home
***
CD-ROM
|
disk
|
FTP
|
other
***
search
/
CyberMycha Extra 2002 March
/
CMEXTRA4.iso
/
super1karting
/
Data
/
Nutts
/
nutts.spl
< prev
next >
Wrap
Text File
|
2000-03-28
|
16KB
|
1,275 lines
8 ;Number of splines..
79 ;Number of points in spline 0.
3275,-16,4197
4557,-13,3938
5839,-10,3678
7120,-7,3419
8402,-4,3159
9685,0,2900
10725,0,2554
10889,0,1416
10537,0,186
10113,0,-1049
9689,0,-2288
9265,0,-3524
8841,0,-4762
8418,0,-5999
7987,0,-7234
7491,0,-8479
6765,0,-9338
5493,0,-9382
4463,0,-8592
3648,0,-7570
2716,-3,-6964
1667,23,-7325
624,51,-8221
-480,75,-8778
-1815,99,-9150
-3121,107,-9193
-4431,115,-9165
-5738,123,-9137
-7046,132,-9108
-8353,140,-9080
-9662,148,-9052
-10970,157,-9023
-12278,165,-8995
-13583,174,-8966
-14890,183,-8959
-16196,157,-8899
-17306,133,-8375
-17008,131,-7186
-16043,136,-6317
-15220,128,-5332
-15348,106,-4202
-15945,79,-3098
-16704,-12,-2016
-17528,26,-941
-18358,72,68
-19243,32,1031
-20087,0,2030
-20278,0,3272
-19179,8,3861
-17876,-35,3991
-16574,-83,4079
-15271,-130,4168
-13967,-178,4257
-12662,-225,4347
-11389,-254,4208
-10700,-253,3205
-10952,-207,1945
-11411,-178,691
-11963,-108,-490
-12585,-28,-1640
-13133,51,-2824
-12896,118,-4080
-11868,125,-4851
-10578,64,-4968
-9732,18,-4085
-9619,-41,-2867
-9252,-87,-1614
-8838,-130,-374
-8419,-189,862
-8009,-218,2098
-7559,-246,3331
-6936,-241,4462
-5786,-236,5043
-4484,-178,5077
-3177,-119,5047
-1870,-60,5026
-568,-24,4976
712,-22,4716
1993,-19,4457
79 ;Number of points in spline 1.
3344,-16,4540
4626,-13,4281
5908,-10,4021
7189,-7,3762
8471,-4,3502
9773,0,3238
10996,0,2774
11237,0,1388
10870,0,80
10444,0,-1163
10020,0,-2402
9596,0,-3638
9172,0,-4876
8748,0,-6114
8313,0,-7357
7793,0,-8655
6908,0,-9657
5385,0,-9715
4217,0,-8842
3409,0,-7827
2673,-3,-7312
1847,23,-7625
820,51,-8511
-356,75,-9106
-1761,99,-9496
-3119,107,-9543
-4439,115,-9515
-5746,123,-9487
-7054,132,-9458
-8361,140,-9430
-9670,148,-9402
-10978,157,-9373
-12286,165,-9345
-13588,174,-9316
-14899,183,-9309
-16279,157,-9240
-17623,133,-8525
-17307,131,-7003
-16295,136,-6075
-15553,128,-5223
-15681,106,-4311
-16243,79,-3283
-16987,-12,-2224
-17803,26,-1159
-18623,72,-162
-19506,32,799
-20405,0,1883
-20592,0,3427
-19280,8,4195
-17906,-35,4338
-16598,-83,4425
-15295,-130,4514
-13991,-178,4605
-12656,-225,4696
-11213,-254,4510
-10357,-253,3271
-10616,-207,1849
-11088,-178,556
-11651,-108,-648
-12273,-28,-1797
-12787,51,-2869
-12600,118,-3895
-11743,125,-4525
-10697,64,-4639
-10051,18,-3940
-9963,-41,-2801
-9586,-87,-1510
-9170,-130,-263
-8751,-189,973
-8340,-218,2213
-7878,-246,3475
-7180,-241,4713
-5872,-236,5382
-4485,-178,5426
-3171,-119,5396
-1861,-60,5375
-527,-24,5323
781,-22,5059
2062,-19,4800
79 ;Number of points in spline 2.
