cb : v(170)-f(76) | | 1592: prog: v(170)-f(76) | | 1592: strp: v(170)-f(76) | | 1593: opt : v(154)-f(132) | | 1593: cb : v(154)-f(132) | | 1593: prog: v(154)-f(132) | | 1593: strp: v(154)-f(132) | | 1594: opt : v(252)-f(202) | | 1594: cb : v(252)-f(202) | | 1594: prog: v(252)-f(202) | | 1594: strp: v(252)-f(202) | | 1595: opt : v(1080)-f(703) | | 1595: cb : v(1080)-f(703) | | 1595: prog: v(1080)-f(703) | | 1595: strp: v(1080)-f(703) | | 1596: opt : v(160)-f(80) | | 1596: cb : v(160)-f(80) | | 1596: prog: v(160)-f(80) | | 1596: strp: v(160)-f(80) | | 1597: opt : v(196)-f(109) | | 1597: cb : v(196)-f(109) | | 1597: prog: v(196)-f(109) | | 1597: strp: v(196)-f(109) | | 1598: opt : v(1540)-f(975) | | 1598: cb : v(1540)-f(975) | | 1598: prog: v(1540)-f(975) | | 1598: strp: v(1540)-f(975) | | 1599: opt : v(235)-f(138) | | 1599: cb : v(235)-f(138) | | 1599: prog: v(235)-f(138) | | 1599: strp: v(235)-f(138) | | 1600: opt : v(200)-f(100) | | 1600: cb : v(200)-f(100) | | 1600: prog: v(200)-f(100) | | 1600: strp: v(200)-f(100) | | 1601: opt : v(100)-f(76) | | 1601: cb : v(100)-f(76) | | 1601: prog: v(100)-f(76) | | 1601: strp: v(100)-f(76) | | 1602: opt : v(656)-f(652) | | 1602: cb : v(656)-f(652) | | 1602: prog: v(656)-f(652) | | 1602: strp: v(656)-f(652) | | 1603: opt : v(324)-f(246) | | 1603: cb : v(324)-f(246) | | 1603: prog: v(324)-f(246) | | 1603: strp: v(324)-f(246) | | 1604: opt : v(200)-f(100) | | 1604: cb : v(200)-f(100) | | 1604: prog: v(200)-f(100) | | 1604: strp: v(200)-f(100) | | 1605: opt : v(200)-f(100) | | 1605: cb : v(200)-f(100) | | 1605: prog: v(200)-f(100) | | 1605: strp: v(200)-f(100) | | 1606: opt : v(200)-f(100) | | 1606: cb : v(200)-f(100) | | 1606: prog: v(200)-f(100) | | 1606: strp: v(200)-f(100) | | 1607: opt : v(250)-f(190) | | 1607: cb : v(250)-f(190) | | 1607: prog: v(250)-f(190) | | 1607: strp: v(250)-f(190) | | 1608: opt : v(180)-f(90) | | 1608: cb : v(180)-f(90) | | 1608: prog: v(180)-f(90) | | 1608: strp: v(180)-f(90) | | 1609: opt : v(496)-f(377) | | 1609: cb : v(496)-f(377) | | 1609: prog: v(496)-f(377) | | 1609: strp: v(496)-f(377) | | 1610: opt : v(170)-f(76) | | 1610: cb : v(170)-f(76) | | 1610: prog: v(170)-f(76) | | 1610: strp: v(170)-f(76) | | 1611: opt : v(257)-f(112) | | 1611: cb : v(257)-f(112) | | 1611: prog: v(257)-f(112) | | 1611: strp: v(257)-f(112) | | 1612: opt : v(288)-f(146) | | 1612: cb : v(288)-f(146) | | 1612: prog: v(288)-f(146) | | 1612: strp: v(288)-f(146) | | 1613: opt : v(340)-f(152) | | 1613: cb : v(340)-f(152) | | 1613: prog: v(340)-f(152) | | 1613: strp: v(340)-f(152) | | 1614: opt : v(154)-f(132) | | 1614: cb : v(154)-f(132) | | 1614: prog: v(154)-f(132) | | 1614: strp: v(154)-f(132) | | 1615: opt : v(144)-f(92) | | 1615: cb : v(144)-f(92) | | 1615: prog: v(144)-f(92) | | 1615: strp: v(144)-f(92) | | 1616: opt : v(168)-f(112) | | 1616: cb : v(168)-f(112) | | 1616: prog: v(168)-f(112) | | 1616: strp: v(168)-f(112) | | 1617: opt : v(280)-f(180) | | 1617: cb : v(280)-f(180) | | 1617: prog: v(280)-f(180) | | 1617: strp: v(280)-f(180) | | 1618: opt : v(352)-f(174) | | 1618: cb : v(352)-f(174) | | 1618: prog: v(352)-f(174) | | 1618: strp: v(352)-f(174) | | 1619: opt : v(697)-f(386) | | 1619: cb : v(697)-f(386) | | 1619: prog: v(697)-f(386) | | 1619: strp: v(697)-f(386) | | 1620: opt : v(241)-f(204) | | 1620: cb : v(241)-f(204) | | 1620: prog: v(241)-f(204) | | 1620: strp: v(241)-f(204) | | 1621: opt : v(81)-f(66) | | 1621: cb : v(81)-f(66) | | 1621: prog: v(81)-f(66) | | 1621: strp: v(81)-f(66) | | 1622: opt : v(165)-f(129) | | 1622: cb : v(165)-f(129) | | 1622: prog: v(165)-f(129) | | 1622: strp: v(165)-f(129) | | 1623: opt : v(138)-f(108) | | 1623: cb : v(138)-f(108) | | 1623: prog: v(138)-f(108) | | 1623: strp: v(138)-f(108) | | 1624: opt : v(114)-f(84) | | 1624: cb : v(114)-f(84) | | 1624: prog: v(114)-f(84) | | 1624: strp: v(114)-f(84) | | 1625: opt : v(82)-f(66) | | 1625: cb : v(82)-f(66) | | 1625: prog: v(82)-f(66) | | 1625: strp: v(82)-f(66) | | 1626: opt : v(131)-f(108) | | 1626: cb : v(131)-f(108) | | 1626: prog: v(131)-f(108) | | 1626: strp: v(131)-f(108) | | 1627: opt : v(216)-f(180) | | 1627: cb : v(216)-f(180) | | 1627: prog: v(216)-f(180) | | 1627: strp: v(216)-f(180) | | 1628: opt : v(159)-f(123) | | 1628: cb : v(159)-f(123) | | 1628: prog: v(159)-f(123) | | 1628: strp: v(159)-f(123) | | 1629: opt : v(88)-f(72) | | 1629: cb : v(88)-f(72) | | 1629: prog: v(88)-f(72) | | 1629: strp: v(88)-f(72) | | 1630: opt : v(2403)-f(1620) | | 1630: cb : v(2403)-f(1620) | | 1630: prog: v(2403)-f(1620) | | 1630: strp: v(2403)-f(1620) | | 1631: opt : v(925)-f(579) | | 1631: cb : v(925)-f(579) | | 1631: prog: v(925)-f(579) | | 1631: strp: v(925)-f(579) | | 1632: opt : v(226)-f(203) | | 1632: cb : v(226)-f(203) | | 1632: prog: v(226)-f(203) | | 1632: strp: v(226)-f(203) | | 1633: opt : v(226)-f(204) | | 1633: cb : v(226)-f(204) | | 1633: prog: v(226)-f(204) | | 1633: strp: v(226)-f(204) | | 1634: opt : v(177)-f(153) | | 1634: cb : v(177)-f(153) | | 1634: prog: v(177)-f(153) | | 1634: strp: v(177)-f(153) | | 1635: opt : v(186)-f(164) | | 1635: cb : v(186)-f(164) | | 1635: prog: v(186)-f(164) | | 1635: strp: v(186)-f(164) | | 1636: opt : v(183)-f(159) | | 1636: cb : v(183)-f(159) | | 1636: prog: v(183)-f(159) | | 1636: strp: v(183)-f(159) | | 1637: opt : v(105)-f(95) | | 1637: cb : v(105)-f(95) | | 1637: prog: v(105)-f(95) | | 1637: strp: v(105)-f(95) | | 1638: opt : v(91)-f(75) | | 1638: cb : v(91)-f(75) | | 1638: prog: v(91)-f(75) | | 1638: strp: v(91)-f(75) | | 1639: opt : v(156)-f(120) | | 1639: cb : v(156)-f(120) | | 1639: prog: v(156)-f(120) | | 1639: strp: v(156)-f(120) | | 1640: opt : v(138)-f(126) | | 1640: cb : v(138)-f(126) | | 1640: prog: v(138)-f(126) | | 1640: strp: v(138)-f(126) | | 1641: opt : v(198)-f(144) | | 1641: cb : v(198)-f(144) | | 1641: prog: v(198)-f(144) | | 1641: strp: v(198)-f(144) | | 1642: opt : v(198)-f(144) | | 1642: cb : v(198)-f(144) | | 1642: prog: v(198)-f(144) | | 1642: strp: v(198)-f(144) | | 1643: opt : v(198)-f(90) | | 1643: cb : v(198)-f(90) | | 1643: prog: v(198)-f(90) | | 1643: strp: v(198)-f(90) | | 1644: opt : v(342)-f(162) | | 1644: cb : v(342)-f(162) | | 1644: prog: v(342)-f(162) | | 1644: strp: v(342)-f(162) | | 1645: opt : v(288)-f(144) | | 1645: cb : v(288)-f(144) | | 1645: prog: v(288)-f(144) | | 1645: strp: v(288)-f(144) | | 1646: opt : v(225)-f(126) | | 1646: cb : v(225)-f(126) | | 1646: prog: v(225)-f(126) | | 1646: strp: v(225)-f(126) | | 1647: opt : v(459)-f(252) | | 1647: cb : v(459)-f(252) | | 1647: prog: v(459)-f(252) | | 1647: strp: v(459)-f(252) | | 1648: opt : v(315)-f(216) | | 1648: cb : v(315)-f(216) | | 1648: prog: v(315)-f(216) | | 1648: strp: v(315)-f(216) | | 1649: opt : v(145)-f(111) | | 1649: cb : v(145)-f(111) | | 1649: prog: v(145)-f(111) | | 1649: strp: v(145)-f(111) | | 1650: opt : v(236)-f(180) | | 1650: cb : v(236)-f(180) | | 1650: prog: v(236)-f(180) | | 1650: strp: v(236)-f(180) | | 1651: opt : v(142)-f(108) | | 1651: cb : v(142)-f(108) | | 1651: prog: v(142)-f(108) | | 1651: strp: v(142)-f(108) | | 1652: opt : v(236)-f(180) | | 1652: cb : v(236)-f(180) | | 1652: prog: v(236)-f(180) | | 1652: strp: v(236)-f(180) | | 1653: opt : v(216)-f(126) | | 1653: cb : v(216)-f(126) | | 1653: prog: v(216)-f(126) | | 1653: strp: v(216)-f(126) | | 1654: opt : v(279)-f(135) | | 1654: cb : v(279)-f(135) | | 1654: prog: v(279)-f(135) | | 1654: strp: v(279)-f(135) | | 1655: opt : v(225)-f(153) | | 1655: cb : v(225)-f(153) | | 1655: prog: v(225)-f(153) | | 1655: strp: v(225)-f(153) | | 1656: opt : v(144)-f(132) | | 1656: cb : v(144)-f(132) | | 1656: prog: v(144)-f(132) | | 1656: strp: v(144)-f(132) | | 1657: opt : v(114)-f(102) | | 1657: cb : v(114)-f(102) | | 1657: prog: v(114)-f(102) | | 1657: strp: v(114)-f(102) | | 1658: opt : v(138)-f(126) | | 1658: cb : v(138)-f(126) | | 1658: prog: v(138)-f(126) | | 1658: strp: v(138)-f(126) | | 1659: opt : v(132)-f(120) | | 1659: cb : v(132)-f(120) | | 1659: prog: v(132)-f(120) | | 1659: strp: v(132)-f(120) | | 1660: opt : v(234)-f(198) | | 1660: cb : v(234)-f(198) | | 1660: prog: v(234)-f(198) | | 1660: strp: v(234)-f(198) | | 1661: opt : v(215)-f(243) | | 1661: cb : v(215)-f(243) | | 1661: prog: v(215)-f(243) | | 1661: strp: v(215)-f(243) | | 1662: opt : v(245)-f(285) | | 1662: cb : v(245)-f(285) | | 1662: prog: v(245)-f(285) | | 1662: strp: v(245)-f(285) | | 1663: opt : v(252)-f(294) | | 1663: cb : v(252)-f(294) | | 1663: prog: v(252)-f(294) | | 1663: strp: v(252)-f(294) | | 1664: opt : v(228)-f(264) | | 1664: cb : v(228)-f(264) | | 1664: prog: v(228)-f(264) | | 1664: strp: v(228)-f(264) | | 1665: opt : v(107)-f(167) | | 1665: cb : v(107)-f(167) | | 1665: prog: v(107)-f(167) | | 1665: strp: v(107)-f(167) | | 1666: opt : v(118)-f(191) | | 1666: cb : v(118)-f(191) | | 1666: prog: v(118)-f(191) | | 1666: strp: v(118)-f(191) | | 1667: opt : v(78)-f(95) | | 1667: cb : v(78)-f(95) | | 1667: prog: v(78)-f(95) | | 1667: strp: v(78)-f(95) | | 1668: opt : v(74)-f(67) | | 1668: cb : v(74)-f(67) | | 1668: prog: v(74)-f(67) | | 1668: strp: v(74)-f(67) | | 1669: opt : v(97)-f(108) | | 1669: cb : v(97)-f(108) | | 1669: prog: v(97)-f(108) | | 1669: strp: v(97)-f(108) | | 1670: opt : v(107)-f(136) | | 1670: cb : v(107)-f(136) | | 1670: prog: v(107)-f(136) | | 1670: strp: v(107)-f(136) | | 1671: opt : v(116)-f(170) | | 1671: cb : v(116)-f(170) | | 1671: prog: v(116)-f(170) | | 1671: strp: v(116)-f(170) | | 1672: opt : v(79)-f(102) | | 1672: cb : v(79)-f(102) | | 1672: prog: v(79)-f(102) | | 1672: strp: v(79)-f(102) | | 1673: opt : v(83)-f(117) | | 1673: cb : v(83)-f(117) | | 1673: prog: v(83)-f(117) | | 1673: strp: v(83)-f(117) | | 1674: opt : v(101)-f(101) | | 1674: cb : v(101)-f(101) | | 1674: prog: v(101)-f(101) | | 1674: strp: v(101)-f(101) | | 1675: opt : v(61)-f(69) | | 1675: cb : v(61)-f(69) | | 1675: prog: v(61)-f(69) | | 1675: strp: v(61)-f(69) | | 1676: opt : v(89)-f(105) | | 1676: cb : v(89)-f(105) | | 1676: prog: v(89)-f(105) | | 1676: strp: v(89)-f(105) | | 1677: opt : v(105)-f(121) | | 1677: cb : v(105)-f(121) | | 1677: prog: v(105)-f(121) | | 1677: strp: v(105)-f(121) | | 1678: opt : v(52)-f(67) | | 1678: cb : v(52)-f(67) | | 1678: prog: v(52)-f(67) | | 1678: strp: v(52)-f(67) | | 1679: opt : v(95)-f(133) | | 1679: cb : v(95)-f(133) | | 1679: prog: v(95)-f(133) | | 1679: strp: v(95)-f(133) | | 1680: opt : v(55)-f(68) | | 1680: cb : v(55)-f(68) | | 1680: prog: v(55)-f(68) | | 1680: strp: v(55)-f(68) | | 1681: opt : v(93)-f(109) | | 1681: cb : v(93)-f(109) | | 1681: prog: v(93)-f(109) | | 1681: strp: v(93)-f(109) | | 1682: opt : v(81)-f(112) | | 1682: cb : v(81)-f(112) | | 1682: prog: v(81)-f(112) | | 1682: strp: v(81)-f(112) | | 1683: opt : v(64)-f(78) | | 1683: cb : v(64)-f(78) | | 1683: prog: v(64)-f(78) | | 1683: strp: v(64)-f(78) | | 1684: opt : v(104)-f(122) | | 1684: cb : v(104)-f(122) | | 1684: prog: v(104)-f(122) | | 1684: strp: v(104)-f(122) | | 1685: opt : v(93)-f(122) | | 1685: cb : v(93)-f(122) | | 1685: prog: v(93)-f(122) | | 1685: strp: v(93)-f(122) | | 1686: opt : v(91)-f(107) | | 1686: cb : v(91)-f(107) | | 1686: prog: v(91)-f(107) | | 1686: strp: v(91)-f(107) | | 1687: opt : v(81)-f(124) | | 1687: cb : v(81)-f(124) | | 1687: prog: v(81)-f(124) | | 1687: strp: v(81)-f(124) | | 1688: opt : v(55)-f(80) | | 1688: cb : v(55)-f(80) | | 1688: prog: v(55)-f(80) | | 1688: strp: v(55)-f(80) | | 1689: opt : v(51)-f(75) | | 1689: cb : v(51)-f(75) | | 1689: prog: v(51)-f(75) | | 1689: strp: v(51)-f(75) | | 1690: opt : v(55)-f(84) | | 1690: cb : v(55)-f(84) | | 1690: prog: v(55)-f(84) | | 1690: strp: v(55)-f(84) | | 1691: opt : v(77)-f(119) | | 1691: cb : v(77)-f(119) | | 1691: prog: v(77)-f(119) | | 1691: strp: v(77)-f(119) | | 1692: opt : v(57)-f(83) | | 1692: cb : v(57)-f(83) | | 1692: prog: v(57)-f(83) | | 1692: strp: v(57)-f(83) | | 1693: opt : v(80)-f(115) | | 1693: cb : v(80)-f(115) | | 1693: prog: v(80)-f(115) | | 1693: strp: v(80)-f(115) | | 1694: opt : v(55)-f(82) | | 1694: cb : v(55)-f(82) | | 1694: prog: v(55)-f(82) | | 1694: strp: v(55)-f(82) | | 1695: opt : v(46)-f(68) | | 1695: cb : v(46)-f(68) | | 1695: prog: v(46)-f(68) | | 1695: strp: v(46)-f(68) | | 1696: opt : v(137)-f(182) | | 1696: cb : v(137)-f(182) | | 1696: prog: v(137)-f(182) | | 1696: strp: v(137)-f(182) | | 1697: opt : v(86)-f(121) | | 1697: cb : v(86)-f(121) | | 1697: prog: v(86)-f(121) | | 1697: strp: v(86)-f(121) | | 1698: opt : v(95)-f(125) | | 1698: cb : v(95)-f(125) | | 1698: prog: v(95)-f(125) | | 1698: strp: v(95)-f(125) | | 1699: opt : v(85)-f(107) | | 1699: cb : v(85)-f(107) | | 1699: prog: v(85)-f(107) | | 1699: strp: v(85)-f(107) | | 1700: opt : v(86)-f(100) | | 1700: cb : v(86)-f(100) | | 1700: prog: v(86)-f(100) | | 1700: strp: v(86)-f(100) | | 1701: opt : v(830)-f(996) | | 1701: cb : v(830)-f(996) | | 1701: prog: v(830)-f(996) | | 1701: strp: v(830)-f(996) | | 1702: opt : v(136)-f(127) | | 1702: cb : v(136)-f(127) | | 1702: prog: v(136)-f(127) | | 1702: strp: v(136)-f(127) | | 1703: opt : v(1059)-f(542) | | 1703: cb : v(1059)-f(542) | | 1703: prog: v(1059)-f(542) | | 1703: strp: v(1059)-f(542) | | 1704: opt : v(1057)-f(542) | | 1704: cb : v(1057)-f(542) | | 1704: prog: v(1057)-f(542) | | 1704: strp: v(1057)-f(542) | | 1705: opt : v(427)-f(613) | | 1705: cb : v(427)-f(613) | | 1705: prog: v(427)-f(613) | | 1705: strp: v(427)-f(613) | | 1706: opt : v(832)-f(1077) | | 1706: cb : v(832)-f(1077) | | 1706: prog: v(832)-f(1077) | | 1706: strp: v(832)-f(1077) | | 1707: opt : v(1445)-f(1803) | | 1707: cb : v(1445)-f(1803) | | 1707: prog: v(1445)-f(1803) | | 1707: strp: v(1445)-f(1803) | | 1708: opt : v(1633)-f(930) | | 1708: cb : v(1633)-f(930) | | 1708: prog: v(1633)-f(930) | | 1708: strp: v(1633)-f(930) | | 1709: opt : v(965)-f(496) | | 1709: cb : v(965)-f(496) | | 1709: prog: v(965)-f(496) | | 1709: strp: v(965)-f(496) | | 1710: opt : v(1135)-f(917) | | 1710: cb : v(1135)-f(917) | | 1710: prog: v(1135)-f(917) | | 1710: strp: v(1135)-f(917) | | 1711: opt : v(1690)-f(1736) | | 1711: cb : v(1690)-f(1736) | | 1711: prog: v(1690)-f(1736) | | 1711: strp: v(1690)-f(1736) | | 1712: opt : v(299)-f(296) | | 1712: cb : v(299)-f(296) | | 1712: prog: v(299)-f(296) | | 1712: strp: v(299)-f(296) | | 1713: opt : v(405)-f(460) | | 1713: cb : v(405)-f(460) | | 1713: prog: v(405)-f(460) | | 1713: strp: v(405)-f(460) | | 1714: opt : v(240)-f(254) | | 1714: cb : v(240)-f(254) | | 1714: prog: v(240)-f(254) | | 1714: strp: v(240)-f(254) | | 1715: opt : v(188)-f(94) | | 1715: cb : v(188)-f(94) | | 1715: prog: v(188)-f(94) | | 1715: strp: v(188)-f(94) | | 1716: opt : v(328)-f(254) | | 1716: cb : v(328)-f(254) | | 1716: prog: v(328)-f(254) | | 1716: strp: v(328)-f(254) | | 1717: opt : v(126)-f(66) | | 1717: cb : v(126)-f(66) | | 1717: prog: v(126)-f(66) | | 1717: strp: v(126)-f(66) | | 1718: opt : v(222)-f(114) | | 1718: cb : v(222)-f(114) | | 1718: prog: v(222)-f(114) | | 1718: strp: v(222)-f(114) | | 1719: opt : v(446)-f(348) | | 1719: cb : v(446)-f(348) | | 1719: prog: v(446)-f(348) | | 1719: strp: v(446)-f(348) | | 1720: opt : v(3843)-f(2460) | | 1720: cb : v(3843)-f(2460) | | 1720: prog: v(3843)-f(2460) | | 1720: strp: v(3843)-f(2460) | | 1721: opt : v(2162)-f(1576) | | 1721: cb : v(2162)-f(1576) | | 1721: prog: v(2162)-f(1576) | | 1721: strp: v(2162)-f(1576) | | 1722: opt : v(172)-f(92) | | 1722: cb : v(172)-f(92) | | 1722: prog: v(172)-f(92) | | 1722: strp: v(172)-f(92) | | 1723: opt : v(617)-f(537) | | 1723: cb : v(617)-f(537) | | 1723: prog: v(617)-f(537) | | 1723: strp: v(617)-f(537) | | 1724: opt : v(974)-f(1299) | | 1724: cb : v(974)-f(1299) | | 1724: prog: v(974)-f(1299) | | 1724: strp: v(974)-f(1299) | | 1725: opt : v(1240)-f(1730) | | 1725: cb : v(1240)-f(1730) | | 1725: prog: v(1240)-f(1730) | | 1725: strp: v(1240)-f(1730) | | 1726: opt : v(199)-f(292) | | 1726: cb : v(199)-f(292) | | 1726: prog: v(199)-f(292) | | 1726: strp: v(199)-f(292) | | 1727: opt : v(1161)-f(1588) | | 1727: cb : v(1161)-f(1588) | | 1727: prog: v(1161)-f(1588) | | 1727: strp: v(1161)-f(1588) | | 1728: opt : v(1268)-f(1782) | | 1728: cb : v(1268)-f(1782) | | 1728: prog: v(1268)-f(1782) | | 1728: strp: v(1268)-f(1782) | | 1729: opt : v(743)-f(1228) | | 1729: cb : v(743)-f(1228) | | 1729: prog: v(743)-f(1228) | | 1729: strp: v(743)-f(1228) | | 1730: opt : v(131)-f(168) | | 1730: cb : v(131)-f(168) | | 1730: prog: v(131)-f(168) | | 1730: strp: v(131)-f(168) | | 1731: opt : v(232)-f(291) | | 1731: cb : v(232)-f(291) | | 1731: prog: v(232)-f(291) | | 1731: strp: v(232)-f(291) | | 1732: opt : v(98)-f(154) | | 1732: cb : v(98)-f(154) | | 1732: prog: v(98)-f(154) | | 1732: strp: v(98)-f(154) | | 1733: opt : v(1171)-f(813) | | 1733: cb : v(1171)-f(813) | | 1733: prog: v(1171)-f(813) | | 1733: strp: v(1171)-f(813) | | 1734: opt : v(1714)-f(1592) | | 1734: cb : v(1714)-f(1592) | | 1734: prog: v(1714)-f(1592) | | 1734: strp: v(1714)-f(1592) | | 1735: opt : v(1957)-f(1626) | | 1735: cb : v(1957)-f(1626) | | 1735: prog: v(1957)-f(1626) | | 1735: strp: v(1957)-f(1626) | | 1736: opt : v(152)-f(144) | | 1736: cb : v(152)-f(144) | | 1736: prog: v(152)-f(144) | | 1736: strp: v(152)-f(144) | | 1737: opt : v(1928)-f(1328) | | 1737: cb : v(1928)-f(1328) | | 1737: prog: v(1928)-f(1328) | | 1737: strp: v(1928)-f(1328) | | 1738: opt : v(356)-f(218) | | 1738: cb : v(356)-f(218) | | 1738: prog: v(356)-f(218) | | 1738: strp: v(356)-f(218) | | 1739: opt : v(790)-f(526) | | 1739: cb : v(790)-f(526) | | 1739: prog: v(790)-f(526) | | 1739: strp: v(790)-f(526) | | 1740: opt : v(1307)-f(933) | | 1740: cb : v(1307)-f(933) | | 1740: prog: v(1307)-f(933) | | 1740: strp: v(1307)-f(933) | | 1741: opt : v(790)-f(526) | | 1741: cb : v(790)-f(526) | | 1741: prog: v(790)-f(526) | | 1741: strp: v(790)-f(526) | | 1742: opt : v(3428)-f(2350) | | 1742: cb : v(3428)-f(2350) | | 1742: prog: v(3428)-f(2350) | | 1742: strp: v(3428)-f(2350) | | 1743: opt : v(1611)-f(962) | | 1743: cb : v(1611)-f(962) | | 1743: prog: v(1611)-f(962) | | 1743: strp: v(1611)-f(962) | | 1744: opt : v(1024)-f(708) | | 1744: cb : v(1024)-f(708) | | 1744: prog: v(1024)-f(708) | | 1744: strp: v(1024)-f(708) | | 1745: opt : v(649)-f(338) | | 1745: cb : v(649)-f(338) | | 1745: prog: v(649)-f(338) | | 1745: strp: v(649)-f(338) | | 1746: opt : v(1877)-f(1163) | | 1746: cb : v(1877)-f(1163) | | 1746: prog: v(1877)-f(1163) | | 1746: strp: v(1877)-f(1163) | | 1747: opt : v(234)-f(121) | | 1747: cb : v(234)-f(121) | | 1747: prog: v(234)-f(121) | | 1747: strp: v(234)-f(121) | | 1748: opt : v(3467)-f(1817) | | 1748: cb : v(3467)-f(1817) | | 1748: prog: v(3467)-f(1817) | | 1748: strp: v(3467)-f(1817) | | 1749: opt : v(2717)-f(1468) | | 1749: cb : v(2717)-f(1468) | | 1749: prog: v(2717)-f(1468) | | 1749: strp: v(2717)-f(1468) | | 1750: opt : v(142)-f(118) | | 1750: cb : v(142)-f(118) | | 1750: prog: v(142)-f(118) | | 1750: strp: v(142)-f(118) | | 1751: opt : v(717)-f(384) | | 1751: cb : v(717)-f(384) | | 1751: prog: v(717)-f(384) | | 1751: strp: v(717)-f(384) | | 1752: opt : v(1046)-f(540) | | 1752: cb : v(1046)-f(540) | | 1752: prog: v(1046)-f(540) | | 1752: strp: v(1046)-f(540) | | 1753: opt : v(3261)-f(1911) | | 1753: cb : v(3261)-f(1911) | | 1753: prog: v(3261)-f(1911) | | 1753: strp: v(3261)-f(1911) | | 1754: opt : v(4371)-f(2538) | | 1754: cb : v(4371)-f(2538) | | 1754: prog: v(4371)-f(2538) | | 1754: strp: v(4371)-f(2538) | | 1755: opt : v(1776)-f(1183) | | 1755: cb : v(1776)-f(1183) | | 1755: prog: v(1776)-f(1183) | | 1755: strp: v(1776)-f(1183) | | 1756: opt : v(712)-f(398) | | 1756: cb : v(712)-f(398) | | 1756: prog: v(712)-f(398) | | 1756: strp: v(712)-f(398) | | 1757: opt : v(722)-f(458) | | 1757: cb : v(722)-f(458) | | 1757: prog: v(722)-f(458) | | 1757: strp: v(722)-f(458) | | 1758: opt : v(1289)-f(851) | | 1758: cb : v(1289)-f(851) | | 1758: prog: v(1289)-f(851) | | 1758: strp: v(1289)-f(851) | | 1759: opt : v(1110)-f(701) | | 1759: cb : v(1110)-f(701) | | 1759: prog: v(1110)-f(701) | | 1759: strp: v(1110)-f(701) | | 1760: opt : v(790)-f(526) | | 1760: cb : v(790)-f(526) | | 1760: prog: v(790)-f(526) | | 1760: strp: v(790)-f(526) | | 1761: opt : v(3429)-f(2350) | | 1761: cb : v(3429)-f(2350) | | 1761: prog: v(3429)-f(2350) | | 1761: strp: v(3429)-f(2350) | | 1762: opt : v(1034)-f(735) | | 1762: cb : v(1034)-f(735) | | 1762: prog: v(1034)-f(735) | | 1762: strp: v(1034)-f(735) | | 1763: opt : v(1063)-f(885) | | 1763: cb : v(1063)-f(885) | | 1763: prog: v(1063)-f(885) | | 1763: strp: v(1063)-f(885) | | 1764: opt : v(3226)-f(1652) | | 1764: cb : v(3226)-f(1652) | | 1764: prog: v(3226)-f(1652) | | 1764: strp: v(3226)-f(1652) | | 1765: opt : v(4511)-f(2435) | | 1765: cb : v(4511)-f(2435) | | 1765: prog: v(4511)-f(2435) | | 1765: strp: v(4511)-f(2435) | | 1766: opt : v(1748)-f(917) | | 1766: cb : v(1748)-f(917) | | 1766: prog: v(1748)-f(917) | | 1766: strp: v(1748)-f(917) | | 1767: opt : v(1480)-f(1078) | | 1767: cb : v(1480)-f(1078) | | 1767: prog: v(1480)-f(1078) | | 1767: strp: v(1480)-f(1078) | | 1768: opt : v(828)-f(448) | | 1768: cb : v(828)-f(448) | | 1768: prog: v(828)-f(448) | | 1768: strp: v(828)-f(448) | | 1769: opt : v(592)-f(334) | | 1769: cb : v(592)-f(334) | | 1769: prog: v(592)-f(334) | | 1769: strp: v(592)-f(334) | | 1770: opt : v(700)-f(600) | | 1770: cb : v(700)-f(600) | | 1770: prog: v(700)-f(600) | | 1770: strp: v(700)-f(600) | | 1771: opt : v(1727)-f(1214) | | 1771: cb : v(1727)-f(1214) | | 1771: prog: v(1727)-f(1214) | | 1771: strp: v(1727)-f(1214) | | 1772: opt : v(384)-f(192) | | 1772: cb : v(384)-f(192) | | 1772: prog: v(384)-f(192) | | 1772: strp: v(384)-f(192) | | 1773: opt : v(199)-f(195) | | 1773: cb : v(199)-f(195) | | 1773: prog: v(199)-f(195) | | 1773: strp: v(199)-f(195) | | 1774: opt : v(192)-f(96) | | 1774: cb : v(192)-f(96) | | 1774: prog: v(192)-f(96) | | 1774: strp: v(192)-f(96) | | 1775: opt : v(193)-f(112) | | 1775: cb : v(193)-f(112) | | 1775: prog: v(193)-f(112) | | 1775: strp: v(193)-f(112) | | 1776: opt : v(989)-f(905) | | 1776: cb : v(989)-f(905) | | 1776: prog: v(989)-f(905) | | 1776: strp: v(989)-f(905) | | 1777: opt : v(2149)-f(1315) | | 1777: cb : v(2149)-f(1315) | | 1777: prog: v(2149)-f(1315) | | 1777: strp: v(2149)-f(1315) | | 1778: opt : v(199)-f(195) | | 1778: cb : v(199)-f(195) | | 1778: prog: v(199)-f(195) | | 1778: strp: v(199)-f(195) | | 1779: opt : v(422)-f(279) | | 1779: cb : v(422)-f(279) | | 1779: prog: v(422)-f(279) | | 1779: strp: v(422)-f(279) | | 1780: opt : v(601)-f(414) | | 1780: cb : v(601)-f(414) | | 1780: prog: v(601)-f(414) | | 1780: strp: v(601)-f(414) | | 1781: opt : v(199)-f(195) | | 1781: cb : v(199)-f(195) | | 1781: prog: v(199)-f(195) | | 1781: strp: v(199)-f(195) | | 1782: opt : v(1190)-f(884) | | 1782: cb : v(1190)-f(884) | | 1782: prog: v(1190)-f(884) | | 1782: strp: v(1190)-f(884) | | 1783: opt : v(487)-f(375) | | 1783: cb : v(487)-f(375) | | 1783: prog: v(487)-f(375) | | 1783: strp: v(487)-f(375) | | 1784: opt : v(208)-f(134) | | 1784: cb : v(208)-f(134) | | 1784: prog: v(208)-f(134) | | 1784: strp: v(208)-f(134) | | 1785: opt : v(208)-f(134) | | 1785: cb : v(208)-f(134) | | 1785: prog: v(208)-f(134) | | 1785: strp: v(208)-f(134) | | 1786: opt : v(1051)-f(681) | | 1786: cb : v(1051)-f(681) | | 1786: prog: v(1051)-f(681) | | 1786: strp: v(1051)-f(681) | | 1787: opt : v(288)-f(180) | | 1787: cb : v(288)-f(180) | | 1787: prog: v(288)-f(180) | | 1787: strp: v(288)-f(180) | | 1788: opt : v(570)-f(402) | | 1788: cb : v(570)-f(402) | | 1788: prog: v(570)-f(402) | | 1788: strp: v(570)-f(402) | | 1789: opt : v(444)-f(286) | | 1789: cb : v(444)-f(286) | | 1789: prog: v(444)-f(286) | | 1789: strp: v(444)-f(286) | | 1790: opt : v(148)-f(120) | | 1790: cb : v(148)-f(120) | | 1790: prog: v(148)-f(120) | | 1790: strp: v(148)-f(120) | | 1791: opt : v(84)-f(72) | | 1791: cb : v(84)-f(72) | | 1791: prog: v(84)-f(72) | | 1791: strp: v(84)-f(72) | | 1792: opt : v(86)-f(78) | | 1792: cb : v(86)-f(78) | | 1792: prog: v(86)-f(78) | | 1792: strp: v(86)-f(78) | | 1793: opt : v(224)-f(196) | | 1793: cb : v(224)-f(196) | | 1793: prog: v(224)-f(196) | | 1793: strp: v(224)-f(196) | | 1794: opt : v(1187)-f(1660) | | 1794: cb : v(1187)-f(1660) | | 1794: prog: v(1187)-f(1660) | | 1794: strp: v(1187)-f(1660) | | 1795: opt : v(1433)-f(1971) | | 1795: cb : v(1433)-f(1971) | | 1795: prog: v(1433)-f(1971) | | 1795: strp: v(1433)-f(1971) | | 1796: opt : v(3286)-f(1737) | | 1796: cb : v(3286)-f(1737) | | 1796: prog: v(3286)-f(1737) | | 1796: strp: v(3286)-f(1737) | | 1797: opt : v(4056)-f(2348) | | 1797: cb : v(4056)-f(2348) | | 1797: prog: v(4056)-f(2348) | | 1797: strp: v(4056)-f(2348) | | 1798: opt : v(4423)-f(2545) | | 1798: cb : v(4423)-f(2545) | | 1798: prog: v(4423)-f(2545) | | 1798: strp: v(4423)-f(2545) | | 1799: opt : v(1362)-f(1056) | | 1799: cb : v(1362)-f(1056) | | 1799: prog: v(1362)-f(1056) | | 1799: strp: v(1362)-f(1056) | | 1800: opt : v(2406)-f(1272) | | 1800: cb : v(2406)-f(1272) | | 1800: prog: v(2406)-f(1272) | | 1800: strp: v(2406)-f(1272) | | 1801: opt : v(1828)-f(1616) | | 1801: cb : v(1828)-f(1616) | | 1801: prog: v(1828)-f(1616) | | 1801: strp: v(1828)-f(1616) | | 1802: opt : v(1173)-f(594) | | 1802: cb : v(1173)-f(594) | | 1802: prog: v(1173)-f(594) | | 1802: strp: v(1173)-f(594) | | 1803: opt : v(1122)-f(922) | | 1803: cb : v(1122)-f(922) | | 1803: prog: v(1122)-f(922) | | 1803: strp: v(1122)-f(922) | | 1804: opt : v(3692)-f(1956) | | 1804: cb : v(3692)-f(1956) | | 1804: prog: v(3692)-f(1956) | | 1804: strp: v(3692)-f(1956) | | 1805: opt : v(1846)-f(1338) | | 1805: cb : v(1846)-f(1338) | | 1805: prog: v(1846)-f(1338) | | 1805: strp: v(1846)-f(1338) | | 1806: opt : v(2943)-f(1695) | | 1806: cb : v(2943)-f(1695) | | 1806: prog: v(2943)-f(1695) | | 1806: strp: v(2943)-f(1695) | | 1807: opt : v(1033)-f(634) | | 1807: cb : v(1033)-f(634) | | 1807: prog: v(1033)-f(634) | | 1807: strp: v(1033)-f(634) | | 1808: opt : v(1033)-f(634) | | 1808: cb : v(1033)-f(634) | | 1808: prog: v(1033)-f(634) | | 1808: strp: v(1033)-f(634) | | 1809: opt : v(3099)-f(1902) | | 1809: cb : v(3099)-f(1902) | | 1809: prog: v(3099)-f(1902) | | 1809: strp: v(3099)-f(1902) | | 1810: opt : v(3762)-f(2270) | | 1810: cb : v(3762)-f(2270) | | 1810: prog: v(3762)-f(2270) | | 1810: strp: v(3762)-f(2270) | | 1811: opt : v(1105)-f(676) | | 1811: cb : v(1105)-f(676) | | 1811: prog: v(1105)-f(676) | | 1811: strp: v(1105)-f(676) | | 1812: opt : v(505)-f(250) | | 1812: cb : v(505)-f(250) | | 1812: prog: v(505)-f(250) | | 1812: strp: v(505)-f(250) | | 1813: opt : v(958)-f(519) | | 1813: cb : v(958)-f(519) | | 1813: prog: v(958)-f(519) | | 1813: strp: v(958)-f(519) | | 1814: opt : v(1834)-f(1421) | | 1814: cb : v(1834)-f(1421) | | 1814: prog: v(1834)-f(1421) | | 1814: strp: v(1834)-f(1421) | | 1815: opt : v(4210)-f(2312) | | 1815: cb : v(4210)-f(2312) | | 1815: prog: v(4210)-f(2312) | | 1815: strp: v(4210)-f(2312) | | 1816: opt : v(940)-f(590) | | 1816: cb : v(940)-f(590) | | 1816: prog: v(940)-f(590) | | 1816: strp: v(940)-f(590) | | 1817: opt : v(2777)-f(1850) | | 1817: cb : v(2777)-f(1850) | | 1817: prog: v(2777)-f(1850) | | 1817: strp: v(2777)-f(1850) | | 1818: opt : v(2040)-f(1436) | | 1818: cb : v(2040)-f(1436) | | 1818: prog: v(2040)-f(1436) | | 1818: strp: v(2040)-f(1436) | | 1819: opt : v(2641)-f(1842) | | 1819: cb : v(2641)-f(1842) | | 1819: prog: v(2641)-f(1842) | | 1819: strp: v(2641)-f(1842) | | 1820: opt : v(2643)-f(1842) | | 1820: cb : v(2643)-f(1842) | | 1820: prog: v(2643)-f(1842) | | 1820: strp: v(2643)-f(1842) | | 1821: opt : v(2060)-f(1312) | | 1821: cb : v(2060)-f(1312) | | 1821: prog: v(2060)-f(1312) | | 1821: strp: v(2060)-f(1312) | | 1822: opt : v(2642)-f(1842) | | 1822: cb : v(2642)-f(1842) | | 1822: prog: v(2642)-f(1842) | | 1822: strp: v(2642)-f(1842) | | 1823: opt : v(2642)-f(1842) | | 1823: cb : v(2642)-f(1842) | | 1823: prog: v(2642)-f(1842) | | 1823: strp: v(2642)-f(1842) | | 1824: opt : v(1032)-f(656) | | 1824: cb : v(1032)-f(656) | | 1824: prog: v(1032)-f(656) | | 1824: strp: v(1032)-f(656) | | 1825: opt : v(2641)-f(1842) | | 1825: cb : v(2641)-f(1842) | | 1825: prog: v(2641)-f(1842) | | 1825: strp: v(2641)-f(1842) | | 1826: opt : v(2700)-f(1808) | | 1826: cb : v(2700)-f(1808) | | 1826: prog: v(2700)-f(1808) | | 1826: strp: v(2700)-f(1808) | | 1827: opt : v(2766)-f(1876) | | 1827: cb : v(2766)-f(1876) | | 1827: prog: v(2766)-f(1876) | | 1827: strp: v(2766)-f(1876) | | 1828: opt : v(2642)-f(1842) | | 1828: cb : v(2642)-f(1842) | | 1828: prog: v(2642)-f(1842) | | 1828: strp: v(2642)-f(1842) | | 1829: opt : v(2642)-f(1842) | | 1829: cb : v(2642)-f(1842) | | 1829: prog: v(2642)-f(1842) | | 1829: strp: v(2642)-f(1842) | | 1830: opt : v(2642)-f(1842) | | 1830: cb : v(2642)-f(1842) | | 1830: prog: v(2642)-f(1842) | | 1830: strp: v(2642)-f(1842) | | 1831: opt : v(1032)-f(656) | | 1831: cb : v(1032)-f(656) | | 1831: prog: v(1032)-f(656) | | 1831: strp: v(1032)-f(656) | | 1832: opt : v(89)-f(87) | | 1832: cb : v(89)-f(87) | | 1832: prog: v(89)-f(87) | | 1832: strp: v(89)-f(87) | | 1833: opt : v(178)-f(174) | | 1833: cb : v(178)-f(174) | | 1833: prog: v(178)-f(174) | | 1833: strp: v(178)-f(174) | | 1834: opt : v(89)-f(87) | | 1834: cb : v(89)-f(87) | | 1834: prog: v(89)-f(87) | | 1834: strp: v(89)-f(87) | | 1835: opt : v(498)-f(637) | | 1835: cb : v(498)-f(637) | | 1835: prog: v(498)-f(637) | | 1835: strp: v(498)-f(637) | | 1836: opt : v(255)-f(263) | | 1836: cb : v(255)-f(263) | | 1836: prog: v(255)-f(263) | | 1836: strp: v(255)-f(263) | | 1837: opt : v(536)-f(284) | | 1837: cb : v(536)-f(284) | | 1837: prog: v(536)-f(284) | | 1837: strp: v(536)-f(284) | | 1838: opt : v(416)-f(208) | | 1838: cb : v(416)-f(208) | | 1838: prog: v(416)-f(208) | | 1838: strp: v(416)-f(208) | | 1839: opt : v(228)-f(114) | | 1839: cb : v(228)-f(114) | | 1839: prog: v(228)-f(114) | | 1839: strp: v(228)-f(114) | | 1840: opt : v(228)-f(114) | | 1840: cb : v(228)-f(114) | | 1840: prog: v(228)-f(114) | | 1840: strp: v(228)-f(114) | | 1841: opt : v(208)-f(104) | | 1841: cb : v(208)-f(104) | | 1841: prog: v(208)-f(104) | | 1841: strp: v(208)-f(104) | | 1842: opt : v(228)-f(114) | | 1842: cb : v(228)-f(114) | | 1842: prog: v(228)-f(114) | | 1842: strp: v(228)-f(114) | | 1843: opt : v(610)-f(394) | | 1843: cb : v(610)-f(394) | | 1843: prog: v(610)-f(394) | | 1843: strp: v(610)-f(394) | | 1844: opt : v(228)-f(114) | | 1844: cb : v(228)-f(114) | | 1844: prog: v(228)-f(114) | | 1844: strp: v(228)-f(114) | | 1845: opt : v(3449)-f(2077) | | 1845: cb : v(3449)-f(2077) | | 1845: prog: v(3449)-f(2077) | | 1845: strp: v(3449)-f(2077) | | 1846: opt : v(2855)-f(1769) | | 1846: cb : v(2855)-f(1769) | | 1846: prog: v(2855)-f(1769) | | 1846: strp: v(2855)-f(1769) | | 1847: opt : v(2828)-f(1876) | | 1847: cb : v(2828)-f(1876) | | 1847: prog: v(2828)-f(1876) | | 1847: strp: v(2828)-f(1876) | | 1848: opt : v(910)-f(658) | | 1848: cb : v(910)-f(658) | | 1848: prog: v(910)-f(658) | | 1848: strp: v(910)-f(658) | | 1849: opt : v(363)-f(318) | | 1849: cb : v(363)-f(318) | | 1849: prog: v(363)-f(318) | | 1849: strp: v(363)-f(318) | | 1850: opt : v(427)-f(289) | | 1850: cb : v(427)-f(289) | | 1850: prog: v(427)-f(289) | | 1850: strp: v(427)-f(289) | | 1851: opt : v(135)-f(111) | | 1851: cb : v(135)-f(111) | | 1851: prog: v(135)-f(111) | | 1851: strp: v(135)-f(111) | | 1852: opt : v(747)-f(551) | | 1852: cb : v(747)-f(551) | | 1852: prog: v(747)-f(551) | | 1852: strp: v(747)-f(551) | | 1853: opt : v(176)-f(144) | | 1853: cb : v(176)-f(144) | | 1853: prog: v(176)-f(144) | | 1853: strp: v(176)-f(144) | | 1854: opt : v(368)-f(288) | | 1854: cb : v(368)-f(288) | | 1854: prog: v(368)-f(288) | | 1854: strp: v(368)-f(288) | | 1855: opt : v(759)-f(722) | | 1855: cb : v(759)-f(722) | | 1855: prog: v(759)-f(722) | | 1855: strp: v(759)-f(722) | | 1856: opt : v(99)-f(120) | | 1856: cb : v(99)-f(120) | | 1856: prog: v(99)-f(120) | | 1856: strp: v(99)-f(120) | | 1857: opt : v(96)-f(120) | | 1857: cb : v(96)-f(120) | | 1857: prog: v(96)-f(120) | | 1857: strp: v(96)-f(120) | | 1858: opt : v(111)-f(96) | | 1858: cb : v(111)-f(96) | | 1858: prog: v(111)-f(96) | | 1858: strp: v(111)-f(96) | | 1859: opt : v(196)-f(144) | | 1859: cb : v(196)-f(144) | | 1859: prog: v(196)-f(144) | | 1859: strp: v(196)-f(144) | | 1860: opt : v(72)-f(74) | | 1860: cb : v(72)-f(74) | | 1860: prog: v(72)-f(74) | | 1860: strp: v(72)-f(74) | | 1861: opt : v(98)-f(120) | | 1861: cb : v(98)-f(120) | | 1861: prog: v(98)-f(120) | | 1861: strp: v(98)-f(120) | | 1862: opt : v(194)-f(240) | | 1862: cb : v(194)-f(240) | | 1862: prog: v(194)-f(240) | | 1862: strp: v(194)-f(240) | | 1863: opt : v(207)-f(216) | | 1863: cb : v(207)-f(216) | | 1863: prog: v(207)-f(216) | | 1863: strp: v(207)-f(216) | | 1864: opt : v(151)-f(144) | | 1864: cb : v(151)-f(144) | | 1864: prog: v(151)-f(144) | | 1864: strp: v(151)-f(144) | | 1865: opt : v(1703)-f(915) | | 1865: cb : v(1703)-f(915) | | 1865: prog: v(1703)-f(915) | | 1865: strp: v(1703)-f(915) | | 1866: opt : v(2346)-f(1190) | | 1866: cb : v(2346)-f(1190) | | 1866: prog: v(2346)-f(1190) | | 1866: strp: v(2346)-f(1190) | | 1867: opt : v(1040)-f(556) | | 1867: cb : v(1040)-f(556) | | 1867: prog: v(1040)-f(556) | | 1867: strp: v(1040)-f(556) | | 1868: opt : v(1735)-f(1055) | | 1868: cb : v(1735)-f(1055) | | 1868: prog: v(1735)-f(1055) | | 1868: strp: v(1735)-f(1055) | | 1869: opt : v(273)-f(281) | | 1869: cb : v(273)-f(281) | | 1869: prog: v(273)-f(281) | | 1869: strp: v(273)-f(281) | | 1870: opt : v(397)-f(652) | | 1870: cb : v(397)-f(652) | | 1870: prog: v(397)-f(652) | | 1870: strp: v(397)-f(652) | | 1871: opt : v(571)-f(946) | | 1871: cb : v(571)-f(946) | | 1871: prog: v(571)-f(946) | | 1871: strp: v(571)-f(946) | | 1872: opt : v(1026)-f(1767) | | 1872: cb : v(1026)-f(1767) | | 1872: prog: v(1026)-f(1767) | | 1872: strp: v(1026)-f(1767) | | 1873: opt : v(529)-f(859) | | 1873: cb : v(529)-f(859) | | 1873: prog: v(529)-f(859) | | 1873: strp: v(529)-f(859) | | 1874: opt : v(439)-f(723) | | 1874: cb : v(439)-f(723) | | 1874: prog: v(439)-f(723) | | 1874: strp: v(439)-f(723) | | 1875: opt : v(122)-f(149) | | 1875: cb : v(122)-f(149) | | 1875: prog: v(122)-f(149) | | 1875: strp: v(122)-f(149) | | 1876: opt : v(2952)-f(1984) | | 1876: cb : v(2952)-f(1984) | | 1876: prog: v(2952)-f(1984) | | 1876: strp: v(2952)-f(1984) | | 1877: opt : v(777)-f(389) | | 1877: cb : v(777)-f(389) | | 1877: prog: v(777)-f(389) | | 1877: strp: v(777)-f(389) | | 1878: opt : v(920)-f(460) | | 1878: cb : v(920)-f(460) | | 1878: prog: v(920)-f(460) | | 1878: strp: v(920)-f(460) | | 1879: opt : v(2294)-f(1184) | | 1879: cb : v(2294)-f(1184) | | 1879: prog: v(2294)-f(1184) | | 1879: strp: v(2294)-f(1184) | | 1880: opt : v(238)-f(178) | | 1880: cb : v(238)-f(178) | | 1880: prog: v(238)-f(178) | | 1880: strp: v(238)-f(178) | | 1881: opt : v(423)-f(298) | | 1881: cb : v(423)-f(298) | | 1881: prog: v(423)-f(298) | | 1881: strp: v(423)-f(298) | | 1882: opt : v(187)-f(158) | | 1882: cb : v(187)-f(158) | | 1882: prog: v(187)-f(158) | | 1882: strp: v(187)-f(158) | | 1883: opt : v(187)-f(158) | | 1883: cb : v(187)-f(158) | | 1883: prog: v(187)-f(158) | | 1883: strp: v(187)-f(158) | | 1884: opt : v(1474)-f(1464) | | 1884: cb : v(1474)-f(1464) | | 1884: prog: v(1474)-f(1464) | | 1884: strp: v(1474)-f(1464) | | 1885: opt : v(2089)-f(2047) | | 1885: cb : v(2089)-f(2047) | | 1885: prog: v(2089)-f(2047) | | 1885: strp: v(2089)-f(2047) | | 1886: opt : v(69)-f(67) | | 1886: cb : v(69)-f(67) | | 1886: prog: v(69)-f(67) | | 1886: strp: v(69)-f(67) | | 1887: opt : v(118)-f(107) | | 1887: cb : v(118)-f(107) | | 1887: prog: v(118)-f(107) | | 1887: strp: v(118)-f(107) | | 1888: opt : v(184)-f(250) | | 1888: cb : v(184)-f(250) | | 1888: prog: v(184)-f(250) | | 1888: strp: v(184)-f(250) | | 1889: opt : v(82)-f(83) | | 1889: cb : v(82)-f(83) | | 1889: prog: v(82)-f(83) | | 1889: strp: v(82)-f(83) | | 1890: opt : v(100)-f(122) | | 1890: cb : v(100)-f(122) | | 1890: prog: v(100)-f(122) | | 1890: strp: v(100)-f(122) | | 1891: opt : v(104)-f(131) | | 1891: cb : v(104)-f(131) | | 1891: prog: v(104)-f(131) | | 1891: strp: v(104)-f(131) | | 1892: opt : v(93)-f(105) | | 1892: cb : v(93)-f(105) | | 1892: prog: v(93)-f(105) | | 1892: strp: v(93)-f(105) | | 1893: opt : v(94)-f(117) | | 1893: cb : v(94)-f(117) | | 1893: prog: v(94)-f(117) | | 1893: strp: v(94)-f(117) | | 1894: opt : v(96)-f(124) | | 1894: cb : v(96)-f(124) | | 1894: prog: v(96)-f(124) | | 1894: strp: v(96)-f(124) | | 1895: opt : v(107)-f(140) | | 1895: cb : v(107)-f(140) | | 1895: prog: v(107)-f(140) | | 1895: strp: v(107)-f(140) | | 1896: opt : v(144)-f(182) | | 1896: cb : v(144)-f(182) | | 1896: prog: v(144)-f(182) | | 1896: strp: v(144)-f(182) | | 1897: opt : v(84)-f(108) | | 1897: cb : v(84)-f(108) | | 1897: prog: v(84)-f(108) | | 1897: strp: v(84)-f(108) | | 1898: opt : v(54)-f(72) | | 1898: cb : v(54)-f(72) | | 1898: prog: v(54)-f(72) | | 1898: strp: v(54)-f(72) | | 1899: opt : v(86)-f(110) | | 1899: cb : v(86)-f(110) | | 1899: prog: v(86)-f(110) | | 1899: strp: v(86)-f(110) | | 1900: opt : v(60)-f(72) | | 1900: cb : v(60)-f(72) | | 1900: prog: v(60)-f(72) | | 1900: strp: v(60)-f(72) | | 1901: opt : v(64)-f(76) | | 1901: cb : v(64)-f(76) | | 1901: prog: v(64)-f(76) | | 1901: strp: v(64)-f(76) | | 1902: opt : v(66)-f(80) | | 1902: cb : v(66)-f(80) | | 1902: prog: v(66)-f(80) | | 1902: strp: v(66)-f(80) | | 1903: opt : v(76)-f(98) | | 1903: cb : v(76)-f(98) | | 1903: prog: v(76)-f(98) | | 1903: strp: v(76)-f(98) | | 1904: opt : v(94)-f(132) | | 1904: cb : v(94)-f(132) | | 1904: prog: v(94)-f(132) | | 1904: strp: v(94)-f(132) | | 1905: opt : v(82)-f(106) | | 1905: cb : v(82)-f(106) | | 1905: prog: v(82)-f(106) | | 1905: strp: v(82)-f(106) | | 1906: opt : v(84)-f(100) | | 1906: cb : v(84)-f(100) | | 1906: prog: v(84)-f(100) | | 1906: strp: v(84)-f(100) | | 1907: opt : v(54)-f(66) | | 1907: cb : v(54)-f(66) | | 1907: prog: v(54)-f(66) | | 1907: strp: v(54)-f(66) | | 1908: opt : v(96)-f(120) | | 1908: cb : v(96)-f(120) | | 1908: prog: v(96)-f(120) | | 1908: strp: v(96)-f(120) | | 1909: opt : v(138)-f(182) | | 1909: cb : v(138)-f(182) | | 1909: prog: v(138)-f(182) | | 1909: strp: v(138)-f(182) | | 1910: opt : v(110)-f(150) | | 1910: cb : v(110)-f(150) | | 1910: prog: v(110)-f(150) | | 1910: strp: v(110)-f(150) | | 1911: opt : v(126)-f(182) | | 1911: cb : v(126)-f(182) | | 1911: prog: v(126)-f(182) | | 1911: strp: v(126)-f(182) | | 1912: opt : v(122)-f(164) | | 1912: cb : v(122)-f(164) | | 1912: prog: v(122)-f(164) | | 1912: strp: v(122)-f(164) | | 1913: opt : v(130)-f(154) | | 1913: cb : v(130)-f(154) | | 1913: prog: v(130)-f(154) | | 1913: strp: v(130)-f(154) | | 1914: opt : v(72)-f(90) | | 1914: cb : v(72)-f(90) | | 1914: prog: v(72)-f(90) | | 1914: strp: v(72)-f(90) | | 1915: opt : v(112)-f(162) | | 1915: cb : v(112)-f(162) | | 1915: prog: v(112)-f(162) | | 1915: strp: v(112)-f(162) | | 1916: opt : v(90)-f(130) | | 1916: cb : v(90)-f(130) | | 1916: prog: v(90)-f(130) | | 1916: strp: v(90)-f(130) | | 1917: opt : v(80)-f(120) | | 1917: cb : v(80)-f(120) | | 1917: prog: v(80)-f(120) | | 1917: strp: v(80)-f(120) | | 1918: opt : v(104)-f(166) | | 1918: cb : v(104)-f(166) | | 1918: prog: v(104)-f(166) | | 1918: strp: v(104)-f(166) | | 1919: opt : v(96)-f(144) | | 1919: cb : v(96)-f(144) | | 1919: prog: v(96)-f(144) | | 1919: strp: v(96)-f(144) | | 1920: opt : v(84)-f(106) | | 1920: cb : v(84)-f(106) | | 1920: prog: v(84)-f(106) | | 1920: strp: v(84)-f(106) | | 1921: opt : v(154)-f(194) | | 1921: cb : v(154)-f(194) | | 1921: prog: v(154)-f(194) | | 1921: strp: v(154)-f(194) | | 1922: opt : v(82)-f(102) | | 1922: cb : v(82)-f(102) | | 1922: prog: v(82)-f(102) | | 1922: strp: v(82)-f(102) | | 1923: opt : v(88)-f(122) | | 1923: cb : v(88)-f(122) | | 1923: prog: v(88)-f(122) | | 1923: strp: v(88)-f(122) | | 1924: opt : v(106)-f(152) | | 1924: cb : v(106)-f(152) | | 1924: prog: v(106)-f(152) | | 1924: strp: v(106)-f(152) | | 1925: opt : v(104)-f(144) | | 1925: cb : v(104)-f(144) | | 1925: prog: v(104)-f(144) | | 1925: strp: v(104)-f(144) | | 1926: opt : v(82)-f(108) | | 1926: cb : v(82)-f(108) | | 1926: prog: v(82)-f(108) | | 1926: strp: v(82)-f(108) | | 1927: opt : v(72)-f(67) | | 1927: cb : v(72)-f(67) | | 1927: prog: v(72)-f(67) | | 1927: strp: v(72)-f(67) | | 1928: opt : v(104)-f(134) | | 1928: cb : v(104)-f(134) | | 1928: prog: v(104)-f(134) | | 1928: strp: v(104)-f(134) | | 1929: opt : v(94)-f(115) | | 1929: cb : v(94)-f(115) | | 1929: prog: v(94)-f(115) | | 1929: strp: v(94)-f(115) | | 1930: opt : v(95)-f(122) | | 1930: cb : v(95)-f(122) | | 1930: prog: v(95)-f(122) | | 1930: strp: v(95)-f(122) | | 1931: opt : v(100)-f(127) | | 1931: cb : v(100)-f(127) | | 1931: prog: v(100)-f(127) | | 1931: strp: v(100)-f(127) | | 1932: opt : v(89)-f(103) | | 1932: cb : v(89)-f(103) | | 1932: prog: v(89)-f(103) | | 1932: strp: v(89)-f(103) | | 1933: opt : v(89)-f(106) | | 1933: cb : v(89)-f(106) | | 1933: prog: v(89)-f(106) | | 1933: strp: v(89)-f(106) | | 1934: opt : v(82)-f(108) | | 1934: cb : v(82)-f(108) | | 1934: prog: v(82)-f(108) | | 1934: strp: v(82)-f(108) | | 1935: opt : v(111)-f(140) | | 1935: cb : v(111)-f(140) | | 1935: prog: v(111)-f(140) | | 1935: strp: v(111)-f(140) | | 1936: opt : v(130)-f(202) | | 1936: cb : v(130)-f(202) | | 1936: prog: v(130)-f(202) | | 1936: strp: v(130)-f(202) | | 1937: opt : v(91)-f(114) | | 1937: cb : v(91)-f(114) | | 1937: prog: v(91)-f(114) | | 1937: strp: v(91)-f(114) | | 1938: opt : v(111)-f(137) | | 1938: cb : v(111)-f(137) | | 1938: prog: v(111)-f(137) | | 1938: strp: v(111)-f(137) | | 1939: opt : v(171)-f(145) | | 1939: cb : v(171)-f(145) | | 1939: prog: v(171)-f(145) | | 1939: strp: v(171)-f(145) | | 1940: opt : v(160)-f(80) | | 1940: cb : v(160)-f(80) | | 1940: prog: v(160)-f(80) | | 1940: strp: v(160)-f(80) | | 1941: opt : v(240)-f(190) | | 1941: cb : v(240)-f(190) | | 1941: prog: v(240)-f(190) | | 1941: strp: v(240)-f(190) | | 1942: opt : v(324)-f(240) | | 1942: cb : v(324)-f(240) | | 1942: prog: v(324)-f(240) | | 1942: strp: v(324)-f(240) | | 1943: opt : v(260)-f(130) | | 1943: cb : v(260)-f(130) | | 1943: prog: v(260)-f(130) | | 1943: strp: v(260)-f(130) | | 1944: opt : v(279)-f(380) | | 1944: cb : v(279)-f(380) | | 1944: prog: v(279)-f(380) | | 1944: strp: v(279)-f(380) | | 1945: opt : v(350)-f(288) | | 1945: cb : v(350)-f(288) | | 1945: prog: v(350)-f(288) | | 1945: strp: v(350)-f(288) | | 1946: opt : v(355)-f(230) | | 1946: cb : v(355)-f(230) | | 1946: prog: v(355)-f(230) | | 1946: strp: v(355)-f(230) | | 1947: opt : v(106)-f(88) | | 1947: cb : v(106)-f(88) | | 1947: prog: v(106)-f(88) | | 1947: strp: v(106)-f(88) | | 1948: opt : v(175)-f(133) | | 1948: cb : v(175)-f(133) | | 1948: prog: v(175)-f(133) | | 1948: strp: v(175)-f(133) | | 1949: opt : v(180)-f(139) | | 1949: cb : v(180)-f(139) | | 1949: prog: v(180)-f(139) | | 1949: strp: v(180)-f(139) | | 1950: opt : v(585)-f(406) | | 1950: cb : v(585)-f(406) | | 1950: prog: v(585)-f(406) | | 1950: strp: v(585)-f(406) | | 1951: opt : v(277)-f(122) | | 1951: cb : v(277)-f(122) | | 1951: prog: v(277)-f(122) | | 1951: strp: v(277)-f(122) | | 1952: opt : v(169)-f(89) | | 1952: cb : v(169)-f(89) | | 1952: prog: v(169)-f(89) | | 1952: strp: v(169)-f(89) | | 1953: opt : v(240)-f(120) | | 1953: cb : v(240)-f(120) | | 1953: prog: v(240)-f(120) | | 1953: strp: v(240)-f(120) | | 1954: opt : v(240)-f(120) | | 1954: cb : v(240)-f(120) | | 1954: prog: v(240)-f(120) | | 1954: strp: v(240)-f(120) | | 1955: opt : v(220)-f(110) | | 1955: cb : v(220)-f(110) | | 1955: prog: v(220)-f(110) | | 1955: strp: v(220)-f(110) | | 1956: opt : v(260)-f(130) | | 1956: cb : v(260)-f(130) | | 1956: prog: v(260)-f(130) | | 1956: strp: v(260)-f(130) | | 1957: opt : v(164)-f(92) | | 1957: cb : v(164)-f(92) | | 1957: prog: v(164)-f(92) | | 1957: strp: v(164)-f(92) | | 1958: opt : v(314)-f(220) | | 1958: cb : v(314)-f(220) | | 1958: prog: v(314)-f(220) | | 1958: strp: v(314)-f(220) | | 1959: opt : v(220)-f(110) | | 1959: cb : v(220)-f(110) | | 1959: prog: v(220)-f(110) | | 1959: strp: v(220)-f(110) | | 1960: opt : v(160)-f(80) | | 1960: cb : v(160)-f(80) | | 1960: prog: v(160)-f(80) | | 1960: strp: v(160)-f(80) | | 1961: opt : v(569)-f(350) | | 1961: cb : v(569)-f(350) | | 1961: prog: v(569)-f(350) | | 1961: strp: v(569)-f(350) | | 1962: opt : v(100)-f(75) | | 1962: cb : v(100)-f(75) | | 1962: prog: v(100)-f(75) | | 1962: strp: v(100)-f(75) | | 1963: opt : v(200)-f(152) | | 1963: cb : v(200)-f(152) | | 1963: prog: v(200)-f(152) | | 1963: strp: v(200)-f(152) | | 1964: opt : v(267)-f(126) | | 1964: cb : v(267)-f(126) | | 1964: prog: v(267)-f(126) | | 1964: strp: v(267)-f(126) | | 1965: opt : v(370)-f(176) | | 1965: cb : v(370)-f(176) | | 1965: prog: v(370)-f(176) | | 1965: strp: v(370)-f(176) | | 1966: opt : v(264)-f(132) | | 1966: cb : v(264)-f(132) | | 1966: prog: v(264)-f(132) | | 1966: strp: v(264)-f(132) | | 1967: opt : v(150)-f(114) | | 1967: cb : v(150)-f(114) | | 1967: prog: v(150)-f(114) | | 1967: strp: v(150)-f(114) | | 1968: opt : v(601)-f(643) | | 1968: cb : v(601)-f(643) | | 1968: prog: v(601)-f(643) | | 1968: strp: v(601)-f(643) | | 1969: opt : v(251)-f(140) | | 1969: cb : v(251)-f(140) | | 1969: prog: v(251)-f(140) | | 1969: strp: v(251)-f(140) | | 1970: opt : v(170)-f(76) | | 1970: cb : v(170)-f(76) | | 1970: prog: v(170)-f(76) | | 1970: strp: v(170)-f(76) | | 1971: opt : v(100)-f(76) | | 1971: cb : v(100)-f(76) | | 1971: prog: v(100)-f(76) | | 1971: strp: v(100)-f(76) | | 1972: opt : v(336)-f(256) | | 1972: cb : v(336)-f(256) | | 1972: prog: v(336)-f(256) | | 1972: strp: v(336)-f(256) | | 1973: opt : v(200)-f(100) | | 1973: cb : v(200)-f(100) | | 1973: prog: v(200)-f(100) | | 1973: strp: v(200)-f(100) | | 1974: opt : v(200)-f(100) | | 1974: cb : v(200)-f(100) | | 1974: prog: v(200)-f(100) | | 1974: strp: v(200)-f(100) | | 1975: opt : v(390)-f(190) | | 1975: cb : v(390)-f(190) | | 1975: prog: v(390)-f(190) | | 1975: strp: v(390)-f(190) | | 1976: opt : v(270)-f(126) | | 1976: cb : v(270)-f(126) | | 1976: prog: v(270)-f(126) | | 1976: strp: v(270)-f(126) | | 1977: opt : v(240)-f(120) | | 1977: cb : v(240)-f(120) | | 1977: prog: v(240)-f(120) | | 1977: strp: v(240)-f(120) | | 1978: opt : v(200)-f(100) | | 1978: cb : v(200)-f(100) | | 1978: prog: v(200)-f(100) | | 1978: strp: v(200)-f(100) | | 1979: opt : v(154)-f(132) | | 1979: cb : v(154)-f(132) | | 1979: prog: v(154)-f(132) | | 1979: strp: v(154)-f(132) | | 1980: opt : v(200)-f(100) | | 1980: cb : v(200)-f(100) | | 1980: prog: v(200)-f(100) | | 1980: strp: v(200)-f(100) | | 1981: opt : v(220)-f(110) | | 1981: cb : v(220)-f(110) | | 1981: prog: v(220)-f(110) | | 1981: strp: v(220)-f(110) | | 1982: opt : v(232)-f(192) | | 1982: cb : v(232)-f(192) | | 1982: prog: v(232)-f(192) | | 1982: strp: v(232)-f(192) | | 1983: opt : v(200)-f(100) | | 1983: cb : v(200)-f(100) | | 1983: prog: v(200)-f(100) | | 1983: strp: v(200)-f(100) | | 1984: opt : v(200)-f(100) | | 1984: cb : v(200)-f(100) | | 1984: prog: v(200)-f(100) | | 1984: strp: v(200)-f(100) | | 1985: opt : v(126)-f(104) | | 1985: cb : v(126)-f(104) | | 1985: prog: v(126)-f(104) | | 1985: strp: v(126)-f(104) | | 1986: opt : v(106)-f(88) | | 1986: cb : v(106)-f(88) | | 1986: prog: v(106)-f(88) | | 1986: strp: v(106)-f(88) | | 1987: opt : v(262)-f(122) | | 1987: cb : v(262)-f(122) | | 1987: prog: v(262)-f(122) | | 1987: strp: v(262)-f(122) | | 1988: opt : v(154)-f(132) | | 1988: cb : v(154)-f(132) | | 1988: prog: v(154)-f(132) | | 1988: strp: v(154)-f(132) | | 1989: opt : v(140)-f(70) | | 1989: cb : v(140)-f(70) | | 1989: prog: v(140)-f(70) | | 1989: strp: v(140)-f(70) | | 1990: opt : v(160)-f(80) | | 1990: cb : v(160)-f(80) | | 1990: prog: v(160)-f(80) | | 1990: strp: v(160)-f(80) | | 1991: opt : v(350)-f(166) | | 1991: cb : v(350)-f(166) | | 1991: prog: v(350)-f(166) | | 1991: strp: v(350)-f(166) | | 1992: opt : v(330)-f(156) | | 1992: cb : v(330)-f(156) | | 1992: prog: v(330)-f(156) | | 1992: strp: v(330)-f(156) | | 1993: opt : v(468)-f(341) | | 1993: cb : v(468)-f(341) | | 1993: prog: v(468)-f(341) | | 1993: strp: v(468)-f(341) | | 1994: opt : v(83)-f(66) | | 1994: cb : v(83)-f(66) | | 1994: prog: v(83)-f(66) | | 1994: strp: v(83)-f(66) | | 1995: opt : v(84)-f(69) | | 1995: cb : v(84)-f(69) | | 1995: prog: v(84)-f(69) | | 1995: strp: v(84)-f(69) | | 1996: opt : v(146)-f(123) | | 1996: cb : v(146)-f(123) | | 1996: prog: v(146)-f(123) | | 1996: strp: v(146)-f(123) | | 1997: opt : v(213)-f(189) | | 1997: cb : v(213)-f(189) | | 1997: prog: v(213)-f(189) | | 1997: strp: v(213)-f(189) | | 1998: opt : v(159)-f(132) | | 1998: cb : v(159)-f(132) | | 1998: prog: v(159)-f(132) | | 1998: strp: v(159)-f(132) | | 1999: opt : v(95)-f(87) | | 1999: cb : v(95)-f(87) | | 1999: prog: v(95)-f(87) | | 1999: strp: v(95)-f(87) | | 2000: opt : v(81)-f(69) | | 2000: cb : v(81)-f(69) | | 2000: prog: v(81)-f(69) | | 2000: strp: v(81)-f(69) | | 2001: opt : v(96)-f(84) | | 2001: cb : v(96)-f(84) | | 2001: prog: v(96)-f(84) | | 2001: strp: v(96)-f(84) | | 2002: opt : v(90)-f(78) | | 2002: cb : v(90)-f(78) | | 2002: prog: v(90)-f(78) | | 2002: strp: v(90)-f(78) | | 2003: opt : v(102)-f(90) | | 2003: cb : v(102)-f(90) | | 2003: prog: v(102)-f(90) | | 2003: strp: v(102)-f(90) | | 2004: opt : v(96)-f(84) | | 2004: cb : v(96)-f(84) | | 2004: prog: v(96)-f(84) | | 2004: strp: v(96)-f(84) | | 2005: opt : v(90)-f(78) | | 2005: cb : v(90)-f(78) | | 2005: prog: v(90)-f(78) | | 2005: strp: v(90)-f(78) | | 2006: opt : v(84)-f(72) | | 2006: cb : v(84)-f(72) | | 2006: prog: v(84)-f(72) | | 2006: strp: v(84)-f(72) | | 2007: opt : v(339)-f(293) | | 2007: cb : v(339)-f(293) | | 2007: prog: v(339)-f(293) | | 2007: strp: v(339)-f(293) | | 2008: opt : v(378)-f(341) | | 2008: cb : v(378)-f(341) | | 2008: prog: v(378)-f(341) | | 2008: strp: v(378)-f(341) | | 2009: opt : v(423)-f(387) | | 2009: cb : v(423)-f(387) | | 2009: prog: v(423)-f(387) | | 2009: strp: v(423)-f(387) | | 2010: opt : v(925)-f(797) | | 2010: cb : v(925)-f(797) | | 2010: prog: v(925)-f(797) | | 2010: strp: v(925)-f(797) | | 2011: opt : v(420)-f(216) | | 2011: cb : v(420)-f(216) | | 2011: prog: v(420)-f(216) | | 2011: strp: v(420)-f(216) | | 2012: opt : v(163)-f(129) | | 2012: cb : v(163)-f(129) | | 2012: prog: v(163)-f(129) | | 2012: strp: v(163)-f(129) | | 2013: opt : v(342)-f(264) | | 2013: cb : v(342)-f(264) | | 2013: prog: v(342)-f(264) | | 2013: strp: v(342)-f(264) | | 2014: opt : v(154)-f(120) | | 2014: cb : v(154)-f(120) | | 2014: prog: v(154)-f(120) | | 2014: strp: v(154)-f(120) | | 2015: opt : v(213)-f(153) | | 2015: cb : v(213)-f(153) | | 2015: prog: v(213)-f(153) | | 2015: strp: v(213)-f(153) | | 2016: opt : v(495)-f(243) | | 2016: cb : v(495)-f(243) | | 2016: prog: v(495)-f(243) | | 2016: strp: v(495)-f(243) | | 2017: opt : v(84)-f(72) | | 2017: cb : v(84)-f(72) | | 2017: prog: v(84)-f(72) | | 2017: strp: v(84)-f(72) | | 2018: opt : v(84)-f(72) | | 2018: cb : v(84)-f(72) | | 2018: prog: v(84)-f(72) | | 2018: strp: v(84)-f(72) | | 2019: opt : v(96)-f(72) | | 2019: cb : v(96)-f(72) | | 2019: prog: v(96)-f(72) | | 2019: strp: v(96)-f(72) | | 2020: opt : v(84)-f(72) | | 2020: cb : v(84)-f(72) | | 2020: prog: v(84)-f(72) | | 2020: strp: v(84)-f(72) | | 2021: opt : v(126)-f(114) | | 2021: cb : v(126)-f(114) | | 2021: prog: v(126)-f(114) | | 2021: strp: v(126)-f(114) | | 2022: opt : v(84)-f(72) | | 2022: cb : v(84)-f(72) | | 2022: prog: v(84)-f(72) | | 2022: strp: v(84)-f(72) | | 2023: opt : v(108)-f(96) | | 2023: cb : v(108)-f(96) | | 2023: prog: v(108)-f(96) | | 2023: strp: v(108)-f(96) | | 2024: opt : v(354)-f(258) | | 2024: cb : v(354)-f(258) | | 2024: prog: v(354)-f(258) | | 2024: strp: v(354)-f(258) | | 2025: opt : v(225)-f(150) | | 2025: cb : v(225)-f(150) | | 2025: prog: v(225)-f(150) | | 2025: strp: v(225)-f(150) | | 2026: opt : v(144)-f(72) | | 2026: cb : v(144)-f(72) | | 2026: prog: v(144)-f(72) | | 2026: strp: v(144)-f(72) | | 2027: opt : v(189)-f(135) | | 2027: cb : v(189)-f(135) | | 2027: prog: v(189)-f(135) | | 2027: strp: v(189)-f(135) | | 2028: opt : v(225)-f(117) | | 2028: cb : v(225)-f(117) | | 2028: prog: v(225)-f(117) | | 2028: strp: v(225)-f(117) | | 2029: opt : v(212)-f(126) | | 2029: cb : v(212)-f(126) | | 2029: prog: v(212)-f(126) | | 2029: strp: v(212)-f(126) | | 2030: opt : v(132)-f(108) | | 2030: cb : v(132)-f(108) | | 2030: prog: v(132)-f(108) | | 2030: strp: v(132)-f(108) | | 2031: opt : v(120)-f(96) | | 2031: cb : v(120)-f(96) | | 2031: prog: v(120)-f(96) | | 2031: strp: v(120)-f(96) | | 2032: opt : v(108)-f(80) | | 2032: cb : v(108)-f(80) | | 2032: prog: v(108)-f(80) | | 2032: strp: v(108)-f(80) | | 2033: opt : v(168)-f(138) | | 2033: cb : v(168)-f(138) | | 2033: prog: v(168)-f(138) | | 2033: strp: v(168)-f(138) | | 2034: opt : v(171)-f(129) | | 2034: cb : v(171)-f(129) | | 2034: prog: v(171)-f(129) | | 2034: strp: v(171)-f(129) | | 2035: opt : v(261)-f(145) | | 2035: cb : v(261)-f(145) | | 2035: prog: v(261)-f(145) | | 2035: strp: v(261)-f(145) | | 2036: opt : v(74)-f(115) | | 2036: cb : v(74)-f(115) | | 2036: prog: v(74)-f(115) | | 2036: strp: v(74)-f(115) | | 2037: opt : v(82)-f(129) | | 2037: cb : v(82)-f(129) | | 2037: prog: v(82)-f(129) | | 2037: strp: v(82)-f(129) | | 2038: opt : v(91)-f(137) | | 2038: cb : v(91)-f(137) | | 2038: prog: v(91)-f(137) | | 2038: strp: v(91)-f(137) | | 2039: opt : v(64)-f(96) | | 2039: cb : v(64)-f(96) | | 2039: prog: v(64)-f(96) | | 2039: strp: v(64)-f(96) | | 2040: opt : v(71)-f(104) | | 2040: cb : v(71)-f(104) | | 2040: prog: v(71)-f(104) | | 2040: strp: v(71)-f(104) | | 2041: opt : v(62)-f(95) | | 2041: cb : v(62)-f(95) | | 2041: prog: v(62)-f(95) | | 2041: strp: v(62)-f(95) | | 2042: opt : v(81)-f(126) | | 2042: cb : v(81)-f(126) | | 2042: prog: v(81)-f(126) | | 2042: strp: v(81)-f(126) | | 2043: opt : v(76)-f(93) | | 2043: cb : v(76)-f(93) | | 2043: prog: v(76)-f(93) | | 2043: strp: v(76)-f(93) | | 2044: opt : v(64)-f(73) | | 2044: cb : v(64)-f(73) | | 2044: prog: v(64)-f(73) | | 2044: strp: v(64)-f(73) | | 2045: opt : v(112)-f(160) | | 2045: cb : v(112)-f(160) | | 2045: prog: v(112)-f(160) | | 2045: strp: v(112)-f(160) | | 2046: opt : v(99)-f(144) | | 2046: cb : v(99)-f(144) | | 2046: prog: v(99)-f(144) | | 2046: strp: v(99)-f(144) | | 2047: opt : v(67)-f(65) | | 2047: cb : v(67)-f(65) | | 2047: prog: v(67)-f(65) | | 2047: strp: v(67)-f(65) | | 2048: opt : v(82)-f(108) | | 2048: cb : v(82)-f(108) | | 2048: prog: v(82)-f(108) | | 2048: strp: v(82)-f(108) | | 2049: opt : v(102)-f(140) | | 2049: cb : v(102)-f(140) | | 2049: prog: v(102)-f(140) | | 2049: strp: v(102)-f(140) | | 2050: opt : v(99)-f(130) | | 2050: cb : v(99)-f(130) | | 2050: prog: v(99)-f(130) | | 2050: strp: v(99)-f(130) | | 2051: opt : v(74)-f(104) | | 2051: cb : v(74)-f(104) | | 2051: prog: v(74)-f(104) | | 2051: strp: v(74)-f(104) | | 2052: opt : v(67)-f(94) | | 2052: cb : v(67)-f(94) | | 2052: prog: v(67)-f(94) | | 2052: strp: v(67)-f(94) | | 2053: opt : v(124)-f(180) | | 2053: cb : v(124)-f(180) | | 2053: prog: v(124)-f(180) | | 2053: strp: v(124)-f(180) | | 2054: opt : v(87)-f(99) | | 2054: cb : v(87)-f(99) | | 2054: prog: v(87)-f(99) | | 2054: strp: v(87)-f(99) | | 2055: opt : v(84)-f(98) | | 2055: cb : v(84)-f(98) | | 2055: prog: v(84)-f(98) | | 2055: strp: v(84)-f(98) | | 2056: opt : v(98)-f(135) | | 2056: cb : v(98)-f(135) | | 2056: prog: v(98)-f(135) | | 2056: strp: v(98)-f(135) | | 2057: opt : v(80)-f(88) | | 2057: cb : v(80)-f(88) | | 2057: prog: v(80)-f(88) | | 2057: strp: v(80)-f(88) | | 2058: opt : v(76)-f(84) | | 2058: cb : v(76)-f(84) | | 2058: prog: v(76)-f(84) | | 2058: strp: v(76)-f(84) | | 2059: opt : v(93)-f(99) | | 2059: cb : v(93)-f(99) | | 2059: prog: v(93)-f(99) | | 2059: strp: v(93)-f(99) | | 2060: opt : v(117)-f(155) | | 2060: cb : v(117)-f(155) | | 2060: prog: v(117)-f(155) | | 2060: strp: v(117)-f(155) | | 2061: opt : v(98)-f(116) | | 2061: cb : v(98)-f(116) | | 2061: prog: v(98)-f(116) | | 2061: strp: v(98)-f(116) | | 2062: opt : v(97)-f(123) | | 2062: cb : v(97)-f(123) | | 2062: prog: v(97)-f(123) | | 2062: strp: v(97)-f(123) | | 2063: opt : v(87)-f(110) | | 2063: cb : v(87)-f(110) | | 2063: prog: v(87)-f(110) | | 2063: strp: v(87)-f(110) | | 2064: opt : v(143)-f(190) | | 2064: cb : v(143)-f(190) | | 2064: prog: v(143)-f(190) | | 2064: strp: v(143)-f(190) | | 2065: opt : v(99)-f(127) | | 2065: cb : v(99)-f(127) | | 2065: prog: v(99)-f(127) | | 2065: strp: v(99)-f(127) | | 2066: opt : v(106)-f(129) | | 2066: cb : v(106)-f(129) | | 2066: prog: v(106)-f(129) | | 2066: strp: v(106)-f(129) | | 2067: opt : v(100)-f(144) | | 2067: cb : v(100)-f(144) | | 2067: prog: v(100)-f(144) | | 2067: strp: v(100)-f(144) | | 2068: opt : v(123)-f(190) | | 2068: cb : v(123)-f(190) | | 