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CyberMycha Extra 2002 March
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super1karting
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Fulbeck
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1,219 lines
8 ;Number of splines..
73 ;Number of points in spline 0.
225,8,662
1161,8,1148
1867,8,1943
3073,8,2050
4345,8,2090
5618,8,2144
6891,8,2150
8161,8,2056
9331,8,1570
10212,8,678
10424,8,-565
10150,8,-1805
9299,8,-2705
8131,8,-3187
6858,8,-3219
5585,8,-3230
4311,8,-3241
3038,8,-3252
1764,8,-3263
491,8,-3273
-780,8,-3217
-2036,8,-3020
-3258,8,-2233
-4503,8,-2023
-5772,8,-1941
-7009,8,-1892
-8253,8,-2077
-9061,8,-3474
-10424,8,-3680
-11229,8,-2897
-11944,8,-1870
-13195,8,-1635
-14468,8,-1615
-15742,8,-1645
-16644,8,-2332
-16736,8,-3592
-16712,8,-5043
-16694,8,-6254
-16981,8,-7321
-18248,8,-7348
-18665,8,-6388
-18745,8,-5100
-18747,8,-3859
-18754,8,-2593
-18770,8,-1303
-18786,8,-14
-18803,8,1187
-18819,8,2308
-18814,8,3366
-18868,8,4375
-19493,8,5316
-20582,8,5809
-20588,8,6878
-19423,8,7246
-18149,8,7264
-16960,8,6986
-16773,8,5749
-16809,8,4476
-16776,8,3204
-16390,8,2006
-15270,8,1485
-14013,8,1611
-12838,8,2046
-11565,8,2097
-10291,8,2103
-9018,8,2110
-7744,8,2116
-6471,8,2120
-5197,8,2118
-3924,8,2109
-2650,8,2091
-1533,8,1985
-750,8,1174
73 ;Number of points in spline 1.
229,8,1011
945,8,1423
1717,8,2259
3052,8,2399
4332,8,2439
5609,8,2493
6903,8,2499
8241,8,2396
9526,8,1860
10523,8,837
10773,8,-574
10459,8,-1968
9496,8,-2994
8203,8,-3530
6863,8,-3569
5588,8,-3580
4314,8,-3591
3041,8,-3602
1766,8,-3613
484,8,-3623
-815,8,-3566
-2166,8,-3346
-3390,8,-2558
-4544,8,-2371
-5791,8,-2291
-6990,8,-2242
-8040,8,-2355
-8854,8,-3755
-10515,8,-4020
-11498,8,-3123
-12134,8,-2165
-13231,8,-1984
-14467,8,-1965
-15633,8,-1978
-16334,8,-2491
-16388,8,-3601
-16364,8,-5038
-16348,8,-6295
-16780,8,-7608
-18418,8,-7655
-19007,8,-6464
-19095,8,-5112
-19097,8,-3861
-19104,8,-2597
-19120,8,-1308
-19136,8,-19
-19153,8,1182
-19169,8,2306
-19164,8,3357
-19199,8,4259
-19718,8,5047
-20869,8,5608
-20861,8,7097
-19478,8,7590
-18113,8,7611
-16701,8,7221
-16424,8,5770
-16459,8,4475
-16431,8,3262
-16127,8,2236
-15213,8,1830
-14092,8,1952
-12907,8,2389
-11573,8,2446
-10293,8,2453
-9020,8,2460
-7746,8,2466
-6472,8,2470
-5196,8,2468
-3921,8,2458
-2632,8,2440
-1381,8,2300
-540,8,1453
73 ;Number of points in spline 2.
