Date: 5 Junio 2013

Sumas de Riemann

TFC

Tangente

Poligonal

En base a las funciones escalonadas, 
para la función f (en azul) , determinadas 
por la suma de Riemann que se muestra,
se construye la poligonal (en rojo) que es
la función integral de la función escalonada.
Como las escalonadas convergen a la
función f (en azul), las poligonales con-
vergerán a la integral de f, así pues, para
valores grandes de n, podemos conside-
rar a la poligonal como la integral de f.

Se construye también la recta tangente
en cada punto de la función integral, y 
es posible visualizar el Teorema Funda-
mental del Cálculo.

Puede modificar el valor de n utilizando el
deslizador que se muestra en la parte 
inferior de la pantalla.

Ver descripción del archivo

Un Trazador de la Función Integral y el TFC

I(x)=\int_{a}^{x}{}

a

x

f(t)dt

n =

Diseñado por: Eduardo Tellechea Armenta, Universidad de Sonora, México.

f(x) = cos(x)
n = 5 (slider from 1 to 300, step 1)
A = Point(xAxis)
B = Point(xAxis)
d: (x(B) - x(A)) / n
C1: d / 2
C2: C1 + d
C3: C2 + d
C4: C3 + d
C5: C4 + d
C6: C5 + d
C7: C6 + d
C8: C7 + d
C9: C8 + d
C10: C9 + d
C11: C10 + d
C12: C11 + d
C13: C12 + d
C14: C13 + d
C15: C14 + d
C16: C15 + d
C17: C16 + d
C18: C17 + d
C19: C18 + d
C20: C19 + d
C21: C20 + d
C22: C21 + d
C23: C22 + d
C24: C23 + d
C25: C24 + d
C26: C25 + d
C27: C26 + d
C28: C27 + d
C29: C28 + d
C30: C29 + d
C31: C30 + d
C32: C31 + d
C33: C32 + d
C34: C33 + d
C35: C34 + d
C36: C35 + d
C37: C36 + d
C38: C37 + d
C39: C38 + d
C40: C39 + d
C41: C40 + d
C42: C41 + d
C43: C42 + d
C44: C43 + d
C45: C44 + d
C46: C45 + d
C47: C46 + d
C48: C47 + d
C49: C48 + d
C50: C49 + d
C51: C50 + d
C52: C51 + d
C53: C52 + d
C54: C53 + d
C55: C54 + d
C56: C55 + d
C57: C56 + d
C58: C57 + d
C59: C58 + d
C60: C59 + d
C61: C60 + d
C62: C61 + d
C63: C62 + d
C64: C63 + d
C65: C64 + d
C66: C65 + d
C67: C66 + d
C68: C67 + d
C69: C68 + d
C70: C69 + d
C71: C70 + d
C72: C71 + d
C73: C72 + d
C74: C73 + d
C75: C74 + d
C76: C75 + d
C77: C76 + d
C78: C77 + d
C79: C78 + d
C80: C79 + d
C81: C80 + d
C82: C81 + d
C83: C82 + d
C84: C83 + d
C85: C84 + d
C86: C85 + d
C87: C86 + d
C88: C87 + d
C89: C88 + d
C90: C89 + d
C91: C90 + d
C92: C91 + d
C93: C92 + d
C94: C93 + d
C95: C94 + d
C96: C95 + d
C97: C96 + d
C98: C97 + d
C99: C98 + d
C100: C99 + d
C101: C100 + d
C102: C101 + d
C103: C102 + d
C104: C103 + d
C105: C104 + d
C106: C105 + d
C107: C106 + d
C108: C107 + d
C109: C108 + d
C110: C109 + d
C111: C110 + d
C112: C111 + d
C113: C112 + d
C114: C113 + d
C115: C114 + d
C116: C115 + d
C117: C116 + d
C118: C117 + d
C119: C118 + d
C120: C119 + d
C121: C120 + d
C122: C121 + d
C123: C122 + d
C124: C123 + d
C125: C124 + d
C126: C125 + d
C127: C126 + d
C128: C127 + d
C129: C128 + d
C130: C129 + d
C131: C130 + d
C132: C131 + d
C133: C132 + d
C134: C133 + d
C135: C134 + d
C136: C135 + d
C137: C136 + d
C138: C137 + d
C139: C138 + d
C140: C139 + d
C141: C140 + d
C142: C141 + d
C143: C142 + d
C144: C143 + d
C145: C144 + d
C146: C145 + d
C147: C146 + d
C148: C147 + d
C149: C148 + d
C150: C149 + d
C151: C150 + d
C152: C151 + d
C153: C152 + d
C154: C153 + d
C155: C154 + d
C156: C155 + d
C157: C156 + d
C158: C157 + d
C159: C158 + d
C160: C159 + d
C161: C160 + d
C162: C161 + d
C163: C162 + d
C164: C163 + d
C165: C164 + d
C166: C165 + d
C167: C166 + d
C168: C167 + d
C169: C168 + d
C170: C169 + d
C171: C170 + d
C172: C171 + d
C173: C172 + d
C174: C173 + d
C175: C174 + d
C176: C175 + d
C177: C176 + d
C178: C177 + d
C179: C178 + d
C180: C179 + d
C181: C180 + d
C182: C181 + d
C183: C182 + d
C184: C183 + d
C185: C184 + d
C186: C185 + d
C187: C186 + d
C188: C187 + d
C189: C188 + d
C190: C189 + d
C191: C190 + d
C192: C191 + d
C193: C192 + d
C194: C193 + d
C195: C194 + d
C196: C195 + d
C197: C196 + d
C198: C197 + d
C199: C198 + d
C200: C199 + d
C201: C200 + d
C202: C201 + d
C203: C202 + d
C204: C203 + d
C205: C204 + d
C206: C205 + d
C207: C206 + d
C208: C207 + d
C209: C208 + d
C210: C209 + d
C211: C210 + d
C212: C211 + d
C213: C212 + d
C214: C213 + d
C215: C214 + d
C216: C215 + d
C217: C216 + d
C218: C217 + d
C219: C218 + d
C220: C219 + d
C221: C220 + d
C222: C221 + d
C223: C222 + d
C224: C223 + d
C225: C224 + d
C226: C225 + d
C227: C226 + d
C228: C227 + d
C229: C228 + d
C230: C229 + d
C231: C230 + d
C232: C231 + d
C233: C232 + d
C234: C233 + d
C235: C234 + d
C236: C235 + d
C237: C236 + d
C238: C237 + d
C239: C238 + d
C240: C239 + d
C241: C240 + d
C242: C241 + d
C243: C242 + d
C244: C243 + d
C245: C244 + d
C246: C245 + d
C247: C246 + d
C248: C247 + d
C249: C248 + d
C250: C249 + d
C251: C250 + d
C252: C251 + d
C253: C252 + d
C254: C253 + d
C255: C254 + d
C256: C255 + d
C257: C256 + d
C258: C257 + d
C259: C258 + d
C260: C259 + d
C261: C260 + d
C262: C261 + d
C263: C262 + d
C264: C263 + d
C265: C264 + d
C266: C265 + d
C267: C266 + d
C268: C267 + d
C269: C268 + d
C270: C269 + d
C271: C270 + d
C272: C271 + d
C273: C272 + d
C274: C273 + d
C275: C274 + d
C276: C275 + d
C277: C276 + d
C278: C277 + d
C279: C278 + d
C280: C279 + d
C281: C280 + d
C282: C281 + d
C283: C282 + d
C284: C283 + d
C285: C284 + d
C286: C285 + d
C287: C286 + d
C288: C287 + d
C289: C288 + d
C290: C289 + d
C291: C290 + d
C292: C291 + d
C293: C292 + d
C294: C293 + d
C295: C294 + d
C296: C295 + d
C297: C296 + d
C298: C297 + d
C299: C298 + d
C300: C299 + d
B1: d
E1: x(A) + B1
B2: d + B1
E2: x(A) + B2
B3: d + B2
E3: x(A) + B3
B4: d + B3
E4: x(A) + B4
B5: d + B4
E5: x(A) + B5
B6: d + B5
E6: x(A) + B6
