path: root/problems/17-Transpose-MAB/01.vsm

l1bmd $lm0v $lb0
l1bmd $lm8v $lb256
l1bmd $lm16v $lb512
l1bmd $lm24v $lb768

imm i"5" $s1/1000
nop

# 256.times { |i| puts "l1bmp $lb#{i*4} $lm#{i*2}v" }
l1bmp $lb0 $lm0v
l1bmp $lb4 $lm2v
l1bmp $lb8 $lm4v
l1bmp $lb12 $lm6v
l1bmp $lb16 $lm8v
l1bmp $lb20 $lm10v
l1bmp $lb24 $lm12v
l1bmp $lb28 $lm14v
l1bmp $lb32 $lm16v
l1bmp $lb36 $lm18v
l1bmp $lb40 $lm20v
l1bmp $lb44 $lm22v
l1bmp $lb48 $lm24v
l1bmp $lb52 $lm26v
l1bmp $lb56 $lm28v
l1bmp $lb60 $lm30v
l1bmp $lb64 $lm32v
l1bmp $lb68 $lm34v
l1bmp $lb72 $lm36v
l1bmp $lb76 $lm38v
l1bmp $lb80 $lm40v
l1bmp $lb84 $lm42v
l1bmp $lb88 $lm44v
l1bmp $lb92 $lm46v
l1bmp $lb96 $lm48v
l1bmp $lb100 $lm50v
l1bmp $lb104 $lm52v
l1bmp $lb108 $lm54v
l1bmp $lb112 $lm56v
l1bmp $lb116 $lm58v
l1bmp $lb120 $lm60v
l1bmp $lb124 $lm62v
l1bmp $lb128 $lm64v
l1bmp $lb132 $lm66v
l1bmp $lb136 $lm68v
l1bmp $lb140 $lm70v
l1bmp $lb144 $lm72v
l1bmp $lb148 $lm74v
l1bmp $lb152 $lm76v
l1bmp $lb156 $lm78v
l1bmp $lb160 $lm80v
l1bmp $lb164 $lm82v
l1bmp $lb168 $lm84v
l1bmp $lb172 $lm86v
l1bmp $lb176 $lm88v
l1bmp $lb180 $lm90v
l1bmp $lb184 $lm92v
l1bmp $lb188 $lm94v
l1bmp $lb192 $lm96v
l1bmp $lb196 $lm98v
l1bmp $lb200 $lm100v
l1bmp $lb204 $lm102v
l1bmp $lb208 $lm104v
l1bmp $lb212 $lm106v
l1bmp $lb216 $lm108v
l1bmp $lb220 $lm110v
l1bmp $lb224 $lm112v
l1bmp $lb228 $lm114v
l1bmp $lb232 $lm116v
l1bmp $lb236 $lm118v
l1bmp $lb240 $lm120v
l1bmp $lb244 $lm122v
l1bmp $lb248 $lm124v
l1bmp $lb252 $lm126v
l1bmp $lb256 $lm128v
l1bmp $lb260 $lm130v
l1bmp $lb264 $lm132v
l1bmp $lb268 $lm134v
l1bmp $lb272 $lm136v
l1bmp $lb276 $lm138v
l1bmp $lb280 $lm140v
l1bmp $lb284 $lm142v
l1bmp $lb288 $lm144v
l1bmp $lb292 $lm146v
l1bmp $lb296 $lm148v
l1bmp $lb300 $lm150v
l1bmp $lb304 $lm152v
l1bmp $lb308 $lm154v
l1bmp $lb312 $lm156v
l1bmp $lb316 $lm158v
l1bmp $lb320 $lm160v
l1bmp $lb324 $lm162v
l1bmp $lb328 $lm164v
l1bmp $lb332 $lm166v
l1bmp $lb336 $lm168v
l1bmp $lb340 $lm170v
l1bmp $lb344 $lm172v
l1bmp $lb348 $lm174v
l1bmp $lb352 $lm176v
l1bmp $lb356 $lm178v
l1bmp $lb360 $lm180v
l1bmp $lb364 $lm182v
l1bmp $lb368 $lm184v
l1bmp $lb372 $lm186v
l1bmp $lb376 $lm188v
l1bmp $lb380 $lm190v
l1bmp $lb384 $lm192v
l1bmp $lb388 $lm194v
l1bmp $lb392 $lm196v
l1bmp $lb396 $lm198v
l1bmp $lb400 $lm200v
l1bmp $lb404 $lm202v
l1bmp $lb408 $lm204v
l1bmp $lb412 $lm206v
l1bmp $lb416 $lm208v
l1bmp $lb420 $lm210v
l1bmp $lb424 $lm212v
l1bmp $lb428 $lm214v
l1bmp $lb432 $lm216v
l1bmp $lb436 $lm218v
l1bmp $lb440 $lm220v
l1bmp $lb444 $lm222v
l1bmp $lb448 $lm224v
l1bmp $lb452 $lm226v
l1bmp $lb456 $lm228v
l1bmp $lb460 $lm230v
l1bmp $lb464 $lm232v
l1bmp $lb468 $lm234v
l1bmp $lb472 $lm236v
l1bmp $lb476 $lm238v
l1bmp $lb480 $lm240v
l1bmp $lb484 $lm242v
l1bmp $lb488 $lm244v
l1bmp $lb492 $lm246v
l1bmp $lb496 $lm248v
l1bmp $lb500 $lm250v
l1bmp $lb504 $lm252v