221,8,313
1377,8,873
2017,8,1627
3094,8,1701
4358,8,1741
5627,8,1795
6879,8,1801
8081,8,1716
9136,8,1280
9901,8,519
10075,8,-556
9841,8,-1642
9102,8,-2416
8059,8,-2844
6853,8,-2869
5582,8,-2880
4308,8,-2891
3035,8,-2902
1762,8,-2913
498,8,-2923
-745,8,-2868
-1906,8,-2694
-3126,8,-1908
-4462,8,-1675
-5753,8,-1591
-7028,8,-1542
-8466,8,-1799
-9268,8,-3193
-10333,8,-3340
-10960,8,-2671
-11754,8,-1575
-13159,8,-1286
-14469,8,-1265
-15851,8,-1312
-16954,8,-2173
-17084,8,-3583
-17060,8,-5048
-17040,8,-6213
-17182,8,-7034
-18078,8,-7041
-18323,8,-6312
-18395,8,-5088
-18397,8,-3857
-18404,8,-2589
-18420,8,-1298
-18436,8,-9
-18453,8,1192
-18469,8,2310
-18464,8,3375
-18537,8,4491
-19268,8,5585
-20295,8,6010
-20315,8,6659
-19368,8,6902
-18185,8,6917
-17219,8,6751
-17122,8,5728
-17159,8,4477
-17121,8,3146
-16653,8,1776
-15327,8,1140
-13934,8,1270
-12769,8,1703
-11557,8,1748
-10289,8,1753
-9016,8,1760
-7742,8,1766
-6470,8,1770
-5198,8,1768
-3927,8,1760
-2668,8,1742
-1685,8,1670
-960,8,895
73 ;Number of points in spline 3.
235,8,1411
699,8,1740
1245,8,3168
2971,8,3288
4293,8,3263
5600,8,2893
6916,8,2899
8334,8,2787
9749,8,2192
10879,8,1019
11173,8,-584
10813,8,-2154
9720,8,-3322
8285,8,-3920
6870,8,-3969
5591,8,-3980
4317,8,-3991
3040,8,-4478
1769,8,-4468
457,8,-4436
-916,8,-4403
-2585,8,-4360
-4103,8,-4324
-4768,8,-4297
-5894,8,-4257
-6889,8,-4088
-7308,8,-3338
-8395,8,-4387
-10668,8,-4587
-11977,8,-3525
-12455,8,-2664
-13285,8,-2502
-14467,8,-2484
-15450,8,-2540
-15704,8,-2830
-15645,8,-3625
-15530,8,-5036
-15131,8,-6456
-16227,8,-8403
-18801,8,-8342
-20087,8,-6720
-20153,8,-5203
-19805,8,-3882
-19833,8,-2621
-19866,8,-1352
-19893,8,-62
-19917,8,1144
-19940,8,2261
-19912,8,3302
-19902,8,4012
-20140,8,4543
-21406,8,5229
-21373,8,7505
-19559,8,8039
-18071,8,8062
-16302,8,7572
-15838,8,5790
-15786,8,4448
-15759,8,3373
-15618,8,2672
-15130,8,2327
-14228,8,2478
-13111,8,3206
-11621,8,3351
-10324,8,3329
-9047,8,3308
-7769,8,3293
-6489,8,3262
-5195,8,3260
-3918,8,3250
-2598,8,3218
-1039,8,3008
-300,8,1773
73 ;Number of points in spline 4.
209,8,-325
1642,8,504
2200,8,1100
3098,8,1104
4387,8,-39
5647,8,-195
6766,8,-205
7605,8,-254
8103,8,-268
8321,8,-304
8424,8,-527
8152,8,-790
7959,8,-806
7583,8,-799
6785,8,-771
5551,8,-751
4290,8,-720
2988,8,1006
1715,8,311
529,8,-287
-533,8,-535
-1463,8,-1571
-2676,8,-786
-4302,8,-288
-5672,8,-4
-7125,8,157
-8938,8,-1188
-9887,8,-2354
-10086,8,-2413
-10345,8,-2154
-11320,8,-889
-13122,8,-712
-14475,8,-671
-16066,8,-748
-17432,8,-1943
-17598,8,-3570
-17577,8,-5056
-17705,8,-6134
-17593,8,-6450
-17737,8,-6426
-17760,8,-6188
-17798,8,-5069
-17806,8,-3855
-17815,8,-2584
-17831,8,-1291
-17847,8,-1
-17871,8,1201
-17901,8,2313
-17938,8,3387
-18027,8,4668
-18916,8,6006
-19893,8,6292
-19961,8,6373
-19293,8,6430
-18241,8,6389
-18152,8,5877
-18120,8,5629
-17937,8,4478
-17889,8,3015
-17598,8,942
-15494,8,192
-13749,8,247
-12603,8,748
-11560,8,949
-10291,8,922
-9018,8,913
-7744,8,889
-6471,8,871
-5219,8,850
-3950,8,836
-2739,8,804
-2194,8,620
-1468,8,216
73 ;Number of points in spline 5.
