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- *0,4,Square Outline 25/5/88
- 0,0,0,0
- *1,14,sqrpad
- 5,2,(3,2),012,1,028,02C,020,024,(4,2),6,0
- *3,3,divide_x2
- (3,2),0
- *4,3,multiply_x2
- (4,2),0
- *9,2,null
- 2,0
- *10,7,so10
- (4,4),(7,1),(3,4),0
- *11,7,so11
- (4,5),(7,1),(3,5),0
- *12,7,so12
- (4,6),(7,1),(3,6),0
- *13,7,so13
- (4,7),(7,1),(3,7),0
- *14,7,so14
- (4,8),(7,1),(3,8),0
- *15,7,so15
- (4,9),(7,1),(3,9),0
- *16,7,so16
- (4,10),(7,1),(3,10),0
- *17,7,so17
- (4,11),(7,1),(3,11),0
- *18,7,so18
- (4,12),(7,1),(3,12),0
- *19,7,so19
- (4,13),(7,1),(3,13),0
- *20,7,so20
- (4,14),(7,1),(3,14),0
- *21,7,so21
- (4,15),(7,1),(3,15),0
- *22,7,so22
- (4,16),(7,1),(3,16),0
- *23,7,so23
- (4,17),(7,1),(3,17),0
- *24,7,so24
- (4,18),(7,1),(3,18),0
- *25,7,so25
- (4,19),(7,1),(3,19),0
- *26,7,so26
- (4,20),(7,1),(3,20),0
- *27,7,so27
- (4,21),(7,1),(3,21),0
- *28,7,so28
- (4,22),(7,1),(3,22),0
- *29,7,so29
- (4,23),(7,1),(3,23),0
- *30,7,so30
- (4,24),(7,1),(3,24),0
- *31,7,so31
- (4,25),(7,1),(3,25),0
- *32,7,so32
- (4,26),(7,1),(3,26),0
- *33,7,so33
- (4,27),(7,1),(3,27),0
- *34,7,so34
- (4,28),(7,1),(3,28),0
- *35,7,so35
- (4,29),(7,1),(3,29),0
- *36,7,so36
- (4,30),(7,1),(3,30),0
- *37,7,so37
- (4,31),(7,1),(3,31),0
- *38,7,so38
- (4,32),(7,1),(3,32),0
- *39,7,so39
- (4,33),(7,1),(3,33),0
- *40,7,so40
- (4,34),(7,1),(3,34),0
- *41,7,so41
- (4,35),(7,1),(3,35),0
- *42,7,so42
- (4,36),(7,1),(3,36),0
- *43,7,so43
- (4,37),(7,1),(3,37),0
- *44,7,so44
- (4,38),(7,1),(3,38),0
- *45,7,so45
- (4,39),(7,1),(3,39),0
- *46,7,so46
- (4,40),(7,1),(3,40),0
- *47,7,so47
- (4,41),(7,1),(3,41),0
- *48,7,so48
- (4,42),(7,1),(3,42),0
- *49,7,so49
- (4,43),(7,1),(3,43),0
- *50,7,so50
- (4,44),(7,1),(3,44),0
- *51,7,so51
- (4,45),(7,1),(3,45),0
- *52,7,so52
- (4,46),(7,1),(3,46),0
- *53,7,so53
- (4,47),(7,1),(3,47),0
- *54,7,so54
- (4,48),(7,1),(3,48),0
- *55,7,so55
- (4,49),(7,1),(3,49),0
- *56,7,so56
- (4,50),(7,1),(3,50),0
- *57,7,so57
- (4,51),(7,1),(3,51),0
- *58,7,so58
- (4,52),(7,1),(3,52),0
- *59,7,so59
- (4,53),(7,1),(3,53),0
- *60,7,so60
- (4,54),(7,1),(3,54),0
- *61,7,so61
- (4,55),(7,1),(3,55),0
- *62,7,so62
- (4,56),(7,1),(3,56),0
- *63,7,so63
- (4,57),(7,1),(3,57),0
- *64,7,so64
- (4,58),(7,1),(3,58),0
- *65,7,so65
- (4,59),(7,1),(3,59),0
- *66,7,so66
- (4,60),(7,1),(3,60),0
- *67,7,so67
- (4,61),(7,1),(3,61),0
- *68,7,so68
- (4,62),(7,1),(3,62),0
- *69,7,so69
- (4,63),(7,1),(3,63),0
- *70,7,so70
- (4,64),(7,1),(3,64),0
