Revision as of 18:53, 10 June 2023 (view source) Lscrd (talk \| contribs) (Created Nim solution.) ← Older edit		Revision as of 19:02, 10 June 2023 (view source) Lscrd (talk \| contribs) (Added solution for stretch tasks.) Newer edit →
Line 1,156: =={{header\|Nim}}== ===Task=== <syntaxhighlight lang = "Nim">import std/strformat Line 1,228 ⟶ 1,229: 44 1 89 45 2 181 </pre> ===Stretch tasks=== {{libheader\|Nim-Integers}} <syntaxhighlight lang = "Nim">import std/strformat import integers func compressed(str: string; size: int): string = ## Return a compressed value for long strings of digits. if str.len <= 2 * size: str else: &"{str[0..<size]}...{str[^size..^1]} ({str.len} digits)" echo " n m prime" for n in 1..400: var m = 0 var term = newInteger(n) while true: if isPrime(term + 1): echo &"{n:3} {m:4} {compressed($(term + 1), 10)}" break inc m term *= 2 </syntaxhighlight> <pre> n m prime 1 0 2 2 0 3 3 1 7 4 0 5 5 1 11 6 0 7 7 2 29 8 1 17 9 1 19 10 0 11 11 1 23 12 0 13 13 2 53 14 1 29 15 1 31 16 0 17 17 3 137 18 0 19 19 6 1217 20 1 41 21 1 43 22 0 23 23 1 47 24 2 97 25 2 101 26 1 53 27 2 109 28 0 29 29 1 59 30 0 31 31 8 7937 32 3 257 33 1 67 34 2 137 35 1 71 36 0 37 37 2 149 38 5 1217 39 1 79 40 0 41 41 1 83 42 0 43 43 2 173 44 1 89 45 2 181 46 0 47 47 583 1487939695...6574002177 (178 digits) 48 1 97 49 2 197 50 1 101 51 1 103 52 0 53 53 1 107 54 1 109 55 4 881 56 1 113 57 2 229 58 0 59 59 5 1889 60 0 61 61 4 977 62 7 7937 63 1 127 64 2 257 65 1 131 66 0 67 67 2 269 68 1 137 69 1 139 70 0 71 71 3 569 72 0 73 73 2 293 74 1 149 75 1 151 76 4 1217 77 3 617 78 0 79 79 2 317 80 3 641 81 1 163 82 0 83 83 1 167 84 2 337 85 4 1361 86 1 173 87 2 349 88 0 89 89 1 179 90 1 181 91 8 23297 92 7 11777 93 2 373 94 582 1487939695...6574002177 (178 digits) 95 1 191 96 0 97 97 2 389 98 1 197 99 1 199 100 0 101 101 3 809 102 0 103 103 16 6750209 104 5 3329 105 1 211 106 0 107 107 3 857 108 0 109 109 6 6977 110 3 881 111 1 223 112 0 113 113 1 227 114 1 229 115 2 461 116 1 233 117 3 937 118 4 1889 119 1 239 120 1 241 121 8 30977 122 3 977 123 6 7873 124 6 7937 125 1 251 126 0 127 127 2 509 128 1 257 129 3 1033 130 0 131 131 1 263 132 4 2113 133 4 2129 134 1 269 135 1 271 136 0 137 137 3 1097 138 0 139 139 2 557 140 1 281 141 1 283 142 2 569 143 53 1288029493427961857 144 2 577 145 6 9281 146 1 293 147 8 37633 148 0 149 149 3 1193 150 0 151 151 4 2417 152 3 1217 153 1 307 154 2 617 155 1 311 156 0 157 157 8 40193 158 1 317 159 6 10177 160 2 641 161 3 1289 162 0 163 163 2 653 164 9 83969 165 1 331 166 0 167 167 7 21377 168 1 337 169 2 677 170 3 1361 171 8 43777 172 0 173 173 1 347 174 1 349 175 2 701 176 1 353 177 2 709 178 0 179 179 1 359 180 0 181 181 4 2897 182 7 23297 183 1 367 184 6 11777 