l1bmp $lb508 $lm254v
l1bmp $lb512 $lm256v
l1bmp $lb516 $lm258v
l1bmp $lb520 $lm260v
l1bmp $lb524 $lm262v
l1bmp $lb528 $lm264v
l1bmp $lb532 $lm266v
l1bmp $lb536 $lm268v
l1bmp $lb540 $lm270v
l1bmp $lb544 $lm272v
l1bmp $lb548 $lm274v
l1bmp $lb552 $lm276v
l1bmp $lb556 $lm278v
l1bmp $lb560 $lm280v
l1bmp $lb564 $lm282v
l1bmp $lb568 $lm284v
l1bmp $lb572 $lm286v
l1bmp $lb576 $lm288v
l1bmp $lb580 $lm290v
l1bmp $lb584 $lm292v
l1bmp $lb588 $lm294v
l1bmp $lb592 $lm296v
l1bmp $lb596 $lm298v
l1bmp $lb600 $lm300v
l1bmp $lb604 $lm302v
l1bmp $lb608 $lm304v
l1bmp $lb612 $lm306v
l1bmp $lb616 $lm308v
l1bmp $lb620 $lm310v
l1bmp $lb624 $lm312v
l1bmp $lb628 $lm314v
l1bmp $lb632 $lm316v
l1bmp $lb636 $lm318v
l1bmp $lb640 $lm320v
l1bmp $lb644 $lm322v
l1bmp $lb648 $lm324v
l1bmp $lb652 $lm326v
l1bmp $lb656 $lm328v
l1bmp $lb660 $lm330v
l1bmp $lb664 $lm332v
l1bmp $lb668 $lm334v
l1bmp $lb672 $lm336v
l1bmp $lb676 $lm338v
l1bmp $lb680 $lm340v
l1bmp $lb684 $lm342v
l1bmp $lb688 $lm344v
l1bmp $lb692 $lm346v
l1bmp $lb696 $lm348v
l1bmp $lb700 $lm350v
l1bmp $lb704 $lm352v
l1bmp $lb708 $lm354v
l1bmp $lb712 $lm356v
l1bmp $lb716 $lm358v
l1bmp $lb720 $lm360v
l1bmp $lb724 $lm362v
l1bmp $lb728 $lm364v
l1bmp $lb732 $lm366v
l1bmp $lb736 $lm368v
l1bmp $lb740 $lm370v
l1bmp $lb744 $lm372v
l1bmp $lb748 $lm374v
l1bmp $lb752 $lm376v
l1bmp $lb756 $lm378v
l1bmp $lb760 $lm380v
l1bmp $lb764 $lm382v
l1bmp $lb768 $lm384v
l1bmp $lb772 $lm386v
l1bmp $lb776 $lm388v
l1bmp $lb780 $lm390v
l1bmp $lb784 $lm392v
l1bmp $lb788 $lm394v
l1bmp $lb792 $lm396v
l1bmp $lb796 $lm398v
l1bmp $lb800 $lm400v
l1bmp $lb804 $lm402v
l1bmp $lb808 $lm404v
l1bmp $lb812 $lm406v
l1bmp $lb816 $lm408v
l1bmp $lb820 $lm410v
l1bmp $lb824 $lm412v
l1bmp $lb828 $lm414v
l1bmp $lb832 $lm416v
l1bmp $lb836 $lm418v
l1bmp $lb840 $lm420v
l1bmp $lb844 $lm422v
l1bmp $lb848 $lm424v
l1bmp $lb852 $lm426v
l1bmp $lb856 $lm428v
l1bmp $lb860 $lm430v
l1bmp $lb864 $lm432v
l1bmp $lb868 $lm434v
l1bmp $lb872 $lm436v
l1bmp $lb876 $lm438v
l1bmp $lb880 $lm440v
l1bmp $lb884 $lm442v
l1bmp $lb888 $lm444v
l1bmp $lb892 $lm446v
l1bmp $lb896 $lm448v
l1bmp $lb900 $lm450v
l1bmp $lb904 $lm452v
l1bmp $lb908 $lm454v
l1bmp $lb912 $lm456v
l1bmp $lb916 $lm458v
l1bmp $lb920 $lm460v
l1bmp $lb924 $lm462v
l1bmp $lb928 $lm464v
l1bmp $lb932 $lm466v
l1bmp $lb936 $lm468v
l1bmp $lb940 $lm470v
l1bmp $lb944 $lm472v
l1bmp $lb948 $lm474v
l1bmp $lb952 $lm476v
l1bmp $lb956 $lm478v
l1bmp $lb960 $lm480v
l1bmp $lb964 $lm482v
l1bmp $lb968 $lm484v
l1bmp $lb972 $lm486v
l1bmp $lb976 $lm488v
l1bmp $lb980 $lm490v
l1bmp $lb984 $lm492v
l1bmp $lb988 $lm494v
l1bmp $lb992 $lm496v
l1bmp $lb996 $lm498v
l1bmp $lb1000 $lm500v
l1bmp $lb1004 $lm502v
l1bmp $lb1008 $lm504v
l1bmp $lb1012 $lm506v
l1bmp $lb1016 $lm508v
l1bmp $lb1020 $lm510v

llsl $mabid $ls0 $t # mabid x 32
nop

lpassa $llmt0v $lln0v
lpassa $llmt16v $lln16v