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0 | 107 | 52 | 2.273438 | 6 | Array(a2, sizeof | 6,542 | 9 | 66 | 19 | 13 | 50,276 | 23,269 | 9 | 66 | 19 | 1,933 | 23,269 | 9 | 565 | 4,027 | 535 |
0 | 107 | 53 | 2.273438 | 11 | Array(a2, sizeof(a2)/sizeof | 6,542 | 9 | 66 | 19 | 13 | 50,276 | 23,269 | 9 | 66 | 19 | 1,933 | 23,269 | 9 | 565 | 4,027 | 535 |
0 | 107 | 54 | 2.273438 | 15 | 1 );
printArray(a3, sizeof(a3)/sizeof | 337 | 5,349 | 187 | 50,274 | 3,845 | 6,542 | 9 | 66 | 20 | 13 | 13,322 | 9 | 66 | 20 | 1,933 | 23,269 |
0 | 107 | 55 | 2.273438 | 8 | a4, sizeof(a4)/sizeof | 66 | 21 | 13 | 13,322 | 9 | 66 | 21 | 1,933 | 23,269 | 9 | 565 | 4,027 | 535 | 50,274 | 565 | 247 |
0 | 107 | 56 | 2.273438 | 7 | printArray(a5, sizeof | 3,845 | 6,542 | 9 | 66 | 22 | 13 | 50,276 | 23,269 | 9 | 66 | 22 | 1,933 | 23,269 | 9 | 565 | 4,027 |
0 | 107 | 57 | 2.273438 | 12 | printArray(a5, sizeof(a5)/sizeof | 3,845 | 6,542 | 9 | 66 | 22 | 13 | 50,276 | 23,269 | 9 | 66 | 22 | 1,933 | 23,269 | 9 | 565 | 4,027 |
0 | 107 | 58 | 2.273438 | 5 | sizeof(a6)/sizeof | 13,322 | 9 | 66 | 23 | 1,933 | 23,269 | 9 | 565 | 4,027 | 535 | 50,274 | 2,309 | 470 | 28 | 535 | 187 |
0 | 107 | 59 | 2.273438 | 3 | v length:sizeof | 87 | 2,978 | 27 | 23,269 | 9 | 87 | 10 | 387 | 6,060 | 27 | 10,644 | 6,060 | 13,883 | 84 | 2,194 | 187 |
0 | 107 | 60 | 2.273438 | 13 | [rce setVertexBytes:&_uniforms length:sizeof | 50,275 | 60 | 83 | 336 | 873 | 27,384 | 16,721 | 44,662 | 64 | 23,714 | 84 | 2,978 | 27 | 23,269 | 10,107 | 23,714 |
0 | 107 | 61 | 2.273438 | 0 | sizeof | 23,269 | 9 | 9,738 | 64 | 532 | 4,027 | 535 | 50,276 | 81 | 1,168 | 1,178 | 64 | 532 | 64 | 10,146 | 4,464 |
0 | 107 | 62 | 2.273438 | 8 | click_ip*)p->data(),sizeof | 9,738 | 64 | 532 | 5,627 | 81 | 1,168 | 2,203 | 5,715 | 23,269 | 9 | 9,738 | 64 | 532 | 4,027 | 535 | 50,276 |
0 | 107 | 63 | 2.273438 | 14 | */
#define DASM_PSZ(ms) (sizeof | 1,738 | 187 | 4 | 3,182 | 399 | 45,352 | 64 | 3,299 | 59 | 9 | 983 | 10 | 186 | 9 | 23,269 | 9 |
0 | 108 | 0 | 2.845703 | 15 | )}{\tau_1^{1-\gamma}}.$$
[*Proof of Claim.*]{} | 15,734 | 3,115 | 64 | 18 | 768 | 18 | 2,249 | 2,733 | 32,964 | 187 | 187 | 20,197 | 19,545 | 273 | 16,353 | 13,663 |
0 | 108 | 1 | 2.845703 | 4 | gew. Math.*]{} | 463 | 88 | 15 | 8,684 | 13,663 | 33,956 | 313 | 14,619 | 582 | 11,275 | 1,253 | 4,196 | 15 | 187 | 187 | 1,145 |
0 | 108 | 2 | 2.845703 | 2 | linear Anal.*]{} | 8,172 | 14,703 | 13,663 | 4,299 | 2,385 | 7,444 | 313 | 10,016 | 582 | 642 | 15 | 721 | 13 | 4,165 | 15 | 329 |
0 | 108 | 3 | 2.845703 | 8 | sp 2$, [*Pacific J. Math.*]{} | 1,033 | 374 | 1,366 | 3,921 | 34,114 | 500 | 15 | 8,684 | 13,663 | 4,299 | 18,493 | 7,444 | 313 | 8,971 | 582 | 642 |
0 | 108 | 4 | 2.845703 | 5 | ) Free tensor multiplet.*]{} | 10 | 7,648 | 13,148 | 10,796 | 1,059 | 13,663 | 470 | 15 | 22 | 5,672 | 3,591 | 187 | 187 | 1,145 | 370 | 47 |
0 | 108 | 5 | 2.845703 | 15 | invariant.