2068: prog: v(123)-f(190) | | 2068: strp: v(123)-f(190) | | 2069: opt : v(102)-f(140) | | 2069: cb : v(102)-f(140) | | 2069: prog: v(102)-f(140) | | 2069: strp: v(102)-f(140) | | 2070: opt : v(62)-f(91) | | 2070: cb : v(62)-f(91) | | 2070: prog: v(62)-f(91) | | 2070: strp: v(62)-f(91) | | 2071: opt : v(68)-f(97) | | 2071: cb : v(68)-f(97) | | 2071: prog: v(68)-f(97) | | 2071: strp: v(68)-f(97) | | 2072: opt : v(87)-f(104) | | 2072: cb : v(87)-f(104) | | 2072: prog: v(87)-f(104) | | 2072: strp: v(87)-f(104) | | 2073: opt : v(89)-f(113) | | 2073: cb : v(89)-f(113) | | 2073: prog: v(89)-f(113) | | 2073: strp: v(89)-f(113) | | 2074: opt : v(90)-f(109) | | 2074: cb : v(90)-f(109) | | 2074: prog: v(90)-f(109) | | 2074: strp: v(90)-f(109) | | 2075: opt : v(48)-f(65) | | 2075: cb : v(48)-f(65) | | 2075: prog: v(48)-f(65) | | 2075: strp: v(48)-f(65) | | 2076: opt : v(84)-f(106) | | 2076: cb : v(84)-f(106) | | 2076: prog: v(84)-f(106) | | 2076: strp: v(84)-f(106) | | 2077: opt : v(83)-f(102) | | 2077: cb : v(83)-f(102) | | 2077: prog: v(83)-f(102) | | 2077: strp: v(83)-f(102) | | 2078: opt : v(92)-f(126) | | 2078: cb : v(92)-f(126) | | 2078: prog: v(92)-f(126) | | 2078: strp: v(92)-f(126) | | 2079: opt : v(87)-f(124) | | 2079: cb : v(87)-f(124) | | 2079: prog: v(87)-f(124) | | 2079: strp: v(87)-f(124) | | 2080: opt : v(80)-f(95) | | 2080: cb : v(80)-f(95) | | 2080: prog: v(80)-f(95) | | 2080: strp: v(80)-f(95) | | 2081: opt : v(67)-f(72) | | 2081: cb : v(67)-f(72) | | 2081: prog: v(67)-f(72) | | 2081: strp: v(67)-f(72) | | 2082: opt : v(332)-f(372) | | 2082: cb : v(332)-f(372) | | 2082: prog: v(332)-f(372) | | 2082: strp: v(332)-f(372) | | 2083: opt : v(551)-f(566) | | 2083: cb : v(551)-f(566) | | 2083: prog: v(551)-f(566) | | 2083: strp: v(551)-f(566) | | 2084: opt : v(347)-f(373) | | 2084: cb : v(347)-f(373) | | 2084: prog: v(347)-f(373) | | 2084: strp: v(347)-f(373) | | 2085: opt : v(162)-f(200) | | 2085: cb : v(162)-f(200) | | 2085: prog: v(162)-f(200) | | 2085: strp: v(162)-f(200) | | 2086: opt : v(2286)-f(2209) | | 2086: cb : v(2286)-f(2209) | | 2086: prog: v(2286)-f(2209) | | 2086: strp: v(2286)-f(2209) | | 2087: opt : v(436)-f(218) | | 2087: cb : v(436)-f(218) | | 2087: prog: v(436)-f(218) | | 2087: strp: v(436)-f(218) | | 2088: opt : v(690)-f(442) | | 2088: cb : v(690)-f(442) | | 2088: prog: v(690)-f(442) | | 2088: strp: v(690)-f(442) | | 2089: opt : v(1693)-f(1312) | | 2089: cb : v(1693)-f(1312) | | 2089: prog: v(1693)-f(1312) | | 2089: strp: v(1693)-f(1312) | | 2090: opt : v(232)-f(128) | | 2090: cb : v(232)-f(128) | | 2090: prog: v(232)-f(128) | | 2090: strp: v(232)-f(128) | | 2091: opt : v(992)-f(728) | | 2091: cb : v(992)-f(728) | | 2091: prog: v(992)-f(728) | | 2091: strp: v(992)-f(728) | | 2092: opt : v(160)-f(80) | | 2092: cb : v(160)-f(80) | | 2092: prog: v(160)-f(80) | | 2092: strp: v(160)-f(80) | | 2093: opt : v(1168)-f(688) | | 2093: cb : v(1168)-f(688) | | 2093: prog: v(1168)-f(688) | | 2093: strp: v(1168)-f(688) | | 2094: opt : v(130)-f(66) | | 2094: cb : v(130)-f(66) | | 2094: prog: v(130)-f(66) | | 2094: strp: v(130)-f(66) | | 2095: opt : v(2503)-f(1814) | | 2095: cb : v(2503)-f(1814) | | 2095: prog: v(2503)-f(1814) | | 2095: strp: v(2503)-f(1814) | | 2096: opt : v(150)-f(76) | | 2096: cb : v(150)-f(76) | | 2096: prog: v(150)-f(76) | | 2096: strp: v(150)-f(76) | | 2097: opt : v(232)-f(204) | | 2097: cb : v(232)-f(204) | | 2097: prog: v(232)-f(204) | | 2097: strp: v(232)-f(204) | | 2098: opt : v(218)-f(112) | | 2098: cb : v(218)-f(112) | | 2098: prog: v(218)-f(112) | | 2098: strp: v(218)-f(112) | | 2099: opt : v(204)-f(106) | | 2099: cb : v(204)-f(106) | | 2099: prog: v(204)-f(106) | | 2099: strp: v(204)-f(106) | | 2100: opt : v(3450)-f(1784) | | 2100: cb : v(3450)-f(1784) | | 2100: prog: v(3450)-f(1784) | | 2100: strp: v(3450)-f(1784) | | 2101: opt : v(1076)-f(578) | | 2101: cb : v(1076)-f(578) | | 2101: prog: v(1076)-f(578) | | 2101: strp: v(1076)-f(578) | | 2102: opt : v(2515)-f(1427) | | 2102: cb : v(2515)-f(1427) | | 2102: prog: v(2515)-f(1427) | | 2102: strp: v(2515)-f(1427) | | 2103: opt : v(896)-f(448) | | 2103: cb : v(896)-f(448) | | 2103: prog: v(896)-f(448) | | 2103: strp: v(896)-f(448) | | 2104: opt : v(2892)-f(2201) | | 2104: cb : v(2892)-f(2201) | | 2104: prog: v(2892)-f(2201) | | 2104: strp: v(2892)-f(2201) | | 2105: opt : v(2484)-f(1915) | | 2105: cb : v(2484)-f(1915) | | 2105: prog: v(2484)-f(1915) | | 2105: strp: v(2484)-f(1915) | | 2106: opt : v(676)-f(511) | | 2106: cb : v(676)-f(511) | | 2106: prog: v(676)-f(511) | | 2106: strp: v(676)-f(511) | | 2107: opt : v(953)-f(1333) | | 2107: cb : v(953)-f(1333) | | 2107: prog: v(953)-f(1333) | | 2107: strp: v(953)-f(1333) | | 2108: opt : v(1224)-f(1706) | | 2108: cb : v(1224)-f(1706) | | 2108: prog: v(1224)-f(1706) | | 2108: strp: v(1224)-f(1706) | | 2109: opt : v(355)-f(493) | | 2109: cb : v(355)-f(493) | | 2109: prog: v(355)-f(493) | | 2109: strp: v(355)-f(493) | | 2110: opt : v(634)-f(872) | | 2110: cb : v(634)-f(872) | | 2110: prog: v(634)-f(872) | | 2110: strp: v(634)-f(872) | | 2111: opt : v(1269)-f(1782) | | 2111: cb : v(1269)-f(1782) | | 2111: prog: v(1269)-f(1782) | | 2111: strp: v(1269)-f(1782) | | 2112: opt : v(2049)-f(1596) | | 2112: cb : v(2049)-f(1596) | | 2112: prog: v(2049)-f(1596) | | 2112: strp: v(2049)-f(1596) | | 2113: opt : v(613)-f(542) | | 2113: cb : v(613)-f(542) | | 2113: prog: v(613)-f(542) | | 2113: strp: v(613)-f(542) | | 2114: opt : v(2160)-f(1672) | | 2114: cb : v(2160)-f(1672) | | 2114: prog: v(2160)-f(1672) | | 2114: strp: v(2160)-f(1672) | | 2115: opt : v(2672)-f(1948) | | 2115: cb : v(2672)-f(1948) | | 2115: prog: v(2672)-f(1948) | | 2115: strp: v(2672)-f(1948) | | 2116: opt : v(3352)-f(2208) | | 2116: cb : v(3352)-f(2208) | | 2116: prog: v(3352)-f(2208) | | 2116: strp: v(3352)-f(2208) | | 2117: opt : v(3638)-f(2385) | | 2117: cb : v(3638)-f(2385) | | 2117: prog: v(3638)-f(2385) | | 2117: strp: v(3638)-f(2385) | | 2118: opt : v(1330)-f(949) | | 2118: cb : v(1330)-f(949) | | 2118: prog: v(1330)-f(949) | | 2118: strp: v(1330)-f(949) | | 2119: opt : v(830)-f(434) | | 2119: cb : v(830)-f(434) | | 2119: prog: v(830)-f(434) | | 2119: strp: v(830)-f(434) | | 2120: opt : v(415)-f(217) | | 2120: cb : v(415)-f(217) | | 2120: prog: v(415)-f(217) | | 2120: strp: v(415)-f(217) | | 2121: opt : v(1381)-f(853) | | 2121: cb : v(1381)-f(853) | | 2121: prog: v(1381)-f(853) | | 2121: strp: v(1381)-f(853) | | 2122: opt : v(1898)-f(1169) | | 2122: cb : v(1898)-f(1169) | | 2122: prog: v(1898)-f(1169) | | 2122: strp: v(1898)-f(1169) | | 2123: opt : v(1252)-f(845) | | 2123: cb : v(1252)-f(845) | | 2123: prog: v(1252)-f(845) | | 2123: strp: v(1252)-f(845) | | 2124: opt : v(1942)-f(1346) | | 2124: cb : v(1942)-f(1346) | | 2124: prog: v(1942)-f(1346) | | 2124: strp: v(1942)-f(1346) | | 2125: opt : v(1520)-f(865) | | 2125: cb : v(1520)-f(865) | | 2125: prog: v(1520)-f(865) | | 2125: strp: v(1520)-f(865) | | 2126: opt : v(3469)-f(1878) | | 2126: cb : v(3469)-f(1878) | | 2126: prog: v(3469)-f(1878) | | 2126: strp: v(3469)-f(1878) | | 2127: opt : v(2885)-f(1893) | | 2127: cb : v(2885)-f(1893) | | 2127: prog: v(2885)-f(1893) | | 2127: strp: v(2885)-f(1893) | | 2128: opt : v(2257)-f(1358) | | 2128: cb : v(2257)-f(1358) | | 2128: prog: v(2257)-f(1358) | | 2128: strp: v(2257)-f(1358) | | 2129: opt : v(3186)-f(1872) | | 2129: cb : v(3186)-f(1872) | | 2129: prog: v(3186)-f(1872) | | 2129: strp: v(3186)-f(1872) | | 2130: opt : v(2296)-f(1322) | | 2130: cb : v(2296)-f(1322) | | 2130: prog: v(2296)-f(1322) | | 2130: strp: v(2296)-f(1322) | | 2131: opt : v(2944)-f(1717) | | 2131: cb : v(2944)-f(1717) | | 2131: prog: v(2944)-f(1717) | | 2131: strp: v(2944)-f(1717) | | 2132: opt : v(4483)-f(2603) | | 2132: cb : v(4483)-f(2603) | | 2132: prog: v(4483)-f(2603) | | 2132: strp: v(4483)-f(2603) | | 2133: opt : v(2747)-f(1943) | | 2133: cb : v(2747)-f(1943) | | 2133: prog: v(2747)-f(1943) | | 2133: strp: v(2747)-f(1943) | | 2134: opt : v(2546)-f(1572) | | 2134: cb : v(2546)-f(1572) | | 2134: prog: v(2546)-f(1572) | | 2134: strp: v(2546)-f(1572) | | 2135: opt : v(3333)-f(1943) | | 2135: cb : v(3333)-f(1943) | | 2135: prog: v(3333)-f(1943) | | 2135: strp: v(3333)-f(1943) | | 2136: opt : v(3469)-f(1954) | | 2136: cb : v(3469)-f(1954) | | 2136: prog: v(3469)-f(1954) | | 2136: strp: v(3469)-f(1954) | | 2137: opt : v(791)-f(529) | | 2137: cb : v(791)-f(529) | | 2137: prog: v(791)-f(529) | | 2137: strp: v(791)-f(529) | | 2138: opt : v(1724)-f(1055) | | 2138: cb : v(1724)-f(1055) | | 2138: prog: v(1724)-f(1055) | | 2138: strp: v(1724)-f(1055) | | 2139: opt : v(1953)-f(1325) | | 2139: cb : v(1953)-f(1325) | | 2139: prog: v(1953)-f(1325) | | 2139: strp: v(1953)-f(1325) | | 2140: opt : v(2119)-f(1613) | | 2140: cb : v(2119)-f(1613) | | 2140: prog: v(2119)-f(1613) | | 2140: strp: v(2119)-f(1613) | | 2141: opt : v(3178)-f(1955) | | 2141: cb : v(3178)-f(1955) | | 2141: prog: v(3178)-f(1955) | | 2141: strp: v(3178)-f(1955) | | 2142: opt : v(2394)-f(1482) | | 2142: cb : v(2394)-f(1482) | | 2142: prog: v(2394)-f(1482) | | 2142: strp: v(2394)-f(1482) | | 2143: opt : v(2689)-f(1706) | | 2143: cb : v(2689)-f(1706) | | 2143: prog: v(2689)-f(1706) | | 2143: strp: v(2689)-f(1706) | | 2144: opt : v(2804)-f(1534) | | 2144: cb : v(2804)-f(1534) | | 2144: prog: v(2804)-f(1534) | | 2144: strp: v(2804)-f(1534) | | 2145: opt : v(2297)-f(1344) | | 2145: cb : v(2297)-f(1344) | | 2145: prog: v(2297)-f(1344) | | 2145: strp: v(2297)-f(1344) | | 2146: opt : v(1700)-f(1135) | | 2146: cb : v(1700)-f(1135) | | 2146: prog: v(1700)-f(1135) | | 2146: strp: v(1700)-f(1135) | | 2147: opt : v(2082)-f(1456) | | 2147: cb : v(2082)-f(1456) | | 2147: prog: v(2082)-f(1456) | | 2147: strp: v(2082)-f(1456) | | 2148: opt : v(740)-f(567) | | 2148: cb : v(740)-f(567) | | 2148: prog: v(740)-f(567) | | 2148: strp: v(740)-f(567) | | 2149: opt : v(729)-f(599) | | 2149: cb : v(729)-f(599) | | 2149: prog: v(729)-f(599) | | 2149: strp: v(729)-f(599) | | 2150: opt : v(980)-f(865) | | 2150: cb : v(980)-f(865) | | 2150: prog: v(980)-f(865) | | 2150: strp: v(980)-f(865) | | 2151: opt : v(192)-f(96) | | 2151: cb : v(192)-f(96) | | 2151: prog: v(192)-f(96) | | 2151: strp: v(192)-f(96) | | 2152: opt : v(535)-f(387) | | 2152: cb : v(535)-f(387) | | 2152: prog: v(535)-f(387) | | 2152: strp: v(535)-f(387) | | 2153: opt : v(192)-f(170) | | 2153: cb : v(192)-f(170) | | 2153: prog: v(192)-f(170) | | 2153: strp: v(192)-f(170) | | 2154: opt : v(1714)-f(1269) | | 2154: cb : v(1714)-f(1269) | | 2154: prog: v(1714)-f(1269) | | 2154: strp: v(1714)-f(1269) | | 2155: opt : v(144)-f(90) | | 2155: cb : v(144)-f(90) | | 2155: prog: v(144)-f(90) | | 2155: strp: v(144)-f(90) | | 2156: opt : v(544)-f(320) | | 2156: cb : v(544)-f(320) | | 2156: prog: v(544)-f(320) | | 2156: strp: v(544)-f(320) | | 2157: opt : v(278)-f(189) | | 2157: cb : v(278)-f(189) | | 2157: prog: v(278)-f(189) | | 2157: strp: v(278)-f(189) | | 2158: opt : v(1147)-f(650) | | 2158: cb : v(1147)-f(650) | | 2158: prog: v(1147)-f(650) | | 2158: strp: v(1147)-f(650) | | 2159: opt : v(4536)-f(2577) | | 2159: cb : v(4536)-f(2577) | | 2159: prog: v(4536)-f(2577) | | 2159: strp: v(4536)-f(2577) | | 2160: opt : v(3379)-f(1968) | | 2160: cb : v(3379)-f(1968) | | 2160: prog: v(3379)-f(1968) | | 2160: strp: v(3379)-f(1968) | | 2161: opt : v(1416)-f(906) | | 2161: cb : v(1416)-f(906) | | 2161: prog: v(1416)-f(906) | | 2161: strp: v(1416)-f(906) | | 2162: opt : v(1219)-f(1055) | | 2162: cb : v(1219)-f(1055) | | 2162: prog: v(1219)-f(1055) | | 2162: strp: v(1219)-f(1055) | | 2163: opt : v(1613)-f(851) | | 2163: cb : v(1613)-f(851) | | 2163: prog: v(1613)-f(851) | | 2163: strp: v(1613)-f(851) | | 2164: opt : v(153)-f(75) | | 2164: cb : v(153)-f(75) | | 2164: prog: v(153)-f(75) | | 2164: strp: v(153)-f(75) | | 2165: opt : v(2876)-f(1539) | | 2165: cb : v(2876)-f(1539) | | 2165: prog: v(2876)-f(1539) | | 2165: strp: v(2876)-f(1539) | | 2166: opt : v(442)-f(246) | | 2166: cb : v(442)-f(246) | | 2166: prog: v(442)-f(246) | | 2166: strp: v(442)-f(246) | | 2167: opt : v(2024)-f(1488) | | 2167: cb : v(2024)-f(1488) | | 2167: prog: v(2024)-f(1488) | | 2167: strp: v(2024)-f(1488) | | 2168: opt : v(1765)-f(1195) | | 2168: cb : v(1765)-f(1195) | | 2168: prog: v(1765)-f(1195) | | 2168: strp: v(1765)-f(1195) | | 2169: opt : v(3694)-f(2154) | | 2169: cb : v(3694)-f(2154) | | 2169: prog: v(3694)-f(2154) | | 2169: strp: v(3694)-f(2154) | | 2170: opt : v(2729)-f(1563) | | 2170: cb : v(2729)-f(1563) | | 2170: prog: v(2729)-f(1563) | | 2170: strp: v(2729)-f(1563) | | 2171: opt : v(1033)-f(634) | | 2171: cb : v(1033)-f(634) | | 2171: prog: v(1033)-f(634) | | 2171: strp: v(1033)-f(634) | | 2172: opt : v(2729)-f(1636) | | 2172: cb : v(2729)-f(1636) | | 2172: prog: v(2729)-f(1636) | | 2172: strp: v(2729)-f(1636) | | 2173: opt : v(3183)-f(2284) | | 2173: cb : v(3183)-f(2284) | | 2173: prog: v(3183)-f(2284) | | 2173: strp: v(3183)-f(2284) | | 2174: opt : v(2495)-f(1628) | | 2174: cb : v(2495)-f(1628) | | 2174: prog: v(2495)-f(1628) | | 2174: strp: v(2495)-f(1628) | | 2175: opt : v(3023)-f(1740) | | 2175: cb : v(3023)-f(1740) | | 2175: prog: v(3023)-f(1740) | | 2175: strp: v(3023)-f(1740) | | 2176: opt : v(296)-f(151) | | 2176: cb : v(296)-f(151) | | 2176: prog: v(296)-f(151) | | 2176: strp: v(296)-f(151) | | 2177: opt : v(2788)-f(1756) | | 2177: cb : v(2788)-f(1756) | | 2177: prog: v(2788)-f(1756) | | 2177: strp: v(2788)-f(1756) | | 2178: opt : v(1157)-f(747) | | 2178: cb : v(1157)-f(747) | | 2178: prog: v(1157)-f(747) | | 2178: strp: v(1157)-f(747) | | 2179: opt : v(2642)-f(1842) | | 2179: cb : v(2642)-f(1842) | | 2179: prog: v(2642)-f(1842) | | 2179: strp: v(2642)-f(1842) | | 2180: opt : v(2643)-f(1842) | | 2180: cb : v(2643)-f(1842) | | 2180: prog: v(2643)-f(1842) | | 2180: strp: v(2643)-f(1842) | | 2181: opt : v(228)-f(114) | | 2181: cb : v(228)-f(114) | | 2181: prog: v(228)-f(114) | | 2181: strp: v(228)-f(114) | | 2182: opt : v(1281)-f(788) | | 2182: cb : v(1281)-f(788) | | 2182: prog: v(1281)-f(788) | | 2182: strp: v(1281)-f(788) | | 2183: opt : v(2725)-f(1754) | | 2183: cb : v(2725)-f(1754) | | 2183: prog: v(2725)-f(1754) | | 2183: strp: v(2725)-f(1754) | | 2184: opt : v(1874)-f(1260) | | 2184: cb : v(1874)-f(1260) | | 2184: prog: v(1874)-f(1260) | | 2184: strp: v(1874)-f(1260) | | 2185: opt : v(767)-f(403) | | 2185: cb : v(767)-f(403) | | 2185: prog: v(767)-f(403) | | 2185: strp: v(767)-f(403) | | 2186: opt : v(228)-f(172) | | 2186: cb : v(228)-f(172) | | 2186: prog: v(228)-f(172) | | 2186: strp: v(228)-f(172) | | 2187: opt : v(296)-f(198) | | 2187: cb : v(296)-f(198) | | 2187: prog: v(296)-f(198) | | 2187: strp: v(296)-f(198) | | 2188: opt : v(432)-f(312) | | 2188: cb : v(432)-f(312) | | 2188: prog: v(432)-f(312) | | 2188: strp: v(432)-f(312) | | 2189: opt : v(1796)-f(1480) | | 2189: cb : v(1796)-f(1480) | | 2189: prog: v(1796)-f(1480) | | 2189: strp: v(1796)-f(1480) | | 2190: opt : v(156)-f(112) | | 2190: cb : v(156)-f(112) | | 2190: prog: v(156)-f(112) | | 2190: strp: v(156)-f(112) | | 2191: opt : v(255)-f(264) | | 2191: cb : v(255)-f(264) | | 2191: prog: v(255)-f(264) | | 2191: strp: v(255)-f(264) | | 2192: opt : v(524)-f(400) | | 2192: cb : v(524)-f(400) | | 2192: prog: v(524)-f(400) | | 2192: strp: v(524)-f(400) | | 2193: opt : v(108)-f(96) | | 2193: cb : v(108)-f(96) | | 2193: prog: v(108)-f(96) | | 2193: strp: v(108)-f(96) | | 2194: opt : v(1555)-f(789) | | 2194: cb : v(1555)-f(789) | | 2194: prog: v(1555)-f(789) | | 2194: strp: v(1555)-f(789) | | 2195: opt : v(642)-f(1062) | | 2195: cb : v(642)-f(1062) | | 2195: prog: v(642)-f(1062) | | 2195: strp: v(642)-f(1062) | | 2196: opt : v(635)-f(1051) | | 2196: cb : v(635)-f(1051) | | 2196: prog: v(635)-f(1051) | | 2196: strp: v(635)-f(1051) | | 2197: opt : v(81)-f(105) | | 2197: cb : v(81)-f(105) | | 2197: prog: v(81)-f(105) | | 2197: strp: v(81)-f(105) | | 2198: opt : v(1445)-f(1400) | | 2198: cb : v(1445)-f(1400) | | 2198: prog: v(1445)-f(1400) | | 2198: strp: v(1445)-f(1400) | | 2199: opt : v(1494)-f(1486) | | 2199: cb : v(1494)-f(1486) | | 2199: prog: v(1494)-f(1486) | | 2199: strp: v(1494)-f(1486) | | 2200: opt : v(1682)-f(1622) | | 2200: cb : v(1682)-f(1622) | | 2200: prog: v(1682)-f(1622) | | 2200: strp: v(1682)-f(1622) | | 2201: opt : v(779)-f(455) | | 2201: cb : v(779)-f(455) | | 2201: prog: v(779)-f(455) | | 2201: strp: v(779)-f(455) | | 2202: opt : v(97)-f(109) | | 2202: cb : v(97)-f(109) | | 2202: prog: v(97)-f(109) | | 2202: strp: v(97)-f(109) | | 2203: opt : v(97)-f(121) | | 2203: cb : v(97)-f(121) | | 2203: prog: v(97)-f(121) | | 2203: strp: v(97)-f(121) | | 2204: opt : v(146)-f(160) | | 2204: cb : v(146)-f(160) | | 2204: prog: v(146)-f(160) | | 2204: strp: v(146)-f(160) | | 2205: opt : v(152)-f(216) | | 2205: cb : v(152)-f(216) | | 2205: prog: v(152)-f(216) | | 2205: strp: v(152)-f(216) | | 2206: opt : v(210)-f(294) | | 2206: cb : v(210)-f(294) | | 2206: prog: v(210)-f(294) | | 2206: strp: v(210)-f(294) | | 2207: opt : v(244)-f(340) | | 2207: cb : v(244)-f(340) | | 2207: prog: v(244)-f(340) | | 2207: strp: v(244)-f(340) | | 2208: opt : v(82)-f(102) | | 2208: cb : v(82)-f(102) | | 2208: prog: v(82)-f(102) | | 2208: strp: v(82)-f(102) | | 2209: opt : v(50)-f(68) | | 2209: cb : v(50)-f(68) | | 2209: prog: v(50)-f(68) | | 2209: strp: v(50)-f(68) | | 2210: opt : v(136)-f(188) | | 2210: cb : v(136)-f(188) | | 2210: prog: v(136)-f(188) | | 2210: strp: v(136)-f(188) | | 2211: opt : v(60)-f(88) | | 2211: cb : v(60)-f(88) | | 2211: prog: v(60)-f(88) | | 2211: strp: v(60)-f(88) | | 2212: opt : v(88)-f(114) | | 2212: cb : v(88)-f(114) | | 2212: prog: v(88)-f(114) | | 2212: strp: v(88)-f(114) | | 2213: opt : v(48)-f(64) | | 2213: cb : v(48)-f(64) | | 2213: prog: v(48)-f(64) | | 2213: strp: v(48)-f(64) | | 2214: opt : v(160)-f(184) | | 2214: cb : v(160)-f(184) | | 2214: prog: v(160)-f(184) | | 2214: strp: v(160)-f(184) | | 2215: opt : v(131)-f(157) | | 2215: cb : v(131)-f(157) | | 2215: prog: v(131)-f(157) | | 2215: strp: v(131)-f(157) | | 2216: opt : v(180)-f(198) | | 2216: cb : v(180)-f(198) | | 2216: prog: v(180)-f(198) | | 2216: strp: v(180)-f(198) | | 2217: opt : v(190)-f(214) | | 2217: cb : v(190)-f(214) | | 2217: prog: v(190)-f(214) | | 2217: strp: v(190)-f(214) | | 2218: opt : v(132)-f(178) | | 2218: cb : v(132)-f(178) | | 2218: prog: v(132)-f(178) | | 2218: strp: v(132)-f(178) | | 2219: opt : v(62)-f(66) | | 2219: cb : v(62)-f(66) | | 2219: prog: v(62)-f(66) | | 2219: strp: v(62)-f(66) | | 2220: opt : v(74)-f(100) | | 2220: cb : v(74)-f(100) | | 2220: prog: v(74)-f(100) | | 2220: strp: v(74)-f(100) | | 2221: opt : v(98)-f(126) | | 2221: cb : v(98)-f(126) | | 2221: prog: v(98)-f(126) | | 2221: strp: v(98)-f(126) | | 2222: opt : v(88)-f(122) | | 2222: cb : v(88)-f(122) | | 2222: prog: v(88)-f(122) | | 2222: strp: v(88)-f(122) | | 2223: opt : v(84)-f(110) | | 2223: cb : v(84)-f(110) | | 2223: prog: v(84)-f(110) | | 2223: strp: v(84)-f(110) | | 2224: opt : v(76)-f(94) | | 2224: cb : v(76)-f(94) | | 2224: prog: v(76)-f(94) | | 2224: strp: v(76)-f(94) | | 2225: opt : v(94)-f(126) | | 2225: cb : v(94)-f(126) | | 2225: prog: v(94)-f(126) | | 2225: strp: v(94)-f(126) | | 2226: opt : v(86)-f(124) | | 2226: cb : v(86)-f(124) | | 2226: prog: v(86)-f(124) | | 2226: strp: v(86)-f(124) | | 2227: opt : v(88)-f(120) | | 2227: cb : v(88)-f(120) | | 2227: prog: v(88)-f(120) | | 2227: strp: v(88)-f(120) | | 2228: opt : v(136)-f(192) | | 2228: cb : v(136)-f(192) | | 2228: prog: v(136)-f(192) | | 2228: strp: v(136)-f(192) | | 2229: opt : v(162)-f(224) | | 2229: cb : v(162)-f(224) | | 2229: prog: v(162)-f(224) | | 2229: strp: v(162)-f(224) | | 2230: opt : v(118)-f(164) | | 2230: cb : v(118)-f(164) | | 2230: prog: v(118)-f(164) | | 2230: strp: v(118)-f(164) | | 2231: opt : v(110)-f(150) | | 2231: cb : v(110)-f(150) | | 2231: prog: v(110)-f(150) | | 2231: strp: v(110)-f(150) | | 2232: opt : v(138)-f(194) | | 2232: cb : v(138)-f(194) | | 2232: prog: v(138)-f(194) | | 2232: strp: v(138)-f(194) | | 2233: opt : v(56)-f(68) | | 2233: cb : v(56)-f(68) | | 2233: prog: v(56)-f(68) | | 2233: strp: v(56)-f(68) | | 2234: opt : v(60)-f(76) | | 2234: cb : v(60)-f(76) | | 2234: prog: v(60)-f(76) | | 2234: strp: v(60)-f(76) | | 2235: opt : v(56)-f(70) | | 2235: cb : v(56)-f(70) | | 2235: prog: v(56)-f(70) | | 2235: strp: v(56)-f(70) | | 2236: opt : v(92)-f(124) | | 2236: cb : v(92)-f(124) | | 2236: prog: v(92)-f(124) | | 2236: strp: v(92)-f(124) | | 2237: opt : v(70)-f(86) | | 2237: cb : v(70)-f(86) | | 2237: prog: v(70)-f(86) | | 2237: strp: v(70)-f(86) | | 2238: opt : v(76)-f(94) | | 2238: cb : v(76)-f(94) | | 2238: prog: v(76)-f(94) | | 2238: strp: v(76)-f(94) | | 2239: opt : v(176)-f(246) | | 2239: cb : v(176)-f(246) | | 2239: prog: v(176)-f(246) | | 2239: strp: v(176)-f(246) | | 2240: opt : v(240)-f(342) | | 2240: cb : v(240)-f(342) | | 2240: prog: v(240)-f(342) | | 2240: strp: v(240)-f(342) | | 2241: opt : v(148)-f(205) | | 2241: cb : v(148)-f(205) | | 2241: prog: v(148)-f(205) | | 2241: strp: v(148)-f(205) | | 2242: opt : v(143)-f(183) | | 2242: cb : v(143)-f(183) | | 2242: prog: v(143)-f(183) | | 2242: strp: v(143)-f(183) | | 2243: opt : v(118)-f(158) | | 2243: cb : v(118)-f(158) | | 2243: prog: v(118)-f(158) | | 2243: strp: v(118)-f(158) | | 2244: opt : v(114)-f(127) | | 2244: cb : v(114)-f(127) | | 2244: prog: v(114)-f(127) | | 2244: strp: v(114)-f(127) | | 2245: opt : v(126)-f(159) | | 2245: cb : v(126)-f(159) | | 2245: prog: v(126)-f(159) | | 2245: strp: v(126)-f(159) | | 2246: opt : v(116)-f(133) | | 2246: cb : v(116)-f(133) | | 2246: prog: v(116)-f(133) | | 2246: strp: v(116)-f(133) | | 2247: opt : v(137)-f(143) | | 2247: cb : v(137)-f(143) | | 2247: prog: v(137)-f(143) | | 2247: strp: v(137)-f(143) | | 2248: opt : v(80)-f(103) | | 2248: cb : v(80)-f(103) | | 2248: prog: v(80)-f(103) | | 2248: strp: v(80)-f(103) | | 2249: opt : v(106)-f(134) | | 2249: cb : v(106)-f(134) | | 2249: prog: v(106)-f(134) | | 2249: strp: v(106)-f(134) | | 2250: opt : v(148)-f(221) | | 2250: cb : v(148)-f(221) | | 2250: prog: v(148)-f(221) | | 2250: strp: v(148)-f(221) | | 2251: opt : v(129)-f(161) | | 2251: cb : v(129)-f(161) | | 2251: prog: v(129)-f(161) | | 2251: strp: v(129)-f(161) | | 2252: opt : v(77)-f(83) | | 2252: cb : v(77)-f(83) | | 2252: prog: v(77)-f(83) | | 2252: strp: v(77)-f(83) | | 2253: opt : v(97)-f(113) | | 2253: cb : v(97)-f(113) | | 2253: prog: v(97)-f(113) | | 2253: strp: v(97)-f(113) | | 2254: opt : v(88)-f(118) | | 2254: cb : v(88)-f(118) | | 2254: prog: v(88)-f(118) | | 2254: strp: v(88)-f(118) | | 2255: opt : v(86)-f(116) | | 2255: cb : v(86)-f(116) | | 2255: prog: v(86)-f(116) | | 2255: strp: v(86)-f(116) | | 2256: opt : v(82)-f(102) | | 2256: cb : v(82)-f(102) | | 2256: prog: v(82)-f(102) | | 2256: strp: v(82)-f(102) | | 2257: opt : v(84)-f(120) | | 2257: cb : v(84)-f(120) | | 2257: prog: v(84)-f(120) | | 2257: strp: v(84)-f(120) | | 2258: opt : v(62)-f(76) | | 2258: cb : v(62)-f(76) | | 2258: prog: v(62)-f(76) | | 2258: strp: v(62)-f(76) | | 2259: opt : v(86)-f(114) | | 2259: cb : v(86)-f(114) | | 2259: prog: v(86)-f(114) | | 2259: strp: v(86)-f(114) | | 2260: opt : v(112)-f(168) | | 2260: cb : v(112)-f(168) | | 2260: prog: v(112)-f(168) | | 2260: strp: v(112)-f(168) | | 2261: opt : v(92)-f(128) | | 2261: cb : v(92)-f(128) | | 2261: prog: v(92)-f(128) | | 2261: strp: v(92)-f(128) | | 2262: opt : v(84)-f(116) | | 2262: cb : v(84)-f(116) | | 2262: prog: v(84)-f(116) | | 2262: strp: v(84)-f(116) | | 2263: opt : v(102)-f(144) | | 2263: cb : v(102)-f(144) | | 2263: prog: v(102)-f(144) | | 2263: strp: v(102)-f(144) | | 2264: opt : v(239)-f(147) | | 2264: cb : v(239)-f(147) | | 2264: prog: v(239)-f(147) | | 2264: strp: v(239)-f(147) | | 2265: opt : v(116)-f(66) | | 2265: cb : v(116)-f(66) | | 2265: prog: v(116)-f(66) | | 2265: strp: v(116)-f(66) | | 2266: opt : v(318)-f(170) | | 2266: cb : v(318)-f(170) | | 2266: prog: v(318)-f(170) | | 2266: strp: v(318)-f(170) | | 2267: opt : v(167)-f(108) | | 2267: cb : v(167)-f(108) | | 2267: prog: v(167)-f(108) | | 2267: strp: v(167)-f(108) | | 2268: opt : v(90)-f(73) | | 2268: cb : v(90)-f(73) | | 2268: prog: v(90)-f(73) | | 2268: strp: v(90)-f(73) | | 2269: opt : v(767)-f(812) | | 2269: cb : v(767)-f(812) | | 2269: prog: v(767)-f(812) | | 2269: strp: v(767)-f(812) | | 2270: opt : v(249)-f(246) | | 2270: cb : v(249)-f(246) | | 2270: prog: v(249)-f(246) | | 2270: strp: v(249)-f(246) | | 2271: opt : v(100)-f(76) | | 2271: cb : v(100)-f(76) | | 2271: prog: v(100)-f(76) | | 2271: strp: v(100)-f(76) | | 2272: opt : v(100)-f(76) | | 2272: cb : v(100)-f(76) | | 2272: prog: v(100)-f(76) | | 2272: strp: v(100)-f(76) | | 2273: opt : v(130)-f(110) | | 2273: cb : v(130)-f(110) | | 2273: prog: v(130)-f(110) | | 2273: strp: v(130)-f(110) | | 2274: opt : v(180)-f(90) | | 2274: cb : v(180)-f(90) | | 2274: prog: v(180)-f(90) | | 2274: strp: v(180)-f(90) | | 2275: opt : v(811)-f(603) | | 2275: cb : v(811)-f(603) | | 2275: prog: v(811)-f(603) | | 2275: strp: v(811)-f(603) | | 2276: opt : v(104)-f(80) | | 2276: cb : v(104)-f(80) | | 2276: prog: v(104)-f(80) | | 2276: strp: v(104)-f(80) | | 2277: opt : v(1070)-f(1205) | | 2277: cb : v(1070)-f(1205) | | 2277: prog: v(1070)-f(1205) | | 2277: strp: v(1070)-f(1205) | | 2278: opt : v(345)-f(207) | | 2278: cb : v(345)-f(207) | | 2278: prog: v(345)-f(207) | | 2278: strp: v(345)-f(207) | | 2279: opt : v(350)-f(210) | | 2279: cb : v(350)-f(210) | | 2279: prog: v(350)-f(210) | | 2279: strp: v(350)-f(210) | | 2280: opt : v(1096)-f(662) | | 2280: cb : v(1096)-f(662) | | 2280: prog: v(1096)-f(662) | | 2280: strp: v(1096)-f(662) | | 2281: opt : v(140)-f(70) | | 2281: cb : v(140)-f(70) | | 2281: prog: v(140)-f(70) | | 2281: strp: v(140)-f(70) | | 2282: opt : v(220)-f(110) | | 2282: cb : v(220)-f(110) | | 2282: prog: v(220)-f(110) | | 2282: strp: v(220)-f(110) | | 2283: opt : v(257)-f(112) | | 2283: cb : v(257)-f(112) | | 2283: prog: v(257)-f(112) | | 2283: strp: v(257)-f(112) | | 2284: opt : v(288)-f(126) | | 2284: cb : v(288)-f(126) | | 2284: prog: v(288)-f(126) | | 2284: strp: v(288)-f(126) | | 2285: opt : v(180)-f(90) | | 2285: cb : v(180)-f(90) | | 2285: prog: v(180)-f(90) | | 2285: strp: v(180)-f(90) | | 2286: opt : v(160)-f(80) | | 2286: cb : v(160)-f(80) | | 2286: prog: v(160)-f(80) | | 2286: strp: v(160)-f(80) | | 2287: opt : v(500)-f(232) | | 2287: cb : v(500)-f(232) | | 2287: prog: v(500)-f(232) | | 2287: strp: v(500)-f(232) | | 2288: opt : v(310)-f(146) | | 2288: cb : v(310)-f(146) | | 2288: prog: v(310)-f(146) | | 2288: strp: v(310)-f(146) | | 2289: opt : v(122)-f(82) | | 2289: cb : v(122)-f(82) | | 2289: prog: v(122)-f(82) | | 2289: strp: v(122)-f(82) | | 2290: opt : v(437)-f(305) | | 2290: cb : v(437)-f(305) | | 2290: prog: v(437)-f(305) | | 2290: strp: v(437)-f(305) | | 2291: opt : v(106)-f(88) | | 2291: cb : v(106)-f(88) | | 2291: prog: v(106)-f(88) | | 2291: strp: v(106)-f(88) | | 2292: opt : v(336)-f(258) | | 2292: cb : v(336)-f(258) | | 2292: prog: v(336)-f(258) | | 2292: strp: v(336)-f(258) | | 2293: opt : v(166)-f(123) | | 2293: cb : v(166)-f(123) | | 2293: prog: v(166)-f(123) | | 2293: strp: v(166)-f(123) | | 2294: opt : v(216)-f(162) | | 2294: cb : v(216)-f(162) | | 2294: prog: v(216)-f(162) | | 2294: strp: v(216)-f(162) | | 2295: opt : v(306)-f(162) | | 2295: cb : v(306)-f(162) | | 2295: prog: v(306)-f(162) | | 2295: strp: v(306)-f(162) | | 2296: opt : v(257)-f(195) | | 2296: cb : v(257)-f(195) | | 2296: prog: v(257)-f(195) | | 2296: strp: v(257)-f(195) | | 2297: opt : v(270)-f(180) | | 2297: cb : v(270)-f(180) | | 2297: prog: v(270)-f(180) | | 2297: strp: v(270)-f(180) | | 2298: opt : v(372)-f(300) | | 2298: cb : v(372)-f(300) | | 2298: prog: v(372)-f(300) | | 2298: strp: v(372)-f(300) | | 2299: opt : v(598)-f(390) | | 2299: cb : v(598)-f(390) | | 2299: prog: v(598)-f(390) | | 2299: strp: v(598)-f(390) | | 2300: opt : v(539)-f(366) | | 2300: cb : v(539)-f(366) | | 2300: prog: v(539)-f(366) | | 2300: strp: v(539)-f(366) | | 2301: opt : v(78)-f(66) | | 2301: cb : v(78)-f(66) | | 2301: prog: v(78)-f(66) | | 2301: strp: v(78)-f(66) | | 2302: opt : v(78)-f(66) | | 2302: cb : v(78)-f(66) | | 2302: prog: v(78)-f(66) | | 2302: strp: v(78)-f(66) | | 2303: opt : v(282)-f(207) | | 2303: cb : v(282)-f(207) | | 2303: prog: v(282)-f(207) | | 2303: strp: v(282)-f(207) | | 2304: opt : v(211)-f(123) | | 2304: cb : v(211)-f(123) | | 2304: prog: v(211)-f(123) | | 2304: strp: v(211)-f(123) | | 2305: opt : v(312)-f(192) | | 2305: cb : v(312)-f(192) | | 2305: prog: v(312)-f(192) | | 2305: strp: v(312)-f(192) | | 2306: opt : v(120)-f(108) | | 2306: cb : v(120)-f(108) | | 2306: prog: v(120)-f(108) | | 2306: strp: v(120)-f(108) | | 2307: opt : v(102)-f(90) | | 2307: cb : v(102)-f(90) | | 2307: prog: v(102)-f(90) | | 2307: strp: v(102)-f(90) | | 2308: opt : v(190)-f(142) | | 2308: cb : v(190)-f(142) | | 2308: prog: v(190)-f(142) | | 2308: strp: v(190)-f(142) | | 2309: opt : v(130)-f(116) | | 2309: cb : v(130)-f(116) | | 2309: prog: v(130)-f(116) | | 2309: strp: v(130)-f(116) | | 2310: opt : v(58)-f(89) | | 2310: cb : v(58)-f(89) | | 2310: prog: v(58)-f(89) | | 2310: strp: v(58)-f(89) | | 2311: opt : v(60)-f(92) | | 2311: cb : v(60)-f(92) | | 2311: prog: v(60)-f(92) | | 2311: strp: v(60)-f(92) | | 2312: opt : v(55)-f(84) | | 2312: cb : v(55)-f(84) | | 2312: prog: v(55)-f(84) | | 2312: strp: v(55)-f(84) | | 2313: opt : v(51)-f(80) | | 2313: cb : v(51)-f(80) | | 2313: prog: v(51)-f(80) | | 2313: strp: v(51)-f(80) | | 2314: opt : v(50)-f(73) | | 2314: cb : v(50)-f(73) | | 2314: prog: v(50)-f(73) | | 2314: strp: v(50)-f(73) | | 2315: opt : v(50)-f(69) | | 2315: cb : v(50)-f(69) | | 2315: prog: v(50)-f(69) | | 2315: strp: v(50)-f(69) | | 2316: opt : v(52)-f(70) | | 2316: cb : v(52)-f(70) | | 2316: prog: v(52)-f(70) | | 2316: strp: v(52)-f(70) | | 2317: opt : v(46)-f(66) | | 2317: cb : v(46)-f(66) | | 2317: prog: v(46)-f(66) | | 2317: strp: v(46)-f(66) | | 2318: opt : v(52)-f(72) | | 2318: cb : v(52)-f(72) | | 2318: prog: v(52)-f(72) | | 2318: strp: v(52)-f(72) | | 2319: opt : v(47)-f(68) | | 2319: cb : v(47)-f(68) | | 2319: prog: v(47)-f(68) | | 2319: strp: v(47)-f(68) | | 2320: opt : v(63)-f(97) | | 2320: cb : v(63)-f(97) | | 2320: prog: v(63)-f(97) | | 2320: strp: v(63)-f(97) | | 2321: opt : v(70)-f(111) | | 2321: cb : v(70)-f(111) | | 2321: prog: v(70)-f(111) | | 2321: strp: v(70)-f(111) | | 2322: opt : v(70)-f(96) | | 2322: cb : v(70)-f(96) | | 2322: prog: v(70)-f(96) | | 2322: strp: v(70)-f(96) | | 2323: opt : v(67)-f(99) | | 2323: cb : v(67)-f(99) | | 2323: prog: v(67)-f(99) | | 2323: strp: v(67)-f(99) | | 2324: opt : v(70)-f(109) | | 2324: cb : v(70)-f(109) | | 2324: prog: v(70)-f(109) | | 2324: strp: v(70)-f(109) | | 2325: opt : v(72)-f(109) | | 2325: cb : v(72)-f(109) | | 2325: prog: v(72)-f(109) | | 2325: strp: v(72)-f(109) | | 2326: opt : v(72)-f(98) | | 2326: cb : v(72)-f(98) | | 2326: prog: v(72)-f(98) | | 2326: strp: v(72)-f(98) | | 2327: opt : v(110)-f(159) | | 2327: cb : v(110)-f(159) | | 2327: prog: v(110)-f(159) | | 2327: strp: v(110)-f(159) | | 2328: opt : v(79)-f(127) | | 2328: cb : v(79)-f(127) | | 2328: prog: v(79)-f(127) | | 2328: strp: v(79)-f(127) | | 2329: opt : v(74)-f(115) | | 2329: cb : v(74)-f(115) | | 2329: prog: v(74)-f(115) | | 2329: strp: v(74)-f(115) | | 2330: opt : v(59)-f(78) | | 2330: cb : v(59)-f(78) | | 2330: prog: v(59)-f(78) | | 2330: strp: v(59)-f(78) | | 2331: opt : v(78)-f(108) | | 2331: cb : v(78)-f(108) | | 2331: prog: v(78)-f(108) | | 2331: strp: v(78)-f(108) | | 2332: opt : v(68)-f(103) | | 2332: cb : v(68)-f(103) | | 2332: prog: v(68)-f(103) | | 2332: strp: v(68)-f(103) | | 2333: opt : v(67)-f(78) | | 2333: cb : v(67)-f(78) | | 2333: prog: v(67)-f(78) | | 2333: strp: v(67)-f(78) | | 2334: opt : v(70)-f(82) | | 2334: cb : v(70)-f(82) | | 2334: prog: v(70)-f(82) | | 2334: strp: v(70)-f(82) | | 2335: opt : v(78)-f(88) | | 2335: cb : v(78)-f(88) | | 2335: prog: v(78)-f(88) | | 2335: strp: v(78)-f(88) | | 2336: opt : v(70)-f(86) | | 2336: cb : v(70)-f(86) | | 2336: prog: v(70)-f(86) | | 2336: strp: v(70)-f(86) | | 2337: opt : v(86)-f(111) | | 2337: cb : v(86)-f(111) | | 2337: prog: v(86)-f(111) | | 2337: strp: v(86)-f(111) | | 2338: opt : v(86)-f(99) | | 2338: cb : v(86)-f(99) | | 2338: prog: v(86)-f(99) | | 2338: strp: v(86)-f(99) | | 2339: opt : v(62)-f(78) | | 2339: cb : v(62)-f(78) | | 2339: prog: v(62)-f(78) | | 2339: strp: v(62)-f(78) | | 2340: opt : v(59)-f(68) | | 2340: cb : v(59)-f(68) | | 2340: prog: v(59)-f(68) | | 2340: strp: v(59)-f(68) | | 2341: opt : v(70)-f(94) | | 2341: cb : v(70)-f(94) | | 2341: prog: v(70)-f(94) | | 2341: strp: v(70)-f(94) | | 2342: opt : v(72)-f(82) | | 2342: cb : v(72)-f(82) | | 2342: prog: v(72)-f(82) | | 2342: strp: v(72)-f(82) | | 2343: opt : v(95)-f(123) | | 2343: cb : v(95)-f(123) | | 2343: prog: v(95)-f(123) | | 2343: strp: v(95)-f(123) | | 2344: opt : v(81)-f(104) | | 2344: cb : v(81)-f(104) | | 2344: prog: v(81)-f(104) | | 2344: strp: v(81)-f(104) | | 2345: opt : v(76)-f(86) | | 2345: cb : v(76)-f(86) | | 2345: prog: v(76)-f(86) | | 2345: strp: v(76)-f(86) | | 2346: opt : v(73)-f(91) | | 2346: cb : v(73)-f(91) | | 2346: prog: v(73)-f(91) | | 2346: strp: v(73)-f(91) | | 2347: opt : v(77)-f(88) | | 2347: cb : v(77)-f(88) | | 2347: prog: v(77)-f(88) | | 2347: strp: v(77)-f(88) | | 2348: opt : v(78)-f(94) | | 2348: cb : v(78)-f(94) | | 2348: prog: v(78)-f(94) | | 2348: strp: v(78)-f(94) | | 2349: opt : v(95)-f(127) | | 2349: cb : v(95)-f(127) | | 2349: prog: v(95)-f(127) | | 2349: strp: v(95)-f(127) | | 2350: opt : v(84)-f(94) | | 2350: cb : v(84)-f(94) | | 2350: prog: v(84)-f(94) | | 2350: strp: v(84)-f(94) | | 2351: opt : v(70)-f(86) | | 2351: cb : v(70)-f(86) | | 2351: prog: v(70)-f(86) | | 2351: strp: v(70)-f(86) | | 2352: opt : v(96)-f(113) | | 2352: cb : v(96)-f(113) | | 2352: prog: v(96)-f(113) | | 2352: strp: v(96)-f(113) | | 2353: opt : v(72)-f(111) | | 2353: cb : v(72)-f(111) | | 2353: prog: v(72)-f(111) | | 2353: strp: v(72)-f(111) | | 2354: opt : v(75)-f(95) | | 2354: cb : v(75)-f(95) | | 2354: prog: v(75)-f(95) | | 2354: strp: v(75)-f(95) | | 2355: opt : v(87)-f(121) | | 2355: cb : v(87)-f(121) | | 2355: prog: v(87)-f(121) | | 2355: strp: v(87)-f(121) | | 2356: opt : v(70)-f(111) | | 2356: cb : v(70)-f(111) | | 2356: prog: v(70)-f(111) | | 2356: strp: v(70)-f(111) | | 2357: opt : v(78)-f(111) | | 2357: cb : v(78)-f(111) | | 2357: prog: v(78)-f(111) | | 2357: strp: v(78)-f(111) | | 2358: opt : v(59)-f(79) | | 2358: cb : v(59)-f(79) | | 2358: prog: v(59)-f(79) | | 2358: strp: v(59)-f(79) | | 2359: opt : v(80)-f(122) | | 2359: cb : v(80)-f(122) | | 2359: prog: v(80)-f(122) | | 2359: strp: v(80)-f(122) | | 2360: opt : v(66)-f(95) | | 2360: cb : v(66)-f(95) | | 2360: prog: v(66)-f(95) | | 2360: strp: v(66)-f(95) | | 2361: opt : v(73)-f(114) | | 2361: cb : v(73)-f(114) | | 2361: prog: v(73)-f(114) | | 2361: strp: v(73)-f(114) | | 2362: opt : v(91)-f(140) | | 2362: cb : v(91)-f(140) | | 2362: prog: v(91)-f(140) | | 2362: strp: v(91)-f(140) | | 2363: opt : v(75)-f(103) | | 2363: cb : v(75)-f(103) | | 2363: prog: v(75)-f(103) | | 2363: strp: v(75)-f(103) | | 2364: opt : v(78)-f(119) | | 2364: cb : v(78)-f(119) | | 2364: prog: v(78)-f(119) | | 2364: strp: v(78)-f(119) | | 2365: opt : v(92)-f(146) | | 2365: cb : v(92)-f(146) | | 2365: prog: v(92)-f(146) | | 2365: strp: v(92)-f(146) | | 2366: opt : v(77)-f(113) | | 2366: cb : v(77)-f(113) | | 2366: prog: v(77)-f(113) | | 2366: strp: v(77)-f(113) | | 2367: opt : v(82)-f(125) | | 2367: cb : v(82)-f(125) | | 2367: prog: v(82)-f(125) | | 2367: strp: v(82)-f(125) | | 2368: opt : v(76)-f(109) | | 2368: cb : v(76)-f(109) | | 2368: prog: v(76)-f(109) | | 2368: strp: v(76)-f(109) | | 2369: opt : v(65)-f(93) | | 2369: cb : v(65)-f(93) | | 2369: prog: v(65)-f(93) | | 2369: strp: v(65)-f(93) | | 2370: opt : v(72)-f(100) | | 2370: cb : v(72)-f(100) | | 2370: prog: v(72)-f(100) | | 2370: strp: v(72)-f(100) | | 2371: opt : v(82)-f(111) | | 2371: cb : v(82)-f(111) | | 2371: prog: v(82)-f(111) | | 2371: strp: v(82)-f(111) | | 2372: opt : v(70)-f(92) | | 2372: cb : v(70)-f(92) | | 2372: prog: v(70)-f(92) | | 2372: strp: v(70)-f(92) | | 2373: opt : v(63)-f(99) | | 2373: cb : v(63)-f(99) | | 2373: prog: v(63)-f(99) | | 2373: strp: v(63)-f(99) | | 2374: opt : v(79)-f(125) | | 2374: cb : v(79)-f(125) | | 2374: prog: v(79)-f(125) | | 2374: strp: v(79)-f(125) | | 2375: opt : v(68)-f(97) | | 2375: cb : v(68)-f(97) | | 2375: prog: v(68)-f(97) | | 2375: strp: v(68)-f(97) | | 2376: opt : v(83)-f(129) | | 2376: cb : v(83)-f(129) | | 2376: prog: v(83)-f(129) | | 2376: strp: v(83)-f(129) | | 2377: opt : v(75)-f(109) | | 2377: cb : v(75)-f(109) | | 2377: prog: v(75)-f(109) | | 2377: strp: v(75)-f(109) | | 2378: opt : v(62)-f(84) | | 2378: cb : v(62)-f(84) | | 2378: prog: v(62)-f(84) | | 2378: strp: v(62)-f(84) | | 2379: opt : v(75)-f(85) | | 2379: cb : v(75)-f(85) | | 2379: prog: v(75)-f(85) | | 2379: strp: v(75)-f(85) | | 2380: opt : v(100)-f(133) | | 2380: cb : v(100)-f(133) | | 2380: prog: v(100)-f(133) | | 2380: strp: v(100)-f(133) | | 2381: opt : v(75)-f(102) | | 2381: cb : v(75)-f(102) | | 2381: prog: v(75)-f(102) | | 2381: strp: v(75)-f(102) | | 2382: opt : v(83)-f(106) | | 2382: cb : v(83)-f(106) | | 2382: prog: v(83)-f(106) | | 2382: strp: v(83)-f(106) | | 2383: opt : v(78)-f(122) | | 2383: cb : v(78)-f(122) | | 2383: prog: v(78)-f(122) | | 2383: strp: v(78)-f(122) | | 2384: opt : v(77)-f(113) | | 2384: cb : v(77)-f(113) | | 2384: prog: v(77)-f(113) | | 2384: strp: v(77)-f(113) | | 2385: opt : v(75)-f(120) | | 2385: cb : v(75)-f(120) | | 2385: prog: v(75)-f(120) | | 2385: strp: v(75)-f(120) | | 2386: opt : v(68)-f(103) | | 2386: cb : v(68)-f(103) | | 2386: prog: v(68)-f(103) | | 2386: strp: v(68)-f(103) | | 2387: opt : v(77)-f(112) | | 2387: cb : v(77)-f(112) | | 2387: prog: v(77)-f(112) | | 2387: strp: v(77)-f(112) | | 2388: opt : v(76)-f(115) | | 2388: cb : v(76)-f(115) | | 2388: prog: v(76)-f(115) | | 2388: strp: v(76)-f(115) | | 2389: opt : v(66)-f(80) | | 2389: cb : v(66)-f(80) | | 2389: prog: v(66)-f(80) | | 2389: strp: v(66)-f(80) | | 2390: opt : v(77)-f(107) | | 2390: cb : v(77)-f(107) | | 2390: prog: v(77)-f(107) | | 2390: strp: v(77)-f(107) | | 2391: opt : v(92)-f(117) | | 2391: cb : v(92)-f(117) | | 2391: prog: v(92)-f(117) | | 2391: strp: v(92)-f(117) | | 2392: opt : v(58)-f(78) | | 2392: cb : v(58)-f(78) | | 2392: prog: v(58)-f(78) | | 2392: strp: v(58)-f(78) | | 2393: opt : v(63)-f(81) | | 2393: cb : v(63)-f(81) | | 2393: prog: v(63)-f(81) | | 2393: strp: v(63)-f(81) | | 2394: opt : v(76)-f(98) | | 2394: cb : v(76)-f(98) | | 2394: prog: v(76)-f(98) | | 2394: strp: v(76)-f(98) | | 2395: opt : v(83)-f(124) | | 2395: cb : v(83)-f(124) | | 2395: prog: v(83)-f(124) | | 2395: strp: v(83)-f(124) | | 2396: opt : v(80)-f(118) | | 2396: cb : v(80)-f(118) | | 2396: prog: v(80)-f(118) | | 2396: strp: v(80)-f(118) | | 2397: opt : v(92)-f(132) | | 2397: cb : v(92)-f(132) | | 2397: prog: v(92)-f(132) | | 2397: strp: v(92)-f(132) | | 2398: opt : v(83)-f(115) | | 2398: cb : v(83)-f(115) | | 2398: prog: v(83)-f(115) | | 2398: strp: v(83)-f(115) | | 2399: opt : v(66)-f(99) | | 2399: cb : v(66)-f(99) | | 2399: prog: v(66)-f(99) | | 2399: strp: v(66)-f(99) | | 2400: opt : v(52)-f(75) | | 2400: cb : v(52)-f(75) | | 2400: prog: v(52)-f(75) | | 2400: strp: v(52)-f(75) | | 2401: opt : v(84)-f(119) | | 2401: cb : v(84)-f(119) | | 2401: prog: v(84)-f(119) | | 2401: strp: v(84)-f(119) | | 2402: opt : v(72)-f(99) | | 2402: cb : v(72)-f(99) | | 2402: prog: v(72)-f(99) | | 2402: strp: v(72)-f(99) | | 2403: opt : v(57)-f(68) | | 2403: cb : v(57)-f(68) | | 2403: prog: v(57)-f(68) | | 2403: strp: v(57)-f(68) | | 2404: opt : v(64)-f(79) | | 2404: cb : v(64)-f(79) | | 2404: prog: v(64)-f(79) | | 2404: strp: v(64)-f(79) | | 2405: opt : v(67)-f(85) | | 2405: cb : v(67)-f(85) | | 2405: prog: v(67)-f(85) | | 2405: strp: v(67)-f(85) | | 2406: opt : v(69)-f(101) | | 2406: cb : v(69)-f(101) | | 2406: prog: v(69)-f(101) | | 2406: strp: v(69)-f(101) | | 2407: opt : v(59)-f(69) | | 2407: cb : v(59)-f(69) | | 2407: prog: v(59)-f(69) | | 2407: strp: v(59)-f(69) | | 2408: opt : v(76)-f(113) | | 2408: cb : v(76)-f(113) | | 2408: prog: v(76)-f(113) | | 2408: strp: v(76)-f(113) | | 2409: opt : v(78)-f(106) | | 2409: cb : v(78)-f(106) | | 2409: prog: v(78)-f(106) | | 2409: strp: v(78)-f(106) | | 2410: opt : v(87)-f(113) | | 2410: cb : v(87)-f(113) | | 2410: prog: v(87)-f(113) | | 2410: strp: v(87)-f(113) | | 2411: opt : v(91)-f(120) | | 2411: cb : v(91)-f(120) | | 2411: prog: v(91)-f(120) | | 2411: strp: v(91)-f(120) | | 2412: opt : v(62)-f(72) | | 2412: cb : v(62)-f(72) | | 2412: prog: v(62)-f(72) | | 2412: strp: v(62)-f(72) | | 2413: opt : v(85)-f(126) | | 2413: cb : v(85)-f(126) | | 2413: prog: v(85)-f(126) | | 2413: strp: v(85)-f(126) | | 2414: opt : v(47)-f(68) | | 2414: cb : v(47)-f(68) | | 2414: prog: v(47)-f(68) | | 2414: strp: v(47)-f(68) | | 2415: opt : v(52)-f(70) | | 2415: cb : v(52)-f(70) | | 2415: prog: v(52)-f(70) | | 2415: strp: v(52)-f(70) | | 2416: opt : v(61)-f(89) | | 2416: cb : v(61)-f(89) | | 2416: prog: v(61)-f(89) | | 2416: strp: v(61)-f(89) | | 2417: opt : v(55)-f(73) | | 2417: cb : v(55)-f(73) | | 2417: prog: v(55)-f(73) | | 2417: strp: v(55)-f(73) | | 2418: opt : v(61)-f(77) | | 2418: cb : v(61)-f(77) | | 2418: prog: v(61)-f(77) | | 2418: strp: v(61)-f(77) | | 2419: opt : v(52)-f(66) | | 2419: cb : v(52)-f(66) | | 2419: prog: v(52)-f(66) | | 2419: strp: v(52)-f(66) | | 2420: opt : v(65)-f(74) | | 2420: cb : v(65)-f(74) | | 2420: prog: v(65)-f(74) | | 2420: strp: v(65)-f(74) | | 2421: opt : v(60)-f(70) | | 2421: cb : v(60)-f(70) | | 2421: prog: v(60)-f(70) | | 2421: strp: v(60)-f(70) | | 2422: opt : v(74)-f(71) | | 2422: cb : v(74)-f(71) | | 2422: prog: v(74)-f(71) | | 2422: strp: v(74)-f(71) | | 2423: opt : v(61)-f(76) | | 2423: cb : v(61)-f(76) | | 2423: prog: v(61)-f(76) | | 2423: strp: v(61)-f(76) | | 2424: opt : v(56)-f(77) | | 2424: cb : v(56)-f(77) | | 2424: prog: v(56)-f(77) | | 2424: strp: v(56)-f(77) | | 2425: opt : v(50)-f(70) | | 2425: cb : v(50)-f(70) | | 2425: prog: v(50)-f(70) | | 2425: strp: v(50)-f(70) | | 2426: opt : v(55)-f(80) | | 2426: cb : v(55)-f(80) | | 2426: prog: v(55)-f(80) | | 2426: strp: v(55)-f(80) | | 2427: opt : v(2417)-f(1474) | | 2427: cb : v(2417)-f(1474) | | 2427: prog: v(2417)-f(1474) | | 2427: strp: v(2417)-f(1474) | | 2428: opt : v(1945)-f(1194) | | 2428: cb : v(1945)-f(1194) | | 2428: prog: v(1945)-f(1194) | | 2428: strp: v(1945)-f(1194) | | 2429: opt : v(673)-f(397) | | 2429: cb : v(673)-f(397) | | 2429: prog: v(673)-f(397) | | 2429: strp: v(673)-f(397) | | 2430: opt : v(1368)-f(1016) | | 2430: cb : v(1368)-f(1016) | | 2430: prog: v(1368)-f(1016) | | 2430: strp: v(1368)-f(1016) | | 2431: opt : v(318)-f(420) | | 2431: cb : v(318)-f(420) | | 2431: prog: v(318)-f(420) | | 2431: strp: v(318)-f(420) | | 2432: opt : v(1957)-f(1626) | | 2432: cb : v(1957)-f(1626) | | 2432: prog: v(1957)-f(1626) | | 2432: strp: v(1957)-f(1626) | | 2433: opt : v(2529)-f(1934) | | 2433: cb : v(2529)-f(1934) | | 2433: prog: v(2529)-f(1934) | | 2433: strp: v(2529)-f(1934) | | 2434: opt : v(3093)-f(1615) | | 2434: cb : v(3093)-f(1615) | | 2434: prog: v(3093)-f(1615) | | 2434: strp: v(3093)-f(1615) | | 2435: opt : v(3420)-f(1842) | | 2435: cb : v(3420)-f(1842) | | 2435: prog: v(3420)-f(1842) | | 2435: strp: v(3420)-f(1842) | | 2436: opt : v(2313)-f(1407) | | 2436: cb : v(2313)-f(1407) | | 2436: prog: v(2313)-f(1407) | | 2436: strp: v(2313)-f(1407) | | 2437: opt : v(3393)-f(1947) | | 2437: cb : v(3393)-f(1947) | | 2437: prog: v(3393)-f(1947) | | 2437: strp: v(3393)-f(1947) | | 2438: opt : v(3944)-f(2403) | | 2438: cb : v(3944)-f(2403) | | 2438: prog: v(3944)-f(2403) | | 2438: strp: v(3944)-f(2403) | | 2439: opt : v(3393)-f(2333) | | 2439: cb : v(3393)-f(2333) | | 2439: prog: v(3393)-f(2333) | | 2439: strp: v(3393)-f(2333) | | 2440: opt : v(2732)-f(1796) | | 2440: cb : v(2732)-f(1796) | | 2440: prog: v(2732)-f(1796) | | 2440: strp: v(2732)-f(1796) | | 2441: opt : v(1347)-f(861) | | 2441: cb : v(1347)-f(861) | | 2441: prog: v(1347)-f(861) | | 2441: strp: v(1347)-f(861) | | 2442: opt : v(1242)-f(686) | | 2442: cb : v(1242)-f(686) | | 2442: prog: v(1242)-f(686) | | 2442: strp: v(1242)-f(686) | | 2443: opt : v(1340)-f(852) | | 2443: cb : v(1340)-f(852) | | 2443: prog: v(1340)-f(852) | | 2443: strp: v(1340)-f(852) | | 2444: opt : v(257)-f(183) | | 2444: cb : v(257)-f(183) | | 2444: prog: v(257)-f(183) | | 2444: strp: v(257)-f(183) | | 2445: opt : v(2543)-f(2044) | | 2445: cb : v(2543)-f(2044) | | 2445: prog: v(2543)-f(2044) | | 2445: strp: v(2543)-f(2044) | | 2446: opt : v(1576)-f(1023) | | 2446: cb : v(1576)-f(1023) | | 2446: prog: v(1576)-f(1023) | | 2446: strp: v(1576)-f(1023) | | 2447: opt : v(1670)-f(1358) | | 2447: cb : v(1670)-f(1358) | | 2447: prog: v(1670)-f(1358) | | 2447: strp: v(1670)-f(1358) | | 2448: opt : v(1549)-f(993) | | 2448: cb : v(1549)-f(993) | | 2448: prog: v(1549)-f(993) | | 2448: strp: v(1549)-f(993) | | 2449: opt : v(2533)-f(1819) | | 2449: cb : v(2533)-f(1819) | | 2449: prog: v(2533)-f(1819) | | 2449: strp: v(2533)-f(1819) | | 2450: opt : v(2113)-f(1356) | | 2450: cb : v(2113)-f(1356) | | 2450: prog: v(2113)-f(1356) | | 2450: strp: v(2113)-f(1356) | | 2451: opt : v(3436)-f(2106) | | 2451: cb : v(3436)-f(2106) | | 2451: prog: v(3436)-f(2106) | | 2451: strp: v(3436)-f(2106) | | 2452: opt : v(3594)-f(1948) | | 2452: cb : v(3594)-f(1948) | | 2452: prog: v(3594)-f(1948) | | 2452: strp: v(3594)-f(1948) | | 2453: opt : v(1543)-f(1050) | | 2453: cb : v(1543)-f(1050) | | 2453: prog: v(1543)-f(1050) | | 2453: strp: v(1543)-f(1050) | | 2454: opt : v(3415)-f(2437) | | 2454: cb : v(3415)-f(2437) | | 2454: prog: v(3415)-f(2437) | | 2454: strp: v(3415)-f(2437) | | 2455: opt : v(2754)-f(1759) | | 2455: cb : v(2754)-f(1759) | | 2455: prog: v(2754)-f(1759) | | 2455: strp: v(2754)-f(1759) | | 2456: opt : v(2873)-f(1786) | | 2456: cb : v(2873)-f(1786) | | 2456: prog: v(2873)-f(1786) | | 2456: strp: v(2873)-f(1786) | | 2457: opt : v(2456)-f(1596) | | 2457: cb : v(2456)-f(1596) | | 2457: prog: v(2456)-f(1596) | | 2457: strp: v(2456)-f(1596) | | 2458: opt : v(2655)-f(1894) | | 2458: cb : v(2655)-f(1894) | | 2458: prog: v(2655)-f(1894) | | 2458: strp: v(2655)-f(1894) | | 2459: opt : v(3576)-f(2312) | | 2459: cb : v(3576)-f(2312) | | 2459: prog: v(3576)-f(2312) | | 2459: strp: v(3576)-f(2312) | | 2460: opt : v(419)-f(288) | | 2460: cb : v(419)-f(288) | | 2460: prog: v(419)-f(288) | | 2460: strp: v(419)-f(288) | | 2461: opt : v(694)-f(428) | | 2461: cb : v(694)-f(428) | | 2461: prog: v(694)-f(428) | | 2461: strp: v(694)-f(428) | | 2462: opt : v(2910)-f(1857) | | 2462: cb : v(2910)-f(1857) | | 2462: prog: v(2910)-f(1857) | | 2462: strp: v(2910)-f(1857) | | 2463: opt : v(2436)-f(1718) | | 2463: cb : v(2436)-f(1718) | | 2463: prog: v(2436)-f(1718) | | 2463: strp: v(2436)-f(1718) | | 2464: opt : v(1286)-f(1085) | | 2464: cb : v(1286)-f(1085) | | 2464: prog: v(1286)-f(1085) | | 2464: strp: v(1286)-f(1085) | | 2465: opt : v(146)-f(135) | | 2465: cb : v(146)-f(135) | | 2465: prog: v(146)-f(135) | | 2465: strp: v(146)-f(135) | | 2466: opt : v(985)-f(760) | | 2466: cb : v(985)-f(760) | | 2466: prog: v(985)-f(760) | | 2466: strp: v(985)-f(760) | | 2467: opt : v(945)-f(778) | | 2467: cb : v(945)-f(778) | | 2467: prog: v(945)-f(778) | | 2467: strp: v(945)-f(778) | | 2468: opt : v(2762)-f(1511) | | 2468: cb : v(2762)-f(1511) | | 2468: prog: v(2762)-f(1511) | | 2468: strp: v(2762)-f(1511) | | 2469: opt : v(3648)-f(1963) | | 2469: cb : v(3648)-f(1963) | | 2469: prog: v(3648)-f(1963) | | 2469: strp: v(3648)-f(1963) | | 2470: opt : v(4484)-f(2565) | | 2470: cb : v(4484)-f(2565) | | 2470: prog: v(4484)-f(2565) | | 2470: strp: v(4484)-f(2565) | | 2471: opt : v(1197)-f(625) | | 2471: cb : v(1197)-f(625) | | 2471: prog: v(1197)-f(625) | | 2471: strp: v(1197)-f(625) | | 2472: opt : v(3390)-f(1998) | | 2472: cb : v(3390)-f(1998) | | 2472: prog: v(3390)-f(1998) | | 2472: strp: v(3390)-f(1998) | | 2473: opt : v(3666)-f(2044) | | 2473: cb : v(3666)-f(2044) | | 2473: prog: v(3666)-f(2044) | | 2473: strp: v(3666)-f(2044) | | 2474: opt : v(2770)-f(1576) | | 2474: cb : v(2770)-f(1576) | | 2474: prog: v(2770)-f(1576) | | 2474: strp: v(2770)-f(1576) | | 2475: opt : v(2883)-f(1992) | | 2475: cb : v(2883)-f(1992) | | 2475: prog: v(2883)-f(1992) | | 2475: strp: v(2883)-f(1992) | | 2476: opt : v(2663)-f(1612) | | 2476: cb : v(2663)-f(1612) | | 2476: prog: v(2663)-f(1612) | | 2476: strp: v(2663)-f(1612) | | 2477: opt : v(2605)-f(1700) | | 2477: cb : v(2605)-f(1700) | | 2477: prog: v(2605)-f(1700) | | 2477: strp: v(2605)-f(1700) | | 2478: opt : v(1924)-f(1344) | | 2478: cb : v(1924)-f(1344) | | 2478: prog: v(1924)-f(1344) | | 2478: strp: v(1924)-f(1344) | | 2479: opt : v(2042)-f(2010) | | 2479: cb : v(2042)-f(2010) | | 2479: prog: v(2042)-f(2010) | | 2479: strp: v(2042)-f(2010) | | 2480: opt : v(1556)-f(1515) | | 2480: cb : v(1556)-f(1515) | | 2480: prog: v(1556)-f(1515) | | 2480: strp: v(1556)-f(1515) | | 2481: opt : v(144)-f(236) | | 2481: cb : v(144)-f(236) | | 2481: prog: v(144)-f(236) | | 2481: strp: v(144)-f(236) | | 2482: opt : v(100)-f(153) | | 2482: cb : v(100)-f(153) | | 2482: prog: v(100)-f(153) | | 2482: strp: v(100)-f(153) | | 2483: opt : v(106)-f(120) | | 2483: cb : v(106)-f(120) | | 2483: prog: v(106)-f(120) | | 2483: strp: v(106)-f(120) | | 2484: opt : v(96)-f(130) | | 2484: cb : v(96)-f(130) | | 2484: prog: v(96)-f(130) | | 2484: strp: v(96)-f(130) | | 2485: opt : v(122)-f(170) | | 2485: cb : v(122)-f(170) | | 2485: prog: v(122)-f(170) | | 2485: strp: v(122)-f(170) | | 2486: opt : v(126)-f(147) | | 2486: cb : v(126)-f(147) | | 2486: prog: v(126)-f(147) | | 2486: strp: v(126)-f(147) | | 2487: opt : v(158)-f(210) | | 2487: cb : v(158)-f(210) | | 2487: prog: v(158)-f(210) | | 2487: strp: v(158)-f(210) | | 2488: opt : v(152)-f(204) | | 2488: cb : v(152)-f(204) | | 2488: prog: v(152)-f(204) | | 2488: strp: v(152)-f(204) | | 2489: opt : v(114)-f(150) | | 2489: cb : v(114)-f(150) | | 2489: prog: v(114)-f(150) | | 2489: strp: v(114)-f(150) | | 2490: opt : v(126)-f(198) | | 2490: cb : v(126)-f(198) | | 2490: prog: v(126)-f(198) | | 2490: strp: v(126)-f(198) | | 2491: opt : v(102)-f(132) | | 2491: cb : v(102)-f(132) | | 2491: prog: v(102)-f(132) | | 2491: strp: v(102)-f(132) | | 2492: opt : v(60)-f(84) | | 2492: cb : v(60)-f(84) | | 2492: prog: v(60)-f(84) | | 2492: strp: v(60)-f(84) | | 2493: opt : v(58)-f(76) | | 2493: cb : v(58)-f(76) | | 2493: prog: v(58)-f(76) | | 2493: strp: v(58)-f(76) | | 2494: opt : v(74)-f(94) | | 2494: cb : v(74)-f(94) | | 2494: prog: v(74)-f(94) | | 2494: strp: v(74)-f(94) | | 2495: opt : v(86)-f(118) | | 2495: cb : v(86)-f(118) | | 2495: prog: v(86)-f(118) | | 2495: strp: v(86)-f(118) | | 2496: opt : v(64)-f(82) | | 2496: cb : v(64)-f(82) | | 2496: prog: v(64)-f(82) | | 2496: strp: v(64)-f(82) | | 2497: opt : v(92)-f(120) | | 2497: cb : v(92)-f(120) | | 2497: prog: v(92)-f(120) | | 2497: strp: v(92)-f(120) | | 2498: opt : v(112)-f(164) | | 2498: cb : v(112)-f(164) | | 2498: prog: v(112)-f(164) | | 2498: strp: v(112)-f(164) | | 2499: opt : v(72)-f(108) | | 2499: cb : v(72)-f(108) | | 2499: prog: v(72)-f(108) | | 2499: strp: v(72)-f(108) | | 2500: opt : v(68)-f(90) | | 2500: cb : v(68)-f(90) | | 2500: prog: v(68)-f(90) | | 2500: strp: v(68)-f(90) | | 2501: opt : v(128)-f(176) | | 2501: cb : v(128)-f(176) | | 2501: prog: v(128)-f(176) | | 2501: strp: v(128)-f(176) | | 2502: opt : v(100)-f(142) | | 2502: cb : v(100)-f(142) | | 2502: prog: v(100)-f(142) | | 2502: strp: v(100)-f(142) | | 2503: opt : v(120)-f(166) | | 2503: cb : v(120)-f(166) | | 2503: prog: v(120)-f(166) | | 2503: strp: v(120)-f(166) | | 2504: opt : v(125)-f(136) | | 2504: cb : v(125)-f(136) | | 2504: prog: v(125)-f(136) | | 2504: strp: v(125)-f(136) | | 2505: opt : v(130)-f(128) | | 2505: cb : v(130)-f(128) | | 2505: prog: v(130)-f(128) | | 2505: strp: v(130)-f(128) | | 2506: opt : v(96)-f(119) | | 2506: cb : v(96)-f(119) | | 2506: prog: v(96)-f(119) | | 2506: strp: v(96)-f(119) | | 2507: opt : v(76)-f(106) | | 2507: cb : v(76)-f(106) | | 2507: prog: v(76)-f(106) | | 2507: strp: v(76)-f(106) | | 2508: opt : v(69)-f(82) | | 2508: cb : v(69)-f(82) | | 2508: prog: v(69)-f(82) | | 2508: strp: v(69)-f(82) | | 2509: opt : v(78)-f(110) | | 2509: cb : v(78)-f(110) | | 2509: prog: v(78)-f(110) | | 2509: strp: v(78)-f(110) | | 2510: opt : v(90)-f(114) | | 2510: cb : v(90)-f(114) | | 2510: prog: v(90)-f(114) | | 2510: strp: v(90)-f(114) | | 2511: opt : v(120)-f(178) | | 2511: cb : v(120)-f(178) | | 2511: prog: v(120)-f(178) | | 2511: strp: v(120)-f(178) | | 2512: opt : v(94)-f(130) | | 2512: cb : v(94)-f(130) | | 2512: prog: v(94)-f(130) | | 2512: strp: v(94)-f(130) | | 2513: opt : v(118)-f(162) | | 2513: cb : v(118)-f(162) | | 2513: prog: v(118)-f(162) | | 2513: strp: v(118)-f(162) | | 2514: opt : v(134)-f(190) | | 2514: cb : v(134)-f(190) | | 2514: prog: v(134)-f(190) | | 2514: strp: v(134)-f(190) | | 2515: opt : v(148)-f(202) | | 2515: cb : v(148)-f(202) | | 2515: prog: v(148)-f(202) | | 2515: strp: v(148)-f(202) | | 2516: opt : v(124)-f(170) | | 2516: cb : v(124)-f(170) | | 2516: prog: v(124)-f(170) | | 2516: strp: v(124)-f(170) | | 2517: opt : v(68)-f(80) | | 2517: cb : v(68)-f(80) | | 2517: prog: v(68)-f(80) | | 2517: strp: v(68)-f(80) | | 2518: opt : v(106)-f(136) | | 2518: cb : v(106)-f(136) | | 2518: prog: v(106)-f(136) | | 2518: strp: v(106)-f(136) | | 2519: opt : v(96)-f(122) | | 2519: cb : v(96)-f(122) | | 2519: prog: v(96)-f(122) | | 2519: strp: v(96)-f(122) | | 2520: opt : v(70)-f(80) | | 2520: cb : v(70)-f(80) | | 2520: prog: v(70)-f(80) | | 2520: strp: v(70)-f(80) | | 2521: opt : v(74)-f(92) | | 2521: cb : v(74)-f(92) | | 2521: prog: v(74)-f(92) | | 2521: strp: v(74)-f(92) | | 2522: opt : v(92)-f(130) | | 2522: cb : v(92)-f(130) | | 2522: prog: v(92)-f(130) | | 2522: strp: v(92)-f(130) | | 2523: opt : v(78)-f(96) | | 2523: cb : v(78)-f(96) | | 2523: prog: v(78)-f(96) | | 2523: strp: v(78)-f(96) | | 2524: opt : v(56)-f(72) | | 2524: cb : v(56)-f(72) | | 2524: prog: v(56)-f(72) | | 2524: strp: v(56)-f(72) | | 2525: opt : v(78)-f(118) | | 2525: cb : v(78)-f(118) | | 2525: prog: v(78)-f(118) | | 2525: strp: v(78)-f(118) | | 2526: opt : v(54)-f(74) | | 2526: cb : v(54)-f(74) | | 2526: prog: v(54)-f(74) | | 2526: strp: v(54)-f(74) | | 2527: opt : v(74)-f(96) | | 2527: cb : v(74)-f(96) | | 2527: prog: v(74)-f(96) | | 2527: strp: v(74)-f(96) | | 2528: opt : v(78)-f(108) | | 2528: cb : v(78)-f(108) | | 2528: prog: v(78)-f(108) | | 2528: strp: v(78)-f(108) | | 2529: opt : v(58)-f(76) | | 2529: cb : v(58)-f(76) | | 2529: prog: v(58)-f(76) | | 2529: strp: v(58)-f(76) | | 2530: opt : v(74)-f(94) | | 2530: cb : v(74)-f(94) | | 2530: prog: v(74)-f(94) | | 2530: strp: v(74)-f(94) | | 2531: opt : v(96)-f(122) | | 2531: cb : v(96)-f(122) | | 2531: prog: v(96)-f(122) | | 2531: strp: v(96)-f(122) | | 2532: opt : v(96)-f(130) | | 2532: cb : v(96)-f(130) | | 2532: prog: v(96)-f(130) | | 2532: strp: v(96)-f(130) | | 2533: opt : v(116)-f(156) | | 2533: cb : v(116)-f(156) | | 2533: prog: v(116)-f(156) | | 2533: strp: v(116)-f(156) | | 2534: opt : v(110)-f(144) | | 2534: cb : v(110)-f(144) | | 2534: prog: v(110)-f(144) | | 2534: strp: v(110)-f(144) | | 2535: opt : v(92)-f(132) | | 2535: cb : v(92)-f(132) | | 2535: prog: v(92)-f(132) | | 2535: strp: v(92)-f(132) | | 2536: opt : v(70)-f(98) | | 2536: cb : v(70)-f(98) | | 2536: prog: v(70)-f(98) | | 2536: strp: v(70)-f(98) | | 2537: opt : v(72)-f(106) | | 2537: cb : v(72)-f(106) | | 2537: prog: v(72)-f(106) | | 2537: strp: v(72)-f(106) | | 2538: opt : v(60)-f(84) | | 2538: cb : v(60)-f(84) | | 2538: prog: v(60)-f(84) | | 2538: strp: v(60)-f(84) | | 2539: opt : v(68)-f(90) | | 2539: cb : v(68)-f(90) | | 2539: prog: v(68)-f(90) | | 2539: strp: v(68)-f(90) | | 2540: opt : v(60)-f(74) | | 2540: cb : v(60)-f(74) | | 2540: prog: v(60)-f(74) | | 2540: strp: v(60)-f(74) | | 2541: opt : v(58)-f(80) | | 2541: cb : v(58)-f(80) | | 2541: prog: v(58)-f(80) | | 2541: strp: v(58)-f(80) | | 2542: opt : v(70)-f(100) | | 2542: cb : v(70)-f(100) | | 2542: prog: v(70)-f(100) | | 2542: strp: v(70)-f(100) | | 2543: opt : v(74)-f(90) | | 2543: cb : v(74)-f(90) | | 2543: prog: v(74)-f(90) | | 2543: strp: v(74)-f(90) | | 2544: opt : v(90)-f(114) | | 2544: cb : v(90)-f(114) | | 2544: prog: v(90)-f(114) | | 2544: strp: v(90)-f(114) | | 2545: opt : v(82)-f(112) | | 2545: cb : v(82)-f(112) | | 2545: prog: v(82)-f(112) | | 2545: strp: v(82)-f(112) | | 2546: opt : v(68)-f(82) | | 2546: cb : v(68)-f(82) | | 2546: prog: v(68)-f(82) | | 2546: strp: v(68)-f(82) | | 2547: opt : v(156)-f(230) | | 2547: cb : v(156)-f(230) | | 2547: prog: v(156)-f(230) | | 2547: strp: v(156)-f(230) | | 2548: opt : v(62)-f(86) | | 2548: cb : v(62)-f(86) | | 2548: prog: v(62)-f(86) | | 2548: strp: v(62)-f(86) | | 2549: opt : v(444)-f(337) | | 2549: cb : v(444)-f(337) | | 2549: prog: v(444)-f(337) | | 2549: strp: v(444)-f(337) | | 2550: opt : v(375)-f(237) | | 2550: cb : v(375)-f(237) | | 2550: prog: v(375)-f(237) | | 2550: strp: v(375)-f(237) | | 2551: opt : v(162)-f(108) | | 2551: cb : v(162)-f(108) | | 2551: prog: v(162)-f(108) | | 2551: strp: v(162)-f(108) | | 2552: opt : v(120)-f(108) | | 2552: cb : v(120)-f(108) | | 2552: prog: v(120)-f(108) | | 2552: strp: v(120)-f(108) | | 2553: opt : v(300)-f(156) | | 2553: cb : v(300)-f(156) | | 2553: prog: v(300)-f(156) | | 2553: strp: v(300)-f(156) | | 2554: opt : v(121)-f(196) | | 2554: cb : v(121)-f(196) | | 2554: prog: v(121)-f(196) | | 2554: strp: v(121)-f(196) | | 2555: opt : v(58)-f(65) | | 2555: cb : v(58)-f(65) | | 2555: prog: v(58)-f(65) | | 2555: strp: v(58)-f(65) | | 2556: opt : v(60)-f(74) | | 2556: cb : v(60)-f(74) | | 2556: prog: v(60)-f(74) | | 2556: strp: v(60)-f(74) | | 2557: opt : v(49)-f(70) | | 2557: cb : v(49)-f(70) | | 2557: prog: v(49)-f(70) | | 2557: strp: v(49)-f(70) | | 2558: opt : v(52)-f(71) | | 2558: cb : v(52)-f(71) | | 2558: prog: v(52)-f(71) | | 2558: strp: v(52)-f(71) | | 2559: opt : v(48)-f(71) | | 2559: cb : v(48)-f(71) | | 2559: prog: v(48)-f(71) | | 2559: strp: v(48)-f(71) | | 2560: opt : v(46)-f(64) | | 2560: cb : v(46)-f(64) | | 2560: prog: v(46)-f(64) | | 2560: strp: v(46)-f(64) | | 2561: opt : v(48)-f(69) | | 2561: cb : v(48)-f(69) | | 2561: prog: v(48)-f(69) | | 2561: strp: v(48)-f(69) | | 2562: opt : v(49)-f(66) | | 2562: cb : v(49)-f(66) | | 2562: prog: v(49)-f(66) | | 2562: strp: v(49)-f(66) | | 2563: opt : v(57)-f(70) | | 2563: cb : v(57)-f(70) | | 2563: prog: v(57)-f(70) | | 2563: strp: v(57)-f(70) | | 2564: opt : v(57)-f(64) | | 2564: cb : v(57)-f(64) | | 2564: prog: v(57)-f(64) | | 2564: strp: v(57)-f(64) | | 2565: opt : v(198)-f(331) | | 2565: cb : v(198)-f(331) | | 2565: prog: v(198)-f(331) | | 2565: strp: v(198)-f(331) | | 2566: opt : v(1295)-f(679) | | 2566: cb : v(1295)-f(679) | | 2566: prog: v(1295)-f(679) | | 2566: strp: v(1295)-f(679) | | 2567: opt : v(3711)-f(1981) | | 2567: cb : v(3711)-f(1981) | | 2567: prog: v(3711)-f(1981) | | 2567: strp: v(3711)-f(1981) | | 2568: opt : v(2388)-f(1333) | | 2568: cb : v(2388)-f(1333) | | 2568: prog: v(2388)-f(1333) | | 2568: strp: v(2388)-f(1333) | | 2569: opt : v(4542)-f(2641) | | 2569: cb : v(4542)-f(2641) | | 2569: prog: v(4542)-f(2641) | | 2569: strp: v(4542)-f(2641) | | 2570: opt : v(910)-f(521) | | 2570: cb : v(910)-f(521) | | 2570: prog: v(910)-f(521) | | 2570: strp: v(910)-f(521) | | 2571: opt : v(3399)-f(2038) | | 2571: cb : v(3399)-f(2038) | | 2571: prog: v(3399)-f(2038) | | 2571: strp: v(3399)-f(2038) | | 2572: opt : v(5135)-f(2723) | | 2572: cb : v(5135)-f(2723) | | 2572: prog: v(5135)-f(2723) | | 2572: strp: v(5135)-f(2723) | | 2573: opt : v(3560)-f(2365) | | 2573: cb : v(3560)-f(2365) | | 2573: prog: v(3560)-f(2365) | | 2573: strp: v(3560)-f(2365) | | 2574: opt : v(3814)-f(2110) | | 2574: cb : v(3814)-f(2110) | | 2574: prog: v(3814)-f(2110) | | 2574: strp: v(3814)-f(2110) | | 2575: opt : v(194)-f(115) | | 2575: cb : v(194)-f(115) | | 2575: prog: v(194)-f(115) | | 2575: strp: v(194)-f(115) | | 2576: opt : v(2264)-f(1489) | | 2576: cb : v(2264)-f(1489) | | 2576: prog: v(2264)-f(1489) | | 2576: strp: v(2264)-f(1489) | | 2577: opt : v(3221)-f(2006) | | 2577: cb : v(3221)-f(2006) | | 2577: prog: v(3221)-f(2006) | | 2577: strp: v(3221)-f(2006) | | 2578: opt : v(2164)-f(1416) | | 2578: cb : v(2164)-f(1416) | | 2578: prog: v(2164)-f(1416) | | 2578: strp: v(2164)-f(1416) | | 2579: opt : v(2587)-f(1704) | | 2579: cb : v(2587)-f(1704) | | 2579: prog: v(2587)-f(1704) | | 2579: strp: v(2587)-f(1704) | | 2580: opt : v(2920)-f(1700) | | 2580: cb : v(2920)-f(1700) | | 2580: prog: v(2920)-f(1700) | | 2580: strp: v(2920)-f(1700) | | 2581: opt : v(1379)-f(1012) | | 2581: cb : v(1379)-f(1012) | | 2581: prog: v(1379)-f(1012) | | 2581: strp: v(1379)-f(1012) | | 2582: opt : v(2595)-f(1562) | | 2582: cb : v(2595)-f(1562) | | 2582: prog: v(2595)-f(1562) | | 2582: strp: v(2595)-f(1562) | | 2583: opt : v(2189)-f(1555) | | 2583: cb : v(2189)-f(1555) | | 2583: prog: v(2189)-f(1555) | | 2583: strp: v(2189)-f(1555) | | 2584: opt : v(1256)-f(793) | | 2584: cb : v(1256)-f(793) | | 2584: prog: v(1256)-f(793) | | 2584: strp: v(1256)-f(793) | | 2585: opt : v(2481)-f(1599) | | 2585: cb : v(2481)-f(1599) | | 2585: prog: v(2481)-f(1599) | | 2585: strp: v(2481)-f(1599) | | 2586: opt : v(2280)-f(1590) | | 2586: cb : v(2280)-f(1590) | | 2586: prog: v(2280)-f(1590) | | 2586: strp: v(2280)-f(1590) | | 2587: opt : v(62)-f(92) | | 2587: cb : v(62)-f(92) | | 2587: prog: v(62)-f(92) | | 2587: strp: v(62)-f(92) | | 2588: opt : v(82)-f(129) | | 2588: cb : v(82)-f(129) | | 2588: prog: v(82)-f(129) | | 2588: strp: v(82)-f(129) | | 2589: opt : v(72)-f(110) | | 2589: cb : v(72)-f(110) | | 2589: prog: v(72)-f(110) | | 2589: strp: v(72)-f(110) | | 2590: opt : v(62)-f(93) | | 2590: cb : v(62)-f(93) | | 2590: prog: v(62)-f(93) | | 2590: strp: v(62)-f(93) | | 2591: opt : v(60)-f(88) | | 2591: cb : v(60)-f(88) | | 2591: prog: v(60)-f(88) | | 2591: strp: v(60)-f(88) | | 2592: opt : v(51)-f(74) | | 2592: cb : v(51)-f(74) | | 2592: prog: v(51)-f(74) | | 2592: strp: v(51)-f(74) | | 2593: opt : v(65)-f(96) | | 2593: cb : v(65)-f(96) | | 2593: prog: v(65)-f(96) | | 2593: strp: v(65)-f(96) | | 2594: opt : v(55)-f(80) | | 2594: cb : v(55)-f(80) | | 2594: prog: v(55)-f(80) | | 2594: strp: v(55)-f(80) | | 2595: opt : v(63)-f(98) | | 2595: cb : v(63)-f(98) | | 2595: prog: v(63)-f(98) | | 2595: strp: v(63)-f(98) | | 2596: opt : v(70)-f(107) | | 2596: cb : v(70)-f(107) | | 2596: prog: v(70)-f(107) | | 2596: strp: v(70)-f(107) | | 2597: opt : v(85)-f(137) | | 2597: cb : v(85)-f(137) | | 2597: prog: v(85)-f(137) | | 2597: strp: v(85)-f(137) | | 2598: opt : v(77)-f(120) | | 2598: cb : v(77)-f(120) | | 2598: prog: v(77)-f(120) | | 2598: strp: v(77)-f(120) | | 2599: opt : v(54)-f(79) | | 2599: cb : v(54)-f(79) | | 2599: prog: v(54)-f(79) | | 2599: strp: v(54)-f(79) | | 2600: opt : v(58)-f(84) | | 2600: cb : v(58)-f(84) | | 2600: prog: v(58)-f(84) | | 2600: strp: v(58)-f(84) | | 2601: opt : v(68)-f(102) | | 2601: cb : v(68)-f(102) | | 2601: prog: v(68)-f(102) | | 2601: strp: v(68)-f(102) | | 2602: opt : v(73)-f(110) | | 2602: cb : v(73)-f(110) | | 2602: prog: v(73)-f(110) | | 2602: strp: v(73)-f(110) | | 2603: opt : v(58)-f(87) | | 2603: cb : v(58)-f(87) | | 2603: prog: v(58)-f(87) | | 2603: strp: v(58)-f(87) | | 2604: opt : v(66)-f(102) | | 2604: cb : v(66)-f(102) | | 2604: prog: v(66)-f(102) | | 2604: strp: v(66)-f(102) | | 2605: opt : v(59)-f(86) | | 2605: cb : v(59)-f(86) | | 2605: prog: v(59)-f(86) | | 2605: strp: v(59)-f(86) | | 2606: opt : v(61)-f(86) | | 2606: cb : v(61)-f(86) | | 2606: prog: v(61)-f(86) | | 2606: strp: v(61)-f(86) | | 2607: opt : v(64)-f(91) | | 2607: cb : v(64)-f(91) | | 2607: prog: v(64)-f(91) | | 2607: strp: v(64)-f(91) | | 2608: opt : v(55)-f(80) | | 2608: cb : v(55)-f(80) | | 2608: prog: v(55)-f(80) | | 2608: strp: v(55)-f(80) | | 2609: opt : v(72)-f(107) | | 2609: cb : v(72)-f(107) | | 2609: prog: v(72)-f(107) | | 2609: strp: v(72)-f(107) | | 2610: opt : v(72)-f(115) | | 2610: cb : v(72)-f(115) | | 2610: prog: v(72)-f(115) | | 2610: strp: v(72)-f(115) | | 2611: opt : v(71)-f(110) | | 2611: cb : v(71)-f(110) | | 2611: prog: v(71)-f(110) | | 2611: strp: v(71)-f(110) | | 2612: opt : v(54)-f(77) | | 2612: cb : v(54)-f(77) | | 2612: prog: v(54)-f(77) | | 2612: strp: v(54)-f(77) | | 2613: opt : v(61)-f(93) | | 2613: cb : v(61)-f(93) | | 2613: prog: v(61)-f(93) | | 2613: strp: v(61)-f(93) | | 2614: opt : v(62)-f(90) | | 2614: cb : v(62)-f(90) | | 2614: prog: v(62)-f(90) | | 2614: strp: v(62)-f(90) | | 2615: opt : v(50)-f(73) | | 2615: cb : v(50)-f(73) | | 2615: prog: v(50)-f(73) | | 2615: strp: v(50)-f(73) | | 2616: opt : v(62)-f(91) | | 2616: cb : v(62)-f(91) | | 2616: prog: v(62)-f(91) | | 2616: strp: v(62)-f(91) | | 2617: opt : v(61)-f(92) | | 2617: cb : v(61)-f(92) | | 2617: prog: v(61)-f(92) | | 2617: strp: v(61)-f(92) | | 2618: opt : v(80)-f(126) | | 2618: cb : v(80)-f(126) | | 2618: prog: v(80)-f(126) | | 2618: strp: v(80)-f(126) | | 2619: opt : v(86)-f(128) | | 2619: cb : v(86)-f(128) | | 2619: prog: v(86)-f(128) | | 2619: strp: v(86)-f(128) | | 2620: opt : v(69)-f(105) | | 2620: cb : v(69)-f(105) | | 2620: prog: v(69)-f(105) | | 2620: strp: v(69)-f(105) | | 2621: opt : v(73)-f(113) | | 2621: cb : v(73)-f(113) | | 2621: prog: v(73)-f(113) | | 2621: strp: v(73)-f(113) | | 2622: opt : v(68)-f(104) | | 2622: cb : v(68)-f(104) | | 2622: prog: v(68)-f(104) | | 2622: strp: v(68)-f(104) | | 2623: opt : v(61)-f(90) | | 2623: cb : v(61)-f(90) | | 2623: prog: v(61)-f(90) | | 2623: strp: v(61)-f(90) | | 2624: opt : v(60)-f(86) | | 2624: cb : v(60)-f(86) | | 2624: prog: v(60)-f(86) | | 2624: strp: v(60)-f(86) | | 2625: opt : v(71)-f(103) | | 2625: cb : v(71)-f(103) | | 2625: prog: v(71)-f(103) | | 2625: strp: v(71)-f(103) | | 2626: opt : v(72)-f(111) | | 2626: cb : v(72)-f(111) | | 2626: prog: v(72)-f(111) | | 2626: strp: v(72)-f(111) | | 2627: opt : v(73)-f(107) | | 2627: cb : v(73)-f(107) | | 2627: prog: v(73)-f(107) | | 2627: strp: v(73)-f(107) | | 2628: opt : v(56)-f(79) | | 2628: cb : v(56)-f(79) | | 2628: prog: v(56)-f(79) | | 2628: strp: v(56)-f(79) | | 2629: opt : v(53)-f(78) | | 2629: cb : v(53)-f(78) | | 2629: prog: v(53)-f(78) | | 2629: strp: v(53)-f(78) | | 2630: opt : v(53)-f(74) | | 2630: cb : v(53)-f(74) | | 2630: prog: v(53)-f(74) | | 2630: strp: v(53)-f(74) | | 2631: opt : v(63)-f(95) | | 2631: cb : v(63)-f(95) | | 2631: prog: v(63)-f(95) | | 2631: strp: v(63)-f(95) | | 2632: opt : v(60)-f(86) | | 2632: cb : v(60)-f(86) | | 2632: prog: v(60)-f(86) | | 2632: strp: v(60)-f(86) | | 2633: opt : v(67)-f(99) | | 2633: cb : v(67)-f(99) | | 2633: prog: v(67)-f(99) | | 2633: strp: v(67)-f(99) | | 2634: opt : v(53)-f(73) | | 2634: cb : v(53)-f(73) | | 2634: prog: v(53)-f(73) | | 2634: strp: v(53)-f(73) | | 2635: opt : v(74)-f(114) | | 2635: cb : v(74)-f(114) | | 2635: prog: v(74)-f(114) | | 2635: strp: v(74)-f(114) | | 2636: opt : v(55)-f(75) | | 2636: cb : v(55)-f(75) | | 2636: prog: v(55)-f(75) | | 2636: strp: v(55)-f(75) | | 2637: opt : v(58)-f(86) | | 2637: cb : v(58)-f(86) | | 2637: prog: v(58)-f(86) | | 2637: strp: v(58)-f(86) | | 2638: opt : v(54)-f(79) | | 2638: cb : v(54)-f(79) | | 2638: prog: v(54)-f(79) | | 2638: strp: v(54)-f(79) | | 2639: opt : v(62)-f(91) | | 2639: cb : v(62)-f(91) | | 2639: prog: v(62)-f(91) | | 2639: strp: v(62)-f(91) | | 2640: opt : v(56)-f(86) | | 2640: cb : v(56)-f(86) | | 2640: prog: v(56)-f(86) | | 2640: strp: v(56)-f(86) | | 2641: opt : v(60)-f(90) | | 2641: cb : v(60)-f(90) | | 2641: prog: v(60)-f(90) | | 2641: strp: v(60)-f(90) | | 2642: opt : v(63)-f(97) | | 2642: cb : v(63)-f(97) | | 2642: prog: v(63)-f(97) | | 2642: strp: v(63)-f(97) | | 2643: opt : v(75)-f(115) | | 2643: cb : v(75)-f(115) | | 2643: prog: v(75)-f(115) | | 2643: strp: v(75)-f(115) | | 2644: opt : v(72)-f(110) | | 2644: cb : v(72)-f(110) | | 2644: prog: v(72)-f(110) | | 2644: strp: v(72)-f(110) | | 2645: opt : v(59)-f(85) | | 2645: cb : v(59)-f(85) | | 2645: prog: v(59)-f(85) | | 2645: strp: v(59)-f(85) | | 2646: opt : v(57)-f(85) | | 2646: cb : v(57)-f(85) | | 2646: prog: v(57)-f(85) | | 2646: strp: v(57)-f(85) | | 2647: opt : v(54)-f(79) | | 2647: cb : v(54)-f(79) | | 2647: prog: v(54)-f(79) | | 2647: strp: v(54)-f(79) | | 2648: opt : v(55)-f(82) | | 2648: cb : v(55)-f(82) | | 2648: prog: v(55)-f(82) | | 2648: strp: v(55)-f(82) | | 2649: opt : v(56)-f(82) | | 2649: cb : v(56)-f(82) | | 2649: prog: v(56)-f(82) | | 2649: strp: v(56)-f(82) | | 2650: opt : v(67)-f(104) | | 2650: cb : v(67)-f(104) | | 2650: prog: v(67)-f(104) | | 2650: strp: v(67)-f(104) | | 2651: opt : v(59)-f(86) | | 2651: cb : v(59)-f(86) | | 2651: prog: v(59)-f(86) | | 2651: strp: v(59)-f(86) | | 2652: opt : v(59)-f(83) | | 2652: cb : v(59)-f(83) | | 2652: prog: v(59)-f(83) | | 2652: strp: v(59)-f(83) | | 2653: opt : v(56)-f(74) | | 2653: cb : v(56)-f(74) | | 2653: prog: v(56)-f(74) | | 2653: strp: v(56)-f(74) | | 2654: opt : v(49)-f(72) | | 2654: cb : v(49)-f(72) | | 2654: prog: v(49)-f(72) | | 2654: strp: v(49)-f(72) | | 2655: opt : v(68)-f(102) | | 2655: cb : v(68)-f(102) | | 2655: prog: v(68)-f(102) | | 2655: strp: v(68)-f(102) | | 2656: opt : v(62)-f(94) | | 2656: cb : v(62)-f(94) | | 2656: prog: v(62)-f(94) | | 2656: strp: v(62)-f(94) | | 2657: opt : v(59)-f(87) | | 2657: cb : v(59)-f(87) | | 2657: prog: v(59)-f(87) | | 2657: strp: v(59)-f(87) | | 2658: opt : v(54)-f(75) | | 2658: cb : v(54)-f(75) | | 2658: prog: v(54)-f(75) | | 2658: strp: v(54)-f(75) | | 2659: opt : v(75)-f(121) | | 2659: cb : v(75)-f(121) | | 2659: prog: v(75)-f(121) | | 2659: strp: v(75)-f(121) | | 2660: opt : v(65)-f(97) | | 2660: cb : v(65)-f(97) | | 2660: prog: v(65)-f(97) | | 2660: strp: v(65)-f(97) | | 2661: opt : v(57)-f(84) | | 2661: cb : v(57)-f(84) | | 2661: prog: v(57)-f(84) | | 2661: strp: v(57)-f(84) | | 2662: opt : v(51)-f(73) | | 2662: cb : v(51)-f(73) | | 2662: prog: v(51)-f(73) | | 2662: strp: v(51)-f(73) | | 2663: opt : v(60)-f(88) | | 2663: cb : v(60)-f(88) | | 2663: prog: v(60)-f(88) | | 2663: strp: v(60)-f(88) | | 2664: opt : v(65)-f(97) | | 2664: cb : v(65)-f(97) | | 2664: prog: v(65)-f(97) | | 2664: strp: v(65)-f(97) | | 2665: opt : v(52)-f(77) | | 2665: cb : v(52)-f(77) | | 2665: prog: v(52)-f(77) | | 2665: strp: v(52)-f(77) | | 2666: opt : v(52)-f(75) | | 2666: cb : v(52)-f(75) | | 2666: prog: v(52)-f(75) | | 2666: strp: v(52)-f(75) | | 2667: opt : v(59)-f(91) | | 2667: cb : v(59)-f(91) | | 2667: prog: v(59)-f(91) | | 2667: strp: v(59)-f(91) | | 2668: opt : v(62)-f(92) | | 2668: cb : v(62)-f(92) | | 2668: prog: v(62)-f(92) | | 2668: strp: v(62)-f(92) | | 2669: opt : v(59)-f(85) | | 2669: cb : v(59)-f(85) | | 2669: prog: v(59)-f(85) | | 2669: strp: v(59)-f(85) | | 2670: opt : v(106)-f(177) | | 2670: cb : v(106)-f(177) | | 2670: prog: v(106)-f(177) | | 2670: strp: v(106)-f(177) | | 2671: opt : v(61)-f(88) | | 2671: cb : v(61)-f(88) | | 2671: prog: v(61)-f(88) | | 2671: strp: v(61)-f(88) | | 2672: opt : v(55)-f(80) | | 2672: cb : v(55)-f(80) | | 2672: prog: v(55)-f(80) | | 2672: strp: v(55)-f(80) | | 2673: opt : v(66)-f(98) | | 2673: cb : v(66)-f(98) | | 2673: prog: v(66)-f(98) | | 2673: strp: v(66)-f(98) | | 2674: opt : v(58)-f(80) | | 2674: cb : v(58)-f(80) | | 2674: prog: v(58)-f(80) | | 2674: strp: v(58)-f(80) | | 2675: opt : v(58)-f(85) | | 2675: cb : v(58)-f(85) | | 2675: prog: v(58)-f(85) | | 2675: strp: v(58)-f(85) | | 2676: opt : v(88)-f(132) | | 2676: cb : v(88)-f(132) | | 2676: prog: v(88)-f(132) | | 2676: strp: v(88)-f(132) | | 2677: opt : v(74)-f(109) | | 2677: cb : v(74)-f(109) | | 2677: prog: v(74)-f(109) | | 2677: strp: v(74)-f(109) | | 2678: opt : v(89)-f(146) | | 2678: cb : v(89)-f(146) | | 2678: prog: v(89)-f(146) | | 2678: strp: v(89)-f(146) | | 2679: opt : v(50)-f(73) | | 2679: cb : v(50)-f(73) | | 2679: prog: v(50)-f(73) | | 2679: strp: v(50)-f(73) | | 2680: opt : v(72)-f(113) | | 2680: cb : v(72)-f(113) | | 2680: prog: v(72)-f(113) | | 2680: strp: v(72)-f(113) | | 2681: opt : v(56)-f(87) | | 2681: cb : v(56)-f(87) | | 2681: prog: v(56)-f(87) | | 2681: strp: v(56)-f(87) | | 2682: opt : v(60)-f(90) | | 2682: cb : v(60)-f(90) | | 2682: prog: v(60)-f(90) | | 2682: strp: v(60)-f(90) | | 2683: opt : v(64)-f(97) | | 2683: cb : v(64)-f(97) | | 2683: prog: v(64)-f(97) | | 2683: strp: v(64)-f(97) | | 2684: opt : v(63)-f(98) | | 2684: cb : v(63)-f(98) | | 2684: prog: v(63)-f(98) | | 2684: strp: v(63)-f(98) | | 2685: opt : v(84)-f(141) | | 2685: cb : v(84)-f(141) | | 2685: prog: v(84)-f(141) | | 2685: strp: v(84)-f(141) | | 2686: opt : v(94)-f(136) | | 2686: cb : v(94)-f(136) | | 2686: prog: v(94)-f(136) | | 2686: strp: v(94)-f(136) | | 2687: opt : v(68)-f(103) | | 2687: cb : v(68)-f(103) | | 2687: prog: v(68)-f(103) | | 2687: strp: v(68)-f(103) | | 2688: opt : v(69)-f(100) | | 2688: cb : v(69)-f(100) | | 2688: prog: v(69)-f(100) | | 2688: strp: v(69)-f(100) | | 2689: opt : v(68)-f(103) | | 2689: cb : v(68)-f(103) | | 2689: prog: v(68)-f(103) | | 2689: strp: v(68)-f(103) | | 2690: opt : v(82)-f(120) | | 2690: cb : v(82)-f(120) | | 2690: prog: v(82)-f(120) | | 2690: strp: v(82)-f(120) | | 2691: opt : v(70)-f(107) | | 2691: cb : v(70)-f(107) | | 2691: prog: v(70)-f(107) | | 2691: strp: v(70)-f(107) | | 2692: opt : v(62)-f(92) | | 2692: cb : v(62)-f(92) | | 2692: prog: v(62)-f(92) | | 2692: strp: v(62)-f(92) | | 2693: opt : v(64)-f(96) | | 2693: cb : v(64)-f(96) | | 2693: prog: v(64)-f(96) | | 2693: strp: v(64)-f(96) | | 2694: opt : v(54)-f(83) | | 2694: cb : v(54)-f(83) | | 2694: prog: v(54)-f(83) | | 2694: strp: v(54)-f(83) | | 2695: opt : v(59)-f(85) | | 2695: cb : v(59)-f(85) | | 2695: prog: v(59)-f(85) | | 2695: strp: v(59)-f(85) | | 2696: opt : v(87)-f(132) | | 2696: cb : v(87)-f(132) | | 2696: prog: v(87)-f(132) | | 2696: strp: v(87)-f(132) | | 2697: opt : v(54)-f(77) | | 2697: cb : v(54)-f(77) | | 2697: prog: v(54)-f(77) | | 2697: strp: v(54)-f(77) | | 2698: opt : v(71)-f(105) | | 2698: cb : v(71)-f(105) | | 2698: prog: v(71)-f(105) | | 2698: strp: v(71)-f(105) | | 2699: opt : v(94)-f(147) | | 2699: cb : v(94)-f(147) | | 2699: prog: v(94)-f(147) | | 2699: strp: v(94)-f(147) | | 2700: opt : v(87)-f(133) | | 2700: cb : v(87)-f(133) | | 2700: prog: v(87)-f(133) | | 2700: strp: v(87)-f(133) | | 2701: opt : v(81)-f(133) | | 2701: cb : v(81)-f(133) | | 2701: prog: v(81)-f(133) | | 2701: strp: v(81)-f(133) | | 2702: opt : v(68)-f(104) | | 2702: cb : v(68)-f(104) | | 2702: prog: v(68)-f(104) | | 2702: strp: v(68)-f(104) | | 2703: opt : v(67)-f(99) | | 2703: cb : v(67)-f(99) | | 2703: prog: v(67)-f(99) | | 2703: strp: v(67)-f(99) | | 2704: opt : v(56)-f(82) | | 2704: cb : v(56)-f(82) | | 2704: prog: v(56)-f(82) | | 2704: strp: v(56)-f(82) | | 2705: opt : v(68)-f(101) | | 2705: cb : v(68)-f(101) | | 2705: prog: v(68)-f(101) | | 2705: strp: v(68)-f(101) | | 2706: opt : v(57)-f(86) | | 2706: cb : v(57)-f(86) | | 2706: prog: v(57)-f(86) | | 2706: strp: v(57)-f(86) | | 2707: opt : v(60)-f(92) | | 2707: cb : v(60)-f(92) | | 2707: prog: v(60)-f(92) | | 2707: strp: v(60)-f(92) | | 2708: opt : v(64)-f(92) | | 2708: cb : v(64)-f(92) | | 2708: prog: v(64)-f(92) | | 2708: strp: v(64)-f(92) | | 2709: opt : v(67)-f(98) | | 2709: cb : v(67)-f(98) | | 2709: prog: v(67)-f(98) | | 2709: strp: v(67)-f(98) | | 2710: opt : v(67)-f(93) | | 2710: cb : v(67)-f(93) | | 2710: prog: v(67)-f(93) | | 2710: strp: v(67)-f(93) | | 2711: opt : v(62)-f(88) | | 2711: cb : v(62)-f(88) | | 2711: prog: v(62)-f(88) | | 2711: strp: v(62)-f(88) | | 2712: opt : v(75)-f(111) | | 2712: cb : v(75)-f(111) | | 2712: prog: v(75)-f(111) | | 2712: strp: v(75)-f(111) | | 2713: opt : v(87)-f(125) | | 2713: cb : v(87)-f(125) | | 2713: prog: v(87)-f(125) | | 2713: strp: v(87)-f(125) | | 2714: opt : v(74)-f(113) | | 2714: cb : v(74)-f(113) | | 2714: prog: v(74)-f(113) | | 2714: strp: v(74)-f(113) | | 2715: opt : v(88)-f(128) | | 2715: cb : v(88)-f(128) | | 2715: prog: v(88)-f(128) | | 2715: strp: v(88)-f(128) | | 2716: opt : v(77)-f(119) | | 2716: cb : v(77)-f(119) | | 2716: prog: v(77)-f(119) | | 2716: strp: v(77)-f(119) | | 2717: opt : v(69)-f(104) | | 2717: cb : v(69)-f(104) | | 2717: prog: v(69)-f(104) | | 2717: strp: v(69)-f(104) | | 2718: opt : v(86)-f(136) | | 2718: cb : v(86)-f(136) | | 2718: prog: v(86)-f(136) | | 2718: strp: v(86)-f(136) | | 2719: opt : v(57)-f(83) | | 2719: cb : v(57)-f(83) | | 2719: prog: v(57)-f(83) | | 2719: strp: v(57)-f(83) | | 2720: opt : v(88)-f(135) | | 2720: cb : v(88)-f(135) | | 2720: prog: v(88)-f(135) | | 2720: strp: v(88)-f(135) | | 2721: opt : v(95)-f(156) | | 2721: cb : v(95)-f(156) | | 2721: prog: v(95)-f(156) | | 2721: strp: v(95)-f(156) | | 2722: opt : v(113)-f(183) | | 2722: cb : v(113)-f(183) | | 2722: prog: v(113)-f(183) | | 2722: strp: v(113)-f(183) | | 2723: opt : v(117)-f(176) | | 2723: cb : v(117)-f(176) | | 2723: prog: v(117)-f(176) | | 2723: strp: v(117)-f(176) | | 2724: opt : v(103)-f(162) | | 2724: cb : v(103)-f(162) | | 2724: prog: v(103)-f(162) | | 2724: strp: v(103)-f(162) | | 2725: opt : v(85)-f(132) | | 2725: cb : v(85)-f(132) | | 2725: prog: v(85)-f(132) | | 2725: strp: v(85)-f(132) | | 2726: opt : v(73)-f(112) | | 2726: cb : v(73)-f(112) | | 2726: prog: v(73)-f(112) | | 2726: strp: v(73)-f(112) | | 2727: opt : v(78)-f(115) | | 2727: cb : v(78)-f(115) | | 2727: prog: v(78)-f(115) | | 2727: strp: v(78)-f(115) | | 2728: opt : v(64)-f(91) | | 2728: cb : v(64)-f(91) | | 2728: prog: v(64)-f(91) | | 2728: strp: v(64)-f(91) | | 2729: opt : v(69)-f(95) | | 2729: cb : v(69)-f(95) | | 2729: prog: v(69)-f(95) | | 2729: strp: v(69)-f(95) | | 2730: opt : v(67)-f(97) | | 2730: cb : v(67)-f(97) | | 2730: prog: v(67)-f(97) | | 2730: strp: v(67)-f(97) | | 2731: opt : v(70)-f(103) | | 2731: cb : v(70)-f(103) | | 2731: prog: v(70)-f(103) | | 2731: strp: v(70)-f(103) | | 2732: opt : v(59)-f(88) | | 2732: cb : v(59)-f(88) | | 2732: prog: v(59)-f(88) | | 2732: strp: v(59)-f(88) | | 2733: opt : v(58)-f(85) | | 2733: cb : v(58)-f(85) | | 2733: prog: v(58)-f(85) | | 2733: strp: v(58)-f(85) | | 2734: opt : v(55)-f(80) | | 2734: cb : v(55)-f(80) | | 2734: prog: v(55)-f(80) | | 2734: strp: v(55)-f(80) | | 2735: opt : v(63)-f(96) | | 2735: cb : v(63)-f(96) | | 2735: prog: v(63)-f(96) | | 2735: strp: v(63)-f(96) | | 2736: opt : v(83)-f(125) | | 2736: cb : v(83)-f(125) | | 2736: prog: v(83)-f(125) | | 2736: strp: v(83)-f(125) | | 2737: opt : v(72)-f(107) | | 2737: cb : v(72)-f(107) | | 2737: prog: v(72)-f(107) | | 2737: strp: v(72)-f(107) | | 2738: opt : v(68)-f(102) | | 2738: cb : v(68)-f(102) | | 2738: prog: v(68)-f(102) | | 2738: strp: v(68)-f(102) | | 2739: opt : v(69)-f(103) | | 2739: cb : v(69)-f(103) | | 2739: prog: v(69)-f(103) | | 2739: strp: v(69)-f(103) | | 2740: opt : v(84)-f(127) | | 2740: cb : v(84)-f(127) | | 2740: prog: v(84)-f(127) | | 2740: strp: v(84)-f(127) | | 2741: opt : v(64)-f(92) | | 2741: cb : v(64)-f(92) | | 2741: prog: v(64)-f(92) | | 2741: strp: v(64)-f(92) | | 2742: opt : v(114)-f(176) | | 2742: cb : v(114)-f(176) | | 2742: prog: v(114)-f(176) | | 2742: strp: v(114)-f(176) | | 2743: opt : v(106)-f(160) | | 2743: cb : v(106)-f(160) | | 2743: prog: v(106)-f(160) | | 2743: strp: v(106)-f(160) | | 2744: opt : v(89)-f(136) | | 2744: cb : v(89)-f(136) | | 2744: prog: v(89)-f(136) | | 2744: strp: v(89)-f(136) | | 2745: opt : v(72)-f(108) | | 2745: cb : v(72)-f(108) | | 2745: prog: v(72)-f(108) | | 2745: strp: v(72)-f(108) | | 2746: opt : v(86)-f(129) | | 2746: cb : v(86)-f(129) | | 2746: prog: v(86)-f(129) | | 2746: strp: v(86)-f(129) | | 2747: opt : v(113)-f(178) | | 2747: cb : v(113)-f(178) | | 2747: prog: v(113)-f(178) | | 2747: strp: v(113)-f(178) | | 2748: opt : v(90)-f(143) | | 2748: cb : v(90)-f(143) | | 2748: prog: v(90)-f(143) | | 2748: strp: v(90)-f(143) | | 2749: opt : v(97)-f(158) | | 2749: cb : v(97)-f(158) | | 2749: prog: v(97)-f(158) | | 2749: strp: v(97)-f(158) | | 2750: opt : v(71)-f(110) | | 2750: cb : v(71)-f(110) | | 2750: prog: v(71)-f(110) | | 2750: strp: v(71)-f(110) | | 2751: opt : v(80)-f(124) | | 2751: cb : v(80)-f(124) | | 2751: prog: v(80)-f(124) | | 2751: strp: v(80)-f(124) | | 2752: opt : v(70)-f(104) | | 2752: cb : v(70)-f(104) | | 2752: prog: v(70)-f(104) | | 2752: strp: v(70)-f(104) | | 2753: opt : v(56)-f(81) | | 2753: cb : v(56)-f(81) | | 2753: prog: v(56)-f(81) | | 2753: strp: v(56)-f(81) | | 2754: opt : v(63)-f(95) | | 2754: cb : v(63)-f(95) | | 2754: prog: v(63)-f(95) | | 2754: strp: v(63)-f(95) | | 2755: opt : v(53)-f(72) | | 2755: cb : v(53)-f(72) | | 2755: prog: v(53)-f(72) | | 2755: strp: v(53)-f(72) | | 2756: opt : v(58)-f(83) | | 2756: cb : v(58)-f(83) | | 2756: prog: v(58)-f(83) | | 2756: strp: v(58)-f(83) | | 2757: opt : v(78)-f(128) | | 2757: cb : v(78)-f(128) | | 2757: prog: v(78)-f(128) | | 2757: strp: v(78)-f(128) | | 2758: opt : v(72)-f(115) | | 2758: cb : v(72)-f(115) | | 2758: prog: v(72)-f(115) | | 2758: strp: v(72)-f(115) | | 2759: opt : v(49)-f(71) | | 2759: cb : v(49)-f(71) | | 2759: prog: v(49)-f(71) | | 2759: strp: v(49)-f(71) | | 2760: opt : v(82)-f(127) | | 2760: cb : v(82)-f(127) | | 2760: prog: v(82)-f(127) | | 2760: strp: v(82)-f(127) | | 2761: opt : v(58)-f(86) | | 2761: cb : v(58)-f(86) | | 2761: prog: v(58)-f(86) | | 2761: strp: v(58)-f(86) | | 2762: opt : v(58)-f(87) | | 2762: cb : v(58)-f(87) | | 2762: prog: v(58)-f(87) | | 2762: strp: v(58)-f(87) | | 2763: opt : v(64)-f(95) | | 2763: cb : v(64)-f(95) | | 2763: prog: v(64)-f(95) | | 2763: strp: v(64)-f(95) | | 2764: opt : v(64)-f(93) | | 2764: cb : v(64)-f(93) | | 2764: prog: v(64)-f(93) | | 2764: strp: v(64)-f(93) | | 2765: opt : v(59)-f(85) | | 2765: cb : v(59)-f(85) | | 2765: prog: v(59)-f(85) | | 2765: strp: v(59)-f(85) | | 2766: opt : v(70)-f(103) | | 2766: cb : v(70)-f(103) | | 2766: prog: v(70)-f(103) | | 2766: strp: v(70)-f(103) | | 2767: opt : v(76)-f(114) | | 2767: cb : v(76)-f(114) | | 2767: prog: v(76)-f(114) | | 2767: strp: v(76)-f(114) | | 2768: opt : v(79)-f(124) | | 2768: cb : v(79)-f(124) | | 2768: prog: v(79)-f(124) | | 2768: strp: v(79)-f(124) | | 2769: opt : v(70)-f(105) | | 2769: cb : v(70)-f(105) | | 2769: prog: v(70)-f(105) | | 2769: strp: v(70)-f(105) | | 2770: opt : v(70)-f(103) | | 2770: cb : v(70)-f(103) | | 2770: prog: v(70)-f(103) | | 2770: strp: v(70)-f(103) | | 2771: opt : v(70)-f(103) | | 2771: cb : v(70)-f(103) | | 2771: prog: v(70)-f(103) | | 2771: strp: v(70)-f(103) | | 2772: opt : v(78)-f(123) | | 2772: cb : v(78)-f(123) | | 2772: prog: v(78)-f(123) | | 2772: strp: v(78)-f(123) | | 2773: opt : v(75)-f(112) | | 2773: cb : v(75)-f(112) | | 2773: prog: v(75)-f(112) | | 2773: strp: v(75)-f(112) | | 2774: opt : v(88)-f(137) | | 2774: cb : v(88)-f(137) | | 2774: prog: v(88)-f(137) | | 2774: strp: v(88)-f(137) | | 2775: opt : v(74)-f(113) | | 2775: cb : v(74)-f(113) | | 2775: prog: v(74)-f(113) | | 2775: strp: v(74)-f(113) | | 2776: opt : v(72)-f(110) | | 2776: cb : v(72)-f(110) | | 2776: prog: v(72)-f(110) | | 2776: strp: v(72)-f(110) | | 2777: opt : v(84)-f(130) | | 2777: cb : v(84)-f(130) | | 2777: prog: v(84)-f(130) | | 2777: strp: v(84)-f(130) | | 2778: opt : v(75)-f(110) | | 2778: cb : v(75)-f(110) | | 2778: prog: v(75)-f(110) | | 2778: strp: v(75)-f(110) | | 2779: opt : v(76)-f(112) | | 2779: cb : v(76)-f(112) | | 2779: prog: v(76)-f(112) | | 2779: strp: v(76)-f(112) | | 2780: opt : v(61)-f(87) | | 2780: cb : v(61)-f(87) | | 2780: prog: v(61)-f(87) | | 2780: strp: v(61)-f(87) | | 2781: opt : v(64)-f(91) | | 2781: cb : v(64)-f(91) | | 2781: prog: v(64)-f(91) | | 2781: strp: v(64)-f(91) | | 2782: opt : v(79)-f(119) | | 2782: cb : v(79)-f(119) | | 2782: prog: v(79)-f(119) | | 2782: strp: v(79)-f(119) | | 2783: opt : v(82)-f(127) | | 2783: cb : v(82)-f(127) | | 2783: prog: v(82)-f(127) | | 2783: strp: v(82)-f(127) | | 2784: opt : v(59)-f(83) | | 2784: cb : v(59)-f(83) | | 2784: prog: v(59)-f(83) | | 2784: strp: v(59)-f(83) | | 2785: opt : v(65)-f(98) | | 2785: cb : v(65)-f(98) | | 2785: prog: v(65)-f(98) | | 2785: strp: v(65)-f(98) | | 2786: opt : v(76)-f(112) | | 2786: cb : v(76)-f(112) | | 2786: prog: v(76)-f(112) | | 2786: strp: v(76)-f(112) | | 2787: opt : v(77)-f(114) | | 2787: cb : v(77)-f(114) | | 2787: prog: v(77)-f(114) | | 2787: strp: v(77)-f(114) | | 2788: opt : v(80)-f(112) | | 2788: cb : v(80)-f(112) | | 2788: prog: v(80)-f(112) | | 2788: strp: v(80)-f(112) | | 2789: opt : v(118)-f(196) | | 2789: cb : v(118)-f(196) | | 2789: prog: v(118)-f(196) | | 2789: strp: v(118)-f(196) | | 2790: opt : v(69)-f(92) | | 2790: cb : v(69)-f(92) | | 2790: prog: v(69)-f(92) | | 2790: strp: v(69)-f(92) | | 2791: opt : v(61)-f(91) | | 2791: cb : v(61)-f(91) | | 2791: prog: v(61)-f(91) | | 2791: strp: v(61)-f(91) | | 2792: opt : v(82)-f(119) | | 2792: cb : v(82)-f(119) | | 2792: prog: v(82)-f(119) | | 2792: strp: v(82)-f(119) | | 2793: opt : v(71)-f(104) | | 2793: cb : v(71)-f(104) | | 2793: prog: v(71)-f(104) | | 2793: strp: v(71)-f(104) | | 2794: opt : v(66)-f(96) | | 2794: cb : v(66)-f(96) | | 2794: prog: v(66)-f(96) | | 2794: strp: v(66)-f(96) | | 2795: opt : v(95)-f(142) | | 2795: cb : v(95)-f(142) | | 2795: prog: v(95)-f(142) | | 2795: strp: v(95)-f(142) | | 2796: opt : v(76)-f(105) | | 2796: cb : v(76)-f(105) | | 2796: prog: v(76)-f(105) | | 2796: strp: v(76)-f(105) | | 2797: opt : v(70)-f(106) | | 2797: cb : v(70)-f(106) | | 2797: prog: v(70)-f(106) | | 2797: strp: v(70)-f(106) | | 2798: opt : v(76)-f(119) | | 2798: cb : v(76)-f(119) | | 2798: prog: v(76)-f(119) | | 2798: strp: v(76)-f(119) | | 2799: opt : v(64)-f(100) | | 2799: cb : v(64)-f(100) | | 2799: prog: v(64)-f(100) | | 2799: strp: v(64)-f(100) | | 2800: opt : v(66)-f(97) | | 2800: cb : v(66)-f(97) | | 2800: prog: v(66)-f(97) | | 2800: strp: v(66)-f(97) | | 2801: opt : v(65)-f(100) | | 2801: cb : v(65)-f(100) | | 2801: prog: v(65)-f(100) | | 2801: strp: v(65)-f(100) | | 2802: opt : v(58)-f(84) | | 2802: cb : v(58)-f(84) | | 2802: prog: v(58)-f(84) | | 2802: strp: v(58)-f(84) | | 2803: opt : v(71)-f(107) | | 2803: cb : v(71)-f(107) | | 2803: prog: v(71)-f(107) | | 2803: strp: v(71)-f(107) | | 2804: opt : v(67)-f(97) | | 2804: cb : v(67)-f(97) | | 2804: prog: v(67)-f(97) | | 2804: strp: v(67)-f(97) | | 2805: opt : v(68)-f(101) | | 2805: cb : v(68)-f(101) | | 2805: prog: v(68)-f(101) | | 2805: strp: v(68)-f(101) | | 2806: opt : v(67)-f(102) | | 2806: cb : v(67)-f(102) | | 2806: prog: v(67)-f(102) | | 2806: strp: v(67)-f(102) | | 2807: opt : v(71)-f(105) | | 2807: cb : v(71)-f(105) | | 2807: prog: v(71)-f(105) | | 2807: strp: v(71)-f(105) | | 2808: opt : v(60)-f(86) | | 2808: cb : v(60)-f(86) | | 2808: prog: v(60)-f(86) | | 2808: strp: v(60)-f(86) | | 2809: opt : v(65)-f(93) | | 2809: cb : v(65)-f(93) | | 2809: prog: v(65)-f(93) | | 2809: strp: v(65)-f(93) | | 2810: opt : v(130)-f(187) | | 2810: cb : v(130)-f(187) | | 2810: prog: v(130)-f(187) | | 2810: strp: v(130)-f(187) | | 2811: opt : v(59)-f(84) | | 2811: cb : v(59)-f(84) | | 2811: prog: v(59)-f(84) | | 2811: strp: v(59)-f(84) | | 2812: opt : v(60)-f(87) | | 2812: cb : v(60)-f(87) | | 2812: prog: v(60)-f(87) | | 2812: strp: v(60)-f(87) | | 2813: opt : v(97)-f(151) | | 2813: cb : v(97)-f(151) | | 2813: prog: v(97)-f(151) | | 2813: strp: v(97)-f(151) | | 2814: opt : v(62)-f(92) | | 2814: cb : v(62)-f(92) | | 2814: prog: v(62)-f(92) | | 2814: strp: v(62)-f(92) | | 2815: opt : v(94)-f(141) | | 2815: cb : v(94)-f(141) | | 2815: prog: v(94)-f(141) | | 2815: strp: v(94)-f(141) | | 2816: opt : v(73)-f(110) | | 2816: cb : v(73)-f(110) | | 2816: prog: v(73)-f(110) | | 2816: strp: v(73)-f(110) | | 2817: opt : v(88)-f(124) | | 2817: cb : v(88)-f(124) | | 2817: prog: v(88)-f(124) | | 2817: strp: v(88)-f(124) | | 2818: opt : v(57)-f(85) | | 2818: cb : v(57)-f(85) | | 2818: prog: v(57)-f(85) | | 2818: strp: v(57)-f(85) | | 2819: opt : v(63)-f(87) | | 2819: cb : v(63)-f(87) | | 2819: prog: v(63)-f(87) | | 2819: strp: v(63)-f(87) | | 2820: opt : v(61)-f(85) | | 2820: cb : v(61)-f(85) | | 2820: prog: v(61)-f(85) | | 2820: strp: v(61)-f(85) | | 2821: opt : v(75)-f(119) | | 2821: cb : v(75)-f(119) | | 2821: prog: v(75)-f(119) | | 2821: strp: v(75)-f(119) | | 2822: opt : v(71)-f(111) | | 2822: cb : v(71)-f(111) | | 2822: prog: v(71)-f(111) | | 2822: strp: v(71)-f(111) | | 2823: opt : v(130)-f(199) | | 2823: cb : v(130)-f(199) | | 2823: prog: v(130)-f(199) | | 2823: strp: v(130)-f(199) | | 2824: opt : v(63)-f(97) | | 2824: cb : v(63)-f(97) | | 2824: prog: v(63)-f(97) | | 2824: strp: v(63)-f(97) | | 2825: opt : v(68)-f(107) | | 2825: cb : v(68)-f(107) | | 2825: prog: v(68)-f(107) | | 2825: strp: v(68)-f(107) | | 2826: opt : v(65)-f(92) | | 2826: cb : v(65)-f(92) | | 2826: prog: v(65)-f(92) | | 2826: strp: v(65)-f(92) | | 2827: opt : v(62)-f(93) | | 2827: cb : v(62)-f(93) | | 2827: prog: v(62)-f(93) | | 2827: strp: v(62)-f(93) | | 2828: opt : v(53)-f(74) | | 2828: cb : v(53)-f(74) | | 2828: prog: v(53)-f(74) | | 2828: strp: v(53)-f(74) | | 2829: opt : v(61)-f(91) | | 2829: cb : v(61)-f(91) | | 2829: prog: v(61)-f(91) | | 2829: strp: v(61)-f(91) | | 2830: opt : v(66)-f(101) | | 2830: cb : v(66)-f(101) | | 2830: prog: v(66)-f(101) | | 2830: strp: v(66)-f(101) | | 2831: opt : v(54)-f(76) | | 2831: cb : v(54)-f(76) | | 2831: prog: v(54)-f(76) | | 2831: strp: v(54)-f(76) | | 2832: opt : v(66)-f(102) | | 2832: cb : v(66)-f(102) | | 2832: prog: v(66)-f(102) | | 2832: strp: v(66)-f(102) | | 2833: opt : v(54)-f(77) | | 2833: cb : v(54)-f(77) | | 2833: prog: v(54)-f(77) | | 2833: strp: v(54)-f(77) | | 2834: opt : v(50)-f(77) | | 2834: cb : v(50)-f(77) | | 2834: prog: v(50)-f(77) | | 2834: strp: v(50)-f(77) | | 2835: opt : v(59)-f(92) | | 2835: cb : v(59)-f(92) | | 2835: prog: v(59)-f(92) | | 2835: strp: v(59)-f(92) | | 2836: opt : v(58)-f(86) | | 2836: cb : v(58)-f(86) | | 2836: prog: v(58)-f(86) | | 2836: strp: v(58)-f(86) | | 2837: opt : v(56)-f(85) | | 2837: cb : v(56)-f(85) | | 2837: prog: v(56)-f(85) | | 2837: strp: v(56)-f(85) | | 2838: opt : v(64)-f(92) | | 2838: cb : v(64)-f(92) | | 2838: prog: v(64)-f(92) | | 2838: strp: v(64)-f(92) | | 2839: opt : v(83)-f(131) | | 2839: cb : v(83)-f(131) | | 2839: prog: v(83)-f(131) | | 2839: strp: v(83)-f(131) | | 2840: opt : v(69)-f(108) | | 2840: cb : v(69)-f(108) | | 2840: prog: v(69)-f(108) | | 2840: strp: v(69)-f(108) | | 2841: opt : v(61)-f(88) | | 2841: cb : v(61)-f(88) | | 2841: prog: v(61)-f(88) | | 2841: strp: v(61)-f(88) | | 2842: opt : v(73)-f(109) | | 2842: cb : v(73)-f(109) | | 2842: prog: v(73)-f(109) | | 2842: strp: v(73)-f(109) | | 2843: opt : v(60)-f(86) | | 2843: cb : v(60)-f(86) | | 2843: prog: v(60)-f(86) | | 2843: strp: v(60)-f(86) | | 2844: opt : v(68)-f(94) | | 2844: cb : v(68)-f(94) | | 2844: prog: v(68)-f(94) | | 2844: strp: v(68)-f(94) | | 2845: opt : v(63)-f(92) | | 2845: cb : v(63)-f(92) | | 2845: prog: v(63)-f(92) | | 2845: strp: v(63)-f(92) | | 2846: opt : v(122)-f(199) | | 2846: cb : v(122)-f(199) | | 2846: prog: v(122)-f(199) | | 2846: strp: v(122)-f(199) | | 2847: opt : v(78)-f(115) | | 2847: cb : v(78)-f(115) | | 2847: prog: v(78)-f(115) | | 2847: strp: v(78)-f(115) | | 2848: opt : v(78)-f(122) | | 2848: cb : v(78)-f(122) | | 2848: prog: v(78)-f(122) | | 2848: strp: v(78)-f(122) | | 2849: opt : v(68)-f(100) | | 2849: cb : v(68)-f(100) | | 2849: prog: v(68)-f(100) | | 2849: strp: v(68)-f(100) | | 2850: opt : v(80)-f(127) | | 2850: cb : v(80)-f(127) | | 2850: prog: v(80)-f(127) | | 2850: strp: v(80)-f(127) | | 2851: opt : v(47)-f(67) | | 2851: cb : v(47)-f(67) | | 2851: prog: v(47)-f(67) | | 2851: strp: v(47)-f(67) | | 2852: opt : v(72)-f(108) | | 2852: cb : v(72)-f(108) | | 2852: prog: v(72)-f(108) | | 2852: strp: v(72)-f(108) | | 2853: opt : v(88)-f(134) | | 2853: cb : v(88)-f(134) | | 2853: prog: v(88)-f(134) | | 2853: strp: v(88)-f(134) | | 2854: opt : v(74)-f(108) | | 2854: cb : v(74)-f(108) | | 2854: prog: v(74)-f(108) | | 2854: strp: v(74)-f(108) | | 2855: opt : v(84)-f(127) | | 2855: cb : v(84)-f(127) | | 2855: prog: v(84)-f(127) | | 2855: strp: v(84)-f(127) | | 2856: opt : v(92)-f(147) | | 2856: cb : v(92)-f(147) | | 2856: prog: v(92)-f(147) | | 2856: strp: v(92)-f(147) | | 2857: opt : v(151)-f(246) | | 2857: cb : v(151)-f(246) | | 2857: prog: v(151)-f(246) | | 2857: strp: v(151)-f(246) | | 2858: opt : v(92)-f(142) | | 2858: cb : v(92)-f(142) | | 2858: prog: v(92)-f(142) | | 2858: strp: v(92)-f(142) | | 2859: opt : v(61)-f(94) | | 2859: cb : v(61)-f(94) | | 2859: prog: v(61)-f(94) | | 2859: strp: v(61)-f(94) | | 2860: opt : v(59)-f(86) | | 2860: cb : v(59)-f(86) | | 2860: prog: v(59)-f(86) | | 2860: strp: v(59)-f(86) | | 2861: opt : v(74)-f(115) | | 2861: cb : v(74)-f(115) | | 2861: prog: v(74)-f(115) | | 2861: strp: v(74)-f(115) | | 2862: opt : v(92)-f(140) | | 2862: cb : v(92)-f(140) | | 2862: prog: v(92)-f(140) | | 2862: strp: v(92)-f(140) | | 2863: opt : v(70)-f(100) | | 2863: cb : v(70)-f(100) | | 2863: prog: v(70)-f(100) | | 2863: strp: v(70)-f(100) | | 2864: opt : v(55)-f(78) | | 2864: cb : v(55)-f(78) | | 2864: prog: v(55)-f(78) | | 2864: strp: v(55)-f(78) | | 2865: opt : v(65)-f(91) | | 2865: cb : v(65)-f(91) | | 2865: prog: v(65)-f(91) | | 2865: strp: v(65)-f(91) | | 2866: opt : v(73)-f(107) | | 2866: cb : v(73)-f(107) | | 2866: prog: v(73)-f(107) | | 2866: strp: v(73)-f(107) | | 2867: opt : v(87)-f(136) | | 2867: cb : v(87)-f(136) | | 2867: prog: v(87)-f(136) | | 2867: strp: v(87)-f(136) | | 2868: opt : v(70)-f(102) | | 2868: cb : v(70)-f(102) | | 2868: prog: v(70)-f(102) | | 2868: strp: v(70)-f(102) | | 2869: opt : v(79)-f(117) | | 2869: cb : v(79)-f(117) | | 2869: prog: v(79)-f(117) | | 2869: strp: v(79)-f(117) | | 2870: opt : v(112)-f(181) | | 2870: cb : v(112)-f(181) | | 2870: prog: v(112)-f(181) | | 2870: strp: v(112)-f(181) | | 2871: opt : v(112)-f(185) | | 2871: cb : v(112)-f(185) | | 2871: prog: v(112)-f(185) | | 2871: strp: v(112)-f(185) | | 2872: opt : v(91)-f(139) | | 2872: cb : v(91)-f(139) | | 2872: prog: v(91)-f(139) | | 2872: strp: v(91)-f(139) | | 2873: opt : v(77)-f(120) | | 2873: cb : v(77)-f(120) | | 2873: prog: v(77)-f(120) | | 2873: strp: v(77)-f(120) | | 2874: opt : v(69)-f(99) | | 2874: cb : v(69)-f(99) | | 2874: prog: v(69)-f(99) | | 2874: strp: v(69)-f(99) | | 2875: opt : v(91)-f(140) | | 2875: cb : v(91)-f(140) | | 2875: prog: v(91)-f(140) | | 2875: strp: v(91)-f(140) | | 2876: opt : v(74)-f(112) | | 2876: cb : v(74)-f(112) | | 2876: prog: v(74)-f(112) | | 2876: strp: v(74)-f(112) | | 2877: opt : v(55)-f(82) | | 2877: cb : v(55)-f(82) | | 2877: prog: v(55)-f(82) | | 2877: strp: v(55)-f(82) | | 2878: opt : v(97)-f(145) | | 2878: cb : v(97)-f(145) | | 2878: prog: v(97)-f(145) | | 2878: strp: v(97)-f(145) | | 2879: opt : v(59)-f(90) | | 2879: cb : v(59)-f(90) | | 2879: prog: v(59)-f(90) | | 2879: strp: v(59)-f(90) | | 2880: opt : v(70)-f(108) | | 2880: cb : v(70)-f(108) | | 2880: prog: v(70)-f(108) | | 2880: strp: v(70)-f(108) | | 2881: opt : v(63)-f(85) | | 2881: cb : v(63)-f(85) | | 2881: prog: v(63)-f(85) | | 2881: strp: v(63)-f(85) | | 2882: opt : v(77)-f(110) | | 2882: cb : v(77)-f(110) | | 2882: prog: v(77)-f(110) | | 2882: strp: v(77)-f(110) | | 2883: opt : v(65)-f(96) | | 2883: cb : v(65)-f(96) | | 2883: prog: v(65)-f(96) | | 2883: strp: v(65)-f(96) | | 2884: opt : v(73)-f(101) | | 2884: cb : v(73)-f(101) | | 2884: prog: v(73)-f(101) | | 2884: strp: v(73)-f(101) | | 2885: opt : v(65)-f(98) | | 2885: cb : v(65)-f(98) | | 2885: prog: v(65)-f(98) | | 2885: strp: v(65)-f(98) | | 2886: opt : v(59)-f(84) | | 2886: cb : v(59)-f(84) | | 2886: prog: v(59)-f(84) | | 2886: strp: v(59)-f(84) | | 2887: opt : v(55)-f(81) | | 2887: cb : v(55)-f(81) | | 2887: prog: v(55)-f(81) | | 2887: strp: v(55)-f(81) | | 2888: opt : v(66)-f(100) | | 2888: cb : v(66)-f(100) | | 2888: prog: v(66)-f(100) | | 2888: strp: v(66)-f(100) | | 2889: opt : v(63)-f(90) | | 2889: cb : v(63)-f(90) | | 2889: prog: v(63)-f(90) | | 2889: strp: v(63)-f(90) | | 2890: opt : v(62)-f(94) | | 2890: cb : v(62)-f(94) | | 2890: prog: v(62)-f(94) | | 2890: strp: v(62)-f(94) | | 2891: opt : v(65)-f(99) | | 2891: cb : v(65)-f(99) | | 2891: prog: v(65)-f(99) | | 2891: strp: v(65)-f(99) | | 2892: opt : v(66)-f(101) | | 2892: cb : v(66)-f(101) | | 2892: prog: v(66)-f(101) | | 2892: strp: v(66)-f(101) | | 2893: opt : v(62)-f(91) | | 2893: cb : v(62)-f(91) | | 2893: prog: v(62)-f(91) | | 2893: strp: v(62)-f(91) | | 2894: opt : v(65)-f(94) | | 2894: cb : v(65)-f(94) | | 2894: prog: v(65)-f(94) | | 2894: strp: v(65)-f(94) | | 2895: opt : v(74)-f(119) | | 2895: cb : v(74)-f(119) | | 2895: prog: v(74)-f(119) | | 2895: strp: v(74)-f(119) | | 2896: opt : v(63)-f(93) | | 2896: cb : v(63)-f(93) | | 2896: prog: v(63)-f(93) | | 2896: strp: v(63)-f(93) | | 2897: opt : v(81)-f(127) | | 2897: cb : v(81)-f(127) | | 2897: prog: v(81)-f(127) | | 2897: strp: v(81)-f(127) | | 2898: opt : v(71)-f(110) | | 2898: cb : v(71)-f(110) | | 2898: prog: v(71)-f(110) | | 2898: strp: v(71)-f(110) | | 2899: opt : v(59)-f(87) | | 2899: cb : v(59)-f(87) | | 2899: prog: v(59)-f(87) | | 2899: strp: v(59)-f(87) | | 2900: opt : v(58)-f(88) | | 2900: cb : v(58)-f(88) | | 2900: prog: v(58)-f(88) | | 2900: strp: v(58)-f(88) | | 2901: opt : v(106)-f(173) | | 2901: cb : v(106)-f(173) | | 2901: prog: v(106)-f(173) | | 2901: strp: v(106)-f(173) | | 2902: opt : v(54)-f(76) | | 2902: cb : v(54)-f(76) | | 2902: prog: v(54)-f(76) | | 2902: strp: v(54)-f(76) | | 2903: opt : v(74)-f(113) | | 2903: cb : v(74)-f(113) | | 2903: prog: v(74)-f(113) | | 2903: strp: v(74)-f(113) | | 2904: opt : v(78)-f(110) | | 2904: cb : v(78)-f(110) | | 2904: prog: v(78)-f(110) | | 2904: strp: v(78)-f(110) | | 2905: opt : v(81)-f(123) | | 2905: cb : v(81)-f(123) | | 2905: prog: v(81)-f(123) | | 2905: strp: v(81)-f(123) | | 2906: opt : v(84)-f(114) | | 2906: cb : v(84)-f(114) | | 2906: prog: v(84)-f(114) | | 2906: strp: v(84)-f(114) | | 2907: opt : v(102)-f(158) | | 2907: cb : v(102)-f(158) | | 2907: prog: v(102)-f(158) | | 2907: strp: v(102)-f(158) | | 2908: opt : v(59)-f(87) | | 2908: cb : v(59)-f(87) | | 2908: prog: v(59)-f(87) | | 2908: strp: v(59)-f(87) | | 2909: opt : v(55)-f(79) | | 2909: cb : v(55)-f(79) | | 2909: prog: v(55)-f(79) | | 2909: strp: v(55)-f(79) | | 2910: opt : v(60)-f(86) | | 2910: cb : v(60)-f(86) | | 2910: prog: v(60)-f(86) | | 2910: strp: v(60)-f(86) | | 2911: opt : v(59)-f(87) | | 2911: cb : v(59)-f(87) | | 2911: prog: v(59)-f(87) | | 2911: strp: v(59)-f(87) | | 2912: opt : v(53)-f(78) | | 2912: cb : v(53)-f(78) | | 2912: prog: v(53)-f(78) | | 2912: strp: v(53)-f(78) | | 2913: opt : v(85)-f(128) | | 2913: cb : v(85)-f(128) | | 2913: prog: v(85)-f(128) | | 2913: strp: v(85)-f(128) | | 2914: opt : v(58)-f(87) | | 2914: cb : v(58)-f(87) | | 2914: prog: v(58)-f(87) | | 2914: strp: v(58)-f(87) | | 2915: opt : v(72)-f(103) | | 2915: cb : v(72)-f(103) | | 2915: prog: v(72)-f(103) | | 2915: strp: v(72)-f(103) | | 2916: opt : v(60)-f(87) | | 2916: cb : v(60)-f(87) | | 2916: prog: v(60)-f(87) | | 2916: strp: v(60)-f(87) | | 2917: opt : v(54)-f(82) | | 2917: cb : v(54)-f(82) | | 2917: prog: v(54)-f(82) | | 2917: strp: v(54)-f(82) | | 2918: opt : v(67)-f(101) | | 2918: cb : v(67)-f(101) | | 2918: prog: v(67)-f(101) | | 2918: strp: v(67)-f(101) | | 2919: opt : v(60)-f(89) | | 2919: cb : v(60)-f(89) | | 2919: prog: v(60)-f(89) | | 2919: strp: v(60)-f(89) | | 2920: opt : v(67)-f(102) | | 2920: cb : v(67)-f(102) | | 2920: prog: v(67)-f(102) | | 2920: strp: v(67)-f(102) | | 2921: opt : v(66)-f(99) | | 2921: cb : v(66)-f(99) | | 2921: prog: v(66)-f(99) | | 2921: strp: v(66)-f(99) | | 2922: opt : v(74)-f(106) | | 2922: cb : v(74)-f(106) | | 2922: prog: v(74)-f(106) | | 2922: strp: v(74)-f(106) | | 2923: opt : v(68)-f(102) | | 2923: cb : v(68)-f(102) | | 2923: prog: v(68)-f(102) | | 2923: strp: v(68)-f(102) | | 2924: opt : v(63)-f(95) | | 2924: cb : v(63)-f(95) | | 2924: prog: v(63)-f(95) | | 2924: strp: v(63)-f(95) | | 2925: opt : v(76)-f(117) | | 2925: cb : v(76)-f(117) | | 2925: prog: v(76)-f(117) | | 2925: strp: v(76)-f(117) | | 2926: opt : v(63)-f(92) | | 2926: cb : v(63)-f(92) | | 2926: prog: v(63)-f(92) | | 2926: strp: v(63)-f(92) | | 2927: opt : v(67)-f(99) | | 2927: cb : v(67)-f(99) | | 2927: prog: v(67)-f(99) | | 2927: strp: v(67)-f(99) | | 2928: opt : v(81)-f(120) | | 2928: cb : v(81)-f(120) | | 2928: prog: v(81)-f(120) | | 2928: strp: v(81)-f(120) | | 2929: opt : v(72)-f(107) | | 2929: cb : v(72)-f(107) | | 2929: prog: v(72)-f(107) | | 2929: strp: v(72)-f(107) | | 2930: opt : v(74)-f(112) | | 2930: cb : v(74)-f(112) | | 2930: prog: v(74)-f(112) | | 2930: strp: v(74)-f(112) | | 2931: opt : v(56)-f(81) | | 2931: cb : v(56)-f(81) | | 2931: prog: v(56)-f(81) | | 2931: strp: v(56)-f(81) | | 2932: opt : v(79)-f(117) | | 2932: cb : v(79)-f(117) | | 2932: prog: v(79)-f(117) | | 2932: strp: v(79)-f(117) | | 2933: opt : v(87)-f(136) | | 2933: cb : v(87)-f(136) | | 2933: prog: v(87)-f(136) | | 2933: strp: v(87)-f(136) | | 2934: opt : v(83)-f(131) | | 2934: cb : v(83)-f(131) | | 2934: prog: v(83)-f(131) | | 2934: strp: v(83)-f(131) | | 2935: opt : v(89)-f(135) | | 2935: cb : v(89)-f(135) | | 2935: prog: v(89)-f(135) | | 2935: strp: v(89)-f(135) | | 2936: opt : v(76)-f(116) | | 2936: cb : v(76)-f(116) | | 2936: prog: v(76)-f(116) | | 2936: strp: v(76)-f(116) | | 2937: opt : v(63)-f(89) | | 2937: cb : v(63)-f(89) | | 2937: prog: v(63)-f(89) | | 2937: strp: v(63)-f(89) | | 2938: opt : v(78)-f(117) | | 2938: cb : v(78)-f(117) | | 2938: prog: v(78)-f(117) | | 2938: strp: v(78)-f(117) | | 2939: opt : v(66)-f(98) | | 2939: cb : v(66)-f(98) | | 2939: prog: v(66)-f(98) | | 2939: strp: v(66)-f(98) | | 2940: opt : v(79)-f(120) | | 2940: cb : v(79)-f(120) | | 2940: prog: v(79)-f(120) | | 2940: strp: v(79)-f(120) | | 2941: opt : v(84)-f(118) | | 2941: cb : v(84)-f(118) | | 2941: prog: v(84)-f(118) | | 2941: strp: v(84)-f(118) | | 2942: opt : v(59)-f(87) | | 2942: cb : v(59)-f(87) | | 2942: prog: v(59)-f(87) | | 2942: strp: v(59)-f(87) | | 2943: opt : v(53)-f(74) | | 2943: cb : v(53)-f(74) | | 2943: prog: v(53)-f(74) | | 2943: strp: v(53)-f(74) | | 2944: opt : v(80)-f(129) | | 2944: cb : v(80)-f(129) | | 2944: prog: v(80)-f(129) | | 2944: strp: v(80)-f(129) | | 2945: opt : v(74)-f(117) | | 2945: cb : v(74)-f(117) | | 2945: prog: v(74)-f(117) | | 2945: strp: v(74)-f(117) | | 2946: opt : v(61)-f(89) | | 2946: cb : v(61)-f(89) | | 2946: prog: v(61)-f(89) | | 2946: strp: v(61)-f(89) | | 2947: opt : v(88)-f(134) | | 2947: cb : v(88)-f(134) | | 2947: prog: v(88)-f(134) | | 2947: strp: v(88)-f(134) | | 2948: opt : v(57)-f(84) | | 2948: cb : v(57)-f(84) | | 2948: prog: v(57)-f(84) | | 2948: strp: v(57)-f(84) | | 2949: opt : v(62)-f(88) | | 2949: cb : v(62)-f(88) | | 2949: prog: v(62)-f(88) | | 2949: strp: v(62)-f(88) | | 2950: opt : v(53)-f(75) | | 2950: cb : v(53)-f(75) | | 2950: prog: v(53)-f(75) | | 2950: strp: v(53)-f(75) | | 2951: opt : v(86)-f(134) | | 2951: cb : v(86)-f(134) | | 2951: prog: v(86)-f(134) | | 2951: strp: v(86)-f(134) | | 2952: opt : v(100)-f(151) | | 2952: cb : v(100)-f(151) | | 2952: prog: v(100)-f(151) | | 2952: strp: v(100)-f(151) | | 2953: opt : v(62)-f(93) | | 2953: cb : v(62)-f(93) | | 2953: prog: v(62)-f(93) | | 2953: strp: v(62)-f(93) | | 2954: opt : v(113)-f(181) | | 2954: cb : v(113)-f(181) | | 2954: prog: v(113)-f(181) | | 2954: strp: v(113)-f(181) | | 2955: opt : v(57)-f(83) | | 2955: cb : v(57)-f(83) | | 2955: prog: v(57)-f(83) | | 2955: strp: v(57)-f(83) | | 2956: opt : v(94)-f(144) | | 2956: cb : v(94)-f(144) | | 2956: prog: v(94)-f(144) | | 2956: strp: v(94)-f(144) | | 2957: opt : v(50)-f(69) | | 2957: cb : v(50)-f(69) | | 2957: prog: v(50)-f(69) | | 2957: strp: v(50)-f(69) | | 2958: opt : v(67)-f(100) | | 2958: cb : v(67)-f(100) | | 2958: prog: v(67)-f(100) | | 2958: strp: v(67)-f(100) | | 2959: opt : v(55)-f(80) | | 2959: cb : v(55)-f(80) | | 2959: prog: v(55)-f(80) | | 2959: strp: v(55)-f(80) | | 2960: opt : v(66)-f(96) | | 2960: cb : v(66)-f(96) | | 2960: prog: v(66)-f(96) | | 2960: strp: v(66)-f(96) | | 2961: opt : v(70)-f(100) | | 2961: cb : v(70)-f(100) | | 2961: prog: v(70)-f(100) | | 2961: strp: v(70)-f(100) | | 2962: opt : v(83)-f(126) | | 2962: cb : v(83)-f(126) | | 2962: prog: v(83)-f(126) | | 2962: strp: v(83)-f(126) | | 2963: opt : v(109)-f(156) | | 2963: cb : v(109)-f(156) | | 2963: prog: v(109)-f(156) | | 2963: strp: v(109)-f(156) | | 2964: opt : v(82)-f(120) | | 2964: cb : v(82)-f(120) | | 2964: prog: v(82)-f(120) | | 2964: strp: v(82)-f(120) | | 2965: opt : v(71)-f(102) | | 2965: cb : v(71)-f(102) | | 2965: prog: v(71)-f(102) | | 2965: strp: v(71)-f(102) | | 2966: opt : v(74)-f(114) | | 2966: cb : v(74)-f(114) | | 2966: prog: v(74)-f(114) | | 2966: strp: v(74)-f(114) | | 2967: opt : v(57)-f(87) | | 2967: cb : v(57)-f(87) | | 2967: prog: v(57)-f(87) | | 2967: strp: v(57)-f(87) | | 2968: opt : v(64)-f(92) | | 2968: cb : v(64)-f(92) | | 2968: prog: v(64)-f(92) | | 2968: strp: v(64)-f(92) | | 2969: opt : v(64)-f(93) | | 2969: cb : v(64)-f(93) | | 2969: prog: v(64)-f(93) | | 2969: strp: v(64)-f(93) | | 2970: opt : v(64)-f(89) | | 2970: cb : v(64)-f(89) | | 2970: prog: v(64)-f(89) | | 2970: strp: v(64)-f(89) | | 2971: opt : v(55)-f(80) | | 2971: cb : v(55)-f(80) | | 2971: prog: v(55)-f(80) | | 2971: strp: v(55)-f(80) | | 2972: opt : v(56)-f(80) | | 2972: cb : v(56)-f(80) | | 2972: prog: v(56)-f(80) | | 2972: strp: v(56)-f(80) | | 2973: opt : v(85)-f(128) | | 2973: cb : v(85)-f(128) | | 2973: prog: v(85)-f(128) | | 2973: strp: v(85)-f(128) | | 2974: opt : v(62)-f(92) | | 2974: cb : v(62)-f(92) | | 2974: prog: v(62)-f(92) | | 2974: strp: v(62)-f(92) | | 2975: opt : v(61)-f(96) | | 2975: cb : v(61)-f(96) | | 2975: prog: v(61)-f(96) | | 2975: strp: v(61)-f(96) | | 2976: opt : v(61)-f(94) | | 2976: cb : v(61)-f(94) | | 2976: prog: v(61)-f(94) | | 2976: strp: v(61)-f(94) | | 2977: opt : v(60)-f(92) | | 2977: cb : v(60)-f(92) | | 2977: prog: v(60)-f(92) | | 2977: strp: v(60)-f(92) | | 2978: opt : v(65)-f(99) | | 2978: cb : v(65)-f(99) | | 2978: prog: v(65)-f(99) | | 2978: strp: v(65)-f(99) | | 2979: opt : v(65)-f(95) | | 2979: cb : v(65)-f(95) | | 2979: prog: v(65)-f(95) | | 2979: strp: v(65)-f(95) | | 2980: opt : v(64)-f(94) | | 2980: cb : v(64)-f(94) | | 2980: prog: v(64)-f(94) | | 2980: strp: v(64)-f(94) | | 2981: opt : v(80)-f(120) | | 2981: cb : v(80)-f(120) | | 2981: prog: v(80)-f(120) | | 2981: strp: v(80)-f(120) | | 2982: opt : v(82)-f(124) | | 2982: cb : v(82)-f(124) | | 2982: prog: v(82)-f(124) | | 2982: strp: v(82)-f(124) | | 2983: opt : v(100)-f(147) | | 2983: cb : v(100)-f(147) | | 2983: prog: v(100)-f(147) | | 2983: strp: v(100)-f(147) | | 2984: opt : v(109)-f(181) | | 2984: cb : v(109)-f(181) | | 2984: prog: v(109)-f(181) | | 2984: strp: v(109)-f(181) | | 2985: opt : v(60)-f(89) | | 2985: cb : v(60)-f(89) | | 2985: prog: v(60)-f(89) | | 2985: strp: v(60)-f(89) | | 2986: opt : v(58)-f(82) | | 2986: cb : v(58)-f(82) | | 2986: prog: v(58)-f(82) | | 2986: strp: v(58)-f(82) | | 2987: opt : v(63)-f(96) | | 2987: cb : v(63)-f(96) | | 2987: prog: v(63)-f(96) | | 2987: strp: v(63)-f(96) | | 2988: opt : v(61)-f(88) | | 2988: cb : v(61)-f(88) | | 2988: prog: v(61)-f(88) | | 2988: strp: v(61)-f(88) | | 2989: opt : v(65)-f(101) | | 2989: cb : v(65)-f(101) | | 2989: prog: v(65)-f(101) | | 2989: strp: v(65)-f(101) | | 2990: opt : v(54)-f(75) | | 2990: cb : v(54)-f(75) | | 2990: prog: v(54)-f(75) | | 2990: strp: v(54)-f(75) | | 2991: opt : v(57)-f(80) | | 2991: cb : v(57)-f(80) | | 2991: prog: v(57)-f(80) | | 2991: strp: v(57)-f(80) | | 2992: opt : v(60)-f(88) | | 2992: cb : v(60)-f(88) | | 2992: prog: v(60)-f(88) | | 2992: strp: v(60)-f(88) | | 2993: opt : v(56)-f(81) | | 2993: cb : v(56)-f(81) | | 2993: prog: v(56)-f(81) | | 2993: strp: v(56)-f(81) | | 2994: opt : v(55)-f(80) | | 2994: cb : v(55)-f(80) | | 2994: prog: v(55)-f(80) | | 2994: strp: v(55)-f(80) | | 2995: opt : v(52)-f(74) | | 2995: cb : v(52)-f(74) | | 2995: prog: v(52)-f(74) | | 2995: strp: v(52)-f(74) | | 2996: opt : v(66)-f(99) | | 2996: cb : v(66)-f(99) | | 2996: prog: v(66)-f(99) | | 2996: strp: v(66)-f(99) | | 2997: opt : v(49)-f(71) | | 2997: cb : v(49)-f(71) | | 2997: prog: v(49)-f(71) | | 2997: strp: v(49)-f(71) | | 2998: opt : v(53)-f(76) | | 2998: cb : v(53)-f(76) | | 2998: prog: v(53)-f(76) | | 2998: strp: v(53)-f(76) | | 2999: opt : v(58)-f(87) | | 2999: cb : v(58)-f(87) | | 2999: prog: v(58)-f(87) | | 2999: strp: v(58)-f(87) | | 3000: opt : v(53)-f(73) | | 3000: cb : v(53)-f(73) | | 3000: prog: v(53)-f(73) | | 3000: strp: v(53)-f(73) | | 3001: opt : v(67)-f(100) | | 3001: cb : v(67)-f(100) | | 3001: prog: v(67)-f(100) | | 3001: strp: v(67)-f(100) | | 3002: opt : v(83)-f(134) | | 3002: cb : v(83)-f(134) | | 3002: prog: v(83)-f(134) | | 3002: strp: v(83)-f(134) | | 3003: opt : v(59)-f(88) | | 3003: cb : v(59)-f(88) | | 3003: prog: v(59)-f(88) | | 3003: strp: v(59)-f(88) | | 3004: opt : v(62)-f(93) | | 3004: cb : v(62)-f(93) | | 3004: prog: v(62)-f(93) | | 3004: strp: v(62)-f(93) | | 3005: opt : v(51)-f(68) | | 3005: cb : v(51)-f(68) | | 3005: prog: v(51)-f(68) | | 3005: strp: v(51)-f(68) | | 3006: opt : v(58)-f(83) | | 3006: cb : v(58)-f(83) | | 3006: prog: v(58)-f(83) | | 3006: strp: v(58)-f(83) | | 3007: opt : v(64)-f(95) | | 3007: cb : v(64)-f(95) | | 3007: prog: v(64)-f(95) | | 3007: strp: v(64)-f(95) | | 3008: opt : v(68)-f(104) | | 3008: cb : v(68)-f(104) | | 3008: prog: v(68)-f(104) | | 3008: strp: v(68)-f(104) | | 3009: opt : v(86)-f(133) | | 3009: cb : v(86)-f(133) | | 3009: prog: v(86)-f(133) | | 3009: strp: v(86)-f(133) | | 3010: opt : v(53)-f(78) | | 3010: cb : v(53)-f(78) | | 3010: prog: v(53)-f(78) | | 3010: strp: v(53)-f(78) | | 3011: opt : v(59)-f(86) | | 3011: cb : v(59)-f(86) | | 3011: prog: v(59)-f(86) | | 3011: strp: v(59)-f(86) | | 3012: opt : v(69)-f(106) | | 3012: cb : v(69)-f(106) | | 3012: prog: v(69)-f(106) | | 3012: strp: v(69)-f(106) | | 3013: opt : v(81)-f(131) | | 3013: cb : v(81)-f(131) | | 3013: prog: v(81)-f(131) | | 3013: strp: v(81)-f(131) | | 3014: opt : v(86)-f(145) | | 3014: cb : v(86)-f(145) | | 3014: prog: v(86)-f(145) | | 3014: strp: v(86)-f(145) | | 3015: opt : v(94)-f(141) | | 3015: cb : v(94)-f(141) | | 3015: prog: v(94)-f(141) | | 3015: strp: v(94)-f(141) | | 3016: opt : v(74)-f(111) | | 3016: cb : v(74)-f(111) | | 3016: prog: v(74)-f(111) | | 3016: strp: v(74)-f(111) | | 3017: opt : v(89)-f(135) | | 3017: cb : v(89)-f(135) | | 3017: prog: v(89)-f(135) | | 3017: strp: v(89)-f(135) | | 3018: opt : v(69)-f(100) | | 3018: cb : v(69)-f(100) | | 3018: prog: v(69)-f(100) | | 3018: strp: v(69)-f(100) | | 3019: opt : v(58)-f(82) | | 3019: cb : v(58)-f(82) | | 3019: prog: v(58)-f(82) | | 3019: strp: v(58)-f(82) | | 3020: opt : v(87)-f(134) | | 3020: cb : v(87)-f(134) | | 3020: prog: v(87)-f(134) | | 3020: strp: v(87)-f(134) | | 3021: opt : v(95)-f(141) | | 3021: cb : v(95)-f(141) | | 3021: prog: v(95)-f(141) | | 3021: strp: v(95)-f(141) | | 3022: opt : v(109)-f(171) | | 3022: cb : v(109)-f(171) | | 3022: prog: v(109)-f(171) | | 3022: strp: v(109)-f(171) | | 3023: opt : v(60)-f(84) | | 3023: cb : v(60)-f(84) | | 3023: prog: v(60)-f(84) | | 3023: strp: v(60)-f(84) | | 3024: opt : v(81)-f(125) | | 3024: cb : v(81)-f(125) | | 3024: prog: v(81)-f(125) | | 3024: strp: v(81)-f(125) | | 3025: opt : v(60)-f(89) | | 3025: cb : v(60)-f(89) | | 3025: prog: v(60)-f(89) | | 3025: strp: v(60)-f(89) | | 3026: opt : v(77)-f(114) | | 3026: cb : v(77)-f(114) | | 3026: prog: v(77)-f(114) | | 3026: strp: v(77)-f(114) | | 3027: opt : v(63)-f(90) | | 3027: cb : v(63)-f(90) | | 3027: prog: v(63)-f(90) | | 3027: strp: v(63)-f(90) | | 3028: opt : v(63)-f(91) | | 3028: cb : v(63)-f(91) | | 3028: prog: v(63)-f(91) | | 3028: strp: v(63)-f(91) | | 3029: opt : v(78)-f(114) | | 3029: cb : v(78)-f(114) | | 3029: prog: v(78)-f(114) | | 3029: strp: v(78)-f(114) | | 3030: opt : v(55)-f(82) | | 3030: cb : v(55)-f(82) | | 3030: prog: v(55)-f(82) | | 3030: strp: v(55)-f(82) | | 3031: opt : v(62)-f(90) | | 3031: cb : v(62)-f(90) | | 3031: prog: v(62)-f(90) | | 3031: strp: v(62)-f(90) | | 3032: opt : v(50)-f(70) | | 3032: cb : v(50)-f(70) | | 3032: prog: v(50)-f(70) | | 3032: strp: v(50)-f(70) | | 3033: opt : v(95)-f(147) | | 3033: cb : v(95)-f(147) | | 3033: prog: v(95)-f(147) | | 3033: strp: v(95)-f(147) | | 3034: opt : v(79)-f(119) | | 3034: cb : v(79)-f(119) | | 3034: prog: v(79)-f(119) | | 3034: strp: v(79)-f(119) | | 3035: opt : v(66)-f(98) | | 3035: cb : v(66)-f(98) | | 3035: prog: v(66)-f(98) | | 3035: strp: v(66)-f(98) | | 3036: opt : v(85)-f(128) | | 3036: cb : v(85)-f(128) | | 3036: prog: v(85)-f(128) | | 3036: strp: v(85)-f(128) | | 3037: opt : v(93)-f(148) | | 3037: cb : v(93)-f(148) | | 3037: prog: v(93)-f(148) | | 3037: strp: v(93)-f(148) | | 3038: opt : v(75)-f(112) | | 3038: cb : v(75)-f(112) | | 3038: prog: v(75)-f(112) | | 3038: strp: v(75)-f(112) | | 3039: opt : v(71)-f(109) | | 3039: cb : v(71)-f(109) | | 3039: prog: v(71)-f(109) | | 3039: strp: v(71)-f(109) | | 3040: opt : v(70)-f(108) | | 3040: cb : v(70)-f(108) | | 3040: prog: v(70)-f(108) | | 3040: strp: v(70)-f(108) | | 3041: opt : v(54)-f(77) | | 3041: cb : v(54)-f(77) | | 3041: prog: v(54)-f(77) | | 3041: strp: v(54)-f(77) | | 3042: opt : v(52)-f(72) | | 3042: cb : v(52)-f(72) | | 3042: prog: v(52)-f(72) | | 3042: strp: v(52)-f(72) | | 3043: opt : v(56)-f(83) | | 3043: cb : v(56)-f(83) | | 3043: prog: v(56)-f(83) | | 3043: strp: v(56)-f(83) | | 3044: opt : v(50)-f(66) | | 3044: cb : v(50)-f(66) | | 3044: prog: v(50)-f(66) | | 3044: strp: v(50)-f(66) | | 3045: opt : v(86)-f(132) | | 3045: cb : v(86)-f(132) | | 3045: prog: v(86)-f(132) | | 3045: strp: v(86)-f(132) | | 3046: opt : v(92)-f(147) | | 3046: cb : v(92)-f(147) | | 3046: prog: v(92)-f(147) | | 3046: strp: v(92)-f(147) | | 3047: opt : v(54)-f(76) | | 3047: cb : v(54)-f(76) | | 3047: prog: v(54)-f(76) | | 3047: strp: v(54)-f(76) | | 3048: opt : v(59)-f(85) | | 3048: cb : v(59)-f(85) | | 3048: prog: v(59)-f(85) | | 3048: strp: v(59)-f(85) | | 3049: opt : v(59)-f(86) | | 3049: cb : v(59)-f(86) | | 3049: prog: v(59)-f(86) | | 3049: strp: v(59)-f(86) | | 3050: opt : v(58)-f(87) | | 3050: cb : v(58)-f(87) | | 3050: prog: v(58)-f(87) | | 3050: strp: v(58)-f(87) | | 3051: opt : v(55)-f(78) | | 3051: cb : v(55)-f(78) | | 3051: prog: v(55)-f(78) | | 3051: strp: v(55)-f(78) | | 3052: opt : v(61)-f(92) | | 3052: cb : v(61)-f(92) | | 3052: prog: v(61)-f(92) | | 3052: strp: v(61)-f(92) | | 3053: opt : v(51)-f(71) | | 3053: cb : v(51)-f(71) | | 3053: prog: v(51)-f(71) | | 3053: strp: v(51)-f(71) | | 3054: opt : v(53)-f(75) | | 3054: cb : v(53)-f(75) | | 3054: prog: v(53)-f(75) | | 3054: strp: v(53)-f(75) | | 3055: opt : v(61)-f(89) | | 3055: cb : v(61)-f(89) | | 3055: prog: v(61)-f(89) | | 3055: strp: v(61)-f(89) | | 3056: opt : v(58)-f(87) | | 3056: cb : v(58)-f(87) | | 3056: prog: v(58)-f(87) | | 3056: strp: v(58)-f(87) | | 3057: opt : v(55)-f(81) | | 3057: cb : v(55)-f(81) | | 3057: prog: v(55)-f(81) | | 3057: strp: v(55)-f(81) | | 3058: opt : v(48)-f(68) | | 3058: cb : v(48)-f(68) | | 3058: prog: v(48)-f(68) | | 3058: strp: v(48)-f(68) | | 3059: opt : v(59)-f(85) | | 3059: cb : v(59)-f(85) | | 3059: prog: v(59)-f(85) | | 3059: strp: v(59)-f(85) | | 3060: opt : v(59)-f(86) | | 3060: cb : v(59)-f(86) | | 3060: prog: v(59)-f(86) | | 3060: strp: v(59)-f(86) | | 3061: opt : v(67)-f(103) | | 3061: cb : v(67)-f(103) | | 3061: prog: v(67)-f(103) | | 3061: strp: v(67)-f(103) | | 3062: opt : v(63)-f(88) | | 3062: cb : v(63)-f(88) | | 3062: prog: v(63)-f(88) | | 3062: strp: v(63)-f(88) | | 3063: opt : v(63)-f(94) | | 3063: cb : v(63)-f(94) | | 3063: prog: v(63)-f(94) | | 3063: strp: v(63)-f(94) | | 3064: opt : v(56)-f(84) | | 3064: cb : v(56)-f(84) | | 3064: prog: v(56)-f(84) | | 3064: strp: v(56)-f(84) | | 3065: opt : v(68)-f(98) | | 3065: cb : v(68)-f(98) | | 3065: prog: v(68)-f(98) | | 3065: strp: v(68)-f(98) | | 3066: opt : v(68)-f(103) | | 3066: cb : v(68)-f(103) | | 3066: prog: v(68)-f(103) | | 3066: strp: v(68)-f(103) | | 3067: opt : v(84)-f(133) | | 3067: cb : v(84)-f(133) | | 3067: prog: v(84)-f(133) | | 3067: strp: v(84)-f(133) | | 3068: opt : v(62)-f(93) | | 3068: cb : v(62)-f(93) | | 3068: prog: v(62)-f(93) | | 3068: strp: v(62)-f(93) | | 3069: opt : v(61)-f(87) | | 3069: cb : v(61)-f(87) | | 3069: prog: v(61)-f(87) | | 3069: strp: v(61)-f(87) | | 3070: opt : v(91)-f(152) | | 3070: cb : v(91)-f(152) | | 3070: prog: v(91)-f(152) | | 3070: strp: v(91)-f(152) | | 3071: opt : v(98)-f(159) | | 3071: cb : v(98)-f(159) | | 3071: prog: v(98)-f(159) | | 3071: strp: v(98)-f(159) | | 3072: opt : v(52)-f(75) | | 3072: cb : v(52)-f(75) | | 3072: prog: v(52)-f(75) | | 3072: strp: v(52)-f(75) | | 3073: opt : v(55)-f(79) | | 3073: cb : v(55)-f(79) | | 3073: prog: v(55)-f(79) | | 3073: strp: v(55)-f(79) | | 3074: opt : v(58)-f(87) | | 3074: cb : v(58)-f(87) | | 3074: prog: v(58)-f(87) | | 3074: strp: v(58)-f(87) | | 3075: opt : v(53)-f(76) | | 3075: cb : v(53)-f(76) | | 3075: prog: v(53)-f(76) | | 3075: strp: v(53)-f(76) | | 3076: opt : v(56)-f(84) | | 3076: cb : v(56)-f(84) | | 3076: prog: v(56)-f(84) | | 3076: strp: v(56)-f(84) | | 3077: opt : v(54)-f(78) | | 3077: cb : v(54)-f(78) | | 3077: prog: v(54)-f(78) | | 3077: strp: v(54)-f(78) | | 3078: opt : v(60)-f(88) | | 3078: cb : v(60)-f(88) | | 3078: prog: v(60)-f(88) | | 3078: strp: v(60)-f(88) | | 3079: opt : v(57)-f(80) | | 3079: cb : v(57)-f(80) | | 3079: prog: v(57)-f(80) | | 3079: strp: v(57)-f(80) | | 3080: opt : v(69)-f(103) | | 3080: cb : v(69)-f(103) | | 3080: prog: v(69)-f(103) | | 3080: strp: v(69)-f(103) | | 3081: opt : v(62)-f(91) | | 3081: cb : v(62)-f(91) | | 3081: prog: v(62)-f(91) | | 3081: strp: v(62)-f(91) | | 3082: opt : v(64)-f(94) | | 3082: cb : v(64)-f(94) | | 3082: prog: v(64)-f(94) | | 3082: strp: v(64)-f(94) | | 3083: opt : v(49)-f(68) | | 3083: cb : v(49)-f(68) | | 3083: prog: v(49)-f(68) | | 3083: strp: v(49)-f(68) | | 3084: opt : v(57)-f(79) | | 3084: cb : v(57)-f(79) | | 3084: prog: v(57)-f(79) | | 3084: strp: v(57)-f(79) | | 3085: opt : v(54)-f(76) | | 3085: cb : v(54)-f(76) | | 3085: prog: v(54)-f(76) | | 3085: strp: v(54)-f(76) | | 3086: opt : v(70)-f(100) | | 3086: cb : v(70)-f(100) | | 3086: prog: v(70)-f(100) | | 3086: strp: v(70)-f(100) | | 3087: opt : v(56)-f(81) | | 3087: cb : v(56)-f(81) | | 3087: prog: v(56)-f(81) | | 3087: strp: v(56)-f(81) | | 3088: opt : v(62)-f(94) | | 3088: cb : v(62)-f(94) | | 3088: prog: v(62)-f(94) | | 3088: strp: v(62)-f(94) | | 3089: opt : v(53)-f(77) | | 3089: cb : v(53)-f(77) | | 3089: prog: v(53)-f(77) | | 3089: strp: v(53)-f(77) | | 3090: opt : v(63)-f(95) | | 3090: cb : v(63)-f(95) | | 3090: prog: v(63)-f(95) | | 3090: strp: v(63)-f(95) | | 3091: opt : v(45)-f(64) | | 3091: cb : v(45)-f(64) | | 3091: prog: v(45)-f(64) | | 3091: strp: v(45)-f(64) | | 3092: opt : v(55)-f(79) | | 3092: cb : v(55)-f(79) | | 3092: prog: v(55)-f(79) | | 3092: strp: v(55)-f(79) | | 3093: opt : v(49)-f(64) | | 3093: cb : v(49)-f(64) | | 3093: prog: v(49)-f(64) | | 3093: strp: v(49)-f(64) | | 3094: opt : v(62)-f(90) | | 3094: cb : v(62)-f(90) | | 3094: prog: v(62)-f(90) | | 3094: strp: v(62)-f(90) | | 3095: opt : v(56)-f(81) | | 3095: cb : v(56)-f(81) | | 3095: prog: v(56)-f(81) | | 3095: strp: v(56)-f(81) | | 3096: opt : v(63)-f(91) | | 3096: cb : v(63)-f(91) | | 3096: prog: v(63)-f(91) | | 3096: strp: v(63)-f(91) | | 3097: opt : v(67)-f(103) | | 3097: cb : v(67)-f(103) | | 3097: prog: v(67)-f(103) | | 3097: strp: v(67)-f(103) | | 3098: opt : v(64)-f(95) | | 3098: cb : v(64)-f(95) | | 3098: prog: v(64)-f(95) | | 3098: strp: v(64)-f(95) | | 3099: opt : v(51)-f(76) | | 3099: cb : v(51)-f(76) | | 3099: prog: v(51)-f(76) | | 3099: strp: v(51)-f(76) | | 3100: opt : v(54)-f(78) | | 3100: cb : v(54)-f(78) | | 3100: prog: v(54)-f(78) | | 3100: strp: v(54)-f(78) | | 3101: opt : v(60)-f(90) | | 3101: cb : v(60)-f(90) | | 3101: prog: v(60)-f(90) | | 3101: strp: v(60)-f(90) | | 3102: opt : v(102)-f(163) | | 3102: cb : v(102)-f(163) | | 3102: prog: v(102)-f(163) | | 3102: strp: v(102)-f(163) | | 3103: opt : v(97)-f(149) | | 3103: cb : v(97)-f(149) | | 3103: prog: v(97)-f(149) | | 3103: strp: v(97)-f(149) | | 3104: opt : v(59)-f(83) | | 3104: cb : v(59)-f(83) | | 3104: prog: v(59)-f(83) | | 3104: strp: v(59)-f(83) | | 3105: opt : v(91)-f(148) | | 3105: cb : v(91)-f(148) | | 3105: prog: v(91)-f(148) | | 3105: strp: v(91)-f(148) | | 3106: opt : v(86)-f(130) | | 3106: cb : v(86)-f(130) | | 3106: prog: v(86)-f(130) | | 3106: strp: v(86)-f(130) | | 3107: opt : v(73)-f(110) | | 3107: cb : v(73)-f(110) | | 3107: prog: v(73)-f(110) | | 3107: strp: v(73)-f(110) | | 3108: opt : v(63)-f(91) | | 3108: cb : v(63)-f(91) | | 3108: prog: v(63)-f(91) | | 3108: strp: v(63)-f(91) | | 3109: opt : v(72)-f(107) | | 3109: cb : v(72)-f(107) | | 3109: prog: v(72)-f(107) | | 3109: strp: v(72)-f(107) | | 3110: opt : v(68)-f(97) | | 3110: cb : v(68)-f(97) | | 3110: prog: v(68)-f(97) | | 3110: strp: v(68)-f(97) | | 3111: opt : v(75)-f(117) | | 3111: cb : v(75)-f(117) | | 3111: prog: v(75)-f(117) | | 3111: strp: v(75)-f(117) | | 3112: opt : v(54)-f(77) | | 3112: cb : v(54)-f(77) | | 3112: prog: v(54)-f(77) | | 3112: strp: v(54)-f(77) | | 3113: opt : v(61)-f(87) | | 3113: cb : v(61)-f(87) | | 3113: prog: v(61)-f(87) | | 3113: strp: v(61)-f(87) | | 3114: opt : v(63)-f(95) | | 3114: cb : v(63)-f(95) | | 3114: prog: v(63)-f(95) | | 3114: strp: v(63)-f(95) | | 3115: opt : v(84)-f(129) | | 3115: cb : v(84)-f(129) | | 3115: prog: v(84)-f(129) | | 3115: strp: v(84)-f(129) | | 3116: opt : v(82)-f(127) | | 3116: cb : v(82)-f(127) | | 3116: prog: v(82)-f(127) | | 3116: strp: v(82)-f(127) | | 3117: opt : v(69)-f(104) | | 3117: cb : v(69)-f(104) | | 3117: prog: v(69)-f(104) | | 3117: strp: v(69)-f(104) | | 3118: opt : v(55)-f(80) | | 3118: cb : v(55)-f(80) | | 3118: prog: v(55)-f(80) | | 3118: strp: v(55)-f(80) | | 3119: opt : v(74)-f(109) | | 3119: cb : v(74)-f(109) | | 3119: prog: v(74)-f(109) | | 3119: strp: v(74)-f(109) | | 3120: opt : v(134)-f(218) | | 3120: cb : v(134)-f(218) | | 3120: prog: v(134)-f(218) | | 3120: strp: v(134)-f(218) | | 3121: opt : v(62)-f(87) | | 3121: cb : v(62)-f(87) | | 3121: prog: v(62)-f(87) | | 3121: strp: v(62)-f(87) | | 3122: opt : v(74)-f(106) | | 3122: cb : v(74)-f(106) | | 3122: prog: v(74)-f(106) | | 3122: strp: v(74)-f(106) | | 3123: opt : v(116)-f(192) | | 3123: cb : v(116)-f(192) | | 3123: prog: v(116)-f(192) | | 3123: strp: v(116)-f(192) | | 3124: opt : v(72)-f(103) | | 3124: cb : v(72)-f(103) | | 3124: prog: v(72)-f(103) | | 3124: strp: v(72)-f(103) | | 3125: opt : v(77)-f(109) | | 3125: cb : v(77)-f(109) | | 3125: prog: v(77)-f(109) | | 3125: strp: v(77)-f(109) | | 3126: opt : v(98)-f(158) | | 3126: cb : v(98)-f(158) | | 3126: prog: v(98)-f(158) | | 3126: strp: v(98)-f(158) | | 3127: opt : v(55)-f(81) | | 3127: cb : v(55)-f(81) | | 3127: prog: v(55)-f(81) | | 3127: strp: v(55)-f(81) | | 3128: opt : v(61)-f(89) | | 3128: cb : v(61)-f(89) | | 3128: prog: v(61)-f(89) | | 3128: strp: v(61)-f(89) | | 3129: opt : v(67)-f(99) | | 3129: cb : v(67)-f(99) | | 3129: prog: v(67)-f(99) | | 3129: strp: v(67)-f(99) | | 3130: opt : v(59)-f(84) | | 3130: cb : v(59)-f(84) | | 3130: prog: v(59)-f(84) | | 3130: strp: v(59)-f(84) | | 3131: opt : v(55)-f(75) | | 3131: cb : v(55)-f(75) | | 3131: prog: v(55)-f(75) | | 3131: strp: v(55)-f(75) | | 3132: opt : v(51)-f(68) | | 3132: cb : v(51)-f(68) | | 3132: prog: v(51)-f(68) | | 3132: strp: v(51)-f(68) | | 3133: opt : v(118)-f(198) | | 3133: cb : v(118)-f(198) | | 3133: prog: v(118)-f(198) | | 3133: strp: v(118)-f(198) | | 3134: opt : v(65)-f(97) | | 3134: cb : v(65)-f(97) | | 3134: prog: v(65)-f(97) | | 3134: strp: v(65)-f(97) | | 3135: opt : v(69)-f(102) | | 3135: cb : v(69)-f(102) | | 3135: prog: v(69)-f(102) | | 3135: strp: v(69)-f(102) | | 3136: opt : v(68)-f(97) | | 3136: cb : v(68)-f(97) | | 3136: prog: v(68)-f(97) | | 3136: strp: v(68)-f(97) | | 3137: opt : v(79)-f(121) | | 3137: cb : v(79)-f(121) | | 3137: prog: v(79)-f(121) | | 3137: strp: v(79)-f(121) | | 3138: opt : v(113)-f(184) | | 3138: cb : v(113)-f(184) | | 3138: prog: v(113)-f(184) | | 3138: strp: v(113)-f(184) | | 3139: opt : v(49)-f(69) | | 3139: cb : v(49)-f(69) | | 3139: prog: v(49)-f(69) | | 3139: strp: v(49)-f(69) | | 3140: opt : v(63)-f(84) | | 3140: cb : v(63)-f(84) | | 3140: prog: v(63)-f(84) | | 3140: strp: v(63)-f(84) | | 3141: opt : v(58)-f(84) | | 3141: cb : v(58)-f(84) | | 3141: prog: v(58)-f(84) | | 3141: strp: v(58)-f(84) | | 3142: opt : v(59)-f(85) | | 3142: cb : v(59)-f(85) | | 3142: prog: v(59)-f(85) | | 3142: strp: v(59)-f(85) | | 3143: opt : v(65)-f(96) | | 3143: cb : v(65)-f(96) | | 3143: prog: v(65)-f(96) | | 3143: strp: v(65)-f(96) | | 3144: opt : v(55)-f(81) | | 3144: cb : v(55)-f(81) | | 3144: prog: v(55)-f(81) | | 3144: strp: v(55)-f(81) | | 3145: opt : v(65)-f(97) | | 3145: cb : v(65)-f(97) | | 3145: prog: v(65)-f(97) | | 3145: strp: v(65)-f(97) | | 3146: opt : v(49)-f(70) | | 3146: cb : v(49)-f(70) | | 3146: prog: v(49)-f(70) | | 3146: strp: v(49)-f(70) | | 3147: opt : v(53)-f(74) | | 3147: cb : v(53)-f(74) | | 3147: prog: v(53)-f(74) | | 3147: strp: v(53)-f(74) | | 3148: opt : v(56)-f(78) | | 3148: cb : v(56)-f(78) | | 3148: prog: v(56)-f(78) | | 3148: strp: v(56)-f(78) | | 3149: opt : v(59)-f(90) | | 3149: cb : v(59)-f(90) | | 3149: prog: v(59)-f(90) | | 3149: strp: v(59)-f(90) | | 3150: opt : v(59)-f(88) | | 3150: cb : v(59)-f(88) | | 3150: prog: v(59)-f(88) | | 3150: strp: v(59)-f(88) | | 3151: opt : v(60)-f(85) | | 3151: cb : v(60)-f(85) | | 3151: prog: v(60)-f(85) | | 3151: strp: v(60)-f(85) | | 3152: opt : v(70)-f(106) | | 3152: cb : v(70)-f(106) | | 3152: prog: v(70)-f(106) | | 3152: strp: v(70)-f(106) | | 3153: opt : v(58)-f(82) | | 3153: cb : v(58)-f(82) | | 3153: prog: v(58)-f(82) | | 3153: strp: v(58)-f(82) | | 3154: opt : v(55)-f(81) | | 3154: cb : v(55)-f(81) | | 3154: prog: v(55)-f(81) | | 3154: strp: v(55)-f(81) | | 3155: opt : v(66)-f(99) | | 3155: cb : v(66)-f(99) | | 3155: prog: v(66)-f(99) | | 3155: strp: v(66)-f(99) | | 3156: opt : v(63)-f(97) | | 3156: cb : v(63)-f(97) | | 3156: prog: v(63)-f(97) | | 3156: strp: v(63)-f(97) | | 3157: opt : v(66)-f(97) | | 3157: cb : v(66)-f(97) | | 3157: prog: v(66)-f(97) | | 3157: strp: v(66)-f(97) | | 3158: opt : v(60)-f(87) | | 3158: cb : v(60)-f(87) | | 3158: prog: v(60)-f(87) | | 3158: strp: v(60)-f(87) | | 3159: opt : v(71)-f(104) | | 3159: cb : v(71)-f(104) | | 3159: prog: v(71)-f(104) | | 3159: strp: v(71)-f(104) | | 3160: opt : v(63)-f(92) | | 3160: cb : v(63)-f(92) | | 3160: prog: v(63)-f(92) | | 3160: strp: v(63)-f(92) | | 3161: opt : v(53)-f(75) | | 3161: cb : v(53)-f(75) | | 3161: prog: v(53)-f(75) | | 3161: strp: v(53)-f(75) | | 3162: opt : v(69)-f(105) | | 3162: cb : v(69)-f(105) | | 3162: prog: v(69)-f(105) | | 3162: strp: v(69)-f(105) | | 3163: opt : v(58)-f(82) | | 3163: cb : v(58)-f(82) | | 3163: prog: v(58)-f(82) | | 3163: strp: v(58)-f(82) | | 3164: opt : v(89)-f(120) | | 3164: cb : v(89)-f(120) | | 3164: prog: v(89)-f(120) | | 3164: strp: v(89)-f(120) | | 3165: opt : v(83)-f(123) | | 3165: cb : v(83)-f(123) | | 3165: prog: v(83)-f(123) | | 3165: strp: v(83)-f(123) | | 3166: opt : v(86)-f(127) | | 3166: cb : v(86)-f(127) | | 3166: prog: v(86)-f(127) | | 3166: strp: v(86)-f(127) | | 3167: opt : v(55)-f(78) | | 3167: cb : v(55)-f(78) | | 3167: prog: v(55)-f(78) | | 3167: strp: v(55)-f(78) | | 3168: opt : v(99)-f(164) | | 3168: cb : v(99)-f(164) | | 3168: prog: v(99)-f(164) | | 3168: strp: v(99)-f(164) | | 3169: opt : v(63)-f(88) | | 3169: cb : v(63)-f(88) | | 3169: prog: v(63)-f(88) | | 3169: strp: v(63)-f(88) | | 3170: opt : v(71)-f(103) | | 3170: cb : v(71)-f(103) | | 3170: prog: v(71)-f(103) | | 3170: strp: v(71)-f(103) | | 3171: opt : v(74)-f(98) | | 3171: cb : v(74)-f(98) | | 3171: prog: v(74)-f(98) | | 3171: strp: v(74)-f(98) | | 3172: opt : v(75)-f(100) | | 3172: cb : v(75)-f(100) | | 3172: prog: v(75)-f(100) | | 3172: strp: v(75)-f(100) | | 3173: opt : v(61)-f(92) | | 3173: cb : v(61)-f(92) | | 3173: prog: v(61)-f(92) | | 3173: strp: v(61)-f(92) | | 3174: opt : v(63)-f(93) | | 3174: cb : v(63)-f(93) | | 3174: prog: v(63)-f(93) | | 3174: strp: v(63)-f(93) | | 3175: opt : v(58)-f(84) | | 3175: cb : v(58)-f(84) | | 3175: prog: v(58)-f(84) | | 3175: strp: v(58)-f(84) | | 3176: opt : v(65)-f(99) | | 3176: cb : v(65)-f(99) | | 3176: prog: v(65)-f(99) | | 3176: strp: v(65)-f(99) | | 3177: opt : v(62)-f(92) | | 3177: cb : v(62)-f(92) | | 3177: prog: v(62)-f(92) | | 3177: strp: v(62)-f(92) | | 3178: opt : v(59)-f(84) | | 3178: cb : v(59)-f(84) | | 3178: prog: v(59)-f(84) | | 3178: strp: v(59)-f(84) | | 3179: opt : v(56)-f(83) | | 3179: cb : v(56)-f(83) | | 3179: prog: v(56)-f(83) | | 3179: strp: v(56)-f(83) | | 3180: opt : v(74)-f(108) | | 3180: cb : v(74)-f(108) | | 3180: prog: v(74)-f(108) | | 3180: strp: v(74)-f(108) | | 3181: opt : v(57)-f(85) | | 3181: cb : v(57)-f(85) | | 3181: prog: v(57)-f(85) | | 3181: strp: v(57)-f(85) | | 3182: opt : v(65)-f(97) | | 3182: cb : v(65)-f(97) | | 3182: prog: v(65)-f(97) | | 3182: strp: v(65)-f(97) | | 3183: opt : v(60)-f(90) | | 3183: cb : v(60)-f(90) | | 3183: prog: v(60)-f(90) | | 3183: strp: v(60)-f(90) | | 3184: opt : v(63)-f(96) | | 3184: cb : v(63)-f(96) | | 3184: prog: v(63)-f(96) | | 3184: strp: v(63)-f(96) | | 3185: opt : v(61)-f(92) | | 3185: cb : v(61)-f(92) | | 3185: prog: v(61)-f(92) | | 3185: strp: v(61)-f(92) | | 3186: opt : v(75)-f(112) | | 3186: cb : v(75)-f(112) | | 3186: prog: v(75)-f(112) | | 3186: strp: v(75)-f(112) | | 3187: opt : v(75)-f(121) | | 3187: cb : v(75)-f(121) | | 3187: prog: v(75)-f(121) | | 3187: strp: v(75)-f(121) | | 3188: opt : v(59)-f(85) | | 3188: cb : v(59)-f(85) | | 3188: prog: v(59)-f(85) | | 3188: strp: v(59)-f(85) | | 3189: opt : v(71)-f(111) | | 3189: cb : v(71)-f(111) | | 3189: prog: v(71)-f(111) | | 3189: strp: v(71)-f(111) | | 3190: opt : v(60)-f(90) | | 3190: cb : v(60)-f(90) | | 3190: prog: v(60)-f(90) | | 3190: strp: v(60)-f(90) | | 3191: opt : v(65)-f(98) | | 3191: cb : v(65)-f(98) | | 3191: prog: v(65)-f(98) | | 3191: strp: v(65)-f(98) | | 3192: opt : v(68)-f(100) | | 3192: cb : v(68)-f(100) | | 3192: prog: v(68)-f(100) | | 3192: strp: v(68)-f(100) | | 3193: opt : v(54)-f(76) | | 3193: cb : v(54)-f(76) | | 3193: prog: v(54)-f(76) | | 3193: strp: v(54)-f(76) | | 3194: opt : v(60)-f(93) | | 3194: cb : v(60)-f(93) | | 3194: prog: v(60)-f(93) | | 3194: strp: v(60)-f(93) | | 3195: opt : v(61)-f(90) | | 3195: cb : v(61)-f(90) | | 3195: prog: v(61)-f(90) | | 3195: strp: v(61)-f(90) | | 3196: opt : v(53)-f(74) | | 3196: cb : v(53)-f(74) | | 3196: prog: v(53)-f(74) | | 3196: strp: v(53)-f(74) | | 3197: opt : v(56)-f(82) | | 3197: cb : v(56)-f(82) | | 3197: prog: v(56)-f(82) | | 3197: strp: v(56)-f(82) | | 3198: opt : v(47)-f(66) | | 3198: cb : v(47)-f(66) | | 3198: prog: v(47)-f(66) | | 3198: strp: v(47)-f(66) | | 3199: opt : v(71)-f(103) | | 3199: cb : v(71)-f(103) | | 3199: prog: v(71)-f(103) | | 3199: strp: v(71)-f(103) | | 3200: opt : v(54)-f(78) | | 3200: cb : v(54)-f(78) | | 3200: prog: v(54)-f(78) | | 3200: strp: v(54)-f(78) | | 3201: opt : v(62)-f(90) | | 3201: cb : v(62)-f(90) | | 3201: prog: v(62)-f(90) | | 3201: strp: v(62)-f(90) | | 3202: opt : v(52)-f(77) | | 3202: cb : v(52)-f(77) | | 3202: prog: v(52)-f(77) | | 3202: strp: v(52)-f(77) | | 3203: opt : v(56)-f(80) | | 3203: cb : v(56)-f(80) | | 3203: prog: v(56)-f(80) | | 3203: strp: v(56)-f(80) | | 3204: opt : v(52)-f(74) | | 3204: cb : v(52)-f(74) | | 3204: prog: v(52)-f(74) | | 3204: strp: v(52)-f(74) | | 3205: opt : v(54)-f(75) | | 3205: cb : v(54)-f(75) | | 3205: prog: v(54)-f(75) | | 3205: strp: v(54)-f(75) | | 3206: opt : v(55)-f(81) | | 3206: cb : v(55)-f(81) | | 3206: prog: v(55)-f(81) | | 3206: strp: v(55)-f(81) | | 3207: opt : v(56)-f(79) | | 3207: cb : v(56)-f(79) | | 3207: prog: v(56)-f(79) | | 3207: strp: v(56)-f(79) | | 3208: opt : v(62)-f(92) | | 3208: cb : v(62)-f(92) | | 3208: prog: v(62)-f(92) | | 3208: strp: v(62)-f(92) | | 3209: opt : v(60)-f(94) | | 3209: cb : v(60)-f(94) | | 3209: prog: v(60)-f(94) | | 3209: strp: v(60)-f(94) | | 3210: opt : v(70)-f(106) | | 3210: cb : v(70)-f(106) | | 3210: prog: v(70)-f(106) | | 3210: strp: v(70)-f(106) | | 3211: opt : v(62)-f(93) | | 3211: cb : v(62)-f(93) | | 3211: prog: v(62)-f(93) | | 3211: strp: v(62)-f(93) | | 3212: opt : v(55)-f(81) | | 3212: cb : v(55)-f(81) | | 3212: prog: v(55)-f(81) | | 3212: strp: v(55)-f(81) | | 3213: opt : v(56)-f(83) | | 3213: cb : v(56)-f(83) | | 3213: prog: v(56)-f(83) | | 3213: strp: v(56)-f(83) | | 3214: opt : v(61)-f(88) | | 3214: cb : v(61)-f(88) | | 3214: prog: v(61)-f(88) | | 3214: strp: v(61)-f(88) | | 3215: opt : v(77)-f(123) | | 3215: cb : v(77)-f(123) | | 3215: prog: v(77)-f(123) | | 3215: strp: v(77)-f(123) | | 3216: opt : v(56)-f(79) | | 3216: cb : v(56)-f(79) | | 3216: prog: v(56)-f(79) | | 3216: strp: v(56)-f(79) | | 3217: opt : v(51)-f(71) | | 3217: cb : v(51)-f(71) | | 3217: prog: v(51)-f(71) | | 3217: strp: v(51)-f(71) | | 3218: opt : v(64)-f(97) | | 3218: cb : v(64)-f(97) | | 3218: prog: v(64)-f(97) | | 3218: strp: v(64)-f(97) | | 3219: opt : v(58)-f(81) | | 3219: cb : v(58)-f(81) | | 3219: prog: v(58)-f(81) | | 3219: strp: v(58)-f(81) | | 3220: opt : v(58)-f(85) | | 3220: cb : v(58)-f(85) | | 3220: prog: v(58)-f(85) | | 3220: strp: v(58)-f(85) | | 3221: opt : v(53)-f(77) | | 3221: cb : v(53)-f(77) | | 3221: prog: v(53)-f(77) | | 3221: strp: v(53)-f(77) | | 3222: opt : v(83)-f(130) | | 3222: cb : v(83)-f(130) | | 3222: prog: v(83)-f(130) | | 3222: strp: v(83)-f(130) | | 3223: opt : v(49)-f(70) | | 3223: cb : v(49)-f(70) | | 3223: prog: v(49)-f(70) | | 3223: strp: v(49)-f(70) | | 3224: opt : v(52)-f(73) | | 3224: cb : v(52)-f(73) | | 3224: prog: v(52)-f(73) | | 3224: strp: v(52)-f(73) | | 3225: opt : v(90)-f(144) | | 3225: cb : v(90)-f(144) | | 3225: prog: v(90)-f(144) | | 3225: strp: v(90)-f(144) | | 3226: opt : v(66)-f(99) | | 3226: cb : v(66)-f(99) | | 3226: prog: v(66)-f(99) | | 3226: strp: v(66)-f(99) | | 3227: opt : v(55)-f(75) | | 3227: cb : v(55)-f(75) | | 3227: prog: v(55)-f(75) | | 3227: strp: v(55)-f(75) | | 3228: opt : v(49)-f(66) | | 3228: cb : v(49)-f(66) | | 3228: prog: v(49)-f(66) | | 3228: strp: v(49)-f(66) | | 3229: opt : v(47)-f(66) | | 3229: cb : v(47)-f(66) | | 3229: prog: v(47)-f(66) | | 3229: strp: v(47)-f(66) | | 3230: opt : v(58)-f(86) | | 3230: cb : v(58)-f(86) | | 3230: prog: v(58)-f(86) | | 3230: strp: v(58)-f(86) | | 3231: opt : v(65)-f(95) | | 3231: cb : v(65)-f(95) | | 3231: prog: v(65)-f(95) | | 3231: strp: v(65)-f(95) | | 3232: opt : v(50)-f(73) | | 3232: cb : v(50)-f(73) | | 3232: prog: v(50)-f(73) | | 3232: strp: v(50)-f(73) | | 3233: opt : v(60)-f(89) | | 3233: cb : v(60)-f(89) | | 3233: prog: v(60)-f(89) | | 3233: strp: v(60)-f(89) | | 3234: opt : v(61)-f(91) | | 3234: cb : v(61)-f(91) | | 3234: prog: v(61)-f(91) | | 3234: strp: v(61)-f(91) | | 3235: opt : v(53)-f(78) | | 3235: cb : v(53)-f(78) | | 3235: prog: v(53)-f(78) | | 3235: strp: v(53)-f(78) | | 3236: opt : v(72)-f(116) | | 3236: cb : v(72)-f(116) | | 3236: prog: v(72)-f(116) | | 3236: strp: v(72)-f(116) | | 3237: opt : v(60)-f(90) | | 3237: cb : v(60)-f(90) | | 3237: prog: v(60)-f(90) | | 3237: strp: v(60)-f(90) | | 3238: opt : v(98)-f(166) | | 3238: cb : v(98)-f(166) | | 3238: prog: v(98)-f(166) | | 3238: strp: v(98)-f(166) | | 3239: opt : v(70)-f(111) | | 3239: cb : v(70)-f(111) | | 3239: prog: v(70)-f(111) | | 3239: strp: v(70)-f(111) | | 3240: opt : v(57)-f(79) | | 3240: cb : v(57)-f(79) | | 3240: prog: v(57)-f(79) | | 3240: strp: v(57)-f(79) | | 3241: opt : v(59)-f(82) | | 3241: cb : v(59)-f(82) | | 3241: prog: v(59)-f(82) | | 3241: strp: v(59)-f(82) | | 3242: opt : v(66)-f(97) | | 3242: cb : v(66)-f(97) | | 3242: prog: v(66)-f(97) | | 3242: strp: v(66)-f(97) | | 3243: opt : v(66)-f(100) | | 3243: cb : v(66)-f(100) | | 3243: prog: v(66)-f(100) | | 3243: strp: v(66)-f(100) | | 3244: opt : v(69)-f(101) | | 3244: cb : v(69)-f(101) | | 3244: prog: v(69)-f(101) | | 3244: strp: v(69)-f(101) | | 3245: opt : v(79)-f(108) | | 3245: cb : v(79)-f(108) | | 3245: prog: v(79)-f(108) | | 3245: strp: v(79)-f(108) | | 3246: opt : v(99)-f(142) | | 3246: cb : v(99)-f(142) | | 3246: prog: v(99)-f(142) | | 3246: strp: v(99)-f(142) | | 3247: opt : v(117)-f(179) | | 3247: cb : v(117)-f(179) | | 3247: prog: v(117)-f(179) | | 3247: strp: v(117)-f(179) | | 3248: opt : v(92)-f(133) | | 3248: cb : v(92)-f(133) | | 3248: prog: v(92)-f(133) | | 3248: strp: v(92)-f(133) | | 3249: opt : v(91)-f(132) | | 3249: cb : v(91)-f(132) | | 3249: prog: v(91)-f(132) | | 3249: strp: v(91)-f(132) | | 3250: opt : v(56)-f(80) | | 3250: cb : v(56)-f(80) | | 3250: prog: v(56)-f(80) | | 3250: strp: v(56)-f(80) | | 3251: opt : v(92)-f(133) | | 3251: cb : v(92)-f(133) | | 3251: prog: v(92)-f(133) | | 3251: strp: v(92)-f(133) | | 3252: opt : v(56)-f(81) | | 3252: cb : v(56)-f(81) | | 3252: prog: v(56)-f(81) | | 3252: strp: v(56)-f(81) | | 3253: opt : v(63)-f(97) | | 3253: cb : v(63)-f(97) | | 3253: prog: v(63)-f(97) | | 3253: strp: v(63)-f(97) | | 3254: opt : v(64)-f(94) | | 3254: cb : v(64)-f(94) | | 3254: prog: v(64)-f(94) | | 3254: strp: v(64)-f(94) | | 3255: opt : v(56)-f(81) | | 3255: cb : v(56)-f(81) | | 3255: prog: v(56)-f(81) | | 3255: strp: v(56)-f(81) | | 3256: opt : v(72)-f(104) | | 3256: cb : v(72)-f(104) | | 3256: prog: v(72)-f(104) | | 3256: strp: v(72)-f(104) | | 3257: opt : v(51)-f(77) | | 3257: cb : v(51)-f(77) | | 3257: prog: v(51)-f(77) | | 3257: strp: v(51)-f(77) | | 3258: opt : v(71)-f(98) | | 3258: cb : v(71)-f(98) | | 3258: prog: v(71)-f(98) | | 3258: strp: v(71)-f(98) | | 3259: opt : v(90)-f(148) | | 3259: cb : v(90)-f(148) | | 3259: prog: v(90)-f(148) | | 3259: strp: v(90)-f(148) | | 3260: opt : v(57)-f(81) | | 3260: cb : v(57)-f(81) | | 3260: prog: v(57)-f(81) | | 3260: strp: v(57)-f(81) | | 3261: opt : v(64)-f(92) | | 3261: cb : v(64)-f(92) | | 3261: prog: v(64)-f(92) | | 3261: strp: v(64)-f(92) | | 3262: opt : v(66)-f(96) | | 3262: cb : v(66)-f(96) | | 3262: prog: v(66)-f(96) | | 3262: strp: v(66)-f(96) | | 3263: opt : v(56)-f(81) | | 3263: cb : v(56)-f(81) | | 3263: prog: v(56)-f(81) | | 3263: strp: v(56)-f(81) | | 3264: opt : v(68)-f(98) | | 3264: cb : v(68)-f(98) | | 3264: prog: v(68)-f(98) | | 3264: strp: v(68)-f(98) | | 3265: opt : v(64)-f(97) | | 3265: cb : v(64)-f(97) | | 3265: prog: v(64)-f(97) | | 3265: strp: v(64)-f(97) | | 3266: opt : v(60)-f(88) | | 3266: cb : v(60)-f(88) | | 3266: prog: v(60)-f(88) | | 3266: strp: v(60)-f(88) | | 3267: opt : v(70)-f(105) | | 3267: cb : v(70)-f(105) | | 3267: prog: v(70)-f(105) | | 3267: strp: v(70)-f(105) | | 3268: opt : v(55)-f(82) | | 3268: cb : v(55)-f(82) | | 3268: prog: v(55)-f(82) | | 3268: strp: v(55)-f(82) | | 3269: opt : v(66)-f(100) | | 3269: cb : v(66)-f(100) | | 3269: prog: v(66)-f(100) | | 3269: strp: v(66)-f(100) | | 3270: opt : v(78)-f(121) | | 3270: cb : v(78)-f(121) | | 3270: prog: v(78)-f(121) | | 3270: strp: v(78)-f(121) | | 3271: opt : v(70)-f(101) | | 3271: cb : v(70)-f(101) | | 3271: prog: v(70)-f(101) | | 3271: strp: v(70)-f(101) | | 3272: opt : v(70)-f(106) | | 3272: cb : v(70)-f(106) | | 3272: prog: v(70)-f(106) | | 3272: strp: v(70)-f(106) | | 3273: opt : v(57)-f(87) | | 3273: cb : v(57)-f(87) | | 3273: prog: v(57)-f(87) | | 3273: strp: v(57)-f(87) | | 3274: opt : v(89)-f(131) | | 3274: cb : v(89)-f(131) | | 3274: prog: v(89)-f(131) | | 3274: strp: v(89)-f(131) | | 3275: opt : v(82)-f(113) | | 3275: cb : v(82)-f(113) | | 3275: prog: v(82)-f(113) | | 3275: strp: v(82)-f(113) | | 3276: opt : v(67)-f(92) | | 3276: cb : v(67)-f(92) | | 3276: prog: v(67)-f(92) | | 3276: strp: v(67)-f(92) | | 3277: opt : v(61)-f(86) | | 3277: cb : v(61)-f(86) | | 3277: prog: v(61)-f(86) | | 3277: strp: v(61)-f(86) | | 3278: opt : v(54)-f(82) | | 3278: cb : v(54)-f(82) | | 3278: prog: v(54)-f(82) | | 3278: strp: v(54)-f(82) | | 3279: opt : v(61)-f(89) | | 3279: cb : v(61)-f(89) | | 3279: prog: v(61)-f(89) | | 3279: strp: v(61)-f(89) | | 3280: opt : v(61)-f(94) | | 3280: cb : v(61)-f(94) | | 3280: prog: v(61)-f(94) | | 3280: strp: v(61)-f(94) | | 3281: opt : v(93)-f(141) | | 3281: cb : v(93)-f(141) | | 3281: prog: v(93)-f(141) | | 3281: strp: v(93)-f(141) | | 3282: opt : v(63)-f(97) | | 3282: cb : v(63)-f(97) | | 3282: prog: v(63)-f(97) | | 3282: strp: v(63)-f(97) | | 3283: opt : v(62)-f(93) | | 3283: cb : v(62)-f(93) | | 3283: prog: v(62)-f(93) | | 3283: strp: v(62)-f(93) | | 3284: opt : v(57)-f(83) | | 3284: cb : v(57)-f(83) | | 3284: prog: v(57)-f(83) | | 3284: strp: v(57)-f(83) | | 3285: opt : v(65)-f(96) | | 3285: cb : v(65)-f(96) | | 3285: prog: v(65)-f(96) | | 3285: strp: v(65)-f(96) | | 3286: opt : v(67)-f(101) | | 3286: cb : v(67)-f(101) | | 3286: prog: v(67)-f(101) | | 3286: strp: v(67)-f(101) | | 3287: opt : v(69)-f(102) | | 3287: cb : v(69)-f(102) | | 3287: prog: v(69)-f(102) | | 3287: strp: v(69)-f(102) | | 3288: opt : v(68)-f(106) | | 3288: cb : v(68)-f(106) | | 3288: prog: v(68)-f(106) | | 3288: strp: v(68)-f(106) | | 3289: opt : v(59)-f(88) | | 3289: cb : v(59)-f(88) | | 3289: prog: v(59)-f(88) | | 3289: strp: v(59)-f(88) | | 3290: opt : v(56)-f(83) | | 3290: cb : v(56)-f(83) | | 3290: prog: v(56)-f(83) | | 3290: strp: v(56)-f(83) | | 3291: opt : v(51)-f(79) | | 3291: cb : v(51)-f(79) | | 3291: prog: v(51)-f(79) | | 3291: strp: v(51)-f(79) | | 3292: opt : v(57)-f(85) | | 3292: cb : v(57)-f(85) | | 3292: prog: v(57)-f(85) | | 3292: strp: v(57)-f(85) | | 3293: opt : v(56)-f(81) | | 3293: cb : v(56)-f(81) | | 3293: prog: v(56)-f(81) | | 3293: strp: v(56)-f(81) | | 3294: opt : v(64)-f(96) | | 3294: cb : v(64)-f(96) | | 3294: prog: v(64)-f(96) | | 3294: strp: v(64)-f(96) | | 3295: opt : v(59)-f(87) | | 3295: cb : v(59)-f(87) | | 3295: prog: v(59)-f(87) | | 3295: strp: v(59)-f(87) | | 3296: opt : v(72)-f(111) | | 3296: cb : v(72)-f(111) | | 3296: prog: v(72)-f(111) | | 3296: strp: v(72)-f(111) | | 3297: opt : v(64)-f(91) | | 3297: cb : v(64)-f(91) | | 3297: prog: v(64)-f(91) | | 3297: strp: v(64)-f(91) | | 3298: opt : v(74)-f(114) | | 3298: cb : v(74)-f(114) | | 3298: prog: v(74)-f(114) | | 3298: strp: v(74)-f(114) | | 3299: opt : v(76)-f(119) | | 3299: cb : v(76)-f(119) | | 3299: prog: v(76)-f(119) | | 3299: strp: v(76)-f(119) | | 3300: opt : v(53)-f(78) | | 3300: cb : v(53)-f(78) | | 3300: prog: v(53)-f(78) | | 3300: strp: v(53)-f(78) | | 3301: opt : v(63)-f(93) | | 3301: cb : v(63)-f(93) | | 3301: prog: v(63)-f(93) | | 3301: strp: v(63)-f(93) | | 3302: opt : v(59)-f(89) | | 3302: cb : v(59)-f(89) | | 3302: prog: v(59)-f(89) | | 3302: strp: v(59)-f(89) | | 3303: opt : v(82)-f(128) | | 3303: cb : v(82)-f(128) | | 3303: prog: v(82)-f(128) | | 3303: strp: v(82)-f(128) | | 3304: opt : v(70)-f(76) | | 3304: cb : v(70)-f(76) | | 3304: prog: v(70)-f(76) | | 3304: strp: v(70)-f(76) | | 3305: opt : v(117)-f(151) | | 3305: cb : v(117)-f(151) | | 3305: prog: v(117)-f(151) | | 3305: strp: v(117)-f(151) | | 3306: opt : v(120)-f(166) | | 3306: cb : v(120)-f(166) | | 3306: prog: v(120)-f(166) | | 3306: strp: v(120)-f(166) | | 3307: opt : v(138)-f(192) | | 3307: cb : v(138)-f(192) | | 3307: prog: v(138)-f(192) | | 3307: strp: v(138)-f(192) | | 3308: opt : v(102)-f(134) | | 3308: cb : v(102)-f(134) | | 3308: prog: v(102)-f(134) | | 3308: strp: v(102)-f(134) | | 3309: opt : v(84)-f(106) | | 3309: cb : v(84)-f(106) | | 3309: prog: v(84)-f(106) | | 3309: strp: v(84)-f(106) | | 3310: opt : v(90)-f(120) | | 3310: cb : v(90)-f(120) | | 3310: prog: v(90)-f(120) | | 3310: strp: v(90)-f(120) | | 3311: opt : v(92)-f(118) | | 3311: cb : v(92)-f(118) | | 3311: prog: v(92)-f(118) | | 3311: strp: v(92)-f(118) | | 3312: opt : v(76)-f(92) | | 3312: cb : v(76)-f(92) | | 3312: prog: v(76)-f(92) | | 3312: strp: v(76)-f(92) | | 3313: opt : v(78)-f(100) | | 3313: cb : v(78)-f(100) | | 3313: prog: v(78)-f(100) | | 3313: strp: v(78)-f(100) | | 3314: opt : v(96)-f(130) | | 3314: cb : v(96)-f(130) | | 3314: prog: v(96)-f(130) | | 3314: strp: v(96)-f(130) | | 3315: opt : v(74)-f(100) | | 3315: cb : v(74)-f(100) | | 3315: prog: v(74)-f(100) | | 3315: strp: v(74)-f(100) | | 3316: opt : v(74)-f(98) | | 3316: cb : v(74)-f(98) | | 3316: prog: v(74)-f(98) | | 3316: strp: v(74)-f(98) | | 3317: opt : v(98)-f(136) | | 3317: cb : v(98)-f(136) | | 3317: prog: v(98)-f(136) | | 3317: strp: v(98)-f(136) | | 3318: opt : v(88)-f(112) | | 3318: cb : v(88)-f(112) | | 3318: prog: v(88)-f(112) | | 3318: strp: v(88)-f(112) | | 3319: opt : v(88)-f(124) | | 3319: cb : v(88)-f(124) | | 3319: prog: v(88)-f(124) | | 3319: strp: v(88)-f(124) | | 3320: opt : v(74)-f(104) | | 3320: cb : v(74)-f(104) | | 3320: prog: v(74)-f(104) | | 3320: strp: v(74)-f(104) | | 3321: opt : v(116)-f(172) | | 3321: cb : v(116)-f(172) | | 3321: prog: v(116)-f(172) | | 3321: strp: v(116)-f(172) | | 3322: opt : v(64)-f(79) | | 3322: cb : v(64)-f(79) | | 3322: prog: v(64)-f(79) | | 3322: strp: v(64)-f(79) | | 3323: opt : v(70)-f(82) | | 3323: cb : v(70)-f(82) | | 3323: prog: v(70)-f(82) | | 3323: strp: v(70)-f(82) | | 3324: opt : v(72)-f(90) | | 3324: cb : v(72)-f(90) | | 3324: prog: v(72)-f(90) | | 3324: strp: v(72)-f(90) | | 3325: opt : v(103)-f(131) | | 3325: cb : v(103)-f(131) | | 3325: prog: v(103)-f(131) | | 3325: strp: v(103)-f(131) | | 3326: opt : v(144)-f(212) | | 3326: cb : v(144)-f(212) | | 3326: prog: v(144)-f(212) | | 3326: strp: v(144)-f(212) | | 3327: opt : v(109)-f(143) | | 3327: cb : v(109)-f(143) | | 3327: prog: v(109)-f(143) | | 3327: strp: v(109)-f(143) | | 3328: opt : v(64)-f(74) | | 3328: cb : v(64)-f(74) | | 3328: prog: v(64)-f(74) | | 3328: strp: v(64)-f(74) | | 3329: opt : v(100)-f(126) | | 3329: cb : v(100)-f(126) | | 3329: prog: v(100)-f(126) | | 3329: strp: v(100)-f(126) | | 3330: opt : v(72)-f(70) | | 3330: cb : v(72)-f(70) | | 3330: prog: v(72)-f(70) | | 3330: strp: v(72)-f(70) | | 3331: opt : v(6788)-f(10915) | | 3331: cb : v(6788)-f(10915) | | 3331: prog: v(6788)-f(10915) | | 3331: strp: v(6788)-f(10915) | | 3332: opt : v(258)-f(237) | | 3332: cb : v(258)-f(237) | | 3332: prog: v(258)-f(237) | | 3332: strp: v(258)-f(237) | | 3333: opt : v(234)-f(177) | | 3333: cb : v(234)-f(177) | | 3333: prog: v(234)-f(177) | | 3333: strp: v(234)-f(177) | | 3334: opt : v(128)-f(212) | | 3334: cb : v(128)-f(212) | | 3334: prog: v(128)-f(212) | | 3334: strp: v(128)-f(212) | | 3335: opt : v(46)-f(65) | | 3335: cb : v(46)-f(65) | | 3335: prog: v(46)-f(65) | | 3335: strp: v(46)-f(65) | | 3336: opt : v(101)-f(155) | | 3336: cb : v(101)-f(155) | | 3336: prog: v(101)-f(155) | | 3336: strp: v(101)-f(155) | | 3337: opt : v(3581)-f(1861) | | 3337: cb : v(3581)-f(1861) | | 3337: prog: v(3581)-f(1861) | | 3337: strp: v(3581)-f(1861) | | 3338: opt : v(2963)-f(1588) | | 3338: cb : v(2963)-f(1588) | | 3338: prog: v(2963)-f(1588) | | 3338: strp: v(2963)-f(1588) | | 3339: opt : v(3085)-f(1777) | | 3339: cb : v(3085)-f(1777) | | 3339: prog: v(3085)-f(1777) | | 3339: strp: v(3085)-f(1777) | | 3340: opt : v(1432)-f(911) | | 3340: cb : v(1432)-f(911) | | 3340: prog: v(1432)-f(911) | | 3340: strp: v(1432)-f(911) | | 3341: opt : v(2326)-f(1462) | | 3341: cb : v(2326)-f(1462) | | 3341: prog: v(2326)-f(1462) | | 3341: strp: v(2326)-f(1462) | | 3342: opt : v(3447)-f(2332) | | 3342: cb : v(3447)-f(2332) | | 3342: prog: v(3447)-f(2332) | | 3342: strp: v(3447)-f(2332) | | 3343: opt : v(59)-f(85) | | 3343: cb : v(59)-f(85) | | 3343: prog: v(59)-f(85) | | 3343: strp: v(59)-f(85) | | 3344: opt : v(66)-f(81) | | 3344: cb : v(66)-f(81) | | 3344: prog: v(66)-f(81) | | 3344: strp: v(66)-f(81) | | 3345: opt : v(52)-f(75) | | 3345: cb : v(52)-f(75) | | 3345: prog: v(52)-f(75) | | 3345: strp: v(52)-f(75) | | 3346: opt : v(50)-f(69) | | 3346: cb : v(50)-f(69) | | 3346: prog: v(50)-f(69) | | 3346: strp: v(50)-f(69) | | 3347: opt : v(49)-f(68) | | 3347: cb : v(49)-f(68) | | 3347: prog: v(49)-f(68) | | 3347: strp: v(49)-f(68) | | 3348: opt : v(91)-f(143) | | 3348: cb : v(91)-f(143) | | 3348: prog: v(91)-f(143) | | 3348: strp: v(91)-f(143) | | 3349: opt : v(67)-f(93) | | 3349: cb : v(67)-f(93) | | 3349: prog: v(67)-f(93) | | 3349: strp: v(67)-f(93) | | 3350: opt : v(57)-f(88) | | 3350: cb : v(57)-f(88) | | 3350: prog: v(57)-f(88) | | 3350: strp: v(57)-f(88) | | 3351: opt : v(62)-f(98) | | 3351: cb : v(62)-f(98) | | 3351: prog: v(62)-f(98) | | 3351: strp: v(62)-f(98) | | 3352: opt : v(81)-f(123) | | 3352: cb : v(81)-f(123) | | 3352: prog: v(81)-f(123) | | 3352: strp: v(81)-f(123) | | 3353: opt : v(76)-f(114) | | 3353: cb : v(76)-f(114) | | 3353: prog: v(76)-f(114) | | 3353: strp: v(76)-f(114) | | 3354: opt : v(70)-f(100) | | 3354: cb : v(70)-f(100) | | 3354: prog: v(70)-f(100) | | 3354: strp: v(70)-f(100) | | 3355: opt : v(89)-f(136) | | 3355: cb : v(89)-f(136) | | 3355: prog: v(89)-f(136) | | 3355: strp: v(89)-f(136) | | 3356: opt : v(49)-f(72) | | 3356: cb : v(49)-f(72) | | 3356: prog: v(49)-f(72) | | 3356: strp: v(49)-f(72) | | 3357: opt : v(79)-f(124) | | 3357: cb : v(79)-f(124) | | 3357: prog: v(79)-f(124) | | 3357: strp: v(79)-f(124) | | 3358: opt : v(71)-f(113) | | 3358: cb : v(71)-f(113) | | 3358: prog: v(71)-f(113) | | 3358: strp: v(71)-f(113) | | 3359: opt : v(55)-f(82) | | 3359: cb : v(55)-f(82) | | 3359: prog: v(55)-f(82) | | 3359: strp: v(55)-f(82) | | 3360: opt : v(47)-f(71) | | 3360: cb : v(47)-f(71) | | 3360: prog: v(47)-f(71) | | 3360: strp: v(47)-f(71) | | 3361: opt : v(48)-f(64) | | 3361: cb : v(48)-f(64) | | 3361: prog: v(48)-f(64) | | 3361: strp: v(48)-f(64) | | 3362: opt : v(50)-f(69) | | 3362: cb : v(50)-f(69) | | 3362: prog: v(50)-f(69) | | 3362: strp: v(50)-f(69) | | 3363: opt : v(56)-f(70) | | 3363: cb : v(56)-f(70) | | 3363: prog: v(56)-f(70) | | 3363: strp: v(56)-f(70) | | 3364: opt : v(62)-f(82) | | 3364: cb : v(62)-f(82) | | 3364: prog: v(62)-f(82) | | 3364: strp: v(62)-f(82) | | 3365: opt : v(53)-f(71) | | 3365: cb : v(53)-f(71) | | 3365: prog: v(53)-f(71) | | 3365: strp: v(53)-f(71) | | 3366: opt : v(72)-f(98) | | 3366: cb : v(72)-f(98) | | 3366: prog: v(72)-f(98) | | 3366: strp: v(72)-f(98) | | 3367: opt : v(51)-f(73) | | 3367: cb : v(51)-f(73) | | 3367: prog: v(51)-f(73) | | 3367: strp: v(51)-f(73) | | 3368: opt : v(91)-f(147) | | 3368: cb : v(91)-f(147) | | 3368: prog: v(91)-f(147) | | 3368: strp: v(91)-f(147) | | 3369: opt : v(72)-f(109) | | 3369: cb : v(72)-f(109) | | 3369: prog: v(72)-f(109) | | 3369: strp: v(72)-f(109) | | 3370: opt : v(55)-f(76) | | 3370: cb : v(55)-f(76) | | 3370: prog: v(55)-f(76) | | 3370: strp: v(55)-f(76) | | 3371: opt : v(70)-f(100) | | 3371: cb : v(70)-f(100) | | 3371: prog: v(70)-f(100) | | 3371: strp: v(70)-f(100) | | 3372: opt : v(95)-f(152) | | 3372: cb : v(95)-f(152) | | 3372: prog: v(95)-f(152) | | 3372: strp: v(95)-f(152) | | 3373: opt : v(72)-f(106) | | 3373: cb : v(72)-f(106) | | 3373: prog: v(72)-f(106) | | 3373: strp: v(72)-f(106) | | 3374: opt : v(50)-f(68) | | 3374: cb : v(50)-f(68) | | 3374: prog: v(50)-f(68) | | 3374: strp: v(50)-f(68) | | 3375: opt : v(67)-f(97) | | 3375: cb : v(67)-f(97) | | 3375: prog: v(67)-f(97) | | 3375: strp: v(67)-f(97) | | 3376: opt : v(51)-f(70) | | 3376: cb : v(51)-f(70) | | 3376: prog: v(51)-f(70) | | 3376: strp: v(51)-f(70) | | 3377: opt : v(71)-f(105) | | 3377: cb : v(71)-f(105) | | 3377: prog: v(71)-f(105) | | 3377: strp: v(71)-f(105) | | 3378: opt : v(73)-f(107) | | 3378: cb : v(73)-f(107) | | 3378: prog: v(73)-f(107) | | 3378: strp: v(73)-f(107) | | 3379: opt : v(108)-f(178) | | 3379: cb : v(108)-f(178) | | 3379: prog: v(108)-f(178) | | 3379: strp: v(108)-f(178) | | 3380: opt : v(54)-f(76) | | 3380: cb : v(54)-f(76) | | 3380: prog: v(54)-f(76) | | 3380: strp: v(54)-f(76) | | 3381: opt : v(50)-f(77) | | 3381: cb : v(50)-f(77) | | 3381: prog: v(50)-f(77) | | 3381: strp: v(50)-f(77) | | 3382: opt : v(58)-f(88) | | 3382: cb : v(58)-f(88) | | 3382: prog: v(58)-f(88) | | 3382: strp: v(58)-f(88) | | 3383: opt : v(57)-f(85) | | 3383: cb : v(57)-f(85) | | 3383: prog: v(57)-f(85) | | 3383: strp: v(57)-f(85) | | 3384: opt : v(64)-f(94) | | 3384: cb : v(64)-f(94) | | 3384: prog: v(64)-f(94) | | 3384: strp: v(64)-f(94) | | 3385: opt : v(58)-f(80) | | 3385: cb : v(58)-f(80) | | 3385: prog: v(58)-f(80) | | 3385: strp: v(58)-f(80) | | 3386: opt : v(55)-f(71) | | 3386: cb : v(55)-f(71) | | 3386: prog: v(55)-f(71) | | 3386: strp: v(55)-f(71) | | 3387: opt : v(54)-f(78) | | 3387: cb : v(54)-f(78) | | 3387: prog: v(54)-f(78) | | 3387: strp: v(54)-f(78) | | 3388: opt : v(55)-f(70) | | 3388: cb : v(55)-f(70) | | 3388: prog: v(55)-f(70) | | 3388: strp: v(55)-f(70) | | 3389: opt : v(56)-f(76) | | 3389: cb : v(56)-f(76) | | 3389: prog: v(56)-f(76) | | 3389: strp: v(56)-f(76) | | 3390: opt : v(74)-f(106) | | 3390: cb : v(74)-f(106) | | 3390: prog: v(74)-f(106) | | 3390: strp: v(74)-f(106) | | 3391: opt : v(58)-f(83) | | 3391: cb : v(58)-f(83) | | 3391: prog: v(58)-f(83) | | 3391: strp: v(58)-f(83) | | 3392: opt : v(87)-f(124) | | 3392: cb : v(87)-f(124) | | 3392: prog: v(87)-f(124) | | 3392: strp: v(87)-f(124) | | 3393: opt : v(92)-f(143) | | 3393: cb : v(92)-f(143) | | 3393: prog: v(92)-f(143) | | 3393: strp: v(92)-f(143) | | 3394: opt : v(76)-f(114) | | 3394: cb : v(76)-f(114) | | 3394: prog: v(76)-f(114) | | 3394: strp: v(76)-f(114) | | 3395: opt : v(57)-f(83) | | 3395: cb : v(57)-f(83) | | 3395: prog: v(57)-f(83) | | 3395: strp: v(57)-f(83) | | 3396: opt : v(125)-f(197) | | 3396: cb : v(125)-f(197) | | 3396: prog: v(125)-f(197) | | 3396: strp: v(125)-f(197) | | 3397: opt : v(84)-f(128) | | 3397: cb : v(84)-f(128) | | 3397: prog: v(84)-f(128) | | 3397: strp: v(84)-f(128) | | 3398: opt : v(120)-f(196) | | 3398: cb : v(120)-f(196) | | 3398: prog: v(120)-f(196) | | 3398: strp: v(120)-f(196) | | 3399: opt : v(74)-f(101) | | 3399: cb : v(74)-f(101) | | 3399: prog: v(74)-f(101) | | 3399: strp: v(74)-f(101) | | 3400: opt : v(76)-f(111) | | 3400: cb : v(76)-f(111) | | 3400: prog: v(76)-f(111) | | 3400: strp: v(76)-f(111) | | 3401: opt : v(81)-f(117) | | 3401: cb : v(81)-f(117) | | 3401: prog: v(81)-f(117) | | 3401: strp: v(81)-f(117) | | 3402: opt : v(89)-f(139) | | 3402: cb : v(89)-f(139) | | 3402: prog: v(89)-f(139) | | 3402: strp: v(89)-f(139) | | 3403: opt : v(66)-f(96) | | 3403: cb : v(66)-f(96) | | 3403: prog: v(66)-f(96) | | 3403: strp: v(66)-f(96) | | 3404: opt : v(82)-f(123) | | 3404: cb : v(82)-f(123) | | 3404: prog: v(82)-f(123) | | 3404: strp: v(82)-f(123) | | 3405: opt : v(94)-f(144) | | 3405: cb : v(94)-f(144) | | 3405: prog: v(94)-f(144) | | 3405: strp: v(94)-f(144) | | 3406: opt : v(53)-f(71) | | 3406: cb : v(53)-f(71) | | 3406: prog: v(53)-f(71) | | 3406: strp: v(53)-f(71) | | 3407: opt : v(66)-f(99) | | 3407: cb : v(66)-f(99) | | 3407: prog: v(66)-f(99) | | 3407: strp: v(66)-f(99) | | 3408: opt : v(89)-f(141) | | 3408: cb : v(89)-f(141) | | 3408: prog: v(89)-f(141) | | 3408: strp: v(89)-f(141) | | 3409: opt : v(79)-f(116) | | 3409: cb : v(79)-f(116) | | 3409: prog: v(79)-f(116) | | 3409: strp: v(79)-f(116) | | 3410: opt : v(91)-f(143) | | 3410: cb : v(91)-f(143) | | 3410: prog: v(91)-f(143) | | 3410: strp: v(91)-f(143) | | 3411: opt : v(64)-f(96) | | 3411: cb : v(64)-f(96) | | 3411: prog: v(64)-f(96) | | 3411: strp: v(64)-f(96) | | 3412: opt : v(119)-f(196) | | 3412: cb : v(119)-f(196) | | 3412: prog: v(119)-f(196) | | 3412: strp: v(119)-f(196) | | 3413: opt : v(77)-f(113) | | 3413: cb : v(77)-f(113) | | 3413: prog: v(77)-f(113) | | 3413: strp: v(77)-f(113) | | 3414: opt : v(73)-f(112) | | 3414: cb : v(73)-f(112) | | 3414: prog: v(73)-f(112) | | 3414: strp: v(73)-f(112) | | 3415: opt : v(90)-f(130) | | 3415: cb : v(90)-f(130) | | 3415: prog: v(90)-f(130) | | 3415: strp: v(90)-f(130) | | 3416: opt : v(85)-f(126) | | 3416: cb : v(85)-f(126) | | 3416: prog: v(85)-f(126) | | 3416: strp: v(85)-f(126) | | 3417: opt : v(60)-f(82) | | 3417: cb : v(60)-f(82) | | 3417: prog: v(60)-f(82) | | 3417: strp: v(60)-f(82) | | 3418: opt : v(66)-f(86) | | 3418: cb : v(66)-f(86) | | 3418: prog: v(66)-f(86) | | 3418: strp: v(66)-f(86) | | 3419: opt : v(71)-f(103) | | 3419: cb : v(71)-f(103) | | 3419: prog: v(71)-f(103) | | 3419: strp: v(71)-f(103) | | 3420: opt : v(86)-f(135) | | 3420: cb : v(86)-f(135) | | 3420: prog: v(86)-f(135) | | 3420: strp: v(86)-f(135) | | 3421: opt : v(81)-f(123) | | 3421: cb : v(81)-f(123) | | 3421: prog: v(81)-f(123) | | 3421: strp: v(81)-f(123) | | 3422: opt : v(87)-f(132) | | 3422: cb : v(87)-f(132) | | 3422: prog: v(87)-f(132) | | 3422: strp: v(87)-f(132) | | 3423: opt : v(91)-f(138) | | 3423: cb : v(91)-f(138) | | 3423: prog: v(91)-f(138) | | 3423: strp: v(91)-f(138) | | 3424: opt : v(86)-f(126) | | 3424: cb : v(86)-f(126) | | 3424: prog: v(86)-f(126) | | 3424: strp: v(86)-f(126) | | 3425: opt : v(85)-f(128) | | 3425: cb : v(85)-f(128) | | 3425: prog: v(85)-f(128) | | 3425: strp: v(85)-f(128) | | 3426: opt : v(79)-f(121) | | 3426: cb : v(79)-f(121) | | 3426: prog: v(79)-f(121) | | 3426: strp: v(79)-f(121) | | 3427: opt : v(75)-f(109) | | 3427: cb : v(75)-f(109) | | 3427: prog: v(75)-f(109) | | 3427: strp: v(75)-f(109) | | 3428: opt : v(65)-f(96) | | 3428: cb : v(65)-f(96) | | 3428: prog: v(65)-f(96) | | 3428: strp: v(65)-f(96) | | 3429: opt : v(86)-f(132) | | 3429: cb : v(86)-f(132) | | 3429: prog: v(86)-f(132) | | 3429: strp: v(86)-f(132) | | 3430: opt : v(93)-f(139) | | 3430: cb : v(93)-f(139) | | 3430: prog: v(93)-f(139) | | 3430: strp: v(93)-f(139) | | 3431: opt : v(88)-f(135) | | 3431: cb : v(88)-f(135) | | 3431: prog: v(88)-f(135) | | 3431: strp: v(88)-f(135) | | 3432: opt : v(73)-f(107) | | 3432: cb : v(73)-f(107) | | 3432: prog: v(73)-f(107) | | 3432: strp: v(73)-f(107) | | 3433: opt : v(76)-f(114) | | 3433: cb : v(76)-f(114) | | 3433: prog: v(76)-f(114) | | 3433: strp: v(76)-f(114) | | 3434: opt : v(83)-f(126) | | 3434: cb : v(83)-f(126) | | 3434: prog: v(83)-f(126) | | 3434: strp: v(83)-f(126) | | 3435: opt : v(74)-f(109) | | 3435: cb : v(74)-f(109) | | 3435: prog: v(74)-f(109) | | 3435: strp: v(74)-f(109) | | 3436: opt : v(74)-f(116) | | 3436: cb : v(74)-f(116) | | 3436: prog: v(74)-f(116) | | 3436: strp: v(74)-f(116) | | 3437: opt : v(54)-f(78) | | 3437: cb : v(54)-f(78) | | 3437: prog: v(54)-f(78) | | 3437: strp: v(54)-f(78) | | 3438: opt : v(106)-f(185) | | 3438: cb : v(106)-f(185) | | 3438: prog: v(106)-f(185) | | 3438: strp: v(106)-f(185) | | 3439: opt : v(63)-f(91) | | 3439: cb : v(63)-f(91) | | 3439: prog: v(63)-f(91) | | 3439: strp: v(63)-f(91) | | 3440: opt : v(95)-f(149) | | 3440: cb : v(95)-f(149) | | 3440: prog: v(95)-f(149) | | 3440: strp: v(95)-f(149) | | 3441: opt : v(66)-f(95) | | 3441: cb : v(66)-f(95) | | 3441: prog: v(66)-f(95) | | 3441: strp: v(66)-f(95) | | 3442: opt : v(47)-f(64) | | 3442: cb : v(47)-f(64) | | 3442: prog: v(47)-f(64) | | 3442: strp: v(47)-f(64) | | 3443: opt : v(85)-f(129) | | 3443: cb : v(85)-f(129) | | 3443: prog: v(85)-f(129) | | 3443: strp: v(85)-f(129) | | 3444: opt : v(78)-f(121) | | 3444: cb : v(78)-f(121) | | 3444: prog: v(78)-f(121) | | 3444: strp: v(78)-f(121) | | 3445: opt : v(103)-f(163) | | 3445: cb : v(103)-f(163) | | 3445: prog: v(103)-f(163) | | 3445: strp: v(103)-f(163) | | 3446: opt : v(61)-f(88) | | 3446: cb : v(61)-f(88) | | 3446: prog: v(61)-f(88) | | 3446: strp: v(61)-f(88) | | 3447: opt : v(107)-f(149) | | 3447: cb : v(107)-f(149) | | 3447: prog: v(107)-f(149) | | 3447: strp: v(107)-f(149) | | 3448: opt : v(79)-f(111) | | 3448: cb : v(79)-f(111) | | 3448: prog: v(79)-f(111) | | 3448: strp: v(79)-f(111) | | 3449: opt : v(71)-f(104) | | 3449: cb : v(71)-f(104) | | 3449: prog: v(71)-f(104) | | 3449: strp: v(71)-f(104) | | 3450: opt : v(77)-f(109) | | 3450: cb : v(77)-f(109) | | 3450: prog: v(77)-f(109) | | 3450: strp: v(77)-f(109) | | 3451: opt : v(134)-f(213) | | 3451: cb : v(134)-f(213) | | 3451: prog: v(134)-f(213) | | 3451: strp: v(134)-f(213) | | 3452: opt : v(108)-f(165) | | 3452: cb : v(108)-f(165) | | 3452: prog: v(108)-f(165) | | 3452: strp: v(108)-f(165) | | 3453: opt : v(81)-f(117) | | 3453: cb : v(81)-f(117) | | 3453: prog: v(81)-f(117) | | 3453: strp: v(81)-f(117) | | 3454: opt : v(109)-f(170) | | 3454: cb : v(109)-f(170) | | 3454: prog: v(109)-f(170) | | 3454: strp: v(109)-f(170) | | 3455: opt : v(116)-f(182) | | 3455: cb : v(116)-f(182) | | 3455: prog: v(116)-f(182) | | 3455: strp: v(116)-f(182) | | 3456: opt : v(83)-f(114) | | 3456: cb : v(83)-f(114) | | 3456: prog: v(83)-f(114) | | 3456: strp: v(83)-f(114) | | 3457: opt : v(86)-f(124) | | 3457: cb : v(86)-f(124) | | 3457: prog: v(86)-f(124) | | 3457: strp: v(86)-f(124) | | 3458: opt : v(58)-f(82) | | 3458: cb : v(58)-f(82) | | 3458: prog: v(58)-f(82) | | 3458: strp: v(58)-f(82) | | 3459: opt : v(56)-f(76) | | 3459: cb : v(56)-f(76) | | 3459: prog: v(56)-f(76) | | 3459: strp: v(56)-f(76) | | 3460: opt : v(89)-f(130) | | 3460: cb : v(89)-f(130) | | 3460: prog: v(89)-f(130) | | 3460: strp: v(89)-f(130) | | 3461: opt : v(86)-f(135) | | 3461: cb : v(86)-f(135) | | 3461: prog: v(86)-f(135) | | 3461: strp: v(86)-f(135) | | 3462: opt : v(87)-f(128) | | 3462: cb : v(87)-f(128) | | 3462: prog: v(87)-f(128) | | 3462: strp: v(87)-f(128) | | 3463: opt : v(53)-f(68) | | 3463: cb : v(53)-f(68) | | 3463: prog: v(53)-f(68) | | 3463: strp: v(53)-f(68) | | 3464: opt : v(63)-f(87) | | 3464: cb : v(63)-f(87) | | 3464: prog: v(63)-f(87) | | 3464: strp: v(63)-f(87) | | 3465: opt : v(68)-f(98) | | 3465: cb : v(68)-f(98) | | 3465: prog: v(68)-f(98) | | 3465: strp: v(68)-f(98) | | 3466: opt : v(103)-f(143) | | 3466: cb : v(103)-f(143) | | 3466: prog: v(103)-f(143) | | 3466: strp: v(103)-f(143) | | 3467: opt : v(136)-f(216) | | 3467: cb : v(136)-f(216) | | 3467: prog: v(136)-f(216) | | 3467: strp: v(136)-f(216) | | 3468: opt : v(143)-f(230) | | 3468: cb : v(143)-f(230) | | 3468: prog: v(143)-f(230) | | 3468: strp: v(143)-f(230) | | 3469: opt : v(76)-f(115) | | 3469: cb : v(76)-f(115) | | 3469: prog: v(76)-f(115) | | 3469: strp: v(76)-f(115) | | 3470: opt : v(53)-f(67) | | 3470: cb : v(53)-f(67) | | 3470: prog: v(53)-f(67) | | 3470: strp: v(53)-f(67) | | 3471: opt : v(69)-f(93) | | 3471: cb : v(69)-f(93) | | 3471: prog: v(69)-f(93) | | 3471: strp: v(69)-f(93) | | 3472: opt : v(53)-f(70) | | 3472: cb : v(53)-f(70) | | 3472: prog: v(53)-f(70) | | 3472: strp: v(53)-f(70) | | 3473: opt : v(80)-f(120) | | 3473: cb : v(80)-f(120) | | 3473: prog: v(80)-f(120) | | 3473: strp: v(80)-f(120) | | 3474: opt : v(83)-f(125) | | 3474: cb : v(83)-f(125) | | 3474: prog: v(83)-f(125) | | 3474: strp: v(83)-f(125) | | 3475: opt : v(72)-f(107) | | 3475: cb : v(72)-f(107) | | 3475: prog: v(72)-f(107) | | 3475: strp: v(72)-f(107) | | 3476: opt : v(73)-f(112) | | 3476: cb : v(73)-f(112) | | 3476: prog: v(73)-f(112) | | 3476: strp: v(73)-f(112) | | 3477: opt : v(76)-f(113) | | 3477: cb : v(76)-f(113) | | 3477: prog: v(76)-f(113) | | 3477: strp: v(76)-f(113) | | 3478: opt : v(57)-f(84) | | 3478: cb : v(57)-f(84) | | 3478: prog: v(57)-f(84) | | 3478: strp: v(57)-f(84) | | 3479: opt : v(66)-f(93) | | 3479: cb : v(66)-f(93) | | 3479: prog: v(66)-f(93) | | 3479: strp: v(66)-f(93) | | 3480: opt : v(57)-f(77) | | 3480: cb : v(57)-f(77) | | 3480: prog: v(57)-f(77) | | 3480: strp: v(57)-f(77) | | 3481: opt : v(46)-f(65) | | 3481: cb : v(46)-f(65) | | 3481: prog: v(46)-f(65) | | 3481: strp: v(46)-f(65) | | 3482: opt : v(68)-f(105) | | 3482: cb : v(68)-f(105) | | 3482: prog: v(68)-f(105) | | 3482: strp: v(68)-f(105) | | 3483: opt : v(107)-f(176) | | 3483: cb : v(107)-f(176) | | 3483: prog: v(107)-f(176) | | 3483: strp: v(107)-f(176) | | 3484: opt : v(77)-f(116) | | 3484: cb : v(77)-f(116) | | 3484: prog: v(77)-f(116) | | 3484: strp: v(77)-f(116) | | 3485: opt : v(57)-f(84) | | 3485: cb : v(57)-f(84) | | 3485: prog: v(57)-f(84) | | 3485: strp: v(57)-f(84) | | 3486: opt : v(57)-f(79) | | 3486: cb : v(57)-f(79) | | 3486: prog: v(57)-f(79) | | 3486: strp: v(57)-f(79) | | 3487: opt : v(70)-f(106) | | 3487: cb : v(70)-f(106) | | 3487: prog: v(70)-f(106) | | 3487: strp: v(70)-f(106) | | 3488: opt : v(63)-f(85) | | 3488: cb : v(63)-f(85) | | 3488: prog: v(63)-f(85) | | 3488: strp: v(63)-f(85) | | 3489: opt : v(49)-f(72) | | 3489: cb : v(49)-f(72) | | 3489: prog: v(49)-f(72) | | 3489: strp: v(49)-f(72) | | 3490: opt : v(50)-f(72) | | 3490: cb : v(50)-f(72) | | 3490: prog: v(50)-f(72) | | 3490: strp: v(50)-f(72) | | 3491: opt : v(59)-f(80) | | 3491: cb : v(59)-f(80) | | 3491: prog: v(59)-f(80) | | 3491: strp: v(59)-f(80) | | 3492: opt : v(65)-f(80) | | 3492: cb : v(65)-f(80) | | 3492: prog: v(65)-f(80) | | 3492: strp: v(65)-f(80) | | 3493: opt : v(50)-f(64) | | 3493: cb : v(50)-f(64) | | 3493: prog: v(50)-f(64) | | 3493: strp: v(50)-f(64) | | 3494: opt : v(57)-f(68) | | 3494: cb : v(57)-f(68) | | 3494: prog: v(57)-f(68) | | 3494: strp: v(57)-f(68) | | 3495: opt : v(45)-f(64) | | 3495: cb : v(45)-f(64) | | 3495: prog: v(45)-f(64) | | 3495: strp: v(45)-f(64) | | 3496: opt : v(68)-f(98) | | 3496: cb : v(68)-f(98) | | 3496: prog: v(68)-f(98) | | 3496: strp: v(68)-f(98) | | 3497: opt : v(76)-f(123) | | 3497: cb : v(76)-f(123) | | 3497: prog: v(76)-f(123) | | 3497: strp: v(76)-f(123) | | 3498: opt : v(80)-f(119) | | 3498: cb : v(80)-f(119) | | 3498: prog: v(80)-f(119) | | 3498: strp: v(80)-f(119) | | 3499: opt : v(80)-f(117) | | 3499: cb : v(80)-f(117) | | 3499: prog: v(80)-f(117) | | 3499: strp: v(80)-f(117) | | 3500: opt : v(70)-f(99) | | 3500: cb : v(70)-f(99) | | 3500: prog: v(70)-f(99) | | 3500: strp: v(70)-f(99) | | 3501: opt : v(51)-f(67) | | 3501: cb : v(51)-f(67) | | 3501: prog: v(51)-f(67) | | 3501: strp: v(51)-f(67) | | 3502: opt : v(49)-f(65) | | 3502: cb : v(49)-f(65) | | 3502: prog: v(49)-f(65) | | 3502: strp: v(49)-f(65) | | 3503: opt : v(53)-f(68) | | 3503: cb : v(53)-f(68) | | 3503: prog: v(53)-f(68) | | 3503: strp: v(53)-f(68) | | 3504: opt : v(76)-f(112) | | 3504: cb : v(76)-f(112) | | 3504: prog: v(76)-f(112) | | 3504: strp: v(76)-f(112) | | 3505: opt : v(85)-f(127) | | 3505: cb : v(85)-f(127) | | 3505: prog: v(85)-f(127) | | 3505: strp: v(85)-f(127) | | 3506: opt : v(48)-f(67) | | 3506: cb : v(48)-f(67) | | 3506: prog: v(48)-f(67) | | 3506: strp: v(48)-f(67) | | 3507: opt : v(64)-f(95) | | 3507: cb : v(64)-f(95) | | 3507: prog: v(64)-f(95) | | 3507: strp: v(64)-f(95) | | 3508: opt : v(51)-f(73) | | 3508: cb : v(51)-f(73) | | 3508: prog: v(51)-f(73) | | 3508: strp: v(51)-f(73) | | 3509: opt : v(52)-f(73) | | 3509: cb : v(52)-f(73) | | 3509: prog: v(52)-f(73) | | 3509: strp: v(52)-f(73) | | 3510: opt : v(57)-f(78) | | 3510: cb : v(57)-f(78) | | 3510: prog: v(57)-f(78) | | 3510: strp: v(57)-f(78) | | 3511: opt : v(80)-f(116) | | 3511: cb : v(80)-f(116) | | 3511: prog: v(80)-f(116) | | 3511: strp: v(80)-f(116) | | 3512: opt : v(89)-f(109) | | 3512: cb : v(89)-f(109) | | 3512: prog: v(89)-f(109) | | 3512: strp: v(89)-f(109) | | 3513: opt : v(76)-f(86) | | 3513: cb : v(76)-f(86) | | 3513: prog: v(76)-f(86) | | 3513: strp: v(76)-f(86) | | 3514: opt : v(60)-f(73) | | 3514: cb : v(60)-f(73) | | 3514: prog: v(60)-f(73) | | 3514: strp: v(60)-f(73) | | 3515: opt : v(72)-f(90) | | 3515: cb : v(72)-f(90) | | 3515: prog: v(72)-f(90) | | 3515: strp: v(72)-f(90) | | 3516: opt : v(155)-f(215) | | 3516: cb : v(155)-f(215) | | 3516: prog: v(155)-f(215) | | 3516: strp: v(155)-f(215) | | 3517: opt : v(53)-f(71) | | 3517: cb : v(53)-f(71) | | 3517: prog: v(53)-f(71) | | 3517: strp: v(53)-f(71) | | 3518: opt : v(48)-f(65) | | 3518: cb : v(48)-f(65) | | 3518: prog: v(48)-f(65) | | 3518: strp: v(48)-f(65) | | 3519: opt : v(53)-f(77) | | 3519: cb : v(53)-f(77) | | 3519: prog: v(53)-f(77) | | 3519: strp: v(53)-f(77) | | 3520: opt : v(54)-f(78) | | 3520: cb : v(54)-f(78) | | 3520: prog: v(54)-f(78) | | 3520: strp: v(54)-f(78) | | 3521: opt : v(50)-f(66) | | 3521: cb : v(50)-f(66) | | 3521: prog: v(50)-f(66) | | 3521: strp: v(50)-f(66) | | 3522: opt : v(63)-f(96) | | 3522: cb : v(63)-f(96) | | 3522: prog: v(63)-f(96) | | 3522: strp: v(63)-f(96) | | 3523: opt : v(54)-f(69) | | 3523: cb : v(54)-f(69) | | 3523: prog: v(54)-f(69) | | 3523: strp: v(54)-f(69) | | 3524: opt : v(70)-f(104) | | 3524: cb : v(70)-f(104) | | 3524: prog: v(70)-f(104) | | 3524: strp: v(70)-f(104) | | 3525: opt : v(56)-f(76) | | 3525: cb : v(56)-f(76) | | 3525: prog: v(56)-f(76) | | 3525: strp: v(56)-f(76) | | 3526: opt : v(46)-f(66) | | 3526: cb : v(46)-f(66) | | 3526: prog: v(46)-f(66) | | 3526: strp: v(46)-f(66) | | 3527: opt : v(84)-f(129) | | 3527: cb : v(84)-f(129) | | 3527: prog: v(84)-f(129) | | 3527: strp: v(84)-f(129) | | 3528: opt : v(68)-f(101) | | 3528: cb : v(68)-f(101) | | 3528: prog: v(68)-f(101) | | 3528: strp: v(68)-f(101) | | 3529: opt : v(68)-f(97) | | 3529: cb : v(68)-f(97) | | 3529: prog: v(68)-f(97) | | 3529: strp: v(68)-f(97) | | 3530: opt : v(65)-f(100) | | 3530: cb : v(65)-f(100) | | 3530: prog: v(65)-f(100) | | 3530: strp: v(65)-f(100) | | 3531: opt : v(88)-f(137) | | 3531: cb : v(88)-f(137) | | 3531: prog: v(88)-f(137) | | 3531: strp: v(88)-f(137) | | 3532: opt : v(54)-f(78) | | 3532: cb : v(54)-f(78) | | 3532: prog: v(54)-f(78) | | 3532: strp: v(54)-f(78) | | 3533: opt : v(63)-f(89) | | 3533: cb : v(63)-f(89) | | 3533: prog: v(63)-f(89) | | 3533: strp: v(63)-f(89) | | 3534: opt : v(142)-f(241) | | 3534: cb : v(142)-f(241) | | 3534: prog: v(142)-f(241) | | 3534: strp: v(142)-f(241) | | 3535: opt : v(80)-f(120) | | 3535: cb : v(80)-f(120) | | 3535: prog: v(80)-f(120) | | 3535: strp: v(80)-f(120) | | 3536: opt : v(112)-f(185) | | 3536: cb : v(112)-f(185) | | 3536: prog: v(112)-f(185) | | 3536: strp: v(112)-f(185) | | 3537: opt : v(52)-f(74) | | 3537: cb : v(52)-f(74) | | 3537: prog: v(52)-f(74) | | 3537: strp: v(52)-f(74) | | 3538: opt : v(66)-f(97) | | 3538: cb : v(66)-f(97) | | 3538: prog: v(66)-f(97) | | 3538: strp: v(66)-f(97) | | 3539: opt : v(66)-f(99) | | 3539: cb : v(66)-f(99) | | 3539: prog: v(66)-f(99) | | 3539: strp: v(66)-f(99) | | 3540: opt : v(51)-f(70) | | 3540: cb : v(51)-f(70) | | 3540: prog: v(51)-f(70) | | 3540: strp: v(51)-f(70) | | 3541: opt : v(67)-f(100) | | 3541: cb : v(67)-f(100) | | 3541: prog: v(67)-f(100) | | 3541: strp: v(67)-f(100) | | 3542: opt : v(74)-f(110) | | 3542: cb : v(74)-f(110) | | 3542: prog: v(74)-f(110) | | 3542: strp: v(74)-f(110) | | 3543: opt : v(70)-f(107) | | 3543: cb : v(70)-f(107) | | 3543: prog: v(70)-f(107) | | 3543: strp: v(70)-f(107) | | 3544: opt : v(63)-f(92) | | 3544: cb : v(63)-f(92) | | 3544: prog: v(63)-f(92) | | 3544: strp: v(63)-f(92) | | 3545: opt : v(64)-f(89) | | 3545: cb : v(64)-f(89) | | 3545: prog: v(64)-f(89) | | 3545: strp: v(64)-f(89) | | 3546: opt : v(90)-f(133) | | 3546: cb : v(90)-f(133) | | 3546: prog: v(90)-f(133) | | 3546: strp: v(90)-f(133) | | 3547: opt : v(102)-f(164) | | 3547: cb : v(102)-f(164) | | 3547: prog: v(102)-f(164) | | 3547: strp: v(102)-f(164) | | 3548: opt : v(70)-f(102) | | 3548: cb : v(70)-f(102) | | 3548: prog: v(70)-f(102) | | 3548: strp: v(70)-f(102) | | 3549: opt : v(98)-f(149) | | 3549: cb : v(98)-f(149) | | 3549: prog: v(98)-f(149) | | 3549: strp: v(98)-f(149) | | 3550: opt : v(56)-f(79) | | 3550: cb : v(56)-f(79) | | 3550: prog: v(56)-f(79) | | 3550: strp: v(56)-f(79) | | 3551: opt : v(91)-f(145) | | 3551: cb : v(91)-f(145) | | 3551: prog: v(91)-f(145) | | 3551: strp: v(91)-f(145) | | 3552: opt : v(67)-f(92) | | 3552: cb : v(67)-f(92) | | 3552: prog: v(67)-f(92) | | 3552: strp: v(67)-f(92) | | 3553: opt : v(75)-f(108) | | 3553: cb : v(75)-f(108) | | 3553: prog: v(75)-f(108) | | 3553: strp: v(75)-f(108) | | 3554: opt : v(54)-f(65) | | 3554: cb : v(54)-f(65) | | 3554: prog: v(54)-f(65) | | 3554: strp: v(54)-f(65) | | 3555: opt : v(77)-f(115) | | 3555: cb : v(77)-f(115) | | 3555: prog: v(77)-f(115) | | 3555: strp: v(77)-f(115) | | 3556: opt : v(93)-f(143) | | 3556: cb : v(93)-f(143) | | 3556: prog: v(93)-f(143) | | 3556: strp: v(93)-f(143) | | 3557: opt : v(76)-f(113) | | 3557: cb : v(76)-f(113) | | 3557: prog: v(76)-f(113) | | 3557: strp: v(76)-f(113) | | 3558: opt : v(84)-f(125) | | 3558: cb : v(84)-f(125) | | 3558: prog: v(84)-f(125) | | 3558: strp: v(84)-f(125) | | 3559: opt : v(84)-f(128) | | 3559: cb : v(84)-f(128) | | 3559: prog: v(84)-f(128) | | 3559: strp: v(84)-f(128) | | 3560: opt : v(118)-f(188) | | 3560: cb : v(118)-f(188) | | 3560: prog: v(118)-f(188) | | 3560: strp: v(118)-f(188) | | 3561: opt : v(97)-f(151) | | 3561: cb : v(97)-f(151) | | 3561: prog: v(97)-f(151) | | 3561: strp: v(97)-f(151) | | 3562: opt : v(49)-f(67) | | 3562: cb : v(49)-f(67) | | 3562: prog: v(49)-f(67) | | 3562: strp: v(49)-f(67) | | 3563: opt : v(46)-f(64) | | 3563: cb : v(46)-f(64) | | 3563: prog: v(46)-f(64) | | 3563: strp: v(46)-f(64) | | 3564: opt : v(75)-f(117) | | 3564: cb : v(75)-f(117) | | 3564: prog: v(75)-f(117) | | 3564: strp: v(75)-f(117) | | 3565: opt : v(61)-f(90) | | 3565: cb : v(61)-f(90) | | 3565: prog: v(61)-f(90) | | 3565: strp: v(61)-f(90) | | 3566: opt : v(60)-f(87) | | 3566: cb : v(60)-f(87) | | 3566: prog: v(60)-f(87) | | 3566: strp: v(60)-f(87) | | 3567: opt : v(64)-f(90) | | 3567: cb : v(64)-f(90) | | 3567: prog: v(64)-f(90) | | 3567: strp: v(64)-f(90) | | 3568: opt : v(58)-f(83) | | 3568: cb : v(58)-f(83) | | 3568: prog: v(58)-f(83) | | 3568: strp: v(58)-f(83) | | 3569: opt : v(77)-f(108) | | 3569: cb : v(77)-f(108) | | 3569: prog: v(77)-f(108) | | 3569: strp: v(77)-f(108) | | 3570: opt : v(77)-f(115) | | 3570: cb : v(77)-f(115) | | 3570: prog: v(77)-f(115) | | 3570: strp: v(77)-f(115) | | 3571: opt : v(85)-f(123) | | 3571: cb : v(85)-f(123) | | 3571: prog: v(85)-f(123) | | 3571: strp: v(85)-f(123) | | 3572: opt : v(131)-f(198) | | 3572: cb : v(131)-f(198) | | 3572: prog: v(131)-f(198) | | 3572: strp: v(131)-f(198) | | 3573: opt : v(115)-f(175) | | 3573: cb : v(115)-f(175) | | 3573: prog: v(115)-f(175) | | 3573: strp: v(115)-f(175) | | 3574: opt : v(64)-f(93) | | 3574: cb : v(64)-f(93) | | 3574: prog: v(64)-f(93) | | 3574: strp: v(64)-f(93) | | 3575: opt : v(61)-f(90) | | 3575: cb : v(61)-f(90) | | 3575: prog: v(61)-f(90) | | 3575: strp: v(61)-f(90) | | 3576: opt : v(61)-f(92) | | 3576: cb : v(61)-f(92) | | 3576: prog: v(61)-f(92) | | 3576: strp: v(61)-f(92) | | 3577: opt : v(62)-f(87) | | 3577: cb : v(62)-f(87) | | 3577: prog: v(62)-f(87) | | 3577: strp: v(62)-f(87) | | 3578: opt : v(63)-f(91) | | 3578: cb : v(63)-f(91) | | 3578: prog: v(63)-f(91) | | 3578: strp: v(63)-f(91) | | 3579: opt : v(74)-f(110) | | 3579: cb : v(74)-f(110) | | 3579: prog: v(74)-f(110) | | 3579: strp: v(74)-f(110) | | 3580: opt : v(65)-f(93) | | 3580: cb : v(65)-f(93) | | 3580: prog: v(65)-f(93) | | 3580: strp: v(65)-f(93) | | 3581: opt : v(72)-f(101) | | 3581: cb : v(72)-f(101) | | 3581: prog: v(72)-f(101) | | 3581: strp: v(72)-f(101) | | 3582: opt : v(68)-f(99) | | 3582: cb : v(68)-f(99) | | 3582: prog: v(68)-f(99) | | 3582: strp: v(68)-f(99) | | 3583: opt : v(73)-f(106) | | 3583: cb : v(73)-f(106) | | 3583: prog: v(73)-f(106) | | 3583: strp: v(73)-f(106) | | 3584: opt : v(56)-f(75) | | 3584: cb : v(56)-f(75) | | 3584: prog: v(56)-f(75) | | 3584: strp: v(56)-f(75) | | 3585: opt : v(58)-f(82) | | 3585: cb : v(58)-f(82) | | 3585: prog: v(58)-f(82) | | 3585: strp: v(58)-f(82) | | 3586: opt : v(47)-f(67) | | 3586: cb : v(47)-f(67) | | 3586: prog: v(47)-f(67) | | 3586: strp: v(47)-f(67) | | 3587: opt : v(87)-f(138) | | 3587: cb : v(87)-f(138) | | 3587: prog: v(87)-f(138) | | 3587: strp: v(87)-f(138) | | 3588: opt : v(61)-f(85) | | 3588: cb : v(61)-f(85) | | 3588: prog: v(61)-f(85) | | 3588: strp: v(61)-f(85) | | 3589: opt : v(69)-f(107) | | 3589: cb : v(69)-f(107) | | 3589: prog: v(69)-f(107) | | 3589: strp: v(69)-f(107) | | 3590: opt : v(72)-f(110) | | 3590: cb : v(72)-f(110) | | 3590: prog: v(72)-f(110) | | 3590: strp: v(72)-f(110) | | 3591: opt : v(74)-f(112) | | 3591: cb : v(74)-f(112) | | 3591: prog: v(74)-f(112) | | 3591: strp: v(74)-f(112) | | 3592: opt : v(95)-f(148) | | 3592: cb : v(95)-f(148) | | 3592: prog: v(95)-f(148) | | 3592: strp: v(95)-f(148) | | 3593: opt : v(46)-f(64) | | 3593: cb : v(46)-f(64) | | 3593: prog: v(46)-f(64) | | 3593: strp: v(46)-f(64) | | 3594: opt : v(61)-f(88) | | 3594: cb : v(61)-f(88) | | 3594: prog: v(61)-f(88) | | 3594: strp: v(61)-f(88) | | 3595: opt : v(50)-f(71) | | 3595: cb : v(50)-f(71) | | 3595: prog: v(50)-f(71) | | 3595: strp: v(50)-f(71) | | 3596: opt : v(91)-f(148) | | 3596: cb : v(91)-f(148) | | 3596: prog: v(91)-f(148) | | 3596: strp: v(91)-f(148) | | 3597: opt : v(68)-f(81) | | 3597: cb : v(68)-f(81) | | 3597: prog: v(68)-f(81) | | 3597: strp: v(68)-f(81) | | 3598: opt : v(58)-f(69) | | 3598: cb : v(58)-f(69) | | 3598: prog: v(58)-f(69) | | 3598: strp: v(58)-f(69) | | 3599: opt : v(46)-f(64) | | 3599: cb : v(46)-f(64) | | 3599: prog: v(46)-f(64) | | 3599: strp: v(46)-f(64) | | 3600: opt : v(66)-f(97) | | 3600: cb : v(66)-f(97) | | 3600: prog: v(66)-f(97) | | 3600: strp: v(66)-f(97) | | 3601: opt : v(68)-f(97) | | 3601: cb : v(68)-f(97) | | 3601: prog: v(68)-f(97) | | 3601: strp: v(68)-f(97) | | 3602: opt : v(85)-f(126) | | 3602: cb : v(85)-f(126) | | 3602: prog: v(85)-f(126) | | 3602: strp: v(85)-f(126) | | 3603: opt : v(57)-f(74) | | 3603: cb : v(57)-f(74) | | 3603: prog: v(57)-f(74) | | 3603: strp: v(57)-f(74) | | 3604: opt : v(68)-f(89) | | 3604: cb : v(68)-f(89) | | 3604: prog: v(68)-f(89) | | 3604: strp: v(68)-f(89) | | 3605: opt : v(51)-f(76) | | 3605: cb : v(51)-f(76) | | 3605: prog: v(51)-f(76) | | 3605: strp: v(51)-f(76) | | 3606: opt : v(58)-f(85) | | 3606: cb : v(58)-f(85) | | 3606: prog: v(58)-f(85) | | 3606: strp: v(58)-f(85) | | 3607: opt : v(67)-f(96) | | 3607: cb : v(67)-f(96) | | 3607: prog: v(67)-f(96) | | 3607: strp: v(67)-f(96) | | 3608: opt : v(50)-f(66) | | 3608: cb : v(50)-f(66) | | 3608: prog: v(50)-f(66) | | 3608: strp: v(50)-f(66) | | 3609: opt : v(56)-f(74) | | 3609: cb : v(56)-f(74) | | 3609: prog: v(56)-f(74) | | 3609: strp: v(56)-f(74) | | 3610: opt : v(129)-f(212) | | 3610: cb : v(129)-f(212) | | 3610: prog: v(129)-f(212) | | 3610: strp: v(129)-f(212) | | 3611: opt : v(66)-f(93) | | 3611: cb : v(66)-f(93) | | 3611: prog: v(66)-f(93) | | 3611: strp: v(66)-f(93) | | 3612: opt : v(54)-f(78) | | 3612: cb : v(54)-f(78) | | 3612: prog: v(54)-f(78) | | 3612: strp: v(54)-f(78) | | 3613: opt : v(114)-f(180) | | 3613: cb : v(114)-f(180) | | 3613: prog: v(114)-f(180) | | 3613: strp: v(114)-f(180) | | 3614: opt : v(111)-f(168) | | 3614: cb : v(111)-f(168) | | 3614: prog: v(111)-f(168) | | 3614: strp: v(111)-f(168) | | 3615: opt : v(121)-f(187) | | 3615: cb : v(121)-f(187) | | 3615: prog: v(121)-f(187) | | 3615: strp: v(121)-f(187) | | 3616: opt : v(94)-f(120) | | 3616: cb : v(94)-f(120) | | 3616: prog: v(94)-f(120) | | 3616: strp: v(94)-f(120) | | 3617: opt : v(70)-f(92) | | 3617: cb : v(70)-f(92) | | 3617: prog: v(70)-f(92) | | 3617: strp: v(70)-f(92) | | 3618: opt : v(81)-f(110) | | 3618: cb : v(81)-f(110) | | 3618: prog: v(81)-f(110) | | 3618: strp: v(81)-f(110) | | 3619: opt : v(112)-f(151) | | 3619: cb : v(112)-f(151) | | 3619: prog: v(112)-f(151) | | 3619: strp: v(112)-f(151) | | 3620: opt : v(94)-f(128) | | 3620: cb : v(94)-f(128) | | 3620: prog: v(94)-f(128) | | 3620: strp: v(94)-f(128) | | 3621: opt : v(79)-f(117) | | 3621: cb : v(79)-f(117) | | 3621: prog: v(79)-f(117) | | 3621: strp: v(79)-f(117) | | 3622: opt : v(103)-f(142) | | 3622: cb : v(103)-f(142) | | 3622: prog: v(103)-f(142) | | 3622: strp: v(103)-f(142) | | 3623: opt : v(72)-f(115) | | 3623: cb : v(72)-f(115) | | 3623: prog: v(72)-f(115) | | 3623: strp: v(72)-f(115) | | 3624: opt : v(57)-f(80) | | 3624: cb : v(57)-f(80) | | 3624: prog: v(57)-f(80) | | 3624: strp: v(57)-f(80) | | 3625: opt : v(74)-f(101) | | 3625: cb : v(74)-f(101) | | 3625: prog: v(74)-f(101) | | 3625: strp: v(74)-f(101) | | 3626: opt : v(58)-f(77) | | 3626: cb : v(58)-f(77) | | 3626: prog: v(58)-f(77) | | 3626: strp: v(58)-f(77) | | 3627: opt : v(49)-f(67) | | 3627: cb : v(49)-f(67) | | 3627: prog: v(49)-f(67) | | 3627: strp: v(49)-f(67) | | 3628: opt : v(55)-f(75) | | 3628: cb : v(55)-f(75) | | 3628: prog: v(55)-f(75) | | 3628: strp: v(55)-f(75) | | 3629: opt : v(54)-f(74) | | 3629: cb : v(54)-f(74) | | 3629: prog: v(54)-f(74) | | 3629: strp: v(54)-f(74) | | 3630: opt : v(74)-f(109) | | 3630: cb : v(74)-f(109) | | 3630: prog: v(74)-f(109) | | 3630: strp: v(74)-f(109) | | 3631: opt : v(67)-f(98) | | 3631: cb : v(67)-f(98) | | 3631: prog: v(67)-f(98) | | 3631: strp: v(67)-f(98) | | 3632: opt : v(52)-f(74) | | 3632: cb : v(52)-f(74) | | 3632: prog: v(52)-f(74) | | 3632: strp: v(52)-f(74) | | 3633: opt : v(52)-f(72) | | 3633: cb : v(52)-f(72) | | 3633: prog: v(52)-f(72) | | 3633: strp: v(52)-f(72) | | 3634: opt : v(69)-f(96) | | 3634: cb : v(69)-f(96) | | 3634: prog: v(69)-f(96) | | 3634: strp: v(69)-f(96) | | 3635: opt : v(76)-f(108) | | 3635: cb : v(76)-f(108) | | 3635: prog: v(76)-f(108) | | 3635: strp: v(76)-f(108) | | 3636: opt : v(86)-f(119) | | 3636: cb : v(86)-f(119) | | 3636: prog: v(86)-f(119) | | 3636: strp: v(86)-f(119) | | 3637: opt : v(54)-f(78) | | 3637: cb : v(54)-f(78) | | 3637: prog: v(54)-f(78) | | 3637: strp: v(54)-f(78) | | 3638: opt : v(49)-f(68) | | 3638: cb : v(49)-f(68) | | 3638: prog: v(49)-f(68) | | 3638: strp: v(49)-f(68) | | 3639: opt : v(57)-f(81) | | 3639: cb : v(57)-f(81) | | 3639: prog: v(57)-f(81) | | 3639: strp: v(57)-f(81) | | 3640: opt : v(61)-f(77) | | 3640: cb : v(61)-f(77) | | 3640: prog: v(61)-f(77) | | 3640: strp: v(61)-f(77) | | 3641: opt : v(67)-f(87) | | 3641: cb : v(67)-f(87) | | 3641: prog: v(67)-f(87) | | 3641: strp: v(67)-f(87) | | 3642: opt : v(56)-f(68) | | 3642: cb : v(56)-f(68) | | 3642: prog: v(56)-f(68) | | 3642: strp: v(56)-f(68) | | 3643: opt : v(62)-f(84) | | 3643: cb : v(62)-f(84) | | 3643: prog: v(62)-f(84) | | 3643: strp: v(62)-f(84) | | 3644: opt : v(59)-f(77) | | 3644: cb : v(59)-f(77) | | 3644: prog: v(59)-f(77) | | 3644: strp: v(59)-f(77) | | 3645: opt : v(61)-f(81) | | 3645: cb : v(61)-f(81) | | 3645: prog: v(61)-f(81) | | 3645: strp: v(61)-f(81) | | 3646: opt : v(85)-f(122) | | 3646: cb : v(85)-f(122) | | 3646: prog: v(85)-f(122) | | 3646: strp: v(85)-f(122) | | 3647: opt : v(63)-f(92) | | 3647: cb : v(63)-f(92) | | 3647: prog: v(63)-f(92) | | 3647: strp: v(63)-f(92) | | 3648: opt : v(66)-f(96) | | 3648: cb : v(66)-f(96) | | 3648: prog: v(66)-f(96) | | 3648: strp: v(66)-f(96) | | 3649: opt : v(54)-f(78) | | 3649: cb : v(54)-f(78) | | 3649: prog: v(54)-f(78) | | 3649: strp: v(54)-f(78) | | 3650: opt : v(56)-f(81) | | 3650: cb : v(56)-f(81) | | 3650: prog: v(56)-f(81) | | 3650: strp: v(56)-f(81) | | 3651: opt : v(80)-f(118) | | 3651: cb : v(80)-f(118) | | 3651: prog: v(80)-f(118) | | 3651: strp: v(80)-f(118) | | 3652: opt : v(50)-f(67) | | 3652: cb : v(50)-f(67) | | 3652: prog: v(50)-f(67) | | 3652: strp: v(50)-f(67) | | 3653: opt : v(63)-f(92) | | 3653: cb : v(63)-f(92) | | 3653: prog: v(63)-f(92) | | 3653: strp: v(63)-f(92) | | 3654: opt : v(68)-f(103) | | 3654: cb : v(68)-f(103) | | 3654: prog: v(68)-f(103) | | 3654: strp: v(68)-f(103) | | 3655: opt : v(56)-f(87) | | 3655: cb : v(56)-f(87) | | 3655: prog: v(56)-f(87) | | 3655: strp: v(56)-f(87) | | 3656: opt : v(54)-f(75) | | 3656: cb : v(54)-f(75) | | 3656: prog: v(54)-f(75) | | 3656: strp: v(54)-f(75) | | 3657: opt : v(58)-f(80) | | 3657: cb : v(58)-f(80) | | 3657: prog: v(58)-f(80) | | 3657: strp: v(58)-f(80) | | 3658: opt : v(65)-f(88) | | 3658: cb : v(65)-f(88) | | 3658: prog: v(65)-f(88) | | 3658: strp: v(65)-f(88) | | 3659: opt : v(65)-f(88) | | 3659: cb : v(65)-f(88) | | 3659: prog: v(65)-f(88) | | 3659: strp: v(65)-f(88) | | 3660: opt : v(81)-f(122) | | 3660: cb : v(81)-f(122) | | 3660: prog: v(81)-f(122) | | 3660: strp: v(81)-f(122) | | 3661: opt : v(76)-f(110) | | 3661: cb : v(76)-f(110) | | 3661: prog: v(76)-f(110) | | 3661: strp: v(76)-f(110) | | 3662: opt : v(72)-f(102) | | 3662: cb : v(72)-f(102) | | 3662: prog: v(72)-f(102) | | 3662: strp: v(72)-f(102) | | 3663: opt : v(82)-f(123) | | 3663: cb : v(82)-f(123) | | 3663: prog: v(82)-f(123) | | 3663: strp: v(82)-f(123) | | 3664: opt : v(85)-f(131) | | 3664: cb : v(85)-f(131) | | 3664: prog: v(85)-f(131) | | 3664: strp: v(85)-f(131) | | 3665: opt : v(48)-f(65) | | 3665: cb : v(48)-f(65) | | 3665: prog: v(48)-f(65) | | 3665: strp: v(48)-f(65) | | 3666: opt : v(49)-f(64) | | 3666: cb : v(49)-f(64) | | 3666: prog: v(49)-f(64) | | 3666: strp: v(49)-f(64) | | 3667: opt : v(64)-f(85) | | 3667: cb : v(64)-f(85) | | 3667: prog: v(64)-f(85) | | 3667: strp: v(64)-f(85) | | 3668: opt : v(70)-f(104) | | 3668: cb : v(70)-f(104) | | 3668: prog: v(70)-f(104) | | 3668: strp: v(70)-f(104) | | 3669: opt : v(59)-f(84) | | 3669: cb : v(59)-f(84) | | 3669: prog: v(59)-f(84) | | 3669: strp: v(59)-f(84) | | 3670: opt : v(53)-f(76) | | 3670: cb : v(53)-f(76) | | 3670: prog: v(53)-f(76) | | 3670: strp: v(53)-f(76) | | 3671: opt : v(49)-f(68) | | 3671: cb : v(49)-f(68) | | 3671: prog: v(49)-f(68) | | 3671: strp: v(49)-f(68) | | 3672: opt : v(75)-f(118) | | 3672: cb : v(75)-f(118) | | 3672: prog: v(75)-f(118) | | 3672: strp: v(75)-f(118) | | 3673: opt : v(77)-f(111) | | 3673: cb : v(77)-f(111) | | 3673: prog: v(77)-f(111) | | 3673: strp: v(77)-f(111) | | 3674: opt : v(100)-f(132) | | 3674: cb : v(100)-f(132) | | 3674: prog: v(100)-f(132) | | 3674: strp: v(100)-f(132) | | 3675: opt : v(84)-f(133) | | 3675: cb : v(84)-f(133) | | 3675: prog: v(84)-f(133) | | 3675: strp: v(84)-f(133) | | 3676: opt : v(91)-f(121) | | 3676: cb : v(91)-f(121) | | 3676: prog: v(91)-f(121) | | 3676: strp: v(91)-f(121) | | 3677: opt : v(53)-f(66) | | 3677: cb : v(53)-f(66) | | 3677: prog: v(53)-f(66) | | 3677: strp: v(53)-f(66) | | 3678: opt : v(102)-f(145) | | 3678: cb : v(102)-f(145) | | 3678: prog: v(102)-f(145) | | 3678: strp: v(102)-f(145) | | 3679: opt : v(51)-f(66) | | 3679: cb : v(51)-f(66) | | 3679: prog: v(51)-f(66) | | 3679: strp: v(51)-f(66) | | 3680: opt : v(93)-f(133) | | 3680: cb : v(93)-f(133) | | 3680: prog: v(93)-f(133) | | 3680: strp: v(93)-f(133) | | 3681: opt : v(111)-f(146) | | 3681: cb : v(111)-f(146) | | 3681: prog: v(111)-f(146) | | 3681: strp: v(111)-f(146) | | 3682: opt : v(59)-f(85) | | 3682: cb : v(59)-f(85) | | 3682: prog: v(59)-f(85) | | 3682: strp: v(59)-f(85) | | 3683: opt : v(58)-f(72) | | 3683: cb : v(58)-f(72) | | 3683: prog: v(58)-f(72) | | 3683: strp: v(58)-f(72) | | 3684: opt : v(60)-f(80) | | 3684: cb : v(60)-f(80) | | 3684: prog: v(60)-f(80) | | 3684: strp: v(60)-f(80) | | 3685: opt : v(65)-f(82) | | 3685: cb : v(65)-f(82) | | 3685: prog: v(65)-f(82) | | 3685: strp: v(65)-f(82) | | 3686: opt : v(65)-f(88) | | 3686: cb : v(65)-f(88) | | 3686: prog: v(65)-f(88) | | 3686: strp: v(65)-f(88) | | 3687: opt : v(55)-f(76) | | 3687: cb : v(55)-f(76) | | 3687: prog: v(55)-f(76) | | 3687: strp: v(55)-f(76) | | 3688: opt : v(106)-f(140) | | 3688: cb : v(106)-f(140) | | 3688: prog: v(106)-f(140) | | 3688: strp: v(106)-f(140) | | 3689: opt : v(70)-f(92) | | 3689: cb : v(70)-f(92) | | 3689: prog: v(70)-f(92) | | 3689: strp: v(70)-f(92) | | 3690: opt : v(50)-f(68) | | 3690: cb : v(50)-f(68) | | 3690: prog: v(50)-f(68) | | 3690: strp: v(50)-f(68) | | 3691: opt : v(63)-f(96) | | 3691: cb : v(63)-f(96) | | 3691: prog: v(63)-f(96) | | 3691: strp: v(63)-f(96) | | 3692: opt : v(53)-f(76) | | 3692: cb : v(53)-f(76) | | 3692: prog: v(53)-f(76) | | 3692: strp: v(53)-f(76) | | 3693: opt : v(75)-f(116) | | 3693: cb : v(75)-f(116) | | 3693: prog: v(75)-f(116) | | 3693: strp: v(75)-f(116) | | 3694: opt : v(54)-f(69) | | 3694: cb : v(54)-f(69) | | 3694: prog: v(54)-f(69) | | 3694: strp: v(54)-f(69) | | 3695: opt : v(63)-f(88) | | 3695: cb : v(63)-f(88) | | 3695: prog: v(63)-f(88) | | 3695: strp: v(63)-f(88) | | 3696: opt : v(49)-f(69) | | 3696: cb : v(49)-f(69) | | 3696: prog: v(49)-f(69) | | 3696: strp: v(49)-f(69) | | 3697: opt : v(53)-f(72) | | 3697: cb : v(53)-f(72) | | 3697: prog: v(53)-f(72) | | 3697: strp: v(53)-f(72) | | 3698: opt : v(50)-f(70) | | 3698: cb : v(50)-f(70) | | 3698: prog: v(50)-f(70) | | 3698: strp: v(50)-f(70) | | 3699: opt : v(62)-f(86) | | 3699: cb : v(62)-f(86) | | 3699: prog: v(62)-f(86) | | 3699: strp: v(62)-f(86) | | 3700: opt : v(64)-f(84) | | 3700: cb : v(64)-f(84) | | 3700: prog: v(64)-f(84) | | 3700: strp: v(64)-f(84) | | 3701: opt : v(64)-f(89) | | 3701: cb : v(64)-f(89) | | 3701: prog: v(64)-f(89) | | 3701: strp: v(64)-f(89) | | 3702: opt : v(67)-f(102) | | 3702: cb : v(67)-f(102) | | 3702: prog: v(67)-f(102) | | 3702: strp: v(67)-f(102) | | 3703: opt : v(50)-f(65) | | 3703: cb : v(50)-f(65) | | 3703: prog: v(50)-f(65) | | 3703: strp: v(50)-f(65) | | 3704: opt : v(57)-f(81) | | 3704: cb : v(57)-f(81) | | 3704: prog: v(57)-f(81) | | 3704: strp: v(57)-f(81) | | 3705: opt : v(52)-f(75) | | 3705: cb : v(52)-f(75) | | 3705: prog: v(52)-f(75) | | 3705: strp: v(52)-f(75) | | 3706: opt : v(78)-f(114) | | 3706: cb : v(78)-f(114) | | 3706: prog: v(78)-f(114) | | 3706: strp: v(78)-f(114) | | 3707: opt : v(62)-f(84) | | 3707: cb : v(62)-f(84) | | 3707: prog: v(62)-f(84) | | 3707: strp: v(62)-f(84) | | 3708: opt : v(65)-f(89) | | 3708: cb : v(65)-f(89) | | 3708: prog: v(65)-f(89) | | 3708: strp: v(65)-f(89) | | 3709: opt : v(47)-f(64) | | 3709: cb : v(47)-f(64) | | 3709: prog: v(47)-f(64) | | 3709: strp: v(47)-f(64) | | 3710: opt : v(76)-f(112) | | 3710: cb : v(76)-f(112) | | 3710: prog: v(76)-f(112) | | 3710: strp: v(76)-f(112) | | 3711: opt : v(105)-f(163) | | 3711: cb : v(105)-f(163) | | 3711: prog: v(105)-f(163) | | 3711: strp: v(105)-f(163) | | 3712: opt : v(99)-f(157) | | 3712: cb : v(99)-f(157) | | 3712: prog: v(99)-f(157) | | 3712: strp: v(99)-f(157) | | 3713: opt : v(102)-f(160) | | 3713: cb : v(102)-f(160) | | 3713: prog: v(102)-f(160) | | 3713: strp: v(102)-f(160) | | 3714: opt : v(134)-f(199) | | 3714: cb : v(134)-f(199) | | 3714: prog: v(134)-f(199) | | 3714: strp: v(134)-f(199) | | 3715: opt : v(125)-f(198) | | 3715: cb : v(125)-f(198) | | 3715: prog: v(125)-f(198) | | 3715: strp: v(125)-f(198) | | 3716: opt : v(70)-f(111) | | 3716: cb : v(70)-f(111) | | 3716: prog: v(70)-f(111) | | 3716: strp: v(70)-f(111) | | 3717: opt : v(48)-f(66) | | 3717: cb : v(48)-f(66) | | 3717: prog: v(48)-f(66) | | 3717: strp: v(48)-f(66) | | 3718: opt : v(76)-f(115) | | 3718: cb : v(76)-f(115) | | 3718: prog: v(76)-f(115) | | 3718: strp: v(76)-f(115) | | 3719: opt : v(60)-f(81) | | 3719: cb : v(60)-f(81) | | 3719: prog: v(60)-f(81) | | 3719: strp: v(60)-f(81) | | 3720: opt : v(94)-f(144) | | 3720: cb : v(94)-f(144) | | 3720: prog: v(94)-f(144) | | 3720: strp: v(94)-f(144) | | 3721: opt : v(94)-f(127) | | 3721: cb : v(94)-f(127) | | 3721: prog: v(94)-f(127) | | 3721: strp: v(94)-f(127) | | 3722: opt : v(84)-f(116) | | 3722: cb : v(84)-f(116) | | 3722: prog: v(84)-f(116) | | 3722: strp: v(84)-f(116) | | 3723: opt : v(67)-f(95) | | 3723: cb : v(67)-f(95) | | 3723: prog: v(67)-f(95) | | 3723: strp: v(67)-f(95) | | 3724: opt : v(87)-f(132) | | 3724: cb : v(87)-f(132) | | 3724: prog: v(87)-f(132) | | 3724: strp: v(87)-f(132) | | 3725: opt : v(64)-f(89) | | 3725: cb : v(64)-f(89) | | 3725: prog: v(64)-f(89) | | 3725: strp: v(64)-f(89) | | 3726: opt : v(58)-f(89) | | 3726: cb : v(58)-f(89) | | 3726: prog: v(58)-f(89) | | 3726: strp: v(58)-f(89) | | 3727: opt : v(68)-f(95) | | 3727: cb : v(68)-f(95) | | 3727: prog: v(68)-f(95) | | 3727: strp: v(68)-f(95) | | 3728: opt : v(53)-f(75) | | 3728: cb : v(53)-f(75) | | 3728: prog: v(53)-f(75) | | 3728: strp: v(53)-f(75) | | 3729: opt : v(74)-f(113) | | 3729: cb : v(74)-f(113) | | 3729: prog: v(74)-f(113) | | 3729: strp: v(74)-f(113) | | 3730: opt : v(75)-f(113) | | 3730: cb : v(75)-f(113) | | 3730: prog: v(75)-f(113) | | 3730: strp: v(75)-f(113) | | 3731: opt : v(88)-f(137) | | 3731: cb : v(88)-f(137) | | 3731: prog: v(88)-f(137) | | 3731: strp: v(88)-f(137) | | 3732: opt : v(46)-f(65) | | 3732: cb : v(46)-f(65) | | 3732: prog: v(46)-f(65) | | 3732: strp: v(46)-f(65) | | 3733: opt : v(77)-f(118) | | 3733: cb : v(77)-f(118) | | 3733: prog: v(77)-f(118) | | 3733: strp: v(77)-f(118) | | 3734: opt : v(113)-f(167) | | 3734: cb : v(113)-f(167) | | 3734: prog: v(113)-f(167) | | 3734: strp: v(113)-f(167) | | 3735: opt : v(143)-f(216) | | 3735: cb : v(143)-f(216) | | 3735: prog: v(143)-f(216) | | 3735: strp: v(143)-f(216) | | 3736: opt : v(73)-f(104) | | 3736: cb : v(73)-f(104) | | 3736: prog: v(73)-f(104) | | 3736: strp: v(73)-f(104) | | 3737: opt : v(106)-f(164) | | 3737: cb : v(106)-f(164) | | 3737: prog: v(106)-f(164) | | 3737: strp: v(106)-f(164) | | 3738: opt : v(67)-f(97) | | 3738: cb : v(67)-f(97) | | 3738: prog: v(67)-f(97) | | 3738: strp: v(67)-f(97) | | 3739: opt : v(97)-f(143) | | 3739: cb : v(97)-f(143) | | 3739: prog: v(97)-f(143) | | 3739: strp: v(97)-f(143) | | 3740: opt : v(100)-f(156) | | 3740: cb : v(100)-f(156) | | 3740: prog: v(100)-f(156) | | 3740: strp: v(100)-f(156) | | 3741: opt : v(57)-f(80) | | 3741: cb : v(57)-f(80) | | 3741: prog: v(57)-f(80) | | 3741: strp: v(57)-f(80) | | 3742: opt : v(57)-f(83) | | 3742: cb : v(57)-f(83) | | 3742: prog: v(57)-f(83) | | 3742: strp: v(57)-f(83) | | 3743: opt : v(77)-f(123) | | 3743: cb : v(77)-f(123) | | 3743: prog: v(77)-f(123) | | 3743: strp: v(77)-f(123) | | 3744: opt : v(62)-f(92) | | 3744: cb : v(62)-f(92) | | 3744: prog: v(62)-f(92) | | 3744: strp: v(62)-f(92) | | 3745: opt : v(48)-f(66) | | 3745: cb : v(48)-f(66) | | 3745: prog: v(48)-f(66) | | 3745: strp: v(48)-f(66) | | 3746: opt : v(50)-f(68) | | 3746: cb : v(50)-f(68) | | 3746: prog: v(50)-f(68) | | 3746: strp: v(50)-f(68) | | 3747: opt : v(60)-f(85) | | 3747: cb : v(60)-f(85) | | 3747: prog: v(60)-f(85) | | 3747: strp: v(60)-f(85) | | 3748: opt : v(96)-f(141) | | 3748: cb : v(96)-f(141) | | 3748: prog: v(96)-f(141) | | 3748: strp: v(96)-f(141) | | 3749: opt : v(80)-f(119) | | 3749: cb : v(80)-f(119) | | 3749: prog: v(80)-f(119) | | 3749: strp: v(80)-f(119) | | 3750: opt : v(53)-f(73) | | 3750: cb : v(53)-f(73) | | 3750: prog: v(53)-f(73) | | 3750: strp: v(53)-f(73) | | 3751: opt : v(63)-f(93) | | 3751: cb : v(63)-f(93) | | 3751: prog: v(63)-f(93) | | 3751: strp: v(63)-f(93) | | 3752: opt : v(51)-f(71) | | 3752: cb : v(51)-f(71) | | 3752: prog: v(51)-f(71) | | 3752: strp: v(51)-f(71) | | 3753: opt : v(50)-f(72) | | 3753: cb : v(50)-f(72) | | 3753: prog: v(50)-f(72) | | 3753: strp: v(50)-f(72) | | 3754: opt : v(55)-f(79) | | 3754: cb : v(55)-f(79) | | 3754: prog: v(55)-f(79) | | 3754: strp: v(55)-f(79) | | 3755: opt : v(52)-f(76) | | 3755: cb : v(52)-f(76) | | 3755: prog: v(52)-f(76) | | 3755: strp: v(52)-f(76) | | 3756: opt : v(46)-f(69) | | 3756: cb : v(46)-f(69) | | 3756: prog: v(46)-f(69) | | 3756: strp: v(46)-f(69) | | 3757: opt : v(46)-f(70) | | 3757: cb : v(46)-f(70) | | 3757: prog: v(46)-f(70) | | 3757: strp: v(46)-f(70) | | 3758: opt : v(98)-f(151) | | 3758: cb : v(98)-f(151) | | 3758: prog: v(98)-f(151) | | 3758: strp: v(98)-f(151) | | 3759: opt : v(72)-f(110) | | 3759: cb : v(72)-f(110) | | 3759: prog: v(72)-f(110) | | 3759: strp: v(72)-f(110) | | 3760: opt : v(82)-f(127) | | 3760: cb : v(82)-f(127) | | 3760: prog: v(82)-f(127) | | 3760: strp: v(82)-f(127) | | 3761: opt : v(78)-f(118) | | 3761: cb : v(78)-f(118) | | 3761: prog: v(78)-f(118) | | 3761: strp: v(78)-f(118) | | 3762: opt : v(71)-f(102) | | 3762: cb : v(71)-f(102) | | 3762: prog: v(71)-f(102) | | 3762: strp: v(71)-f(102) | | 3763: opt : v(103)-f(167) | | 3763: cb : v(103)-f(167) | | 3763: prog: v(103)-f(167) | | 3763: strp: v(103)-f(167) | | 3764: opt : v(85)-f(127) | | 3764: cb : v(85)-f(127) | | 3764: prog: v(85)-f(127) | | 3764: strp: v(85)-f(127) | | 3765: opt : v(83)-f(123) | | 3765: cb : v(83)-f(123) | | 3765: prog: v(83)-f(123) | | 3765: strp: v(83)-f(123) | | 3766: opt : v(57)-f(79) | | 3766: cb : v(57)-f(79) | | 3766: prog: v(57)-f(79) | | 3766: strp: v(57)-f(79) | | 3767: opt : v(86)-f(124) | | 3767: cb : v(86)-f(124) | | 3767: prog: v(86)-f(124) | | 3767: strp: v(86)-f(124) | | 3768: opt : v(92)-f(144) | | 3768: cb : v(92)-f(144) | | 3768: prog: v(92)-f(144) | | 3768: strp: v(92)-f(144) | | 3769: opt : v(80)-f(122) | | 3769: cb : v(80)-f(122) | | 3769: prog: v(80)-f(122) | | 3769: strp: v(80)-f(122) | | 3770: opt : v(70)-f(99) | | 3770: cb : v(70)-f(99) | | 3770: prog: v(70)-f(99) | | 3770: strp: v(70)-f(99) | | 3771: opt : v(96)-f(153) | | 3771: cb : v(96)-f(153) | | 3771: prog: v(96)-f(153) | | 3771: strp: v(96)-f(153) | | 3772: opt : v(87)-f(133) | | 3772: cb : v(87)-f(133) | | 3772: prog: v(87)-f(133) | | 3772: strp: v(87)-f(133) | | 3773: opt : v(92)-f(152) | | 3773: cb : v(92)-f(152) | | 3773: prog: v(92)-f(152) | | 3773: strp: v(92)-f(152) | | 3774: opt : v(83)-f(129) | | 3774: cb : v(83)-f(129) | | 3774: prog: v(83)-f(129) | | 3774: strp: v(83)-f(129) | | 3775: opt : v(75)-f(111) | | 3775: cb : v(75)-f(111) | | 3775: prog: v(75)-f(111) | | 3775: strp: v(75)-f(111) | | 3776: opt : v(93)-f(141) | | 3776: cb : v(93)-f(141) | | 3776: prog: v(93)-f(141) | | 3776: strp: v(93)-f(141) | | 3777: opt : v(66)-f(99) | | 3777: cb : v(66)-f(99) | | 3777: prog: v(66)-f(99) | | 3777: strp: v(66)-f(99) | | 3778: opt : v(92)-f(147) | | 3778: cb : v(92)-f(147) | | 3778: prog: v(92)-f(147) | | 3778: strp: v(92)-f(147) | | 3779: opt : v(82)-f(121) | | 3779: cb : v(82)-f(121) | | 3779: prog: v(82)-f(121) | | 3779: strp: v(82)-f(121) | | 3780: opt : v(61)-f(86) | | 3780: cb : v(61)-f(86) | | 3780: prog: v(61)-f(86) | | 3780: strp: v(61)-f(86) | | 3781: opt : v(64)-f(91) | | 3781: cb : v(64)-f(91) | | 3781: prog: v(64)-f(91) | | 3781: strp: v(64)-f(91) | | 3782: opt : v(48)-f(64) | | 3782: cb : v(48)-f(64) | | 3782: prog: v(48)-f(64) | | 3782: strp: v(48)-f(64) | | 3783: opt : v(87)-f(135) | | 3783: cb : v(87)-f(135) | | 3783: prog: v(87)-f(135) | | 3783: strp: v(87)-f(135) | | 3784: opt : v(79)-f(113) | | 3784: cb : v(79)-f(113) | | 3784: prog: v(79)-f(113) | | 3784: strp: v(79)-f(113) | | 3785: opt : v(73)-f(108) | | 3785: cb : v(73)-f(108) | | 3785: prog: v(73)-f(108) | | 3785: strp: v(73)-f(108) | | 3786: opt : v(65)-f(95) | | 3786: cb : v(65)-f(95) | | 3786: prog: v(65)-f(95) | | 3786: strp: v(65)-f(95) | | 3787: opt : v(89)-f(140) | | 3787: cb : v(89)-f(140) | | 3787: prog: v(89)-f(140) | | 3787: strp: v(89)-f(140) | | 3788: opt : v(67)-f(100) | | 3788: cb : v(67)-f(100) | | 3788: prog: v(67)-f(100) | | 3788: strp: v(67)-f(100) | | 3789: opt : v(59)-f(90) | | 3789: cb : v(59)-f(90) | | 3789: prog: v(59)-f(90) | | 3789: strp: v(59)-f(90) | | 3790: opt : v(53)-f(75) | | 3790: cb : v(53)-f(75) | | 3790: prog: v(53)-f(75) | | 3790: strp: v(53)-f(75) | | 3791: opt : v(60)-f(87) | | 3791: cb : v(60)-f(87) | | 3791: prog: v(60)-f(87) | | 3791: strp: v(60)-f(87) | | 3792: opt : v(112)-f(157) | | 3792: cb : v(112)-f(157) | | 3792: prog: v(112)-f(157) | | 3792: strp: v(112)-f(157) | | 3793: opt : v(88)-f(115) | | 3793: cb : v(88)-f(115) | | 3793: prog: v(88)-f(115) | | 3793: strp: v(88)-f(115) | | 3794: opt : v(78)-f(118) | | 3794: cb : v(78)-f(118) | | 3794: prog: v(78)-f(118) | | 3794: strp: v(78)-f(118) | | 3795: opt : v(52)-f(69) | | 3795: cb : v(52)-f(69) | | 3795: prog: v(52)-f(69) | | 3795: strp: v(52)-f(69) | | 3796: opt : v(59)-f(86) | | 3796: cb : v(59)-f(86) | | 3796: prog: v(59)-f(86) | | 3796: strp: v(59)-f(86) | | 3797: opt : v(65)-f(94) | | 3797: cb : v(65)-f(94) | | 3797: prog: v(65)-f(94) | | 3797: strp: v(65)-f(94) | | 3798: opt : v(118)-f(167) | | 3798: cb : v(118)-f(167) | | 3798: prog: v(118)-f(167) | | 3798: strp: v(118)-f(167) | | 3799: opt : v(78)-f(119) | | 3799: cb : v(78)-f(119) | | 3799: prog: v(78)-f(119) | | 3799: strp: v(78)-f(119) | | 3800: opt : v(65)-f(78) | | 3800: cb : v(65)-f(78) | | 3800: prog: v(65)-f(78) | | 3800: strp: v(65)-f(78) | | 3801: opt : v(59)-f(80) | | 3801: cb : v(59)-f(80) | | 3801: prog: v(59)-f(80) | | 3801: strp: v(59)-f(80) | | 3802: opt : v(106)-f(131) | | 3802: cb : v(106)-f(131) | | 3802: prog: v(106)-f(131) | | 3802: strp: v(106)-f(131) | | 3803: opt : v(75)-f(109) | | 3803: cb : v(75)-f(109) | | 3803: prog: v(75)-f(109) | | 3803: strp: v(75)-f(109) | | 3804: opt : v(85)-f(124) | | 3804: cb : v(85)-f(124) | | 3804: prog: v(85)-f(124) | | 3804: strp: v(85)-f(124) | | 3805: opt : v(66)-f(98) | | 3805: cb : v(66)-f(98) | | 3805: prog: v(66)-f(98) | | 3805: strp: v(66)-f(98) | | 3806: opt : v(67)-f(99) | | 3806: cb : v(67)-f(99) | | 3806: prog: v(67)-f(99) | | 3806: strp: v(67)-f(99) | | 3807: opt : v(82)-f(123) | | 3807: cb : v(82)-f(123) | | 3807: prog: v(82)-f(123) | | 3807: strp: v(82)-f(123) | | 3808: opt : v(62)-f(91) | | 3808: cb : v(62)-f(91) | | 3808: prog: v(62)-f(91) | | 3808: strp: v(62)-f(91) | | 3809: opt : v(68)-f(103) | | 3809: cb : v(68)-f(103) | | 3809: prog: v(68)-f(103) | | 3809: strp: v(68)-f(103) | | 3810: opt : v(61)-f(89) | | 3810: cb : v(61)-f(89) | | 3810: prog: v(61)-f(89) | | 3810: strp: v(61)-f(89) | | 3811: opt : v(74)-f(104) | | 3811: cb : v(74)-f(104) | | 3811: prog: v(74)-f(104) | | 3811: strp: v(74)-f(104) | | 3812: opt : v(69)-f(95) | | 3812: cb : v(69)-f(95) | | 3812: prog: v(69)-f(95) | | 3812: strp: v(69)-f(95) | | 3813: opt : v(57)-f(80) | | 3813: cb : v(57)-f(80) | | 3813: prog: v(57)-f(80) | | 3813: strp: v(57)-f(80) | | 3814: opt : v(80)-f(127) | | 3814: cb : v(80)-f(127) | | 3814: prog: v(80)-f(127) | | 3814: strp: v(80)-f(127) | | 3815: opt : v(77)-f(116) | | 3815: cb : v(77)-f(116) | | 3815: prog: v(77)-f(116) | | 3815: strp: v(77)-f(116) | | 3816: opt : v(46)-f(64) | | 3816: cb : v(46)-f(64) | | 3816: prog: v(46)-f(64) | | 3816: strp: v(46)-f(64) | | 3817: opt : v(69)-f(83) | | 3817: cb : v(69)-f(83) | | 3817: prog: v(69)-f(83) | | 3817: strp: v(69)-f(83) | | 3818: opt : v(78)-f(101) | | 3818: cb : v(78)-f(101) | | 3818: prog: v(78)-f(101) | | 3818: strp: v(78)-f(101) | | 3819: opt : v(66)-f(84) | | 3819: cb : v(66)-f(84) | | 3819: prog: v(66)-f(84) | | 3819: strp: v(66)-f(84) | | 3820: opt : v(75)-f(93) | | 3820: cb : v(75)-f(93) | | 3820: prog: v(75)-f(93) | | 3820: strp: v(75)-f(93) | | 3821: opt : v(65)-f(94) | | 3821: cb : v(65)-f(94) | | 3821: prog: v(65)-f(94) | | 3821: strp: v(65)-f(94) | | 3822: opt : v(93)-f(127) | | 3822: cb : v(93)-f(127) | | 3822: prog: v(93)-f(127) | | 3822: strp: v(93)-f(127) | | 3823: opt : v(88)-f(125) | | 3823: cb : v(88)-f(125) | | 3823: prog: v(88)-f(125) | | 3823: strp: v(88)-f(125) | | 3824: opt : v(86)-f(111) | | 3824: cb : v(86)-f(111) | | 3824: prog: v(86)-f(111) | | 3824: strp: v(86)-f(111) | | 3825: opt : v(87)-f(111) | | 3825: cb : v(87)-f(111) | | 3825: prog: v(87)-f(111) | | 3825: strp: v(87)-f(111) | | 3826: opt : v(64)-f(96) | | 3826: cb : v(64)-f(96) | | 3826: prog: v(64)-f(96) | | 3826: strp: v(64)-f(96) | | 3827: opt : v(55)-f(79) | | 3827: cb : v(55)-f(79) | | 3827: prog: v(55)-f(79) | | 3827: strp: v(55)-f(79) | | 3828: opt : v(68)-f(87) | | 3828: cb : v(68)-f(87) | | 3828: prog: v(68)-f(87) | | 3828: strp: v(68)-f(87) | | 3829: opt : v(60)-f(76) | | 3829: cb : v(60)-f(76) | | 3829: prog: v(60)-f(76) | | 3829: strp: v(60)-f(76) | | 3830: opt : v(49)-f(68) | | 3830: cb : v(49)-f(68) | | 3830: prog: v(49)-f(68) | | 3830: strp: v(49)-f(68) | | 3831: opt : v(53)-f(80) | | 3831: cb : v(53)-f(80) | | 3831: prog: v(53)-f(80) | | 3831: strp: v(53)-f(80) | | 3832: opt : v(48)-f(67) | | 3832: cb : v(48)-f(67) | | 3832: prog: v(48)-f(67) | | 3832: strp: v(48)-f(67) | | 3833: opt : v(69)-f(90) | | 3833: cb : v(69)-f(90) | | 3833: prog: v(69)-f(90) | | 3833: strp: v(69)-f(90) | | 3834: opt : v(76)-f(100) | | 3834: cb : v(76)-f(100) | | 3834: prog: v(76)-f(100) | | 3834: strp: v(76)-f(100) | | 3835: opt : v(79)-f(108) | | 3835: cb : v(79)-f(108) | | 3835: prog: v(79)-f(108) | | 3835: strp: v(79)-f(108) | | 3836: opt : v(104)-f(167) | | 3836: cb : v(104)-f(167) | | 3836: prog: v(104)-f(167) | | 3836: strp: v(104)-f(167) | | 3837: opt : v(102)-f(160) | | 3837: cb : v(102)-f(160) | | 3837: prog: v(102)-f(160) | | 3837: strp: v(102)-f(160) | | 3838: opt : v(56)-f(72) | | 3838: cb : v(56)-f(72) | | 3838: prog: v(56)-f(72) | | 3838: strp: v(56)-f(72) | | 3839: opt : v(58)-f(73) | | 3839: cb : v(58)-f(73) | | 3839: prog: v(58)-f(73) | | 3839: strp: v(58)-f(73) | | 3840: opt : v(54)-f(73) | | 3840: cb : v(54)-f(73) | | 3840: prog: v(54)-f(73) | | 3840: strp: v(54)-f(73) | | 3841: opt : v(56)-f(82) | | 3841: cb : v(56)-f(82) | | 3841: prog: v(56)-f(82) | | 3841: strp: v(56)-f(82) | | 3842: opt : v(72)-f(106) | | 3842: cb : v(72)-f(106) | | 3842: prog: v(72)-f(106) | | 3842: strp: v(72)-f(106) | | 3843: opt : v(75)-f(114) | | 3843: cb : v(75)-f(114) | | 3843: prog: v(75)-f(114) | | 3843: strp: v(75)-f(114) | | 3844: opt : v(60)-f(88) | | 3844: cb : v(60)-f(88) | | 3844: prog: v(60)-f(88) | | 3844: strp: v(60)-f(88) | | 3845: opt : v(60)-f(92) | | 3845: cb : v(60)-f(92) | | 3845: prog: v(60)-f(92) | | 3845: strp: v(60)-f(92) | | 3846: opt : v(58)-f(82) | | 3846: cb : v(58)-f(82) | | 3846: prog: v(58)-f(82) | | 3846: strp: v(58)-f(82) | | 3847: opt : v(50)-f(74) | | 3847: cb : v(50)-f(74) | | 3847: prog: v(50)-f(74) | | 3847: strp: v(50)-f(74) | | 3848: opt : v(102)-f(146) | | 3848: cb : v(102)-f(146) | | 3848: prog: v(102)-f(146) | | 3848: strp: v(102)-f(146) | | 3849: opt : v(116)-f(164) | | 3849: cb : v(116)-f(164) | | 3849: prog: v(116)-f(164) | | 3849: strp: v(116)-f(164) | | 3850: opt : v(114)-f(152) | | 3850: cb : v(114)-f(152) | | 3850: prog: v(114)-f(152) | | 3850: strp: v(114)-f(152) | | 3851: opt : v(118)-f(160) | | 3851: cb : v(118)-f(160) | | 3851: prog: v(118)-f(160) | | 3851: strp: v(118)-f(160) | | 3852: opt : v(66)-f(96) | | 3852: cb : v(66)-f(96) | | 3852: prog: v(66)-f(96) | | 3852: strp: v(66)-f(96) | | 3853: opt : v(64)-f(80) | | 3853: cb : v(64)-f(80) | | 3853: prog: v(64)-f(80) | | 3853: strp: v(64)-f(80) | | 3854: opt : v(72)-f(94) | | 3854: cb : v(72)-f(94) | | 3854: prog: v(72)-f(94) | | 3854: strp: v(72)-f(94) | | 3855: opt : v(90)-f(124) | | 3855: cb : v(90)-f(124) | | 3855: prog: v(90)-f(124) | | 3855: strp: v(90)-f(124) | | 3856: opt : v(78)-f(113) | | 3856: cb : v(78)-f(113) | | 3856: prog: v(78)-f(113) | | 3856: strp: v(78)-f(113) | | 3857: opt : v(3439)-f(1844) | | 3857: cb : v(3439)-f(1844) | | 3857: prog: v(3439)-f(1844) | | 3857: strp: v(3439)-f(1844) | | 3858: opt : v(3771)-f(2300) | | 3858: cb : v(3771)-f(2300) | | 3858: prog: v(3771)-f(2300) | | 3858: strp: v(3771)-f(2300) | | 3859: opt : v(2150)-f(1387) | | 3859: cb : v(2150)-f(1387) | | 3859: prog: v(2150)-f(1387) | | 3859: strp: v(2150)-f(1387) | | 3860: opt : v(2096)-f(1452) | | 3860: cb : v(2096)-f(1452) | | 3860: prog: v(2096)-f(1452) | | 3860: strp: v(2096)-f(1452) | | 3861: opt : v(45)-f(68) | | 3861: cb : v(45)-f(68) | | 3861: prog: v(45)-f(68) | | 3861: strp: v(45)-f(68) | | 3862: opt : v(46)-f(65) | | 3862: cb : v(46)-f(65) | | 3862: prog: v(46)-f(65) | | 3862: strp: v(46)-f(65) | | 3863: opt : v(61)-f(85) | | 3863: cb : v(61)-f(85) | | 3863: prog: v(61)-f(85) | | 3863: strp: v(61)-f(85) | | 3864: opt : v(62)-f(94) | | 3864: cb : v(62)-f(94) | | 3864: prog: v(62)-f(94) | | 3864: strp: v(62)-f(94) | | 3865: opt : v(96)-f(154) | | 3865: cb : v(96)-f(154) | | 3865: prog: v(96)-f(154) | | 3865: strp: v(96)-f(154) | | 3866: opt : v(73)-f(107) | | 3866: cb : v(73)-f(107) | | 3866: prog: v(73)-f(107) | | 3866: strp: v(73)-f(107) | | 3867: opt : v(45)-f(64) | | 3867: cb : v(45)-f(64) | | 3867: prog: v(45)-f(64) | | 3867: strp: v(45)-f(64) | | 3868: opt : v(53)-f(83) | | 3868: cb : v(53)-f(83) | | 3868: prog: v(53)-f(83) | | 3868: strp: v(53)-f(83) | | 3869: opt : v(52)-f(71) | | 3869: cb : v(52)-f(71) | | 3869: prog: v(52)-f(71) | | 3869: strp: v(52)-f(71) | | 3870: opt : v(49)-f(66) | | 3870: cb : v(49)-f(66) | | 3870: prog: v(49)-f(66) | | 3870: strp: v(49)-f(66) | | 3871: opt : v(115)-f(172) | | 3871: cb : v(115)-f(172) | | 3871: prog: v(115)-f(172) | | 3871: strp: v(115)-f(172) | | 3872: opt : v(63)-f(95) | | 3872: cb : v(63)-f(95) | | 3872: prog: v(63)-f(95) | | 3872: strp: v(63)-f(95) | | 3873: opt : v(103)-f(160) | | 3873: cb : v(103)-f(160) | | 3873: prog: v(103)-f(160) | | 3873: strp: v(103)-f(160) | | 3874: opt : v(68)-f(105) | | 3874: cb : v(68)-f(105) | | 3874: prog: v(68)-f(105) | | 3874: strp: v(68)-f(105) | | 3875: opt : v(64)-f(101) | | 3875: cb : v(64)-f(101) | | 3875: prog: v(64)-f(101) | | 3875: strp: v(64)-f(101) | | 3876: opt : v(130)-f(221) | | 3876: cb : v(130)-f(221) | | 3876: prog: v(130)-f(221) | | 3876: strp: v(130)-f(221) | | 3877: opt : v(57)-f(82) | | 3877: cb : v(57)-f(82) | | 3877: prog: v(57)-f(82) | | 3877: strp: v(57)-f(82) | | 3878: opt : v(176)-f(303) | | 3878: cb : v(176)-f(303) | | 3878: prog: v(176)-f(303) | | 3878: strp: v(176)-f(303) | | 3879: opt : v(118)-f(180) | | 3879: cb : v(118)-f(180) | | 3879: prog: v(118)-f(180) | | 3879: strp: v(118)-f(180) | | 3880: opt : v(63)-f(88) | | 3880: cb : v(63)-f(88) | | 3880: prog: v(63)-f(88) | | 3880: strp: v(63)-f(88) | | 3881: opt : v(62)-f(94) | | 3881: cb : v(62)-f(94) | | 3881: prog: v(62)-f(94) | | 3881: strp: v(62)-f(94) | | 3882: opt : v(69)-f(98) | | 3882: cb : v(69)-f(98) | | 3882: prog: v(69)-f(98) | | 3882: strp: v(69)-f(98) | | 3883: opt : v(119)-f(181) | | 3883: cb : v(119)-f(181) | | 3883: prog: v(119)-f(181) | | 3883: strp: v(119)-f(181) | | 3884: opt : v(118)-f(200) | | 3884: cb : v(118)-f(200) | | 3884: prog: v(118)-f(200) | | 3884: strp: v(118)-f(200) | | 3885: opt : v(47)-f(64) | | 3885: cb : v(47)-f(64) | | 3885: prog: v(47)-f(64) | | 3885: strp: v(47)-f(64) | | 3886: opt : v(81)-f(125) | | 3886: cb : v(81)-f(125) | | 3886: prog: v(81)-f(125) | | 3886: strp: v(81)-f(125) | | 3887: opt : v(47)-f(65) | | 3887: cb : v(47)-f(65) | | 3887: prog: v(47)-f(65) | | 3887: strp: v(47)-f(65) | | 3888: opt : v(49)-f(68) | | 3888: cb : v(49)-f(68) | | 3888: prog: v(49)-f(68) | | 3888: strp: v(49)-f(68) | | 3889: opt : v(88)-f(142) | | 3889: cb : v(88)-f(142) | | 3889: prog: v(88)-f(142) | | 3889: strp: v(88)-f(142) | | 3890: opt : v(48)-f(69) | | 3890: cb : v(48)-f(69) | | 3890: prog: v(48)-f(69) | | 3890: strp: v(48)-f(69) | | 3891: opt : v(45)-f(64) | | 3891: cb : v(45)-f(64) | | 3891: prog: v(45)-f(64) | | 3891: strp: v(45)-f(64) | | 3892: opt : v(72)-f(109) | | 3892: cb : v(72)-f(109) | | 3892: prog: v(72)-f(109) | | 3892: strp: v(72)-f(109) | | 3893: opt : v(56)-f(77) | | 3893: cb : v(56)-f(77) | | 3893: prog: v(56)-f(77) | | 3893: strp: v(56)-f(77) | | 3894: opt : v(49)-f(72) | | 3894: cb : v(49)-f(72) | | 3894: prog: v(49)-f(72) | | 3894: strp: v(49)-f(72) | | 3895: opt : v(67)-f(107) | | 3895: cb : v(67)-f(107) | | 3895: prog: v(67)-f(107) | | 3895: strp: v(67)-f(107) | | 3896: opt : v(62)-f(88) | | 3896: cb : v(62)-f(88) | | 3896: prog: v(62)-f(88) | | 3896: strp: v(62)-f(88) | | 3897: opt : v(57)-f(81) | | 3897: cb : v(57)-f(81) | | 3897: prog: v(57)-f(81) | | 3897: strp: v(57)-f(81) | | 3898: opt : v(49)-f(71) | | 3898: cb : v(49)-f(71) | | 3898: prog: v(49)-f(71) | | 3898: strp: v(49)-f(71) | | 3899: opt : v(63)-f(96) | | 3899: cb : v(63)-f(96) | | 3899: prog: v(63)-f(96) | | 3899: strp: v(63)-f(96) | | 3900: opt : v(49)-f(70) | | 3900: cb : v(49)-f(70) | | 3900: prog: v(49)-f(70) | | 3900: strp: v(49)-f(70) | | 3901: opt : v(56)-f(76) | | 3901: cb : v(56)-f(76) | | 3901: prog: v(56)-f(76) | | 3901: strp: v(56)-f(76) | | 3902: opt : v(57)-f(86) | | 3902: cb : v(57)-f(86) | | 3902: prog: v(57)-f(86) | | 3902: strp: v(57)-f(86) | | 3903: opt : v(52)-f(76) | | 3903: cb : v(52)-f(76) | | 3903: prog: v(52)-f(76) | | 3903: strp: v(52)-f(76) | | 3904: opt : v(56)-f(84) | | 3904: cb : v(56)-f(84) | | 3904: prog: v(56)-f(84) | | 3904: strp: v(56)-f(84) | | 3905: opt : v(57)-f(79) | | 3905: cb : v(57)-f(79) | | 3905: prog: v(57)-f(79) | | 3905: strp: v(57)-f(79) | | 3906: opt : v(63)-f(98) | | 3906: cb : v(63)-f(98) | | 3906: prog: v(63)-f(98) | | 3906: strp: v(63)-f(98) | | 3907: opt : v(66)-f(98) | | 3907: cb : v(66)-f(98) | | 3907: prog: v(66)-f(98) | | 3907: strp: v(66)-f(98) | | 3908: opt : v(47)-f(67) | | 3908: cb : v(47)-f(67) | | 3908: prog: v(47)-f(67) | | 3908: strp: v(47)-f(67) | | 3909: opt : v(46)-f(64) | | 3909: cb : v(46)-f(64) | | 3909: prog: v(46)-f(64) | | 3909: strp: v(46)-f(64) | | 3910: opt : v(56)-f(81) | | 3910: cb : v(56)-f(81) | | 3910: prog: v(56)-f(81) | | 3910: strp: v(56)-f(81) | | 3911: opt : v(73)-f(107) | | 3911: cb : v(73)-f(107) | | 3911: prog: v(73)-f(107) | | 3911: strp: v(73)-f(107) | | 3912: opt : v(51)-f(78) | | 3912: cb : v(51)-f(78) | | 3912: prog: v(51)-f(78) | | 3912: strp: v(51)-f(78) | | 3913: opt : v(52)-f(71) | | 3913: cb : v(52)-f(71) | | 3913: prog: v(52)-f(71) | | 3913: strp: v(52)-f(71) | | 3914: opt : v(53)-f(74) | | 3914: cb : v(53)-f(74) | | 3914: prog: v(53)-f(74) | | 3914: strp: v(53)-f(74) | | 3915: opt : v(66)-f(95) | | 3915: cb : v(66)-f(95) | | 3915: prog: v(66)-f(95) | | 3915: strp: v(66)-f(95) | | 3916: opt : v(219)-f(385) | | 3916: cb : v(219)-f(385) | | 3916: prog: v(219)-f(385) | | 3916: strp: v(219)-f(385) | | 3917: opt : v(221)-f(383) | | 3917: cb : v(221)-f(383) | | 3917: prog: v(221)-f(383) | | 3917: strp: v(221)-f(383) | | 3918: opt : v(85)-f(129) | | 3918: cb : v(85)-f(129) | | 3918: prog: v(85)-f(129) | | 3918: strp: v(85)-f(129) | | 3919: opt : v(102)-f(156) | | 3919: cb : v(102)-f(156) | | 3919: prog: v(102)-f(156) | | 3919: strp: v(102)-f(156) | | 3920: opt : v(154)-f(260) | | 3920: cb : v(154)-f(260) | | 3920: prog: v(154)-f(260) | | 3920: strp: v(154)-f(260) | | 3921: opt : v(48)-f(67) | | 3921: cb : v(48)-f(67) | | 3921: prog: v(48)-f(67) | | 3921: strp: v(48)-f(67) | | 3922: opt : v(172)-f(285) | | 3922: cb : v(172)-f(285) | | 3922: prog: v(172)-f(285) | | 3922: strp: v(172)-f(285) | | 3923: opt : v(128)-f(212) | | 3923: cb : v(128)-f(212) | | 3923: prog: v(128)-f(212) | | 3923: strp: v(128)-f(212) | | 3924: opt : v(75)-f(118) | | 3924: cb : v(75)-f(118) | | 3924: prog: v(75)-f(118) | | 3924: strp: v(75)-f(118) | | 3925: opt : v(56)-f(77) | | 3925: cb : v(56)-f(77) | | 3925: prog: v(56)-f(77) | | 3925: strp: v(56)-f(77) | | 3926: opt : v(288)-f(507) | | 3926: cb : v(288)-f(507) | | 3926: prog: v(288)-f(507) | | 3926: strp: v(288)-f(507) | | 3927: opt : v(133)-f(224) | | 3927: cb : v(133)-f(224) | | 3927: prog: v(133)-f(224) | | 3927: strp: v(133)-f(224) | | 3928: opt : v(342)-f(616) | | 3928: cb : v(342)-f(616) | | 3928: prog: v(342)-f(616) | | 3928: strp: v(342)-f(616) | | 3929: opt : v(93)-f(137) | | 3929: cb : v(93)-f(137) | | 3929: prog: v(93)-f(137) | | 3929: strp: v(93)-f(137) | | 3930: opt : v(59)-f(75) | | 3930: cb : v(59)-f(75) | | 3930: prog: v(59)-f(75) | | 3930: strp: v(59)-f(75) | | 3931: opt : v(77)-f(122) | | 3931: cb : v(77)-f(122) | | 3931: prog: v(77)-f(122) | | 3931: strp: v(77)-f(122) | | 3932: opt : v(104)-f(169) | | 3932: cb : v(104)-f(169) | | 3932: prog: v(104)-f(169) | | 3932: strp: v(104)-f(169) | | 3933: opt : v(52)-f(75) | | 3933: cb : v(52)-f(75) | | 3933: prog: v(52)-f(75) | | 3933: strp: v(52)-f(75) | | 3934: opt : v(103)-f(160) | | 3934: cb : v(103)-f(160) | | 3934: prog: v(103)-f(160) | | 3934: strp: v(103)-f(160) | | 3935: opt : v(66)-f(90) | | 3935: cb : v(66)-f(90) | | 3935: prog: v(66)-f(90) | | 3935: strp: v(66)-f(90) | | 3936: opt : v(90)-f(139) | | 3936: cb : v(90)-f(139) | | 3936: prog: v(90)-f(139) | | 3936: strp: v(90)-f(139) | | 3937: opt : v(62)-f(93) | | 3937: cb : v(62)-f(93) | | 3937: prog: v(62)-f(93) | | 3937: strp: v(62)-f(93) | | 3938: opt : v(67)-f(100) | | 3938: cb : v(67)-f(100) | | 3938: prog: v(67)-f(100) | | 3938: strp: v(67)-f(100) | | 3939: opt : v(46)-f(65) | | 3939: cb : v(46)-f(65) | | 3939: prog: v(46)-f(65) | | 3939: strp: v(46)-f(65) | | 3940: opt : v(96)-f(153) | | 3940: cb : v(96)-f(153) | | 3940: prog: v(96)-f(153) | | 3940: strp: v(96)-f(153) | | 3941: opt : v(66)-f(94) | | 3941: cb : v(66)-f(94) | | 3941: prog: v(66)-f(94) | | 3941: strp: v(66)-f(94) | | 3942: opt : v(136)-f(225) | | 3942: cb : v(136)-f(225) | | 3942: prog: v(136)-f(225) | | 3942: strp: v(136)-f(225) | | 3943: opt : v(93)-f(147) | | 3943: cb : v(93)-f(147) | | 3943: prog: v(93)-f(147) | | 3943: strp: v(93)-f(147) | | 3944: opt : v(70)-f(107) | | 3944: cb : v(70)-f(107) | | 3944: prog: v(70)-f(107) | | 3944: strp: v(70)-f(107) | | 3945: opt : v(130)-f(225) | | 3945: cb : v(130)-f(225) | | 3945: prog: v(130)-f(225) | | 3945: strp: v(130)-f(225) | | 3946: opt : v(82)-f(122) | | 3946: cb : v(82)-f(122) | | 3946: prog: v(82)-f(122) | | 3946: strp: v(82)-f(122) | | 3947: opt : v(97)-f(150) | | 3947: cb : v(97)-f(150) | | 3947: prog: v(97)-f(150) | | 3947: strp: v(97)-f(150) | | 3948: opt : v(128)-f(204) | | 3948: cb : v(128)-f(204) | | 3948: prog: v(128)-f(204) | | 3948: strp: v(128)-f(204) | | 3949: opt : v(49)-f(69) | | 3949: cb : v(49)-f(69) | | 3949: prog: v(49)-f(69) | | 3949: strp: v(49)-f(69) | | 3950: opt : v(211)-f(389) | | 3950: cb : v(211)-f(389) | | 3950: prog: v(211)-f(389) | | 3950: strp: v(211)-f(389) | | 3951: opt : v(229)-f(417) | | 3951: cb : v(229)-f(417) | | 3951: prog: v(229)-f(417) | | 3951: strp: v(229)-f(417) | | 3952: opt : v(51)-f(67) | | 3952: cb : v(51)-f(67) | | 3952: prog: v(51)-f(67) | | 3952: strp: v(51)-f(67) | | 3953: opt : v(64)-f(92) | | 3953: cb : v(64)-f(92) | | 3953: prog: v(64)-f(92) | | 3953: strp: v(64)-f(92) | | 3954: opt : v(94)-f(153) | | 3954: cb : v(94)-f(153) | | 3954: prog: v(94)-f(153) | | 3954: strp: v(94)-f(153) | | 3955: opt : v(62)-f(92) | | 3955: cb : v(62)-f(92) | | 3955: prog: v(62)-f(92) | | 3955: strp: v(62)-f(92) | | 3956: opt : v(105)-f(167) | | 3956: cb : v(105)-f(167) | | 3956: prog: v(105)-f(167) | | 3956: strp: v(105)-f(167) | | 3957: opt : v(139)-f(232) | | 3957: cb : v(139)-f(232) | | 3957: prog: v(139)-f(232) | | 3957: strp: v(139)-f(232) | | 3958: opt : v(93)-f(143) | | 3958: cb : v(93)-f(143) | | 3958: prog: v(93)-f(143) | | 3958: strp: v(93)-f(143) | | 3959: opt : v(133)-f(224) | | 3959: cb : v(133)-f(224) | | 3959: prog: v(133)-f(224) | | 3959: strp: v(133)-f(224) | | 3960: opt : v(55)-f(72) | | 3960: cb : v(55)-f(72) | | 3960: prog: v(55)-f(72) | | 3960: strp: v(55)-f(72) | | 3961: opt : v(121)-f(198) | | 3961: cb : v(121)-f(198) | | 3961: prog: v(121)-f(198) | | 3961: strp: v(121)-f(198) | | 3962: opt : v(70)-f(101) | | 3962: cb : v(70)-f(101) | | 3962: prog: v(70)-f(101) | | 3962: strp: v(70)-f(101) | | 3963: opt : v(65)-f(98) | | 3963: cb : v(65)-f(98) | | 3963: prog: v(65)-f(98) | | 3963: strp: v(65)-f(98) | | 3964: opt : v(46)-f(67) | | 3964: cb : v(46)-f(67) | | 3964: prog: v(46)-f(67) | | 3964: strp: v(46)-f(67) | | 3965: opt : v(78)-f(120) | | 3965: cb : v(78)-f(120) | | 3965: prog: v(78)-f(120) | | 3965: strp: v(78)-f(120) | | 3966: opt : v(67)-f(105) | | 3966: cb : v(67)-f(105) | | 3966: prog: v(67)-f(105) | | 3966: strp: v(67)-f(105) | | 3967: opt : v(54)-f(77) | | 3967: cb : v(54)-f(77) | | 3967: prog: v(54)-f(77) | | 3967: strp: v(54)-f(77) | | 3968: opt : v(44)-f(64) | | 3968: cb : v(44)-f(64) | | 3968: prog: v(44)-f(64) | | 3968: strp: v(44)-f(64) | | 3969: opt : v(57)-f(87) | | 3969: cb : v(57)-f(87) | | 3969: prog: v(57)-f(87) | | 3969: strp: v(57)-f(87) | | 3970: opt : v(70)-f(90) | | 3970: cb : v(70)-f(90) | | 3970: prog: v(70)-f(90) | | 3970: strp: v(70)-f(90) | | 3971: opt : v(136)-f(171) | | 3971: cb : v(136)-f(171) | | 3971: prog: v(136)-f(171) | | 3971: strp: v(136)-f(171) | | 3972: opt : v(47)-f(64) | | 3972: cb : v(47)-f(64) | | 3972: prog: v(47)-f(64) | | 3972: strp: v(47)-f(64) | | 3973: opt : v(61)-f(93) | | 3973: cb : v(61)-f(93) | | 3973: prog: v(61)-f(93) | | 3973: strp: v(61)-f(93) | | 3974: opt : v(61)-f(87) | | 3974: cb : v(61)-f(87) | | 3974: prog: v(61)-f(87) | | 3974: strp: v(61)-f(87) | | 3975: opt : v(102)-f(173) | | 3975: cb : v(102)-f(173) | | 3975: prog: v(102)-f(173) | | 3975: strp: v(102)-f(173) | | 3976: opt : v(86)-f(131) | | 3976: cb : v(86)-f(131) | | 3976: prog: v(86)-f(131) | | 3976: strp: v(86)-f(131) | | 3977: opt : v(124)-f(192) | | 3977: cb : v(124)-f(192) | | 3977: prog: v(124)-f(192) | | 3977: strp: v(124)-f(192) | | 3978: opt : v(59)-f(88) | | 3978: cb : v(59)-f(88) | | 3978: prog: v(59)-f(88) | | 3978: strp: v(59)-f(88) | | 3979: opt : v(52)-f(65) | | 3979: cb : v(52)-f(65) | | 3979: prog: v(52)-f(65) | | 3979: strp: v(52)-f(65) | | 3980: opt : v(51)-f(71) | | 3980: cb : v(51)-f(71) | | 3980: prog: v(51)-f(71) | | 3980: strp: v(51)-f(71) | | 3981: opt : v(102)-f(165) | | 3981: cb : v(102)-f(165) | | 3981: prog: v(102)-f(165) | | 3981: strp: v(102)-f(165) | | 3982: opt : v(72)-f(110) | | 3982: cb : v(72)-f(110) | | 3982: prog: v(72)-f(110) | | 3982: strp: v(72)-f(110) | | 3983: opt : v(105)-f(170) | | 3983: cb : v(105)-f(170) | | 3983: prog: v(105)-f(170) | | 3983: strp: v(105)-f(170) | | 3984: opt : v(48)-f(71) | | 3984: cb : v(48)-f(71) | | 3984: prog: v(48)-f(71) | | 3984: strp: v(48)-f(71) | | 3985: opt : v(46)-f(65) | | 3985: cb : v(46)-f(65) | | 3985: prog: v(46)-f(65) | | 3985: strp: v(46)-f(65) | | 3986: opt : v(66)-f(94) | | 3986: cb : v(66)-f(94) | | 3986: prog: v(66)-f(94) | | 3986: strp: v(66)-f(94) | | 3987: opt : v(57)-f(79) | | 3987: cb : v(57)-f(79) | | 3987: prog: v(57)-f(79) | | 3987: strp: v(57)-f(79) | | 3988: opt : v(62)-f(90) | | 3988: cb : v(62)-f(90) | | 3988: prog: v(62)-f(90) | | 3988: strp: v(62)-f(90) | | 3989: opt : v(57)-f(85) | | 3989: cb : v(57)-f(85) | | 3989: prog: v(57)-f(85) | | 3989: strp: v(57)-f(85) | | 3990: opt : v(61)-f(93) | | 3990: cb : v(61)-f(93) | | 3990: prog: v(61)-f(93) | | 3990: strp: v(61)-f(93) | | 3991: opt : v(51)-f(71) | | 3991: cb : v(51)-f(71) | | 3991: prog: v(51)-f(71) | | 3991: strp: v(51)-f(71) | | 3992: opt : v(56)-f(83) | | 3992: cb : v(56)-f(83) | | 3992: prog: v(56)-f(83) | | 3992: strp: v(56)-f(83) | | 3993: opt : v(53)-f(72) | | 3993: cb : v(53)-f(72) | | 3993: prog: v(53)-f(72) | | 3993: strp: v(53)-f(72) | | 3994: opt : v(60)-f(87) | | 3994: cb : v(60)-f(87) | | 3994: prog: v(60)-f(87) | | 3994: strp: v(60)-f(87) | | 3995: opt : v(50)-f(71) | | 3995: cb : v(50)-f(71) | | 3995: prog: v(50)-f(71) | | 3995: strp: v(50)-f(71) | | 3996: opt : v(184)-f(334) | | 3996: cb : v(184)-f(334) | | 3996: prog: v(184)-f(334) | | 3996: strp: v(184)-f(334) | | 3997: opt : v(50)-f(74) | | 3997: cb : v(50)-f(74) | | 3997: prog: v(50)-f(74) | | 3997: strp: v(50)-f(74) | | 3998: opt : v(67)-f(98) | | 3998: cb : v(67)-f(98) | | 3998: prog: v(67)-f(98) | | 3998: strp: v(67)-f(98) | | 3999: opt : v(212)-f(370) | | 3999: cb : v(212)-f(370) | | 3999: prog: v(212)-f(370) | | 3999: strp: v(212)-f(370) | | 4000: opt : v(72)-f(103) | | 4000: cb : v(72)-f(103) | | 4000: prog: v(72)-f(103) | | 4000: strp: v(72)-f(103) | | 4001: opt : v(146)-f(235) | | 4001: cb : v(146)-f(235) | | 4001: prog: v(146)-f(235) | | 4001: strp: v(146)-f(235) | | 4002: opt : v(51)-f(68) | | 4002: cb : v(51)-f(68) | | 4002: prog: v(51)-f(68) | | 4002: strp: v(51)-f(68) | | 4003: opt : v(49)-f(64) | | 4003: cb : v(49)-f(64) | | 4003: prog: v(49)-f(64) | | 4003: strp: v(49)-f(64) | | 4004: opt : v(70)-f(106) | | 4004: cb : v(70)-f(106) | | 4004: prog: v(70)-f(106) | | 4004: strp: v(70)-f(106) | | 4005: opt : v(57)-f(84) | | 4005: cb : v(57)-f(84) | | 4005: prog: v(57)-f(84) | | 4005: strp: v(57)-f(84) | | 4006: opt : v(45)-f(69) | | 4006: cb : v(45)-f(69) | | 4006: prog: v(45)-f(69) | | 4006: strp: v(45)-f(69) | | 4007: opt : v(46)-f(70) | | 4007: cb : v(46)-f(70) | | 4007: prog: v(46)-f(70) | | 4007: strp: v(46)-f(70) | | 4008: opt : v(51)-f(70) | | 4008: cb : v(51)-f(70) | | 4008: prog: v(51)-f(70) | | 4008: strp: v(51)-f(70) | | 4009: opt : v(52)-f(84) | | 4009: cb : v(52)-f(84) | | 4009: prog: v(52)-f(84) | | 4009: strp: v(52)-f(84) | | 4010: opt : v(47)-f(65) | | 4010: cb : v(47)-f(65) | | 4010: prog: v(47)-f(65) | | 4010: strp: v(47)-f(65) | | 4011: opt : v(76)-f(115) | | 4011: cb : v(76)-f(115) | | 4011: prog: v(76)-f(115) | | 4011: strp: v(76)-f(115) | | 4012: opt : v(114)-f(188) | | 4012: cb : v(114)-f(188) | | 4012: prog: v(114)-f(188) | | 4012: strp: v(114)-f(188) | | 4013: opt : v(95)-f(152) | | 4013: cb : v(95)-f(152) | | 4013: prog: v(95)-f(152) | | 4013: strp: v(95)-f(152) | | 4014: opt : v(149)-f(264) | | 4014: cb : v(149)-f(264) | | 4014: prog: v(149)-f(264) | | 4014: strp: v(149)-f(264) | | 4015: opt : v(80)-f(112) | | 4015: cb : v(80)-f(112) | | 4015: prog: v(80)-f(112) | | 4015: strp: v(80)-f(112) | | 4016: opt : v(74)-f(115) | | 4016: cb : v(74)-f(115) | | 4016: prog: v(74)-f(115) | | 4016: strp: v(74)-f(115) | | 4017: opt : v(45)-f(64) | | 4017: cb : v(45)-f(64) | | 4017: prog: v(45)-f(64) | | 4017: strp: v(45)-f(64) | | 4018: opt : v(53)-f(72) | | 4018: cb : v(53)-f(72) | | 4018: prog: v(53)-f(72) | | 4018: strp: v(53)-f(72) | | 4019: opt : v(100)-f(144) | | 4019: cb : v(100)-f(144) | | 4019: prog: v(100)-f(144) | | 4019: strp: v(100)-f(144) | | 4020: opt : v(97)-f(154) | | 4020: cb : v(97)-f(154) | | 4020: prog: v(97)-f(154) | | 4020: strp: v(97)-f(154) | | 4021: opt : v(58)-f(82) | | 4021: cb : v(58)-f(82) | | 4021: prog: v(58)-f(82) | | 4021: strp: v(58)-f(82) | | 4022: opt : v(233)-f(355) | | 4022: cb : v(233)-f(355) | | 4022: prog: v(233)-f(355) | | 4022: strp: v(233)-f(355) | | 4023: opt : v(273)-f(420) | | 4023: cb : v(273)-f(420) | | 4023: prog: v(273)-f(420) | | 4023: strp: v(273)-f(420) | | 4024: opt : v(59)-f(81) | | 4024: cb : v(59)-f(81) | | 4024: prog: v(59)-f(81) | | 4024: strp: v(59)-f(81) | | 4025: opt : v(141)-f(215) | | 4025: cb : v(141)-f(215) | | 4025: prog: v(141)-f(215) | | 4025: strp: v(141)-f(215) | | 4026: opt : v(217)-f(343) | | 4026: cb : v(217)-f(343) | | 4026: prog: v(217)-f(343) | | 4026: strp: v(217)-f(343) | | 4027: opt : v(274)-f(506) | | 4027: cb : v(274)-f(506) | | 4027: prog: v(274)-f(506) | | 4027: strp: v(274)-f(506) | | 4028: opt : v(52)-f(66) | | 4028: cb : v(52)-f(66) | | 4028: prog: v(52)-f(66) | | 4028: strp: v(52)-f(66) | | 4029: opt : v(140)-f(207) | | 4029: cb : v(140)-f(207) | | 4029: prog: v(140)-f(207) | | 4029: strp: v(140)-f(207) | | 4030: opt : v(58)-f(88) | | 4030: cb : v(58)-f(88) | | 4030: prog: v(58)-f(88) | | 4030: strp: v(58)-f(88) | | 4031: opt : v(71)-f(107) | | 4031: cb : v(71)-f(107) | | 4031: prog: v(71)-f(107) | | 4031: strp: v(71)-f(107) | | 4032: opt : v(51)-f(71) | | 4032: cb : v(51)-f(71) | | 4032: prog: v(51)-f(71) | | 4032: strp: v(51)-f(71) | | 4033: opt : v(74)-f(116) | | 4033: cb : v(74)-f(116) | | 4033: prog: v(74)-f(116) | | 4033: strp: v(74)-f(116) | | 4034: opt : v(63)-f(95) | | 4034: cb : v(63)-f(95) | | 4034: prog: v(63)-f(95) | | 4034: strp: v(63)-f(95) | | 4035: opt : v(45)-f(69) | | 4035: cb : v(45)-f(69) | | 4035: prog: v(45)-f(69) | | 4035: strp: v(45)-f(69) | | 4036: opt : v(66)-f(96) | | 4036: cb : v(66)-f(96) | | 4036: prog: v(66)-f(96) | | 4036: strp: v(66)-f(96) | | 4037: opt : v(84)-f(128) | | 4037: cb : v(84)-f(128) | | 4037: prog: v(84)-f(128) | | 4037: strp: v(84)-f(128) | | 4038: opt : v(88)-f(134) | | 4038: cb : v(88)-f(134) | | 4038: prog: v(88)-f(134) | | 4038: strp: v(88)-f(134) | | 4039: opt : v(114)-f(186) | | 4039: cb : v(114)-f(186) | | 4039: prog: v(114)-f(186) | | 