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CyberMycha Extra 2002 March
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super1karting
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Data
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rowrah.spl
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2000-03-28
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1,295 lines
8 ;Number of splines..
81 ;Number of points in spline 0.
-10473,0,-29
-9187,-2,-8
-7902,-5,25
-6617,-6,33
-5334,0,-35
-4089,37,-327
-3083,88,-976
-2385,129,-1833
-1880,148,-2720
-1342,151,-3608
-335,201,-4305
878,230,-4734
2042,259,-4968
3010,272,-5559
3884,230,-6499
4693,183,-7498
5501,132,-8496
6381,80,-9430
7502,33,-9335
7403,51,-8103
6752,79,-7005
5933,129,-6016
5103,181,-5036
4272,232,-4056
3419,277,-3105
3250,286,-1838
3985,280,-1072
5174,277,-1533
6086,232,-2435
6945,181,-3389
7678,129,-4444
8362,79,-5532
9036,51,-6627
9707,39,-7723
10384,33,-8816
11079,24,-9897
11810,7,-10954
12581,-1,-11981
13205,0,-13064
12603,0,-14183
11483,0,-14275
10380,0,-13881
9364,0,-14114
8397,0,-13778
7472,0,-12886
6476,0,-11839
5326,0,-11177
4186,0,-10673
3040,0,-10308
1714,0,-10192
256,0,-10224
-1134,0,-10556
-2502,0,-10843
-3841,0,-11048
-5036,0,-10691
-5607,0,-9557
-5832,0,-8292
-6045,0,-7024
-6258,0,-5756
-6556,0,-4516
-7475,0,-3739
-8751,0,-3842
-9969,0,-4249
-11106,0,-4845
-12169,0,-5567
-13234,0,-6287
-14353,0,-6917
-15559,0,-7352
-16842,0,-7343
-18070,0,-6990
-19126,0,-6264
-19783,0,-5182
-19865,0,-3903
-19669,0,-2635
-19055,0,-1520
-18058,0,-714
-16882,0,-207
-15613,0,-18
-14328,0,27
-13043,0,17
-11758,0,-12
81 ;Number of points in spline 1.
-10474,0,321
-9195,-2,341
-7908,-5,374
-6609,-6,381
-5285,0,310
-3955,37,-7
-2853,88,-715
-2098,129,-1635
-1581,148,-2545
-1094,151,-3366
-179,201,-3996
971,230,-4399
2167,259,-4644
3232,272,-5292
4146,230,-6272
4963,183,-7280
5763,132,-8267
6515,80,-9109
7224,33,-9122
7068,51,-8211
6465,79,-7207
5664,129,-6241
4836,181,-5263
4008,232,-4286
3101,277,-3252
2788,286,-1710
3890,280,-475
5535,277,-977
6486,232,-2053
7218,181,-3173
7968,129,-4253
8658,79,-5348
9333,51,-6445
10004,39,-7541
10678,33,-8631
11369,24,-9704
12092,7,-10751
12872,-1,-11789
13555,0,-13061
12951,0,-14679
11374,0,-15071
10358,0,-14168
9332,0,-14721
8063,0,-14292
7223,0,-13133
6257,0,-12114
5167,0,-11489
4061,0,-11002
2973,0,-10652
1703,0,-10542
300,0,-10572
-1058,0,-10898
-2440,0,-11188
-3862,0,-11398
-5347,0,-11059
-6064,0,-9711
-6177,0,-8352
-6391,0,-7082
-6601,0,-5826
-6856,0,-4697
-7578,0,-4074
-8681,0,-4185
-9832,0,-4572
-10927,0,-5146
-11973,0,-5857
-13050,0,-6585
-14208,0,-7236
-15500,0,-7697
-16892,0,-7690
-18220,0,-7307
-19381,0,-6505
-20118,0,-5287
-20215,0,-3888
-20001,0,-2523
-19324,0,-1296
-18240,0,-415
-16978,0,129
-15645,0,330
-14333,0,376
-13038,0,366
-11752,0,337
81 ;Number of points in spline 2.