B7: d + B6
E7: x(A) + B7
B8: d + B7
E8: x(A) + B8
B9: d + B8
E9: x(A) + B9
B10: d + B9
E10: x(A) + B10
B11: d + B10
E11: x(A) + B11
B12: d + B11
E12: x(A) + B12
B13: d + B12
E13: x(A) + B13
B14: d + B13
E14: x(A) + B14
B15: d + B14
E15: x(A) + B15
B16: d + B15
E16: x(A) + B16
B17: d + B16
E17: x(A) + B17
B18: d + B17
E18: x(A) + B18
B19: d + B18
E19: x(A) + B19
B20: d + B19
B21: d + B20
E21: x(A) + B21
B22: d + B21
E22: x(A) + B22
B23: d + B22
E23: x(A) + B23
B24: d + B23
E24: x(A) + B24
B25: d + B24
B26: d + B25
E26: x(A) + B26
B27: d + B26
E27: x(A) + B27
B28: d + B27
E28: x(A) + B28
B29: d + B28
E29: x(A) + B29
B30: d + B29
E30: x(A) + B30
B31: d + B30
E31: x(A) + B31
B32: d + B31
E32: x(A) + B32
B33: d + B32
E33: x(A) + B33
B34: d + B33
E34: x(A) + B34
B35: d + B34
E35: x(A) + B35
B36: d + B35
E36: x(A) + B36
B37: d + B36
E37: x(A) + B37
B38: d + B37
E38: x(A) + B38
B39: d + B38
E39: x(A) + B39
B40: d + B39
E40: x(A) + B40
B41: d + B40
E41: x(A) + B41
B42: d + B41
E42: x(A) + B42
B43: d + B42
E43: x(A) + B43
B44: d + B43
E44: x(A) + B44
B45: d + B44
E45: x(A) + B45
B46: d + B45
E46: x(A) + B46
B47: d + B46
E47: x(A) + B47
B48: d + B47
E48: x(A) + B48
B49: d + B48
E49: x(A) + B49
B50: d + B49
E50: x(A) + B50
B51: d + B50
E51: x(A) + B51
B52: d + B51
E52: x(A) + B52
B53: d + B52
E53: x(A) + B53
B54: d + B53
E54: x(A) + B54
B55: d + B54
E55: x(A) + B55
B56: d + B55
E56: x(A) + B56
B57: d + B56
E57: x(A) + B57
B58: d + B57
E58: x(A) + B58
B59: d + B58
E59: x(A) + B59
B60: d + B59
E60: x(A) + B60
B61: d + B60
E61: x(A) + B61
B62: d + B61
E62: x(A) + B62
B63: d + B62
E63: x(A) + B63
B64: d + B63
E64: x(A) + B64
B65: d + B64
E65: x(A) + B65
B66: d + B65
E66: x(A) + B66
B67: d + B66
E67: x(A) + B67
B68: d + B67
E68: x(A) + B68
B69: d + B68
E69: x(A) + B69
B70: d + B69
E70: x(A) + B70
B71: d + B70
E71: x(A) + B71
B72: d + B71
E72: x(A) + B72
B73: d + B72
E73: x(A) + B73
B74: d + B73
E74: x(A) + B74
B75: d + B74
E75: x(A) + B75
B76: d + B75
E76: x(A) + B76
B77: d + B76
E77: x(A) + B77
B78: d + B77
E78: x(A) + B78
B79: d + B78
E79: x(A) + B79
B80: d + B79
E80: x(A) + B80
B81: d + B80
E81: x(A) + B81
B82: d + B81
E82: x(A) + B82
B83: d + B82
E83: x(A) + B83
B84: d + B83
E84: x(A) + B84
B85: d + B84
E85: x(A) + B85
B86: d + B85
E86: x(A) + B86
B87: d + B86
E87: x(A) + B87
B88: d + B87
E88: x(A) + B88
B89: d + B88
E89: x(A) + B89
B90: d + B89
E90: x(A) + B90
B91: d + B90
E91: x(A) + B91
B92: d + B91
E92: x(A) + B92
B93: d + B92
E93: x(A) + B93
B94: d + B93
E94: x(A) + B94
B95: d + B94
E95: x(A) + B95
B96: d + B95
E96: x(A) + B96
B97: d + B96
E97: x(A) + B97
B98: d + B97
E98: x(A) + B98
B99: d + B98
E99: x(A) + B99
B100: d + B99
B101: d + B100
B102: d + B101
B103: d + B102
B104: d + B103
B105: d + B104
B106: d + B105
B107: d + B106
B108: d + B107
B109: d + B108
B110: d + B109
B111: d + B110
B112: d + B111
B113: d + B112
B114: d + B113
B115: d + B114
B116: d + B115
B117: d + B116
B118: d + B117
B119: d + B118
B120: d + B119
B121: d + B120
B122: d + B121
B123: d + B122
B124: d + B123
B125: d + B124
B126: d + B125
B127: d + B126
B128: d + B127
B129: d + B128
B130: d + B129
B131: d + B130
B132: d + B131
B133: d + B132
B134: d + B133
B135: d + B134
B136: d + B135
B137: d + B136
B138: d + B137
B139: d + B138
B140: d + B139
B141: d + B140
B142: d + B141
B143: d + B142
B144: d + B143
B145: d + B144
B146: d + B145
B147: d + B146
B148: d + B147
B149: d + B148
B150: d + B149
B151: d + B150
B152: d + B151
B153: d + B152
B154: d + B153
B155: d + B154
B156: d + B155
B157: d + B156
B158: d + B157
B159: d + B158
B160: d + B159
B161: d + B160
B162: d + B161
B163: d + B162
B164: d + B163
B165: d + B164
B166: d + B165
B167: d + B166
B168: d + B167
B169: d + B168
B170: d + B169
B171: d + B170
B172: d + B171
B173: d + B172
B174: d + B173
B175: d + B174
B176: d + B175
B177: d + B176
B178: d + B177
B179: d + B178
B180: d + B179
B181: d + B180
B182: d + B181
B183: d + B182
B184: d + B183
B185: d + B184
B186: d + B185
B187: d + B186
B188: d + B187
B189: d + B188
B190: d + B189
B191: d + B190
B192: d + B191
B193: d + B192
B194: d + B193
B195: d + B194
B196: d + B195
B197: d + B196
B198: d + B197
B199: d + B198
B200: d + B199
B201: d + B200
E201: x(A) + B201
B202: d + B201
E202: x(A) + B202
B203: d + B202
E203: x(A) + B203
B204: d + B203
E204: x(A) + B204
B205: d + B204
E205: x(A) + B205
B206: d + B205
E206: x(A) + B206
B207: d + B206
E207: x(A) + B207
B208: d + B207
E208: x(A) + B208
B209: d + B208
E209: x(A) + B209
B210: d + B209
E210: x(A) + B210
B211: d + B210
E211: x(A) + B211
B212: d + B211
E212: x(A) + B212
B213: d + B212
E213: x(A) + B213
B214: d + B213
E214: x(A) + B214
B215: d + B214
E215: x(A) + B215
B216: d + B215
E216: x(A) + B216
B217: d + B216
E217: x(A) + B217
B218: d + B217
E218: x(A) + B218
B219: d + B218
E219: x(A) + B219
B220: d + B219
E220: x(A) + B220
B221: d + B220
E221: x(A) + B221
B222: d + B221
E222: x(A) + B222
B223: d + B222
E223: x(A) + B223
B224: d + B223
E224: x(A) + B224
B225: d + B224
E225: x(A) + B225
B226: d + B225
E226: x(A) + B226
B227: d + B226
E227: x(A) + B227
B228: d + B227
E228: x(A) + B228
B229: d + B228
E229: x(A) + B229
B230: d + B229
E230: x(A) + B230
B231: d + B230
E231: x(A) + B231
B232: d + B231
E232: x(A) + B232
B233: d + B232
E233: x(A) + B233
B234: d + B233
E234: x(A) + B234
B235: d + B234
E235: x(A) + B235
B236: d + B235
E236: x(A) + B236
B237: d + B236
E237: x(A) + B237
B238: d + B237
E238: x(A) + B238
B239: d + B238
E239: x(A) + B239
