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Project Euler Progress

Multi-language Project Euler repository dashboard.

Progress

Solved: 46 / 999
Completion: 4.6%
Progress: █░░░░░░░░░░░░░░░░░░░░░░░░░░░░░

Language Implementation Counts

Language Implemented
Python 46
C 3

Legend

Symbol Meaning
Implemented in at least one language
Not implemented yet
[x] Implemented in this language
[ ] Not implemented in this language
Lxx Project Euler difficulty level
% Difficulty percentage shown by Project Euler

Implemented Problems

Problem Difficulty Title Python C
001 L00 [1%] Multiples of 3 or 5 [x] [x]
002 L00 [1%] Even Fibonacci Numbers [x] [x]
003 L00 [1%] Largest Prime Factor [x] [ ]
004 L00 [2%] Largest Palindrome Product [x] [ ]
005 L00 [1%] Smallest Multiple [x] [ ]
006 L00 [1%] Sum Square Difference [x] [x]
007 L00 [1%] 10 001st Prime [x] [ ]
008 L00 [2%] Largest Product in a Series [x] [ ]
009 L00 [1%] Special Pythagorean Triplet [x] [ ]
010 L00 [2%] Summation of Primes [x] [ ]
011 L01 [4%] Largest Product in a Grid [x] [ ]
012 L00 [3%] Highly Divisible Triangular Number [x] [ ]
013 L00 [3%] Large Sum [x] [ ]
014 L00 [3%] Longest Collatz Sequence [x] [ ]
015 L01 [5%] Lattice Paths [x] [ ]
016 L00 [1%] Power Digit Sum [x] [ ]
020 L00 [1%] Factorial Digit Sum [x] [ ]
021 L01 [4%] Amicable Numbers [x] [ ]
022 L00 [2%] Names Scores [x] [ ]
025 L01 [4%] -digit Fibonacci Number [x] [ ]
027 L01 [4%] Quadratic Primes [x] [ ]
029 L01 [5%] Distinct Powers [x] [ ]
030 L00 [2%] Digit Fifth Powers [x] [ ]
034 L00 [2%] Digit Factorials [x] [ ]
035 L01 [3%] Circular Primes [x] [ ]
036 L00 [2%] Double-base Palindromes [x] [ ]
037 L01 [3%] Truncatable Primes [x] [ ]
039 L01 [3%] Integer Right Triangles [x] [ ]
040 L01 [4%] Champernowne's Constant [x] [ ]
041 L01 [4%] Pandigital Prime [x] [ ]
042 L00 [3%] Coded Triangle Numbers [x] [ ]
043 L01 [5%] Sub-string Divisibility [x] [ ]
044 L02 [6%] Pentagon Numbers [x] [ ]
045 L00 [3%] Triangular, Pentagonal, and Hexagonal [x] [ ]
046 L01 [5%] Goldbach's Other Conjecture [x] [ ]
048 L00 [2%] Self Powers [x] [ ]
050 L02 [8%] Consecutive Prime Sum [x] [ ]
052 L00 [2%] Permuted Multiples [x] [ ]
053 L01 [3%] Combinatoric Selections [x] [ ]
055 L01 [4%] Lychrel Numbers [x] [ ]
056 L01 [4%] Powerful Digit Sum [x] [ ]
079 L01 [6%] Passcode Derivation [x] [ ]
080 L03 [10%] Square Root Digital Expansion [x] [ ]
092 L01 [5%] Square Digit Chains [x] [ ]
097 L01 [4%] Large Non-Mersenne Prime [x] [ ]
099 L02 [7%] Largest Exponential [x] [ ]

