Aluode/PerceptionLabPortable

1# Auto generated by make_terminal_widths.py2 3CELL_WIDTHS = [4    (0, 0, 0),5    (1, 31, -1),6    (127, 159, -1),7    (173, 173, 0),8    (768, 879, 0),9    (1155, 1161, 0),10    (1425, 1469, 0),11    (1471, 1471, 0),12    (1473, 1474, 0),13    (1476, 1477, 0),14    (1479, 1479, 0),15    (1536, 1541, 0),16    (1552, 1562, 0),17    (1564, 1564, 0),18    (1611, 1631, 0),19    (1648, 1648, 0),20    (1750, 1757, 0),21    (1759, 1764, 0),22    (1767, 1768, 0),23    (1770, 1773, 0),24    (1807, 1807, 0),25    (1809, 1809, 0),26    (1840, 1866, 0),27    (1958, 1968, 0),28    (2027, 2035, 0),29    (2045, 2045, 0),30    (2070, 2073, 0),31    (2075, 2083, 0),32    (2085, 2087, 0),33    (2089, 2093, 0),34    (2137, 2139, 0),35    (2192, 2193, 0),36    (2200, 2207, 0),37    (2250, 2307, 0),38    (2362, 2364, 0),39    (2366, 2383, 0),40    (2385, 2391, 0),41    (2402, 2403, 0),42    (2433, 2435, 0),43    (2492, 2492, 0),44    (2494, 2500, 0),45    (2503, 2504, 0),46    (2507, 2509, 0),47    (2519, 2519, 0),48    (2530, 2531, 0),49    (2558, 2558, 0),50    (2561, 2563, 0),51    (2620, 2620, 0),52    (2622, 2626, 0),53    (2631, 2632, 0),54    (2635, 2637, 0),55    (2641, 2641, 0),56    (2672, 2673, 0),57    (2677, 2677, 0),58    (2689, 2691, 0),59    (2748, 2748, 0),60    (2750, 2757, 0),61    (2759, 2761, 0),62    (2763, 2765, 0),63    (2786, 2787, 0),64    (2810, 2815, 0),65    (2817, 2819, 0),66    (2876, 2876, 0),67    (2878, 2884, 0),68    (2887, 2888, 0),69    (2891, 2893, 0),70    (2901, 2903, 0),71    (2914, 2915, 0),72    (2946, 2946, 0),73    (3006, 3010, 0),74    (3014, 3016, 0),75    (3018, 3021, 0),76    (3031, 3031, 0),77    (3072, 3076, 0),78    (3132, 3132, 0),79    (3134, 3140, 0),80    (3142, 3144, 0),81    (3146, 3149, 0),82    (3157, 3158, 0),83    (3170, 3171, 0),84    (3201, 3203, 0),85    (3260, 3260, 0),86    (3262, 3268, 0),87    (3270, 3272, 0),88    (3274, 3277, 0),89    (3285, 3286, 0),90    (3298, 3299, 0),91    (3315, 3315, 0),92    (3328, 3331, 0),93    (3387, 3388, 0),94    (3390, 3396, 0),95    (3398, 3400, 0),96    (3402, 3405, 0),97    (3415, 3415, 0),98    (3426, 3427, 0),99    (3457, 3459, 0),100    (3530, 3530, 0),101    (3535, 3540, 0),102    (3542, 3542, 0),103    (3544, 3551, 0),104    (3570, 3571, 0),105    (3633, 3633, 0),106    (3636, 3642, 0),107    (3655, 3662, 0),108    (3761, 3761, 0),109    (3764, 3772, 0),110    (3784, 3790, 0),111    (3864, 3865, 0),112    (3893, 3893, 0),113    (3895, 3895, 0),114    (3897, 3897, 0),115    (3902, 3903, 0),116    (3953, 3972, 0),117    (3974, 3975, 0),118    (3981, 3991, 0),119    (3993, 4028, 0),120    (4038, 4038, 0),121    (4139, 4158, 0),122    (4182, 4185, 0),123    (4190, 4192, 0),124    (4194, 4196, 0),125    (4199, 4205, 0),126    (4209, 4212, 0),127    (4226, 4237, 0),128    (4239, 4239, 0),129    (4250, 4253, 0),130    (4352, 4447, 2),131    (4448, 4607, 0),132    (4957, 4959, 0),133    (5906, 5909, 0),134    (5938, 5940, 0),135    (5970, 5971, 0),136    (6002, 6003, 0),137    (6068, 6099, 0),138    (6109, 6109, 0),139    (6155, 6159, 0),140    (6277, 6278, 0),141    (6313, 6313, 0),142    (6432, 6443, 0),143    (6448, 6459, 0),144    (6679, 6683, 0),145    (6741, 6750, 0),146    (6752, 6780, 0),147    (6783, 6783, 0),148    (6832, 6862, 0),149    (6912, 6916, 0),150    (6964, 6980, 0),151    (7019, 7027, 0),152    (7040, 7042, 0),153    (7073, 7085, 0),154    (7142, 7155, 0),155    (7204, 7223, 0),156    (7376, 7378, 0),157    (7380, 7400, 0),158    (7405, 7405, 0),159    (7412, 7412, 0),160    (7415, 7417, 0),161    (7616, 7679, 0),162    (8203, 8207, 0),163    (8232, 8238, 0),164    (8288, 8292, 0),165    (8294, 8303, 0),166    (8400, 8432, 0),167    (8986, 8987, 2),168    (9001, 9002, 2),169    (9193, 9196, 2),170    (9200, 9200, 2),171    (9203, 9203, 2),172    (9725, 9726, 2),173    (9748, 9749, 2),174    (9800, 9811, 2),175    (9855, 9855, 2),176    (9875, 9875, 2),177    (9889, 9889, 2),178    (9898, 9899, 2),179    (9917, 9918, 2),180    (9924, 9925, 2),181    (9934, 9934, 2),182    (9940, 9940, 2),183    (9962, 9962, 2),184    (9970, 9971, 2),185    (9973, 9973, 2),186    (9978, 9978, 2),187    (9981, 9981, 2),188    (9989, 9989, 2),189    (9994, 9995, 2),190    (10024, 10024, 2),191    (10060, 10060, 2),192    (10062, 10062, 2),193    (10067, 10069, 2),194    (10071, 10071, 2),195    (10133, 10135, 2),196    (10160, 10160, 2),197    (10175, 10175, 2),198    (11035, 11036, 2),199    (11088, 11088, 2),200    (11093, 11093, 2),201    (11503, 11505, 0),202    (11647, 11647, 0),203    (11744, 11775, 0),204    (11904, 11929, 2),205    (11931, 12019, 2),206    (12032, 12245, 2),207    (12272, 12329, 2),208    (12330, 12335, 0),209    (12336, 12350, 2),210    (12353, 12438, 2),211    (12441, 12442, 0),212    (12443, 12543, 2),213    (12549, 12591, 2),214    (12593, 12686, 2),215    (12688, 12771, 2),216    (12783, 12830, 2),217    (12832, 12871, 2),218    (12880, 19903, 2),219    (19968, 42124, 2),220    (42128, 42182, 2),221    (42607, 42610, 0),222    (42612, 42621, 0),223    (42654, 42655, 0),224    (42736, 42737, 0),225    (43010, 43010, 0),226    (43014, 43014, 0),227    (43019, 43019, 0),228    (43043, 43047, 0),229    (43052, 43052, 0),230    (43136, 43137, 0),231    (43188, 43205, 0),232    (43232, 43249, 0),233    (43263, 43263, 0),234    (43302, 43309, 0),235    (43335, 43347, 0),236    (43360, 43388, 2),237    (43392, 43395, 0),238    (43443, 43456, 0),239    (43493, 43493, 0),240    (43561, 43574, 0),241    (43587, 43587, 0),242    (43596, 43597, 0),243    (43643, 43645, 0),244    (43696, 43696, 0),245    (43698, 43700, 0),246    (43703, 43704, 0),247    (43710, 43711, 0),248    (43713, 43713, 0),249    (43755, 43759, 0),250    (43765, 43766, 0),251    (44003, 44010, 0),252    (44012, 44013, 0),253    (44032, 55203, 2),254    (55216, 55295, 0),255    (63744, 64255, 2),256    (64286, 64286, 0),257    (65024, 65039, 0),258    (65040, 65049, 2),259    (65056, 65071, 0),260    (65072, 65106, 2),261    (65108, 65126, 2),262    (65128, 65131, 2),263    (65279, 65279, 0),264    (65281, 65376, 2),265    (65504, 65510, 2),266    (65529, 65531, 0),267    (66045, 66045, 0),268    (66272, 66272, 0),269    (66422, 66426, 0),270    (68097, 68099, 0),271    (68101, 68102, 0),272    (68108, 68111, 0),273    (68152, 68154, 0),274    (68159, 68159, 0),275    (68325, 68326, 0),276    (68900, 68903, 0),277    (69291, 69292, 0),278    (69373, 69375, 0),279    (69446, 69456, 0),280    (69506, 69509, 0),281    (69632, 69634, 0),282    (69688, 69702, 0),283    (69744, 69744, 0),284    (69747, 69748, 0),285    (69759, 69762, 0),286    (69808, 69818, 0),287    (69821, 69821, 0),288    (69826, 69826, 0),289    (69837, 69837, 0),290    (69888, 69890, 0),291    (69927, 69940, 0),292    (69957, 69958, 0),293    (70003, 70003, 0),294    (70016, 70018, 0),295    (70067, 70080, 0),296    (70089, 70092, 0),297    (70094, 70095, 0),298    (70188, 70199, 0),299    (70206, 70206, 0),300    (70209, 70209, 0),301    (70367, 70378, 0),302    (70400, 70403, 0),303    (70459, 70460, 0),304    (70462, 70468, 0),305    (70471, 70472, 0),306    (70475, 70477, 0),307    (70487, 70487, 0),308    (70498, 70499, 0),309    (70502, 70508, 0),310    (70512, 70516, 0),311    (70709, 70726, 0),312    (70750, 70750, 0),313    (70832, 70851, 0),314    (71087, 71093, 0),315    (71096, 71104, 0),316    (71132, 71133, 0),317    (71216, 71232, 0),318    (71339, 71351, 0),319    (71453, 71467, 0),320    (71724, 71738, 0),321    (71984, 71989, 0),322    (71991, 71992, 0),323    (71995, 71998, 0),324    (72000, 72000, 0),325    (72002, 72003, 0),326    (72145, 72151, 0),327    (72154, 72160, 0),328    (72164, 72164, 0),329    (72193, 72202, 0),330    (72243, 72249, 0),331    (72251, 72254, 0),332    (72263, 72263, 0),333    (72273, 72283, 0),334    (72330, 72345, 0),335    (72751, 72758, 0),336    (72760, 72767, 0),337    (72850, 72871, 0),338    (72873, 72886, 0),339    (73009, 73014, 0),340    (73018, 73018, 0),341    (73020, 73021, 0),342    (73023, 73029, 0),343    (73031, 73031, 0),344    (73098, 73102, 0),345    (73104, 73105, 0),346    (73107, 73111, 0),347    (73459, 73462, 0),348    (73472, 73473, 0),349    (73475, 73475, 0),350    (73524, 73530, 0),351    (73534, 73538, 0),352    (78896, 78912, 0),353    (78919, 78933, 0),354    (92912, 92916, 0),355    (92976, 92982, 0),356    (94031, 94031, 0),357    (94033, 94087, 0),358    (94095, 94098, 0),359    (94176, 94179, 2),360    (94180, 94180, 0),361    (94192, 94193, 0),362    (94208, 100343, 2),363    (100352, 101589, 2),364    (101632, 101640, 2),365    (110576, 110579, 2),366    (110581, 110587, 2),367    (110589, 110590, 2),368    (110592, 110882, 2),369    (110898, 110898, 2),370    (110928, 110930, 2),371    (110933, 110933, 2),372    (110948, 110951, 2),373    (110960, 111355, 2),374    (113821, 113822, 0),375    (113824, 113827, 0),376    (118528, 118573, 0),377    (118576, 118598, 0),378    (119141, 119145, 0),379    (119149, 119170, 0),380    (119173, 119179, 0),381    (119210, 119213, 0),382    (119362, 119364, 0),383    (121344, 121398, 0),384    (121403, 121452, 0),385    (121461, 121461, 0),386    (121476, 121476, 0),387    (121499, 121503, 0),388    (121505, 121519, 0),389    (122880, 122886, 0),390    (122888, 122904, 0),391    (122907, 122913, 0),392    (122915, 122916, 0),393    (122918, 122922, 0),394    (123023, 123023, 0),395    (123184, 123190, 0),396    (123566, 123566, 0),397    (123628, 123631, 0),398    (124140, 124143, 0),399    (125136, 125142, 0),400    (125252, 125258, 0),401    (126980, 126980, 2),402    (127183, 127183, 2),403    (127374, 127374, 2),404    (127377, 127386, 2),405    (127488, 127490, 2),406    (127504, 127547, 2),407    (127552, 127560, 2),408    (127568, 127569, 2),409    (127584, 127589, 2),410    (127744, 127776, 2),411    (127789, 127797, 2),412    (127799, 127868, 2),413    (127870, 127891, 2),414    (127904, 127946, 2),415    (127951, 127955, 2),416    (127968, 127984, 2),417    (127988, 127988, 2),418    (127992, 127994, 2),419    (127995, 127999, 0),420    (128000, 128062, 2),421    (128064, 128064, 2),422    (128066, 128252, 2),423    (128255, 128317, 2),424    (128331, 128334, 2),425    (128336, 128359, 2),426    (128378, 128378, 2),427    (128405, 128406, 2),428    (128420, 128420, 2),429    (128507, 128591, 2),430    (128640, 128709, 2),431    (128716, 128716, 2),432    (128720, 128722, 2),433    (128725, 128727, 2),434    (128732, 128735, 2),435    (128747, 128748, 2),436    (128756, 128764, 2),437    (128992, 129003, 2),438    (129008, 129008, 2),439    (129292, 129338, 2),440    (129340, 129349, 2),441    (129351, 129535, 2),442    (129648, 129660, 2),443    (129664, 129672, 2),444    (129680, 129725, 2),445    (129727, 129733, 2),446    (129742, 129755, 2),447    (129760, 129768, 2),448    (129776, 129784, 2),449    (131072, 196605, 2),450    (196608, 262141, 2),451    (917505, 917505, 0),452    (917536, 917631, 0),453    (917760, 917999, 0),454]455