4039: strp: v(114)-f(186) | | 4040: opt : v(92)-f(148) | | 4040: cb : v(92)-f(148) | | 4040: prog: v(92)-f(148) | | 4040: strp: v(92)-f(148) | | 4041: opt : v(61)-f(88) | | 4041: cb : v(61)-f(88) | | 4041: prog: v(61)-f(88) | | 4041: strp: v(61)-f(88) | | 4042: opt : v(72)-f(107) | | 4042: cb : v(72)-f(107) | | 4042: prog: v(72)-f(107) | | 4042: strp: v(72)-f(107) | | 4043: opt : v(67)-f(104) | | 4043: cb : v(67)-f(104) | | 4043: prog: v(67)-f(104) | | 4043: strp: v(67)-f(104) | | 4044: opt : v(73)-f(110) | | 4044: cb : v(73)-f(110) | | 4044: prog: v(73)-f(110) | | 4044: strp: v(73)-f(110) | | 4045: opt : v(62)-f(93) | | 4045: cb : v(62)-f(93) | | 4045: prog: v(62)-f(93) | | 4045: strp: v(62)-f(93) | | 4046: opt : v(48)-f(66) | | 4046: cb : v(48)-f(66) | | 4046: prog: v(48)-f(66) | | 4046: strp: v(48)-f(66) | | 4047: opt : v(48)-f(64) | | 4047: cb : v(48)-f(64) | | 4047: prog: v(48)-f(64) | | 4047: strp: v(48)-f(64) | | 4048: opt : v(53)-f(71) | | 4048: cb : v(53)-f(71) | | 4048: prog: v(53)-f(71) | | 4048: strp: v(53)-f(71) | | 4049: opt : v(64)-f(88) | | 4049: cb : v(64)-f(88) | | 4049: prog: v(64)-f(88) | | 4049: strp: v(64)-f(88) | | 4050: opt : v(47)-f(70) | | 4050: cb : v(47)-f(70) | | 4050: prog: v(47)-f(70) | | 4050: strp: v(47)-f(70) | | 4051: opt : v(56)-f(80) | | 4051: cb : v(56)-f(80) | | 4051: prog: v(56)-f(80) | | 4051: strp: v(56)-f(80) | | 4052: opt : v(103)-f(145) | | 4052: cb : v(103)-f(145) | | 4052: prog: v(103)-f(145) | | 4052: strp: v(103)-f(145) | | 4053: opt : v(511)-f(657) | | 4053: cb : v(511)-f(657) | | 4053: prog: v(511)-f(657) | | 4053: strp: v(511)-f(657) | | 4054: opt : v(48)-f(64) | | 4054: cb : v(48)-f(64) | | 4054: prog: v(48)-f(64) | | 4054: strp: v(48)-f(64) | | 4055: opt : v(63)-f(87) | | 4055: cb : v(63)-f(87) | | 4055: prog: v(63)-f(87) | | 4055: strp: v(63)-f(87) | | 4056: opt : v(224)-f(316) | | 4056: cb : v(224)-f(316) | | 4056: prog: v(224)-f(316) | | 4056: strp: v(224)-f(316) | | 4057: opt : v(56)-f(83) | | 4057: cb : v(56)-f(83) | | 4057: prog: v(56)-f(83) | | 4057: strp: v(56)-f(83) | | 4058: opt : v(48)-f(67) | | 4058: cb : v(48)-f(67) | | 4058: prog: v(48)-f(67) | | 4058: strp: v(48)-f(67) | | 4059: opt : v(198)-f(302) | | 4059: cb : v(198)-f(302) | | 4059: prog: v(198)-f(302) | | 4059: strp: v(198)-f(302) | | 4060: opt : v(84)-f(118) | | 4060: cb : v(84)-f(118) | | 4060: prog: v(84)-f(118) | | 4060: strp: v(84)-f(118) | | 4061: opt : v(62)-f(92) | | 4061: cb : v(62)-f(92) | | 4061: prog: v(62)-f(92) | | 4061: strp: v(62)-f(92) | | 4062: opt : v(94)-f(142) | | 4062: cb : v(94)-f(142) | | 4062: prog: v(94)-f(142) | | 4062: strp: v(94)-f(142) | | 4063: opt : v(163)-f(266) | | 4063: cb : v(163)-f(266) | | 4063: prog: v(163)-f(266) | | 4063: strp: v(163)-f(266) | | 4064: opt : v(192)-f(280) | | 4064: cb : v(192)-f(280) | | 4064: prog: v(192)-f(280) | | 4064: strp: v(192)-f(280) | | 4065: opt : v(102)-f(144) | | 4065: cb : v(102)-f(144) | | 4065: prog: v(102)-f(144) | | 4065: strp: v(102)-f(144) * New phase started: LIGHT: Waiting for MU-thread... * New phase started: Converting MU-models to OGFs... | MU : Models... | Declarator... | | duplication: was[628] / become[628] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1118] / become[1118] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[200] / become[200] - 0.0% | Calculating basis... | Declarator... | | duplication: was[253] / become[253] - 0.0% | Calculating basis... | Declarator... | | duplication: was[63] / become[63] - 0.0% | Calculating basis... | Declarator... | | duplication: was[270] / become[270] - 0.0% | Calculating basis... | Declarator... | | duplication: was[245] / become[245] - 0.0% | Calculating basis... | Declarator... | | duplication: was[59] / become[59] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[222] / become[222] - 0.0% | Calculating basis... | Declarator... | | duplication: was[35] / become[35] - 0.0% | Calculating basis... | Declarator... | | duplication: was[12] / become[12] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[258] / become[258] - 0.0% | Calculating basis... | Declarator... | | duplication: was[55] / become[55] - 0.0% | Calculating basis... | Declarator... | | duplication: was[416] / become[416] - 0.0% | Calculating basis... | Declarator... | | duplication: was[394] / become[394] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[312] / become[312] - 0.0% | Calculating basis... | Declarator... | | duplication: was[270] / become[270] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1960] / become[1960] - 0.0% | Calculating basis... | Declarator... | | duplication: was[352] / become[352] - 0.0% | Calculating basis... | Declarator... | | duplication: was[534] / become[534] - 0.0% | Calculating basis... | Declarator... | | duplication: was[458] / become[458] - 0.0% | Calculating basis... | Declarator... | | duplication: was[112] / become[112] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2186] / become[2186] - 0.0% | Calculating basis... | Declarator... | | duplication: was[375] / become[375] - 0.0% | Calculating basis... | Declarator... | | duplication: was[103] / become[103] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1350] / become[1350] - 0.0% | Calculating basis... | Declarator... | | duplication: was[155] / become[155] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[192] / become[192] - 0.0% | Calculating basis... | Declarator... | | duplication: was[456] / become[456] - 0.0% | Calculating basis... | Declarator... | | duplication: was[192] / become[192] - 0.0% | Calculating basis... | Declarator... | | duplication: was[960] / become[960] - 0.0% | Calculating basis... | Declarator... | | duplication: was[470] / become[470] - 0.0% | Calculating basis... | Declarator... | | duplication: was[576] / become[576] - 0.0% | Calculating basis... | Declarator... | | duplication: was[464] / become[464] - 0.0% | Calculating basis... | Declarator... | | duplication: was[368] / become[368] - 0.0% | Calculating basis... | Declarator... | | duplication: was[552] / become[552] - 0.0% | Calculating basis... | Declarator... | | duplication: was[792] / become[792] - 0.0% | Calculating basis... | Declarator... | | duplication: was[307] / become[307] - 0.0% | Calculating basis... | Declarator... | | duplication: was[94] / become[94] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[23] / become[23] - 0.0% | Calculating basis... | Declarator... | | duplication: was[226] / become[226] - 0.0% | Calculating basis... | Declarator... | | duplication: was[56] / become[56] - 0.0% | Calculating basis... | Declarator... | | duplication: was[66] / become[66] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1130] / become[1130] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1616] / become[1616] - 0.0% | Calculating basis... | Declarator... | | duplication: was[296] / become[296] - 0.0% | Calculating basis... | Declarator... | | duplication: was[920] / become[920] - 0.0% | Calculating basis... | Declarator... | | duplication: was[824] / become[824] - 0.0% | Calculating basis... | Declarator... | | duplication: was[101] / become[101] - 0.0% | Calculating basis... | Declarator... | | duplication: was[44] / become[44] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1368] / become[1368] - 0.0% | Calculating basis... | Declarator... | | duplication: was[640] / become[640] - 0.0% | Calculating basis... | Declarator... | | duplication: was[946] / become[946] - 0.0% | Calculating basis... | Declarator... | | duplication: was[528] / become[528] - 0.0% | Calculating basis... | Declarator... | | duplication: was[376] / become[376] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1350] / become[1350] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2186] / become[2186] - 0.0% | Calculating basis... | Declarator... | | duplication: was[375] / become[375] - 0.0% | Calculating basis... | Declarator... | | duplication: was[103] / become[103] - 0.0% | Calculating basis... | Declarator... | | duplication: was[155] / become[155] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1010] / become[1010] - 0.0% | Calculating basis... | Declarator... | | duplication: was[630] / become[630] - 0.0% | Calculating basis... | Declarator... | | duplication: was[68] / become[68] - 0.0% | Calculating basis... | Declarator... | | duplication: was[84] / become[84] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1502] / become[1502] - 0.0% | Calculating basis... | Declarator... | | duplication: was[447] / become[447] - 0.0% | Calculating basis... | Declarator... | | duplication: was[320] / become[320] - 0.0% | Calculating basis... | Declarator... | | duplication: was[144] / become[144] - 0.0% | Calculating basis... | Declarator... | | duplication: was[44] / become[44] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1770] / become[1770] - 0.0% | Calculating basis... | Declarator... | | duplication: was[544] / become[544] - 0.0% | Calculating basis... | Declarator... | | duplication: was[18] / become[18] - 0.0% | Calculating basis... | Declarator... | | duplication: was[130] / become[130] - 0.0% | Calculating basis... | Declarator... | | duplication: was[20] / become[20] - 0.0% | Calculating basis... | Declarator... | | duplication: was[14] / become[14] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1674] / become[1674] - 0.0% | Calculating basis... | Declarator... | | duplication: was[388] / become[388] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[52] / become[52] - 0.0% | Calculating basis... | Declarator... | | duplication: was[515] / become[515] - 0.0% | Calculating basis... | Declarator... | | duplication: was[327] / become[327] - 0.0% | Calculating basis... | Declarator... | | duplication: was[18] / become[18] - 0.0% | Calculating basis... | Declarator... | | duplication: was[753] / become[753] - 0.0% | Calculating basis... | Declarator... | | duplication: was[256] / become[256] - 0.0% | Calculating basis... | Declarator... | | duplication: was[400] / become[400] - 0.0% | Calculating basis... | Declarator... | | duplication: was[3920] / become[3920] - 0.0% | Calculating basis... | Declarator... | | duplication: was[261] / become[261] - 0.0% | Calculating basis... | Declarator... | | duplication: was[121] / become[121] - 0.0% | Calculating basis... | Declarator... | | duplication: was[65] / become[65] - 0.0% | Calculating basis... | Declarator... | | duplication: was[923] / become[923] - 0.0% | Calculating basis... | Declarator... | | duplication: was[232] / become[232] - 0.0% | Calculating basis... | Declarator... | | duplication: was[170] / become[170] - 0.0% | Calculating basis... | Declarator... | | duplication: was[800] / become[800] - 0.0% | Calculating basis... | Declarator... | | duplication: was[556] / become[556] - 0.0% | Calculating basis... | Declarator... | | duplication: was[120] / become[120] - 0.0% | Calculating basis... | Declarator... | | duplication: was[79] / become[79] - 0.0% | Calculating basis... | Declarator... | | duplication: was[224] / become[224] - 0.0% | Calculating basis... | Declarator... | | duplication: was[90] / become[90] - 0.0% | Calculating basis... | Declarator... | | duplication: was[78] / become[78] - 0.0% | Calculating basis... | Declarator... | | duplication: was[288] / become[288] - 0.0% | Calculating basis... | Declarator... | | duplication: was[774] / become[774] - 0.0% | Calculating basis... | Declarator... | | duplication: was[515] / become[515] - 0.0% | Calculating basis... | Declarator... | | duplication: was[345] / become[345] - 0.0% | Calculating basis... | Declarator... | | duplication: was[9450] / become[9450] - 0.0% | Calculating basis... | Declarator... | | duplication: was[428] / become[428] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1440] / become[1440] - 0.0% | Calculating basis... | Declarator... | | duplication: was[556] / become[556] - 0.0% | Calculating basis... | Declarator... | | duplication: was[560] / become[560] - 0.0% | Calculating basis... | Declarator... | | duplication: was[862] / become[862] - 0.0% | Calculating basis... | Declarator... | | duplication: was[152] / become[152] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[312] / become[312] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[143] / become[143] - 0.0% | Calculating basis... | Declarator... | | duplication: was[53] / become[53] - 0.0% | Calculating basis... | Declarator... | | duplication: was[286] / become[286] - 0.0% | Calculating basis... | Declarator... | | duplication: was[632] / become[632] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1151] / become[1151] - 0.0% | Calculating basis... | Declarator... | | duplication: was[160] / become[160] - 0.0% | Calculating basis... | Declarator... | | duplication: was[66] / become[66] - 0.0% | Calculating basis... | Declarator... | | duplication: was[198] / become[198] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2950] / become[2950] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2194] / become[2194] - 0.0% | Calculating basis... | Declarator... | | duplication: was[218] / become[218] - 0.0% | Calculating basis... | Declarator... | | duplication: was[612] / become[612] - 0.0% | Calculating basis... | Declarator... | | duplication: was[28] / become[28] - 0.0% | Calculating basis... | Declarator... | | duplication: was[136] / become[136] - 0.0% | Calculating basis... | Declarator... | | duplication: was[295] / become[295] - 0.0% | Calculating basis... | Declarator... | | duplication: was[30] / become[30] - 0.0% | Calculating basis... | Declarator... | | duplication: was[230] / become[230] - 0.0% | Calculating basis... | Declarator... | | duplication: was[270] / become[270] - 0.0% | Calculating basis... | Declarator... | | duplication: was[164] / become[164] - 0.0% | Calculating basis... | Declarator... | | duplication: was[272] / become[272] - 0.0% | Calculating basis... | Declarator... | | duplication: was[885] / become[885] - 0.0% | Calculating basis... | Declarator... | | duplication: was[693] / become[693] - 0.0% | Calculating basis... | Declarator... | | duplication: was[345] / become[345] - 0.0% | Calculating basis... | Declarator... | | duplication: was[284] / become[284] - 0.0% | Calculating basis... | Declarator... | | duplication: was[306] / become[306] - 0.0% | Calculating basis... | Declarator... | | duplication: was[180] / become[180] - 0.0% | Calculating basis... | Declarator... | | duplication: was[137] / become[137] - 0.0% | Calculating basis... | Declarator... | | duplication: was[270] / become[270] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[215] / become[215] - 0.0% | Calculating basis... | Declarator... | | duplication: was[32] / become[32] - 0.0% | Calculating basis... | Declarator... | | duplication: was[12] / become[12] - 0.0% | Calculating basis... | Declarator... | | duplication: was[4446] / become[4446] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[270] / become[270] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1633] / become[1633] - 0.0% | Calculating basis... | Declarator... | | duplication: was[4818] / become[4818] - 0.0% | Calculating basis... | Declarator... | | duplication: was[216] / become[216] - 0.0% | Calculating basis... | Declarator... | | duplication: was[172] / become[172] - 0.0% | Calculating basis... | Declarator... | | duplication: was[673] / become[673] - 0.0% | Calculating basis... | Declarator... | | duplication: was[858] / become[858] - 0.0% | Calculating basis... | Declarator... | | duplication: was[6696] / become[6696] - 0.0% | Calculating basis... | Declarator... | | duplication: was[822] / become[822] - 0.0% | Calculating basis... | Declarator... | | duplication: was[170] / become[170] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1151] / become[1151] - 0.0% | Calculating basis... | Declarator... | | duplication: was[160] / become[160] - 0.0% | Calculating basis... | Declarator... | | duplication: was[66] / become[66] - 0.0% | Calculating basis... | Declarator... | | duplication: was[198] / become[198] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1858] / become[1858] - 0.0% | Calculating basis... | Declarator... | | duplication: was[391] / become[391] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1221] / become[1221] - 0.0% | Calculating basis... | Declarator... | | duplication: was[616] / become[616] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1944] / become[1944] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2491] / become[2491] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1055] / become[1055] - 0.0% | Calculating basis... | Declarator... | | duplication: was[821] / become[821] - 0.0% | Calculating basis... | Declarator... | | duplication: was[30] / become[30] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1620] / become[1620] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[44] / become[44] - 0.0% | Calculating basis... | Declarator... | | duplication: was[215] / become[215] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2187] / become[2187] - 0.0% | Calculating basis... | Declarator... | | duplication: was[14] / become[14] - 0.0% | Calculating basis... | Declarator... | | duplication: was[3115] / become[3115] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1347] / become[1347] - 0.0% | Calculating basis... | Declarator... | | duplication: was[20] / become[20] - 0.0% | Calculating basis... | Declarator... | | duplication: was[6412] / become[6412] - 0.0% | Calculating basis... | Declarator... | | duplication: was[408] / become[408] - 0.0% | Calculating basis... | Declarator... | | duplication: was[333] / become[333] - 0.0% | Calculating basis... | Declarator... | | duplication: was[896] / become[896] - 0.0% | Calculating basis... | Declarator... | | duplication: was[788] / become[788] - 0.0% | Calculating basis... | Declarator... | | duplication: was[68] / become[68] - 0.0% | Calculating basis... | Declarator... | | duplication: was[22] / become[22] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1417] / become[1417] - 0.0% | Calculating basis... | Declarator... | | duplication: was[336] / become[336] - 0.0% | Calculating basis... | Declarator... | | duplication: was[641] / become[641] - 0.0% | Calculating basis... | Declarator... | | duplication: was[284] / become[284] - 0.0% | Calculating basis... | Declarator... | | duplication: was[267] / become[267] - 0.0% | Calculating basis... | Declarator... | | duplication: was[60] / become[60] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1836] / become[1836] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1836] / become[1836] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[865] / become[865] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2496] / become[2496] - 0.0% | Calculating basis... | Declarator... | | duplication: was[12] / become[12] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1944] / become[1944] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1221] / become[1221] - 0.0% | Calculating basis... | Declarator... | | duplication: was[616] / become[616] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1010] / become[1010] - 0.0% | Calculating basis... | Declarator... | | duplication: was[630] / become[630] - 0.0% | Calculating basis... | Declarator... | | duplication: was[68] / become[68] - 0.0% | Calculating basis... | Declarator... | | duplication: was[84] / become[84] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1469] / become[1469] - 0.0% | Calculating basis... | Declarator... | | duplication: was[447] / become[447] - 0.0% | Calculating basis... | Declarator... | | duplication: was[224] / become[224] - 0.0% | Calculating basis... | Declarator... | | duplication: was[9614] / become[9614] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2184] / become[2184] - 0.0% | Calculating basis... | Declarator... | | duplication: was[6986] / become[6986] - 0.0% | Calculating basis... | Declarator... | | duplication: was[5790] / become[5790] - 0.0% | Calculating basis... | Declarator... | | duplication: was[570] / become[570] - 0.0% | Calculating basis... | Declarator... | | duplication: was[10238] / become[10238] - 0.0% | Calculating basis... | Declarator... | | duplication: was[5476] / become[5476] - 0.0% | Calculating basis... | Declarator... | | duplication: was[371] / become[371] - 0.0% | Calculating basis... | Declarator... | | duplication: was[22] / become[22] - 0.0% | Calculating basis... | Declarator... | | duplication: was[33] / become[33] - 0.0% | Calculating basis... | Declarator... | | duplication: was[634] / become[634] - 0.0% | Calculating basis... | Declarator... | | duplication: was[140] / become[140] - 0.0% | Calculating basis... | Declarator... | | duplication: was[12] / become[12] - 0.0% | Calculating basis... | Declarator... | | duplication: was[642] / become[642] - 0.0% | Calculating basis... | Declarator... | | duplication: was[27] / become[27] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1524] / become[1524] - 0.0% | Calculating basis... | Declarator... | | duplication: was[273] / become[273] - 0.0% | Calculating basis... | Declarator... | | duplication: was[300] / become[300] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[27] / become[27] - 0.0% | Calculating basis... | Declarator... | | duplication: was[240] / become[240] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[27] / become[27] - 0.0% | Calculating basis... | Declarator... | | duplication: was[372] / become[372] - 0.0% | Calculating basis... | Declarator... | | duplication: was[8] / become[8] - 0.0% | Calculating basis... | Declarator... | | duplication: was[27] / become[27] - 0.0% | Calculating basis... | Declarator... | | duplication: was[388] / become[388] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1620] / become[1620] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1055] / become[1055] - 0.0% | Calculating basis... | Declarator... | | duplication: was[821] / become[821] - 0.0% | Calculating basis... | Declarator... | | duplication: was[30] / become[30] - 0.0% | Calculating basis... | Declarator... | | duplication: was[500] / become[500] - 0.0% | Calculating basis... | Declarator... | | duplication: was[22] / become[22] - 0.0% | Calculating basis... | Declarator... | | duplication: was[33] / become[33] - 0.0% | Calculating basis... | Declarator... | | duplication: was[70] / become[70] - 0.0% | Calculating basis... | Declarator... | | duplication: was[434] / become[434] - 0.0% | Calculating basis... | Declarator... | | duplication: was[5264] / become[5264] - 0.0% | Calculating basis... | Declarator... | | duplication: was[2261] / become[2261] - 0.0% | Calculating basis... | Declarator... | | duplication: was[120] / become[120] - 0.0% | Calculating basis... | Declarator... | | duplication: was[203] / become[203] - 0.0% | Calculating basis... | Declarator... | | duplication: was[73] / become[73] - 0.0% | Calculating basis... | Declarator... | | duplication: was[6] / become[6] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1944] / become[1944] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1221] / become[1221] - 0.0% | Calculating basis... | Declarator... | | duplication: was[616] / become[616] - 0.0% | Calculating basis... | Declarator... | | duplication: was[5] / become[5] - 0.0% | Calculating basis... | Declarator... | | duplication: was[49] / become[49] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1085] / become[1085] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1228] / become[1228] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1620] / become[1620] - 0.0% | Calculating basis... | Declarator... | | duplication: was[1055] / become[1055] - 0.0% | Calculating basis... | Declarator... | | duplication: was[821] / become[821] - 0.0% | Calculating basis... | Declarator... | | duplication: was[30] / become[30] - 0.0% | Calculating basis... | MU : References... * New phase started: Destroying ray-trace model... * New phase started: Building sectors... | Determining sectors... | | 1 sectors accepted. | Spatializing geometry... | Building hierrarhy... | Assigning portals, occluders, glows, lights... * New phase started: Saving... | Geometry buffers... | | remap-size: 4066 / 22703 | | 39: v(999)/f(1899) | | 13: v(671)/f(1290) | | 93: v(372)/f(693) | | 94: v(858)/f(1733) | | 178: v(135)/f(266) | | 320: v(135)/f(266) | | 321: v(135)/f(266) | | 602: v(135)/f(266) | | 603: v(135)/f(266) | | 604: v(135)/f(266) | | 605: v(135)/f(266) | | 947: v(135)/f(266) | | 948: v(135)/f(266) | | 949: v(135)/f(266) | | 950: v(135)/f(266) | | 951: v(135)/f(266) | | 952: v(135)/f(266) | | 953: v(135)/f(266) | | 954: v(135)/f(266) | | 230: v(135)/f(266) | | 433: v(135)/f(266) | | 434: v(135)/f(266) | | 435: v(135)/f(266) | | 436: v(135)/f(266) | | 437: v(135)/f(266) | | 722: v(135)/f(266) | | 723: v(135)/f(266) | | 144: v(159)/f(534) | | 145: v(488)/f(897) | | 95: v(430)/f(856) | | 194: v(106)/f(207) | | 373: v(913)/f(1840) | | 677: v(1219)/f(2419) | | 96: v(946)/f(1876) | | 195: v(323)/f(642) | | 374: v(1018)/f(2024) | | 375: v(911)/f(1812) | | 119: v(1523)/f(2408) | | 121: v(939)/f(1258) | | 242: v(2040)/f(2571) | | 448: v(1271)/f(1590) | | 122: v( 52)/f( 76) | | 454: v(1036)/f(1775) | | 455: v(938)/f(1772) | | 736: v(177)/f(272) | | 191: v(122)/f(128) | | 356: v(312)/f(381) | | 357: v(157)/f(282) | | 358: v( 60)/f( 84) | | 359: v(106)/f(150) | | 670: v(842)/f(1563) | | 671: v(513)/f(692) | | 1479: v(460)/f(700) | | 1480: v(1029)/f(1578) | | 1865: v(592)/f(915) | | 1866: v(918)/f(1190) | | 1867: v(355)/f(556) | | 1868: v(685)/f(1055) | | 2194: v(592)/f(789) | | 657: v( 88)/f(114) | | 658: v(100)/f(123) | | 659: v( 88)/f(114) | | 660: v(160)/f(208) | | 1014: v( 94)/f(120) | | 1015: v( 88)/f(114) | | 1016: v( 88)/f(114) | | 1017: v( 88)/f(114) | | 1018: v(249)/f(309) | | 1019: v( 88)/f(114) | | 1020: v( 84)/f(105) | | 1021: v( 88)/f(114) | | 1022: v( 88)/f(114) | | 1023: v( 88)/f(114) | | 1024: v( 80)/f(104) | | 1448: v( 88)/f(114) | | 1449: v( 88)/f(114) | | 1450: v(388)/f(628) | | 1451: v( 88)/f(114) | | 1452: v(264)/f(342) | | 1453: v( 88)/f(114) | | 1454: v( 88)/f(114) | | 1455: v( 88)/f(114) | | 1456: v( 88)/f(114) | | 1457: v( 88)/f(114) | | 1458: v(378)/f(649) | | 1459: v(168)/f(218) | | 1460: v(240)/f(312) | | 1837: v(224)/f(284) | | 1838: v(160)/f(208) | | 1839: v( 88)/f(114) | | 1840: v( 88)/f(114) | | 1841: v( 80)/f(104) | | 1842: v( 88)/f(114) | | 1843: v(210)/f(394) | | 1844: v( 88)/f(114) | | 1845: v(1338)/f(2077) | | 1846: v(1126)/f(1769) | | 1847: v(1034)/f(1876) | | 2181: v( 88)/f(114) | | 2182: v(507)/f(788) | | 2183: v(997)/f(1754) | | 2184: v(719)/f(1260) | | 2185: v(315)/f(403) | | 135: v(198)/f(294) | | 136: v(144)/f(224) | | 117: v( 68)/f(120) | | 233: v( 68)/f(120) | | 234: v( 68)/f(120) | | 329: v( 98)/f( 94) | | 330: v( 96)/f(104) | | 331: v(208)/f(244) | | 619: v(367)/f(528) | | 620: v(330)/f(478) | | 621: v(353)/f(506) | | 963: v( 98)/f( 94) | | 964: v( 98)/f( 94) | | 965: v( 98)/f( 94) | | 966: v( 98)/f( 94) | | 967: v(279)/f(428) | | 968: v(192)/f(278) | | 969: v(269)/f(401) | | 970: v(394)/f(587) | | 1403: v(221)/f(282) | | 1404: v(213)/f(297) | | 116: v(142)/f(248) | | 227: v(142)/f(248) | | 228: v(142)/f(248) | | 56: v( 12)/f( 10) | | 240: v(126)/f(216) | | 241: v(126)/f(216) | | 444: v(682)/f(1159) | | 445: v(734)/f(1239) | | 446: v(734)/f(1239) | | 447: v(126)/f(216) | | 238: v(117)/f(145) | | 239: v(147)/f(159) | | 441: v( 83)/f( 98) | | 442: v(198)/f(236) | | 443: v(1008)/f(1336) | | 229: v(157)/f(205) | | 431: v( 68)/f( 88) | | 432: v( 80)/f( 94) | | 716: v(112)/f(161) | | 717: v(155)/f(216) | | 718: v(152)/f(238) | | 719: v(220)/f(354) | | 720: v(147)/f(179) | | 721: v(135)/f(169) | | 1070: v( 76)/f( 96) | | 1071: v(341)/f(466) | | 1507: v(784)/f(1143) | | 1508: v( 56)/f( 77) | | 176: v(498)/f(753) | | 177: v(294)/f(375) | | 313: v(101)/f(138) | | 314: v(216)/f(350) | | 943: v(858)/f(1168) | | 137: v(181)/f(187) | | 138: v(120)/f(124) | | 58: v( 49)/f( 31) | | 120: v(1217)/f(1540) | | 237: v(1658)/f(2264) | | 440: v(1216)/f(1540) | | 753: v(568)/f(962) | | 754: v(110)/f(110) | | 1097: v( 58)/f(110) | | 1098: v(152)/f(278) | | 1099: v(511)/f(922) | | 1100: v(190)/f(248) | | 1101: v(220)/f(303) | | 1102: v( 64)/f( 88) | | 1103: v( 64)/f( 88) | | 1104: v( 83)/f(101) | | 1105: v( 72)/f( 90) | | 1106: v( 80)/f(100) | | 1107: v(110)/f(190) | | 1108: v( 88)/f(152) | | 1109: v(110)/f(187) | | 1110: v( 86)/f(110) | | 1111: v( 64)/f( 88) | | 1572: v(194)/f(251) | | 1573: v(575)/f(651) | | 1574: v( 88)/f(110) | | 1575: v( 68)/f( 82) | | 1576: v( 88)/f(109) | | 1577: v( 80)/f( 98) | | 1578: v(269)/f(486) | | 1579: v(207)/f(366) | | 1580: v(104)/f(130) | | 1581: v(298)/f(540) | | 1582: v( 86)/f(123) | | 1583: v(135)/f(185) | | 1584: v(116)/f(134) | | 1585: v( 88)/f(110) | | 1586: v( 96)/f(120) | | 1587: v(167)/f(217) | | 1588: v(496)/f(795) | | 1589: v(206)/f(354) | | 1590: v( 92)/f(132) | | 1591: v(432)/f(550) | | 1592: v( 54)/f( 76) | | 1593: v(108)/f(132) | | 1594: v(176)/f(202) | | 1595: v(487)/f(703) | | 1596: v( 64)/f( 80) | | 1597: v( 89)/f(109) | | 1598: v(652)/f(975) | | 1599: v(107)/f(138) | | 1600: v( 80)/f(100) | | 1601: v( 44)/f( 76) | | 1602: v(389)/f(652) | | 1603: v(185)/f(246) | | 1604: v( 80)/f(100) | | 1605: v( 80)/f(100) | | 1606: v( 80)/f(100) | | 1607: v(110)/f(190) | | 1608: v( 72)/f( 90) | | 1609: v(230)/f(377) | | 1610: v( 54)/f( 76) | | 1611: v( 77)/f(112) | | 1612: v(120)/f(146) | | 1613: v(108)/f(152) | | 1614: v(108)/f(132) | | 1939: v( 89)/f(145) | | 1940: v( 64)/f( 80) | | 1941: v(118)/f(190) | | 1942: v(143)/f(240) | | 1943: v(104)/f(130) | | 1944: v(259)/f(380) | | 1945: v(212)/f(288) | | 1946: v(151)/f(230) | | 1947: v( 64)/f( 88) | | 1948: v( 91)/f(133) | | 1949: v(101)/f(139) | | 1950: v(292)/f(406) | | 1951: v( 85)/f(122) | | 1952: v( 66)/f( 89) | | 1953: v( 96)/f(120) | | 1954: v( 96)/f(120) | | 1955: v( 88)/f(110) | | 1956: v(104)/f(130) | | 1957: v( 78)/f( 92) | | 1958: v(188)/f(220) | | 1959: v( 88)/f(110) | | 1960: v( 64)/f( 80) | | 1961: v(242)/f(350) | | 1962: v( 44)/f( 75) | | 1963: v( 88)/f(152) | | 1964: v( 95)/f(126) | | 1965: v(134)/f(176) | | 1966: v(104)/f(132) | | 1967: v( 66)/f(114) | | 1968: v(377)/f(643) | | 1969: v(118)/f(140) | | 1970: v( 54)/f( 76) | | 1971: v( 44)/f( 76) | | 1972: v(150)/f(256) | | 1973: v( 80)/f(100) | | 1974: v( 80)/f(100) | | 1975: v(130)/f(190) | | 1976: v( 94)/f(126) | | 1977: v( 96)/f(120) | | 1978: v( 80)/f(100) | | 1979: v(108)/f(132) | | 1980: v( 80)/f(100) | | 1981: v( 88)/f(110) | | 1982: v(168)/f(192) | | 1983: v( 80)/f(100) | | 1984: v( 80)/f(100) | | 1985: v(104)/f(104) | | 1986: v( 64)/f( 88) | | 1987: v( 93)/f(122) | | 1988: v(108)/f(132) | | 1989: v( 56)/f( 70) | | 1990: v( 64)/f( 80) | | 1991: v(126)/f(166) | | 1992: v(118)/f(156) | | 1993: v(267)/f(341) | | 2264: v(131)/f(147) | | 2265: v( 59)/f( 66) | | 2266: v(146)/f(170) | | 2267: v( 78)/f(108) | | 2268: v( 71)/f( 73) | | 2269: v(451)/f(812) | | 2270: v(141)/f(246) | | 2271: v( 44)/f( 76) | | 2272: v( 44)/f( 76) | | 2273: v( 86)/f(110) | | 2274: v( 72)/f( 90) | | 2275: v(539)/f(603) | | 2276: v( 50)/f( 80) | | 2277: v(684)/f(1205) | | 2278: v(160)/f(207) | | 2279: v(160)/f(210) | | 2280: v(433)/f(662) | | 2281: v( 56)/f( 70) | | 2282: v( 88)/f(110) | | 2283: v( 77)/f(112) | | 2284: v( 91)/f(126) | | 2285: v( 72)/f( 90) | | 2286: v( 64)/f( 80) | | 2287: v(172)/f(232) | | 2288: v(110)/f(146) | | 2289: v( 76)/f( 82) | | 2290: v(255)/f(305) | | 2291: v( 64)/f( 88) | | 2549: v(302)/f(337) | | 3332: v(175)/f(237) | | 15: v(151)/f(161) | | 16: v(199)/f(317) | | 53: v( 53)/f( 78) | | 642: v(1005)/f(1842) | | 643: v(1004)/f(1842) | | 644: v(1140)/f(1968) | | 984: v(1004)/f(1842) | | 985: v(1004)/f(1842) | | 986: v(1004)/f(1842) | | 987: v(1004)/f(1842) | | 988: v(1004)/f(1842) | | 989: v(1004)/f(1842) | | 990: v(1004)/f(1842) | | 991: v(1004)/f(1842) | | 992: v(1006)/f(1842) | | 993: v(1003)/f(1842) | | 994: v(1004)/f(1842) | | 995: v(1004)/f(1842) | | 996: v(380)/f(656) | | 997: v(760)/f(1312) | | 1418: v(1004)/f(1842) | | 1419: v(1004)/f(1842) | | 1420: v(1004)/f(1842) | | 1421: v(1004)/f(1842) | | 1422: v(1004)/f(1842) | | 1423: v(1003)/f(1842) | | 1424: v(1004)/f(1842) | | 1425: v(720)/f(1184) | | 1426: v(1004)/f(1842) | | 1427: v(380)/f(656) | | 1428: v(1004)/f(1842) | | 1429: v(1004)/f(1842) | | 1430: v(1004)/f(1842) | | 1431: v(1004)/f(1842) | | 1432: v(380)/f(656) | | 1819: v(1004)/f(1842) | | 1820: v(1004)/f(1842) | | 1821: v(760)/f(1312) | | 1822: v(1004)/f(1842) | | 1823: v(1004)/f(1842) | | 1824: v(380)/f(656) | | 1825: v(1004)/f(1842) | | 1826: v(1075)/f(1808) | | 1827: v(1103)/f(1876) | | 1828: v(1004)/f(1842) | | 1829: v(1004)/f(1842) | | 1830: v(1004)/f(1842) | | 1831: v(380)/f(656) | | 2179: v(1004)/f(1842) | | 2180: v(1004)/f(1842) | | 4: v(871)/f(1561) | | 376: v(124)/f(217) | | 377: v(124)/f(217) | | 378: v(397)/f(688) | | 678: v(728)/f(1156) | | 679: v(237)/f(363) | | 680: v(478)/f(829) | | 681: v(177)/f(306) | | 682: v(317)/f(520) | | 342: v(148)/f(128) | | 645: v(372)/f(362) | | 646: v(141)/f(135) | | 647: v( 89)/f( 87) | | 648: v( 89)/f( 87) | | 649: v(153)/f(143) | | 998: v( 89)/f( 87) | | 999: v( 89)/f( 87) | | 1000: v( 89)/f( 87) | | 1001: v( 89)/f( 87) | | 1002: v( 89)/f( 87) | | 1003: v(121)/f(115) | | 1004: v( 89)/f( 87) | | 1005: v( 89)/f( 87) | | 1006: v( 89)/f( 87) | | 1433: v(267)/f(261) | | 1434: v( 89)/f( 87) | | 1435: v( 89)/f( 87) | | 1436: v(137)/f(129) | | 1437: v(121)/f(115) | | 1438: v( 89)/f( 87) | | 1439: v( 89)/f( 87) | | 1440: v( 89)/f( 87) | | 1441: v( 89)/f( 87) | | 1442: v(520)/f(674) | | 1443: v( 74)/f( 88) | | 1444: v( 89)/f( 87) | | 1445: v( 89)/f( 87) | | 1832: v( 89)/f( 87) | | 1833: v(178)/f(174) | | 1834: v( 89)/f( 87) | | 1835: v(457)/f(637) | | 1836: v(255)/f(263) | | 683: v(130)/f(214) | | 684: v(120)/f(209) | | 685: v(522)/f(890) | | 686: v(135)/f(221) | | 1051: v(233)/f(362) | | 1052: v( 96)/f(151) | | 1053: v(144)/f(231) | | 1054: v(261)/f(445) | | 1055: v(987)/f(1490) | | 1056: v(522)/f(857) | | 1057: v(322)/f(552) | | 1487: v(357)/f(596) | | 1488: v(572)/f(988) | | 1489: v(530)/f(903) | | 1490: v(356)/f(591) | | 1491: v(261)/f(445) | | 1492: v(572)/f(988) | | 1493: v(261)/f(445) | | 1494: v( 96)/f(151) | | 1495: v(132)/f(213) | | 1496: v(658)/f(1130) | | 1497: v(568)/f(955) | | 1498: v(448)/f(707) | | 1499: v(357)/f(596) | | 1500: v(583)/f(756) | | 1501: v(549)/f(910) | | 1502: v( 76)/f( 80) | | 1503: v( 87)/f(119) | | 1504: v(365)/f(603) | | 1870: v(394)/f(652) | | 1871: v(569)/f(946) | | 1872: v(1024)/f(1767) | | 1873: v(529)/f(859) | | 1874: v(438)/f(723) | | 2195: v(641)/f(1062) | | 2196: v(633)/f(1051) | | 2197: v( 81)/f(105) | | 499: v( 83)/f(162) | | 500: v(273)/f(534) | | 501: v(121)/f(238) | | 502: v(317)/f(614) | | 825: v(252)/f(488) | | 826: v(1270)/f(2456) | | 827: v( 47)/f( 90) | | 828: v( 47)/f( 90) | | 829: v( 83)/f(162) | | 830: v(661)/f(1286) | | 831: v(703)/f(1390) | | 832: v(295)/f(578) | | 833: v(317)/f(614) | | 834: v(326)/f(636) | | 835: v(396)/f(768) | | 1249: v(273)/f(534) | | 1250: v(843)/f(1627) | | 1251: v(629)/f(1222) | | 1252: v(909)/f(1681) | | 1253: v(596)/f(1138) | | 1254: v(399)/f(778) | | 1255: v(205)/f(398) | | 1256: v(270)/f(524) | | 1257: v(338)/f(610) | | 1258: v(349)/f(678) | | 1259: v(892)/f(1740) | | 1260: v(411)/f(795) | | 1261: v(395)/f(770) | | 1724: v(702)/f(1299) | | 1725: v(892)/f(1730) | | 1726: v(159)/f(292) | | 1727: v(835)/f(1588) | | 1728: v(909)/f(1782) | | 1729: v(620)/f(1228) | | 1730: v( 88)/f(168) | | 1731: v(155)/f(291) | | 1732: v( 79)/f(154) | | 2107: v(714)/f(1333) | | 2108: v(935)/f(1706) | | 2109: v(262)/f(493) | | 2110: v(464)/f(872) | | 2111: v(909)/f(1782) | | 2431: v(227)/f(420) | | 277: v(434)/f(727) | | 278: v(434)/f(727) | | 525: v(851)/f(1434) | | 526: v(689)/f(1155) | | 527: v(553)/f(933) | | 528: v( 62)/f(120) | | 529: v( 76)/f(133) | | 870: v(119)/f(206) | | 871: v(119)/f(206) | | 872: v(255)/f(428) | | 873: v(986)/f(1722) | | 874: v(450)/f(767) | | 1331: v(255)/f(428) | | 1332: v(1063)/f(1789) | | 1333: v(648)/f(1113) | | 1334: v(165)/f(286) | | 1335: v(889)/f(1532) | | 1336: v(179)/f(299) | | 1337: v(973)/f(1651) | | 1794: v(987)/f(1660) | | 1795: v(1164)/f(1971) | | 97: v(1006)/f(1966) | | 198: v(930)/f(1242) | | 383: v(196)/f(172) | | 661: v(183)/f(265) | | 662: v(434)/f(666) | | 663: v(216)/f(288) | | 1025: v(137)/f(200) | | 1026: v(167)/f(239) | | 1027: v(137)/f(200) | | 1028: v(128)/f(224) | | 1029: v( 68)/f( 68) | | 1030: v(156)/f(216) | | 1031: v(168)/f(240) | | 1032: v(168)/f(240) | | 1033: v(168)/f(240) | | 1461: v(249)/f(337) | | 1462: v( 66)/f(100) | | 1463: v(137)/f(200) | | 1464: v(192)/f(264) | | 1465: v( 84)/f(120) | | 1466: v( 80)/f(112) | | 1467: v( 80)/f(112) | | 1468: v(162)/f(216) | | 1469: v(324)/f(432) | | 1470: v(216)/f(288) | | 1471: v(324)/f(424) | | 1472: v(108)/f(144) | | 1473: v(216)/f(288) | | 1474: v(108)/f(144) | | 1475: v(252)/f(504) | | 1476: v( 54)/f( 74) | | 1477: v(138)/f(194) | | 1478: v(248)/f(352) | | 1848: v(455)/f(658) | | 1849: v(248)/f(318) | | 1850: v(203)/f(289) | | 1851: v( 84)/f(111) | | 1852: v(387)/f(551) | | 1853: v(108)/f(144) | | 1854: v(216)/f(288) | | 1855: v(414)/f(722) | | 1856: v( 84)/f(120) | | 1857: v( 84)/f(120) | | 1858: v( 72)/f( 96) | | 1859: v(108)/f(144) | | 1860: v( 54)/f( 74) | | 1861: v( 84)/f(120) | | 1862: v(168)/f(240) | | 1863: v(156)/f(216) | | 1864: v(108)/f(144) | | 2186: v(120)/f(172) | | 2187: v(132)/f(198) | | 2188: v(212)/f(312) | | 2189: v(840)/f(1480) | | 2190: v( 80)/f(112) | | 2191: v(192)/f(264) | | 2192: v(296)/f(400) | | 2193: v( 72)/f( 96) | | 449: v(216)/f(356) | | 450: v(216)/f(356) | | 451: v(188)/f(284) | | 452: v(216)/f(356) | | 726: v(216)/f(356) | | 727: v(542)/f(811) | | 728: v(216)/f(356) | | 729: v(404)/f(640) | | 730: v(996)/f(1564) | | 1073: v(648)/f(1032) | | 1074: v(216)/f(356) | | 1075: v(808)/f(1280) | | 1509: v(404)/f(640) | | 1510: v(188)/f(284) | | 1511: v(216)/f(356) | | 1512: v(216)/f(356) | | 1513: v(216)/f(356) | | 1875: v(113)/f(149) | | 494: v(336)/f(505) | | 495: v(148)/f(213) | | 798: v(384)/f(651) | | 799: v( 74)/f(116) | | 800: v(576)/f(847) | | 801: v( 90)/f(144) | | 802: v(466)/f(858) | | 803: v(148)/f(213) | | 804: v( 82)/f(128) | | 805: v(126)/f(180) | | 806: v(636)/f(926) | | 807: v(636)/f(930) | | 808: v(540)/f(864) | | 809: v(636)/f(930) | | 810: v(392)/f(542) | | 811: v(148)/f(213) | | 1175: v(519)/f(761) | | 1176: v( 98)/f(180) | | 1177: v( 98)/f(180) | | 1178: v( 70)/f(120) | | 1179: v(200)/f(330) | | 1180: v(636)/f(930) | | 1181: v(280)/f(382) | | 1182: v(636)/f(930) | | 1183: v(515)/f(930) | | 1184: v(849)/f(1111) | | 1185: v( 90)/f(144) | | 1186: v(280)/f(382) | | 1187: v(392)/f(542) | | 1701: v(572)/f(996) | | 1702: v( 83)/f(127) | | 1703: v(392)/f(542) | | 1704: v(392)/f(542) | | 1705: v(403)/f(613) | | 1706: v(594)/f(1077) | | 1707: v(968)/f(1803) | | 1708: v(636)/f(930) | | 1709: v(388)/f(496) | | 1710: v(534)/f(917) | | 1711: v(924)/f(1736) | | 2082: v(225)/f(372) | | 2083: v(339)/f(566) | | 2084: v(224)/f(373) | | 2085: v(152)/f(200) | | 2086: v(1278)/f(2209) | | 2087: v(168)/f(218) | | 503: v(308)/f(502) | | 504: v(272)/f(332) | | 505: v( 32)/f( 64) | | 506: v(100)/f(168) | | 507: v(131)/f(224) | | 508: v(120)/f(184) | | 509: v(272)/f(332) | | 836: v(388)/f(552) | | 837: v(124)/f(168) | | 838: v(108)/f(144) | | 839: v(246)/f(262) | | 840: v(684)/f(936) | | 841: v(540)/f(720) | | 842: v(390)/f(718) | | 843: v( 56)/f( 80) | | 844: v(432)/f(648) | | 1262: v(1251)/f(1978) | | 1263: v(1223)/f(1914) | | 1264: v(1583)/f(2178) | | 1265: v(982)/f(1562) | | 1266: v(685)/f(992) | | 1267: v(124)/f(168) | | 1268: v(540)/f(720) | | 1269: v(108)/f(144) | | 1270: v(361)/f(501) | | 1271: v(144)/f(216) | | 1733: v(485)/f(813) | | 1734: v(1592)/f(1592) | | 1735: v(1026)/f(1626) | | 1736: v(108)/f(144) | | 2112: v(1031)/f(1596) | | 2113: v(317)/f(542) | | 2114: v(1060)/f(1672) | | 2115: v(1310)/f(1948) | | 2432: v(1026)/f(1626) | | 2433: v(1228)/f(1934) | | 157: v(101)/f(114) | | 265: v(153)/f(180) | | 266: v(212)/f(204) | | 267: v( 96)/f( 98) | | 510: v( 96)/f( 98) | | 511: v(2196)/f(2468) | | 845: v( 56)/f( 82) | | 846: v(249)/f(278) | | 847: v( 96)/f( 98) | | 848: v(212)/f(204) | | 98: v( 76)/f(104) | | 384: v(550)/f(1106) | | 385: v(614)/f(1172) | | 386: v(126)/f(192) | | 387: v( 52)/f( 64) | | 199: v(192)/f(288) | | 388: v(437)/f(706) | | 389: v(296)/f(466) | | 390: v(141)/f(240) | | 391: v(437)/f(706) | | 392: v(138)/f(240) | | 687: v(192)/f(288) | | 688: v(296)/f(466) | | 0: v(192)/f(288) | | 279: v(159)/f(286) | | 280: v(159)/f(286) | | 281: v(318)/f(572) | | 530: v(318)/f(572) | | 531: v(566)/f(916) | | 532: v(961)/f(1503) | | 533: v(1120)/f(1785) | | 534: v(159)/f(286) | | 875: v(922)/f(1410) | | 876: v(192)/f(288) | | 877: v(575)/f(938) | | 878: v(159)/f(286) | | 879: v(192)/f(288) | | 880: v( 36)/f( 69) | | 881: v(159)/f(286) | | 882: v(477)/f(858) | | 1338: v(564)/f(912) | | 1339: v(561)/f(909) | | 50: v( 90)/f( 90) | | 200: v( 53)/f( 72) | | 201: v( 64)/f(124) | | 393: v( 64)/f(124) | | 394: v(128)/f(248) | | 395: v( 64)/f(124) | | 689: v(256)/f(496) | | 472: v(740)/f(1096) | | 473: v(740)/f(1096) | | 474: v(740)/f(1096) | | 475: v(740)/f(1096) | | 476: v(740)/f(1096) | | 477: v(740)/f(1096) | | 478: v(740)/f(1096) | | 479: v(722)/f(1040) | | 480: v(740)/f(1096) | | 767: v(740)/f(1096) | | 768: v(740)/f(1096) | | 769: v(740)/f(1096) | | 770: v(740)/f(1096) | | 771: v(692)/f(978) | | 772: v(740)/f(1096) | | 773: v(720)/f(1054) | | 774: v(537)/f(752) | | 775: v(740)/f(1096) | | 1618: v(184)/f(174) | | 1619: v(318)/f(386) | | 158: v(363)/f(464) | | 268: v(1942)/f(1912) | | 269: v(1088)/f(1456) | | 270: v(363)/f(464) | | 512: v( 48)/f( 64) | | 513: v(144)/f(192) | | 514: v(240)/f(320) | | 44: v(405)/f(359) | | 175: v(339)/f(580) | | 309: v(160)/f(237) | | 310: v(185)/f(225) | | 311: v(339)/f(580) | | 575: v(338)/f(580) | | 576: v(340)/f(580) | | 923: v(129)/f(208) | | 1374: v(238)/f(416) | | 1375: v(1104)/f(1907) | | 1376: v(1091)/f(1600) | | 1377: v(799)/f(1088) | | 1378: v(1333)/f(1904) | | 1379: v(1288)/f(1671) | | 1380: v(1394)/f(1755) | | 1381: v(1193)/f(1694) | | 1382: v(874)/f(1104) | | 1814: v(825)/f(1421) | | 1815: v(1716)/f(2312) | | 1816: v(448)/f(590) | | 2473: v(1405)/f(2044) | | 2474: v(1100)/f(1576) | | 49: v(502)/f(872) | | 19: v( 80)/f(132) | | 812: v(154)/f(180) | | 813: v(170)/f(216) | | 1188: v(194)/f(274) | | 1189: v(190)/f(242) | | 1190: v(152)/f(190) | | 1191: v(257)/f(380) | | 1192: v(270)/f(360) | | 1193: v(209)/f(298) | | 1194: v(104)/f(108) | | 1195: v(104)/f(108) | | 1196: v(130)/f(144) | | 1197: v(174)/f(216) | | 1198: v(108)/f(108) | | 1199: v(240)/f(336) | | 1200: v(126)/f(128) | | 1201: v(108)/f(108) | | 1202: v(108)/f(108) | | 1203: v(164)/f(180) | | 1204: v(539)/f(915) | | 1205: v(711)/f(1301) | | 1206: v(173)/f(203) | | 1207: v(279)/f(386) | | 1208: v(278)/f(312) | | 1209: v(291)/f(416) | | 1210: v(453)/f(705) | | 1211: v(290)/f(410) | | 1212: v(194)/f(244) | | 1213: v(184)/f(205) | | 1214: v(198)/f(270) | | 1215: v( 72)/f( 72) | | 1216: v( 86)/f( 90) | | 1217: v(102)/f(108) | | 1218: v(112)/f(126) | | 1219: v(110)/f(126) | | 1220: v( 88)/f( 90) | | 1221: v( 72)/f( 72) | | 1222: v( 72)/f( 72) | | 1223: v(112)/f(126) | | 1224: v(115)/f(135) | | 1225: v(141)/f(171) | | 1226: v(127)/f(153) | | 1227: v( 91)/f( 99) | | 1228: v(114)/f(144) | | 1229: v(143)/f(180) | | 1230: v(108)/f(108) | | 1231: v(165)/f(210) | | 1232: v(195)/f(245) | | 1233: v(206)/f(295) | | 1234: v(183)/f(233) | | 1235: v(207)/f(225) | | 1236: v(222)/f(316) | | 1712: v(258)/f(296) | | 1713: v(351)/f(460) | | 1714: v(193)/f(254) | | 518: v(147)/f(195) | | 852: v(147)/f(195) | | 853: v(147)/f(195) | | 854: v(129)/f(170) | | 855: v(147)/f(195) | | 1291: v(147)/f(195) | | 1292: v(1072)/f(1570) | | 1293: v(186)/f(340) | | 1294: v(421)/f(631) | | 1295: v(147)/f(195) | | 1296: v(441)/f(585) | | 1297: v(737)/f(1386) | | 1298: v(224)/f(339) | | 1299: v(147)/f(195) | | 1300: v(778)/f(1299) | | 1301: v(225)/f(323) | | 1302: v(233)/f(351) | | 1303: v(142)/f(224) | | 1304: v(147)/f(195) | | 1305: v(1123)/f(1843) | | 1306: v(502)/f(836) | | 1307: v(1069)/f(1946) | | 1308: v(147)/f(195) | | 1309: v(147)/f(195) | | 1310: v(522)/f(820) | | 1311: v( 64)/f( 90) | | 1312: v(147)/f(195) | | 1313: v(555)/f(968) | | 1314: v(178)/f(304) | | 1315: v(158)/f(224) | | 1316: v(225)/f(323) | | 1317: v(897)/f(1522) | | 1318: v( 64)/f( 90) | | 1319: v( 64)/f( 90) | | 1320: v(128)/f(180) | | 1768: v(318)/f(448) | | 1769: v(240)/f(334) | | 1770: v(326)/f(600) | | 1771: v(675)/f(1214) | | 1772: v(152)/f(192) | | 1773: v(147)/f(195) | | 1774: v( 76)/f( 96) | | 1775: v( 66)/f(112) | | 1776: v(539)/f(905) | | 1777: v(782)/f(1315) | | 1778: v(147)/f(195) | | 1779: v(195)/f(279) | | 1780: v(227)/f(414) | | 1781: v(147)/f(195) | | 1782: v(574)/f(884) | | 1783: v(275)/f(375) | | 1784: v( 94)/f(134) | | 1785: v( 94)/f(134) | | 1786: v(436)/f(681) | | 1787: v(128)/f(180) | | 1788: v(232)/f(402) | | 1789: v(191)/f(286) | | 2146: v(742)/f(1135) | | 2147: v(890)/f(1456) | | 2148: v(357)/f(567) | | 2149: v(438)/f(599) | | 2150: v(538)/f(865) | | 2151: v( 76)/f( 96) | | 2152: v(259)/f(387) | | 2153: v( 93)/f(170) | | 2154: v(782)/f(1269) | | 2155: v( 64)/f( 90) | | 2156: v(234)/f(320) | | 2157: v(131)/f(189) | | 2158: v(482)/f(650) | | 2463: v(1092)/f(1718) | | 2464: v(772)/f(1085) | | 2465: v(103)/f(135) | | 2466: v(496)/f(760) | | 2467: v(461)/f(778) | | 2581: v(746)/f(1012) | | 496: v(133)/f(149) | | 497: v(368)/f(540) | | 498: v(134)/f(225) | | 814: v(126)/f(150) | | 815: v(196)/f(304) | | 816: v(126)/f(150) | | 817: v(190)/f(304) | | 818: v( 72)/f(140) | | 819: v(210)/f(250) | | 820: v( 74)/f(106) | | 821: v( 68)/f(116) | | 822: v(535)/f(778) | | 823: v(138)/f(162) | | 824: v( 75)/f(110) | | 1237: v( 40)/f( 64) | | 1238: v(257)/f(368) | | 1239: v(368)/f(540) | | 1240: v(146)/f(172) | | 1241: v(297)/f(494) | | 1242: v(1385)/f(1681) | | 1243: v(1386)/f(2068) | | 1244: v(243)/f(298) | | 1245: v(826)/f(1266) | | 1246: v( 66)/f( 84) | | 1247: v(298)/f(428) | | 1248: v(481)/f(758) | | 1715: v( 78)/f( 94) | | 1716: v(148)/f(254) | | 1717: v( 62)/f( 66) | | 1718: v(100)/f(114) | | 1719: v(190)/f(348) | | 1720: v(1810)/f(2460) | | 1721: v(980)/f(1576) | | 1722: v( 75)/f( 92) | | 1723: v(353)/f(537) | | 2088: v(292)/f(442) | | 2089: v(802)/f(1312) | | 2090: v( 94)/f(128) | | 2091: v(462)/f(728) | | 2092: v( 64)/f( 80) | | 2093: v(443)/f(688) | | 2094: v( 52)/f( 66) | | 2095: v(1109)/f(1814) | | 2096: v( 60)/f( 76) | | 2097: v(106)/f(204) | | 2098: v( 96)/f(112) | | 2099: v( 90)/f(106) | | 2100: v(1407)/f(1784) | | 2101: v(375)/f(578) | | 2102: v(989)/f(1427) | | 2103: v(336)/f(448) | | 2104: v(1464)/f(2201) | | 2105: v(1355)/f(1915) | | 2106: v(399)/f(511) | | 2427: v(1100)/f(1474) | | 2428: v(990)/f(1194) | | 2429: v(262)/f(397) | | 2430: v(657)/f(1016) | | 2566: v(476)/f(679) | | 3337: v(1488)/f(1861) | | 123: v( 90)/f(108) | | 124: v(180)/f(360) | | 282: v(299)/f(556) | | 283: v( 78)/f(149) | | 284: v(180)/f(344) | | 535: v(269)/f(464) | | 536: v(275)/f(562) | | 537: v(206)/f(388) | | 538: v( 83)/f(116) | | 539: v(223)/f(380) | | 540: v( 50)/f(100) | | 541: v(364)/f(640) | | 883: v(134)/f(256) | | 884: v( 99)/f(170) | | 885: v(105)/f(186) | | 886: v(510)/f(924) | | 585: v(156)/f(238) | | 586: v(140)/f(189) | | 587: v(140)/f(220) | | 588: v( 67)/f( 95) | | 589: v(257)/f(426) | | 590: v(248)/f(366) | | 591: v(151)/f(229) | | 592: v(257)/f(426) | | 593: v(591)/f(910) | | 594: v(156)/f(238) | | 927: v(488)/f(768) | | 928: v( 90)/f(184) | | 929: v( 68)/f( 82) | | 930: v(726)/f(1194) | | 931: v(291)/f(493) | | 932: v( 68)/f( 82) | | 933: v( 90)/f(184) | | 1391: v(243)/f(416) | | 1392: v(316)/f(448) | | 1393: v( 38)/f( 64) | | 1394: v(322)/f(542) | | 1: v(172)/f(274) | | 202: v(147)/f(246) | | 203: v(308)/f(568) | | 396: v(245)/f(382) | | 397: v(568)/f(720) | | 398: v(121)/f(191) | | 125: v(1114)/f(1811) | | 456: v(837)/f(1450) | | 737: v(959)/f(1687) | | 165: v(167)/f(272) | | 285: v(368)/f(609) | | 286: v(410)/f(698) | | 287: v(1053)/f(1739) | | 288: v(1208)/f(1950) | | 126: v(1140)/f(1949) | | 247: v(914)/f(1586) | | 99: v(230)/f(394) | | 100: v(332)/f(632) | | 73: v(269)/f(325) | | 159: v(432)/f(648) | | 160: v(269)/f(325) | | 426: v( 32)/f( 64) | | 427: v( 80)/f(160) | | 428: v( 67)/f(124) | | 429: v( 67)/f(124) | | 430: v( 36)/f( 68) | | 710: v(103)/f(192) | | 711: v( 67)/f(124) | | 712: v( 80)/f(160) | | 713: v(192)/f(384) | | 714: v(224)/f(448) | | 715: v( 52)/f( 72) | | 20: v(1068)/f(1488) | | 45: v(576)/f(900) | | 161: v(390)/f(790) | | 162: v(407)/f(804) | | 163: v(390)/f(790) | | 271: v(216)/f(416) | | 272: v(407)/f(804) | | 127: v(1527)/f(1694) | | 128: v(619)/f(738) | | 225: v(1628)/f(2046) | | 413: v(286)/f(512) | | 414: v(444)/f(814) | | 415: v(436)/f(796) | | 416: v(112)/f(168) | | 417: v(102)/f(200) | | 700: v(442)/f(814) | | 701: v(472)/f(870) | | 46: v( 80)/f(128) | | 150: v(632)/f(882) | | 151: v(423)/f(517) | | 152: v(810)/f(1173) | | 153: v(652)/f(876) | | 154: v(396)/f(534) | | 155: v(546)/f(798) | | 156: v(372)/f(524) | | 21: v( 32)/f( 40) | | 166: v(1155)/f(1601) | | 289: v(457)/f(684) | | 290: v(123)/f(148) | | 248: v(684)/f(1311) | | 249: v(813)/f(1569) | | 457: v(734)/f(1406) | | 458: v(771)/f(1480) | | 738: v(754)/f(1456) | | 739: v(741)/f(1430) | | 1083: v(721)/f(1365) | | 1084: v(797)/f(1521) | | 1530: v(732)/f(1402) | | 1531: v(773)/f(1484) | | 1884: v(794)/f(1464) | | 1885: v(1054)/f(2047) | | 2198: v(737)/f(1400) | | 2199: v(780)/f(1486) | | 2200: v(868)/f(1622) | | 2479: v(1061)/f(2010) | | 2480: v(786)/f(1515) | | 47: v( 26)/f( 24) | | 101: v(413)/f(674) | | 204: v(146)/f(230) | | 205: v(472)/f(1664) | | 206: v(328)/f(1160) | | 207: v(143)/f(430) | | 399: v(297)/f(1036) | | 103: v(166)/f(228) | | 208: v(245)/f(428) | | 190: v(760)/f(1508) | | 353: v(240)/f(476) | | 354: v(740)/f(1468) | | 355: v(480)/f(952) | | 666: v(720)/f(1428) | | 667: v(740)/f(1468) | | 668: v(240)/f(476) | | 669: v(260)/f(516) | | 1036: v(260)/f(516) | | 1037: v(980)/f(1944) | | 104: v( 82)/f(162) | | 209: v(162)/f(318) | | 400: v(492)/f(972) | | 401: v( 82)/f(162) | | 41: v( 40)/f( 40) | | 24: v(548)/f(972) | | 173: v(644)/f(1072) | | 304: v(256)/f(288) | | 305: v( 64)/f( 72) | | 562: v(594)/f(880) | | 563: v(704)/f(864) | | 564: v(128)/f(144) | | 565: v( 64)/f( 72) | | 566: v(832)/f(984) | | 912: v(640)/f(768) | | 1357: v(1431)/f(2165) | | 1358: v(1462)/f(2176) | | 1359: v(576)/f(672) | | 1360: v(512)/f(576) | | 2168: v(830)/f(1195) | | 243: v( 88)/f(148) | | 244: v( 88)/f(148) | | 245: v( 88)/f(148) | | 246: v( 88)/f(148) | | 210: v(1150)/f(1953) | | 211: v(1322)/f(1538) | | 212: v(410)/f(483) | | 402: v(1167)/f(1991) | | 25: v( 42)/f( 54) | | 129: v( 52)/f( 88) | | 250: v( 44)/f( 84) | | 251: v( 44)/f( 84) | | 130: v(315)/f(514) | | 131: v( 62)/f( 96) | | 264: v(720)/f(1320) | | 481: v(482)/f(900) | | 776: v( 45)/f( 81) | | 777: v(126)/f(196) | | 778: v( 99)/f(144) | | 779: v( 74)/f( 90) | | 780: v( 48)/f( 86) | | 781: v(114)/f(177) | | 782: v(142)/f(186) | | 783: v(140)/f(180) | | 784: v( 82)/f(126) | | 785: v( 92)/f(126) | | 786: v( 58)/f(106) | | 787: v( 48)/f( 90) | | 788: v(148)/f(246) | | 1121: v(117)/f(189) | | 1122: v(120)/f(168) | | 1123: v( 51)/f( 66) | | 1124: v( 73)/f(108) | | 1125: v(114)/f(177) | | 1126: v(375)/f(704) | | 1127: v( 98)/f(114) | | 1128: v( 82)/f(138) | | 1129: v( 53)/f( 87) | | 1130: v( 81)/f(138) | | 1131: v( 48)/f( 81) | | 1620: v(157)/f(204) | | 1621: v( 44)/f( 66) | | 1622: v(113)/f(129) | | 1623: v( 72)/f(108) | | 1624: v( 59)/f( 84) | | 1625: v( 46)/f( 66) | | 1626: v( 89)/f(108) | | 1627: v(111)/f(180) | | 1628: v( 80)/f(123) | | 1629: v( 42)/f( 72) | | 1994: v( 46)/f( 66) | | 1995: v( 45)/f( 69) | | 1996: v( 96)/f(123) | | 1997: v(111)/f(189) | | 1998: v(112)/f(132) | | 1999: v( 72)/f( 87) | | 2000: v( 41)/f( 69) | | 469: v( 97)/f(233) | | 750: v( 55)/f( 82) | | 751: v( 55)/f(162) | | 752: v( 47)/f(134) | | 1093: v( 65)/f(143) | | 1094: v( 88)/f(211) | | 1095: v( 83)/f(216) | | 1096: v( 47)/f(128) | | 1536: v( 74)/f(153) | | 1537: v( 49)/f(132) | | 1538: v( 50)/f(130) | | 1539: v( 52)/f(132) | | 1540: v( 68)/f(180) | | 1541: v( 73)/f(196) | | 1542: v( 70)/f(200) | | 1543: v( 48)/f(134) | | 1544: v( 29)/f( 72) | | 1545: v( 29)/f( 78) | | 1546: v( 25)/f( 68) | | 1547: v( 39)/f(102) | | 1548: v( 45)/f(114) | | 1549: v( 40)/f(112) | | 1550: v( 34)/f( 88) | | 1551: v( 55)/f(162) | | 1552: v( 61)/f(170) | | 1553: v( 66)/f(188) | | 1554: v( 45)/f(118) | | 1555: v( 48)/f(132) | | 1556: v( 63)/f(162) | | 1557: v( 66)/f(137) | | 1558: v( 53)/f(133) | | 1559: v( 57)/f(117) | | 1560: v( 56)/f(108) | | 1561: v( 66)/f(190) | | 1562: v( 69)/f(188) | | 1563: v( 42)/f( 92) | | 1564: v( 45)/f( 97) | | 1565: v( 58)/f(146) | | 1566: v( 34)/f( 73) | | 1567: v( 63)/f(157) | | 1568: v( 42)/f(105) | | 1569: v( 87)/f(277) | | 1570: v( 77)/f(203) | | 1571: v( 40)/f( 65) | | 1886: v( 35)/f( 67) | | 1887: v( 50)/f(107) | | 1888: v( 92)/f(250) | | 1889: v( 36)/f( 83) | | 1890: v( 48)/f(122) | | 1891: v( 53)/f(131) | | 1892: v( 42)/f(105) | | 1893: v( 42)/f(117) | | 1894: v( 44)/f(124) | | 1895: v( 53)/f(140) | | 1896: v( 66)/f(182) | | 1897: v( 42)/f(108) | | 1898: v( 27)/f( 72) | | 1899: v( 43)/f(110) | | 1900: v( 30)/f( 72) | | 1901: v( 32)/f( 76) | | 1902: v( 33)/f( 80) | | 1903: v( 38)/f( 98) | | 1904: v( 47)/f(132) | | 1905: v( 41)/f(106) | | 1906: v( 42)/f(100) | | 1907: v( 27)/f( 66) | | 1908: v( 48)/f(120) | | 1909: v( 69)/f(182) | | 1910: v( 55)/f(150) | | 1911: v( 63)/f(182) | | 1912: v( 61)/f(164) | | 1913: v( 65)/f(154) | | 1914: v( 36)/f( 90) | | 1915: v( 56)/f(162) | | 1916: v( 45)/f(130) | | 1917: v( 40)/f(120) | | 1918: v( 52)/f(166) | | 1919: v( 48)/f(144) | | 1920: v( 42)/f(106) | | 1921: v( 77)/f(194) | | 1922: v( 41)/f(102) | | 1923: v( 44)/f(122) | | 1924: v( 53)/f(152) | | 1925: v( 52)/f(144) | | 1926: v( 41)/f(108) | | 1927: v( 35)/f( 67) | | 1928: v( 50)/f(134) | | 1929: v( 46)/f(115) | | 1930: v( 49)/f(122) | | 1931: v( 50)/f(127) | | 1932: v( 45)/f(103) | | 1933: v( 44)/f(106) | | 1934: v( 41)/f(108) | | 1935: v( 55)/f(140) | | 1936: v( 65)/f(202) | | 1937: v( 46)/f(114) | | 1938: v( 56)/f(137) | | 2202: v( 46)/f(109) | | 2203: v( 48)/f(121) | | 2204: v( 65)/f(160) | | 2205: v( 76)/f(216) | | 2206: v(105)/f(294) | | 2207: v(122)/f(340) | | 2208: v( 41)/f(102) | | 2209: v( 25)/f( 68) | | 2210: v( 68)/f(188) | | 2211: v( 30)/f( 88) | | 2212: v( 44)/f(114) | | 2213: v( 24)/f( 64) | | 2214: v( 68)/f(184) | | 2215: v( 67)/f(157) | | 2216: v( 73)/f(198) | | 2217: v( 80)/f(214) | | 2218: v( 66)/f(178) | | 2219: v( 31)/f( 66) | | 2220: v( 37)/f(100) | | 2221: v( 49)/f(126) | | 2222: v( 44)/f(122) | | 2223: v( 42)/f(110) | | 2224: v( 38)/f( 94) | | 2225: v( 47)/f(126) | | 2226: v( 43)/f(124) | | 2227: v( 44)/f(120) | | 2228: v( 68)/f(192) | | 2229: v( 81)/f(224) | | 2230: v( 59)/f(164) | | 2231: v( 55)/f(150) | | 2232: v( 69)/f(194) | | 2233: v( 28)/f( 68) | | 2234: v( 30)/f( 76) | | 2235: v( 28)/f( 70) | | 2236: v( 46)/f(124) | | 2237: v( 35)/f( 86) | | 2238: v( 38)/f( 94) | | 2239: v( 88)/f(246) | | 2240: v(120)/f(342) | | 2241: v( 74)/f(205) | | 2242: v( 69)/f(183) | | 2243: v( 59)/f(158) | | 2244: v( 51)/f(127) | | 2245: v( 59)/f(159) | | 2246: v( 53)/f(133) | | 2247: v( 63)/f(143) | | 2248: v( 41)/f(103) | | 2249: v( 54)/f(134) | | 2250: v( 75)/f(221) | | 2251: v( 65)/f(161) | | 2252: v( 39)/f( 83) | | 2253: v( 49)/f(113) | | 2254: v( 44)/f(118) | | 2255: v( 43)/f(116) | | 2256: v( 41)/f(102) | | 2257: v( 42)/f(120) | | 2258: v( 31)/f( 76) | | 2259: v( 43)/f(114) | | 2260: v( 56)/f(168) | | 2261: v( 46)/f(128) | | 2262: v( 42)/f(116) | | 2263: v( 51)/f(144) | | 2483: v( 53)/f(120) | | 2484: v( 48)/f(130) | | 2485: v( 61)/f(170) | | 2486: v( 62)/f(147) | | 2487: v( 79)/f(210) | | 2488: v( 76)/f(204) | | 2489: v( 57)/f(150) | | 2490: v( 63)/f(198) | | 2491: v( 51)/f(132) | | 2492: v( 30)/f( 84) | | 2493: v( 29)/f( 76) | | 2494: v( 37)/f( 94) | | 2495: v( 43)/f(118) | | 2496: v( 32)/f( 82) | | 2497: v( 46)/f(120) | | 2498: v( 56)/f(164) | | 2499: v( 36)/f(108) | | 2500: v( 34)/f( 90) | | 2501: v( 64)/f(176) | | 2502: v( 50)/f(142) | | 2503: v( 60)/f(166) | | 2504: v( 50)/f(136) | | 2505: v( 65)/f(128) | | 2506: v( 50)/f(119) | | 2507: v( 38)/f(106) | | 2508: v( 35)/f( 82) | | 2509: v( 39)/f(110) | | 2510: v( 46)/f(114) | | 2511: v( 60)/f(178) | | 2512: v( 47)/f(130) | | 2513: v( 