Progress by 100-Problem Block

Range Implemented Progress
001–100 46/100 █████████░░░░░░░░░░░
101–200 0/100 ░░░░░░░░░░░░░░░░░░░░
201–300 0/100 ░░░░░░░░░░░░░░░░░░░░
301–400 0/100 ░░░░░░░░░░░░░░░░░░░░
401–500 0/100 ░░░░░░░░░░░░░░░░░░░░
501–600 0/100 ░░░░░░░░░░░░░░░░░░░░
601–700 0/100 ░░░░░░░░░░░░░░░░░░░░
701–800 0/100 ░░░░░░░░░░░░░░░░░░░░
801–900 0/100 ░░░░░░░░░░░░░░░░░░░░
901–999 0/99 ░░░░░░░░░░░░░░░░░░░░

Progress by Difficulty

Difficulty Solved Progress
L00 23/25 ██████████████████░░
L01 19/25 ███████████████░░░░░
L02 3/25 ██░░░░░░░░░░░░░░░░░░
L03 1/25 █░░░░░░░░░░░░░░░░░░░
L04 0/25 ░░░░░░░░░░░░░░░░░░░░
L05 0/25 ░░░░░░░░░░░░░░░░░░░░
L06 0/25 ░░░░░░░░░░░░░░░░░░░░
L07 0/25 ░░░░░░░░░░░░░░░░░░░░
L08 0/25 ░░░░░░░░░░░░░░░░░░░░
L09 0/25 ░░░░░░░░░░░░░░░░░░░░
L10 0/25 ░░░░░░░░░░░░░░░░░░░░
L11 0/25 ░░░░░░░░░░░░░░░░░░░░
L12 0/25 ░░░░░░░░░░░░░░░░░░░░
L13 0/25 ░░░░░░░░░░░░░░░░░░░░
L14 0/25 ░░░░░░░░░░░░░░░░░░░░
L15 0/25 ░░░░░░░░░░░░░░░░░░░░
L16 0/25 ░░░░░░░░░░░░░░░░░░░░
L17 0/25 ░░░░░░░░░░░░░░░░░░░░
L18 0/25 ░░░░░░░░░░░░░░░░░░░░
L19 0/25 ░░░░░░░░░░░░░░░░░░░░
L20 0/25 ░░░░░░░░░░░░░░░░░░░░
L21 0/25 ░░░░░░░░░░░░░░░░░░░░
L22 0/25 ░░░░░░░░░░░░░░░░░░░░
L23 0/25 ░░░░░░░░░░░░░░░░░░░░
L24 0/25 ░░░░░░░░░░░░░░░░░░░░
L25 0/25 ░░░░░░░░░░░░░░░░░░░░
L26 0/25 ░░░░░░░░░░░░░░░░░░░░
L27 0/25 ░░░░░░░░░░░░░░░░░░░░
L28 0/25 ░░░░░░░░░░░░░░░░░░░░
L29 0/25 ░░░░░░░░░░░░░░░░░░░░
L30 0/25 ░░░░░░░░░░░░░░░░░░░░
L31 0/25 ░░░░░░░░░░░░░░░░░░░░
L32 0/25 ░░░░░░░░░░░░░░░░░░░░
L33 0/25 ░░░░░░░░░░░░░░░░░░░░
L34 0/25 ░░░░░░░░░░░░░░░░░░░░
L35 0/25 ░░░░░░░░░░░░░░░░░░░░
L36 0/25 ░░░░░░░░░░░░░░░░░░░░
L37 0/25 ░░░░░░░░░░░░░░░░░░░░
L38 0/25 ░░░░░░░░░░░░░░░░░░░░
L39 0/14 ░░░░░░░░░░░░░░░░░░░░

Main Grid

Problems are considered solved if implemented in at least one language.