-10472,0,-379
-9179,-2,-357
-7896,-5,-324
-6625,-6,-315
-5383,0,-380
-4223,37,-647
-3313,88,-1237
-2672,129,-2031
-2179,148,-2895
-1590,151,-3850
-491,201,-4614
785,230,-5069
1917,259,-5292
2788,272,-5826
3622,230,-6726
4423,183,-7716
5239,132,-8725
6247,80,-9751
7779,33,-9547
8035,51,-7899
7212,79,-6681
6274,129,-5731
5370,181,-4809
4536,232,-3826
3737,277,-2958
3588,286,-1931
4040,280,-1416
4985,277,-1825
5834,232,-2675
6672,181,-3605
7388,129,-4635
8066,79,-5716
8739,51,-6809
9410,39,-7905
10090,33,-9001
10789,24,-10090
11528,7,-11157
12290,-1,-12173
12855,0,-13067
12476,0,-14001
11513,0,-14056
10426,0,-13278
9383,0,-13764
8588,0,-13484
7721,0,-12639
6695,0,-11564
5572,0,-10694
4378,0,-10168
3144,0,-9775
1731,0,-9650
188,0,-9686
-1252,0,-10027
-2564,0,-10498
-3820,0,-10698
-4810,0,-10423
-5273,0,-9446
-5487,0,-8232
-5699,0,-6966
-5915,0,-5686
-6256,0,-4335
-7336,0,-3282
-8873,0,-3251
-10210,0,-3693
-11285,0,-4544
-12365,0,-5277
-13418,0,-5989
-14498,0,-6598
-15618,0,-7007
-16792,0,-6996
-17920,0,-6673
-18871,0,-6023
-19448,0,-5077
-19515,0,-3918
-19337,0,-2747
-18786,0,-1744
-17876,0,-1013
-16786,0,-543
-15581,0,-366
-14323,0,-322
-13048,0,-332
-11764,0,-361
81 ;Number of points in spline 3.
-10480,0,529
-9205,-2,549
-7916,-5,582
-6609,-6,589
-5261,0,509
-3753,37,481
-2382,88,-185
-1306,129,-1089
-473,148,-1893
0,151,-2300
517,201,-2625
1317,230,-3159
2449,259,-3917
3462,272,-5015
4379,230,-6070
5201,183,-7087
5995,132,-8065
6634,80,-8825
6907,33,-8878
6846,51,-8283
6287,79,-7333
5510,129,-6371
4660,181,-5411
3779,232,-4486
2667,277,-3452
1908,286,-1465
3770,280,279
5924,277,-377
6923,232,-1636
7530,181,-2925
8302,129,-4032
9963,79,-4536
10760,51,-5569
11430,39,-6662
11989,33,-7804
11702,24,-9482
12880,7,-10189
13895,-1,-11115
14659,0,-13050
13476,0,-15426
11336,0,-15352
10335,0,-14471
9298,0,-15377
7703,0,-14846
6939,0,-13414
6008,0,-12426
4749,0,-12309
3736,0,-11857
2870,0,-11182
1693,0,-10878
368,0,-11104
-857,0,-11791
-2276,0,-12090
-3918,0,-12309
-5983,0,-11806
-6991,0,-10026
-7213,0,-8531
-7426,0,-7260
-7624,0,-6037
-7750,0,-5245
-7906,0,-5139
-8507,0,-5083
-9406,0,-5590
-10369,0,-6104
-11364,0,-6782
-12477,0,-7530
-13943,0,-7843
-15401,0,-8356
-16998,0,-8350
-18511,0,-7909
-19680,0,-6789
-20515,0,-5416
-20615,0,-3879
-20389,0,-2400
-19639,0,-1047
-18455,0,-82
-17092,0,505
-15665,0,531
-14337,0,584
-13040,0,574
-11750,0,545
81 ;Number of points in spline 4.