B240: d + B239
E240: x(A) + B240
B241: d + B240
E241: x(A) + B241
B242: d + B241
E242: x(A) + B242
B243: d + B242
E243: x(A) + B243
B244: d + B243
E244: x(A) + B244
B245: d + B244
E245: x(A) + B245
B246: d + B245
E246: x(A) + B246
B247: d + B246
E247: x(A) + B247
B248: d + B247
E248: x(A) + B248
B249: d + B248
E249: x(A) + B249
B250: d + B249
E250: x(A) + B250
B251: d + B250
E251: x(A) + B251
B252: d + B251
E252: x(A) + B252
B253: d + B252
E253: x(A) + B253
B254: d + B253
E254: x(A) + B254
B255: d + B254
E255: x(A) + B255
B256: d + B255
E256: x(A) + B256
B257: d + B256
E257: x(A) + B257
B258: d + B257
E258: x(A) + B258
B259: d + B258
E259: x(A) + B259
B260: d + B259
E260: x(A) + B260
B261: d + B260
E261: x(A) + B261
B262: d + B261
E262: x(A) + B262
B263: d + B262
E263: x(A) + B263
B264: d + B263
E264: x(A) + B264
B265: d + B264
E265: x(A) + B265
B266: d + B265
E266: x(A) + B266
B267: d + B266
E267: x(A) + B267
B268: d + B267
E268: x(A) + B268
B269: d + B268
E269: x(A) + B269
B270: d + B269
E270: x(A) + B270
B271: d + B270
E271: x(A) + B271
B272: d + B271
E272: x(A) + B272
B273: d + B272
E273: x(A) + B273
B274: d + B273
E274: x(A) + B274
B275: d + B274
E275: x(A) + B275
B276: d + B275
E276: x(A) + B276
B277: d + B276
E277: x(A) + B277
B278: d + B277
E278: x(A) + B278
B279: d + B278
E279: x(A) + B279
B280: d + B279
E280: x(A) + B280
B281: d + B280
E281: x(A) + B281
B282: d + B281
E282: x(A) + B282
B283: d + B282
E283: x(A) + B283
B284: d + B283
E284: x(A) + B284
B285: d + B284
E285: x(A) + B285
B286: d + B285
E286: x(A) + B286
B287: d + B286
E287: x(A) + B287
B288: d + B287
E288: x(A) + B288
B289: d + B288
E289: x(A) + B289
B290: d + B289
E290: x(A) + B290
B291: d + B290
E291: x(A) + B291
B292: d + B291
E292: x(A) + B292
B293: d + B292
E293: x(A) + B293
B294: d + B293
E294: x(A) + B294
B295: d + B294
E295: x(A) + B295
B296: d + B295
E296: x(A) + B296
B297: d + B296
E297: x(A) + B297
B298: d + B297
E298: x(A) + B298
B299: d + B298
E299: x(A) + B299
B300: d + B299
E300: x(A) + B300
E200: x(A) + B200
E199: x(A) + B199
E198: x(A) + B198
E197: x(A) + B197
E196: x(A) + B196
E195: x(A) + B195
E194: x(A) + B194
E193: x(A) + B193
E192: x(A) + B192
E191: x(A) + B191
E190: x(A) + B190
E189: x(A) + B189
E188: x(A) + B188
E187: x(A) + B187
E186: x(A) + B186
E185: x(A) + B185
E184: x(A) + B184
E183: x(A) + B183
E182: x(A) + B182
E181: x(A) + B181
E180: x(A) + B180
E179: x(A) + B179
E178: x(A) + B178
E177: x(A) + B177
E176: x(A) + B176
E175: x(A) + B175
E174: x(A) + B174
E173: x(A) + B173
E172: x(A) + B172
E171: x(A) + B171
E170: x(A) + B170
E169: x(A) + B169
E168: x(A) + B168
E167: x(A) + B167
E166: x(A) + B166
E165: x(A) + B165
E164: x(A) + B164
E163: x(A) + B163
E162: x(A) + B162
E161: x(A) + B161
E160: x(A) + B160
E159: x(A) + B159
E158: x(A) + B158
E157: x(A) + B157
E156: x(A) + B156
E155: x(A) + B155
E154: x(A) + B154
E153: x(A) + B153
E152: x(A) + B152
E151: x(A) + B151
E150: x(A) + B150
E149: x(A) + B149
E148: x(A) + B148
E147: x(A) + B147
E146: x(A) + B146
E145: x(A) + B145
E144: x(A) + B144
E143: x(A) + B143
E142: x(A) + B142
E141: x(A) + B141
E140: x(A) + B140
E139: x(A) + B139
E138: x(A) + B138
E137: x(A) + B137
E136: x(A) + B136
E135: x(A) + B135
E134: x(A) + B134
E133: x(A) + B133
E132: x(A) + B132
E131: x(A) + B131
E130: x(A) + B130
E129: x(A) + B129
E128: x(A) + B128
E127: x(A) + B127
E126: x(A) + B126
E125: x(A) + B125
E124: x(A) + B124
E123: x(A) + B123
E122: x(A) + B122
E121: x(A) + B121
E120: x(A) + B120
E119: x(A) + B119
E118: x(A) + B118
E117: x(A) + B117
E116: x(A) + B116
E115: x(A) + B115
E114: x(A) + B114
E113: x(A) + B113
E112: x(A) + B112
E111: x(A) + B111
E110: x(A) + B110
E109: x(A) + B109
E108: x(A) + B108
E107: x(A) + B107
E106: x(A) + B106
E105: x(A) + B105
E104: x(A) + B104
E103: x(A) + B103
E102: x(A) + B102
E101: x(A) + B101
E100: x(A) + B100
E25: x(A) + B25
E20: x(A) + B20
g(x) = If[x(A) < x < x(B), f]
D300: (g(x(A) + C300) * d)
D299: (g(x(A) + C299) * d)
D298: (g(x(A) + C298) * d)
D297: (g(x(A) + C297) * d)
D296: (g(x(A) + C296) * d)
D295: (g(x(A) + C295) * d)
D294: (g(x(A) + C294) * d)
D293: (g(x(A) + C293) * d)
D292: (g(x(A) + C292) * d)
D291: (g(x(A) + C291) * d)
D290: (g(x(A) + C290) * d)
D289: (g(x(A) + C289) * d)
D288: (g(x(A) + C288) * d)
D287: (g(x(A) + C287) * d)
D286: (g(x(A) + C286) * d)
D285: (g(x(A) + C285) * d)
D284: (g(x(A) + C284) * d)
D283: (g(x(A) + C283) * d)
D282: (g(x(A) + C282) * d)
D281: (g(x(A) + C281) * d)
D280: (g(x(A) + C280) * d)
D279: (g(x(A) + C279) * d)
D278: (g(x(A) + C278) * d)
D277: (g(x(A) + C277) * d)
D276: (g(x(A) + C276) * d)
D275: (g(x(A) + C275) * d)
D274: (g(x(A) + C274) * d)
D273: (g(x(A) + C273) * d)
D272: (g(x(A) + C272) * d)
D271: (g(x(A) + C271) * d)
D270: (g(x(A) + C270) * d)
D269: (g(x(A) + C269) * d)
D268: (g(x(A) + C268) * d)
D267: (g(x(A) + C267) * d)
D266: (g(x(A) + C266) * d)
D265: (g(x(A) + C265) * d)
D264: (g(x(A) + C264) * d)
D263: (g(x(A) + C263) * d)
D262: (g(x(A) + C262) * d)
D261: (g(x(A) + C261) * d)
D260: (g(x(A) + C260) * d)
D259: (g(x(A) + C259) * d)
D258: (g(x(A) + C258) * d)
D257: (g(x(A) + C257) * d)
D256: (g(x(A) + C256) * d)
D255: (g(x(A) + C255) * d)
D254: (g(x(A) + C254) * d)
D253: (g(x(A) + C253) * d)
D252: (g(x(A) + C252) * d)
D251: (g(x(A) + C251) * d)
D250: (g(x(A) + C250) * d)
D249: (g(x(A) + C249) * d)
D248: (g(x(A) + C248) * d)
D247: (g(x(A) + C247) * d)
D246: (g(x(A) + C246) * d)
D245: (g(x(A) + C245) * d)
D244: (g(x(A) + C244) * d)
D243: (g(x(A) + C243) * d)