- *71,7,so71
- (4,65),(7,1),(3,65),0
- *72,7,so72
- (4,66),(7,1),(3,66),0
- *73,7,so73
- (4,67),(7,1),(3,67),0
- *74,7,so74
- (4,68),(7,1),(3,68),0
- *75,7,so75
- (4,69),(7,1),(3,69),0
- *76,7,so76
- (4,70),(7,1),(3,70),0
- *77,7,so77
- (4,71),(7,1),(3,71),0
- *78,7,so78
- (4,72),(7,1),(3,72),0
- *79,7,so79
- (4,73),(7,1),(3,73),0
- *80,7,so80
- (4,74),(7,1),(3,74),0
- *81,7,so81
- (4,75),(7,1),(3,75),0
- *82,7,so82
- (4,76),(7,1),(3,76),0
- *83,7,so83
- (4,77),(7,1),(3,77),0
- *84,7,so84
- (4,78),(7,1),(3,78),0
- *85,7,so85
- (4,79),(7,1),(3,79),0
- *86,7,so86
- (4,80),(7,1),(3,80),0
- *87,7,so87
- (4,81),(7,1),(3,81),0
- *88,7,so88
- (4,82),(7,1),(3,82),0
- *89,7,so89
- (4,83),(7,1),(3,83),0
- *90,7,so90
- (4,84),(7,1),(3,84),0
- *91,7,so91
- (4,85),(7,1),(3,85),0
- *92,7,so92
- (4,86),(7,1),(3,86),0
- *93,7,so93
- (4,87),(7,1),(3,87),0
- *94,7,so94
- (4,88),(7,1),(3,88),0
- *95,7,so95
- (4,89),(7,1),(3,89),0
- *96,7,so96
- (4,90),(7,1),(3,90),0
- *97,7,so97
- (4,91),(7,1),(3,91),0
- *98,7,so98
- (4,92),(7,1),(3,92),0
- *99,7,so99
- (4,93),(7,1),(3,93),0
- *100,7,so100
- (4,94),(7,1),(3,94),0
- *101,7,so101
- (4,95),(7,1),(3,95),0
- *102,7,so102
- (4,96),(7,1),(3,96),0
- *103,7,so103
- (4,97),(7,1),(3,97),0
- *104,7,so104
- (4,98),(7,1),(3,98),0
- *105,7,so105
- (4,99),(7,1),(3,99),0
- *106,7,so106
- (4,100),(7,1),(3,100),0
- *107,7,so107
- (4,101),(7,1),(3,101),0
- *108,7,so108
- (4,102),(7,1),(3,102),0
- *109,7,so109
- (4,103),(7,1),(3,103),0
- *110,7,so110
- (4,104),(7,1),(3,104),0
- *111,7,so111
- (4,105),(7,1),(3,105),0
- *112,7,so112
- (4,106),(7,1),(3,106),0
- *113,7,so113
- (4,107),(7,1),(3,107),0
- *114,7,so114
- (4,108),(7,1),(3,108),0
- *115,7,so115
- (4,109),(7,1),(3,109),0
- *116,7,so116
- (4,110),(7,1),(3,110),0
- *117,7,so117
- (4,111),(7,1),(3,111),0
- *118,7,so118
- (4,112),(7,1),(3,112),0
- *119,7,so119
- (4,113),(7,1),(3,113),0
- *120,7,so120
- (4,114),(7,1),(3,114),0
- *121,7,so121
- (4,115),(7,1),(3,115),0
- *122,7,so122
- (4,116),(7,1),(3,116),0
- *123,7,so123
- (4,117),(7,1),(3,117),0
- *124,7,so124
- (4,118),(7,1),(3,118),0
- *125,7,so125
- (4,119),(7,1),(3,119),0
- *126,7,so126
- (4,120),(7,1),(3,120),0
- *127,7,so127
- (4,121),(7,1),(3,121),0
- *128,7,so128
- (4,122),(7,1),(3,122),0
- *129,7,so129
- (4,123),(7,1),(3,123),0
- *130,7,so130
- (4,124),(7,1),(3,124),0
- *131,7,so131
- (4,125),(7,1),(3,125),0
- *132,7,so132
- (4,126),(7,1),(3,126),0
- *133,7,so133
- (4,127),(7,1),(3,127),0