251,8,-70
1195,8,1049
1896,8,1799
3125,8,1875
4352,8,1914
5622,8,1968
6875,8,1974
8092,8,1891
9189,8,1451
10057,8,595
10248,8,-577
9998,8,-1715
9175,8,-2576
8055,8,-3043
6846,8,-3042
5581,8,-3065
4308,8,-3091
3037,8,-3111
1765,8,-3116
497,8,-3097
-760,8,-3042
-2000,8,-2848
-3212,8,-2488
-4480,8,-2244
-5765,8,-2191
-7018,8,-2150
-8382,8,-2230
-9296,8,-3001
-9717,8,-3622
-11176,8,-3093
-11774,8,-2240
-13186,8,-2176
-14402,8,-2157
-15676,8,-2154
-16786,8,-3017
-16904,8,-4332
-16886,8,-5575
-16877,8,-6619
-16941,8,-6495
-18398,8,-6391
-18552,8,-6733
-18544,8,-5798
-18557,8,-4536
-18570,8,-3263
-18583,8,-1989
-18597,8,-716
-18614,8,557
-18635,8,1831
-18659,8,3091
-18681,8,4370
-19436,8,5497
-19619,8,5387
-19026,8,7032
-19178,8,7117
-18360,8,7122
-17043,8,6810
-16951,8,5585
-16985,8,4482
-16959,8,3223
-16540,8,1910
-15251,8,1303
-13937,8,1449
-12813,8,1920
-11555,8,1921
-10290,8,1927
-9017,8,1934
-7744,8,1940
-6471,8,1944
-5198,8,1942
-3926,8,1933
-2713,8,1917
-1453,8,1808
-826,8,1006
73 ;Number of points in spline 6.
260,8,-582
1549,8,680
2101,8,1330
3132,8,1363
4371,8,1402
5634,8,1456
6862,8,1462
7988,8,1390
8925,8,1012
9600,8,363
9736,8,-556
9543,8,-1481
8895,8,-2148
7970,8,-2538
6844,8,-2530
5571,8,-2553
4299,8,-2579
3032,8,-2599
1768,8,-2604
512,8,-2585
-710,8,-2532
-1886,8,-2349
-3092,8,-1990
-4420,8,-1736
-5746,8,-1679
-7036,8,-1638
-8567,8,-1752
-9654,8,-2635
-9993,8,-3191
-10764,8,-2790
-11552,8,-1779
-13156,8,-1665
-14412,8,-1645
-15873,8,-1681
-17223,8,-2750
-17414,8,-4291
-17398,8,-5581
-17387,8,-6665
-17357,8,-6794
-18017,8,-6733
-18042,8,-6779
-18032,8,-5798
-18045,8,-4531
-18058,8,-3258
-18071,8,-1984
-18085,8,-710
-18102,8,565
-18123,8,1840
-18147,8,3110
-18199,8,4543
-19101,8,5884
-19645,8,5898
-19341,8,6629
-19225,8,6607
-18328,8,6611
-17449,8,6499
-17461,8,5631
-17497,8,4480
-17459,8,3113
-16916,8,1563
-15359,8,802
-13829,8,948
-12709,8,1419
-11558,8,1409
-10287,8,1415
-9014,8,1422
-7742,8,1428
-6471,8,1432
-5200,8,1430
-3931,8,1421
-2714,8,1405
-1695,8,1357
-1170,8,627
0 ;Number of points in spline 7.
;Piece #, num divisions, # parts
73 ; Number of Pieces..
