data:image/png;base64,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 = *11+*3
data:image/png;base64,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
= *11+*3
3,6,9,1,4,7,10,2,5,8
34 = 2*11+4*31 = -1*11+4*3,2 = -2*11+8*3,3 = 1*3,4 = -1*11+5*3,5 = -2*11+9*3,6 = 2*3,7 = 0*11+6*3,8 = -1*11+10*3,9 = 3*3,10 = 0*11+7*3,11 = 1*11,12 = 4*3,13 = -1*11+8*3,14 = 1*11+1*3,15 = 5*3,16 = -1*11+9*3,17 = 2*11+2*3,18 = 6*3,19 = 0*11+10*3,20 = 2*11+3*3,21 = 7*3,22 = 2*11,23 = 1*11+4*3,24 = 8*3,25 = 2*11+1*3,26 = 1*11+5*3,27 = 9*3,28 = 3*11+2*3,29 = 2*11+6*3,30 = 10*3,31 = 3*11+3*3,32 = 2*11+7*3,33 = 11*3,34 = 2*11+4*3,35 = 1*11+8*3,36 = 12*3,37 = 2*11+5*3,38 = 1*11+9*3,39 = 13*3,40 = 3*11+6*3,41 = 2*11+10*3,42 = 14*3,43 = 3*11+7*3,44 = 4*11,45 = 15*3,46 = 2*11+8*3,47 = 4*11+1*3,48 = 16*3,49 = 2*11+9*3,50 = 5*11+2*3,51 = 17*3,52 = 3*11+10*3,53 = 5*11+3*3,54 = 18*3,55 = 5*11,56 = 4*11+4*3,57 = 19*3,58 = 5*11+1*3,59 = 4*11+5*3,60 = 20*3,61 = 6*11+2*3,62 = 5*11+6*3,63 = 21*3,64 = 6*11+3*3,65 = 5*11+7*3,66 = 22*3,67 = 5*11+4*3,68 = 4*11+8*3,69 = 23*3,70 = 5*11+5*3,71 = 4*11+9*3,72 = 24*3,73 = 6*11+6*3,74 = 5*11+10*3,75 = 25*3,76 = 6*11+7*3,77 = 7*11,78 = 26*3,79 = 5*11+8*3,80 = 7*11+1*3,81 = 27*3,82 = 5*11+9*3,83 = 8*11+2*3,84 = 28*3,85 = 6*11+10*3,86 = 8*11+3*3,87 = 29*3,88 = 8*11,89 = 7*11+4*3,90 = 30*3,91 = 8*11+1*3,92 = 7*11+5*3,93 = 31*3,94 = 9*11+2*3,95 = 8*11+6*3,96 = 32*3,97 = 9*11+3*3,98 = 8*11+7*3,99 = 33*3,100 = 8*11+4*3,101 = 7*11+8*3,102 = 34*3,103 = 8*11+5*3,104 = 7*11+9*3,105 = 35*3,106 = 9*11+6*3,107 = 8*11+10*3,108 = 36*3,109 = 9*11+7*3,110 = 10*11,111 = 37*3,112 = 8*11+8*3,113 = 10*11+1*3,114 = 38*3,115 = 8*11+9*3,116 = 11*11+2*3,117 = 39*3,118 = 9*11+10*3,119 = 11*11+3*3,120 = 40*3,121 = 11*11,122 = 10*11+4*3,123 = 41*3,124 = 11*11+1*3,125 = 10*11+5*3,126 = 42*3,127 = 12*11+2*3,128 = 11*11+6*3,129 = 43*3,130 = 12*11+3*3,131 = 11*11+7*3,132 = 44*3,133 = 11*11+4*3,134 = 10*11+8*3,135 = 45*3,136 = 11*11+5*3,137 = 10*11+9*3,138 = 46*3,139 = 12*11+6*3,140 = 11*11+10*3,141 = 47*3,142 = 12*11+7*3,143 = 13*11,144 = 48*3,145 = 11*11+8*3,146 = 13*11+1*3,147 = 49*3,148 = 11*11+9*3,149 = 14*11+2*3,150 = 50*3,151 = 12*11+10*3,152 = 14*11+3*3,153 = 51*3,154 = 14*11,155 = 13*11+4*3,156 = 52*3,157 = 14*11+1*3,158 = 13*11+5*3,159 = 53*3,160 = 15*11+2*3,161 = 14*11+6*3,162 = 54*3,163 = 15*11+3*3,164 = 14*11+7*3,165 = 55*3,166 = 14*11+4*3,167 = 13*11+8*3,168 = 56*3,169 = 