3206,-16,3854
4488,-13,3595
5770,-10,3335
7051,-7,3076
8333,-4,2816
9597,0,2562
10391,0,2281
10541,0,1444
10204,0,292
9782,0,-935
9358,0,-2174
8934,0,-3410
8510,0,-4648
8088,0,-5884
7661,0,-7111
7189,0,-8303
6569,0,-8919
5601,0,-9049
4709,0,-8342
3887,0,-7313
2759,-3,-6616
1487,23,-7025
428,51,-7931
-604,75,-8450
-1869,99,-8804
-3123,107,-8843
-4423,115,-8815
-5730,123,-8787
-7038,132,-8758
-8345,140,-8730
-9654,148,-8702
-10962,157,-8673
-12270,165,-8645
-13578,174,-8616
-14881,183,-8609
-16113,157,-8558
-16989,133,-8225
-16709,131,-7369
-15791,136,-6559
-14887,128,-5441
-15015,106,-4093
-15647,79,-2913
-16421,-12,-1808
-17253,26,-723
-18093,72,298
-18980,32,1263
-19769,0,2177
-19964,0,3117
-19078,8,3527
-17846,-35,3644
-16550,-83,3733
-15247,-130,3822
-13943,-178,3909
-12668,-225,3998
-11565,-254,3906
-11043,-253,3139
-11288,-207,2041
-11734,-178,826
-12275,-108,-332
-12897,-28,-1483
-13479,51,-2779
-13192,118,-4265
-11993,125,-5177
-10459,64,-5297
-9413,18,-4230
-9275,-41,-2933
-8918,-87,-1718
-8506,-130,-485
-8087,-189,751
-7678,-218,1983
-7240,-246,3187
-6692,-241,4211
-5700,-236,4704
-4483,-178,4728
-3183,-119,4698
-1879,-60,4677
-609,-24,4629
643,-22,4373
1924,-19,4114
79 ;Number of points in spline 3.
3471,-16,5176
4753,-13,4917
6035,-10,4657
7316,-7,4398
8598,-4,4137
9934,0,3868
11306,0,3025
12089,0,1306
12323,0,-424
11877,0,-1670
11454,0,-2909
11029,0,-4144
10615,0,-5386
10192,0,-6625
9745,0,-7914
8783,0,-9273
7199,0,-10313
5161,0,-10396
3712,0,-9354
3136,0,-8119
2623,-3,-7709
2051,23,-7966
1217,51,-9112
21,75,-10144
-1650,99,-10243
-3117,107,-10258
-4458,115,-10230
-5755,123,-9887
-7063,132,-9858
-8370,140,-9830
-9679,148,-9802
-10987,157,-9773
-12295,165,-9745
-13594,174,-9716
-14931,183,-10087
-16471,157,-10004
-18330,133,-8869
-17980,131,-6607
-16862,136,-5544
-16173,128,-5022
-16302,106,-4514
-16916,79,-3704
-17626,-12,-2698
-18426,26,-1656
-19224,72,-687
-20299,32,104
-21291,0,1471
-21296,0,3762
-19495,8,4880
-17965,-35,4927
-16625,-83,4824
-15322,-130,4911
-14019,-178,5003
-12648,-225,5096
-11012,-254,4857
-9252,-253,3476
-9710,-207,1581
-10167,-178,161
-10663,-108,-1162
-11178,-28,-2376
-11446,51,-3061
-11456,118,-3189
-11409,125,-3610
-11065,64,-3713
-10994,18,-3562
-10644,-41,-2688
-10139,-87,-1353
-9690,-130,-104
-9276,-189,1134
-8854,-218,2377
-8452,-246,3730
-7451,-241,4994
-5969,-236,5769
-4486,-178,5826
-3163,-119,5796
-1850,-60,5775
-451,-24,5965
908,-22,5692
2189,-19,5436
79 ;Number of points in spline 4.