Each cell is formatted as: status problem difficulty

1 2 3 4 5 6 7 8 9 10
001 L00 1% 002 L00 1% 003 L00 1% 004 L00 2% 005 L00 1% 006 L00 1% 007 L00 1% 008 L00 2% 009 L00 1% 010 L00 2%
011 L01 4% 012 L00 3% 013 L00 3% 014 L00 3% 015 L01 5% 016 L00 1% 017 L02 6% 018 L02 6% 019 L02 6% 020 L00 1%
021 L01 4% 022 L00 2% 023 L02 6% 024 L01 5% 025 L01 4% 026 L02 8% 027 L01 4% 028 L00 2% 029 L01 5% 030 L00 2%
031 L02 6% 032 L01 5% 033 L00 3% 034 L00 2% 035 L01 3% 036 L00 2% 037 L01 3% 038 L01 5% 039 L01 3% 040 L01 4%
041 L01 4% 042 L00 3% 043 L01 5% 044 L02 6% 045 L00 3% 046 L01 5% 047 L01 5% 048 L00 2% 049 L01 4% 050 L02 8%
051 L02 8% 052 L00 2% 053 L01 3% 054 L03 8% 055 L01 4% 056 L01 4% 057 L02 6% 058 L02 7% 059 L01 5% 060 L03 9%
061 L03 8% 062 L02 7% 063 L02 6% 064 L03 9% 065 L02 7% 066 L10 27% 067 L02 7% 068 L03 10% 069 L02 7% 070 L03 9%
071 L02 7% 072 L03 9% 073 L03 8% 074 L02 8% 075 L04 11% 076 L02 8% 077 L03 11% 078 L04 13% 079 L01 6% 080 L03 10%
081 L02 7% 082 L03 10% 083 L04 12% 084 L08 22% 085 L02 8% 086 L07 20% 087 L03 9% 088 L10 27% 089 L03 9% 090 L09 24%
091 L06 17% 092 L01 5% 093 L08 23% 094 L11 30% 095 L05 14% 096 L04 12% 097 L01 4% 098 L08 23% 099 L02 7% 100 L07 18%
101 L09 24% 102 L03 8% 103 L11 30% 104 L04 11% 105 L13 34% 106 L14 38% 107 L08 22% 108 L06 17% 109 L11 30% 110 L10 27%
111 L12 33% 112 L02 7% 113 L07 19% 114 L07 21% 115 L08 23% 116 L08 21% 117 L08 23% 118 L13 36% 119 L07 19% 120 L04 13%
121 L10 26% 122 L15 39% 123 L07 19% 124 L04 12% 125 L05 13% 126 L18 46% 127 L14 37% 128 L17 46% 129 L14 37% 130 L15 39%
131 L11 29% 132 L12 32% 133 L14 38% 134 L12 31% 135 L13 36% 136 L15 39% 137 L18 47% 138 L14 37% 139 L15 41% 140 L21 54%
141 L21 54% 142 L14 38% 143 L26 67% 144 L16 43% 145 L03 9% 146 L16 42% 147 L24 61% 148 L15 40% 149 L16 43% 150 L18 48%
151 L19 50% 152 L27 70% 153 L23 61% 154 L25 64% 155 L23 59% 156 L27 71% 157 L23 60% 158 L19 49% 159 L21 56% 160 L26 67%
161 L25 64% 162 L17 44% 163 L26 67% 164 L12 32% 165 L26 68% 166 L20 51% 167 L30 77% 168 L28 73% 169 L17 44% 170 L28 74%
171 L25 66% 172 L18 48% 173 L08 21% 174 L12 31% 175 L29 75% 176 L25 64% 177 L34 88% 178 L18 48% 179 L04 13% 180 L31 81%
181 L27 70% 182 L23 60% 183 L15 40% 184 L27 70% 185 L22 56% 186 L19 50% 187 L04 13% 188 L10 28% 189 L25 66% 190 L17 45%
191 L09 24% 192 L34 89% 193 L21 56% 194 L30 78% 195 L28 72% 196 L22 57% 197 L14 36% 198 L32 84% 199 L25 66% 200 L24 62%
