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Arvutid II labor (0)

1 Hindamata
Punktid

Lõik failist

$ 3 5.0E-6 10.20027730826997 50 5.0 50 L 8 32 8 8 0 0 false 5.0 0.0 L 24 32 24 8 0 0 false 5.0 0.0 L 40 32 40 8 0 0 false 5.0 0.0 L 56 32 56 8 0 0 false 5.0 0.0 L 80 32 80 8 0 0 false 5.0 0.0 L 96 32 96 8 0 0 false 5.0 0.0 L 112 32 112 8 0 0 false 5.0 0.0 x -6 -5 7 -2 0 10 A3 x 12 -5 25 -2 0 10 A2 x 49 -5 62 -2 0 10 A0 x 71 -5 84 -2 0 10 B3 x 88 -5 101 -2 0 10 B2 x 104 -5 117 -2 0 10 B1 x 31 -5 44 -2 0 10 A1 x 120 -5 133 -2 0 10 B0 L 128 32 128 8 0 0 false 5.0 0.0 x -6 -5 7 -2 0 10 A3 x 12 -5 25 -2 0 10 A2 x 49 -5 62 -2 0 10 A0 x 71 -5 84 -2 0 10 B3 x 88 -5 101 -2 0 10 B2 x 104 -5 117 -2 0 10 B1 x 31 -5 44 -2 0 10 A1 x 120 -5 133 -2 0 10 B0 w 8 40 8 32 0 w 128 312 128 56 0 I 760 592 760 576 0 0.5 I 824 592 824 576 0 0.5 L 744 608 744 632 0 0 false 5.0 0.0 L 800 608 800 632 0 0 false 5.0 0.0 w 824 608 800 608 0 w 824 608 824 592 0 w 760 608 744 608 0 w 760 608 760 592 0 150 728 520 728 512 1 2 0.0 150 760 520 760 512 1 2 0.0 150 792 520 792 512 1 2 0.0 150 824 520 824 512 1 2 0.0 w 760 576 760 560 0 w 760 560 720 560 0 w 720 560 720 520 0 w 760 560 800 560 0 w 800 560 800 520 0 w 744 608 744 552 0 w 744 552 752 552 0 w 752 552 752 520 0 w 752 552 816 552 0 w 816 552 816 520 0 w 824 576 824 544 0 w 768 544 736 544 0 w 736 544 736 520 0 w 768 544 824 544 0 w 768 544 768 520 0 w 800 608 800 576 0 w 800 576 784 576 0 w 784 576 784 520 0 w 800 576 800 568 0 w 800 568 832 568 0 w 832 568 832 520 0 150 992 24 1000 24 1 2 0.0 150 992 56 1000 56 1 2 0.0 150 992 88 1000 88 1 2 0.0 150 992 120 1000 120 1 2 0.0 150 992 256 1000 256 1 2 0.0 150 992 224 1000 224 1 2 0.0 150 992 192 1000 192 1 2 0.0 150 992 160 1000 160 1 2 0.0 150 992 432 1000 432 1 2 0.0 150 992 464 1000 464 1 2 0.0 150 992 496 1000 496 1 2 0.0 150 992 528 1000 528 1 2 0.0 150 992 392 1000 392 1 2 0.0 150 992 360 1000 360 1 2 0.0 150 992 328 1000 328 1 2 0.0 150 992 296 1000 296 1 2 0.0 152 1032 72 1040 72 1 4 0.0 152 1032 208 1040 208 1 4 0.0 152 1032 344 1040 344 1 4 0.0 w 1000 24 1024 24 0 w 1024 24 1024 56 0 w 1024 56 1032 56 0 w 1000 120 1024 120 0 w 1024 120 1024 88 0 w 1024 88 1032 88 0 w 1000 88 1016 88 0 w 1016 88 1016 80 0 w 1016 80 1032 80 0 w 1000 56 1016 56 0 w 1016 56 1016 64 0 w 1016 64 1032 64 0 w 1000 160 1024 160 0 w 1024 160 1024 192 0 w 1024 192 1032 192 0 w 1000 192 1016 192 0 w 1016 192 1016 200 0 w 1016 200 1032 200 0 w 1000 224 1016 224 0 w 1016 224 1016 216 0 w 1016 216 1032 216 0 w 1000 256 1024 256 0 w 1024 256 1024 224 0 w 1024 224 1032 224 0 w 1000 296 1024 296 0 w 1024 296 1024 328 0 w 1024 328 1032 328 0 w 1000 392 1024 392 0 w 1024 392 1024 360 0 w 1024 360 1032 360 0 w 1000 360 1016 360 0 w 1016 360 1016 352 0 w 1016 352 1032 352 0 w 1000 328 1016 328 0 w 1016 328 1016 336 0 w 1016 336 1032 