14*11+5*3,170 = 13*11+9*3,171 = 57*3,172 = 15*11+6*3,173 = 14*11+10*3,174 = 58*3,175 = 15*11+7*3,176 = 16*11,177 = 59*3,178 = 14*11+8*3,179 = 16*11+1*3,180 = 60*3,181 = 14*11+9*3,182 = 17*11+2*3,183 = 61*3,184 = 15*11+10*3,185 = 17*11+3*3,186 = 62*3,187 = 17*11,188 = 16*11+4*3,189 = 63*3,190 = 17*11+1*3,191 = 16*11+5*3,192 = 64*3,193 = 18*11+2*3,194 = 17*11+6*3,195 = 65*3,196 = 18*11+3*3,197 = 17*11+7*3,198 = 66*3,199 = 17*11+4*3,200 = 16*11+8*3,201 = 67*3,202 = 17*11+5*3,203 = 16*11+9*3,204 = 68*3,205 = 18*11+6*3,206 = 17*11+10*3,207 = 69*3,208 = 18*11+7*3,209 = 19*11,210 = 70*3,211 = 17*11+8*3,212 = 19*11+1*3,213 = 71*3,214 = 17*11+9*3,215 = 20*11+2*3,216 = 72*3,217 = 18*11+10*3,218 = 20*11+3*3,219 = 73*3,220 = 20*11,221 = 19*11+4*3,222 = 74*3,223 = 20*11+1*3,224 = 19*11+5*3,225 = 75*3,226 = 21*11+2*3,227 = 20*11+6*3,228 = 76*3,229 = 21*11+3*3,230 = 20*11+7*3,231 = 77*3,232 = 20*11+4*3,233 = 19*11+8*3,234 = 78*3,235 = 20*11+5*3,236 = 19*11+9*3,237 = 79*3,238 = 21*11+6*3,239 = 20*11+10*3,240 = 80*3,241 = 21*11+7*3,242 = 22*11,243 = 81*3,244 = 20*11+8*3,245 = 22*11+1*3,246 = 82*3,247 = 20*11+9*3,248 = 23*11+2*3,249 = 83*3,250 = 21*11+10*3,251 = 23*11+3*3,252 = 84*3,253 = 23*11,254 = 22*11+4*3,255 = 85*3,256 = 23*11+1*3,257 = 22*11+5*3,258 = 86*3,259 = 24*11+2*3,260 = 23*11+6*3,261 = 87*3,262 = 24*11+3*3,263 = 23*11+7*3,264 = 88*3,265 = 23*11+4*3,266 = 22*11+8*3,267 = 89*3,268 = 23*11+5*3,269 = 22*11+9*3,270 = 90*3,271 = 24*11+6*3,272 = 23*11+10*3,273 = 91*3,274 = 24*11+7*3,275 = 25*11,276 = 92*3,277 = 23*11+8*3,278 = 25*11+1*3,279 = 93*3,280 = 23*11+9*3,281 = 26*11+2*3,282 = 94*3,283 = 24*11+10*3,284 = 26*11+3*3,285 = 95*3,286 = 26*11,287 = 25*11+4*3,288 = 96*3,289 = 26*11+1*3,290 = 25*11+5*3,291 = 97*3,292 = 27*11+2*3,293 = 26*11+6*3,294 = 98*3,295 = 27*11+3*3,296 = 26*11+7*3,297 = 99*3,298 = 26*11+4*3,299 = 25*11+8*3,300 = 100*3,301 = 26*11+5*3,302 = 25*11+9*3,303 = 101*3,304 = 27*11+6*3,305 = 26*11+10*3,306 = 102*3,307 = 27*11+7*3,308 = 28*11,309 = 103*3,310 = 26*11+8*3,311 = 28*11+1*3,312 = 104*3,313 = 26*11+9*3,314 = 29*11+2*3,315 = 105*3,316 = 27*11+10*3,317 = 29*11+3*3,318 = 106*3,319 = 29*11,320 = 28*11+4*3,321 = 107*3,322 = 29*11+1*3,323 = 28*11+5*3,324 = 108*3,325 = 30*11+2*3,326 = 29*11+6*3,327 = 109*3,328 = 30*11+3*3,329 = 29*11+7*3,330 = 110*3,331 = 29*11+4*3,332 = 28*11+8*3,333 = 111*3,334 = 29*11+5*3,335 = 28*11+9*3,336 = 112*3,337 = 30*11+6*3,338 = 29*11+10*3,339 = 113*3,340 = 30*11+7*3,341 = 31*11,342 = 114*3,343 = 29*11+8*3,344 = 31*11+1*3,345 = 115*3,346 = 29*11+9*3,347 = 32*11+2*3,348 = 116*3,349 = 30*11+10*3,350 = 32*11+3*3,351 = 117*3,352 = 32*11,353 = 31*11+4*3,354 = 118*3,355 = 32*11+1*3,356 = 31*11+5*3,357 = 119*3,358 = 33*11+2*3,359 = 32*11+6*3,360 = 120*3,361 = 33*11+3*3,362 = 32*11+7*3,363 = 121*3,364 = 32*11+4*3,365 = 31*11+8*3,366 = 122*3,367 = 32*11+5*3,368 = 31*11+9*3,369 = 123*3,370 = 33*11+6*3,371 = 32*11+10*3,372 = 124*3,373 = 33*11+7*3,374 = 34*11,375 = 125*3,376 = 32*11+8*3,377 = 34*11+1*3,378 = 126*3,379 = 32*11+9*3,380 = 35*11+2*3,381 = 127*3,382 = 33*11+10*3,383 = 35*11+3*3,384 = 128*3,385 = 35*11,386 = 34*11+4*3,387 = 129*3,388 = 35*11+1*3,389 = 34*11+5*3,390 = 130*3,391 = 36*11+2*3,392 = 35*11+6*3,393 = 131*3,394 = 36*11+3*3,395 = 35*11+7*3,396 = 132*3,397 = 35*11+4*3,398 = 34*11+8*3,399 = 133*3,400 = 35*11+5*3,401 = 34*11+9*3,402 = 134*3,403 = 36*11+6*3,404 = 35*11+10*3,405 = 135*3,406 = 36*11+7*3,407 = 37*11,408 = 136*3,409 = 35*11+8*3,410 = 37*11+1*3,411 = 137*3,412 = 35*11+9*3,413 = 38*11+2*3,414 = 138*3,415 = 36*11+10*3,416 = 38*11+3*3,417 = 139*3,418 = 38*11,419 = 37*11+4*3,420 = 140*3,421 = 38*11+1*3,422 = 37*11+5*3,423 = 141*3,424 = 39*11+2*3,425 = 38*11+6*3,426 = 142*3,427 = 39*11+3*3,428 = 38*11+7*3,429 = 143*3,430 = 38*11+4*3,431 = 37*11+8*3,432 = 144*3,433 = 38*11+5*3,434 = 37*11+9*3,435 = 145*3,436 = 39*11+6*3,437 = 38*11+10*3,438 = 146*3,439 = 39*11+7*3,440 = 40*11,441 = 147*3,442 = 38*11+8*3,443 = 40*11+1*3,444 = 148*3,445 = 38*11+9*3,446 = 41*11+2*3,447 = 149*3,448 = 39*11+10*3,449 = 41*11+3*3,450 = 150*3,451 = 41*11,452 = 40*11+4*3,453 = 151*3,454 = 41*11+1*3,455 = 40*11+5*3,456 = 152*3,457 = 42*11+2*3,458 = 41*11+6*3,459 = 153*3,460 = 42*11+3*3,461 = 41*11+7*3,462 = 154*3,463 = 41*11+4*3,464 = 40*11+8*3,465 = 155*3,466 = 41*11+5*3,467 = 40*11+9*3,468 = 156*3,469 = 42*11+6*3,470 = 41*11+10*3,471 = 157*3,472 = 42*11+7*3,473 = 43*11,474 = 158*3,475 = 41*11+8*3,476 = 43*11+1*3,477 = 159*3,478 = 41*11+9*3,479 = 44*11+2*3,480 = 160*3,481 = 42*11+10*3,482 = 44*11+3*3,483 = 161*3,484 = 44*11,485 = 43*11+4*3,486 = 162*3,487 = 44*11+1*3,488 = 43*11+5*3,489 = 163*3,490 = 45*11+2*3,491 = 44*11+6*3,492 = 164*3,493 = 45*11+3*3,494 = 44*11+7*3,495 = 165*3,496 = 44*11+4*3,497 = 43*11+8*3,498 = 166*3,499 = 44*11+5*3,500 = 43*11+9*3,501 = 167*3,502 = 45*11+6*3,503 = 