- *134,7,so134
- (4,128),(7,1),(3,128),0
- *135,7,so135
- (4,129),(7,1),(3,129),0
- *136,7,so136
- (4,130),(7,1),(3,130),0
- *137,7,so137
- (4,131),(7,1),(3,131),0
- *138,7,so138
- (4,132),(7,1),(3,132),0
- *139,7,so139
- (4,133),(7,1),(3,133),0
- *140,7,so140
- (4,134),(7,1),(3,134),0
- *141,7,so141
- (4,135),(7,1),(3,135),0
- *142,7,so142
- (4,136),(7,1),(3,136),0
- *143,7,so143
- (4,137),(7,1),(3,137),0
- *144,7,so144
- (4,138),(7,1),(3,138),0
- *145,7,so145
- (4,139),(7,1),(3,139),0
- *146,7,so146
- (4,140),(7,1),(3,140),0
- *147,7,so147
- (4,141),(7,1),(3,141),0
- *148,7,so148
- (4,142),(7,1),(3,142),0
- *149,7,so149
- (4,143),(7,1),(3,143),0
- *150,7,so150
- (4,144),(7,1),(3,144),0
- *151,7,so151
- (4,145),(7,1),(3,145),0
- *152,7,so152
- (4,146),(7,1),(3,146),0
- *153,7,so153
- (4,147),(7,1),(3,147),0
- *154,7,so154
- (4,148),(7,1),(3,148),0
- *155,7,so155
- (4,149),(7,1),(3,149),0
- *156,7,so156
- (4,150),(7,1),(3,150),0
- *157,7,so157
- (4,151),(7,1),(3,151),0
- *158,7,so158
- (4,152),(7,1),(3,152),0
- *159,7,so159
- (4,153),(7,1),(3,153),0
- *160,7,so160
- (4,154),(7,1),(3,154),0
- *161,7,so161
- (4,155),(7,1),(3,155),0
- *162,7,so162
- (4,156),(7,1),(3,156),0
- *163,7,so163
- (4,157),(7,1),(3,157),0
- *164,7,so164
- (4,158),(7,1),(3,158),0
- *165,7,so165
- (4,159),(7,1),(3,159),0
- *166,7,so166
- (4,160),(7,1),(3,160),0
- *167,7,so167
- (4,161),(7,1),(3,161),0
- *168,7,so168
- (4,162),(7,1),(3,162),0
- *169,7,so169
- (4,163),(7,1),(3,163),0
- *170,7,so170
- (4,164),(7,1),(3,164),0
- *171,7,so171
- (4,165),(7,1),(3,165),0
- *172,7,so172
- (4,166),(7,1),(3,166),0
- *173,7,so173
- (4,167),(7,1),(3,167),0
- *174,7,so174
- (4,168),(7,1),(3,168),0
- *175,7,so175
- (4,169),(7,1),(3,169),0
- *176,7,so176
- (4,170),(7,1),(3,170),0
- *177,7,so177
- (4,171),(7,1),(3,171),0
- *178,7,so178
- (4,172),(7,1),(3,172),0
- *179,7,so179
- (4,173),(7,1),(3,173),0
- *180,7,so180
- (4,174),(7,1),(3,174),0
- *181,7,so181
- (4,175),(7,1),(3,175),0
- *182,7,so182
- (4,176),(7,1),(3,176),0
- *183,7,so183
- (4,177),(7,1),(3,177),0
- *184,7,so184
- (4,178),(7,1),(3,178),0
- *185,7,so185
- (4,179),(7,1),(3,179),0
- *186,7,so186
- (4,180),(7,1),(3,180),0
- *187,7,so187
- (4,181),(7,1),(3,181),0
- *188,7,so188
- (4,182),(7,1),(3,182),0
- *189,7,so189
- (4,183),(7,1),(3,183),0
- *190,7,so190
- (4,184),(7,1),(3,184),0
- *191,7,so191
- (4,185),(7,1),(3,185),0
- *192,7,so192
- (4,186),(7,1),(3,186),0
- *193,7,so193
- (4,187),(7,1),(3,187),0
- *194,7,so194