0,4
Mob1 2
Mob60 2
Mob59 2
Mob48 2
1,1,0,0,0,0,0,0
1,3
Mob1 2
Mob4 2
Mob61 2
1,1,0,0,0,0,0,0
2,4
Mob1 2
Mob4 2
Mob61 2
Mob62 2
1,1,0,0,0,0,0,0
3,4
Mob1 0
Mob4 0
Mob5 0
Mob62 0
1,1,0,0,0,0,0,0
4,5
Mob1 0
Mob4 0
Mob5 0
Mob48 0
Mob62 0
1,1,0,0,0,0,0,0
5,5
Mob1 0
Mob4 0
Mob5 0
Mob18 0
Mob30 0
1,1,0,0,0,0,0,0
6,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
7,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
8,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
9,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
10,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
11,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
12,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
13,5
Mob1 2
Mob4 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
14,6
Mob1 0
Mob4 0
Mob5 0
Mob14 0
Mob18 0
Mob30 0
1,1,0,0,0,0,0,0
15,6
Mob1 0
Mob4 0
Mob5 0
Mob14 0
Mob18 0
Mob30 0
1,1,0,0,0,0,0,0
16,5
Mob1 0
Mob4 0
Mob5 0
Mob2 0
Mob30 0
1,1,0,0,0,0,0,0
17,5
Mob1 0
Mob4 0
Mob5 0
Mob2 0
Mob30 0
1,1,0,0,0,0,0,0
18,5
Mob1 0
Mob4 0
Mob5 0
Mob2 0
Mob30 0
1,1,0,0,0,0,0,0
19,5
Mob1 0
Mob4 0
Mob5 0
Mob2 1
Mob30 0
1,1,0,0,0,0,0,0
20,5
Mob1 2
Mob4 2
Mob5 2
Mob2 2
Mob30 2
1,1,0,0,0,0,0,0
21,7
Mob1 2
Mob4 2
Mob5 2
Mob19 2
Mob2 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
22,7
Mob1 2
Mob4 2
Mob5 2
Mob19 2
Mob2 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
23,7
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob2 0
Mob30 0
Mob29 0
1,1,0,0,0,0,0,0
24,7
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob2 0
Mob30 0
Mob29 0
1,1,0,0,0,0,0,0
25,6
Mob1 2
Mob60 2
Mob5 2
Mob2 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
26,6
Mob1 2
Mob60 2
Mob5 2
Mob2 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
27,6
Mob1 2
Mob4 2
Mob5 2
Mob2 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
28,6
Mob1 2
Mob4 2
Mob5 2
Mob18 2
Mob28 2
Mob29 0
1,1,0,0,0,0,0,0
29,6
Mob1 2
Mob60 2
Mob5 2
Mob18 2
Mob28 2
Mob29 0
1,1,0,0,0,0,0,0
30,6
Mob1 2
Mob60 2
Mob5 2
Mob18 2
Mob28 2
Mob29 0
1,1,0,0,0,0,0,0
31,6
Mob1 0
Mob4 0
Mob5 0
Mob18 0
Mob28 0
Mob29 0
1,1,0,0,0,0,0,0
32,6
Mob1 2
Mob4 2
Mob5 2
Mob18 2
Mob28 2
Mob29 0
1,1,0,0,0,0,0,0
33,7
Mob1 2
Mob60 2
Mob5 2
Mob18 2
Mob49 2
Mob28 2
Mob29 0
1,1,0,0,0,0,0,0
34,6
Mob1 2
Mob58 2
Mob5 2
Mob49 2
Mob28 2
Mob18 0
1,1,0,0,0,0,0,0
35,6
Mob1 1
Mob58 0
Mob5 0
Mob49 0
Mob28 0
Mob18 0
1,1,0,0,0,0,0,0
36,5
Mob1 0
Mob58 0
Mob5 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
37,5
Mob1 2
Mob58 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
38,5
Mob1 2
Mob58 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
39,5
Mob1 2
Mob58 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
40,6
Mob1 2
Mob58 2
Mob5 2
Mob19 2
Mob30 2
Mob18 0
1,1,0,0,0,0,0,0
41,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
42,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
43,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