201 L22 58% 202 L23 61% 203 L06 18% 204 L08 22% 205 L03 9% 206 L02 6% 207 L14 37% 208 L26 68% 209 L21 54% 210 L32 82%
211 L17 44% 212 L30 77% 213 L24 62% 214 L13 34% 215 L16 41% 216 L15 39% 217 L27 70% 218 L21 55% 219 L28 72% 220 L22 58%
221 L24 62% 222 L25 64% 223 L32 83% 224 L30 77% 225 L14 38% 226 L26 67% 227 L27 69% 228 L28 74% 229 L28 73% 230 L19 50%
231 L11 30% 232 L30 77% 233 L33 86% 234 L16 42% 235 L13 34% 236 L33 86% 237 L26 68% 238 L33 84% 239 L32 82% 240 L24 62%
241 L36 93% 242 L32 83% 243 L11 31% 244 L30 78% 245 L37 96% 246 L34 87% 247 L25 64% 248 L31 80% 249 L21 55% 250 L20 53%
251 L31 80% 252 L34 88% 253 L32 83% 254 L34 88% 255 L31 80% 256 L31 81% 257 L36 92% 258 L29 76% 259 L25 65% 260 L26 68%
261 L37 96% 262 L33 84% 263 L27 70% 264 L34 89% 265 L13 33% 266 L29 76% 267 L18 47% 268 L29 76% 269 L35 91% 270 L34 88%
271 L18 48% 272 L31 80% 273 L29 75% 274 L22 58% 275 L32 84% 276 L33 84% 277 L13 34% 278 L20 51% 279 L27 71% 280 L25 66%
281 L23 60% 282 L35 90% 283 L33 85% 284 L22 57% 285 L24 62% 286 L18 47% 287 L14 36% 288 L12 32% 289 L37 95% 290 L22 57%
291 L16 43% 292 L29 75% 293 L09 25% 294 L21 55% 295 L36 92% 296 L28 72% 297 L10 26% 298 L32 82% 299 L32 81% 300 L23 59%
301 L05 15% 302 L27 71% 303 L11 29% 304 L16 42% 305 L32 83% 306 L24 63% 307 L13 35% 308 L29 75% 309 L18 48% 310 L16 43%
311 L35 91% 312 L22 57% 313 L08 23% 314 L34 88% 315 L06 16% 316 L26 66% 317 L16 42% 318 L20 52% 319 L37 95% 320 L20 52%
321 L12 31% 322 L32 82% 323 L06 17% 324 L22 57% 325 L35 90% 326 L25 65% 327 L13 34% 328 L36 93% 329 L11 29% 330 L31 81%
331 L37 96% 332 L23 60% 333 L12 32% 334 L29 76% 335 L26 68% 336 L06 17% 337 L31 80% 338 L38 97% 339 L32 82% 340 L09 24%
341 L21 55% 342 L21 54% 343 L14 37% 344 L38 99% 345 L05 15% 346 L04 12% 347 L05 14% 348 L06 17% 349 L11 28% 350 L26 67%
351 L07 20% 352 L25 65% 353 L21 55% 354 L31 80% 355 L35 91% 356 L30 77% 357 L04 12% 358 L12 33% 359 L08 22% 360 L24 62%
361 L38 97% 362 L32 83% 363 L12 32% 364 L23 61% 365 L16 41% 366 L20 52% 367 L30 79% 368 L22 58% 369 L24 62% 370 L30 76%
371 L13 35% 372 L29 75% 373 L36 93% 374 L17 45% 375 L16 42% 376 L31 81% 377 L17 46% 378 L14 38% 379 L34 89% 380 L28 73%
381 L04 11% 382 L29 76% 383 L20 53% 384 L31 79% 385 L34 88% 386 L19 51% 387 L04 12% 388 L24 62% 389 L12 33% 390 L31 81%
391 L35 90% 392 L20 52% 393 L19 50% 394 L25 65% 395 L16 43% 396 L18 47% 397 L35 89% 398 L26 68% 399 L17 46% 400 L24 63%