3023,-16,2982
4305,-13,2723
5587,-10,2463
6868,-7,2204
8150,-4,1945
9372,0,1710
9599,0,1638
9164,0,1538
8906,0,674
8497,0,-535
8072,0,-1774
7649,0,-3011
7215,0,-4245
6803,0,-5469
6384,0,-6677
5986,0,-7683
6059,0,-7851
5955,0,-7930
5493,0,-7540
4530,0,-6623
2857,-3,-5794
958,23,-6159
-116,51,-7139
-930,75,-7614
-2011,99,-7912
-3133,107,-7939
-4406,115,-7911
-5713,123,-7883
-7021,132,-7854
-8328,140,-7826
-9637,148,-7798
-10945,157,-7769
-12253,165,-7741
-13572,174,-7712
-14862,183,-7705
-15949,157,-7865
-16348,133,-7918
-16104,131,-7743
-14829,136,-7496
-13622,128,-5866
-13985,106,-3761
-14727,79,-2341
-15550,-12,-1165
-16403,26,-47
-17275,72,1012
-18163,32,1978
-18903,0,2578
-19112,0,2687
-18810,8,2597
-17759,-35,2287
-16476,-83,2402
-15173,-130,2493
-13868,-178,2579
-12735,-225,2641
-12055,-254,3072
-11983,-253,2955
-12479,-207,2358
-12851,-178,1276
-13240,-108,141
-13638,-28,-1119
-13870,51,-2729
-13634,118,-4541
-12229,125,-5784
-10248,64,-5904
-8438,18,-4680
-7679,-41,-3267
-7338,-87,-2262
-6983,-130,-1054
-6691,-189,225
-6365,-218,1509
-6071,-246,2643
-5841,-241,3311
-5481,-236,3689
-4484,-178,3956
-3205,-119,3988
-1908,-60,3907
-722,-24,3737
456,-22,3493
1737,-19,3231
79 ;Number of points in spline 5.
3255,-16,4089
4534,-13,3826
5813,-10,3556
7092,-7,3283
8369,-4,3007
9502,0,2757
10333,0,2668
10657,0,1188
10304,0,219
9885,0,-1003
9459,0,-2241
9035,0,-3477
8609,0,-4714
8183,0,-5950
7758,0,-7179
7400,0,-8255
6792,0,-9126
5386,0,-9147
4542,0,-8420
3841,0,-7518
2715,-3,-6916
1460,23,-7146
421,51,-7798
-715,75,-8394
-1856,99,-8979
-3134,107,-8958
-4426,115,-8937
-5733,123,-8916
-7041,132,-8895
-8349,140,-8874
-9656,148,-8853
-10964,157,-8832
-12272,165,-8811
-13579,174,-8790
-14874,183,-8769
-15834,157,-8750
-15691,133,-8289
-16562,131,-6969
-15939,136,-6463
-15065,128,-5426
-15205,106,-4074
-15907,79,-2994
-16627,-12,-1909
-17388,26,-834
-18226,72,184
-19096,32,1131
-19743,0,1832
-19982,0,3402
-18868,8,3731
-17853,-35,3785
-16559,-83,3879
-15256,-130,3975
-13954,-178,4079
-12744,-225,4169
-11820,-254,4179
-10880,-253,2814
-11202,-207,1932
-11575,-178,755
-12122,-108,-413
-12732,-28,-1540
-13301,51,-2744
-13040,118,-4178
-11941,125,-5011
-10537,64,-5140
-9531,18,-4071
-9444,-41,-2889
-9083,-87,-1663
-8671,-130,-430
-8253,-189,805
-7827,-218,2039
-7414,-246,3222
-6854,-241,4293
-5662,-236,4887
-4468,-178,4868
-3174,-119,4878
-1876,-60,4898
-588,-24,4801
687,-22,4569
1972,-19,4334
79 ;Number of points in spline 6.
3155,0,3587
4430,1,3325
5707,0,3055
6985,0,2782
8261,0,2507
9437,0,2249
10063,0,2233
10176,0,1365
9821,0,389
9401,0,-837
8975,0,-2075
8551,0,-3311
8125,0,-4547
7699,0,-5783
7273,0,-7015
6920,0,-8077
6531,0,-8685
5624,0,-8694
4923,0,-8078
4196,0,-7149
2866,-3,-5968
1240,23,-6684
167,51,-7354
-957,75,-7943
-1972,99,-8480
-3119,112,-8446
-4418,124,-8425
-5725,137,-8404
-7033,149,-8383
-8341,161,-8362
-9648,174,-8341
-10956,186,-8320
-12264,199,-8299
-13571,211,-8278
-14867,224,-8257
-15877,202,-8241
-15957,118,-8075
-16274,86,-7391
-15559,53,-6806
-14573,13,-5566
-14714,0,-3929
-15475,0,-2719
-16205,-64,-1619
-16981,0,-523
-17839,72,520
-18719,32,1478
-19370,0,2183
-19592,0,3070
-18859,8,3219
-17820,-35,3274
-16522,-84,3369
-15217,-132,3465
-13915,-179,3569
-12714,-225,3658
-11906,-254,3675
-11382,-253,2912
-11686,-207,2098
-12052,-178,941
-12578,-137,-182
-13195,-80,-1321
-13811,-22,-2708
-13476,59,-4446
-12119,125,-5491
-10355,161,-5618
-9088,21,-4326
-8943,-82,-2992
-8595,-122,-1818
-8186,-155,-593
-7769,-206,640
-7344,-261,1871
-6939,-310,3032
-6478,-279,3946
-5586,-236,4382
-4473,-175,4357
-3168,-120,4367
-1891,-60,4387
-654,-24,4293
595,-17,4065
1878,-8,3831
0 ;Number of points in spline 7.