44,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
45,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
46,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
47,6
Mob1 0
Mob58 0
Mob5 0
Mob19 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
48,6
Mob1 2
Mob58 2
Mob5 2
Mob19 2
Mob30 2
Mob18 0
1,1,0,0,0,0,0,0
49,5
Mob1 2
Mob58 2
Mob5 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
50,6
Mob1 2
Mob60 2
Mob5 2
Mob18 2
Mob49 2
Mob30 2
1,1,0,0,0,0,0,0
51,5
Mob1 2
Mob58 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
52,5
Mob1 2
Mob8 2
Mob61 2
Mob49 2
Mob44 2
1,1,0,0,0,0,0,0
53,6
Mob1 0
Mob58 0
Mob5 0
Mob42 0
Mob49 0
Mob44 0
1,1,0,0,0,0,0,0
54,4
Mob1 2
Mob8 2
Mob61 2
Mob44 2
1,1,0,0,0,0,0,0
55,5
Mob1 2
Mob4 2
Mob61 2
Mob30 2
Mob18 2
1,1,0,0,0,0,0,0
56,5
Mob1 0
Mob4 0
Mob5 0
Mob30 0
Mob18 0
1,1,0,0,0,0,0,0
57,5
Mob1 2
Mob4 2
Mob5 2
Mob30 2
Mob18 0
1,1,0,0,0,0,0,0
58,4
Mob1 2
Mob60 2
Mob5 2
Mob30 2
1,1,0,0,0,0,0,0
59,6
Mob1 2
Mob60 2
Mob5 2
Mob19 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
60,6
Mob1 2
Mob60 2
Mob5 2
Mob19 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
61,6
Mob1 2
Mob4 2
Mob61 2
Mob19 2
Mob30 2
Mob29 0
1,1,0,0,0,0,0,0
62,6
Mob1 2
Mob4 2
Mob61 2
Mob19 2
Mob62 2
Mob29 0
1,1,0,0,0,0,0,0
63,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
64,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
65,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
66,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
67,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
68,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
69,6
Mob1 0
Mob4 0
Mob5 0
Mob19 0
Mob62 0
Mob29 0
1,1,0,0,0,0,0,0
70,5
Mob1 2
Mob4 2
Mob61 2
Mob62 2
Mob29 0
1,1,0,0,0,0,0,0
71,4
Mob1 2
Mob4 2
Mob61 2
Mob29 0
1,1,0,0,0,0,0,0
72,4
Mob1 2
Mob60 2
Mob59 2
Mob48 2
1,1,0,0,0,0,0,0
;Now for pit lane flags..
0 ;Section 0
0 ;Section 1
0 ;Section 2
0 ;Section 3
0 ;Section 4
0 ;Section 5
0 ;Section 6
0 ;Section 7
0 ;Section 8
0 ;Section 9
0 ;Section 10
0 ;Section 11
0 ;Section 12
0 ;Section 13
0 ;Section 14
0 ;Section 15
0 ;Section 16
0 ;Section 17
0 ;Section 18
0 ;Section 19
0 ;Section 20
0 ;Section 21
0 ;Section 22
0 ;Section 23
0 ;Section 24
0 ;Section 25
0 ;Section 26
0 ;Section 27
0 ;Section 28
0 ;Section 29
0 ;Section 30
0 ;Section 31
0 ;Section 32
0 ;Section 33
0 ;Section 34
0 ;Section 35
0 ;Section 36
0 ;Section 37
0 ;Section 38
0 ;Section 39
0 ;Section 40
0 ;Section 41
0 ;Section 42
0 ;Section 43
0 ;Section 44
0 ;Section 45
0 ;Section 46
0 ;Section 47
0 ;Section 48
0 ;Section 49
0 ;Section 50
0 ;Section 51
0 ;Section 52
0 ;Section 53
0 ;Section 54
0 ;Section 55
0 ;Section 56
0 ;Section 57
0 ;Section 58
0 ;Section 59
0 ;Section 60
0 ;Section 61
0 ;Section 62
0 ;Section 63
0 ;Section 64
0 ;Section 65
0 ;Section 66
0 ;Section 67
0 ;Section 68
0 ;Section 69
0 ;Section 70
0 ;Section 71
0 ;Section 72