401 L07 21% 402 L26 68% 403 L28 73% 404 L30 78% 405 L15 39% 406 L25 65% 407 L07 20% 408 L21 56% 409 L29 76% 410 L32 83%
411 L19 49% 412 L22 58% 413 L29 76% 414 L27 71% 415 L38 99% 416 L33 86% 417 L12 31% 418 L20 53% 419 L19 51% 420 L28 74%
421 L28 72% 422 L34 87% 423 L18 47% 424 L27 70% 425 L08 22% 426 L33 85% 427 L37 97% 428 L35 90% 429 L06 16% 430 L15 40%
431 L13 34% 432 L32 84% 433 L34 87% 434 L33 85% 435 L12 33% 436 L30 77% 437 L11 29% 438 L36 93% 439 L37 96% 440 L28 72%
441 L27 69% 442 L28 73% 443 L09 24% 444 L28 74% 445 L28 71% 446 L32 82% 447 L38 97% 448 L34 87% 449 L14 37% 450 L36 93%
451 L12 33% 452 L20 51% 453 L38 98% 454 L23 61% 455 L15 40% 456 L25 66% 457 L12 32% 458 L15 39% 459 L38 97% 460 L27 70%
461 L11 29% 462 L28 72% 463 L11 30% 464 L27 70% 465 L37 95% 466 L31 79% 467 L20 52% 468 L32 83% 469 L16 42% 470 L31 79%
471 L35 92% 472 L29 75% 473 L11 30% 474 L23 60% 475 L19 49% 476 L21 54% 477 L31 79% 478 L38 99% 479 L08 22% 480 L20 54%
481 L28 72% 482 L35 90% 483 L38 99% 484 L35 91% 485 L08 23% 486 L32 84% 487 L15 40% 488 L34 88% 489 L38 98% 490 L35 91%
491 L09 25% 492 L29 74% 493 L05 14% 494 L36 93% 495 L39 100% 496 L23 61% 497 L13 36% 498 L19 49% 499 L36 93% 500 L09 24%
501 L19 50% 502 L38 98% 503 L28 73% 504 L05 13% 505 L35 91% 506 L09 25% 507 L36 92% 508 L37 96% 509 L18 49% 510 L10 26%
511 L25 65% 512 L08 22% 513 L30 77% 514 L37 96% 515 L18 47% 516 L06 18% 517 L20 52% 518 L06 17% 519 L24 62% 520 L17 45%
521 L22 57% 522 L36 94% 523 L09 25% 524 L33 86% 525 L17 46% 526 L31 81% 527 L10 28% 528 L26 69% 529 L37 96% 530 L27 71%
531 L07 18% 532 L26 68% 533 L21 54% 534 L25 66% 535 L30 79% 536 L27 71% 537 L11 31% 538 L18 48% 539 L10 28% 540 L15 40%
541 L38 97% 542 L31 80% 543 L09 25% 544 L35 89% 545 L11 31% 546 L34 88% 547 L36 92% 548 L16 42% 549 L05 14% 550 L27 69%
551 L20 53% 552 L20 53% 553 L37 94% 554 L34 87% 555 L09 25% 556 L34 89% 557 L23 59% 558 L30 77% 559 L38 98% 560 L32 83%
561 L09 24% 562 L33 85% 563 L17 44% 564 L27 69% 565 L16 43% 566 L39 100% 567 L24 63% 568 L25 64% 569 L17 45% 570 L26 66%
571 L08 21% 572 L22 59% 573 L36 93% 574 L24 62% 575 L14 37% 576 L26 67% 577 L06 17% 578 L33 85% 579 L39 100% 580 L33 85%
581 L12 33% 582 L23 59% 583 L18 48% 584 L36 92% 585 L39 100% 586 L33 85% 587 L05 14% 588 L17 44% 589 L36 92% 590 L29 76%
591 L38 98% 592 L30 77% 593 L11 30% 594 L34 89% 595 L11 29% 596 L22 58% 597 L39 100% 598 L18 47% 599 L24 64% 600 L13 35%