-10473,0,-1739
-9159,-2,-1717
-7894,-5,-1684
-6667,-6,-1675
-5593,0,-1739
-4755,37,-1920
-4395,88,-2448
-4220,129,-3109
-3814,148,-3856
-2584,151,-4819
-1120,201,-5854
464,230,-6220
1518,259,-6323
2242,272,-6484
2804,230,-7437
3602,183,-8382
4834,132,-9079
6042,80,-10238
8196,33,-9869
8761,51,-7666
8021,79,-6111
7184,129,-4968
6204,181,-4103
4837,232,-3564
4101,277,-2791
3973,286,-2039
4103,280,-1811
4451,277,-2648
5121,232,-3356
6356,181,-3856
7143,129,-4798
7924,79,-5804
8602,51,-6893
8904,39,-8217
8149,33,-10227
8456,24,-11647
9836,7,-12377
11357,-1,-12790
12207,0,-13073
11880,0,-13153
11652,0,-13033
10476,0,-12629
9456,0,-12357
9354,0,-12304
8503,0,-11864
6944,0,-11252
5750,0,-10345
4742,0,-9211
3399,0,-8465
1787,0,-7782
-81,0,-7585
-1729,0,-7900
-3042,0,-7868
-3745,0,-9228
-3855,0,-9301
-3815,0,-8960
-3202,0,-7864
-3488,0,-6619
-3735,0,-5268
-5462,0,-3867
-7126,0,-2557
-9036,0,-2509
-10535,0,-2972
-11625,0,-3988
-12589,0,-4946
-14142,0,-4847
-15076,0,-5375
-15855,0,-5675
-16606,0,-5663
-17352,0,-5464
-17899,0,-5096
-18160,0,-4680
-18174,0,-3985
-18066,0,-3196
-17763,0,-2639
-17178,0,-2188
-16428,0,-1866
-15477,0,-1732
-14325,0,-1682
-13072,0,-1692
-11809,0,-1721
81 ;Number of points in spline 5.
-10473,0,-205
-9183,-2,-184
-7899,-5,-151
-6625,-6,-143
-5382,0,-206
-4191,37,-475
-3215,88,-1221
-2604,129,-2316
-2514,148,-3451
-2201,151,-4813
-804,201,-5269
435,230,-5270
1642,259,-5255
2823,272,-5640
3643,230,-6543
4434,183,-7520
5221,132,-8494
5999,80,-9444
7584,33,-9279
7418,51,-7840
6764,79,-6802
5945,129,-5814
5115,181,-4834
4297,232,-3868
3546,277,-3098
3551,286,-2786
5030,280,-1873
5109,277,-1713
5845,232,-2477
6686,181,-3411
7410,129,-4455
8091,79,-5537
8764,51,-6631
9435,39,-7728
10113,33,-8822
10810,24,-9906
11545,7,-10969
12248,-1,-11904
12779,0,-12497
12218,0,-14496
11210,0,-14000
10222,0,-13514
9486,0,-14220
8037,0,-13760
7508,0,-12571
6456,0,-11731
5319,0,-11091
4141,0,-10570
2783,0,-10180
1287,0,-10077
-117,0,-10295
-1366,0,-10574
-2569,0,-10829
-3723,0,-10887
-4912,0,-10565
-5466,0,-9409
-5660,0,-8256
-5871,0,-6996
-6081,0,-5744
-6368,0,-4482
-7465,0,-3556
-8823,0,-3677
-10042,0,-4088
-11199,0,-4696
-12268,0,-5421
-13323,0,-6136
-14412,0,-6750
-15579,0,-7177
-16820,0,-7169
-17980,0,-6837
-18979,0,-6162
-19624,0,-5098
-19689,0,-3897
-19508,0,-2710
-18914,0,-1626
-17956,0,-859
-16823,0,-374
-15590,0,-193
-14324,0,-149
-13046,0,-159
-11761,0,-188
81 ;Number of points in spline 6.
-10472,0,-717
-9172,-2,-696
-7891,-5,-663
-6635,-6,-655
-5443,0,-714
-4397,37,-943
-3602,88,-1555
-3098,129,-2448
-3014,148,-3562
-2571,151,-5167
-918,201,-5768
434,230,-5782
1590,259,-5764
2529,272,-6059
3250,230,-6870
4037,183,-7842
4849,132,-8845
5897,80,-9946
7957,33,-9629
7921,51,-7744
7187,79,-6514
6338,129,-5486
5505,181,-4503
4675,232,-3524
3966,277,-2806
3918,286,-2429
4540,280,-2021
4754,277,-2082
5471,232,-2826
6285,181,-3728
6983,129,-4736
7656,79,-5807
8328,51,-6899
8999,39,-7996
9680,33,-9095
10384,24,-10190
11130,7,-11268
11853,-1,-12229
12330,0,-12739
11871,0,-13627
11395,0,-13523
10184,0,-13003
9378,0,-13720
8723,0,-13024
7841,0,-12182
6679,0,-11270
5248,0,-10924
3931,0,-10757
2627,0,-10645
1326,0,-10574
32,0,-10527
-1250,0,-10488
-2522,0,-10440
-3678,0,-10377
-4587,0,-10170
-4967,0,-9294
-5155,0,-8172
-5366,0,-6911
-5582,0,-5630
-5948,0,-4189
-7294,0,-3074
-8907,0,-3172
-10241,0,-3616
-11461,0,-4256
-12555,0,-4997
-13594,0,-5701
-14632,0,-6288
-15670,0,-6673
-16745,0,-6662
-17769,0,-6371
-18617,0,-5800
-19131,0,-4961
-19178,0,-3927
-19020,0,-2866
-18525,0,-1959
-17697,0,-1300
-16688,0,-868
-15547,0,-703
-14318,0,-661
-13054,0,-671
-11770,0,-700
0 ;Number of points in spline 7.