44*11+10*3,504 = 168*3,505 = 45*11+7*3,506 = 46*11,507 = 169*3,508 = 44*11+8*3,509 = 46*11+1*3,510 = 170*3,511 = 44*11+9*3,512 = 47*11+2*3,513 = 171*3,514 = 45*11+10*3,515 = 47*11+3*3,516 = 172*3,517 = 47*11,518 = 46*11+4*3,519 = 173*3,520 = 47*11+1*3,521 = 46*11+5*3,522 = 174*3,523 = 48*11+2*3,524 = 47*11+6*3,525 = 175*3,526 = 48*11+3*3,527 = 47*11+7*3,528 = 176*3,529 = 47*11+4*3,530 = 46*11+8*3,531 = 177*3,532 = 47*11+5*3,533 = 46*11+9*3,534 = 178*3,535 = 48*11+6*3,536 = 47*11+10*3,537 = 179*3,538 = 48*11+7*3,539 = 49*11,540 = 180*3,541 = 47*11+8*3,542 = 49*11+1*3,543 = 181*3,544 = 47*11+9*3,545 = 50*11+2*3,546 = 182*3,547 = 48*11+10*3,548 = 50*11+3*3,549 = 183*3,550 = 50*11,551 = 49*11+4*3,552 = 184*3,553 = 50*11+1*3,554 = 49*11+5*3,555 = 185*3,556 = 51*11+2*3,557 = 50*11+6*3,558 = 186*3,559 = 51*11+3*3,560 = 50*11+7*3,561 = 187*3,562 = 50*11+4*3,563 = 49*11+8*3,564 = 188*3,565 = 50*11+5*3,566 = 49*11+9*3,567 = 189*3,568 = 51*11+6*3,569 = 50*11+10*3,570 = 190*3,571 = 51*11+7*3,572 = 52*11,573 = 191*3,574 = 50*11+8*3,575 = 52*11+1*3,576 = 192*3,577 = 50*11+9*3,578 = 53*11+2*3,579 = 193*3,580 = 51*11+10*3,581 = 53*11+3*3,582 = 194*3,583 = 53*11,584 = 52*11+4*3,585 = 195*3,586 = 53*11+1*3,587 = 52*11+5*3,588 = 196*3,589 = 54*11+2*3,590 = 53*11+6*3,591 = 197*3,592 = 54*11+3*3,593 = 53*11+7*3,594 = 198*3,595 = 53*11+4*3,596 = 52*11+8*3,597 = 199*3,598 = 53*11+5*3,599 = 52*11+9*3,600 = 200*3,601 = 54*11+6*3,602 = 53*11+10*3,603 = 201*3,604 = 54*11+7*3,605 = 55*11,606 = 202*3,607 = 53*11+8*3,608 = 55*11+1*3,609 = 203*3,610 = 53*11+9*3,611 = 56*11+2*3,612 = 204*3,613 = 54*11+10*3,614 = 56*11+3*3,615 = 205*3,616 = 56*11,617 = 55*11+4*3,618 = 206*3,619 = 56*11+1*3,620 = 55*11+5*3,621 = 207*3,622 = 57*11+2*3,623 = 56*11+6*3,624 = 208*3,625 = 57*11+3*3,626 = 56*11+7*3,627 = 209*3,628 = 56*11+4*3,629 = 55*11+8*3,630 = 210*3,631 = 56*11+5*3,632 = 55*11+9*3,633 = 211*3,634 = 57*11+6*3,635 = 56*11+10*3,636 = 212*3,637 = 57*11+7*3,638 = 58*11,639 = 213*3,640 = 56*11+8*3,641 = 58*11+1*3,642 = 214*3,643 = 56*11+9*3,644 = 59*11+2*3,645 = 215*3,646 = 57*11+10*3,647 = 59*11+3*3,648 = 216*3,649 = 59*11,650 = 58*11+4*3,651 = 217*3,652 = 59*11+1*3,653 = 58*11+5*3,654 = 218*3,655 = 60*11+2*3,656 = 59*11+6*3,657 = 219*3,658 = 60*11+3*3,659 = 59*11+7*3,660 = 220*3,661 = 59*11+4*3,662 = 58*11+8*3,663 = 221*3,664 = 59*11+5*3,665 = 58*11+9*3,666 = 222*3,667 = 60*11+6*3,668 = 59*11+10*3,669 = 