0.5truecm[*2) Pure supergravity.*]{} | 13,727 | 15 | 187 | 187 | 17 | 15 | 22 | 5,672 | 3,591 | 20,197 | 19 | 10 | 29,062 | 2,221 | 28,702 | 13,663 |
0 | 108 | 6 | 2.845703 | 0 | .*]{} | 13,663 | 905 | 12,551 | 15 | 6,269 | 15 | 4,299 | 3,439 | 6,257 | 24,665 | 313 | 15,117 | 10 | 393 | 62 | 285 |
0 | 108 | 7 | 2.845703 | 14 | reynaud; @fabre]. Heidmann [*et al.*]{} | 250 | 1,362 | 5,353 | 28 | 1,214 | 29,857 | 250 | 1,570 | 754 | 301 | 8,420 | 3,921 | 292 | 355 | 13,663 | 5,125 |
0 | 108 | 8 | 2.845703 | 9 | nonlinearity, see, [*e.g.*]{} | 14,561 | 414 | 13 | 923 | 13 | 3,921 | 70 | 15 | 72 | 13,663 | 1,008 | 740 | 2,498 | 187 | 187 | 26,190 |
0 | 108 | 9 | 2.845703 | 2 | .e.*]{} | 15 | 70 | 13,663 | 6,318 | 8,847 | 1,159 | 13 | 310 | 14,299 | 323 | 667 | 2,774 | 273 | 673 | 1,008 | 10,629 |
0 | 108 | 10 | 2.845703 | 11 | \]) are (\[initial\_cond\]), [*i.e.*]{} | 3,851 | 403 | 3,891 | 19,078 | 2,582 | 1,038 | 9,014 | 3,921 | 74 | 15 | 70 | 13,663 | 581 | 943 | 1,379 | 1,764 |
0 | 108 | 11 | 2.845703 | 9 | mean values is small, [*i. e.*]{} | 1,599 | 2,193 | 310 | 1,355 | 13 | 3,921 | 74 | 15 | 299 | 13,663 | 253 | 1,617 | 3,891 | 1,099 | 3,851 | 310 |
0 | 108 | 12 | 2.845703 | 3 | [*ibid.*]{} | 3,921 | 487 | 301 | 13,663 | 4,299 | 3,507 | 6,257 | 2,164 | 1,229 | 313 | 9,595 | 481 | 187 | 187 | 44 | 7,588 |
0 | 108 | 13 | 2.845703 | 0 | .*]{} | 13,663 | 4,299 | 35 | 19,100 | 6,257 | 16,607 | 313 | 13,895 | 558 | 714 | 15 | 575 | 39 | 2,788 | 14,776 | 3,921 |
0 | 108 | 14 | 2.845703 | 4 | , [*ibid.*]{} | 13 | 3,921 | 487 | 301 | 13,663 | 544 | 1,401 | 1,839 | 6,257 | 33,624 | 313 | 12,731 | 558 | 411 | 15 | 575 |
0 | 108 | 15 | 2.845703 | 2 | ibid.*]{} | 487 | 301 | 13,663 | 4,299 | 37 | 3,046 | 6,257 | 17,272 | 1,525 | 2,941 | 313 | 9,595 | 481 | 187 | 187 | 58 |
0 | 108 | 16 | 2.845703 | 4 | Math. Theor.*]{} | 8,684 | 15 | 380 | 263 | 13,663 | 4,299 | 1,857 | 7,444 | 313 | 6,755 | 10 | 3,495 | 18,161 | 582 | 359 | 452 |
0 | 108 | 17 | 2.845703 | 1 | integers.*]{} | 20,935 | 13,663 | 187 | 187 | 13,811 | 19,545 | 36,487 | 4,974 | 46,306 | 313 | 19 | 15 | 18 | 10 | 715 | 313 |
0 | 108 | 18 | 2.845703 | 2 | auxiliary variable.*]{} | 24,026 | 4,778 | 13,663 | 187 | 187 | 510 | 3,644 | 370 | 47 | 2,911 | 18,989 | 24,786 | 2,900 | 310 | 4,764 | 1,025 |