D242: (g(x(A) + C242) * d)
D241: (g(x(A) + C241) * d)
D240: (g(x(A) + C240) * d)
D239: (g(x(A) + C239) * d)
D238: (g(x(A) + C238) * d)
D237: (g(x(A) + C237) * d)
D236: (g(x(A) + C236) * d)
D235: (g(x(A) + C235) * d)
D234: (g(x(A) + C234) * d)
D233: (g(x(A) + C233) * d)
D232: (g(x(A) + C232) * d)
D231: (g(x(A) + C231) * d)
D230: (g(x(A) + C230) * d)
D229: (g(x(A) + C229) * d)
D228: (g(x(A) + C228) * d)
D227: (g(x(A) + C227) * d)
D226: (g(x(A) + C226) * d)
D225: (g(x(A) + C225) * d)
D224: (g(x(A) + C224) * d)
D223: (g(x(A) + C223) * d)
D222: (g(x(A) + C222) * d)
D221: (g(x(A) + C221) * d)
D220: (g(x(A) + C220) * d)
D219: (g(x(A) + C219) * d)
D218: (g(x(A) + C218) * d)
D217: (g(x(A) + C217) * d)
D216: (g(x(A) + C216) * d)
D215: (g(x(A) + C215) * d)
D214: (g(x(A) + C214) * d)
D213: (g(x(A) + C213) * d)
D212: (g(x(A) + C212) * d)
D211: (g(x(A) + C211) * d)
D210: (g(x(A) + C210) * d)
D209: (g(x(A) + C209) * d)
D208: (g(x(A) + C208) * d)
D207: (g(x(A) + C207) * d)
D206: (g(x(A) + C206) * d)
D205: (g(x(A) + C205) * d)
D204: (g(x(A) + C204) * d)
D203: (g(x(A) + C203) * d)
D202: (g(x(A) + C202) * d)
D201: (g(x(A) + C201) * d)
D200: (g(x(A) + C200) * d)
D199: (g(x(A) + C199) * d)
D198: (g(x(A) + C198) * d)
D197: (g(x(A) + C197) * d)
D196: (g(x(A) + C196) * d)
D195: (g(x(A) + C195) * d)
D194: (g(x(A) + C194) * d)
D193: (g(x(A) + C193) * d)
D192: (g(x(A) + C192) * d)
D191: (g(x(A) + C191) * d)
D190: (g(x(A) + C190) * d)
D189: (g(x(A) + C189) * d)
D188: (g(x(A) + C188) * d)
D187: (g(x(A) + C187) * d)
D186: (g(x(A) + C186) * d)
D185: (g(x(A) + C185) * d)
D184: (g(x(A) + C184) * d)
D183: (g(x(A) + C183) * d)
D182: (g(x(A) + C182) * d)
D181: (g(x(A) + C181) * d)
D180: (g(x(A) + C180) * d)
D179: (g(x(A) + C179) * d)
D178: (g(x(A) + C178) * d)
D177: (g(x(A) + C177) * d)
D176: (g(x(A) + C176) * d)
D175: (g(x(A) + C175) * d)
D174: (g(x(A) + C174) * d)
D173: (g(x(A) + C173) * d)
D172: (g(x(A) + C172) * d)
D171: (g(x(A) + C171) * d)
D170: (g(x(A) + C170) * d)
D169: (g(x(A) + C169) * d)
D168: (g(x(A) + C168) * d)
D167: (g(x(A) + C167) * d)
D166: (g(x(A) + C166) * d)
D165: (g(x(A) + C165) * d)
D164: (g(x(A) + C164) * d)
D163: (g(x(A) + C163) * d)
D162: (g(x(A) + C162) * d)
D161: (g(x(A) + C161) * d)
D160: (g(x(A) + C160) * d)
D159: (g(x(A) + C159) * d)
D158: (g(x(A) + C158) * d)
D157: (g(x(A) + C157) * d)
D156: (g(x(A) + C156) * d)
D155: (g(x(A) + C155) * d)
D154: (g(x(A) + C154) * d)
D153: (g(x(A) + C153) * d)
D152: (g(x(A) + C152) * d)
D151: (g(x(A) + C151) * d)
D150: (g(x(A) + C150) * d)
D149: (g(x(A) + C149) * d)
D148: (g(x(A) + C148) * d)
D147: (g(x(A) + C147) * d)
D146: (g(x(A) + C146) * d)
D145: (g(x(A) + C145) * d)
D144: (g(x(A) + C144) * d)
D143: (g(x(A) + C143) * d)
D142: (g(x(A) + C142) * d)
D141: (g(x(A) + C141) * d)
D140: (g(x(A) + C140) * d)
D139: (g(x(A) + C139) * d)
D138: (g(x(A) + C138) * d)
D137: (g(x(A) + C137) * d)
D136: (g(x(A) + C136) * d)
D135: (g(x(A) + C135) * d)
D134: (g(x(A) + C134) * d)
D133: (g(x(A) + C133) * d)
D132: (g(x(A) + C132) * d)
D131: (g(x(A) + C131) * d)
D130: (g(x(A) + C130) * d)
D129: (g(x(A) + C129) * d)
D128: (g(x(A) + C128) * d)
D127: (g(x(A) + C127) * d)
D126: (g(x(A) + C126) * d)
D125: (g(x(A) + C125) * d)
D124: (g(x(A) + C124) * d)
D123: (g(x(A) + C123) * d)
D122: (g(x(A) + C122) * d)
D121: (g(x(A) + C121) * d)
D120: (g(x(A) + C120) * d)
D119: (g(x(A) + C119) * d)
D118: (g(x(A) + C118) * d)
D117: (g(x(A) + C117) * d)
D116: (g(x(A) + C116) * d)
D115: (g(x(A) + C115) * d)
D114: (g(x(A) + C114) * d)
D113: (g(x(A) + C113) * d)
D112: (g(x(A) + C112) * d)
D111: (g(x(A) + C111) * d)
D110: (g(x(A) + C110) * d)
D109: (g(x(A) + C109) * d)
D108: (g(x(A) + C108) * d)
D107: (g(x(A) + C107) * d)
D106: (g(x(A) + C106) * d)
D105: (g(x(A) + C105) * d)
D104: (g(x(A) + C104) * d)
D103: (g(x(A) + C103) * d)
D102: (g(x(A) + C102) * d)
D101: (g(x(A) + C101) * d)
D100: (g(x(A) + C100) * d)
D99: (g(x(A) + C99) * d)
D98: (g(x(A) + C98) * d)
D97: (g(x(A) + C97) * d)
D96: (g(x(A) + C96) * d)
D95: (g(x(A) + C95) * d)
D94: (g(x(A) + C94) * d)
D93: (g(x(A) + C93) * d)
D92: (g(x(A) + C92) * d)
D91: (g(x(A) + C91) * d)
D90: (g(x(A) + C90) * d)
D89: (g(x(A) + C89) * d)
D88: (g(x(A) + C88) * d)
D87: (g(x(A) + C87) * d)
D86: (g(x(A) + C86) * d)
D85: (g(x(A) + C85) * d)
D84: (g(x(A) + C84) * d)
D83: (g(x(A) + C83) * d)
D82: (g(x(A) + C82) * d)
D81: (g(x(A) + C81) * d)
D80: (g(x(A) + C80) * d)
D79: (g(x(A) + C79) * d)
D78: (g(x(A) + C78) * d)
D77: (g(x(A) + C77) * d)
D76: (g(x(A) + C76) * d)
D75: (g(x(A) + C75) * d)
D74: (g(x(A) + C74) * d)
D73: (g(x(A) + C73) * d)
D72: (g(x(A) + C72) * d)
D71: (g(x(A) + C71) * d)
D70: (g(x(A) + C70) * d)
D69: (g(x(A) + C69) * d)
D68: (g(x(A) + C68) * d)
D67: (g(x(A) + C67) * d)
D66: (g(x(A) + C66) * d)
D65: (g(x(A) + C65) * d)
D64: (g(x(A) + C64) * d)
D63: (g(x(A) + C63) * d)
D62: (g(x(A) + C62) * d)
D61: (g(x(A) + C61) * d)
D60: (g(x(A) + C60) * d)
D59: (g(x(A) + C59) * d)
D58: (g(x(A) + C58) * d)
D57: (g(x(A) + C57) * d)
D56: (g(x(A) + C56) * d)
D55: (g(x(A) + C55) * d)
D54: (g(x(A) + C54) * d)
D53: (g(x(A) + C53) * d)
D52: (g(x(A) + C52) * d)
D51: (g(x(A) + C51) * d)
D50: (g(x(A) + C50) * d)
D49: (g(x(A) + C49) * d)
D48: (g(x(A) + C48) * d)
D47: (g(x(A) + C47) * d)
D46: (g(x(A) + C46) * d)
D45: (g(x(A) + C45) * d)
D44: (g(x(A) + C44) * d)
D43: (g(x(A) + C43) * d)
D42: (g(x(A) + C42) * d)
D41: (g(x(A) + C41) * d)
D40: (g(x(A) + C40) * d)
D39: (g(x(A) + C39) * d)
D38: (g(x(A) + C38) * d)
D37: (g(x(A) + C37) * d)
