A160943 -3*(3*x^10-x^9+2*x^8-x^7-x^6-x^5-x^4-x^3-x^2-x-1)/(x+1)/(x^4+x^3+x^2+x+1)/(x^4-x^3+x^2-x+1)/(x-1)^2 A160943 0 3 A160943 1 6 A160943 2 9 A160943 3 12 A160943 4 15 A160943 5 18 A160943 6 21 A160943 7 24 A160943 8 18 A160943 9 21 A160943 10 15 A160943 11 18 A160943 12 21 A160943 13 24 A160943 14 27 A160943 15 30 A160943 16 33 A160943 17 36 A160943 18 30 A160943 19 33 A160943 20 27 A160943 21 30 A160943 22 33 A160943 23 36 A160943 24 39 A160943 25 42 A160943 26 45 A160943 27 48 A160943 28 42 A160943 29 45 A160943 30 39 A160943 31 42 A160943 32 45 A160943 33 48 A160943 34 51 A160943 35 54 A160943 36 57 A160943 37 60 A160943 38 54 A160943 39 57 A160943 40 51 A160943 41 54 A160943 42 57 A160943 43 60 A160943 44 63 A160943 45 66 A160943 46 69 A160943 47 72 A160943 48 66 A160943 49 69 A160943 50 63 A160943 51 66 A160943 52 69 A160943 53 72 A160943 54 75 A160943 55 78 A160943 56 81 A160943 57 84 A160943 58 78 A160943 59 81 A160943 60 75 A160943 61 78 A160943 62 81 A160943 63 84 A160943 64 87 A160943 65 90 A160943 66 93 A160943 67 96 A160943 68 90 A160943 69 93 A160943 70 87 A160943 71 90 A160943 72 93 A160943 73 96 A160943 74 99 A160943 75 102 A160943 76 105 A160943 77 108 A160943 78 102 A160943 79 105 A160943 80 99 A160943 81 102 A160943 82 105 A160943 83 108 A160943 84 111 A160943 85 114 A160943 86 117 A160943 87 120 A160943 88 114 A160943 89 117 A160943 90 111 A160943 91 114 A160943 92 117 A160943 93 120 A160943 94 123 A160943 95 126 A160943 96 129 A160943 97 132 A160943 98 126 A160943 99 129 A160943 100 123 A160943 101 126 A160943 102 129 A160943 103 132 A160943 104 135 A160943 105 138 A160943 106 141 A160943 107 144 A160943 108 138 A160943 109 141 A160943 110 135 A160943 111 138 A160943 112 141 A160943 113 144 A160943 114 147 A160943 115 150 A160943 116 153 A160943 117 156 A160943 118 150 A160943 119 153 A160943 120 147 A160943 121 150 A160943 122 153 A160943 123 156 A160943 124 159 A160943 125 162 A160943 126 165 A160943 127 168 A160943 128 162 A160943 129 165 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192 237 A160943 193 240 A160943 194 243 A160943 195 246 A160943 196 249 A160943 197 252 A160943 198 246 A160943 199 249 A160943 200 243 A160943 201 246 A160943 202 249 A160943 203 252 A160943 204 255 A160943 205 258 A160943 206 261 A160943 207 264 A160943 208 258 A160943 209 261 A160943 210 255 A160943 211 258 A160943 212 261 A160943 213 264 A160943 214 267 A160943 215 270 A160943 216 273 A160943 217 276 A160943 218 270 A160943 219 273 A160943 220 267 A160943 221 270 A160943 222 273 A160943 223 276 A160943 224 279 A160943 225 282 A160943 226 285 A160943 227 288 A160943 228 282 A160943 229 285 A160943 230 279 A160943 231 282 A160943 232 285 A160943 233 288 A160943 234 291 A160943 235 294 A160943 236 297 A160943 237 300 A160943 238 294 A160943 239 297 A160943 240 291 A160943 241 294 A160943 242 297 A160943 243 300 A160943 244 303 A160943 245 306 A160943 246 309 A160943 247 312 A160943 248 306 A160943 249 309 A160943 250 303 A160943 251 306 A160943 252 309 A160943 253 312 A160943 254 315 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317 396 A160943 318 390 A160943 319 393 A160943 320 387 A160943 321 390 A160943 322 393 A160943 323 396 A160943 324 399 A160943 325 402 A160943 326 405 A160943 327 408 A160943 328 402 A160943 329 405 A160943 330 399 A160943 331 402 A160943 332 405 A160943 333 408 A160943 334 411 A160943 335 414 A160943 336 417 A160943 337 420 A160943 338 414 A160943 339 417 A160943 340 411 A160943 341 414 A160943 342 417 A160943 343 420 A160943 344 423 A160943 345 426 A160943 346 429 A160943 347 432 A160943 348 426 A160943 349 429 A160943 350 423 A160943 351 426 A160943 352 429 A160943 353 432 A160943 354 435 A160943 355 438 A160943 356 441 A160943 357 444 A160943 358 438 A160943 359 441 A160943 360 435 A160943 361 438 A160943 362 441 A160943 363 444 A160943 364 447 A160943 365 450 A160943 366 453 A160943 367 456 A160943 368 450 A160943 369 453 A160943 370 447 A160943 371 450 A160943 372 453 A160943 373 456 A160943 374 459 A160943 375 462 A160943 376 465 A160943 377 468 A160943 378 462 A160943 379 465 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