223*3,670 = 60*11+7*3,671 = 61*11,672 = 224*3,673 = 59*11+8*3,674 = 61*11+1*3,675 = 225*3,676 = 59*11+9*3,677 = 62*11+2*3,678 = 226*3,679 = 60*11+10*3,680 = 62*11+3*3,681 = 227*3,682 = 62*11,683 = 61*11+4*3,684 = 228*3,685 = 62*11+1*3,686 = 61*11+5*3,687 = 229*3,688 = 63*11+2*3,689 = 62*11+6*3,690 = 230*3,691 = 63*11+3*3,692 = 62*11+7*3,693 = 231*3,694 = 62*11+4*3,695 = 61*11+8*3,696 = 232*3,697 = 62*11+5*3,698 = 61*11+9*3,699 = 233*3,700 = 63*11+6*3,701 = 62*11+10*3,702 = 234*3,703 = 63*11+7*3,704 = 64*11,705 = 235*3,706 = 62*11+8*3,707 = 64*11+1*3,708 = 236*3,709 = 62*11+9*3,710 = 65*11+2*3,711 = 237*3,712 = 63*11+10*3,713 = 65*11+3*3,714 = 238*3,715 = 65*11,716 = 64*11+4*3,717 = 239*3,718 = 65*11+1*3,719 = 64*11+5*3,720 = 240*3,721 = 66*11+2*3,722 = 65*11+6*3,723 = 241*3,724 = 66*11+3*3,725 = 65*11+7*3,726 = 242*3,727 = 65*11+4*3,728 = 64*11+8*3,729 = 243*3,730 = 65*11+5*3,731 = 64*11+9*3,732 = 244*3,733 = 66*11+6*3,734 = 65*11+10*3,735 = 245*3,736 = 66*11+7*3,737 = 67*11,738 = 246*3,739 = 65*11+8*3,740 = 67*11+1*3,741 = 247*3,742 = 65*11+9*3,743 = 68*11+2*3,744 = 248*3,745 = 66*11+10*3,746 = 68*11+3*3,747 = 249*3,748 = 68*11,749 = 67*11+4*3,750 = 250*3,751 = 68*11+1*3,752 = 67*11+5*3,753 = 251*3,754 = 69*11+2*3,755 = 68*11+6*3,756 = 252*3,757 = 69*11+3*3,758 = 68*11+7*3,759 = 253*3,760 = 68*11+4*3,761 = 67*11+8*3,762 = 254*3,763 = 68*11+5*3,764 = 67*11+9*3,765 = 255*3,766 = 69*11+6*3,767 = 68*11+10*3,768 = 256*3,769 = 69*11+7*3,770 = 70*11,771 = 257*3,772 = 68*11+8*3,773 = 70*11+1*3,774 = 258*3,775 = 68*11+9*3,776 = 71*11+2*3,777 = 259*3,778 = 69*11+10*3,779 = 71*11+3*3,780 = 260*3,781 = 71*11,782 = 70*11+4*3,783 = 261*3,784 = 71*11+1*3,785 = 70*11+5*3,786 = 262*3,787 = 72*11+2*3,788 = 71*11+6*3,789 = 263*3,790 = 72*11+3*3,791 = 71*11+7*3,792 = 264*3,793 = 71*11+4*3,794 = 70*11+8*3,795 = 265*3,796 = 71*11+5*3,797 = 70*11+9*3,798 = 266*3,799 = 72*11+6*3,800 = 71*11+10*3,801 = 267*3,802 = 72*11+7*3,803 = 73*11,804 = 268*3,805 = 71*11+8*3,806 = 73*11+1*3,807 = 269*3,808 = 71*11+9*3,809 = 74*11+2*3,810 = 270*3,811 = 72*11+10*3,812 = 74*11+3*3,813 = 271*3,814 = 74*11,815 = 73*11+4*3,816 = 272*3,817 = 74*11+1*3,818 = 73*11+5*3,819 = 273*3,820 = 75*11+2*3,821 = 74*11+6*3,822 = 274*3,823 = 75*11+3*3,824 = 74*11+7*3,825 = 275*3,826 = 74*11+4*3,827 = 73*11+8*3,828 = 276*3,829 = 74*11+5*3,830 = 73*11+9*3,831 = 277*3,832 = 75*11+6*3,833 = 74*11+10*3,834 = 278*3,835 = 75*11+7*3,836 = 76*11,837 = 279*3,838 = 74*11+8*3,839 = 76*11+1*3,840 = 280*3,841 = 74*11+9*3,842 = 77*11+2*3,843 = 281*3,844 = 75*11+10*3,845 = 77*11+3*3,846 = 282*3,847 = 77*11,848 = 76*11+4*3,849 = 283*3,850 = 77*11+1*3,851 = 76*11+5*3,852 = 284*3,853 = 78*11+2*3,854 = 77*11+6*3,855 = 285*3,856 = 78*11+3*3,857 = 77*11+7*3,858 = 286*3,859 = 77*11+4*3,860 = 76*11+8*3,861 = 287*3,862 = 77*11+5*3,863 = 76*11+9*3,864 = 288*3,865 = 78*11+6*3,866 = 77*11+10*3,867 = 289*3,868 = 78*11+7*3,869 = 79*11,870 = 290*3,871 = 77*11+8*3,872 = 79*11+1*3,873 = 291*3,874 = 77*11+9*3,875 = 80*11+2*3,876 = 292*3,877 = 78*11+10*3,878 = 80*11+3*3,879 = 293*3,880 = 80*11,881 = 79*11+4*3,882 = 294*3,883 = 80*11+1*3,884 = 79*11+5*3,885 = 295*3,886 = 81*11+2*3,887 = 80*11+6*3,888 = 296*3,889 = 81*11+3*3,890 = 80*11+7*3,891 = 297*3,892 = 80*11+4*3,893 = 79*11+8*3,894 = 298*3,895 = 80*11+5*3,896 = 79*11+9*3,897 = 299*3,898 = 81*11+6*3,899 = 80*11+10*3,900 = 300*3,901 = 81*11+7*3,902 = 82*11,903 = 301*3,904 = 80*11+8*3,905 = 82*11+1*3,906 = 302*3,907 = 80*11+9*3,908 = 83*11+2*3,909 = 303*3,910 = 81*11+10*3,911 = 83*11+3*3,912 = 304*3,913 = 83*11,914 = 82*11+4*3,915 = 305*3,916 = 83*11+1*3,917 = 82*11+5*3,918 = 306*3,919 = 84*11+2*3,920 = 83*11+6*3,921 = 307*3,922 = 84*11+3*3,923 = 83*11+7*3,924 = 308*3,925 = 83*11+4*3,926 = 82*11+8*3,927 = 309*3,928 = 83*11+5*3,929 = 82*11+9*3,930 = 310*3,931 = 84*11+6*3,932 = 83*11+10*3,933 = 311*3,934 = 84*11+7*3,935 = 85*11,936 = 312*3,937 = 83*11+8*3,938 = 85*11+1*3,939 = 313*3,940 = 83*11+9*3,941 = 86*11+2*3,942 = 314*3,943 = 84*11+10*3,944 = 86*11+3*3,945 = 315*3,946 = 86*11,947 = 85*11+4*3,948 = 316*3,949 = 86*11+1*3,950 = 85*11+5*3,951 = 317*3,952 = 87*11+2*3,953 = 86*11+6*3,954 = 318*3,955 = 87*11+3*3,956 = 86*11+7*3,957 = 319*3,958 = 86*11+4*3,959 = 85*11+8*3,960 = 320*3,961 = 86*11+5*3,962 = 85*11+9*3,963 = 321*3,964 = 87*11+6*3,965 = 86*11+10*3,966 = 322*3,967 = 87*11+7*3,968 = 88*11,969 = 323*3,970 = 86*11+8*3,971 = 88*11+1*3,972 = 324*3,973 = 86*11+9*3,974 = 89*11+2*3,975 = 325*3,976 = 87*11+10*3,977 = 89*11+3*3,978 = 326*3,979 = 89*11,980 = 88*11+4*3,981 = 327*3,982 = 89*11+1*3,983 = 88*11+5*3,984 = 328*3,985 = 90*11+2*3,986 = 89*11+6*3,987 = 329*3,988 = 90*11+3*3,989 = 89*11+7*3,990 = 330*3,991 = 89*11+4*3,992 = 88*11+8*3,993 = 331*3,994 = 89*11+5*3,995 = 88*11+9*3,996 = 332*3,997 = 90*11+6*3,998 = 89*11+10*3,999 = 333*3,1000 = 90*11+7*3