0 | 108 | 19 | 2.845703 | 13 | j=1, 2,..., N)$ are arbitrary complex parameters.*]{} | 75 | 30 | 18 | 13 | 374 | 13 | 34,845 | 427 | 1,009 | 403 | 10,341 | 2,570 | 3,602 | 13,663 | 187 | 187 |
0 | 108 | 20 | 2.845703 | 7 | ]{} [*Stud. Appl. Math.*]{} | 1,181 | 3,921 | 11,530 | 15 | 30,835 | 15 | 8,684 | 13,663 | 4,299 | 10,683 | 7,444 | 23,917 | 14 | 19,136 | 187 | 187 |
0 | 108 | 21 | 2.845703 | 1 | Sci.*]{} | 22,962 | 13,663 | 4,299 | 938 | 7,444 | 818 | 2,693 | 14 | 48,923 | 187 | 187 | 22 | 15 | 50,276 | 44 | 328 |
0 | 108 | 22 | 2.845703 | 3 | Math. Phys.*]{} | 8,684 | 15 | 4,111 | 13,663 | 4,299 | 3,712 | 7,444 | 470 | 17,107 | 520 | 187 | 187 | 23 | 15 | 50,276 | 46 |
0 | 108 | 23 | 2.845703 | 9 | . Phys. A: Math. Theor.*]{} | 15 | 4,111 | 15 | 329 | 27 | 8,684 | 15 | 380 | 263 | 13,663 | 4,299 | 1,857 | 7,444 | 23,540 | 18,161 | 187 |
0 | 108 | 24 | 2.845703 | 6 | equation]{} [*Phys. Lett.*]{} | 5,150 | 1,181 | 3,921 | 9,083 | 15 | 12,464 | 13,663 | 4,299 | 34 | 28,458 | 7,444 | 1,884 | 2,270 | 14 | 1,229 | 3,953 |
0 | 108 | 25 | 2.845703 | 7 | . A: Mat. Theor.*]{} | 15 | 329 | 27 | 6,397 | 15 | 380 | 263 | 13,663 | 4,299 | 2,031 | 7,444 | 40,191 | 18,161 | 187 | 187 | 1,012 |
0 | 108 | 26 | 2.845703 | 3 | . Jpn.*]{} | 15 | 500 | 16,077 | 13,663 | 4,299 | 2,031 | 7,444 | 16,221 | 14 | 19,813 | 187 | 187 | 1,047 | 15 | 36,288 | 682 |
0 | 108 | 27 | 2.845703 | 0 | .*]{} | 13,663 | 4,299 | 2,950 | 7,444 | 2,233 | 25 | 14 | 6,903 | 22 | 187 | 187 | 1,010 | 15 | 14,867 | 1,594 | 500 |
0 | 108 | 28 | 2.845703 | 5 | A: Math. Gen.*]{} | 329 | 27 | 8,684 | 15 | 2,588 | 13,663 | 4,299 | 1,867 | 7,444 | 495 | 24,235 | 14 | 1,237 | 3,566 | 187 | 187 |
0 | 108 | 29 | 2.845703 | 9 | . Phys. A: Math. Theor.*]{} | 15 | 4,111 | 15 | 329 | 27 | 8,684 | 15 | 380 | 263 | 13,663 | 4,299 | 1,449 | 7,444 | 9,901 | 746 | 14 |
0 | 108 | 30 | 2.845703 | 5 | A: Math. Gen.*]{} | 329 | 27 | 8,684 | 15 | 2,588 | 13,663 | 4,299 | 1,812 | 7,444 | 31,039 | 14 | 43,970 | 187 | 187 | 1,093 | 15 |
0 | 108 | 31 | 2.845703 | 1 | or.*]{} | 263 | 13,663 | 4,299 | 2,031 | 7,444 | 26,402 | 17,490 | 187 | 187 | 746 | 15 | 8,182 | 353 | 13 | 44,442 | 378 |
0 | 108 | 32 | 2.845703 | 2 | Plasma Phys.*]{} | 32,904 | 4,111 | 13,663 | 4,299 | 1,036 | 7,444 | 33,251 | 14 | 24,257 | 187 | 187 | 1,797 | 15 | 32,185 | 49,948 | 714 |
0 | 108 | 33 | 2.845703 | 6 | Phys. Soc. Jpn.*]{} | 4,111 | 15 | 14,162 | 15 | 500 | 16,077 | 13,663 | 4,299 | 2,385 | 7,444 | 29,226 | 14 | 23,360 | 187 | 187 | 1,423 |