;Piece #, num divisions, # parts
79 ; Number of Pieces..
0,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 0
1,1,0,0,0,0,0,0
1,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 0
1,1,0,0,0,0,0,0
2,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 0
1,1,0,0,0,0,0,0
3,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 0
1,1,0,0,0,0,0,0
4,5
Mob1 2
Mob18 2
Mob58 2
Mob5 2
Mob30 2
1,1,0,0,0,0,0,0
5,5
Mob1 2
Mob58 2
Mob61 2
Mob18 2
Mob30 2
1,1,0,0,0,0,0,0
6,3
Mob1 2
Mob8 2
Mob61 2
1,1,0,0,0,0,0,0
7,5
Mob1 2
Mob5 2
Mob6 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
8,6
Mob1 2
Mob18 2
Mob5 2
Mob6 2
Mob47 2
Mob34 2
1,1,0,0,0,0,0,0
9,6
Mob1 0
Mob18 0
Mob5 0
Mob6 0
Mob47 0
Mob34 0
1,1,0,0,0,0,0,0
10,6
Mob1 0
Mob18 0
Mob5 0
Mob6 0
Mob47 0
Mob34 0
1,1,0,0,0,0,0,0
11,6
Mob1 0
Mob18 0
Mob5 0
Mob6 0
Mob47 0
Mob34 0
1,1,0,0,0,0,0,0
12,6
Mob1 0
Mob18 0
Mob5 0
Mob6 0
Mob47 0
Mob34 0
1,1,0,0,0,0,0,0
13,6
Mob1 0
Mob18 0
Mob5 0
Mob6 0
Mob47 0
Mob34 0
1,1,0,0,0,0,0,0
14,6
Mob1 2
Mob18 2
Mob5 2
Mob6 2
Mob47 2
Mob34 2
1,1,0,0,0,0,0,0
15,3
Mob1 2
Mob8 2
Mob61 2
1,1,0,0,0,0,0,0
16,5
Mob1 2
Mob61 2
Mob4 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
17,5
Mob1 2
Mob61 2
Mob4 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
18,3
Mob1 2
Mob4 2
Mob5 2
1,1,0,0,0,0,0,0
19,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
20,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
21,3
Mob1 2
Mob4 2
Mob59 2
1,1,0,0,0,0,0,0
22,5
Mob1 2
Mob4 2
Mob15 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
23,5
Mob1 2
Mob4 2
Mob15 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
24,5
Mob1 2
Mob4 2
Mob5 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
25,5
Mob1 2
Mob18 2
Mob4 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
26,5
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
1,1,0,0,0,0,0,0
27,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
28,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
29,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
30,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
31,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
32,6
Mob1 0
Mob4 0
Mob18 0
Mob5 0
Mob34 0
Mob47 0
1,1,0,0,0,0,0,0
33,6
Mob1 2
Mob4 2
Mob18 2
Mob5 2
Mob34 2
Mob47 2
1,1,0,0,0,0,0,0
34,5
Mob1 2
Mob4 2
Mob18 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
35,5
Mob1 2
Mob4 2
Mob18 2
Mob61 2
Mob34 2
1,1,0,0,0,0,0,0
36,5
Mob1 2
Mob4 2
Mob18 2
Mob61 2
Mob34 2
1,1,0,0,0,0,0,0
37,5
Mob1 2
Mob4 2