601 L06 16% 602 L14 38% 603 L23 60% 604 L18 46% 605 L07 21% 606 L22 58% 607 L06 18% 608 L37 94% 609 L09 26% 610 L13 35%
611 L26 69% 612 L10 26% 613 L13 35% 614 L30 78% 615 L16 41% 616 L19 50% 617 L17 45% 618 L08 22% 619 L20 52% 620 L36 94%
621 L14 37% 622 L07 19% 623 L21 55% 624 L09 24% 625 L15 40% 626 L35 89% 627 L29 74% 628 L09 23% 629 L26 68% 630 L06 17%
631 L31 79% 632 L15 41% 633 L28 71% 634 L18 48% 635 L15 39% 636 L35 91% 637 L17 44% 638 L17 46% 639 L35 89% 640 L23 60%
641 L15 41% 642 L22 58% 643 L07 20% 644 L35 91% 645 L36 93% 646 L19 51% 647 L09 26% 648 L21 54% 649 L10 26% 650 L05 16%
651 L35 90% 652 L31 81% 653 L18 46% 654 L22 57% 655 L12 31% 656 L22 56% 657 L09 25% 658 L30 78% 659 L11 30% 660 L14 37%
661 L26 67% 662 L08 21% 663 L15 39% 664 L34 87% 665 L25 65% 666 L16 42% 667 L34 88% 668 L09 24% 669 L20 53% 670 L15 39%
671 L37 95% 672 L24 63% 673 L12 33% 674 L33 86% 675 L07 20% 676 L24 63% 677 L37 95% 678 L26 67% 679 L05 15% 680 L30 78%
681 L21 55% 682 L23 60% 683 L20 52% 684 L06 17% 685 L30 78% 686 L03 10% 687 L20 53% 688 L06 17% 689 L31 80% 690 L33 84%
691 L19 50% 692 L04 11% 693 L19 49% 694 L05 15% 695 L32 82% 696 L38 99% 697 L12 32% 698 L09 25% 699 L33 86% 700 L06 18%
701 L17 45% 702 L38 97% 703 L19 50% 704 L05 14% 705 L10 26% 706 L06 18% 707 L27 69% 708 L27 70% 709 L08 23% 710 L04 12%
711 L11 29% 712 L12 32% 713 L06 16% 714 L10 28% 715 L31 81% 716 L21 54% 717 L07 19% 718 L13 36% 719 L03 9% 720 L14 38%
721 L10 27% 722 L14 36% 723 L34 87% 724 L12 32% 725 L05 15% 726 L23 59% 727 L09 23% 728 L16 43% 729 L33 85% 730 L30 79%
731 L06 18% 732 L19 49% 733 L10 27% 734 L14 38% 735 L33 86% 736 L22 57% 737 L11 29% 738 L16 41% 739 L07 19% 740 L25 65%
741 L37 95% 742 L33 85% 743 L04 13% 744 L19 51% 745 L05 14% 746 L16 43% 747 L31 81% 748 L17 44% 749 L07 19% 750 L17 45%
751 L03 10% 752 L12 32% 753 L19 51% 754 L09 25% 755 L05 13% 756 L15 39% 757 L04 11% 758 L24 63% 759 L10 27% 760 L13 35%
761 L37 96% 762 L21 56% 763 L39 99% 764 L13 35% 765 L31 80% 766 L13 34% 767 L29 74% 768 L37 95% 769 L35 90% 770 L10 26%
771 L34 88% 772 L05 15% 773 L23 60% 774 L37 96% 775 L18 48% 776 L07 20% 777 L37 94% 778 L09 24% 779 L11 29% 780 L39 100%
781 L37 95% 782 L28 73% 783 L25 64% 784 L11 29% 785 L28 72% 786 L38 98% 787 L20 53% 788 L04 12% 789 L29 76% 790 L19 49%
791 L27 71% 792 L39 99% 793 L10 28% 794 L14 36% 795 L13 35% 796 L24 63% 797 L24 63% 798 L39 99% 799 L23 61% 800 L04 11%