0 | 108 | 34 | 2.845703 | 2 | . Lett.*]{} | 15 | 12,464 | 13,663 | 4,299 | 4,148 | 7,444 | 9,098 | 22 | 187 | 187 | 1,348 | 15 | 353 | 900 | 611 | 13 |
0 | 108 | 35 | 2.845703 | 10 | ]{} [*J. Phys. Soc. Jpn.*]{} | 1,181 | 3,921 | 43 | 15 | 4,111 | 15 | 14,162 | 15 | 500 | 16,077 | 13,663 | 4,299 | 3,156 | 7,444 | 25,905 | 14 |
0 | 108 | 36 | 2.845703 | 7 | field]{} [*J. Plasma Phys.*]{} | 1,673 | 1,181 | 3,921 | 43 | 15 | 32,904 | 4,111 | 13,663 | 4,299 | 746 | 7,444 | 39,949 | 14 | 28,943 | 187 | 187 |
0 | 108 | 37 | 2.845703 | 4 | ter [*et al.*]{} | 350 | 3,921 | 292 | 355 | 13,663 | 905 | 15,705 | 79 | 8,947 | 18,084 | 44,548 | 8,049 | 31,209 | 5,290 | 36,737 | 15 |
0 | 108 | 38 | 2.845703 | 2 | et al.*]{} | 292 | 355 | 13,663 | 905 | 15,705 | 79 | 8,947 | 14,736 | 10,589 | 31,209 | 5,290 | 22,042 | 251 | 15 | 575 | 43 |
0 | 108 | 39 | 2.845703 | 8 | . Riess [*et al.*]{} | 15 | 575 | 51 | 74 | 405 | 3,921 | 292 | 355 | 13,663 | 905 | 15,705 | 79 | 8,947 | 14,736 | 10,589 | 31,209 |
0 | 108 | 40 | 2.845703 | 2 | et al.*]{} | 292 | 355 | 13,663 | 905 | 56 | 13,820 | 31,209 | 5,290 | 36,737 | 15 | 575 | 43 | 15 | 575 | 4,727 | 77 |
0 | 108 | 41 | 2.845703 | 0 | .*]{} | 13,663 | 253 | 8,946 | 374 | 37 | 45,920 | 1,566 | 13 | 310 | 326 | 253 | 3,408 | 342 | 247 | 6,486 | 5,921 |
0 | 108 | 42 | 2.845703 | 6 | icity, [*i.e.*]{} | 5,755 | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 669 | 2,204 | 1,126 | 4,642 | 391 | 94 | 295 | 1,035 | 4,642 |
0 | 108 | 43 | 2.845703 | 8 | sqrt{K}$, [*i.e.*]{} | 2,609 | 92 | 44 | 3,303 | 3,921 | 74 | 15 | 70 | 13,663 | 253 | 3,762 | 310 | 1,881 | 14 | 34,716 | 13 |
0 | 108 | 44 | 2.845703 | 14 | +1$-dimensional Minkowski space-time, [*i.e.*]{} | 12 | 18 | 2,911 | 6,967 | 46,839 | 15,767 | 2,317 | 14 | 2,606 | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 281 |
0 | 108 | 45 | 2.845703 | 12 | distance to the tricritical point, [*i.e.*]{} | 4,181 | 281 | 253 | 492 | 280 | 14,762 | 1,127 | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 247 | 611 | 53 |
0 | 108 | 46 | 2.845703 | 5 | , [*i.e.*]{} | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 387 | 4,229 | 7,793 | 4,038 | 669 | 2,859 | 1,366 | 253 | 820 | 29,419 |
0 | 108 | 47 | 2.845703 | 4 | ([*i.e.*]{} | 49,694 | 74 | 15 | 70 | 13,663 | 253 | 4,871 | 275 | 4,038 | 273 | 253 | 767 | 14 | 14,213 | 2,919 | 10 |