Mob18 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
38,5
Mob1 2
Mob14 2
Mob18 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
39,5
Mob1 2
Mob14 2
Mob18 2
Mob5 2
Mob34 2
1,1,0,0,0,0,0,0
40,5
Mob1 2
Mob58 2
Mob5 2
Mob27 2
Mob34 2
1,1,0,0,0,0,0,0
41,5
Mob1 2
Mob58 2
Mob5 2
Mob27 2
Mob34 2
1,1,0,0,0,0,0,0
42,5
Mob1 2
Mob58 2
Mob5 2
Mob27 2
Mob34 2
1,1,0,0,0,0,0,0
43,5
Mob1 2
Mob58 2
Mob5 2
Mob27 2
Mob34 2
1,1,0,0,0,0,0,0
44,5
Mob1 2
Mob58 2
Mob5 2
Mob27 2
Mob34 2
1,1,0,0,0,0,0,0
45,5
Mob1 2
Mob5 2
Mob6 2
Mob18 2
Mob34 2
1,1,0,0,0,0,0,0
46,5
Mob1 2
Mob6 2
Mob18 2
Mob61 2
Mob34 2
1,1,0,0,0,0,0,0
47,5
Mob1 2
Mob6 2
Mob18 2
Mob61 2
Mob34 2
1,1,0,0,0,0,0,0
48,5
Mob1 2
Mob14 2
Mob18 2
Mob5 2
Mob30 2
1,1,0,0,0,0,0,0
49,6
Mob1 2
Mob5 2
Mob4 2
Mob18 2
Mob27 2
Mob30 2
1,1,0,0,0,0,0,0
50,6
Mob1 2
Mob5 2
Mob4 2
Mob18 2
Mob27 2
Mob30 2
1,1,0,0,0,0,0,0
51,6
Mob1 2
Mob5 2
Mob4 2
Mob18 2
Mob27 2
Mob30 2
1,1,0,0,0,0,0,0
52,5
Mob1 2
Mob8 2
Mob44 2
Mob5 2
Mob27 2
1,1,0,0,0,0,0,0
53,5
Mob1 2
Mob44 2
Mob18 2
Mob4 2
Mob61 2
1,1,0,0,0,0,0,0
54,3
Mob1 2
Mob61 2
Mob4 2
1,1,0,0,0,0,0,0
55,3
Mob1 2
Mob61 2
Mob4 2
1,1,0,0,0,0,0,0
56,4
Mob1 2
Mob14 2
Mob5 2
Mob27 2
1,1,0,0,0,0,0,0
57,4
Mob1 2
Mob4 2
Mob5 2
Mob27 2
1,1,0,0,0,0,0,0
58,4
Mob1 2
Mob5 2
Mob4 2
Mob27 2
1,1,0,0,0,0,0,0
59,4
Mob1 2
Mob4 2
Mob5 2
Mob27 2
1,1,0,0,0,0,0,0
60,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
61,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
62,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
63,3
Mob1 2
Mob60 2
Mob59 2
1,1,0,0,0,0,0,0
64,4
Mob1 2
Mob4 2
Mob5 2
Mob46 2
1,1,0,0,0,0,0,0
65,5
Mob1 2
Mob4 2
Mob5 2
Mob46 2
Mob27 2
1,1,0,0,0,0,0,0
66,5
Mob1 2
Mob4 2
Mob5 2
Mob46 2
Mob27 2
1,1,0,0,0,0,0,0
67,5
Mob1 2
Mob4 2
Mob5 2
Mob46 2
Mob27 2
1,1,0,0,0,0,0,0
68,5
Mob1 2
Mob4 2
Mob5 2
Mob46 2
Mob27 2
1,1,0,0,0,0,0,0
69,4
Mob1 2
Mob4 2
Mob5 2
Mob27 2
1,1,0,0,0,0,0,0
70,4
Mob1 2
Mob61 2
Mob4 2
Mob27 2
1,1,0,0,0,0,0,0
71,6
Mob1 2
Mob61 2
Mob4 2
Mob44 2
Mob18 2
Mob27 2
1,1,0,0,0,0,0,0
72,6
Mob1 2
Mob18 2
Mob14 2
Mob5 2
Mob44 2
Mob27 2
1,1,0,0,0,0,0,0
73,6
Mob1 2
Mob5 2
Mob14 2
Mob18 2
Mob44 2
Mob27 2
1,1,0,0,0,0,0,0
74,4
Mob1 2
Mob44 2
Mob8 2
Mob5 2
1,1,0,0,0,0,0,0
75,5
Mob1 2
Mob58 2
Mob18 2
Mob5 2
Mob30 2
1,1,0,0,0,0,0,0
76,6
Mob1 2
Mob18 2
Mob58 2
Mob5 2
Mob47 2
Mob30 2
1,1,0,0,0,0,0,0
77,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 0
1,1,0,0,0,0,0,0
78,6
Mob1 0
Mob18 0
Mob58 0
Mob5 0
Mob47 0
Mob30 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