D36: (g(x(A) + C36) * d)
D35: (g(x(A) + C35) * d)
D34: (g(x(A) + C34) * d)
D33: (g(x(A) + C33) * d)
D32: (g(x(A) + C32) * d)
D31: (g(x(A) + C31) * d)
D30: (g(x(A) + C30) * d)
D29: (g(x(A) + C29) * d)
D28: (g(x(A) + C28) * d)
D27: (g(x(A) + C27) * d)
D26: (g(x(A) + C26) * d)
D25: (g(x(A) + C25) * d)
D24: (g(x(A) + C24) * d)
D23: (g(x(A) + C23) * d)
D22: (g(x(A) + C22) * d)
D21: (g(x(A) + C21) * d)
D20: (g(x(A) + C20) * d)
D19: (g(x(A) + C19) * d)
D18: (g(x(A) + C18) * d)
D17: (g(x(A) + C17) * d)
D16: (g(x(A) + C16) * d)
D15: (g(x(A) + C15) * d)
D14: (g(x(A) + C14) * d)
D13: (g(x(A) + C13) * d)
D12: (g(x(A) + C12) * d)
D11: (g(x(A) + C11) * d)
D10: (g(x(A) + C10) * d)
D9: (g(x(A) + C9) * d)
D8: (g(x(A) + C8) * d)
D7: (g(x(A) + C7) * d)
D6: (g(x(A) + C6) * d)
D5: (g(x(A) + C5) * d)
D4: (g(x(A) + C4) * d)
D3: (g(x(A) + C3) * d)
D2: (g(x(A) + C2) * d)
D1: (g(x(A) + C1) * d)
F1: D1
C: (E1, F1)
F2: F1 + D2
D: (E2, F2)
F3: F2 + D3
E: (E3, F3)
F4: F3 + D4
F: (E4, F4)
F5: F4 + D5
G: (E5, F5)
F6: F5 + D6
H: (E6, F6)
F7: F6 + D7
I: (E7, F7)
F8: F7 + D8
J: (E8, F8)
F9: F8 + D9
K: (E9, F9)
F10: F9 + D10
L: (E10, F10)
F11: F10 + D11
M: (E11, F11)
F12: F11 + D12
N: (E12, F12)
F13: F12 + D13
O: (E13, F13)
F14: F13 + D14
P: (E14, F14)
F15: F14 + D15
Q: (E15, F15)
F16: F15 + D16
R: (E16, F16)
F17: F16 + D17
S: (E17, F17)
F18: F17 + D18
T: (E18, F18)
F19: F18 + D19
U: (E19, F19)
F20: F19 + D20
V: (E20, F20)
F21: F20 + D21
W: (E21, F21)
F22: F21 + D22
Z: (E22, F22)
F23: F22 + D23
A_1: (E23, F23)
F24: F23 + D24
B_1: (E24, F24)
F25: F24 + D25
C_1: (E25, F25)
F26: F25 + D26
D_1: (E26, F26)
F27: F26 + D27
E_1: (E27, F27)
F28: F27 + D28
F_1: (E28, F28)
F29: F28 + D29
G_1: (E29, F29)
F30: F29 + D30
H_1: (E30, F30)
F31: F30 + D31
I_1: (E31, F31)
F32: F31 + D32
J_1: (E32, F32)
F33: F32 + D33
K_1: (E33, F33)
F34: F33 + D34
L_1: (E34, F34)
F35: F34 + D35
M_1: (E35, F35)
F36: F35 + D36
N_1: (E36, F36)
F37: F36 + D37
O_1: (E37, F37)
F38: F37 + D38
P_1: (E38, F38)
F39: F38 + D39
Q_1: (E39, F39)
F40: F39 + D40
R_1: (E40, F40)
F41: F40 + D41
S_1: (E41, F41)
F42: F41 + D42
T_1: (E42, F42)
F43: F42 + D43
U_1: (E43, F43)
F44: F43 + D44
V_1: (E44, F44)
F45: F44 + D45
W_1: (E45, F45)
F46: F45 + D46
Z_1: (E46, F46)
F47: F46 + D47
A_2: (E47, F47)
F48: F47 + D48
B_2: (E48, F48)
F49: F48 + D49
C_2: (E49, F49)
F50: F49 + D50
D_2: (E50, F50)
F51: F50 + D51
E_2: (E51, F51)
F52: F51 + D52
F_2: (E52, F52)
F53: F52 + D53
G_2: (E53, F53)
F54: F53 + D54
H_2: (E54, F54)
F55: F54 + D55
I_2: (E55, F55)
F56: F55 + D56
J_2: (E56, F56)
F57: F56 + D57
K_2: (E57, F57)
F58: F57 + D58
L_2: (E58, F58)
F59: F58 + D59
M_2: (E59, F59)
F60: F59 + D60
N_2: (E60, F60)
F61: F60 + D61
O_2: (E61, F61)
F62: F61 + D62
P_2: (E62, F62)
F63: F62 + D63
Q_2: (E63, F63)
F64: F63 + D64
R_2: (E64, F64)
F65: F64 + D65
S_2: (E65, F65)
F66: F65 + D66
T_2: (E66, F66)
F67: F66 + D67
U_2: (E67, F67)
F68: F67 + D68
V_2: (E68, F68)
F69: F68 + D69
W_2: (E69, F69)
F70: F69 + D70
Z_2: (E70, F70)
F71: F70 + D71
A_3: (E71, F71)
F72: F71 + D72
B_3: (E72, F72)
F73: F72 + D73
C_3: (E73, F73)
F74: F73 + D74
D_3: (E74, F74)
F75: F74 + D75
E_3: (E75, F75)
F76: F75 + D76
F_3: (E76, F76)
F77: F76 + D77
G_3: (E77, F77)
F78: F77 + D78
H_3: (E78, F78)
F79: F78 + D79
I_3: (E79, F79)
F80: F79 + D80
J_3: (E80, F80)
F81: F80 + D81
K_3: (E81, F81)
F82: F81 + D82
L_3: (E82, F82)
F83: F82 + D83
M_3: (E83, F83)
F84: F83 + D84
N_3: (E84, F84)
F85: F84 + D85
O_3: (E85, F85)
F86: F85 + D86
P_3: (E86, F86)
F87: F86 + D87
Q_3: (E87, F87)
F88: F87 + D88
R_3: (E88, F88)
F89: F88 + D89
S_3: (E89, F89)
F90: F89 + D90
T_3: (E90, F90)
F91: F90 + D91
U_3: (E91, F91)
F92: F91 + D92
V_3: (E92, F92)
F93: F92 + D93
W_3: (E93, F93)
F94: F93 + D94
Z_3: (E94, F94)
F95: F94 + D95
A_4: (E95, F95)
F96: F95 + D96
B_4: (E96, F96)
F97: F96 + D97
C_4: (E97, F97)
F98: F97 + D98
D_4: (E98, F98)
F99: F98 + D99
E_4: (E99, F99)
F100: F99 + D100
F_4: (E100, F100)
F101: F100 + D101
H_4: (E101, F101)
F102: F101 + D102
I_4: (E102, F102)
F103: F102 + D103
J_4: (E103, F103)
F104: F103 + D104
K_4: (E104, F104)
F105: F104 + D105
L_4: (E105, F105)
F106: F105 + D106
M_4: (E106, F106)
F107: F106 + D107
N_4: (E107, F107)
F108: F107 + D108
O_4: (E108, F108)
F109: F108 + D109
P_4: (E109, F109)
F110: F109 + D110
Q_4: (E110, F110)
F111: F110 + D111
R_4: (E111, F111)
F112: F111 + D112
S_4: (E112, F112)
F113: F112 + D113
T_4: (E113, F113)
F114: F113 + D114
U_4: (E114, F114)
F115: F114 + D115
V_4: (E115, F115)
F116: F115 + D116
W_4: (E116, F116)
F117: F116 + D117
Z_4: (E117, F117)
F118: F117 + D118
A_5: (E118, F118)
F119: F118 + D119
B_5: (E119, F119)
F120: F119 + D120
C_5: (E120, F120)
F121: F120 + D121
D_5: (E121, F121)
F122: F121 + D122
E_5: (E122, F122)
F123: F122 + D123
F_5: (E123, F123)
F124: F123 + D124
G_5: (E124, F124)
F125: F124 + D125
H_5: (E125, F125)
F126: F125 + D126
I_5: (E126, F126)
F127: F126 + D127
J_5: (E127, F127)
F128: F127 + D128
K_5: (E128, F128)
F129: F128 + D129
L_5: (E129, F129)
F130: F129 + D130
M_5: (E130, F130)
F131: F130 + D131
N_5: (E131, F131)
F132: F131 + D132
O_5: (E132, F132)
F133: F132 + D133
P_5: (E133, F133)
F134: F133 + D134
Q_5: (E134, F134)
F135: F134 + D135
R_5: (E135, F135)
F136: F135 + D136
S_5: (E136, F136)
F137: F136 + D137
T_5: (E137, F137)
F138: F137 + D138
U_5: (E138, F138)
F139: F138 + D139
V_5: (E139, F139)
F140: F139 + D140
W_5: (E140, F140)
F141: F140 + D141
Z_5: (E141, F141)
F142: F141 + D142
A_6: (E142, F142)
F143: F142 + D143
B_6: (E143, F143)
F144: F143 + D144