0 | 108 | 48 | 2.845703 | 5 | , [*i.e.*]{} | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 253 | 581 | 14 | 2,915 | 4,038 | 4,315 | 13 | 7,274 | 247 | 3,638 |
0 | 108 | 49 | 2.845703 | 1 | e.*]{} | 70 | 13,663 | 247 | 4,619 | 7,602 | 15 | 831 | 476 | 320 | 3,413 | 830 | 253 | 6,637 | 273 | 4,038 | 15,113 |
0 | 108 | 50 | 2.845703 | 9 | khsar88] [*i.e.*]{} | 76 | 11,285 | 274 | 2,055 | 62 | 3,921 | 74 | 15 | 70 | 13,663 | 642 | 2,221 | 25,397 | 26,370 | 15 | 10,300 |
0 | 108 | 51 | 2.845703 | 0 | .*]{} | 13,663 | 253 | 4,503 | 14 | 2,606 | 5,921 | 1,159 | 10 | 323 | 253 | 5,572 | 669 | 700 | 393 | 2,859 | 1,035 |
0 | 108 | 52 | 2.845703 | 13 | a crude approximation should break near criticality, [*i.e.*]{} | 247 | 18,934 | 11,193 | 943 | 2,740 | 2,822 | 4,619 | 414 | 13 | 3,921 | 74 | 15 | 70 | 13,663 | 2,822 | 253 |
0 | 108 | 53 | 2.845703 | 4 | [*e.g.*]{} | 3,921 | 70 | 15 | 72 | 13,663 | 253 | 5,921 | 2,978 | 11,711 | 2,510 | 347 | 669 | 2,859 | 393 | 936 | 470 |
0 | 108 | 54 | 2.845703 | 15 | C. R. Acad. Sci. Pari Sér. I Math.*]{} | 36 | 15 | 416 | 15 | 40,060 | 15 | 22,962 | 15 | 367 | 1,792 | 322 | 14,064 | 15 | 309 | 8,684 | 13,663 |
0 | 108 | 55 | 2.845703 | 15 | . Idempotent relations and factors of Jacobians. [*Math. Ann.*]{} | 15 | 4,031 | 358 | 35,741 | 2,493 | 285 | 2,616 | 273 | 14,737 | 2,458 | 15 | 3,921 | 18,102 | 15 | 7,359 | 13,663 |
0 | 108 | 56 | 2.845703 | 9 | J. reine angew. Math.*]{} | 43 | 15 | 294 | 460 | 271 | 463 | 88 | 15 | 8,684 | 13,663 | 4,299 | 41,211 | 7,444 | 313 | 9,430 | 582 |
0 | 108 | 57 | 2.845703 | 13 | of certain Jacobian varieties. [*J. Math. Kyoto Univ.*]{} | 273 | 2,176 | 14,737 | 757 | 19,112 | 15 | 3,921 | 43 | 15 | 8,684 | 15 | 41,951 | 34,599 | 13,663 | 4,299 | 2,504 |
0 | 108 | 58 | 2.845703 | 3 | a Arith.*]{} | 66 | 1,780 | 334 | 13,663 | 4,299 | 14,783 | 7,444 | 1,621 | 15 | 495 | 313 | 8,012 | 582 | 28,804 | 1,253 | 21,149 |
0 | 108 | 59 | 2.845703 | 2 | . Math.*]{} | 15 | 8,684 | 13,663 | 4,299 | 17,161 | 7,444 | 1,621 | 15 | 337 | 313 | 13,895 | 582 | 24,062 | 1,253 | 1,518 | 15 |
0 | 108 | 60 | 2.845703 | 7 | [*Rev. Mat. Iber.*]{} | 3,921 | 7,498 | 15 | 6,397 | 15 | 309 | 589 | 13,663 | 4,299 | 1,508 | 7,444 | 313 | 8,602 | 582 | 37,737 | 1,253 |
0 | 108 | 61 | 2.845703 | 15 | University*]{},\