185 3 1481 186 1 373 187 6 11969 188 581 1487939695...6574002177 (178 digits) 189 1 379 190 0 191 191 1 383 192 0 193 193 2 773 194 1 389 195 4 3121 196 0 197 197 15 6455297 198 0 199 199 2 797 200 1 401 201 3 1609 202 2 809 203 13 1662977 204 1 409 205 2 821 206 15 6750209 207 2 829 208 4 3329 209 1 419 210 0 211 211 20 221249537 212 3 1697 213 2 853 214 2 857 215 1 431 216 1 433 217 66 1601177385...9890802689 (23 digits) 218 5 6977 219 1 439 220 2 881 221 1 443 222 0 223 223 8 57089 224 1 449 225 3 1801 226 0 227 227 11 464897 228 0 229 229 6 14657 230 1 461 231 1 463 232 0 233 233 1 467 234 2 937 235 2 941 236 3 1889 237 4 3793 238 0 239 239 1 479 240 0 241 241 36 16561393893377 242 7 30977 243 1 487 244 2 977 245 1 491 246 5 7873 247 6 15809 248 5 7937 249 1 499 250 0 251 251 1 503 252 2 1009 253 2 1013 254 1 509 255 2 1021 256 0 257 257 279 2496329526...9292015617 (87 digits) 258 2 1033 259 38 71193377898497 260 1 521 261 1 523 262 0 263 263 29 141197049857 264 3 2113 265 2 1061 266 3 2129 267 2 1069 268 0 269 269 3 2153 270 0 271 271 4 4337 272 11 557057 273 1 547 274 2 1097 275 7 35201 276 0 277 277 2 1109 278 1 557 279 2 1117 280 0 281 281 1 563 282 0 283 283 30 303868936193 284 1 569 285 1 571 286 52 1288029493427961857 287 3 2297 288 1 577 289 10 295937 290 5 9281 291 4 4657 292 0 293 293 1 587 294 7 37633 295 2 1181 296 1 593 297 3 2377 298 2 1193 299 1 599 300 1 601 301 4 4817 302 3 2417 303 1 607 304 2 1217 305 3 2441 306 0 307 307 2 1229 308 1 617 309 1 619 310 0 311 311 9 159233 312 0 313 313 4 5009 314 7 40193 315 1 631 316 0 317 317 7 40577 318 5 10177 319 2 1277 320 1 641 321 1 643 322 2 1289 323 1 647 324 2 1297 325 2 1301 326 1 653 327 3 2617 328 8 83969 329 1 659 330 0 331 331 4 5297 332 3 2657 333 5 10657 334 6 21377 335 19 175636481 336 0 337 337 4 5393 338 1 677 339 3 2713 340 2 1361 341 1 683 342 7 43777 343 2 1373 344 3 2753 345 1 691 346 0 347 347 3 2777 348 0 349 349 10 357377 350 1 701 351 12 1437697 352 0 353 353 21 740294657 354 1 709 355 6 22721 356 5 11393 357 2 1429 358 0 359 359 1 719 360 6 23041 361 28 96905199617 362 3 2897 363 1 727 364 6 23297 365 5 11681 366 0 367 367 12 1503233 368 5 11777 369 1 739 370 2 1481 371 1 743 372 0 373 373 2 1493 374 5 11969 375 1 751 376 580 1487939695...6574002177 (178 digits) 377 11 772097 378 0 379 379 14 6209537 380 1 761 381 3 3049 382 0 383 383 6393 1169394518...1620750337 (1928 digits) 384 1 769 385 8 98561 386 1 773 387 2 1549 388 0 389 389 11 796673 390 3 3121 391 4 6257 392 3 3137 393 1 787 394 14 6455297 395 5 12641 396 0 397 397 4 6353 398 1 797 399 2 1597 400 0 401 </pre>

Primes: n*2^m+1: Difference between revisions

Primes: n*2^m+1 (view source)

Revision as of 19:02, 10 June 2023