C_6: (E144, F144)
F145: F144 + D145
D_6: (E145, F145)
F146: F145 + D146
E_6: (E146, F146)
F147: F146 + D147
F_6: (E147, F147)
F148: F147 + D148
G_6: (E148, F148)
F149: F148 + D149
H_6: (E149, F149)
F150: F149 + D150
I_6: (E150, F150)
F151: F150 + D151
J_6: (E151, F151)
F152: F151 + D152
K_6: (E152, F152)
F153: F152 + D153
L_6: (E153, F153)
F154: F153 + D154
M_6: (E154, F154)
F155: F154 + D155
N_6: (E155, F155)
F156: F155 + D156
O_6: (E156, F156)
F157: F156 + D157
P_6: (E157, F157)
F158: F157 + D158
Q_6: (E158, F158)
F159: F158 + D159
R_6: (E159, F159)
F160: F159 + D160
S_6: (E160, F160)
F161: F160 + D161
T_6: (E161, F161)
F162: F161 + D162
U_6: (E162, F162)
F163: F162 + D163
V_6: (E163, F163)
F164: F163 + D164
W_6: (E164, F164)
F165: F164 + D165
Z_6: (E165, F165)
F166: F165 + D166
A_7: (E166, F166)
F167: F166 + D167
B_7: (E167, F167)
F168: F167 + D168
C_7: (E168, F168)
F169: F168 + D169
D_7: (E169, F169)
F170: F169 + D170
E_7: (E170, F170)
F171: F170 + D171
F_7: (E171, F171)
F172: F171 + D172
G_7: (E172, F172)
F173: F172 + D173
H_7: (E173, F173)
F174: F173 + D174
I_7: (E174, F174)
F175: F174 + D175
J_7: (E175, F175)
F176: F175 + D176
K_7: (E176, F176)
F177: F176 + D177
L_7: (E177, F177)
F178: F177 + D178
M_7: (E178, F178)
F179: F178 + D179
N_7: (E179, F179)
F180: F179 + D180
O_7: (E180, F180)
F181: F180 + D181
P_7: (E181, F181)
F182: F181 + D182
Q_7: (E182, F182)
F183: F182 + D183
R_7: (E183, F183)
F184: F183 + D184
S_7: (E184, F184)
F185: F184 + D185
T_7: (E185, F185)
F186: F185 + D186
U_7: (E186, F186)
F187: F186 + D187
V_7: (E187, F187)
F188: F187 + D188
W_7: (E188, F188)
F189: F188 + D189
Z_7: (E189, F189)
F190: F189 + D190
A_8: (E190, F190)
F191: F190 + D191
B_8: (E191, F191)
F192: F191 + D192
C_8: (E192, F192)
F193: F192 + D193
D_8: (E193, F193)
F194: F193 + D194
E_8: (E194, F194)
F195: F194 + D195
F_8: (E195, F195)
F196: F195 + D196
G_8: (E196, F196)
F197: F196 + D197
H_8: (E197, F197)
F198: F197 + D198
I_8: (E198, F198)
F199: F198 + D199
J_8: (E199, F199)
F200: F199 + D200
F201: F200 + D201
T_8: (E201, F201)
F202: F201 + D202
U_8: (E202, F202)
F203: F202 + D203
V_8: (E203, F203)
F204: F203 + D204
W_8: (E204, F204)
F205: F204 + D205
Z_8: (E205, F205)
F206: F205 + D206
A_9: (E206, F206)
F207: F206 + D207
B_9: (E207, F207)
F208: F207 + D208
C_9: (E208, F208)
F209: F208 + D209
D_9: (E209, F209)
F210: F209 + D210
E_9: (E210, F210)
F211: F210 + D211
F_9: (E211, F211)
F212: F211 + D212
G_9: (E212, F212)
F213: F212 + D213
H_9: (E213, F213)
F214: F213 + D214
I_9: (E214, F214)
F215: F214 + D215
J_9: (E215, F215)
F216: F215 + D216
K_9: (E216, F216)
F217: F216 + D217
L_9: (E217, F217)
F218: F217 + D218
M_9: (E218, F218)
F219: F218 + D219
N_9: (E219, F219)
F220: F219 + D220
O_9: (E220, F220)
F221: F220 + D221
P_9: (E221, F221)
F222: F221 + D222
Q_9: (E222, F222)
F223: F222 + D223
R_9: (E223, F223)
F224: F223 + D224
S_9: (E224, F224)
F225: F224 + D225
T_9: (E225, F225)
F226: F225 + D226
U_9: (E226, F226)
F227: F226 + D227
V_9: (E227, F227)
F228: F227 + D228
W_9: (E228, F228)
F229: F228 + D229
Z_9: (E229, F229)
F230: F229 + D230
A_{10}: (E230, F230)
F231: F230 + D231
B_{10}: (E231, F231)
F232: F231 + D232
C_{10}: (E232, F232)
F233: F232 + D233
D_{10}: (E233, F233)
F234: F233 + D234
E_{10}: (E234, F234)
F235: F234 + D235
F_{10}: (E235, F235)
F236: F235 + D236
G_{10}: (E236, F236)
F237: F236 + D237
H_{10}: (E237, F237)
F238: F237 + D238
I_{10}: (E238, F238)
F239: F238 + D239
J_{10}: (E239, F239)
F240: F239 + D240
K_{10}: (E240, F240)
F241: F240 + D241
L_{10}: (E241, F241)
F242: F241 + D242
M_{10}: (E242, F242)
F243: F242 + D243
N_{10}: (E243, F243)
F244: F243 + D244
O_{10}: (E244, F244)
F245: F244 + D245
P_{10}: (E245, F245)
F246: F245 + D246
Q_{10}: (E246, F246)
F247: F246 + D247
R_{10}: (E247, F247)
F248: F247 + D248
S_{10}: (E248, F248)
F249: F248 + D249
T_{10}: (E249, F249)
F250: F249 + D250
U_{10}: (E250, F250)
F251: F250 + D251
V_{10}: (E251, F251)
F252: F251 + D252
W_{10}: (E252, F252)
F253: F252 + D253
Z_{10}: (E253, F253)
F254: F253 + D254
A_{11}: (E254, F254)
F255: F254 + D255
B_{11}: (E255, F255)
F256: F255 + D256
C_{11}: (E256, F256)
F257: F256 + D257
D_{11}: (E257, F257)
F258: F257 + D258
E_{11}: (E258, F258)
F259: F258 + D259
F_{11}: (E259, F259)
F260: F259 + D260
G_{11}: (E260, F260)
F261: F260 + D261
H_{11}: (E261, F261)
F262: F261 + D262
I_{11}: (E262, F262)
F263: F262 + D263
J_{11}: (E263, F263)
F264: F263 + D264
K_{11}: (E264, F264)
F265: F264 + D265
L_{11}: (E265, F265)
F266: F265 + D266
M_{11}: (E266, F266)
F267: F266 + D267
N_{11}: (E267, F267)
F268: F267 + D268
O_{11}: (E268, F268)
F269: F268 + D269
P_{11}: (E269, F269)
F270: F269 + D270
Q_{11}: (E270, F270)
F271: F270 + D271
R_{11}: (E271, F271)
F272: F271 + D272
S_{11}: (E272, F272)
F273: F272 + D273
T_{11}: (E273, F273)
F274: F273 + D274
U_{11}: (E274, F274)
F275: F274 + D275
V_{11}: (E275, F275)
F276: F275 + D276
W_{11}: (E276, F276)
F277: F276 + D277
Z_{11}: (E277, F277)
F278: F277 + D278
A_{12}: (E278, F278)
F279: F278 + D279
B_{12}: (E279, F279)
F280: F279 + D280
C_{12}: (E280, F280)
F281: F280 + D281
D_{12}: (E281, F281)
F282: F281 + D282
E_{12}: (E282, F282)
F283: F282 + D283
F_{12}: (E283, F283)
F284: F283 + D284
G_{12}: (E284, F284)
F285: F284 + D285
H_{12}: (E285, F285)
F286: F285 + D286
I_{12}: (E286, F286)
F287: F286 + D287
J_{12}: (E287, F287)
F288: F287 + D288
K_{12}: (E288, F288)
F289: F288 + D289
L_{12}: (E289, F289)
F290: F289 + D290
M_{12}: (E290, F290)
F291: F290 + D291