59)/f(162) | | 2514: v( 67)/f(190) | | 2515: v( 74)/f(202) | | 2516: v( 62)/f(170) | | 2517: v( 34)/f( 80) | | 2518: v( 53)/f(136) | | 2519: v( 48)/f(122) | | 2520: v( 35)/f( 80) | | 2521: v( 37)/f( 92) | | 2522: v( 46)/f(130) | | 2523: v( 39)/f( 96) | | 2524: v( 28)/f( 72) | | 2525: v( 39)/f(118) | | 2526: v( 27)/f( 74) | | 2527: v( 37)/f( 96) | | 2528: v( 39)/f(108) | | 2529: v( 29)/f( 76) | | 2530: v( 37)/f( 94) | | 2531: v( 48)/f(122) | | 2532: v( 48)/f(130) | | 2533: v( 58)/f(156) | | 2534: v( 55)/f(144) | | 2535: v( 46)/f(132) | | 2536: v( 35)/f( 98) | | 2537: v( 36)/f(106) | | 2538: v( 30)/f( 84) | | 2539: v( 34)/f( 90) | | 2540: v( 30)/f( 74) | | 2541: v( 29)/f( 80) | | 2542: v( 35)/f(100) | | 2543: v( 37)/f( 90) | | 2544: v( 45)/f(114) | | 2545: v( 41)/f(112) | | 2546: v( 34)/f( 82) | | 2547: v( 78)/f(230) | | 2548: v( 31)/f( 86) | | 3304: v( 35)/f( 76) | | 3305: v( 59)/f(151) | | 3306: v( 60)/f(166) | | 3307: v( 69)/f(192) | | 3308: v( 51)/f(134) | | 3309: v( 42)/f(106) | | 3310: v( 45)/f(120) | | 3311: v( 46)/f(118) | | 3312: v( 38)/f( 92) | | 3313: v( 39)/f(100) | | 3314: v( 48)/f(130) | | 3315: v( 37)/f(100) | | 3316: v( 37)/f( 98) | | 3317: v( 49)/f(136) | | 3318: v( 44)/f(112) | | 3319: v( 44)/f(124) | | 3320: v( 37)/f(104) | | 3321: v( 58)/f(172) | | 3322: v( 34)/f( 79) | | 3323: v( 36)/f( 82) | | 3324: v( 36)/f( 90) | | 3325: v( 52)/f(131) | | 3326: v( 72)/f(212) | | 3327: v( 55)/f(143) | | 3328: v( 32)/f( 74) | | 3329: v( 50)/f(126) | | 3330: v( 36)/f( 70) | | 3331: v(3471)/f(10915) | | 3848: v( 51)/f(146) | | 3849: v( 58)/f(164) | | 3850: v( 57)/f(152) | | 3851: v( 59)/f(160) | | 3852: v( 33)/f( 96) | | 3853: v( 32)/f( 80) | | 3854: v( 36)/f( 94) | | 3855: v( 45)/f(124) | | 4059: v( 94)/f(302) | | 4060: v( 42)/f(118) | | 4061: v( 31)/f( 92) | | 4062: v( 47)/f(142) | | 4064: v( 91)/f(280) | | 4065: v( 46)/f(144) | | 26: v(102)/f(171) | | 226: v(156)/f(258) | | 422: v(212)/f(336) | | 423: v( 88)/f(148) | | 424: v( 88)/f(148) | | 425: v( 88)/f(148) | | 708: v( 88)/f(146) | | 709: v( 88)/f(148) | | 28: v(108)/f(168) | | 105: v( 70)/f(136) | | 213: v(346)/f(684) | | 403: v(230)/f(456) | | 690: v(1156)/f(2168) | | 106: v(639)/f(1342) | | 214: v(1281)/f(2684) | | 215: v( 57)/f(104) | | 216: v(171)/f(312) | | 217: v(285)/f(520) | | 48: v( 51)/f( 90) | | 29: v(148)/f(244) | | 31: v( 19)/f( 24) | | 30: v( 58)/f( 90) | | 343: v(375)/f(742) | | 344: v(525)/f(1038) | | 345: v(150)/f(296) | | 346: v(150)/f(296) | | 650: v(150)/f(296) | | 651: v(150)/f(296) | | 652: v(150)/f(296) | | 653: v(1125)/f(2222) | | 1007: v(922)/f(1790) | | 1008: v(1069)/f(2018) | | 1009: v(1275)/f(2518) | | 1446: v(547)/f(1048) | | 1447: v(579)/f(1086) | | 55: v(136)/f(244) | | 118: v( 56)/f(108) | | 235: v( 56)/f(108) | | 236: v( 55)/f(106) | | 107: v(980)/f(1674) | | 218: v(476)/f(818) | | 404: v(476)/f(818) | | 405: v(476)/f(818) | | 36: v( 63)/f( 60) | | 219: v(1240)/f(1649) | | 220: v(1366)/f(1917) | | 221: v(243)/f(253) | | 108: v(1404)/f(1835) | | 109: v(444)/f(540) | | 75: v(243)/f(324) | | 167: v(105)/f(151) | | 168: v(138)/f(253) | | 164: v( 48)/f( 64) | | 273: v(254)/f(493) | | 274: v(128)/f(144) | | 275: v( 48)/f( 64) | | 276: v(128)/f(144) | | 515: v(814)/f(1553) | | 516: v(978)/f(1891) | | 849: v(965)/f(1863) | | 850: v(545)/f(1035) | | 789: v( 50)/f( 79) | | 790: v(120)/f( 80) | | 1132: v(157)/f(282) | | 1133: v(1046)/f(1650) | | 1134: v(929)/f(1542) | | 1135: v( 85)/f(132) | | 1136: v( 94)/f(140) | | 1137: v( 82)/f(124) | | 1138: v( 68)/f(108) | | 1139: v( 51)/f( 87) | | 1140: v( 92)/f(144) | | 1141: v( 56)/f( 96) | | 1142: v(100)/f(162) | | 1143: v(108)/f(140) | | 1144: v( 92)/f(159) | | 1145: v( 93)/f(147) | | 1146: v( 93)/f(107) | | 1147: v( 80)/f(135) | | 1148: v(108)/f(128) | | 1149: v(114)/f(120) | | 1150: v(116)/f(186) | | 1151: v(121)/f(195) | | 1152: v(108)/f( 64) | | 1153: v(104)/f( 64) | | 1154: v(120)/f( 80) | | 1155: v(116)/f(152) | | 1630: v(927)/f(1620) | | 1631: v(325)/f(579) | | 1632: v(110)/f(203) | | 1633: v(125)/f(204) | | 1634: v( 85)/f(153) | | 1635: v(104)/f(164) | | 1636: v(102)/f(159) | | 1637: v( 53)/f( 95) | | 1638: v( 44)/f( 75) | | 1639: v( 79)/f(120) | | 1640: v( 70)/f(126) | | 1641: v( 90)/f(144) | | 1642: v( 90)/f(144) | | 1643: v( 66)/f( 90) | | 1644: v(102)/f(162) | | 1645: v( 96)/f(144) | | 1646: v( 93)/f(126) | | 1647: v(153)/f(252) | | 1648: v(129)/f(216) | | 1649: v( 70)/f(111) | | 1650: v(112)/f(180) | | 1651: v( 68)/f(108) | | 1652: v(112)/f(180) | | 1653: v( 90)/f(126) | | 1654: v( 96)/f(135) | | 1655: v( 96)/f(153) | | 1656: v( 72)/f(132) | | 1657: v( 58)/f(102) | | 1658: v( 70)/f(126) | | 1659: v( 68)/f(120) | | 1660: v(154)/f(198) | | 1661: v(161)/f(243) | | 1662: v(191)/f(285) | | 1663: v(198)/f(294) | | 1664: v(174)/f(264) | | 2001: v( 48)/f( 84) | | 2002: v( 46)/f( 78) | | 2003: v( 52)/f( 90) | | 2004: v( 48)/f( 84) | | 2005: v( 46)/f( 78) | | 2006: v( 44)/f( 72) | | 2007: v(161)/f(293) | | 2008: v(182)/f(341) | | 2009: v(219)/f(387) | | 2010: v(457)/f(797) | | 2011: v(126)/f(216) | | 2012: v( 79)/f(129) | | 2013: v(162)/f(264) | | 2014: v( 74)/f(120) | | 2015: v( 96)/f(153) | | 2016: v(141)/f(243) | | 2017: v( 42)/f( 72) | | 2018: v( 42)/f( 72) | | 2019: v( 42)/f( 72) | | 2020: v( 42)/f( 72) | | 2021: v( 64)/f(114) | | 2022: v( 42)/f( 72) | | 2023: v( 54)/f( 96) | | 2024: v(155)/f(258) | | 2025: v(106)/f(150) | | 2026: v( 54)/f( 72) | | 2027: v( 87)/f(135) | | 2028: v( 78)/f(117) | | 2029: v( 90)/f(126) | | 2030: v( 66)/f(108) | | 2031: v( 62)/f( 96) | | 2032: v( 78)/f( 80) | | 2033: v( 90)/f(138) | | 2034: v( 83)/f(129) | | 2035: v( 99)/f(145) | | 2292: v(160)/f(258) | | 2293: v( 77)/f(123) | | 2294: v(108)/f(162) | | 2295: v(108)/f(162) | | 2296: v(120)/f(195) | | 2297: v(108)/f(180) | | 2298: v(186)/f(300) | | 2299: v(248)/f(390) | | 2300: v(232)/f(366) | | 2301: v( 40)/f( 66) | | 2302: v( 40)/f( 66) | | 2303: v(123)/f(207) | | 2304: v( 92)/f(123) | | 2305: v(122)/f(192) | | 2306: v( 62)/f(108) | | 2307: v( 52)/f( 90) | | 2308: v(104)/f(142) | | 2309: v( 80)/f(116) | | 2550: v(144)/f(237) | | 2551: v( 72)/f(108) | | 2552: v( 62)/f(108) | | 2553: v(104)/f(156) | | 3333: v(110)/f(177) | | 110: v(1546)/f(2584) | | 111: v(851)/f(1107) | | 222: v(417)/f(501) | | 33: v(116)/f(172) | | 322: v( 57)/f(100) | | 323: v( 46)/f( 92) | | 606: v(101)/f(164) | | 607: v(101)/f(164) | | 608: v( 57)/f(100) | | 609: v( 46)/f( 92) | | 610: v( 46)/f( 92) | | 611: v( 46)/f( 92) | | 612: v( 46)/f( 92) | | 613: v(101)/f(164) | | 614: v( 46)/f( 92) | | 955: v(101)/f(164) | | 956: v( 57)/f(100) | | 957: v( 46)/f( 92) | | 958: v( 46)/f( 92) | | 959: v( 92)/f(184) | | 5: v(194)/f(318) | | 76: v(128)/f(230) | | 77: v( 40)/f( 64) | | 88: v(250)/f(480) | | 89: v(500)/f(980) | | 184: v(189)/f(342) | | 185: v(404)/f(732) | | 339: v(152)/f(276) | | 340: v(215)/f(390) | | 341: v(189)/f(342) | | 641: v(703)/f(1274) | | 983: v(729)/f(1298) | | 1417: v(782)/f(1416) | | 90: v( 64)/f(104) | | 91: v( 80)/f(140) | | 6: v(110)/f(160) | | 139: v(170)/f(160) | | 140: v(170)/f(160) | | 132: v( 52)/f( 84) | | 252: v(1137)/f(1855) | | 459: v(1148)/f(1666) | | 1085: v(1612)/f(2716) | | 7: v( 74)/f(112) | | 141: v( 80)/f(140) | | 142: v( 80)/f(140) | | 2: v(598)/f(1048) | | 40: v(102)/f(182) | | 42: v( 84)/f(160) | | 169: v(190)/f(245) | | 170: v(208)/f(212) | | 171: v(340)/f(408) | | 542: v(259)/f(464) | | 543: v(172)/f(258) | | 887: v(311)/f(544) | | 888: v(223)/f(389) | | 577: v(299)/f(538) | | 578: v(841)/f(1368) | | 579: v(474)/f(828) | | 580: v(767)/f(1281) | | 581: v(197)/f(336) | | 582: v(498)/f(903) | | 583: v( 80)/f(124) | | 584: v(776)/f(1318) | | 924: v(451)/f(896) | | 925: v(463)/f(758) | | 926: v(293)/f(512) | | 1383: v(602)/f(824) | | 1384: v(757)/f(1365) | | 1385: v(179)/f(281) | | 1386: v(115)/f(183) | | 1387: v( 90)/f(140) | | 1388: v(119)/f(165) | | 1389: v(217)/f(333) | | 1390: v(118)/f(209) | | 3: v( 46)/f( 86) | | 8: v( 90)/f( 92) | | 51: v( 12)/f( 16) | | 2481: v(144)/f(236) | | 2482: v(100)/f(153) | | 2587: v( 62)/f( 92) | | 2588: v( 82)/f(129) | | 2589: v( 72)/f(110) | | 2590: v( 62)/f( 93) | | 2591: v( 60)/f( 88) | | 2592: v( 51)/f( 74) | | 2593: v( 65)/f( 96) | | 2594: v( 55)/f( 80) | | 2595: v( 63)/f( 98) | | 2596: v( 70)/f(107) | | 2597: v( 85)/f(137) | | 2598: v( 77)/f(120) | | 2599: v( 54)/f( 79) | | 2600: v( 58)/f( 84) | | 2601: v( 68)/f(102) | | 2602: v( 73)/f(110) | | 2603: v( 58)/f( 87) | | 2604: v( 66)/f(102) | | 2605: v( 59)/f( 86) | | 2606: v( 61)/f( 86) | | 2607: v( 64)/f( 91) | | 2608: v( 55)/f( 80) | | 2609: v( 72)/f(107) | | 2610: v( 72)/f(115) | | 2611: v( 71)/f(110) | | 2612: v( 54)/f( 77) | | 2613: v( 61)/f( 93) | | 2614: v( 62)/f( 90) | | 2615: v( 50)/f( 73) | | 2616: v( 62)/f( 91) | | 2617: v( 61)/f( 92) | | 2618: v( 80)/f(126) | | 2619: v( 86)/f(128) | | 2620: v( 69)/f(105) | | 2621: v( 73)/f(113) | | 2622: v( 68)/f(104) | | 2623: v( 61)/f( 90) | | 2624: v( 60)/f( 86) | | 2625: v( 71)/f(103) | | 2626: v( 72)/f(111) | | 2627: v( 73)/f(107) | | 2628: v( 56)/f( 79) | | 2629: v( 53)/f( 78) | | 2630: v( 53)/f( 74) | | 2631: v( 63)/f( 95) | | 2632: v( 60)/f( 86) | | 2633: v( 67)/f( 99) | | 2634: v( 53)/f( 73) | | 2635: v( 74)/f(114) | | 2636: v( 55)/f( 75) | | 2637: v( 58)/f( 86) | | 2638: v( 54)/f( 79) | | 2639: v( 62)/f( 91) | | 2640: v( 56)/f( 86) | | 2641: v( 60)/f( 90) | | 2642: v( 63)/f( 97) | | 2643: v( 75)/f(115) | | 2644: v( 72)/f(110) | | 2645: v( 59)/f( 85) | | 2646: v( 57)/f( 85) | | 2647: v( 54)/f( 79) | | 2648: v( 55)/f( 82) | | 2649: v( 56)/f( 82) | | 2650: v( 67)/f(104) | | 2651: v( 59)/f( 86) | | 2652: v( 59)/f( 83) | | 2653: v( 56)/f( 74) | | 2654: v( 49)/f( 72) | | 2655: v( 68)/f(102) | | 2656: v( 62)/f( 94) | | 2657: v( 59)/f( 87) | | 2658: v( 54)/f( 75) | | 2659: v( 75)/f(121) | | 2660: v( 65)/f( 97) | | 2661: v( 57)/f( 84) | | 2662: v( 51)/f( 73) | | 2663: v( 60)/f( 88) | | 2664: v( 65)/f( 97) | | 2665: v( 52)/f( 77) | | 2666: v( 52)/f( 75) | | 2667: v( 59)/f( 91) | | 2668: v( 62)/f( 92) | | 2669: v( 59)/f( 85) | | 2670: v(106)/f(177) | | 2671: v( 61)/f( 88) | | 2672: v( 55)/f( 80) | | 2673: v( 66)/f( 98) | | 2674: v( 58)/f( 80) | | 2675: v( 58)/f( 85) | | 2676: v( 88)/f(132) | | 2677: v( 74)/f(109) | | 2678: v( 89)/f(146) | | 2679: v( 50)/f( 73) | | 2680: v( 72)/f(113) | | 2681: v( 56)/f( 87) | | 2682: v( 60)/f( 90) | | 2683: v( 64)/f( 97) | | 2684: v( 63)/f( 98) | | 2685: v( 84)/f(141) | | 2686: v( 94)/f(136) | | 2687: v( 68)/f(103) | | 2688: v( 69)/f(100) | | 2689: v( 68)/f(103) | | 2690: v( 82)/f(120) | | 2691: v( 70)/f(107) | | 2692: v( 62)/f( 92) | | 2693: v( 64)/f( 96) | | 2694: v( 54)/f( 83) | | 2695: v( 59)/f( 85) | | 2696: v( 87)/f(132) | | 2697: v( 54)/f( 77) | | 2698: v( 71)/f(105) | | 2699: v( 94)/f(147) | | 2700: v( 87)/f(133) | | 2701: v( 81)/f(133) | | 2702: v( 68)/f(104) | | 2703: v( 67)/f( 99) | | 2704: v( 56)/f( 82) | | 2705: v( 68)/f(101) | | 2706: v( 57)/f( 86) | | 2707: v( 60)/f( 92) | | 2708: v( 64)/f( 92) | | 2709: v( 67)/f( 98) | | 2710: v( 67)/f( 93) | | 2711: v( 62)/f( 88) | | 2712: v( 75)/f(111) | | 2713: v( 87)/f(125) | | 2714: v( 74)/f(113) | | 2715: v( 88)/f(128) | | 2716: v( 77)/f(119) | | 2717: v( 69)/f(104) | | 2718: v( 86)/f(136) | | 2719: v( 57)/f( 83) | | 2720: v( 88)/f(135) | | 2721: v( 95)/f(156) | | 2722: v(113)/f(183) | | 2723: v(117)/f(176) | | 2724: v(103)/f(162) | | 2725: v( 85)/f(132) | | 2726: v( 73)/f(112) | | 2727: v( 78)/f(115) | | 2728: v( 64)/f( 91) | | 2729: v( 69)/f( 95) | | 2730: v( 67)/f( 97) | | 2731: v( 70)/f(103) | | 2732: v( 59)/f( 88) | | 2733: v( 58)/f( 85) | | 2734: v( 55)/f( 80) | | 2735: v( 63)/f( 96) | | 2736: v( 83)/f(125) | | 2737: v( 72)/f(107) | | 2738: v( 68)/f(102) | | 2739: v( 69)/f(103) | | 2740: v( 84)/f(127) | | 2741: v( 64)/f( 92) | | 2742: v(114)/f(176) | | 2743: v(106)/f(160) | | 2744: v( 89)/f(136) | | 2745: v( 72)/f(108) | | 2746: v( 86)/f(129) | | 2747: v(113)/f(178) | | 2748: v( 90)/f(143) | | 2749: v( 97)/f(158) | | 2750: v( 71)/f(110) | | 2751: v( 80)/f(124) | | 2752: v( 70)/f(104) | | 2753: v( 56)/f( 81) | | 2754: v( 63)/f( 95) | | 2755: v( 53)/f( 72) | | 2756: v( 58)/f( 83) | | 2757: v( 78)/f(128) | | 2758: v( 72)/f(115) | | 2759: v( 49)/f( 71) | | 2760: v( 82)/f(127) | | 2761: v( 58)/f( 86) | | 2762: v( 58)/f( 87) | | 2763: v( 64)/f( 95) | | 2764: v( 64)/f( 93) | | 2765: v( 59)/f( 85) | | 2766: v( 70)/f(103) | | 2767: v( 76)/f(114) | | 2768: v( 79)/f(124) | | 2769: v( 70)/f(105) | | 2770: v( 70)/f(103) | | 2771: v( 70)/f(103) | | 2772: v( 78)/f(123) | | 2773: v( 75)/f(112) | | 2774: v( 88)/f(137) | | 2775: v( 74)/f(113) | | 2776: v( 72)/f(110) | | 2777: v( 84)/f(130) | | 2778: v( 75)/f(110) | | 2779: v( 76)/f(112) | | 2780: v( 61)/f( 87) | | 2781: v( 64)/f( 91) | | 2782: v( 79)/f(119) | | 2783: v( 82)/f(127) | | 2784: v( 59)/f( 83) | | 2785: v( 65)/f( 98) | | 2786: v( 76)/f(112) | | 2787: v( 77)/f(114) | | 2788: v( 80)/f(112) | | 2789: v(118)/f(196) | | 2790: v( 69)/f( 92) | | 2791: v( 61)/f( 91) | | 2792: v( 82)/f(119) | | 2793: v( 71)/f(104) | | 2794: v( 66)/f( 96) | | 2795: v( 95)/f(142) | | 2796: v( 76)/f(105) | | 2797: v( 70)/f(106) | | 2798: v( 76)/f(119) | | 2799: v( 64)/f(100) | | 2800: v( 66)/f( 97) | | 2801: v( 65)/f(100) | | 2802: v( 58)/f( 84) | | 2803: v( 71)/f(107) | | 2804: v( 67)/f( 97) | | 2805: v( 68)/f(101) | | 2806: v( 67)/f(102) | | 2807: v( 71)/f(105) | | 2808: v( 60)/f( 86) | | 2809: v( 65)/f( 93) | | 2810: v(130)/f(187) | | 2811: v( 59)/f( 84) | | 2812: v( 60)/f( 87) | | 2813: v( 97)/f(151) | | 2814: v( 62)/f( 92) | | 2815: v( 94)/f(141) | | 2816: v( 73)/f(110) | | 2817: v( 88)/f(124) | | 2818: v( 57)/f( 85) | | 2819: v( 63)/f( 87) | | 2820: v( 61)/f( 85) | | 2821: v( 75)/f(119) | | 2822: v( 71)/f(111) | | 2823: v(130)/f(199) | | 2824: v( 63)/f( 97) | | 2825: v( 68)/f(107) | | 2826: v( 65)/f( 92) | | 2827: v( 62)/f( 93) | | 2828: v( 53)/f( 74) | | 2829: v( 61)/f( 91) | | 2830: v( 66)/f(101) | | 2831: v( 54)/f( 76) | | 2832: v( 66)/f(102) | | 2833: v( 54)/f( 77) | | 2834: v( 50)/f( 77) | | 2835: v( 59)/f( 92) | | 2836: v( 58)/f( 86) | | 2837: v( 56)/f( 85) | | 2838: v( 64)/f( 92) | | 2839: v( 83)/f(131) | | 2840: v( 69)/f(108) | | 2841: v( 61)/f( 88) | | 2842: v( 73)/f(109) | | 2843: v( 60)/f( 86) | | 2844: v( 68)/f( 94) | | 2845: v( 63)/f( 92) | | 2846: v(122)/f(199) | | 2847: v( 78)/f(115) | | 2848: v( 78)/f(122) | | 2849: v( 68)/f(100) | | 2850: v( 80)/f(127) | | 2851: v( 47)/f( 67) | | 2852: v( 72)/f(108) | | 2853: v( 88)/f(134) | | 2854: v( 74)/f(108) | | 2855: v( 84)/f(127) | | 2856: v( 92)/f(147) | | 2857: v(151)/f(246) | | 2858: v( 92)/f(142) | | 2859: v( 61)/f( 94) | | 2860: v( 59)/f( 86) | | 2861: v( 74)/f(115) | | 2862: v( 92)/f(140) | | 2863: v( 70)/f(100) | | 2864: v( 55)/f( 78) | | 2865: v( 65)/f( 91) | | 2866: v( 73)/f(107) | | 2867: v( 87)/f(136) | | 2868: v( 70)/f(102) | | 2869: v( 79)/f(117) | | 2870: v(112)/f(181) | | 2871: v(112)/f(185) | | 2872: v( 91)/f(139) | | 2873: v( 77)/f(120) | | 2874: v( 69)/f( 99) | | 2875: v( 91)/f(140) | | 2876: v( 74)/f(112) | | 2877: v( 55)/f( 82) | | 2878: v( 97)/f(145) | | 2879: v( 59)/f( 90) | | 2880: v( 70)/f(108) | | 2881: v( 63)/f( 85) | | 2882: v( 77)/f(110) | | 2883: v( 65)/f( 96) | | 2884: v( 73)/f(101) | | 2885: v( 65)/f( 98) | | 2886: v( 59)/f( 84) | | 2887: v( 55)/f( 81) | | 2888: v( 66)/f(100) | | 2889: v( 63)/f( 90) | | 2890: v( 62)/f( 94) | | 2891: v( 65)/f( 99) | | 2892: v( 66)/f(101) | | 2893: v( 62)/f( 91) | | 2894: v( 65)/f( 94) | | 2895: v( 74)/f(119) | | 2896: v( 63)/f( 93) | | 2897: v( 81)/f(127) | | 2898: v( 71)/f(110) | | 2899: v( 59)/f( 87) | | 2900: v( 58)/f( 88) | | 2901: v(106)/f(173) | | 2902: v( 54)/f( 76) | | 2903: v( 74)/f(113) | | 2904: v( 78)/f(110) | | 2905: v( 81)/f(123) | | 2906: v( 84)/f(114) | | 2907: v(102)/f(158) | | 2908: v( 59)/f( 87) | | 2909: v( 55)/f( 79) | | 2910: v( 60)/f( 86) | | 2911: v( 59)/f( 87) | | 2912: v( 53)/f( 78) | | 2913: v( 85)/f(128) | | 2914: v( 58)/f( 87) | | 2915: v( 72)/f(103) | | 2916: v( 60)/f( 87) | | 2917: v( 54)/f( 82) | | 2918: v( 67)/f(101) | | 2919: v( 60)/f( 89) | | 2920: v( 67)/f(102) | | 2921: v( 66)/f( 99) | | 2922: v( 74)/f(106) | | 2923: v( 68)/f(102) | | 2924: v( 63)/f( 95) | | 2925: v( 76)/f(117) | | 2926: v( 63)/f( 92) | | 2927: v( 67)/f( 99) | | 2928: v( 81)/f(120) | | 2929: v( 72)/f(107) | | 2930: v( 74)/f(112) | | 2931: v( 56)/f( 81) | | 2932: v( 79)/f(117) | | 2933: v( 87)/f(136) | | 2934: v( 83)/f(131) | | 2935: v( 89)/f(135) | | 2936: v( 76)/f(116) | | 2937: v( 63)/f( 89) | | 2938: v( 78)/f(117) | | 2939: v( 66)/f( 98) | | 2940: v( 79)/f(120) | | 2941: v( 84)/f(118) | | 2942: v( 59)/f( 87) | | 2943: v( 53)/f( 74) | | 2944: v( 80)/f(129) | | 2945: v( 74)/f(117) | | 2946: v( 61)/f( 89) | | 2947: v( 88)/f(134) | | 2948: v( 57)/f( 84) | | 2949: v( 62)/f( 88) | | 2950: v( 53)/f( 75) | | 2951: v( 86)/f(134) | | 2952: v(100)/f(151) | | 2953: v( 62)/f( 93) | | 2954: v(113)/f(181) | | 2955: v( 57)/f( 83) | | 2956: v( 94)/f(144) | | 2957: v( 50)/f( 69) | | 2958: v( 67)/f(100) | | 2959: v( 55)/f( 80) | | 2960: v( 66)/f( 96) | | 2961: v( 70)/f(100) | | 2962: v( 83)/f(126) | | 2963: v(109)/f(156) | | 2964: v( 82)/f(120) | | 2965: v( 71)/f(102) | | 2966: v( 74)/f(114) | | 2967: v( 57)/f( 87) | | 2968: v( 64)/f( 92) | | 2969: v( 64)/f( 93) | | 2970: v( 64)/f( 89) | | 2971: v( 55)/f( 80) | | 2972: v( 56)/f( 80) | | 2973: v( 85)/f(128) | | 2974: v( 62)/f( 92) | | 2975: v( 61)/f( 96) | | 2976: v( 61)/f( 94) | | 2977: v( 60)/f( 92) | | 2978: v( 65)/f( 99) | | 2979: v( 65)/f( 95) | | 2980: v( 64)/f( 94) | | 2981: v( 80)/f(120) | | 2982: v( 82)/f(124) | | 2983: v(100)/f(147) | | 2984: v(109)/f(181) | | 2985: v( 60)/f( 89) | | 2986: v( 58)/f( 82) | | 2987: v( 63)/f( 96) | | 2988: v( 61)/f( 88) | | 2989: v( 65)/f(101) | | 2990: v( 54)/f( 75) | | 2991: v( 57)/f( 80) | | 2992: v( 60)/f( 88) | | 2993: v( 56)/f( 81) | | 2994: v( 55)/f( 80) | | 2995: v( 52)/f( 74) | | 2996: v( 66)/f( 99) | | 2997: v( 49)/f( 71) | | 2998: v( 53)/f( 76) | | 2999: v( 58)/f( 87) | | 3000: v( 53)/f( 73) | | 3001: v( 67)/f(100) | | 3002: v( 83)/f(134) | | 3003: v( 59)/f( 88) | | 3004: v( 62)/f( 93) | | 3005: v( 51)/f( 68) | | 3006: v( 58)/f( 83) | | 3007: v( 64)/f( 95) | | 3008: v( 68)/f(104) | | 3009: v( 86)/f(133) | | 3010: v( 53)/f( 78) | | 3011: v( 59)/f( 86) | | 3012: v( 69)/f(106) | | 3013: v( 81)/f(131) | | 3014: v( 86)/f(145) | | 3015: v( 94)/f(141) | | 3016: v( 74)/f(111) | | 3017: v( 89)/f(135) | | 3018: v( 69)/f(100) | | 3019: v( 58)/f( 82) | | 3020: v( 87)/f(134) | | 3021: v( 95)/f(141) | | 3022: v(109)/f(171) | | 3023: v( 60)/f( 84) | | 3024: v( 81)/f(125) | | 3025: v( 60)/f( 89) | | 3026: v( 77)/f(114) | | 3027: v( 63)/f( 90) | | 3028: v( 63)/f( 91) | | 3029: v( 78)/f(114) | | 3030: v( 55)/f( 82) | | 3031: v( 62)/f( 90) | | 3032: v( 50)/f( 70) | | 3033: v( 95)/f(147) | | 3034: v( 79)/f(119) | | 3035: v( 66)/f( 98) | | 3036: v( 85)/f(128) | | 3037: v( 93)/f(148) | | 3038: v( 75)/f(112) | | 3039: v( 71)/f(109) | | 3040: v( 70)/f(108) | | 3041: v( 54)/f( 77) | | 3042: v( 52)/f( 72) | | 3043: v( 56)/f( 83) | | 3044: v( 50)/f( 66) | | 3045: v( 86)/f(132) | | 3046: v( 92)/f(147) | | 3047: v( 54)/f( 76) | | 3048: v( 59)/f( 85) | | 3049: v( 59)/f( 86) | | 3050: v( 58)/f( 87) | | 3051: v( 55)/f( 78) | | 3052: v( 61)/f( 92) | | 3053: v( 51)/f( 71) | | 3054: v( 53)/f( 75) | | 3055: v( 61)/f( 89) | | 3056: v( 58)/f( 87) | | 3057: v( 55)/f( 81) | | 3058: v( 48)/f( 68) | | 3059: v( 59)/f( 85) | | 3060: v( 59)/f( 86) | | 3061: v( 67)/f(103) | | 3062: v( 63)/f( 88) | | 3063: v( 63)/f( 94) | | 3064: v( 56)/f( 84) | | 3065: v( 68)/f( 98) | | 3066: v( 68)/f(103) | | 3067: v( 84)/f(133) | | 3068: v( 62)/f( 93) | | 3069: v( 61)/f( 87) | | 3070: v( 91)/f(152) | | 3071: v( 98)/f(159) | | 3072: v( 52)/f( 75) | | 3073: v( 55)/f( 79) | | 3074: v( 58)/f( 87) | | 3075: v( 53)/f( 76) | | 3076: v( 56)/f( 84) | | 3077: v( 54)/f( 78) | | 3078: v( 60)/f( 88) | | 3079: v( 57)/f( 80) | | 3080: v( 69)/f(103) | | 3081: v( 62)/f( 91) | | 3082: v( 64)/f( 94) | | 3083: v( 49)/f( 68) | | 3084: v( 57)/f( 79) | | 3085: v( 54)/f( 76) | | 3086: v( 70)/f(100) | | 3087: v( 56)/f( 81) | | 3088: v( 62)/f( 94) | | 3089: v( 53)/f( 77) | | 3090: v( 63)/f( 95) | | 3091: v( 45)/f( 64) | | 3092: v( 55)/f( 79) | | 3093: v( 49)/f( 64) | | 3094: v( 62)/f( 90) | | 3095: v( 56)/f( 81) | | 3096: v( 63)/f( 91) | | 3097: v( 67)/f(103) | | 3098: v( 64)/f( 95) | | 3099: v( 51)/f( 76) | | 3100: v( 54)/f( 78) | | 3101: v( 60)/f( 90) | | 3102: v(102)/f(163) | | 3103: v( 97)/f(149) | | 3104: v( 59)/f( 83) | | 3105: v( 91)/f(148) | | 3106: v( 86)/f(130) | | 3107: v( 73)/f(110) | | 3108: v( 63)/f( 91) | | 3109: v( 72)/f(107) | | 3110: v( 68)/f( 97) | | 3111: v( 75)/f(117) | | 3112: v( 54)/f( 77) | | 3113: v( 61)/f( 87) | | 3114: v( 63)/f( 95) | | 3115: v( 84)/f(129) | | 3116: v( 82)/f(127) | | 3117: v( 69)/f(104) | | 3118: v( 55)/f( 80) | | 3119: v( 74)/f(109) | | 3120: v(134)/f(218) | | 3121: v( 62)/f( 87) | | 3122: v( 74)/f(106) | | 3123: v(116)/f(192) | | 3124: v( 72)/f(103) | | 3125: v( 77)/f(109) | | 3126: v( 98)/f(158) | | 3127: v( 55)/f( 81) | | 3128: v( 61)/f( 89) | | 3129: v( 67)/f( 99) | | 3130: v( 59)/f( 84) | | 3131: v( 55)/f( 75) | | 3132: v( 51)/f( 68) | | 3133: v(118)/f(198) | | 3134: v( 65)/f( 97) | | 3135: v( 69)/f(102) | | 3136: v( 68)/f( 97) | | 3137: v( 79)/f(121) | | 3138: v(113)/f(184) | | 3139: v( 49)/f( 69) | | 3140: v( 63)/f( 84) | | 3141: v( 58)/f( 84) | | 3142: v( 59)/f( 85) | | 3143: v( 65)/f( 96) | | 3144: v( 55)/f( 81) | | 3145: v( 65)/f( 97) | | 3146: v( 49)/f( 70) | | 3147: v( 53)/f( 74) | | 3148: v( 56)/f( 78) | | 3149: v( 59)/f( 90) | | 3150: v( 59)/f( 88) | | 3151: v( 60)/f( 85) | | 3152: v( 70)/f(106) | | 3153: v( 58)/f( 82) | | 3154: v( 55)/f( 81) | | 3155: v( 66)/f( 99) | | 3156: v( 63)/f( 97) | | 3157: v( 66)/f( 97) | | 3158: v( 60)/f( 87) | | 3159: v( 71)/f(104) | | 3160: v( 63)/f( 92) | | 3161: v( 53)/f( 75) | | 3162: v( 69)/f(105) | | 3163: v( 58)/f( 82) | | 3164: v( 89)/f(120) | | 3165: v( 83)/f(123) | | 3166: v( 86)/f(127) | | 3167: v( 55)/f( 78) | | 3168: v( 99)/f(164) | | 3169: v( 63)/f( 88) | | 3170: v( 71)/f(103) | | 3171: v( 74)/f( 98) | | 3172: v( 75)/f(100) | | 3173: v( 61)/f( 92) | | 3174: v( 63)/f( 93) | | 3175: v( 58)/f( 84) | | 3176: v( 65)/f( 99) | | 3177: v( 62)/f( 92) | | 3178: v( 59)/f( 84) | | 3179: v( 56)/f( 83) | | 3180: v( 74)/f(108) | | 3181: v( 57)/f( 85) | | 3182: v( 65)/f( 97) | | 3183: v( 60)/f( 90) | | 3184: v( 63)/f( 96) | | 3185: v( 61)/f( 92) | | 3186: v( 75)/f(112) | | 3187: v( 75)/f(121) | | 3188: v( 59)/f( 85) | | 3189: v( 71)/f(111) | | 3190: v( 60)/f( 90) | | 3191: v( 65)/f( 98) | | 3192: v( 68)/f(100) | | 3193: v( 54)/f( 76) | | 3194: v( 60)/f( 93) | | 3195: v( 61)/f( 90) | | 3196: v( 53)/f( 74) | | 3197: v( 56)/f( 82) | | 3198: v( 47)/f( 66) | | 3199: v( 71)/f(103) | | 3200: v( 54)/f( 78) | | 3201: v( 62)/f( 90) | | 3202: v( 52)/f( 77) | | 3203: v( 56)/f( 80) | | 3204: v( 52)/f( 74) | | 3205: v( 54)/f( 75) | | 3206: v( 55)/f( 81) | | 3207: v( 56)/f( 79) | | 3208: v( 62)/f( 92) | | 3209: v( 60)/f( 94) | | 3210: v( 70)/f(106) | | 3211: v( 62)/f( 93) | | 3212: v( 55)/f( 81) | | 3213: v( 56)/f( 83) | | 3214: v( 61)/f( 88) | | 3215: v( 77)/f(123) | | 3216: v( 56)/f( 79) | | 3217: v( 51)/f( 71) | | 3218: v( 64)/f( 97) | | 3219: v( 58)/f( 81) | | 3220: v( 58)/f( 85) | | 3221: v( 53)/f( 77) | | 3222: v( 83)/f(130) | | 3223: v( 49)/f( 70) | | 3224: v( 52)/f( 73) | | 3225: v( 90)/f(144) | | 3226: v( 66)/f( 99) | | 3227: v( 55)/f( 75) | | 3228: v( 49)/f( 66) | | 3229: v( 47)/f( 66) | | 3230: v( 58)/f( 86) | | 3231: v( 65)/f( 95) | | 3232: v( 50)/f( 73) | | 3233: v( 60)/f( 89) | | 3234: v( 61)/f( 91) | | 3235: v( 53)/f( 78) | | 3236: v( 72)/f(116) | | 3237: v( 60)/f( 90) | | 3238: v( 98)/f(166) | | 3239: v( 70)/f(111) | | 3240: v( 57)/f( 79) | | 3241: v( 59)/f( 82) | | 3242: v( 66)/f( 97) | | 3243: v( 66)/f(100) | | 3244: v( 69)/f(101) | | 3245: v( 79)/f(108) | | 3246: v( 99)/f(142) | | 3247: v(117)/f(179) | | 3248: v( 92)/f(133) | | 3249: v( 91)/f(132) | | 3250: v( 56)/f( 80) | | 3251: v( 92)/f(133) | | 3252: v( 56)/f( 81) | | 3253: v( 63)/f( 97) | | 3254: v( 64)/f( 94) | | 3255: v( 56)/f( 81) | | 3256: v( 72)/f(104) | | 3257: v( 51)/f( 77) | | 3258: v( 71)/f( 98) | | 3259: v( 90)/f(148) | | 3260: v( 57)/f( 81) | | 3261: v( 64)/f( 92) | | 3262: v( 66)/f( 96) | | 3263: v( 56)/f( 81) | | 3264: v( 68)/f( 98) | | 3265: v( 64)/f( 97) | | 3266: v( 60)/f( 88) | | 3267: v( 70)/f(105) | | 3268: v( 55)/f( 82) | | 3269: v( 66)/f(100) | | 3270: v( 78)/f(121) | | 3271: v( 70)/f(101) | | 3272: v( 70)/f(106) | | 3273: v( 57)/f( 87) | | 3274: v( 89)/f(131) | | 3275: v( 82)/f(113) | | 3276: v( 67)/f( 92) | | 3277: v( 61)/f( 86) | | 3278: v( 54)/f( 82) | | 3279: v( 61)/f( 89) | | 3280: v( 61)/f( 94) | | 3281: v( 93)/f(141) | | 3282: v( 63)/f( 97) | | 3283: v( 62)/f( 93) | | 3284: v( 57)/f( 83) | | 3285: v( 65)/f( 96) | | 3286: v( 67)/f(101) | | 3287: v( 69)/f(102) | | 3288: v( 68)/f(106) | | 3289: v( 59)/f( 88) | | 3290: v( 56)/f( 83) | | 3291: v( 51)/f( 79) | | 3292: v( 57)/f( 85) | | 3293: v( 56)/f( 81) | | 3294: v( 64)/f( 96) | | 3295: v( 59)/f( 87) | | 3296: v( 72)/f(111) | | 3297: v( 64)/f( 91) | | 3298: v( 74)/f(114) | | 3299: v( 76)/f(119) | | 3300: v( 53)/f( 78) | | 3301: v( 63)/f( 93) | | 3302: v( 59)/f( 89) | | 3303: v( 82)/f(128) | | 3343: v( 59)/f( 85) | | 3344: v( 66)/f( 81) | | 3345: v( 52)/f( 75) | | 3346: v( 50)/f( 69) | | 3347: v( 49)/f( 68) | | 3348: v( 91)/f(143) | | 3349: v( 67)/f( 93) | | 3350: v( 57)/f( 88) | | 3351: v( 62)/f( 98) | | 3352: v( 81)/f(123) | | 3353: v( 76)/f(114) | | 3354: v( 70)/f(100) | | 3355: v( 89)/f(136) | | 3356: v( 49)/f( 72) | | 3357: v( 79)/f(124) | | 3358: v( 71)/f(113) | | 3359: v( 55)/f( 82) | | 3360: v( 47)/f( 71) | | 3361: v( 48)/f( 64) | | 3362: v( 50)/f( 69) | | 3363: v( 56)/f( 70) | | 3364: v( 62)/f( 82) | | 3365: v( 53)/f( 71) | | 3366: v( 72)/f( 98) | | 3367: v( 51)/f( 73) | | 3368: v( 91)/f(147) | | 3369: v( 72)/f(109) | | 3370: v( 55)/f( 76) | | 3371: v( 70)/f(100) | | 3372: v( 95)/f(152) | | 3373: v( 72)/f(106) | | 3374: v( 50)/f( 68) | | 3375: v( 67)/f( 97) | | 3376: v( 51)/f( 70) | | 3377: v( 71)/f(105) | | 3378: v( 73)/f(107) | | 3379: v(108)/f(178) | | 3380: v( 54)/f( 76) | | 3381: v( 50)/f( 77) | | 3382: v( 58)/f( 88) | | 3383: v( 57)/f( 85) | | 3384: v( 64)/f( 94) | | 3385: v( 58)/f( 80) | | 3386: v( 55)/f( 71) | | 3387: v( 54)/f( 78) | | 3388: v( 55)/f( 70) | | 3389: v( 56)/f( 76) | | 3390: v( 74)/f(106) | | 3391: v( 58)/f( 83) | | 3392: v( 87)/f(124) | | 3393: v( 92)/f(143) | | 3394: v( 76)/f(114) | | 3395: v( 57)/f( 83) | | 3396: v(125)/f(197) | | 3397: v( 84)/f(128) | | 3398: v(120)/f(196) | | 3399: v( 74)/f(101) | | 3400: v( 76)/f(111) | | 3401: v( 81)/f(117) | | 3402: v( 89)/f(139) | | 3403: v( 66)/f( 96) | | 3404: v( 82)/f(123) | | 3405: v( 94)/f(144) | | 3406: v( 53)/f( 71) | | 3407: v( 66)/f( 99) | | 3408: v( 89)/f(141) | | 3409: v( 79)/f(116) | | 3410: v( 91)/f(143) | | 3411: v( 64)/f( 96) | | 3412: v(119)/f(196) | | 3413: v( 77)/f(113) | | 3414: v( 73)/f(112) | | 3415: v( 90)/f(130) | | 3416: v( 85)/f(126) | | 3417: v( 60)/f( 82) | | 3418: v( 66)/f( 86) | | 3419: v( 71)/f(103) | | 3420: v( 86)/f(135) | | 3421: v( 81)/f(123) | | 3422: v( 87)/f(132) | | 3423: v( 91)/f(138) | | 3424: v( 86)/f(126) | | 3425: v( 85)/f(128) | | 3426: v( 79)/f(121) | | 3427: v( 75)/f(109) | | 3428: v( 65)/f( 96) | | 3429: v( 86)/f(132) | | 3430: v( 93)/f(139) | | 3431: v( 88)/f(135) | | 3432: v( 73)/f(107) | | 3433: v( 76)/f(114) | | 3434: v( 83)/f(126) | | 3435: v( 74)/f(109) | | 3436: v( 74)/f(116) | | 3437: v( 54)/f( 78) | | 3438: v(106)/f(185) | | 3439: v( 63)/f( 91) | | 3440: v( 95)/f(149) | | 3441: v( 66)/f( 95) | | 3442: v( 47)/f( 64) | | 3443: v( 85)/f(129) | | 3444: v( 78)/f(121) | | 3445: v(103)/f(163) | | 3446: v( 61)/f( 88) | | 3447: v(107)/f(149) | | 3448: v( 79)/f(111) | | 3449: v( 71)/f(104) | | 3450: v( 77)/f(109) | | 3451: v(134)/f(213) | | 3452: v(108)/f(165) | | 3453: v( 81)/f(117) | | 3454: v(109)/f(170) | | 3455: v(116)/f(182) | | 3456: v( 83)/f(114) | | 3457: v( 86)/f(124) | | 3458: v( 58)/f( 82) | | 3459: v( 56)/f( 76) | | 3460: v( 89)/f(130) | | 3461: v( 86)/f(135) | | 3462: v( 87)/f(128) | | 3463: v( 53)/f( 68) | | 3464: v( 63)/f( 87) | | 3465: v( 68)/f( 98) | | 3466: v(103)/f(143) | | 3467: v(136)/f(216) | | 3468: v(143)/f(230) | | 3469: v( 76)/f(115) | | 3470: v( 53)/f( 67) | | 3471: v( 69)/f( 93) | | 3472: v( 53)/f( 70) | | 3473: v( 80)/f(120) | | 3474: v( 83)/f(125) | | 3475: v( 72)/f(107) | | 3476: v( 73)/f(112) | | 3477: v( 76)/f(113) | | 3478: v( 57)/f( 84) | | 3479: v( 66)/f( 93) | | 3480: v( 57)/f( 77) | | 3481: v( 46)/f( 65) | | 3482: v( 68)/f(105) | | 3483: v(107)/f(176) | | 3484: v( 77)/f(116) | | 3485: v( 57)/f( 84) | | 3486: v( 57)/f( 79) | | 3487: v( 70)/f(106) | | 3488: v( 63)/f( 85) | | 3489: v( 49)/f( 72) | | 3490: v( 50)/f( 72) | | 3491: v( 59)/f( 80) | | 3492: v( 65)/f( 80) | | 3493: v( 50)/f( 64) | | 3494: v( 57)/f( 68) | | 3495: v( 45)/f( 64) | | 3496: v( 68)/f( 98) | | 3497: v( 76)/f(123) | | 3498: v( 80)/f(119) | | 3499: v( 80)/f(117) | | 3500: v( 70)/f( 99) | | 3501: v( 51)/f( 67) | | 3502: v( 49)/f( 65) | | 3503: v( 53)/f( 68) | | 3504: v( 76)/f(112) | | 3505: v( 85)/f(127) | | 3506: v( 48)/f( 67) | | 3507: v( 64)/f( 95) | | 3508: v( 51)/f( 73) | | 3509: v( 52)/f( 73) | | 3510: v( 57)/f( 78) | | 3511: v( 80)/f(116) | | 3512: v( 89)/f(109) | | 3513: v( 76)/f( 86) | | 3514: v( 60)/f( 73) | | 3515: v( 72)/f( 90) | | 3516: v(153)/f(215) | | 3517: v( 53)/f( 71) | | 3518: v( 48)/f( 65) | | 3519: v( 53)/f( 77) | | 3520: v( 54)/f( 78) | | 3521: v( 50)/f( 66) | | 3522: v( 63)/f( 96) | | 3523: v( 54)/f( 69) | | 3524: v( 70)/f(104) | | 3525: v( 56)/f( 76) | | 3526: v( 46)/f( 66) | | 3527: v( 84)/f(129) | | 3528: v( 68)/f(101) | | 3529: v( 68)/f( 97) | | 3530: v( 65)/f(100) | | 3531: v( 88)/f(137) | | 3532: v( 54)/f( 78) | | 3533: v( 63)/f( 89) | | 3534: v(142)/f(241) | | 3535: v( 80)/f(120) | | 3536: v(112)/f(185) | | 3537: v( 52)/f( 74) | | 3538: v( 66)/f( 97) | | 3539: v( 66)/f( 99) | | 3540: v( 51)/f( 70) | | 3541: v( 67)/f(100) | | 3542: v( 74)/f(110) | | 3543: v( 70)/f(107) | | 3544: v( 63)/f( 92) | | 3545: v( 64)/f( 89) | | 3546: v( 90)/f(133) | | 3547: v(102)/f(164) | | 3548: v( 70)/f(102) | | 3549: v( 98)/f(149) | | 3550: v( 56)/f( 79) | | 3551: v( 91)/f(145) | | 3552: v( 67)/f( 92) | | 3553: v( 75)/f(108) | | 3554: v( 54)/f( 65) | | 3555: v( 77)/f(115) | | 3556: v( 93)/f(143) | | 3557: v( 76)/f(113) | | 3558: v( 84)/f(125) | | 3559: v( 84)/f(128) | | 3560: v(118)/f(188) | | 3561: v( 97)/f(151) | | 3562: v( 49)/f( 67) | | 3563: v( 46)/f( 64) | | 3564: v( 75)/f(117) | | 3565: v( 61)/f( 90) | | 3566: v( 60)/f( 87) | | 3567: v( 64)/f( 90) | | 3568: v( 58)/f( 83) | | 3569: v( 77)/f(108) | | 3570: v( 77)/f(115) | | 3571: v( 85)/f(123) | | 3572: v(131)/f(198) | | 3573: v(115)/f(175) | | 3574: v( 64)/f( 93) | | 3575: v( 61)/f( 90) | | 3576: v( 61)/f( 92) | | 3577: v( 62)/f( 87) | | 3578: v( 63)/f( 91) | | 3579: v( 74)/f(110) | | 3580: v( 65)/f( 93) | | 3581: v( 72)/f(101) | | 3582: v( 68)/f( 99) | | 3583: v( 73)/f(106) | | 3584: v( 56)/f( 75) | | 3585: v( 58)/f( 82) | | 3586: v( 47)/f( 67) | | 3587: v( 87)/f(138) | | 3588: v( 61)/f( 85) | | 3589: v( 69)/f(107) | | 3590: v( 72)/f(110) | | 3591: v( 74)/f(112) | | 3592: v( 95)/f(148) | | 3593: v( 46)/f( 64) | | 3594: v( 61)/f( 88) | | 3595: v( 50)/f( 71) | | 3596: v( 91)/f(148) | | 3597: v( 68)/f( 81) | | 3598: v( 58)/f( 69) | | 3599: v( 46)/f( 64) | | 3600: v( 66)/f( 97) | | 3601: v( 68)/f( 97) | | 3602: v( 85)/f(126) | | 3603: v( 57)/f( 74) | | 3604: v( 68)/f( 89) | | 3605: v( 51)/f( 76) | | 3606: v( 58)/f( 85) | | 3607: v( 67)/f( 96) | | 3608: v( 50)/f( 66) | | 3609: v( 56)/f( 74) | | 3610: v(129)/f(212) | | 3611: v( 66)/f( 93) | | 3612: v( 54)/f( 78) | | 3613: v(114)/f(180) | | 3614: v(111)/f(168) | | 3615: v(121)/f(187) | | 3616: v( 94)/f(120) | | 3617: v( 70)/f( 92) | | 3618: v( 81)/f(110) | | 3619: v(112)/f(151) | | 3620: v( 94)/f(128) | | 3621: v( 79)/f(117) | | 3622: v(103)/f(142) | | 3623: v( 72)/f(115) | | 3624: v( 57)/f( 80) | | 3625: v( 74)/f(101) | | 3626: v( 58)/f( 77) | | 3627: v( 49)/f( 67) | | 3628: v( 55)/f( 75) | | 3629: v( 54)/f( 74) | | 3630: v( 74)/f(109) | | 3631: v( 67)/f( 98) | | 3632: v( 52)/f( 74) | | 3633: v( 52)/f( 72) | | 3634: v( 69)/f( 96) | | 3635: v( 76)/f(108) | | 3636: v( 86)/f(119) | | 3637: v( 54)/f( 78) | | 3638: v( 49)/f( 68) | | 3639: v( 57)/f( 81) | | 3640: v( 61)/f( 77) | | 3641: v( 67)/f( 87) | | 3642: v( 56)/f( 68) | | 3643: v( 62)/f( 84) | | 3644: v( 59)/f( 77) | | 3645: v( 61)/f( 81) | | 3646: v( 85)/f(122) | | 3647: v( 63)/f( 92) | | 3648: v( 66)/f( 96) | | 3649: v( 54)/f( 78) | | 3650: v( 56)/f( 81) | | 3651: v( 80)/f(118) | | 3652: v( 50)/f( 67) | | 3653: v( 63)/f( 92) | | 3654: v( 68)/f(103) | | 3655: v( 56)/f( 87) | | 3656: v( 54)/f( 75) | | 3657: v( 58)/f( 80) | | 3658: v( 65)/f( 88) | | 3659: v( 65)/f( 88) | | 3660: v( 81)/f(122) | | 3661: v( 76)/f(110) | | 3662: v( 72)/f(102) | | 3663: v( 82)/f(123) | | 3664: v( 85)/f(131) | | 3665: v( 48)/f( 65) | | 3666: v( 49)/f( 64) | | 3667: v( 64)/f( 85) | | 3668: v( 70)/f(104) | | 3669: v( 59)/f( 84) | | 3670: v( 53)/f( 76) | | 3671: v( 49)/f( 68) | | 3672: v( 75)/f(118) | | 3673: v( 77)/f(111) | | 3674: v(100)/f(132) | | 3675: v( 84)/f(133) | | 3676: v( 91)/f(121) | | 3677: v( 53)/f( 66) | | 3678: v(102)/f(145) | | 3679: v( 51)/f( 66) | | 3680: v( 93)/f(133) | | 3681: v(111)/f(146) | | 3682: v( 59)/f( 85) | | 3683: v( 58)/f( 72) | | 3684: v( 60)/f( 80) | | 3685: v( 65)/f( 82) | | 3686: v( 65)/f( 88) | | 3687: v( 55)/f( 76) | | 3688: v(106)/f(140) | | 3689: v( 70)/f( 92) | | 3690: v( 50)/f( 68) | | 3691: v( 63)/f( 96) | | 3692: v( 53)/f( 76) | | 3693: v( 75)/f(116) | | 3694: v( 54)/f( 69) | | 3695: v( 63)/f( 88) | | 3696: v( 49)/f( 69) | | 3697: v( 53)/f( 72) | | 3698: v( 50)/f( 70) | | 3699: v( 62)/f( 86) | | 3700: v( 64)/f( 84) | | 3701: v( 64)/f( 89) | | 3702: v( 67)/f(102) | | 3703: v( 50)/f( 65) | | 3704: v( 57)/f( 81) | | 3705: v( 52)/f( 75) | | 3706: v( 78)/f(114) | | 3707: v( 62)/f( 84) | | 3708: v( 65)/f( 89) | | 3709: v( 47)/f( 64) | | 3710: v( 76)/f(112) | | 3711: v(105)/f(163) | | 3712: v( 99)/f(157) | | 3713: v(102)/f(160) | | 3714: v(134)/f(199) | | 3715: v(125)/f(198) | | 3716: v( 70)/f(111) | | 3717: v( 48)/f( 66) | | 3718: v( 76)/f(115) | | 3719: v( 60)/f( 81) | | 3720: v( 94)/f(144) | | 3721: v( 94)/f(127) | | 3722: v( 84)/f(116) | | 3723: v( 67)/f( 95) | | 3724: v( 87)/f(132) | | 3725: v( 64)/f( 89) | | 3726: v( 58)/f( 89) | | 3727: v( 68)/f( 95) | | 3728: v( 53)/f( 75) | | 3729: v( 74)/f(113) | | 3730: v( 75)/f(113) | | 3731: v( 88)/f(137) | | 3732: v( 46)/f( 65) | | 3733: v( 77)/f(118) | | 3734: v(113)/f(167) | | 3735: v(143)/f(216) | | 3736: v( 73)/f(104) | | 3737: v(106)/f(164) | | 3738: v( 67)/f( 97) | | 3739: v( 97)/f(143) | | 3740: v(100)/f(156) | | 3741: v( 57)/f( 80) | | 3742: v( 57)/f( 83) | | 3743: v( 77)/f(123) | | 3744: v( 62)/f( 92) | | 3745: v( 48)/f( 66) | | 3746: v( 50)/f( 68) | | 3747: v( 60)/f( 85) | | 3748: v( 96)/f(141) | | 3749: v( 80)/f(119) | | 3750: v( 53)/f( 73) | | 3751: v( 63)/f( 93) | | 3752: v( 51)/f( 71) | | 3753: v( 50)/f( 72) | | 3754: v( 55)/f( 79) | | 3755: v( 52)/f( 76) | | 3756: v( 46)/f( 69) | | 3757: v( 46)/f( 70) | | 3758: v( 98)/f(151) | | 3759: v( 72)/f(110) | | 3760: v( 82)/f(127) | | 3761: v( 78)/f(118) | | 3762: v( 71)/f(102) | | 3763: v(103)/f(167) | | 3764: v( 85)/f(127) | | 3765: v( 83)/f(123) | | 3766: v( 57)/f( 79) | | 3767: v( 86)/f(124) | | 3768: v( 92)/f(144) | | 3769: v( 80)/f(122) | | 3770: v( 70)/f( 99) | | 3771: v( 96)/f(153) | | 3772: v( 87)/f(133) | | 3773: v( 92)/f(152) | | 3774: v( 83)/f(129) | | 3775: v( 75)/f(111) | | 3776: v( 93)/f(141) | | 3777: v( 66)/f( 99) | | 3778: v( 92)/f(147) | | 3779: v( 82)/f(121) | | 3780: v( 61)/f( 86) | | 3781: v( 64)/f( 91) | | 3782: v( 48)/f( 64) | | 3783: v( 87)/f(135) | | 3784: v( 79)/f(113) | | 3785: v( 73)/f(108) | | 3786: v( 65)/f( 95) | | 3787: v( 89)/f(140) | | 3788: v( 67)/f(100) | | 3789: v( 59)/f( 90) | | 3790: v( 53)/f( 75) | | 3791: v( 60)/f( 87) | | 3792: v(112)/f(157) | | 3793: v( 84)/f(115) | | 3794: v( 78)/f(118) | | 3795: v( 52)/f( 69) | | 3796: v( 59)/f( 86) | | 3797: v( 65)/f( 94) | | 3798: v(116)/f(167) | | 3799: v( 78)/f(119) | | 3800: v( 65)/f( 78) | | 3801: v( 59)/f( 80) | | 3802: v(106)/f(131) | | 3803: v( 75)/f(109) | | 3804: v( 85)/f(124) | | 3805: v( 66)/f( 98) | | 3806: v( 67)/f( 99) | | 3807: v( 82)/f(123) | | 3808: v( 62)/f( 91) | | 3809: v( 68)/f(103) | | 3810: v( 61)/f( 89) | | 3811: v( 74)/f(104) | | 3812: v( 69)/f( 95) | | 3813: v( 57)/f( 80) | | 3814: v( 80)/f(127) | | 3815: v( 77)/f(116) | | 3816: v( 46)/f( 64) | | 3817: v( 69)/f( 83) | | 3818: v( 78)/f(101) | | 3819: v( 66)/f( 84) | | 3820: v( 75)/f( 93) | | 3821: v( 65)/f( 94) | | 3822: v( 93)/f(127) | | 3823: v( 88)/f(125) | | 3824: v( 86)/f(111) | | 3825: v( 87)/f(111) | | 3826: v( 64)/f( 96) | | 3827: v( 55)/f( 79) | | 3828: v( 68)/f( 87) | | 3829: v( 60)/f( 76) | | 3830: v( 49)/f( 68) | | 3831: v( 53)/f( 80) | | 3832: v( 48)/f( 67) | | 3833: v( 66)/f( 90) | | 3834: v( 76)/f(100) | | 3835: v( 79)/f(108) | | 3836: v(104)/f(167) | | 3837: v(102)/f(160) | | 3838: v( 56)/f( 72) | | 3839: v( 58)/f( 73) | | 3840: v( 54)/f( 73) | | 3841: v( 56)/f( 82) | | 3842: v( 72)/f(106) | | 3843: v( 75)/f(114) | | 3844: v( 60)/f( 88) | | 3845: v( 60)/f( 92) | | 3846: v( 58)/f( 82) | | 3847: v( 50)/f( 74) | | 3861: v( 45)/f( 68) | | 3862: v( 46)/f( 65) | | 3863: v( 61)/f( 85) | | 3864: v( 62)/f( 94) | | 3865: v( 96)/f(154) | | 3866: v( 73)/f(107) | | 3867: v( 45)/f( 64) | | 3868: v( 53)/f( 83) | | 3869: v( 52)/f( 71) | | 3870: v( 49)/f( 66) | | 3871: v(115)/f(172) | | 3872: v( 63)/f( 95) | | 3873: v(103)/f(160) | | 3874: v( 68)/f(105) | | 3875: v( 64)/f(101) | | 3876: v(130)/f(221) | | 3877: v( 57)/f( 82) | | 3878: v(176)/f(303) | | 3879: v(118)/f(180) | | 3880: v( 63)/f( 88) | | 3881: v( 62)/f( 94) | | 3882: v( 69)/f( 98) | | 3883: v(119)/f(181) | | 3884: v(118)/f(200) | | 3885: v( 47)/f( 64) | | 3886: v( 81)/f(125) | | 3887: v( 47)/f( 65) | | 3888: v( 49)/f( 68) | | 3889: v( 88)/f(142) | | 3890: v( 48)/f( 69) | | 3891: v( 45)/f( 64) | | 3892: v( 72)/f(109) | | 3893: v( 56)/f( 77) | | 3894: v( 49)/f( 72) | | 3895: v( 67)/f(107) | | 3896: v( 62)/f( 88) | | 3897: v( 57)/f( 81) | | 3898: v( 49)/f( 71) | | 3899: v( 63)/f( 96) | | 3900: v( 49)/f( 70) | | 3901: v( 56)/f( 76) | | 3902: v( 57)/f( 86) | | 3903: v( 52)/f( 76) | | 3904: v( 56)/f( 84) | | 3905: v( 57)/f( 79) | | 3906: v( 63)/f( 98) | | 3907: v( 66)/f( 98) | | 3908: v( 47)/f( 67) | | 3909: v( 46)/f( 64) | | 3910: v( 56)/f( 81) | | 3911: v( 73)/f(107) | | 3912: v( 51)/f( 78) | | 3913: v( 52)/f( 71) | | 3914: v( 53)/f( 74) | | 3915: v( 66)/f( 95) | | 3916: v(219)/f(385) | | 3917: v(221)/f(383) | | 3918: v( 85)/f(129) | | 3919: v(102)/f(156) | | 3920: v(154)/f(260) | | 3921: v( 48)/f( 67) | | 3922: v(172)/f(285) | | 3923: v(128)/f(212) | | 3924: v( 75)/f(118) | | 3925: v( 56)/f( 77) | | 3926: v(288)/f(507) | | 3927: v(133)/f(224) | | 3928: v(342)/f(616) | | 3929: v( 93)/f(137) | | 3930: v( 59)/f( 75) | | 3931: v( 77)/f(122) | | 3932: v(104)/f(169) | | 3933: v( 52)/f( 75) | | 3934: v(103)/f(160) | | 3935: v( 66)/f( 90) | | 3936: v( 90)/f(139) | | 3937: v( 62)/f( 93) | | 3938: v( 67)/f(100) | | 3939: v( 46)/f( 65) | | 3940: v( 96)/f(153) | | 3941: v( 66)/f( 94) | | 3942: v(136)/f(225) | | 3943: v( 93)/f(147) | | 3944: v( 70)/f(107) | | 3945: v(130)/f(225) | | 3946: v( 82)/f(122) | | 3947: v( 97)/f(150) | | 3948: v(128)/f(204) | | 3949: v( 49)/f( 69) | | 3950: v(211)/f(389) | | 3951: v(229)/f(417) | | 3952: v( 51)/f( 67) | | 3953: v( 64)/f( 92) | | 3954: v( 94)/f(153) | | 3955: v( 62)/f( 92) | | 3956: v(105)/f(167) | | 3957: v(139)/f(232) | | 3958: v( 93)/f(143) | | 3959: v(133)/f(224) | | 3960: v( 55)/f( 72) | | 3961: v(121)/f(198) | | 3962: v( 70)/f(101) | | 3963: v( 65)/f( 98) | | 3964: v( 46)/f( 67) | | 3965: v( 78)/f(120) | | 3966: v( 67)/f(105) | | 3967: v( 54)/f( 77) | | 3968: v( 44)/f( 64) | | 3969: v( 57)/f( 87) | | 3970: v( 70)/f( 90) | | 3971: v(136)/f(171) | | 3972: v( 47)/f( 64) | | 3973: v( 61)/f( 93) | | 3974: v( 61)/f( 87) | | 3975: v(102)/f(173) | | 3976: v( 86)/f(131) | | 3977: v(124)/f(192) | | 3978: v( 59)/f( 88) | | 3979: v( 52)/f( 65) | | 3980: v( 51)/f( 71) | | 3981: v(102)/f(165) | | 3982: v( 72)/f(110) | | 3983: v(105)/f(170) | | 3984: v( 48)/f( 71) | | 3985: v( 46)/f( 65) | | 3986: v( 66)/f( 94) | | 3987: v( 57)/f( 79) | | 3988: v( 62)/f( 90) | | 3989: v( 57)/f( 85) | | 3990: v( 61)/f( 93) | | 3991: v( 51)/f( 71) | | 3992: v( 56)/f( 83) | | 3993: v( 53)/f( 72) | | 3994: v( 60)/f( 87) | | 3995: v( 50)/f( 71) | | 3996: v(184)/f(334) | | 3997: v( 50)/f( 74) | | 3998: v( 67)/f( 98) | | 3999: v(212)/f(370) | | 4000: v( 72)/f(103) | | 4001: v(146)/f(235) | | 4002: v( 51)/f( 68) | | 4003: v( 49)/f( 64) | | 4004: v( 70)/f(106) | | 4005: v( 57)/f( 84) | | 4006: v( 45)/f( 69) | | 4007: v( 46)/f( 70) | | 4008: v( 51)/f( 70) | | 4009: v( 52)/f( 84) | | 4010: v( 47)/f( 65) | | 4011: v( 76)/f(115) | | 4012: v(114)/f(188) | | 4013: v( 95)/f(152) | | 4014: v(149)/f(264) | | 4015: v( 80)/f(112) | | 4016: v( 74)/f(115) | | 4017: v( 45)/f( 64) | | 4018: v( 53)/f( 72) | | 4019: v(100)/f(144) | | 4020: v( 97)/f(154) | | 4021: v( 58)/f( 82) | | 4022: v(233)/f(355) | | 4023: v(270)/f(420) | | 4024: v( 59)/f( 81) | | 4025: v(141)/f(215) | | 4026: v(216)/f(343) | | 4027: v(274)/f(506) | | 4028: v( 52)/f( 66) | | 4029: v(140)/f(207) | | 4030: v( 58)/f( 88) | | 4031: v( 71)/f(107) | | 4032: v( 51)/f( 71) | | 4033: v( 74)/f(116) | | 4034: v( 63)/f( 95) | | 4035: v( 45)/f( 69) | | 4036: v( 66)/f( 96) | | 4037: v( 84)/f(128) | | 4038: v( 88)/f(134) | | 4039: v(114)/f(186) | | 4040: v( 92)/f(148) | | 4041: v( 61)/f( 88) | | 4042: v( 72)/f(107) | | 4043: v( 67)/f(104) | | 4044: v( 73)/f(110) | | 4045: v( 62)/f( 93) | | 4046: v( 48)/f( 66) | | 4047: v( 48)/f( 64) | | 4048: v( 53)/f( 71) | | 4049: v( 64)/f( 88) | | 4050: v( 47)/f( 70) | | 4051: v( 56)/f( 80) | | 4052: v(100)/f(145) | | 4053: v(503)/f(657) | | 4054: v( 48)/f( 64) | | 4055: v( 63)/f( 87) | | 4056: v(223)/f(316) | | 4057: v( 56)/f( 83) | | 4058: v( 48)/f( 67) | | 4063: v(163)/f(266) | | 9: v( 51)/f( 53) | | 368: v(199)/f(243) | | 369: v(118)/f(172) | | 370: v( 68)/f(108) | | 675: v(184)/f(220) | | 676: v( 88)/f(140) | | 1039: v( 68)/f(108) | | 1040: v( 68)/f(108) | | 1041: v(174)/f(209) | | 1042: v( 77)/f(108) | | 1043: v( 91)/f(131) | | 1044: v( 88)/f(140) | | 1045: v( 68)/f(108) | | 1046: v(326)/f(386) | | 1047: v( 77)/f(108) | | 1048: v( 77)/f(108) | | 1049: v( 77)/f(108) | | 1050: v(196)/f(303) | | 1481: v(579)/f(727) | | 1482: v(220)/f(224) | | 1483: v(255)/f(324) | | 1484: v(279)/f(389) | | 1485: v(537)/f(574) | | 1486: v(368)/f(394) | | 1869: v(238)/f(281) | | 114: v( 84)/f(108) | | 115: v(126)/f(162) | | 418: v( 64)/f( 78) | | 419: v(142)/f(198) | | 420: v( 64)/f( 78) | | 421: v( 48)/f( 76) | | 702: v( 64)/f( 78) | | 703: v(133)/f(240) | | 704: v( 48)/f( 76) | | 705: v( 64)/f( 78) | | 706: v( 69)/f(124) | | 707: v(111)/f(177) | | 1066: v(111)/f(177) | | 1067: v( 69)/f(124) | | 1068: v(133)/f(240) | | 1069: v(133)/f(240) | | 231: v(198)/f(328) | | 232: v(198)/f(328) | | 438: v(535)/f(733) | | 439: v( 77)/f( 75) | | 724: v(164)/f(254) | | 725: v(424)/f(516) | | 1072: v( 91)/f(110) | | 37: v(109)/f(206) | | 258: v(236)/f(398) | | 259: v(253)/f(398) | | 260: v(1029)/f(1778) | | 261: v(1029)/f(1778) | | 255: v(1399)/f(1930) | | 462: v(1261)/f(1939) | | 463: v(1397)/f(1982) | | 464: v(1281)/f(1935) | | 740: v(1054)/f(1612) | | 186: v(141)/f(212) | | 347: v(677)/f(1282) | | 348: v(1006)/f(1972) | | 349: v(224)/f(448) | | 350: v(141)/f(212) | | 654: v(141)/f(212) | | 655: v(224)/f(448) | | 656: v(904)/f(1500) | | 1010: v(593)/f(962) | | 1011: v(593)/f(962) | | 80: v(721)/f(1175) | | 179: v(296)/f(388) | | 180: v(362)/f(490) | | 181: v(998)/f(1638) | | 324: v(1118)/f(1790) | | 325: v(1290)/f(2014) | | 326: v(1645)/f(2582) | | 615: v(1112)/f(1678) | | 616: v(1298)/f(1993) | | 617: v(1358)/f(2276) | | 960: v(691)/f(1049) | | 253: v(842)/f(1248) | | 254: v(959)/f(1574) | | 460: v(1073)/f(1961) | | 461: v(1063)/f(1869) | | 187: v(1203)/f(2119) | | 188: v( 99)/f(178) | | 351: v(1007)/f(1957) | | 352: v(619)/f(1134) | | 1012: v(1258)/f(2406) | | 1013: v(1159)/f(2075) | | 223: v(104)/f(124) | | 224: v(283)/f(342) | | 406: v(500)/f(530) | | 407: v(493)/f(744) | | 408: v(266)/f(327) | | 409: v(239)/f(242) | | 57: v(169)/f(234) | | 133: v( 88)/f( 99) | | 134: v( 88)/f( 99) | | 143: v(262)/f(265) | | 256: v(286)/f(298) | | 257: v(321)/f(332) | | 34: v(152)/f(158) | | 78: v(106)/f(110) | | 79: v( 72)/f( 72) | | 113: v( 98)/f(120) | | 410: v( 98)/f(120) | | 411: v(269)/f(276) | | 691: v(678)/f(731) | | 692: v( 60)/f( 76) | | 412: v(130)/f(186) | | 693: v(372)/f(564) | | 694: v(372)/f(564) | | 695: v(1068)/f(1692) | | 696: v(224)/f(336) | | 697: v(713)/f(1095) | | 698: v(372)/f(564) | | 699: v(760)/f(1199) | | 1058: v(815)/f(1229) | | 1059: v(435)/f(635) | | 1060: v(107)/f(173) | | 1061: v(346)/f(486) | | 1062: v(1101)/f(1709) | | 1063: v( 92)/f(149) | | 1064: v(124)/f(179) | | 1065: v(372)/f(564) | | 1505: v(124)/f(179) | | 1506: v(124)/f(179) | | 312: v(235)/f(378) | | 595: v( 88)/f(121) | | 596: v(1281)/f(1962) | | 597: v(1166)/f(1750) | | 598: v(1694)/f(2638) | | 934: v( 48)/f( 72) | | 935: v(1025)/f(1676) | | 936: v(634)/f(1029) | | 937: v(2335)/f(2542) | | 938: v(137)/f(168) | | 939: v(1555)/f(2259) | | 940: v(920)/f(1430) | | 941: v(1714)/f(2199) | | 942: v(1707)/f(2060) | | 1395: v(1088)/f(1692) | | 1396: v(372)/f(580) | | 1397: v(1439)/f(1909) | | 1398: v(1788)/f(2253) | | 1399: v(348)/f(496) | | 1400: v(293)/f(371) | | 1401: v(1581)/f(2143) | | 1402: v(1350)/f(1639) | | 1817: v(1384)/f(1850) | | 2173: v(1366)/f(2284) | | 2174: v(1343)/f(1628) | | 2175: v(1467)/f(1740) | | 2176: v(179)/f(151) | | 2177: v(1229)/f(1756) | | 2178: v(711)/f(747) | | 2475: v(1263)/f(1992) | | 2476: v(1319)/f(1612) | | 2477: v(1425)/f(1700) | | 2478: v(1034)/f(1344) | | 2583: v(902)/f(1555) | | 2584: v(616)/f(793) | | 2585: v(1113)/f(1599) | | 2586: v(1123)/f(1590) | | 315: v(314)/f(534) | | 316: v(378)/f(694) | | 317: v(692)/f(1228) | | 318: v(756)/f(1388) | | 319: v(378)/f(694) | | 599: v(378)/f(694) | | 600: v(378)/f(694) | | 601: v(1134)/f(2082) | | 944: v(314)/f(534) | | 945: v(314)/f(534) | | 946: v(1134)/f(2082) | | 517: v(343)/f(526) | | 851: v(343)/f(526) | | 1272: v(382)/f(580) | | 1273: v( 98)/f(133) | | 1274: v(139)/f(217) | | 1275: v(499)/f(811) | | 1276: v(139)/f(217) | | 1277: v(1098)/f(1785) | | 1278: v(108)/f(192) | | 1279: v(148)/f(197) | | 1280: v(504)/f(748) | | 1281: v(1017)/f(1499) | | 1282: v(343)/f(526) | | 1283: v(867)/f(1358) | | 1284: v(1116)/f(1659) | | 1285: v(488)/f(772) | | 1286: v(1079)/f(1668) | | 1287: v(906)/f(1427) | | 1288: v(418)/f(654) | | 1289: v(1642)/f(2449) | | 1290: v(1116)/f(1659) | | 1737: v(873)/f(1328) | | 1738: v(129)/f(218) | | 1739: v(343)/f(526) | | 1740: v(607)/f(933) | | 1741: v(343)/f(526) | | 1742: v(1461)/f(2350) | | 1743: v(615)/f(962) | | 1744: v(457)/f(708) | | 1745: v(216)/f(338) | | 1746: v(754)/f(1163) | | 1747: v( 77)/f(121) | | 1748: v(1208)/f(1817) | | 1749: v(956)/f(1468) | | 1750: v( 70)/f(118) | | 1751: v(293)/f(384) | | 1752: v(348)/f(540) | | 1753: v(1382)/f(1911) | | 1754: v(1897)/f(2538) | | 1755: v(844)/f(1183) | | 1756: v(321)/f(398) | | 1757: v(286)/f(458) | | 1758: v(548)/f(851) | | 1759: v(459)/f(701) | | 1760: v(343)/f(526) | | 1761: v(1461)/f(2350) | | 1762: v(455)/f(735) | | 1763: v(601)/f(885) | | 1764: v(1152)/f(1652) | | 1765: v(1710)/f(2435) | | 1766: v(585)/f(917) | | 1767: v(905)/f(1078) | | 2116: v(1335)/f(2208) | | 2117: v(1535)/f(2385) | | 2118: v(617)/f(949) | | 2119: v(278)/f(434) | | 2120: v(139)/f(217) | | 2121: v(587)/f(853) | | 2122: v(808)/f(1169) | | 2123: v(562)/f(845) | | 2124: v(894)/f(1346) | | 2125: v(576)/f(865) | | 2126: v(1236)/f(1878) | | 2127: v(1225)/f(1893) | | 2128: v(943)/f(1358) | | 2129: v(1275)/f(1872) | | 2130: v(883)/f(1322) | | 2131: v(1178)/f(1717) | | 2132: v(1712)/f(2603) | | 2133: v(1226)/f(1943) | | 2134: v(1094)/f(1572) | | 2135: v(1494)/f(1943) | | 2136: v(1355)/f(1954) | | 2137: v(343)/f(529) | | 2138: v(686)/f(1055) | | 2139: v(986)/f(1325) | | 2140: v(1046)/f(1613) | | 2141: v(1339)/f(1955) | | 2142: v(1012)/f(1482) | | 2143: v(1197)/f(1706) | | 2144: v(1023)/f(1534) | | 2145: v(941)/f(1344) | | 2434: v(1197)/f(1615) | | 2435: v(1319)/f(1842) | | 2436: v(978)/f(1407) | | 2437: v(1445)/f(1947) | | 2438: v(1722)/f(2403) | | 2439: v(1516)/f(2333) | | 2440: v(1244)/f(1796) | | 2441: v(552)/f(861) | | 2442: v(435)/f(686) | | 2443: v(571)/f(852) | | 2444: v(157)/f(183) | | 2445: v(1410)/f(2044) | | 2446: v(667)/f(1023) | | 2447: v(923)/f(1358) | | 2448: v(660)/f(993) | | 2449: v(1302)/f(1819) | | 2450: v(928)/f(1356) | | 2451: v(1319)/f(2106) | | 2452: v(1290)/f(1948) | | 2453: v(790)/f(1050) | | 2454: v(1721)/f(2437) | | 2455: v(1172)/f(1759) | | 2456: v(1257)/f(1786) | | 2457: v(1006)/f(1596) | | 2458: v(1248)/f(1894) | | 2459: v(1488)/f(2312) | | 2460: v(188)/f(288) | | 2461: v(269)/f(428) | | 2462: v(1220)/f(1857) | | 2567: v(1503)/f(1981) | | 2568: v(960)/f(1333) | | 2569: v(2037)/f(2641) | | 2570: v(345)/f(521) | | 2571: v(1366)/f(2038) | | 2572: v(1953)/f(2723) | | 2573: v(1773)/f(2365) | | 2574: v(1511)/f(2110) | | 2575: v(107)/f(115) | | 2576: v(1091)/f(1489) | | 2577: v(1323)/f(2006) | | 2578: v(995)/f(1416) | | 2579: v(1159)/f(1704) | | 2580: v(1126)/f(1700) | | 3338: v(1187)/f(1588) | | 3339: v(1402)/f(1777) | | 3340: v(643)/f(911) | | 3341: v(1052)/f(1462) | | 3342: v(1691)/f(2332) | | 3857: v(1300)/f(1844) | | 3858: v(1791)/f(2300) | | 3859: v(1125)/f(1387) | | 3860: v(1158)/f(1452) | | 336: v(440)/f(740) | | 337: v( 76)/f(116) | | 338: v(194)/f(298) | | 636: v(514)/f(834) | | 637: v(334)/f(518) | | 638: v( 56)/f( 72) | | 639: v(104)/f(134) | | 640: v( 87)/f(117) | | 980: v( 60)/f( 74) | | 981: v(1294)/f(1805) | | 982: v(277)/f(423) | | 1416: v(206)/f(302) | | 544: v(875)/f(1281) | | 545: v(446)/f(808) | | 546: v(348)/f(560) | | 547: v(446)/f(808) | | 889: v(446)/f(808) | | 890: v(128)/f(248) | | 891: v(950)/f(1616) | | 892: v(1084)/f(1988) | | 893: v(193)/f(252) | | 894: v(756)/f(1323) | | 895: v(1105)/f(1734) | | 896: v(727)/f(1198) | | 897: v(782)/f(1228) | | 898: v(371)/f(598) | | 899: v(933)/f(1642) | | 1340: v(619)/f(971) | | 1341: v(1024)/f(1768) | | 1342: v(892)/f(1616) | | 1343: v(892)/f(1616) | | 1344: v(446)/f(808) | | 1345: v(429)/f(618) | | 1346: v(860)/f(1542) | | 1347: v(667)/f(1070) | | 1348: v(1101)/f(1700) | | 1349: v(1161)/f(1970) | | 1350: v(492)/f(850) | | 1351: v(897)/f(1516) | | 1796: v(1379)/f(1737) | | 1797: v(1526)/f(2348) | | 1798: v(1541)/f(2545) | | 1799: v(574)/f(1056) | | 1800: v(767)/f(1272) | | 1801: v(892)/f(1616) | | 1802: v(411)/f(594) | | 1803: v(510)/f(922) | | 1804: v(1189)/f(1956) | | 2159: v(1846)/f(2577) | | 2160: v(1550)/f(1968) | | 2161: v(680)/f(906) | | 2162: v(602)/f(1055) | | 2163: v(627)/f(851) | | 2164: v( 55)/f( 75) | | 2165: v(1115)/f(1539) | | 2166: v(191)/f(246) | | 2468: v(1169)/f(1511) | | 2469: v(1520)/f(1963) | | 2470: v(1916)/f(2565) | | 2471: v(532)/f(625) | | 465: v(1645)/f(2647) | | 466: v(1102)/f(1811) | | 467: v(1105)/f(1704) | | 468: v(1203)/f(1874) | | 741: v(891)/f(1412) | | 742: v(873)/f(1385) | | 743: v(1045)/f(1656) | | 744: v(1033)/f(1555) | | 745: v(1012)/f(1595) | | 174: v(524)/f(902) | | 306: v(701)/f(1242) | | 307: v(172)/f(304) | | 567: v(908)/f(1610) | | 568: v(344)/f(608) | | 569: v(296)/f(483) | | 570: v(834)/f(1431) | | 913: v(921)/f(1636) | | 1361: v(1168)/f(1994) | | 1362: v(1634)/f(2358) | | 1363: v(564)/f(1002) | | 1364: v(1188)/f(2120) | | 1365: v(868)/f(1443) | | 1366: v(906)/f(1562) | | 1806: v(1042)/f(1695) | | 1807: v(357)/f(634) | | 1808: v(357)/f(634) | | 1809: v(1071)/f(1902) | | 1810: v(1278)/f(2270) | | 2169: v(1386)/f(2154) | | 2170: v(922)/f(1563) | | 2171: v(357)/f(634) | | 2172: v(921)/f(1636) | | 2472: v(1144)/f(1998) | | 2582: v(974)/f(1562) | | 308: v(444)/f(410) | | 571: v( 68)/f( 92) | | 572: v( 74)/f(107) | | 573: v(403)/f(582) | | 574: v(1901)/f(2547) | | 914: v(136)/f(162) | | 915: v(156)/f(210) | | 916: v(250)/f(340) | | 917: v(112)/f(178) | | 918: v(1162)/f(1428) | | 919: v(1027)/f(1237) | | 920: v(1792)/f(2392) | | 921: v(960)/f(1315) | | 922: v(729)/f(633) | | 1367: v(1771)/f(1595) | | 1368: v(1962)/f(1833) | | 1369: v(663)/f(789) | | 1370: v(1222)/f(1606) | | 1371: v(872)/f(1241) | | 1372: v(1685)/f(2537) | | 1373: v(965)/f(1093) | | 1811: v(521)/f(676) | | 1812: v(177)/f(250) | | 1813: v(583)/f(519) | | 172: v(237)/f(372) | | 294: v(312)/f(544) | | 295: v(918)/f(1446) | | 548: v(258)/f(388) | | 549: v(1141)/f(1812) | | 550: v(408)/f(644) | | 551: v(538)/f(910) | | 552: v( 44)/f( 72) | | 900: v( 86)/f(102) | | 901: v(724)/f(1031) | | 902: v(1102)/f(1565) | | 903: v( 44)/f( 72) | | 1352: v(1120)/f(1752) | | 1353: v(191)/f(300) | | 84: v(124)/f(264) | | 360: v(226)/f(280) | | 361: v(115)/f(159) | | 362: v(387)/f(491) | | 672: v(594)/f(733) | | 85: v(104)/f(121) | | 192: v(958)/f(1491) | | 193: v(102)/f(115) | | 334: v(127)/f( 92) | | 335: v(250)/f(149) | | 628: v(298)/f(263) | | 629: v(432)/f(360) | | 630: v(267)/f(228) | | 631: v(213)/f(154) | | 632: v(1552)/f(1279) | | 633: v(454)/f(380) | | 634: v(364)/f(289) | | 635: v(594)/f(484) | | 978: v(350)/f(279) | | 979: v(827)/f(677) | | 1412: v(684)/f(517) | | 1413: v(441)/f(347) | | 1414: v(384)/f(319) | | 1415: v(508)/f(437) | | 1818: v(2030)/f(1436) | | 453: v( 57)/f( 82) | | 731: v( 57)/f( 82) | | 732: v( 88)/f(132) | | 733: v( 88)/f(132) | | 734: v(692)/f(1264) | | 735: v( 97)/f(141) | | 1076: v(129)/f(202) | | 1077: v( 88)/f(132) | | 1078: v(170)/f(272) | | 1079: v(147)/f(226) | | 1080: v( 93)/f(158) | | 1081: v(288)/f(430) | | 1082: v( 57)/f( 82) | | 1514: v(173)/f(268) | | 1515: v( 65)/f( 88) | | 1516: v( 91)/f(130) | | 1517: v(132)/f(192) | | 1518: v( 81)/f(136) | | 1519: v( 93)/f(158) | | 1520: v(129)/f(202) | | 1521: v( 89)/f(150) | | 1522: v(129)/f(202) | | 1523: v(129)/f(202) | | 1524: v(356)/f(680) | | 1525: v(214)/f(338) | | 1526: v(129)/f(202) | | 1527: v(142)/f(213) | | 1528: v(212)/f(327) | | 1529: v(214)/f(338) | | 1876: v(2778)/f(1984) | | 1877: v(281)/f(389) | | 1878: v(360)/f(460) | | 1879: v(884)/f(1184) | | 1880: v(119)/f(178) | | 1881: v(201)/f(298) | | 1882: v( 93)/f(158) | | 1883: v( 93)/f(158) | | 86: v(162)/f(242) | | 363: v(381)/f(486) | | 364: v(124)/f(114) | | 365: v(388)/f(594) | | 673: v(1390)/f(1868) | | 87: v( 56)/f( 64) | | 366: v(464)/f(562) | | 367: v(1420)/f(2067) | | 674: v(1320)/f(1882) | | 1038: v(1902)/f(2496) | | 10: v(162)/f( 96) | | 52: v( 30)/f( 48) | | 92: v(281)/f(312) | | 371: v(339)/f(284) | | 372: v(187)/f(215) | | 81: v(109)/f(134) | | 327: v(600)/f(986) | | 328: v(205)/f(229) | | 618: v(342)/f(392) | | 961: v(360)/f(600) | | 962: v(123)/f(117) | | 11: v(162)/f(262) | | 12: v(323)/f(326) | Visuals... | | Average: 508 verts/397 faces, 50(0.5), 100(31.0), 500(46.7), 1000(8.4), 5000(13.3) | Geometry 'level.geom'... | Geometry 'level.geomx'... | Shader table... | Processing... | | Build succesful! Time elapsed: 00:11:24 Далее компилю сетку @start bin\mixed\xrAI.exe -f marsh -draft -keep_temp_files Спойлер * Detected CPU: GenuineIntel Pentium-II, F6/M5/S3, 2902.00 mhz, 19-clk 'rdtsc' * CPU Features: RDTSC, MMX, SSE, SSE2 Initializing File System... $fs_root$ = D:\SDKCSFull\editors using fs-ltx fsgame.ltx FS: 29053 files cached 0 archives, 4253Kb memory used. Init FileSystem 0.591855 sec 'xrCore' build 0, (null) CRT heap 0x00f70000 Process heap 0x00f80000 true 0 Loading DLL: xrSE_Factory.dll 'xrCore' build 0, (null) CRT heap 0x00f70000 Process heap 0x00f80000 "LevelBuilder v4.1" beta build Compilation date: May 13 2010 Startup time: 01:56:58 * New phase started: Loading level... * Memory usage: 55 M * New phase started: Saving nodes... NS: 88, CNS: 23, ratio: 26.136364% Renumbering nodes... | Saving header... | Saving nodes... 