- (4,188),(7,1),(3,188),0
- *195,7,so195
- (4,189),(7,1),(3,189),0
- *196,7,so196
- (4,190),(7,1),(3,190),0
- *197,7,so197
- (4,191),(7,1),(3,191),0
- *198,7,so198
- (4,192),(7,1),(3,192),0
- *199,7,so199
- (4,193),(7,1),(3,193),0
- *200,7,so200
- (4,194),(7,1),(3,194),0
- *201,7,so201
- (4,195),(7,1),(3,195),0
- *202,7,so202
- (4,196),(7,1),(3,196),0
- *203,7,so203
- (4,197),(7,1),(3,197),0
- *204,7,so204
- (4,198),(7,1),(3,198),0
- *205,7,so205
- (4,199),(7,1),(3,199),0
- *206,7,so206
- (4,200),(7,1),(3,200),0
- *207,7,so207
- (4,201),(7,1),(3,201),0
- *208,7,so208
- (4,202),(7,1),(3,202),0
- *209,7,so209
- (4,203),(7,1),(3,203),0
- *210,7,so210
- (4,204),(7,1),(3,204),0
- *211,7,so211
- (4,205),(7,1),(3,205),0
- *212,7,so212
- (4,206),(7,1),(3,206),0
- *213,7,so213
- (4,207),(7,1),(3,207),0
- *214,7,so214
- (4,208),(7,1),(3,208),0
- *215,7,so215
- (4,209),(7,1),(3,209),0
- *216,7,so216
- (4,210),(7,1),(3,210),0
- *217,7,so217
- (4,211),(7,1),(3,211),0
- *218,7,so218
- (4,212),(7,1),(3,212),0
- *219,7,so219
- (4,213),(7,1),(3,213),0
- *220,7,so220
- (4,214),(7,1),(3,214),0
- *221,7,so221
- (4,215),(7,1),(3,215),0
- *222,7,so222
- (4,216),(7,1),(3,216),0
- *223,7,so223
- (4,217),(7,1),(3,217),0
- *224,7,so224
- (4,218),(7,1),(3,218),0
- *225,7,so225
- (4,219),(7,1),(3,219),0
- *226,7,so226
- (4,220),(7,1),(3,220),0
- *227,7,so227
- (4,221),(7,1),(3,221),0
- *228,7,so228
- (4,222),(7,1),(3,222),0
- *229,7,so229
- (4,223),(7,1),(3,223),0
- *230,7,so230
- (4,224),(7,1),(3,224),0
- *231,7,so231
- (4,225),(7,1),(3,225),0
- *232,7,so232
- (4,226),(7,1),(3,226),0
- *233,7,so233
- (4,227),(7,1),(3,227),0
- *234,7,so234
- (4,228),(7,1),(3,228),0
- *235,7,so235
- (4,229),(7,1),(3,229),0
- *236,7,so236
- (4,230),(7,1),(3,230),0
- *237,7,so237
- (4,231),(7,1),(3,231),0
- *238,7,so238
- (4,232),(7,1),(3,232),0
- *239,7,so239
- (4,233),(7,1),(3,233),0
- *240,7,so240
- (4,234),(7,1),(3,234),0
- *241,7,so241
- (4,235),(7,1),(3,235),0
- *242,7,so242
- (4,236),(7,1),(3,236),0
- *243,7,so243
- (4,237),(7,1),(3,237),0
- *244,7,so244
- (4,238),(7,1),(3,238),0
- *245,7,so245
- (4,239),(7,1),(3,239),0
- *246,7,so246
- (4,240),(7,1),(3,240),0
- *247,7,so247
- (4,241),(7,1),(3,241),0
- *248,7,so248
- (4,242),(7,1),(3,242),0
- *249,7,so249
- (4,243),(7,1),(3,243),0
- *250,7,so250
- (4,244),(7,1),(3,244),0
- *251,5,move-up
- 2,8,(0,100),0
- *252,5,move_down
- 2,8,(0,-100),0
- *253,5,move_left
- 2,8,(-100,0),0
- *254,5,move_right
- 2,8,(100,0),0