[*29 Oxford Street, Cambridge, MA 02138.*]{} | 2,499 | 4,622 | 1,337 | 187 | 50,274 | 20,197 | 1,717 | 12,719 | 5,720 | 13 | 11,988 | 13 | 6,908 | 16,261 | 15,148 | 13,663 |
0 | 108 | 62 | 2.845703 | 2 | et al.*]{} | 292 | 355 | 13,663 | 1,008 | 49 | 262 | 62 | 4,080 | 24,409 | 275 | 19,707 | 2,685 | 273 | 15,442 | 796 | 68 |
0 | 108 | 63 | 2.845703 | 0 | .*]{} | 13,663 | 370 | 85 | 64 | 88 | 61 | 620 | 337 | 7,884 | 285 | 669 | 6,165 | 288 | 393 | 1,266 | 337 |
0 | 109 | 0 | 2.441406 | 14 | style.opacity = 0.001;
document.querySelector('# | 4,826 | 15 | 44,459 | 426 | 470 | 15 | 2,874 | 28 | 187 | 50,272 | 3,306 | 15 | 7,267 | 22,215 | 30,932 | 1,987 |
0 | 109 | 1 | 2.441406 | 4 | (){
$('# | 14,574 | 187 | 50,270 | 5 | 30,932 | 3,140 | 3,967 | 8,539 | 1,208 | 3,914 | 9 | 2,520 | 481 | 1,208 | 6,020 | 187 |
0 | 109 | 2 | 2.441406 | 3 | = Selector('# | 426 | 16,551 | 263 | 30,932 | 27,095 | 5,137 | 187 | 3,474 | 5,553 | 13,815 | 375 | 50,275 | 30 | 16,551 | 263 | 30,932 |
0 | 109 | 3 | 2.441406 | 15 | = Selector('#windows');
const radioMacos = Selector('# | 426 | 16,551 | 263 | 30,932 | 27,095 | 5,137 | 187 | 3,474 | 5,553 | 13,815 | 375 | 50,275 | 30 | 16,551 | 263 | 30,932 |
0 | 109 | 4 | 2.441406 | 11 | macos');
const radioLinux = Selector('# | 12,432 | 375 | 5,137 | 187 | 3,474 | 5,553 | 32,490 | 50,275 | 30 | 16,551 | 263 | 30,932 | 13,217 | 5,137 | 187 | 3,474 |
0 | 109 | 5 | 2.441406 | 5 | radioAndroid = Selector('# | 5,553 | 18,842 | 426 | 16,551 | 263 | 30,932 | 9,152 | 5,137 | 187 | 187 | 3,474 | 5,553 | 39 | 636 | 50,276 | 30 |
0 | 109 | 6 | 2.441406 | 2 | Selector('# | 16,551 | 263 | 30,932 | 4,379 | 5,137 | 187 | 3,474 | 5,553 | 35 | 50,198 | 50,275 | 30 | 16,551 | 263 | 30,932 | 5,844 |
0 | 109 | 7 | 2.441406 | 14 | Selector('#ford');
const radioBmw = Selector('# | 16,551 | 263 | 30,932 | 4,379 | 5,137 | 187 | 3,474 | 5,553 | 35 | 50,198 | 50,275 | 30 | 16,551 | 263 | 30,932 | 5,844 |
0 | 109 | 8 | 2.441406 | 11 | w');
const radioMazda = Selector('# | 88 | 5,137 | 187 | 3,474 | 5,553 | 46 | 1,370 | 1,473 | 426 | 16,551 | 263 | 30,932 | 785 | 91 | 1,473 | 5,137 |
0 | 109 | 9 | 2.441406 | 8 |
const radioHonda = Selector('# | 187 | 3,474 | 5,553 | 41 | 18,782 | 426 | 16,551 | 263 | 30,932 | 73 | 18,782 | 5,137 | 187 | 187 | 27,216 | 1,159 |
0 | 109 | 10 | 2.441406 | 13 | => {
await t
.click(Selector('# | 3,001 | 551 | 187 | 50,274 | 1,403 | 1,942 | 246 | 187 | 50,270 | 15 | 9,738 | 9 | 22,215 | 30,932 | 5,903 | 18 |