N_{12}: (E291, F291)
F292: F291 + D292
O_{12}: (E292, F292)
F293: F292 + D293
P_{12}: (E293, F293)
F294: F293 + D294
Q_{12}: (E294, F294)
F295: F294 + D295
R_{12}: (E295, F295)
F296: F295 + D296
S_{12}: (E296, F296)
F297: F296 + D297
T_{12}: (E297, F297)
F298: F297 + D298
U_{12}: (E298, F298)
F299: F298 + D299
V_{12}: (E299, F299)
F300: F299 + D300
W_{12}: (E300, F300)
K_8: (E200, F200)
lista1 = Sequence(Segment[(x(A) + ((k - 1) * (x(B) - x(A)) / n), g(x(A) + (((2 * k) - 1) * (x(B) - x(A)) / ((2 * n))))), (x(A) + ((k * (x(B) - x(A)))) / n, g(x(A) + (((2 * k) - 1) * (x(B) - x(A)) / ((2 * n)))))], k, 1, n)
lista2 = Sequence(Segment[(x(A) + (k * (x(B) - x(A)) / n), 0), (x(A) + ((k * (x(B) - x(A)))) / n, g(x(A) + (((2 * k) - 1) * (x(B) - x(A)) / ((2 * n)))))], k, 1, n)
lista3 = Sequence(Segment[(x(A) + ((k - 1) * (x(B) - x(A)) / n), 0), (x(A) + ((k - 1) * (x(B) - x(A)) / n), g(x(A) + (((2 * k) - 1) * (x(B) - x(A)) / ((2 * n)))))], k, 1, n)
A1 = 1
A2: A1 + 1
A3: A2 + 1
A4: (2 * A3) - A2
A5: (2 * A4) - A3
A6: (2 * A5) - A4
A7: (2 * A6) - A5
A8: (2 * A7) - A6
A9: (2 * A8) - A7
A10: (2 * A9) - A8
A11: (2 * A10) - A9
A12: (2 * A11) - A10
A13: (2 * A12) - A11
A14: (2 * A13) - A12
A15: (2 * A14) - A13
A16: (2 * A15) - A14
A17: (2 * A16) - A15
A18: (2 * A17) - A16
A19: (2 * A18) - A17
A20: (2 * A19) - A18
A21: (2 * A20) - A19
A22: (2 * A21) - A20
A23: (2 * A22) - A21
A24: (2 * A23) - A22
A25: (2 * A24) - A23
A26: (2 * A25) - A24
A27: (2 * A26) - A25
A28: (2 * A27) - A26
A29: (2 * A28) - A27
A30: (2 * A29) - A28
A31: (2 * A30) - A29
A32: (2 * A31) - A30
A33: (2 * A32) - A31
A34: (2 * A33) - A32
A35: (2 * A34) - A33
A36: (2 * A35) - A34
A37: (2 * A36) - A35
A38: (2 * A37) - A36
A39: (2 * A38) - A37
A40: (2 * A39) - A38
A41: (2 * A40) - A39
A42: (2 * A41) - A40
A43: (2 * A42) - A41
A44: (2 * A43) - A42
A45: (2 * A44) - A43
A46: (2 * A45) - A44
A47: (2 * A46) - A45
A48: (2 * A47) - A46
A49: (2 * A48) - A47
A50: (2 * A49) - A48
A51: (2 * A50) - A49
A52: (2 * A51) - A50
A53: (2 * A52) - A51
A54: (2 * A53) - A52
A55: (2 * A54) - A53
A56: (2 * A55) - A54
A57: (2 * A56) - A55
A58: (2 * A57) - A56
A59: (2 * A58) - A57
A60: (2 * A59) - A58
A61: (2 * A60) - A59
A62: (2 * A61) - A60
A63: (2 * A62) - A61
A64: (2 * A63) - A62
A65: (2 * A64) - A63
A66: (2 * A65) - A64
A67: (2 * A66) - A65
A68: (2 * A67) - A66
A69: (2 * A68) - A67
A70: (2 * A69) - A68
A71: (2 * A70) - A69
A72: (2 * A71) - A70
A73: (2 * A72) - A71
A74: (2 * A73) - A72
A75: (2 * A74) - A73
A76: (2 * A75) - A74
A77: (2 * A76) - A75
A78: (2 * A77) - A76
A79: (2 * A78) - A77
A80: (2 * A79) - A78
A81: (2 * A80) - A79
A82: (2 * A81) - A80
A83: (2 * A82) - A81
A84: (2 * A83) - A82
A85: (2 * A84) - A83
A86: (2 * A85) - A84
A87: (2 * A86) - A85
A88: (2 * A87) - A86
A89: (2 * A88) - A87
A90: (2 * A89) - A88
A91: (2 * A90) - A89
A92: (2 * A91) - A90
A93: (2 * A92) - A91
A94: (2 * A93) - A92
A95: (2 * A94) - A93
A96: (2 * A95) - A94
A97: (2 * A96) - A95
A98: (2 * A97) - A96
A99: (2 * A98) - A97
G_4 = Point(Vector[A, B])
a = OrthogonalLine(G_4, xAxis)
A100: (2 * A99) - A98
u = true
A101: (2 * A100) - A99
A102: (2 * A101) - A100
A103: (2 * A102) - A101
A104: (2 * A103) - A102
A105: (2 * A104) - A103
A106: (2 * A105) - A104
A107: (2 * A106) - A105
A108: (2 * A107) - A106
A109: (2 * A108) - A107
A110: (2 * A109) - A108
A111: (2 * A110) - A109
A112: (2 * A111) - A110
A113: (2 * A112) - A111
A114: (2 * A113) - A112
A115: (2 * A114) - A113
A116: (2 * A115) - A114
A117: (2 * A116) - A115
A118: (2 * A117) - A116
A119: (2 * A118) - A117
A120: (2 * A119) - A118
A121: (2 * A120) - A119
A122: (2 * A121) - A120
A123: (2 * A122) - A121
A124: (2 * A123) - A122
A125: (2 * A124) - A123
A126: (2 * A125) - A124
A127: (2 * A126) - A125
A128: (2 * A127) - A126
A129: (2 * A128) - A127
A130: (2 * A129) - A128
A131: (2 * A130) - A129
A132: (2 * A131) - A130
A133: (2 * A132) - A131
A134: (2 * A133) - A132
A135: (2 * A134) - A133
A136: (2 * A135) - A134
A137: (2 * A136) - A135
A138: (2 * A137) - A136
A139: (2 * A138) - A137
A140: (2 * A139) - A138
A141: (2 * A140) - A139
A142: (2 * A141) - A140
A143: (2 * A142) - A141
A144: (2 * A143) - A142
A145: (2 * A144) - A143
A146: (2 * A145) - A144
A147: (2 * A146) - A145
A148: (2 * A147) - A146
A149: (2 * A148) - A147
A150: (2 * A149) - A148
A151: (2 * A150) - A149
A152: (2 * A151) - A150
A153: (2 * A152) - A151
A154: (2 * A153) - A152
A155: (2 * A154) - A153
A156: (2 * A155) - A154
A157: (2 * A156) - A155
A158: (2 * A157) - A156
A159: (2 * A158) - A157
A160: (2 * A159) - A158
A161: (2 * A160) - A159
A162: (2 * A161) - A160
A163: (2 * A162) - A161
A164: (2 * A163) - A162
A165: (2 * A164) - A163
A166: (2 * A165) - A164
A167: (2 * A166) - A165
A168: (2 * A167) - A166
A169: (2 * A168) - A167
A170: (2 * A169) - A168
A171: (2 * A170) - A169
A172: (2 * A171) - A170
A173: (2 * A172) - A171
A174: (2 * A173) - A172
A175: (2 * A174) - A173
A176: (2 * A175) - A174
A177: (2 * A176) - A175
A178: (2 * A177) - A176
A179: (2 * A178) - A177
A180: (2 * A179) - A178
A181: (2 * A180) - A179
A182: (2 * A181) - A180
A183: (2 * A182) - A181
A184: (2 * A183) - A182
A185: (2 * A184) - A183
A186: (2 * A185) - A184
A187: (2 * A186) - A185
A188: (2 * A187) - A186
A189: (2 * A188) - A187
A190: (2 * A189) - A188
A191: (2 * A190) - A189
A192: (2 * A191) - A190
A193: (2 * A192) - A191
A194: (2 * A193) - A192
A195: (2 * A194) - A193
A196: (2 * A195) - A194
A197: (2 * A196) - A195
A198: (2 * A197) - A196
A199: (2 * A198) - A197