;Piece #, num divisions, # parts
81 ; Number of Pieces..
0,5
Mob1 0
Mob4 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
1,5
Mob1 0
Mob4 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
2,5
Mob1 0
Mob4 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
3,5
Mob1 2
Mob4 2
Mob5 2
Mob56 2
Mob42 2
1,1,0,0,0,0,0,0
4,5
Mob1 2
Mob4 2
Mob61 2
Mob56 2
Mob42 2
1,1,0,0,0,0,0,0
5,5
Mob1 2
Mob4 2
Mob61 2
Mob56 2
Mob42 2
1,1,0,0,0,0,0,0
6,5
Mob1 2
Mob4 2
Mob61 2
Mob56 2
Mob42 2
1,1,0,0,0,0,0,0
7,5
Mob1 2
Mob4 2
Mob5 2
Mob56 2
Mob42 2
1,1,0,0,0,0,0,0
8,4
Mob1 2
Mob4 2
Mob5 2
Mob42 2
1,1,0,0,0,0,0,0
9,5
Mob1 2
Mob60 2
Mob5 2
Mob42 2
Mob17 2
1,1,0,0,0,0,0,0
10,5
Mob1 2
Mob60 2
Mob5 2
Mob42 2
Mob17 2
1,1,0,0,0,0,0,0
11,5
Mob1 2
Mob4 2
Mob61 2
Mob42 2
Mob17 2
1,1,0,0,0,0,0,0
12,5
Mob1 2
Mob4 2
Mob61 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
13,4
Mob1 2
Mob14 2
Mob61 2
Mob16 2
1,1,0,0,0,0,0,0
14,4
Mob1 0
Mob14 0
Mob5 0
Mob16 0
1,1,0,0,0,0,0,0
15,5
Mob1 0
Mob4 0
Mob5 0
Mob16 0
Mob17 0
1,1,0,0,0,0,0,0
16,5
Mob1 2
Mob4 2
Mob5 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
17,5
Mob1 2
Mob60 2
Mob7 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
18,5
Mob1 2
Mob60 2
Mob7 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
19,5
Mob1 2
Mob4 2
Mob15 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
20,5
Mob1 2
Mob4 2
Mob15 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
21,5
Mob1 0
Mob4 0
Mob5 0
Mob16 0
Mob17 0
1,1,0,0,0,0,0,0
22,5
Mob1 0
Mob4 0
Mob5 0
Mob16 0
Mob17 0
1,1,0,0,0,0,0,0
23,5
Mob1 2
Mob4 2
Mob5 2
Mob16 2
Mob17 2
1,1,0,0,0,0,0,0
24,4
Mob1 2
Mob4 2
Mob5 2
Mob18 2
1,1,0,0,0,0,0,0
25,5
Mob1 2
Mob58 2
Mob61 2
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
26,5
Mob1 2
Mob58 2
Mob61 2
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
27,5
Mob1 2
Mob4 2
Mob5 2
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
28,5
Mob1 2
Mob14 2
Mob5 2
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
29,5
Mob1 0
Mob14 0
Mob5 0
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
30,4
Mob1 0
Mob14 0
Mob5 0
Mob34 2
1,1,0,0,0,0,0,0
31,4
Mob1 0
Mob4 0
Mob5 0
Mob34 2
1,1,0,0,0,0,0,0
32,4
Mob1 0
Mob4 0
Mob5 0
Mob34 2
1,1,0,0,0,0,0,0
33,4
Mob1 0
Mob4 0
Mob5 0
Mob34 2
1,1,0,0,0,0,0,0
34,5
Mob1 0
Mob4 0
Mob5 0
Mob34 2
Mob18 2
1,1,0,0,0,0,0,0
35,6
Mob1 0
Mob4 0
Mob5 0
Mob34 2
Mob18 2
Mob17 0
1,1,0,0,0,0,0,0
36,5
Mob1 0
Mob4 0
Mob5 0
Mob34 0
Mob17 2
1,1,0,0,0,0,0,0
37,6
Mob1 2
Mob4 2
Mob5 2
Mob34 2
Mob18 2
Mob17 2
1,1,0,0,0,0,0,0
38,5
Mob1 2
Mob6 2
Mob61 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
39,5
Mob1 2
Mob6 2
Mob61 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
40,5