11881K saved * Memory usage: 78 M Далее вёрфинг : @start bin\mixed\xrai.exe -draft -verify marsh Спойлер * Detected CPU: GenuineIntel Pentium-II, F6/M5/S3, 2902.00 mhz, 19-clk 'rdtsc' * CPU Features: RDTSC, MMX, SSE, SSE2 Initializing File System... $fs_root$ = D:\SDKCSFull\editors using fs-ltx fsgame.ltx FS: 29054 files cached 0 archives, 4253Kb memory used. Init FileSystem 0.680802 sec 'xrCore' build 0, (null) CRT heap 0x02cc0000 Process heap 0x00ea0000 true 0 Loading DLL: xrSE_Factory.dll 'xrCore' build 0, (null) CRT heap 0x02cc0000 Process heap 0x00ea0000 "LevelBuilder v4.1" beta build Compilation date: May 13 2010 Startup time: 02:02:15 Verifying level d:\sdkcsfull\editors\gamedata\levels\marsh\ * New phase started: Verifying level graph Vertex 15847[-255.499985][0.271768][-143.500000] is single linked! Vertex 16200[-254.799988][0.232246][-144.199997] is single linked! Vertex 16203[-254.799988][0.233574][-142.800003] is single linked! Vertex 16566[-254.099991][0.228261][-143.500000] is single linked! Vertex 20314[-247.099991][1.137923][338.099976] is single linked! Vertex 20315[-247.099991][1.133938][338.799988] is single linked! Vertex 20316[-247.099991][1.085117][339.500000] is single linked! Vertex 20595[-246.399994][1.139252][336.700012] is single linked! Vertex 20596[-246.399994][1.139252][337.399963] is single linked! Vertex 20603[-246.399994][1.049581][340.200012] is single linked! Vertex 20604[-246.399994][1.037625][340.899963] is single linked! Vertex 20605[-246.399994][1.026997][341.599976] is single linked! Vertex 20610[-246.399994][1.006074][345.099976] is single linked! Vertex 20611[-246.399994][1.056223][345.799988] is single linked! Vertex 20880[-245.699982][1.056223][336.000000] is single linked! Vertex 20882[-245.699982][1.037625][336.700012] is single linked! Vertex 20884[-245.699982][1.045596][337.399963] is single linked! Vertex 20897[-245.699982][0.992789][342.299988] is single linked! Vertex 20898[-245.699982][0.983490][343.000000] is single linked! Vertex 20899[-245.699982][0.982162][343.700012] is single linked! Vertex 20900[-245.699982][0.983490][344.399963] is single linked! Vertex 20905[-245.699982][1.037625][346.500000] is single linked! Vertex 21170[-245.000000][1.016701][336.000000] is single linked! Vertex 21171[-245.000000][1.052238][336.700012] is single linked! Vertex 21172[-245.000000][0.992789][336.700012] is single linked! Vertex 21173[-245.000000][1.086446][337.399963] is single linked! Vertex 21175[-245.000000][1.130285][338.099976] is single linked! Vertex 21198[-245.000000][1.030982][346.500000] is single linked! Vertex 21462[-244.299988][0.978176][336.000000] is single linked! Vertex 21463[-244.299988][1.010059][336.700012] is single linked! Vertex 21464[-244.299988][0.950611][336.700012] is single linked! Vertex 21493[-244.299988][1.010059][347.200012] is single linked! Vertex 21765[-243.599991][0.937326][336.000000] is single linked! Vertex 21766[-243.599991][0.962567][336.700012] is single linked! Vertex 21767[-243.599991][0.901790][336.700012] is single linked! Vertex 21796[-243.599991][1.002088][347.200012] is single linked! Vertex 22072[-242.899994][0.892491][336.000000] is single linked! Vertex 22073[-242.899994][0.922713][336.700012] is single linked! Vertex 22074[-242.899994][0.854297][336.700012] is single linked! Vertex 22083[-242.899994][0.877877][340.200012] is single linked! Vertex 22084[-242.899994][0.884520][340.899963] is single linked! Vertex 22095[-242.899994][0.922713][345.099976] is single linked! Vertex 22096[-242.899994][0.932012][345.799988] is single linked! Vertex 22097[-242.899994][0.937326][346.500000] is single linked! Vertex 22391[-242.199982][0.850312][336.000000] is single linked! Vertex 22392[-242.199982][0.877877][336.700012] is single linked! Vertex 22396[-242.199982][0.819757][338.099976] is single linked! Vertex 22397[-242.199982][0.827728][338.799988] is single linked! Vertex 22398[-242.199982][0.833042][339.500000] is single linked! Vertex 22401[-242.199982][0.858283][341.599976] is single linked! Vertex 22406[-242.199982][0.888505][343.700012] is single linked! Vertex 22407[-242.199982][0.897804][344.399963] is single linked! Vertex 22734[-241.500000][0.768280][336.700012] is single linked! Vertex 22735[-241.500000][0.773593][337.399963] is single linked! Vertex 22741[-241.500000][0.829057][341.599976] is single linked! Vertex 22748[-241.500000][0.867250][344.399963] is single linked! Vertex 23110[-240.799988][0.798834][341.599976] is single linked! Vertex 23117[-240.799988][0.834370][344.399963] is single linked! Vertex 23491[-240.099991][0.778907][342.299988] is single linked! Vertex 23496[-240.099991][0.808133][344.399963] is single linked! Vertex 23878[-239.399994][0.746028][342.299988] is single linked! Vertex 23882[-239.399994][0.765623][343.700012] is single linked! Vertex 23884[-239.399994][0.778907][344.399963] is single linked! Vertex 23885[-239.399994][0.785549][345.099976] is single linked! Vertex 24269[-238.699982][0.730086][343.000000] is single linked! Vertex 24270[-238.699982][0.815772][343.700012] is single linked! Vertex 24272[-238.699982][0.808133][344.399963] is single linked! Vertex 24274[-238.699982][0.756323][345.099976] is single linked! Vertex 24660[-238.000000][0.694550][342.299988] is single linked! Vertex 24663[-238.000000][0.753999][343.700012] is single linked! Vertex 24664[-238.000000][0.744699][344.399963] is single linked! Vertex 25050[-237.299988][0.687908][343.000000] is single linked! Vertex 27263[-233.099991][0.736728][386.399963] is single linked! Vertex 27264[-233.099991][0.751342][387.099976] is single linked! Vertex 27265[-233.099991][0.760309][387.799988] is single linked! Vertex 27601[-232.399994][0.694550][385.700012] is single linked! Vertex 27603[-232.399994][0.633773][386.399963] is single linked! Vertex 27605[-232.399994][0.652039][387.099976] is single linked! Vertex 27608[-232.399994][0.694550][388.500000] is single linked! Vertex 27944[-231.699982][0.646725][385.000000] is single linked! Vertex 27947[-231.699982][0.671966][386.399963] is single linked! Vertex 27949[-231.699982][0.686579][387.099976] is single linked! Vertex 27951[-231.699982][0.612518][387.799988] is single linked! Vertex 28288[-231.000000][0.608532][384.299988] is single linked! Vertex 28295[-231.000000][0.532146][387.099976] is single linked! Vertex 28624[-230.299988][0.525504][384.299988] is single linked! Vertex 28626[-230.299988][0.411920][385.000000] is single linked! Vertex 28629[-230.299988][0.451442][386.399963] is single linked! Vertex 28942[-229.599991][0.423876][384.299988] is single linked! Vertex 28943[-229.599991][0.472697][385.000000] is single linked! Vertex 28944[-229.599991][0.349815][385.000000] is single linked! Vertex 28946[-229.599991][0.371070][385.700012] is single linked! Vertex 28948[-229.599991][0.389336][386.399963] is single linked! Vertex 28949[-229.599991][0.419891][387.099976] is single linked! Vertex 29225[-228.899994][0.320588][384.299988] is single linked! Vertex 29226[-228.899994][0.367085][385.000000] is single linked! Vertex 29228[-228.899994][0.419891][385.700012] is single linked! Vertex 29230[-228.899994][0.464726][386.399963] is single linked! Vertex 29232[-228.899994][0.520190][387.099976] is single linked! Vertex 29499[-228.199982][0.204680][385.000000] is single linked! Vertex 29500[-228.199982][0.241545][385.700012] is single linked! Vertex 29501[-228.199982][0.286381][386.399963] is single linked! Vertex 34273[-215.599991][0.922713][-82.600006] is single linked! Vertex 34276[-215.599991][0.913746][-81.200012] is single linked! Vertex 64964[-158.899994][1.045596][312.200012] is single linked! Vertex 65410[-158.199997][1.052238][311.500000] is single linked! Vertex 65413[-158.199997][1.114343][312.899963] is single linked! Vertex 65868[-157.499985][1.095745][312.200012] is single linked! Vertex 72919[-145.599991][0.888505][-160.300003] is single linked! Vertex 77433[-137.199997][0.246859][-153.300003] is single linked! Vertex 77791[-136.499985][0.085783][-151.199997] is single linked! Vertex 88167[-110.599991][0.135933][333.200012] is single linked! Vertex 88510[-109.899994][0.099068][332.500000] is single linked! Vertex 88821[-109.199997][0.105378][332.500000] is single linked! Vertex 88824[-109.199997][0.134604][333.899963] is single linked! Vertex 89111[-108.499985][0.150546][333.200012] is single linked! Vertex 96794[-83.999985][2.338187][-219.100006] is single linked! Vertex 96991[-83.299988][2.327892][-219.800003] is single linked! Vertex 96994[-83.299988][2.248516][-218.400009] is single linked! Vertex 97228[-82.599991][2.233903][-219.100006] is single linked! Vertex 218881[139.300018][0.557055][51.799988] is single linked! Vertex 229200[158.899994][0.517533][158.899963] is single linked! Vertex 245732[182.700012][1.192058][396.899963] is single linked! Vertex 289541[242.200012][0.484321][-165.900009] is single linked! Vertex 291132[244.299988][0.435500][-177.100006] is single linked! Vertex 298216[254.799988][0.271768][-166.600006] is single linked! Vertex 370640[359.799988][0.091097][-127.400009] is single linked! Vertex 385817[377.299988][2.734400][324.799988] is single linked! Vertex 385822[377.299988][2.743699][326.899963] is single linked! Vertex 386356[378.000000][2.751670][324.799988] is single linked! Vertex 386361[378.000000][2.824071][326.899963] is single linked! Vertex 386888[378.700012][2.780564][324.799988] is single linked! Vertex 386893[378.700012][2.858611][326.899963] is single linked! Vertex 387420[379.400024][2.749013][325.500000] is single linked! Vertex 387421[379.400024][2.734400][326.200012] is single linked! Vertex 397323[392.000000][2.039948][347.899963] is single linked! Vertex 397324[392.000000][2.035962][348.599976] is single linked! Vertex 397325[392.000000][2.031977][349.299988] is single linked! Vertex 397891[392.700012][2.002751][347.200012] is single linked! Vertex 397893[392.700012][1.946291][347.899963] is single linked! Vertex 397895[392.700012][1.933007][348.599976] is single linked! Vertex 397897[392.700012][1.923708][349.299988] is single linked! Vertex 397898[392.700012][1.996441][350.000000] is single linked! Vertex 398454[393.400024][1.936992][346.500000] is single linked! Vertex 398457[393.400024][1.971200][347.899963] is single linked! Vertex 398459[393.400024][1.971200][348.599976] is single linked! Vertex 398461[393.400024][1.971200][349.299988] is single linked! Vertex 398463[393.400024][1.971200][350.000000] is single linked! Vertex 399009[394.099976][1.946291][347.200012] is single linked! Vertex 399016[394.099976][1.946291][350.000000] is single linked! Vertex 399560[394.799988][1.921050][347.899963] is single linked! Vertex 399565[394.799988][1.914408][350.000000] is single linked! Vertex 400101[395.500000][1.898467][348.599976] is single linked! Vertex 400104[395.500000][1.854959][350.000000] is single linked! Vertex 400644[396.200012][1.832708][349.299988] is single linked! Vertex 467160[484.400024][2.507233][-144.900009] is single linked! Vertex 467822[485.099976][2.636758][-145.600006] is single linked! Vertex 467825[485.099976][2.497934][-144.199997] is single linked! Vertex 468464[485.799988][2.578638][-144.900009] is single linked! Vertex 489635[513.799988][2.006736][-170.100006] is single linked! There are 160 single linked nodes! AI-map is valid! Verifying level d:\sdkcsfull\editors\gamedata\levels\marsh\ completed Далее собираю спавн : @start bin\mixed\xrAI.exe -s marsh,agroprom,agroprom_underground,darkvalley,escape,garbage,hospital,limansk,military,red_forest,stancia_2,yantar-no_separator_check и ловлю вылет: Спойлер * Detected CPU: GenuineIntel Pentium-II, F6/M5/S3, 2902.00 mhz, 28-clk 'rdtsc' * CPU Features: RDTSC, MMX, SSE, SSE2 Initializing File System... $fs_root$ = D:\SDKCSFull\editors using fs-ltx fsgame.ltx FS: 29054 files cached 0 archives, 4253Kb memory used. Init FileSystem 0.621071 sec 'xrCore' build 0, (null) CRT heap 0x02e40000 Process heap 0x00d70000 true 0 Loading DLL: xrSE_Factory.dll 'xrCore' build 0, (null) CRT heap 0x02e40000 Process heap 0x00d70000 "LevelBuilder v4.1" beta build Compilation date: May 13 2010 Startup time: 02:12:09 cannot delete file game_graph cannot delete file local_graph_agroprom cannot delete file local_graph_agroprom_underground cannot delete file local_graph_darkvalley cannot delete file local_graph_escape cannot delete file local_graph_garbage cannot delete file local_graph_hospital cannot delete file local_graph_jupiter cannot delete file local_graph_limansk cannot delete file local_graph_marsh cannot delete file local_graph_military cannot delete file local_graph_red_forest cannot delete file local_graph_stancia_2 cannot delete file local_graph_yantar cannot delete file raw_cross_table_agroprom cannot delete file raw_cross_table_agroprom_underground cannot delete file raw_cross_table_darkvalley cannot delete file raw_cross_table_escape cannot delete file raw_cross_table_garbage cannot delete file raw_cross_table_hospital cannot delete file raw_cross_table_jupiter cannot delete file raw_cross_table_limansk cannot delete file raw_cross_table_marsh cannot delete file raw_cross_table_military cannot delete file raw_cross_table_red_forest cannot delete file raw_cross_table_stancia_2 cannot delete file raw_cross_table_yantar * New phase started: Processing level graphs level 24 marsh * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\marsh\" Loading AI map 528961 nodes loaded Loading graph points * loading script _G.script * loading script class_registrator.script * loading script sim_faction.script * loading script smart_terrain.script * loading script se_respawn.script * loading script se_switcher.script * loading script se_level_changer.script * loading script se_actor.script * loading script se_stalker.script * loading script se_car.script * loading script se_zones.script * loading script se_item.script * loading script se_smart_cover.script * loading script se_artefact.script * loading script se_monster.script * loading script game_registrator.script * loading script smart_covers.script ! [LUA] 0 : [C] [C](-1) : ! [LUA] 1 : [main] ...kcsfull\editors\gamedata\scripts\smart_covers.script(1) : * trying to access variable object, which doesn't exist, or to load script object.script, which doesn't exist too * loading script smart_covers_cover_loophole_1.script ! [LUA] 0 : [C] [C](-1) : ! [LUA] 1 : [main] ...amedata\scripts\smart_covers_cover_loophole_1.script(2) : ! [LUA] 2 : [C] [C](-1) : ! [LUA] 3 : [main] ...kcsfull\editors\gamedata\scripts\smart_covers.script(554) : * trying to access variable move, which doesn't exist, or to load script move.script, which doesn't exist too * loading script smart_covers_loophole_1.script * loading script smart_covers_cover_loophole_2.script * loading script smart_covers_loophole_2.script * loading script smart_covers_cover_loophole_3.script * loading script smart_covers_loophole_3.script * loading script smart_covers_cover_loophole_1_2.script * loading script smart_covers_cover_loophole_2_3.script * loading script smart_covers_cover_loophole_1_3.script * loading script smart_covers_cover_loophole_1_2_3.script * loading script smart_covers_cover_loophole_4.script * loading script smart_covers_loophole_4.script * loading script smart_covers_cover_loophole_5.script * loading script smart_covers_loophole_5.script * loading script smart_covers_cover_loophole_4_5.script * loading script smart_covers_cover_loophole_6.script * loading script smart_covers_loophole_6.script * loading script smart_covers_cover_loophole_7.script * loading script smart_covers_loophole_7.script * loading script smart_covers_cover_loophole_6_7.script * loading script smart_covers_cover_loophole_8.script * loading script smart_covers_loophole_8.script * loading script smart_covers_cover_loophole_9.script * loading script smart_covers_loophole_9.script * loading script smart_covers_cover_loophole_10.script * loading script smart_covers_loophole_10.script * loading script smart_covers_cover_loophole_11.script * loading script smart_covers_loophole_11.script * loading script smart_covers_cover_loophole_10_11.script * loading script smart_covers_cover_loophole_10_8.script * loading script smart_covers_cover_loophole_8_11.script * loading script smart_covers_cover_loophole_10_8_11.script * loading script smart_covers_cover_loophole_1_jump.script * loading script smart_covers_cover_loophole_2_jump.script * loading script smart_covers_cover_loophole_3_jump.script * loading script smart_covers_cover_loophole_1_2_jump.script * loading script smart_covers_cover_loophole_2_3_jump.script * loading script smart_covers_cover_loophole_1_3_jump.script * loading script smart_covers_cover_loophole_1_2_3_jump.script * loading script smart_covers_cover_loophole_lead_sit_sleep_mechanic.script * loading script smart_covers_loophole_lead_sit_sleep_mechanic.script * loading script smart_covers_cover_loophole_lead_sit_sleep_write.script * loading script smart_covers_loophole_lead_sit_sleep_write.script * loading script smart_covers_cover_loophole_lead_sit_sleep_write_temp.script * loading script smart_covers_cover_loophole_lead_sit_strong.script * loading script smart_covers_loophole_lead_sit_strong.script * loading script smart_covers_cover_loophole_lead_stand_hit_tv.script * loading script smart_covers_loophole_lead_stand_hit_tv.script * loading script smart_covers_cover_loophole_lead_stand_lean_on_bar.script * loading script smart_covers_loophole_lead_stand_lean_on_bar.script * loading script smart_covers_cover_loophole_lead_stand_look_at_table.script * loading script smart_covers_loophole_lead_stand_look_at_table.script * loading script smart_covers_cover_loophole_lead_stand_look_down_2.script * loading script smart_covers_loophole_lead_stand_look_down_2.script * loading script smart_covers_cover_loophole_lead_stand_look_down_3.script * loading script smart_covers_loophole_lead_stand_look_down_3.script * loading script smart_covers_cover_loophole_lead_stand_look_in_window.script * loading script smart_covers_loophole_lead_stand_look_in_window.script * loading script smart_covers_cover_loophole_lead_stand_look_up.script * loading script smart_covers_loophole_lead_stand_look_up.script * loading script smart_covers_stc_cover_1.script * loading script smart_covers_stc_cover_2.script * loading script smart_covers_stc_cover_3.script * loading script smart_covers_cover_loophole_lead_forester_idle_talk.script * loading script smart_covers_loophole_lead_forester_idle.script * loading script smart_covers_loophole_lead_forester_talk.script * loading script smart_covers_cover_loophole_1_3_test.script * loading script smart_covers_cover_barricade_0.script * loading script smart_covers_loophole_barricade_0.script * loading script smart_covers_cover_barricade_1.script * loading script smart_covers_loophole_barricade_1.script * loading script smart_covers_cover_barricade_2.script * loading script smart_covers_loophole_barricade_2.script * loading script smart_covers_cover_barricade_3.script * loading script smart_covers_loophole_barricade_3.script * loading script smart_covers_cover_barricade_commander.script * loading script smart_covers_loophole_barricade_commander.script * loading script smart_covers_cover_loophole_minigunner.script * loading script smart_covers_loophole_minigunner.script 245 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 852 edges built Checking graph connectivity Optimizing graph edges before optimization : 852 edges after optimization : 612 Saving graph 14064 bytes saved Level graph is generated successfully Freeing resources level 28 garbage * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\garbage\" Loading AI map 358066 nodes loaded Loading graph points ! removing graph point [gar_graph_point_0093][-72.102425][4.737452][151.861481] because it is outside of the AI map 227 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 972 edges built Checking graph connectivity Optimizing graph edges before optimization : 972 edges after optimization : 552 Saving graph 12950 bytes saved Level graph is generated successfully Freeing resources level 31 escape * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\escape\" Loading AI map 624951 nodes loaded Loading graph points 271 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 1225 edges built Checking graph connectivity Optimizing graph edges before optimization : 1225 edges after optimization : 657 Saving graph 15427 bytes saved Level graph is generated successfully Freeing resources level 33 darkvalley * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\darkvalley\" Loading AI map 360974 nodes loaded Loading graph points 218 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 928 edges built Checking graph connectivity Optimizing graph edges before optimization : 928 edges after optimization : 532 Saving graph 12455 bytes saved Level graph is generated successfully Freeing resources level 35 red_forest * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\red_forest\" Loading AI map 164829 nodes loaded Loading graph points 96 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 318 edges built Checking graph connectivity Optimizing graph edges before optimization : 318 edges after optimization : 202 Saving graph 5351 bytes saved Level graph is generated successfully Freeing resources level 36 agroprom * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\agroprom\" Loading AI map 375233 nodes loaded Loading graph points 155 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 656 edges built Checking graph connectivity Optimizing graph edges before optimization : 656 edges after optimization : 378 Saving graph 8883 bytes saved Level graph is generated successfully Freeing resources level 44 military * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\military\" Loading AI map 385322 nodes loaded Loading graph points 198 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 926 edges built Checking graph connectivity Optimizing graph edges before optimization : 926 edges after optimization : 506 Saving graph 11457 bytes saved Level graph is generated successfully Freeing resources level 49 agroprom_underground * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\agroprom_underground\" Loading AI map 5348 nodes loaded Loading graph points 13 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 24 edges built Checking graph connectivity Optimizing graph edges before optimization : 24 edges after optimization : 24 Saving graph 807 bytes saved Level graph is generated successfully Freeing resources level 50 limansk * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\limansk\" Loading AI map 61524 nodes loaded Loading graph points 41 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 90 edges built Checking graph connectivity Optimizing graph edges before optimization : 90 edges after optimization : 82 Saving graph 2318 bytes saved Level graph is generated successfully Freeing resources level 51 stancia_2 * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\stancia_2\" Loading AI map 203361 nodes loaded Loading graph points 8 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 20 edges built Checking graph connectivity Optimizing graph edges before optimization : 20 edges after optimization : 14 Saving graph 526 bytes saved Level graph is generated successfully Freeing resources level 72 hospital * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\hospital\" Loading AI map 7865 nodes loaded Loading graph points 47 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 104 edges built Checking graph connectivity Optimizing graph edges before optimization : 104 edges after optimization : 98 Saving graph 2667 bytes saved Level graph is generated successfully Freeing resources * New phase started: Adding interconnection points Level marsh with id 24 has VALID connection point mar_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_marsh_1 on the level agroprom with id 36 Level marsh with id 24 has VALID connection point mar_graph_point_to_escape_1, which references to graph point esc_graph_point_to_marsh_1 on the level escape with id 31 Level marsh with id 24 has VALID connection point mar_graph_point_to_escape_2, which references to graph point esc_graph_point_to_marsh_2 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_garbage_1 on the level agroprom with id 36 Level garbage with id 28 has VALID connection point gar_graph_point_to_agroprom_2, which references to graph point agr_graph_point_to_garbage_2 on the level agroprom with id 36 Level garbage with id 28 has VALID connection point gar_graph_point_to_darkvalley_1, which references to graph point val_graph_point_actor_spawn_1 on the level darkvalley with id 33 Level garbage with id 28 has VALID connection point gar_graph_point_to_darkvalley_2, which references to graph point val_graph_point_to_garbage_2 on the level darkvalley with id 33 Level garbage with id 28 has VALID connection point gar_graph_point_to_escape_1, which references to graph point esc_graph_point_to_garbage_1 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_escape_2, which references to graph point esc_graph_point_to_garbage_2 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_military_1, which references to graph point mil_graph_point_to_garbage_1 on the level military with id 44 Level garbage with id 28 has VALID connection point gar_graph_point_to_redforest_1, which references to graph point red_graph_point_to_garbage_1 on the level red_forest with id 35 Level escape with id 31 has VALID connection point esc_graph_point_to_darkvalley_1, which references to graph point val_graph_point_to_escape_1 on the level darkvalley with id 33 Level escape with id 31 has VALID connection point esc_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_escape_1 on the level garbage with id 28 Level escape with id 31 has VALID connection point esc_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_escape_2 on the level garbage with id 28 Level escape with id 31 has VALID connection point esc_graph_point_to_marsh_1, which references to graph point mar_graph_point_to_escape_1 on the level marsh with id 24 Level escape with id 31 has VALID connection point esc_graph_point_to_marsh_2, which references to graph point mar_graph_point_to_escape_2 on the level marsh with id 24 Level darkvalley with id 33 has VALID connection point val_graph_point_to_escape_1, which references to graph point esc_graph_point_to_darkvalley_1 on the level escape with id 31 Level darkvalley with id 33 has VALID connection point val_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_darkvalley_1 on the level garbage with id 28 Level darkvalley with id 33 has VALID connection point val_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_darkvalley_2 on the level garbage with id 28 Level red_forest with id 35 has VALID connection point red_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_redforest_1 on the level garbage with id 28 Level red_forest with id 35 has VALID connection point red_graph_point_to_limansk_1, which references to graph point lim_graph_point_to_red_forest_1 on the level limansk with id 50 Level red_forest with id 35 has VALID connection point red_graph_point_to_military_1, which references to graph point mil_graph_point_to_red_forest_1 on the level military with id 44 Cannot find level with level_id 41. Connection point will not be generated! Level agroprom with id 36 has VALID connection point agr_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_agroprom_1 on the level garbage with id 28 Level agroprom with id 36 has VALID connection point agr_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_agroprom_2 on the level garbage with id 28 Level agroprom with id 36 has VALID connection point agr_graph_point_to_marsh_1, which references to graph point mar_graph_point_to_agroprom_1 on the level marsh with id 24 Level agroprom with id 36 has VALID connection point agr_graph_point_to_underground_1, which references to graph point agru_graph_point_to_agroprom_1 on the level agroprom_underground with id 49 Cannot find level with level_id 41. Connection point will not be generated! Cannot find level with level_id 41. Connection point will not be generated! Level military with id 44 has VALID connection point mil_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_military_1 on the level garbage with id 28 Level military with id 44 has VALID connection point mil_graph_point_to_red_forest_1, which references to graph point red_graph_point_to_military_1 on the level red_forest with id 35 Level agroprom_underground with id 49 has VALID connection point agru_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_underground_1 on the level agroprom with id 36 Level limansk with id 50 has VALID connection point lim_graph_point_to_hospital_1, which references to graph point hosp_graph_point_to_limansk_1 on the level hospital with id 72 Level limansk with id 50 has VALID connection point lim_graph_point_to_red_forest_1, which references to graph point red_graph_point_to_limansk_1 on the level red_forest with id 35 Level stancia_2 with id 51 has VALID connection point aes_graph_point_to_hospital_1, which references to graph point hosp_graph_point_to_aes_1 on the level hospital with id 72 Level hospital with id 72 has VALID connection point hosp_graph_point_to_aes_1, which references to graph point aes_graph_point_to_hospital_1 on the level stancia_2 with id 51 Level hospital with id 72 has VALID connection point hosp_graph_point_to_limansk_1, which references to graph point lim_graph_point_to_hospital_1 on the level limansk with id 50 * New phase started: Saving graph being merged cross_table offset: 4356168 cross_table offset: 7529982 cross_table offset: 9678426 cross_table offset: 13428180 cross_table offset: 15594072 cross_table offset: 16583094 cross_table offset: 18834540 cross_table offset: 21146520 cross_table offset: 21178656 cross_table offset: 21547848 cross_table offset: 22768062 * New phase started: Freeing resources being allocated level 24 marsh level 28 garbage level 31 escape level 33 darkvalley level 35 red_forest level 36 agroprom level 44 military level 49 agroprom_underground level 50 limansk level 51 stancia_2 level 72 hospital Level [marsh] : searching for AI map separators space restrictors Level [marsh] : no separators found | | [garbage][smart_terrain][gar_smart_terrain_4_2] : position changed from [-72.112007][4.899425][151.829742] -> [-72.799988][4.664405][151.899994] Level [garbage] : searching for AI map separators space restrictors Level [garbage] : no separators found Level [escape] : searching for AI map separators space restrictors Level [escape] : no separators found Level [darkvalley] : searching for AI map separators space restrictors Level [darkvalley] : no separators found Level [red_forest] : searching for AI map separators space restrictors Level [red_forest] : no separators found Level [agroprom] : searching for AI map separators space restrictors Level [agroprom] : no separators found Level [military] : searching for AI map separators space restrictors Level [military] : no separators found Level [agroprom_underground] : searching for AI map separators space restrictors Level [agroprom_underground] : no separators found | | [limansk][stalker][lim_stalker_0024] : position changed from [-34.268993][-3.950038][-148.409500] -> [-35.000000][-5.003702][-148.400009] | | [limansk][stalker][lim_stalker_0034] : position changed from [-22.168306][-3.288977][-139.837830] -> [-23.100002][-5.064857][-139.300003] Level [limansk] : searching for AI map separators space restrictors Level [limansk] : no separators found Level [stancia_2] : searching for AI map separators space restrictors Level [stancia_2] : no separators found Level [hospital] : searching for AI map separators space restrictors Level [hospital] : no separators found List of the level changers which are invalid for some reasons mar_level_changer_to_escape_1_silent mar_level_changer_to_escape_1 mar_level_changer_to_escape_2 mar_level_changer_to_agroprom_1 mar_teloport_to_gar mar_teloport_to_val mar_teloport_to_agr mar_teloport_to_yan mar_teloport_to_red mar_teloport_to_mil mar_teloport_to_esc gar_teleportr_to_yan esc_teleport_to_yan val_teleport_to_yan red_level_changer_to_yantar_1 red_teleport_to_yan agr_level_changer_to_yantar_1 agr_level_changer_to_yantar_2 agr_teleport_to_yan mil_teleport_to_yan FATAL ERROR [error]Expression : m_level_changers.empty() [error]Function : CGameSpawnConstructor::verify_level_changers [error]File : .\game_spawn_constructor.cpp [error]Line : 166 [error]Description : Some of the level changers setup incorrectly stack trace: FATAL ERROR [error]Expression : fatal error [error]Function : xrDebug::backend [error]File : .\xrDebugNew.cpp [error]Line : 226 [error]Description : <no expression> [error]Arguments : nodefault reached stack trace: В чем проблема, что я делаю не так? 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Yara 117 Опубликовано 12 мая Сергеич Поставь пробел перед -no_separator_check, либо перенеси этот ключ в начало: -no_separator_check -s level_name1,... https://sites.google.com/view/xray-sdk-0-4-smg Поделиться сообщением Ссылка на сообщение Поделиться на другие сайты
Сергеич 0 Опубликовано 12 мая 1 час назад, Yara сказал: Сергеич Поставь пробел перед -no_separator_check, либо перенеси этот ключ в начало: -no_separator_check -s level_name1,... Спасибо, поправил. И тем не менее ловлю такой же вылет при компиляции Спойлер * Detected CPU: GenuineIntel Pentium-II, F6/M5/S3, 2906.00 mhz, 18-clk 'rdtsc' * CPU Features: RDTSC, MMX, SSE, SSE2 Initializing File System... $fs_root$ = D:\SDKCSFull\editors using fs-ltx fsgame.ltx FS: 29054 files cached 0 archives, 4253Kb memory used. Init FileSystem 27.867846 sec 'xrCore' build 0, (null) CRT heap 0x02cf0000 Process heap 0x00e10000 true 0 Loading DLL: xrSE_Factory.dll 'xrCore' build 0, (null) CRT heap 0x02cf0000 Process heap 0x00e10000 "LevelBuilder v4.1" beta build Compilation date: May 13 2010 Startup time: 07:42:37 cannot delete file game_graph cannot delete file local_graph_agroprom cannot delete file local_graph_agroprom_underground cannot delete file local_graph_darkvalley cannot delete file local_graph_escape cannot delete file local_graph_garbage cannot delete file local_graph_hospital cannot delete file local_graph_jupiter cannot delete file local_graph_limansk cannot delete file local_graph_marsh cannot delete file local_graph_military cannot delete file local_graph_red_forest cannot delete file local_graph_stancia_2 cannot delete file local_graph_yantar cannot delete file raw_cross_table_agroprom cannot delete file raw_cross_table_agroprom_underground cannot delete file raw_cross_table_darkvalley cannot delete file raw_cross_table_escape cannot delete file raw_cross_table_garbage cannot delete file raw_cross_table_hospital cannot delete file raw_cross_table_jupiter cannot delete file raw_cross_table_limansk cannot delete file raw_cross_table_marsh cannot delete file raw_cross_table_military cannot delete file raw_cross_table_red_forest cannot delete file raw_cross_table_stancia_2 cannot delete file raw_cross_table_yantar * New phase started: Processing level graphs level 24 marsh * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\marsh\" Loading AI map 528961 nodes loaded Loading graph points * loading script _G.script * loading script class_registrator.script * loading script sim_faction.script * loading script smart_terrain.script * loading script se_respawn.script * loading script se_switcher.script * loading script se_level_changer.script * loading script se_actor.script * loading script se_stalker.script * loading script se_car.script * loading script se_zones.script * loading script se_item.script * loading script se_smart_cover.script * loading script se_artefact.script * loading script se_monster.script * loading script game_registrator.script * loading script smart_covers.script ! [LUA] 0 : [C] [C](-1) : ! [LUA] 1 : [main] ...kcsfull\editors\gamedata\scripts\smart_covers.script(1) : * trying to access variable object, which doesn't exist, or to load script object.script, which doesn't exist too * loading script smart_covers_cover_loophole_1.script ! [LUA] 0 : [C] [C](-1) : ! [LUA] 1 : [main] ...amedata\scripts\smart_covers_cover_loophole_1.script(2) : ! [LUA] 2 : [C] [C](-1) : ! [LUA] 3 : [main] ...kcsfull\editors\gamedata\scripts\smart_covers.script(554) : * trying to access variable move, which doesn't exist, or to load script move.script, which doesn't exist too * loading script smart_covers_loophole_1.script * loading script smart_covers_cover_loophole_2.script * loading script smart_covers_loophole_2.script * loading script smart_covers_cover_loophole_3.script * loading script smart_covers_loophole_3.script * loading script smart_covers_cover_loophole_1_2.script * loading script smart_covers_cover_loophole_2_3.script * loading script smart_covers_cover_loophole_1_3.script * loading script smart_covers_cover_loophole_1_2_3.script * loading script smart_covers_cover_loophole_4.script * loading script smart_covers_loophole_4.script * loading script smart_covers_cover_loophole_5.script * loading script smart_covers_loophole_5.script * loading script smart_covers_cover_loophole_4_5.script * loading script smart_covers_cover_loophole_6.script * loading script smart_covers_loophole_6.script * loading script smart_covers_cover_loophole_7.script * loading script smart_covers_loophole_7.script * loading script smart_covers_cover_loophole_6_7.script * loading script smart_covers_cover_loophole_8.script * loading script smart_covers_loophole_8.script * loading script smart_covers_cover_loophole_9.script * loading script smart_covers_loophole_9.script * loading script smart_covers_cover_loophole_10.script * loading script smart_covers_loophole_10.script * loading script smart_covers_cover_loophole_11.script * loading script smart_covers_loophole_11.script * loading script smart_covers_cover_loophole_10_11.script * loading script smart_covers_cover_loophole_10_8.script * loading script smart_covers_cover_loophole_8_11.script * loading script smart_covers_cover_loophole_10_8_11.script * loading script smart_covers_cover_loophole_1_jump.script * loading script smart_covers_cover_loophole_2_jump.script * loading script smart_covers_cover_loophole_3_jump.script * loading script smart_covers_cover_loophole_1_2_jump.script * loading script smart_covers_cover_loophole_2_3_jump.script * loading script smart_covers_cover_loophole_1_3_jump.script * loading script smart_covers_cover_loophole_1_2_3_jump.script * loading script smart_covers_cover_loophole_lead_sit_sleep_mechanic.script * loading script smart_covers_loophole_lead_sit_sleep_mechanic.script * loading script smart_covers_cover_loophole_lead_sit_sleep_write.script * loading script smart_covers_loophole_lead_sit_sleep_write.script * loading script smart_covers_cover_loophole_lead_sit_sleep_write_temp.script * loading script smart_covers_cover_loophole_lead_sit_strong.script * loading script smart_covers_loophole_lead_sit_strong.script * loading script smart_covers_cover_loophole_lead_stand_hit_tv.script * loading script smart_covers_loophole_lead_stand_hit_tv.script * loading script smart_covers_cover_loophole_lead_stand_lean_on_bar.script * loading script smart_covers_loophole_lead_stand_lean_on_bar.script * loading script smart_covers_cover_loophole_lead_stand_look_at_table.script * loading script smart_covers_loophole_lead_stand_look_at_table.script * loading script smart_covers_cover_loophole_lead_stand_look_down_2.script * loading script smart_covers_loophole_lead_stand_look_down_2.script * loading script smart_covers_cover_loophole_lead_stand_look_down_3.script * loading script smart_covers_loophole_lead_stand_look_down_3.script * loading script smart_covers_cover_loophole_lead_stand_look_in_window.script * loading script smart_covers_loophole_lead_stand_look_in_window.script * loading script smart_covers_cover_loophole_lead_stand_look_up.script * loading script smart_covers_loophole_lead_stand_look_up.script * loading script smart_covers_stc_cover_1.script * loading script smart_covers_stc_cover_2.script * loading script smart_covers_stc_cover_3.script * loading script smart_covers_cover_loophole_lead_forester_idle_talk.script * loading script smart_covers_loophole_lead_forester_idle.script * loading script smart_covers_loophole_lead_forester_talk.script * loading script smart_covers_cover_loophole_1_3_test.script * loading script smart_covers_cover_barricade_0.script * loading script smart_covers_loophole_barricade_0.script * loading script smart_covers_cover_barricade_1.script * loading script smart_covers_loophole_barricade_1.script * loading script smart_covers_cover_barricade_2.script * loading script smart_covers_loophole_barricade_2.script * loading script smart_covers_cover_barricade_3.script * loading script smart_covers_loophole_barricade_3.script * loading script smart_covers_cover_barricade_commander.script * loading script smart_covers_loophole_barricade_commander.script * loading script smart_covers_cover_loophole_minigunner.script * loading script smart_covers_loophole_minigunner.script 245 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 852 edges built Checking graph connectivity Optimizing graph edges before optimization : 852 edges after optimization : 612 Saving graph 14064 bytes saved Level graph is generated successfully Freeing resources level 28 garbage * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\garbage\" Loading AI map 358066 nodes loaded Loading graph points ! removing graph point [gar_graph_point_0093][-72.102425][4.737452][151.861481] because it is outside of the AI map 227 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 972 edges built Checking graph connectivity Optimizing graph edges before optimization : 972 edges after optimization : 552 Saving graph 12950 bytes saved Level graph is generated successfully Freeing resources level 31 escape * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\escape\" Loading AI map 624951 nodes loaded Loading graph points 271 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 1225 edges built Checking graph connectivity Optimizing graph edges before optimization : 1225 edges after optimization : 657 Saving graph 15427 bytes saved Level graph is generated successfully Freeing resources level 33 darkvalley * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\darkvalley\" Loading AI map 360974 nodes loaded Loading graph points 218 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 928 edges built Checking graph connectivity Optimizing graph edges before optimization : 928 edges after optimization : 532 Saving graph 12455 bytes saved Level graph is generated successfully Freeing resources level 35 red_forest * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\red_forest\" Loading AI map 164829 nodes loaded Loading graph points 96 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 318 edges built Checking graph connectivity Optimizing graph edges before optimization : 318 edges after optimization : 202 Saving graph 5351 bytes saved Level graph is generated successfully Freeing resources level 36 agroprom * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\agroprom\" Loading AI map 375233 nodes loaded Loading graph points 155 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 656 edges built Checking graph connectivity Optimizing graph edges before optimization : 656 edges after optimization : 378 Saving graph 8883 bytes saved Level graph is generated successfully Freeing resources level 41 yantar * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\yantar\" Loading AI map 147712 nodes loaded Loading graph points 101 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 400 edges built Checking graph connectivity Optimizing graph edges before optimization : 400 edges after optimization : 240 Saving graph 5785 bytes saved Level graph is generated successfully Freeing resources level 44 military * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\military\" Loading AI map 385322 nodes loaded Loading graph points 198 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 926 edges built Checking graph connectivity Optimizing graph edges before optimization : 926 edges after optimization : 506 Saving graph 11457 bytes saved Level graph is generated successfully Freeing resources level 49 agroprom_underground * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\agroprom_underground\" Loading AI map 5348 nodes loaded Loading graph points 13 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 24 edges built Checking graph connectivity Optimizing graph edges before optimization : 24 edges after optimization : 24 Saving graph 807 bytes saved Level graph is generated successfully Freeing resources level 50 limansk * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\limansk\" Loading AI map 61524 nodes loaded Loading graph points 41 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 90 edges built Checking graph connectivity Optimizing graph edges before optimization : 90 edges after optimization : 82 Saving graph 2318 bytes saved Level graph is generated successfully Freeing resources level 51 stancia_2 * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\stancia_2\" Loading AI map 203361 nodes loaded Loading graph points 8 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 20 edges built Checking graph connectivity Optimizing graph edges before optimization : 20 edges after optimization : 14 Saving graph 526 bytes saved Level graph is generated successfully Freeing resources level 72 hospital * New phase started: Building level game graph level "d:\sdkcsfull\editors\gamedata\levels\hospital\" Loading AI map 7865 nodes loaded Loading graph points 47 graph points loaded Building cross table Saving cross table Loading cross table Building graph Generating edges 104 edges built Checking graph connectivity Optimizing graph edges before optimization : 104 edges after optimization : 98 Saving graph 2667 bytes saved Level graph is generated successfully Freeing resources * New phase started: Adding interconnection points Level marsh with id 24 has VALID connection point mar_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_marsh_1 on the level agroprom with id 36 Level marsh with id 24 has VALID connection point mar_graph_point_to_escape_1, which references to graph point esc_graph_point_to_marsh_1 on the level escape with id 31 Level marsh with id 24 has VALID connection point mar_graph_point_to_escape_2, which references to graph point esc_graph_point_to_marsh_2 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_garbage_1 on the level agroprom with id 36 Level garbage with id 28 has VALID connection point gar_graph_point_to_agroprom_2, which references to graph point agr_graph_point_to_garbage_2 on the level agroprom with id 36 Level garbage with id 28 has VALID connection point gar_graph_point_to_darkvalley_1, which references to graph point val_graph_point_actor_spawn_1 on the level darkvalley with id 33 Level garbage with id 28 has VALID connection point gar_graph_point_to_darkvalley_2, which references to graph point val_graph_point_to_garbage_2 on the level darkvalley with id 33 Level garbage with id 28 has VALID connection point gar_graph_point_to_escape_1, which references to graph point esc_graph_point_to_garbage_1 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_escape_2, which references to graph point esc_graph_point_to_garbage_2 on the level escape with id 31 Level garbage with id 28 has VALID connection point gar_graph_point_to_military_1, which references to graph point mil_graph_point_to_garbage_1 on the level military with id 44 Level garbage with id 28 has VALID connection point gar_graph_point_to_redforest_1, which references to graph point red_graph_point_to_garbage_1 on the level red_forest with id 35 Level escape with id 31 has VALID connection point esc_graph_point_to_darkvalley_1, which references to graph point val_graph_point_to_escape_1 on the level darkvalley with id 33 Level escape with id 31 has VALID connection point esc_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_escape_1 on the level garbage with id 28 Level escape with id 31 has VALID connection point esc_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_escape_2 on the level garbage with id 28 Level escape with id 31 has VALID connection point esc_graph_point_to_marsh_1, which references to graph point mar_graph_point_to_escape_1 on the level marsh with id 24 Level escape with id 31 has VALID connection point esc_graph_point_to_marsh_2, which references to graph point mar_graph_point_to_escape_2 on the level marsh with id 24 Level darkvalley with id 33 has VALID connection point val_graph_point_to_escape_1, which references to graph point esc_graph_point_to_darkvalley_1 on the level escape with id 31 Level darkvalley with id 33 has VALID connection point val_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_darkvalley_1 on the level garbage with id 28 Level darkvalley with id 33 has VALID connection point val_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_darkvalley_2 on the level garbage with id 28 Level red_forest with id 35 has VALID connection point red_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_redforest_1 on the level garbage with id 28 Level red_forest with id 35 has VALID connection point red_graph_point_to_limansk_1, which references to graph point lim_graph_point_to_red_forest_1 on the level limansk with id 50 Level red_forest with id 35 has VALID connection point red_graph_point_to_military_1, which references to graph point mil_graph_point_to_red_forest_1 on the level military with id 44 Level red_forest with id 35 has VALID connection point red_graph_point_to_yantar_1, which references to graph point yan_graph_point_to_red_forest_1 on the level yantar with id 41 Level agroprom with id 36 has VALID connection point agr_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_agroprom_1 on the level garbage with id 28 Level agroprom with id 36 has VALID connection point agr_graph_point_to_garbage_2, which references to graph point gar_graph_point_to_agroprom_2 on the level garbage with id 28 Level agroprom with id 36 has VALID connection point agr_graph_point_to_marsh_1, which references to graph point mar_graph_point_to_agroprom_1 on the level marsh with id 24 Level agroprom with id 36 has VALID connection point agr_graph_point_to_underground_1, which references to graph point agru_graph_point_to_agroprom_1 on the level agroprom_underground with id 49 Level agroprom with id 36 has VALID connection point agr_graph_point_to_yantar_1, which references to graph point yan_graph_point_to_agroprom_1 on the level yantar with id 41 Level agroprom with id 36 has VALID connection point agr_graph_point_to_yantar_2, which references to graph point yan_graph_point_to_agroprom_2 on the level yantar with id 41 Level yantar with id 41 has VALID connection point yan_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_yantar_1 on the level agroprom with id 36 Level yantar with id 41 has VALID connection point yan_graph_point_to_agroprom_2, which references to graph point agr_graph_point_to_yantar_2 on the level agroprom with id 36 Level yantar with id 41 has VALID connection point yan_graph_point_to_red_forest_1, which references to graph point red_graph_point_to_yantar_1 on the level red_forest with id 35 Level military with id 44 has VALID connection point mil_graph_point_to_garbage_1, which references to graph point gar_graph_point_to_military_1 on the level garbage with id 28 Level military with id 44 has VALID connection point mil_graph_point_to_red_forest_1, which references to graph point red_graph_point_to_military_1 on the level red_forest with id 35 Level agroprom_underground with id 49 has VALID connection point agru_graph_point_to_agroprom_1, which references to graph point agr_graph_point_to_underground_1 on the level agroprom with id 36 Level limansk with id 50 has VALID connection point lim_graph_point_to_hospital_1, which references to graph point hosp_graph_point_to_limansk_1 on the level hospital with id 72 Level limansk with id 50 has VALID connection point lim_graph_point_to_red_forest_1, which references to graph point red_graph_point_to_limansk_1 on the level red_forest with id 35 Level stancia_2 with id 51 has VALID connection point aes_graph_point_to_hospital_1, which references to graph point hosp_graph_point_to_aes_1 on the level hospital with id 72 Level hospital with id 72 has VALID connection point hosp_graph_point_to_aes_1, which references to graph point aes_graph_point_to_hospital_1 on the level stancia_2 with id 51 Level hospital with id 72 has VALID connection point hosp_graph_point_to_limansk_1, which references to graph point lim_graph_point_to_hospital_1 on the level limansk with id 50 * New phase started: Saving graph being merged cross_table offset: 4623990 cross_table offset: 7797804 cross_table offset: 9946248 cross_table offset: 13696002 cross_table offset: 15861894 cross_table offset: 16850916 cross_table offset: 19102362 cross_table offset: 19988682 cross_table offset: 22300662 cross_table offset: 22332798 cross_table offset: 22701990 cross_table offset: 23922204 * New phase started: Freeing resources being allocated level 24 marsh level 28 garbage level 31 escape level 33 darkvalley level 35 red_forest level 36 agroprom level 41 yantar level 44 military level 49 agroprom_underground level 50 limansk level 51 stancia_2 level 72 hospital Level [marsh] : searching for AI map separators space restrictors Level [marsh] : no separators found | | [garbage][smart_terrain][gar_smart_terrain_4_2] : position changed from [-72.112007][4.899425][151.829742] -> [-72.799988][4.664405][151.899994] Level [garbage] : searching for AI map separators space restrictors Level [garbage] : no separators found Level [escape] : searching for AI map separators space restrictors Level [escape] : no separators found Level [darkvalley] : searching for AI map separators space restrictors Level [darkvalley] : no separators found Level [red_forest] : searching for AI map separators space restrictors Level [red_forest] : no separators found Level [agroprom] : searching for AI map separators space restrictors Level [agroprom] : no separators found Level [yantar] : searching for AI map separators space restrictors Level [yantar] : no separators found Level [military] : searching for AI map separators space restrictors Level [military] : no separators found Level [agroprom_underground] : searching for AI map separators space restrictors Level [agroprom_underground] : no separators found | | [limansk][stalker][lim_stalker_0024] : position changed from [-34.268993][-3.950038][-148.409500] -> [-35.000000][-5.003702][-148.400009] | | [limansk][stalker][lim_stalker_0034] : position changed from [-22.168306][-3.288977][-139.837830] -> [-23.100002][-5.064857][-139.300003] Level [limansk] : searching for AI map separators space restrictors Level [limansk] : no separators found Level [stancia_2] : searching for AI map separators space restrictors Level [stancia_2] : no separators found Level [hospital] : searching for AI map separators space restrictors Level [hospital] : no separators found List of the level changers which are invalid for some reasons mar_level_changer_to_escape_1_silent mar_level_changer_to_escape_1 mar_level_changer_to_escape_2 mar_level_changer_to_agroprom_1 mar_teloport_to_gar mar_teloport_to_val mar_teloport_to_agr mar_teloport_to_yan mar_teloport_to_red mar_teloport_to_mil mar_teloport_to_esc FATAL ERROR [error]Expression : m_level_changers.empty() [error]Function : CGameSpawnConstructor::verify_level_changers [error]File : .\game_spawn_constructor.cpp [error]Line : 166 [error]Description : Some of the level changers setup incorrectly stack trace: FATAL ERROR [error]Expression : fatal error [error]Function : xrDebug::backend [error]File : .\xrDebugNew.cpp [error]Line : 226 [error]Description : <no expression> [error]Arguments : nodefault reached stack trace: при переносе ключа в начало- тот же самый вылет Поделиться сообщением Ссылка на сообщение Поделиться на другие сайты
AfterGlow 565 Опубликовано 12 мая Сергеич может у тебя просто левел чейнжер не на аи сетке? Поделиться сообщением Ссылка на сообщение Поделиться на другие сайты
Yara 117 Опубликовано 12 мая 8 часов назад, Сергеич сказал: List of the level changers which are invalid for some reasons mar_level_changer_to_escape_1_silent В логе список переходов, у которых надо проверить настройки - поле Level to change. Иногда, после декомпила, оно бывает пустым. https://sites.google.com/view/xray-sdk-0-4-smg Поделиться сообщением Ссылка на сообщение Поделиться на другие сайты