0 | 109 | 11 | 2.441406 | 10 | checked).ok()
.click(Selector('# | 21,542 | 481 | 536 | 1,082 | 535 | 50,270 | 15 | 9,738 | 9 | 22,215 | 30,932 | 5,903 | 18 | 19,279 | 187 | 50,270 |
0 | 109 | 12 | 2.441406 | 11 | var class_name = this.$content.find('# | 50,266 | 2,044 | 966 | 64 | 1,590 | 426 | 436 | 10,506 | 6,071 | 15 | 8,606 | 30,932 | 1,156 | 64 | 8,522 | 64 |
0 | 109 | 13 | 2.441406 | 5 | this.$content.find('# | 436 | 10,506 | 6,071 | 15 | 8,606 | 30,932 | 1,156 | 64 | 8,522 | 64 | 2,437 | 1,419 | 64 | 2,437 | 64 | 2,877 |
0 | 109 | 14 | 2.441406 | 10 | downloadUrl = source._source.url.replace('# | 6,184 | 13,636 | 426 | 2,603 | 3,333 | 6,756 | 15 | 6,434 | 15 | 13,481 | 30,932 | 1,383 | 45,381 | 559 | 49,961 | 559 |
0 | 109 | 15 | 2.441406 | 7 | .keyCode == 13):$('# | 15 | 2,364 | 6,124 | 2,295 | 2,145 | 2,262 | 5 | 30,932 | 30,636 | 8 | 7,265 | 630 | 8,539 | 9,573 | 2,073 | 1,913 |
0 | 109 | 16 | 2.441406 | 1 | $('# | 5 | 30,932 | 30,636 | 8 | 7,265 | 630 | 8,539 | 21,399 | 1,874 | 7,287 | 13,011 | 13,523 | 47,174 | 186 | 29 | 2,154 |
0 | 109 | 17 | 2.441406 | 11 | submit" class="btn btn-default" onclick="$('# | 21,399 | 3 | 966 | 568 | 15,581 | 23,929 | 14 | 6,986 | 3 | 35,254 | 31,462 | 30,932 | 30,636 | 8 | 7,265 | 630 |
0 | 109 | 18 | 2.441406 | 6 | /$kat")?>');$('# | 27,781 | 29,846 | 2,807 | 28,391 | 5,137 | 5 | 30,932 | 30,636 | 8 | 7,265 | 630 | 8,539 | 21,399 | 1,874 | 5,264 | 74 |
0 | 109 | 19 | 2.441406 | 9 | -control input-sm" onchange="$('# | 14 | 8,519 | 3,280 | 14 | 3,610 | 3 | 327 | 4,168 | 31,462 | 30,932 | 81 | 2,977 | 8,539 | 21,399 | 49,384 | 187 |
0 | 109 | 20 | 2.441406 | 2 | setColor('# | 1,178 | 6,573 | 30,932 | 361 | 34 | 25 | 39 | 17 | 5,137 | 996 | 50,274 | 2,309 | 30,606 | 28 | 187 | 186 |
0 | 109 | 21 | 2.441406 | 14 | ajax.
$(document).ready(function() {
$('# | 40,080 | 15 | 187 | 6,999 | 3,306 | 481 | 2,038 | 9 | 3,701 | 1,082 | 551 | 187 | 50,276 | 5 | 30,932 | 249 |
0 | 109 | 22 | 2.441406 | 9 | : message}, 30000)
$('# | 27 | 3,935 | 2,023 | 495 | 1,418 | 10 | 187 | 50,268 | 5 | 30,932 | 249 | 12,135 | 64 | 20,348 | 64 | 4,492 |
0 | 109 | 23 | 2.441406 | 12 | .append(htmlEscape(text))
$('# | 15 | 9,691 | 9 | 2,974 | 38 | 9,875 | 9 | 1,156 | 1,228 | 187 | 50,272 | 5 | 30,932 | 249 | 18,317 | 64 |
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