Mob1 2
Mob60 2
Mob5 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
41,5
Mob1 2
Mob60 2
Mob5 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
42,5
Mob1 2
Mob4 2
Mob61 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
43,5
Mob1 2
Mob4 2
Mob61 2
Mob52 2
Mob18 2
1,1,0,0,0,0,0,0
44,6
Mob1 2
Mob4 2
Mob5 2
Mob52 2
Mob18 2
Mob17 2
1,1,0,0,0,0,0,0
45,6
Mob1 2
Mob4 2
Mob5 2
Mob34 2
Mob18 2
Mob17 2
1,1,0,0,0,0,0,0
46,4
Mob1 2
Mob4 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
47,4
Mob1 2
Mob4 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
48,4
Mob1 2
Mob4 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
49,4
Mob1 2
Mob4 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
50,4
Mob1 2
Mob4 2
Mob5 2
Mob68 2
1,1,0,0,0,0,0,0
51,5
Mob1 2
Mob4 2
Mob5 2
Mob68 2
Mob17 0
1,1,0,0,0,0,0,0
52,5
Mob1 2
Mob4 2
Mob5 2
Mob68 2
Mob17 0
1,1,0,0,0,0,0,0
53,4
Mob1 2
Mob4 2
Mob61 2
Mob68 2
1,1,0,0,0,0,0,0
54,4
Mob1 2
Mob6 2
Mob61 2
Mob68 2
1,1,0,0,0,0,0,0
55,4
Mob1 2
Mob14 2
Mob5 2
Mob68 2
1,1,0,0,0,0,0,0
56,4
Mob1 0
Mob14 0
Mob5 0
Mob68 0
1,1,0,0,0,0,0,0
57,4
Mob1 0
Mob4 0
Mob5 0
Mob68 0
1,1,0,0,0,0,0,0
58,4
Mob1 2
Mob4 2
Mob5 2
Mob68 2
1,1,0,0,0,0,0,0
59,5
Mob1 2
Mob60 2
Mob5 2
Mob68 2
Mob17 2
1,1,0,0,0,0,0,0
60,5
Mob1 2
Mob60 2
Mob7 2
Mob68 2
Mob17 2
1,1,0,0,0,0,0,0
61,5
Mob1 2
Mob4 2
Mob7 2
Mob68 2
Mob17 2
1,1,0,0,0,0,0,0
62,5
Mob1 2
Mob4 2
Mob15 2
Mob68 2
Mob17 2
1,1,0,0,0,0,0,0
63,5
Mob1 2
Mob4 2
Mob15 2
Mob68 2
Mob17 2
1,1,0,0,0,0,0,0
64,4
Mob1 0
Mob4 0
Mob15 0
Mob68 0
1,1,0,0,0,0,0,0
65,4
Mob1 0
Mob4 0
Mob5 0
Mob68 0
1,1,0,0,0,0,0,0
66,5
Mob1 2
Mob4 2
Mob5 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
67,5
Mob1 2
Mob4 2
Mob5 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
68,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
69,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
70,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
71,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
72,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
73,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
74,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
75,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
76,5
Mob1 2
Mob4 2
Mob61 2
Mob68 2
Mob18 0
4,1,0,0,0,0,0,0
77,5
Mob1 0
Mob14 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
78,5
Mob1 0
Mob14 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
79,5
Mob1 0
Mob14 0
Mob5 0
Mob68 0
Mob18 0
1,1,0,0,0,0,0,0
80,5
Mob1 0
Mob4 0
Mob5 0
Mob68 0
Mob18 0
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
0 ;Section 73
0 ;Section 74
0 ;Section 75
0 ;Section 76
0 ;Section 77
0 ;Section 78
0 ;Section 79
0 ;Section 80