801 L22 58% 802 L16 43% 803 L27 71% 804 L07 20% 805 L28 72% 806 L38 98% 807 L36 94% 808 L03 9% 809 L15 41% 810 L07 20%
811 L20 51% 812 L38 98% 813 L10 28% 814 L19 49% 815 L13 35% 816 L03 11% 817 L11 30% 818 L37 95% 819 L21 55% 820 L03 10%
821 L32 84% 822 L06 16% 823 L26 67% 824 L38 98% 825 L28 72% 826 L19 50% 827 L23 59% 828 L06 16% 829 L23 59% 830 L35 89%
831 L29 74% 832 L10 28% 833 L30 79% 834 L08 22% 835 L13 34% 836 L02 7% 837 L29 74% 838 L12 33% 839 L10 27% 840 L10 28%
841 L20 53% 842 L33 84% 843 L36 94% 844 L19 51% 845 L04 13% 846 L22 58% 847 L36 92% 848 L22 57% 849 L18 48% 850 L36 92%
851 L37 96% 852 L24 64% 853 L05 15% 854 L18 47% 855 L31 80% 856 L07 20% 857 L27 69% 858 L27 70% 859 L25 66% 860 L06 16%
861 L20 52% 862 L04 13% 863 L14 38% 864 L33 86% 865 L15 40% 866 L06 16% 867 L26 67% 868 L05 16% 869 L08 22% 870 L30 78%
871 L13 34% 872 L03 10% 873 L11 31% 874 L13 34% 875 L15 40% 876 L38 97% 877 L08 21% 878 L17 45% 879 L08 21% 880 L34 87%
881 L07 19% 882 L32 83% 883 L38 97% 884 L10 27% 885 L04 12% 886 L19 49% 887 L09 26% 888 L21 56% 889 L33 86% 890 L25 66%
891 L30 77% 892 L29 74% 893 L09 25% 894 L17 44% 895 L39 99% 896 L23 59% 897 L13 35% 898 L17 45% 899 L05 14% 900 L29 75%
901 L18 47% 902 L28 73% 903 L38 97% 904 L20 53% 905 L16 41% 906 L17 44% 907 L12 31% 908 L30 78% 909 L35 90% 910 L39 100%
911 L23 61% 912 L21 56% 913 L29 75% 914 L08 21% 915 L20 52% 916 L27 69% 917 L24 61% 918 L04 11% 919 L15 41% 920 L14 36%
921 L22 56% 922 L32 82% 923 L36 94% 924 L21 54% 925 L29 75% 926 L05 15% 927 L22 57% 928 L14 38% 929 L17 44% 930 L36 94%
931 L25 65% 932 L03 10% 933 L22 59% 934 L10 27% 935 L33 86% 936 L37 95% 937 L24 63% 938 L03 10% 939 L28 73% 940 L05 14%
941 L32 83% 942 L38 98% 943 L36 93% 944 L04 12% 945 L19 50% 946 L10 27% 947 L30 78% 948 L11 30% 949 L39 100% 950 L33 85%
951 L08 23% 952 L16 42% 953 L24 61% 954 L24 63% 955 L07 18% 956 L07 20% 957 L38 99% 958 L23 60% 959 L17 45% 960 L21 56%
961 L04 11% 962 L34 87% 963 L39 100% 964 L25 65% 965 L05 15% 966 L31 79% 967 L12 33% 968 L34 87% 969 L14 36% 970 L35 91%
971 L16 42% 972 L15 40% 973 L35 90% 974 L05 15% 975 L26 69% 976 L37 94% 977 L26 68% 978 L07 19% 979 L18 47% 980 L05 14%
981 L16 43% 982 L29 75% 983 L39 100% 984 L32 82% 985 L06 18% 986 L35 90% 987 L21 55% 988 L18 46% 989 L36 92% 990 L?? ?%
991 L?? ?% 992 L?? ?% 993 L?? ?% 994 L?? ?% 995 L?? ?% 996 L?? ?% 997 L?? ?% 998 L?? ?% 999 L?? ?%

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