A200: (2 * A199) - A198
c = OrthogonalLine(G_4, xAxis)
b = PolyLine({(x(A), 0), C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, Z, A_1, B_1, C_1, D_1, E_1, F_1, G_1, H_1, I_1, J_1, K_1, L_1, M_1, N_1, O_1, P_1, Q_1, R_1, S_1, T_1, U_1, V_1, W_1, Z_1, A_2, B_2, C_2, D_2, E_2, F_2, G_2, H_2, I_2, J_2, K_2, L_2, M_2, N_2, O_2, P_2, Q_2, R_2, S_2, T_2, U_2, V_2, W_2, Z_2, A_3, B_3, C_3, D_3, E_3, F_3, G_3, H_3, I_3, J_3, K_3, L_3, M_3, N_3, O_3, P_3, Q_3, R_3, S_3, T_3, U_3, V_3, W_3, Z_3, A_4, B_4, C_4, D_4, E_4, F_4, H_4, I_4, J_4, K_4, L_4, M_4, N_4, O_4, P_4, Q_4, R_4, S_4, T_4, U_4, V_4, W_4, Z_4, A_5, B_5, C_5, D_5, E_5, F_5, G_5, H_5, I_5, J_5, K_5, L_5, M_5, N_5, O_5, P_5, Q_5, R_5, S_5, T_5, U_5, V_5, W_5, Z_5, A_6, B_6, C_6, D_6, E_6, F_6, G_6, H_6, I_6, J_6, K_6, L_6, M_6, N_6, O_6, P_6, Q_6, R_6, S_6, T_6, U_6, V_6, W_6, Z_6, A_7, B_7, C_7, D_7, E_7, F_7, G_7, H_7, I_7, J_7, K_7, L_7, M_7, N_7, O_7, P_7, Q_7, R_7, S_7, T_7, U_7, V_7, W_7, Z_7, A_8, B_8, C_8, D_8, E_8, F_8, G_8, H_8, I_8, J_8, K_8, T_8, U_8, V_8, W_8, Z_8, A_9, B_9, C_9, D_9, E_9, F_9, G_9, H_9, I_9, J_9, K_9, L_9, M_9, N_9, O_9, P_9, Q_9, R_9, S_9, T_9, U_9, V_9, W_9, Z_9, A_{10}, B_{10}, C_{10}, D_{10}, E_{10}, F_{10}, G_{10}, H_{10}, I_{10}, J_{10}, K_{10}, L_{10}, M_{10}, N_{10}, O_{10}, P_{10}, Q_{10}, R_{10}, S_{10}, T_{10}, U_{10}, V_{10}, W_{10}, Z_{10}, A_{11}, B_{11}, C_{11}, D_{11}, E_{11}, F_{11}, G_{11}, H_{11}, I_{11}, J_{11}, K_{11}, L_{11}, M_{11}, N_{11}, O_{11}, P_{11}, Q_{11}, R_{11}, S_{11}, T_{11}, U_{11}, V_{11}, W_{11}, Z_{11}, A_{12}, B_{12}, C_{12}, D_{12}, E_{12}, F_{12}, G_{12}, H_{12}, I_{12}, J_{12}, K_{12}, L_{12}, M_{12}, N_{12}, O_{12}, P_{12}, Q_{12}, R_{12}, S_{12}, T_{12}, U_{12}, V_{12}, W_{12}})
L_8 = Intersect(c, b)
e = Circle(G_4, 8.0E-4)
M_8, N_8 = Intersect(e, xAxis)
g_1 = OrthogonalLine(N_8, xAxis)
O_8 = Intersect(g_1, b)
i = Line(L_8, O_8)
j = Segment(G_4, L_8)
k = OrthogonalLine(L_8, yAxis)
p = Circle(L_8, 1)
P_8, Q_8 = Intersect(p, k)
l = OrthogonalLine(P_8, k)
R_8 = Intersect(l, i)
polígono1, r_8, l_8, p_8 = Polygon(L_8, P_8, R_8)
m = Segment(P_8, G_4)
q = Line(R_8, m)
S_8 = Intersect(g_1, q)
r = Segment(S_8, R_8)
s = Segment(G_4, S_8)
t = Segment(P_8, R_8)
h = false
o = false
v = true
w = Vector(A, B)
z = false
campoDeTexto1 = Textfield(n)
u_1 = Vector(A, B)
A201: (2 * A200) - A199
A202: (2 * A201) - A200
A203: (2 * A202) - A201
A204: (2 * A203) - A202
A205: (2 * A204) - A203
A206: (2 * A205) - A204
A207: (2 * A206) - A205
A208: (2 * A207) - A206
A209: (2 * A208) - A207
A210: (2 * A209) - A208
A211: (2 * A210) - A209
A212: (2 * A211) - A210
A213: (2 * A212) - A211
A214: (2 * A213) - A212
A215: (2 * A214) - A213
A216: (2 * A215) - A214
A217: (2 * A216) - A215
A218: (2 * A217) - A216
A219: (2 * A218) - A217
A220: (2 * A219) - A218
A221: (2 * A220) - A219
A222: (2 * A221) - A220
A223: (2 * A222) - A221
A224: (2 * A223) - A222
A225: (2 * A224) - A223
A226: (2 * A225) - A224
A227: (2 * A226) - A225
A228: (2 * A227) - A226
A229: (2 * A228) - A227
A230: (2 * A229) - A228
A231: (2 * A230) - A229
A232: (2 * A231) - A230
A233: (2 * A232) - A231
A234: (2 * A233) - A232
A235: (2 * A234) - A233
A236: (2 * A235) - A234
A237: (2 * A236) - A235
A238: (2 * A237) - A236
A239: (2 * A238) - A237
A240: (2 * A239) - A238
A241: (2 * A240) - A239
A242: (2 * A241) - A240
A243: (2 * A242) - A241
A244: (2 * A243) - A242
A245: (2 * A244) - A243
A246: (2 * A245) - A244
A247: (2 * A246) - A245
A248: (2 * A247) - A246
A249: (2 * A248) - A247
A250: (2 * A249) - A248
A251: (2 * A250) - A249
A252: (2 * A251) - A250
A253: (2 * A252) - A251
A254: (2 * A253) - A252
A255: (2 * A254) - A253
A256: (2 * A255) - A254
A257: (2 * A256) - A255
A258: (2 * A257) - A256
A259: (2 * A258) - A257
A260: (2 * A259) - A258
A261: (2 * A260) - A259
A262: (2 * A261) - A260
A263: (2 * A262) - A261
A264: (2 * A263) - A262
A265: (2 * A264) - A263
A266: (2 * A265) - A264
A267: (2 * A266) - A265
A268: (2 * A267) - A266
A269: (2 * A268) - A267
A270: (2 * A269) - A268
A271: (2 * A270) - A269
A272: (2 * A271) - A270
A273: (2 * A272) - A271
A274: (2 * A273) - A272
A275: (2 * A274) - A273
A276: (2 * A275) - A274
A277: (2 * A276) - A275
A278: (2 * A277) - A276
A279: (2 * A278) - A277
A280: (2 * A279) - A278
A281: (2 * A280) - A279
A282: (2 * A281) - A280
A283: (2 * A282) - A281
A284: (2 * A283) - A282
A285: (2 * A284) - A283
A286: (2 * A285) - A284
A287: (2 * A286) - A285
A288: (2 * A287) - A286
A289: (2 * A288) - A287
A290: (2 * A289) - A288
A291: (2 * A290) - A289
A292: (2 * A291) - A290
A293: (2 * A292) - A291
A294: (2 * A293) - A292
A295: (2 * A294) - A293
A296: (2 * A295) - A294
A297: (2 * A296) - A295
A298: (2 * A297) - A296
A299: (2 * A298) - A297
A300: (2 * A299) - A298
f_1 = PolyLine({T_8, U_8, V_8, W_8, Z_8, A_9, B_9, C_9, D_9, E_9, F_9, G_9, H_9, I_9, J_9, K_9, L_9, M_9, N_9, O_9, P_9, Q_9, R_9, S_9, T_9, U_9, V_9, W_9, Z_9, A_{10}, B_{10}, C_{10}, D_{10}, E_{10}, F_{10}, G_{10}, H_{10}, I_{10}, J_{10}, K_{10}, L_{10}, M_{10}, N_{10}, O_{10}, P_{10}, Q_{10}, R_{10}, S_{10}, T_{10}, U_{10}, V_{10}, W_{10}, Z_{10}, A_{11}, B_{11}, C_{11}, D_{11}, E_{11}, F_{11}, G_{11}, H_{11}, I_{11}, J_{11}, K_{11}, L_{11}, M_{11}, N_{11}, O_{11}, P_{11}, Q_{11}, R_{11}, S_{11}, T_{11}, U_{11}, V_{11}, W_{11}, Z_{11}, A_{12}, B_{12}, C_{12}, D_{12}, E_{12}, F_{12}, G_{12}, H_{12}, I_{12}, J_{12}, K_{12}, L_{12}, M_{12}, N_{12}, O_{12}, P_{12}, Q_{12}, R_{12}, S_{12}, T_{12}, U_{12}, V_{12}, W_{12}})