336 0 w 1000 432 1024 432 0 w 1024 432 1024 464 0 w 1024 464 1032 464 0 w 1000 496 1016 496 0 w 1016 496 1016 488 0 w 1016 488 1032 488 0 w 1000 464 1016 464 0 w 1016 464 1016 472 0 w 1016 472 1032 472 0 w 1000 528 1024 528 0 w 1024 528 1024 496 0 w 1024 496 1032 496 0 M 1040 72 1072 72 0 2.5 M 1040 208 1072 208 0 2.5 M 1040 344 1072 344 0 2.5 M 1040 480 1072 480 0 2.5 w 24 184 24 368 0 w 40 200 40 368 0 w 56 336 56 392 0 w 80 80 80 296 0 w 96 224 96 384 0 w 112 248 112 376 0 w 528 368 552 368 0 w 536 392 568 392 0 w 544 416 584 416 0 w 560 440 600 440 0 w 128 360 128 440 0 w 112 384 112 424 0 w 96 416 96 456 0 w 80 424 80 448 0 w 56 392 56 432 0 w 40 424 40 456 0 w 24 400 24 456 0 w 8 432 8 456 0 w 584 392 592 392 0 w 616 440 616 392 0 w 8 456 8 528 0 w 24 456 24 520 0 w 40 456 40 512 0 w 56 456 56 504 0 w 80 456 80 488 0 w 96 456 96 480 0 w 112 456 112 472 0 w 128 456 128 464 0 w 592 392 592 376 0 w 600 416 600 384 0 w 24 400 152 400 0 w 96 416 152 416 0 w 112 456 112 424 0 w 80 424 80 352 0 w 56 456 56 432 0 w 24 400 24 368 0 w 8 416 8 336 0 w 552 440 560 440 0 w 824 512 824 504 0 w 792 512 792 496 0 w 760 512 760 488 0 w 728 512 728 480 0 w 728 480 840 480 0 w 856 504 856 544 0 w 856 544 936 544 0 w 936 544 936 424 0 w 936 424 992 424 0 w 936 424 936 288 0 w 936 288 992 288 0 w 936 288 936 152 0 w 936 152 992 152 0 w 936 152 936 16 0 w 936 16 992 16 0 w 864 536 928 536 0 w 928 536 928 456 0 w 928 456 992 456 0 w 928 456 928 320 0 w 928 320 992 320 0 w 928 320 928 184 0 w 928 184 992 184 0 w 928 184 928 48 0 w 928 48 992 48 0 w 920 528 920 488 0 w 920 488 992 488 0 w 920 488 920 352 0 w 920 352 992 352 0 w 920 352 920 216 0 w 920 216 992 216 0 w 920 216 920 80 0 w 920 80 992 80 0 w 880 520 912 520 0 w 912 520 992 520 0 w 912 520 912 384 0 w 912 384 992 384 0 w 912 384 912 248 0 w 912 248 992 248 0 w 912 248 912 112 0 w 912 112 992 112 0 w 480 328 480 288 0 w 480 288 584 288 0 w 488 336 488 296 0 w 488 296 592 296 0 w 496 344 496 304 0 w 496 304 600 304 0 w 504 352 504 312 0 w 504 312 600 312 0 w 584 288 848 288 0 w 848 288 848 128 0 w 848 128 992 128 0 w 56 40 56 32 0 w 128 56 128 32 0 w 112 152 112 32 0 w 24 184 24 112 0 w 96 152 96 224 0 w 80 296 80 352 0 w 8 256 8 336 0 w 128 360 128 352 0 w 128 312 128 352 0 w 56 272 56 336 0 w 40 392 40 368 0 w 112 376 112 384 0 w 96 416 96 384 0 w 8 432 8 416 0 w 80 448 80 456 0 w 112 248 112 216 0 w 40 424 40 392 0 w 128 456 128 440 0 w 592 296 856 296 0 w 856 296 856 264 0 w 856 264 992 264 0 w 600 304 872 304 0 w 872 304 872 400 0 w 872 400 992 400 0 w 600 312 864 312 0 w 864 312 864 408 0 w 864 408 896 408 0 w 896 408 896 504 0 w 896 504 952 504 0 w 952 504 952 536 0 w 952 536 992 536 0 w 792 168 992 168 0 w 792 224 952 224 0 w 952 224 952 304 0 w 952 304 992 304 0 w 600 168 792 168 0 x 338 504 404 508 0 15 F2 = inv B w 616 368 616 96 0 w 616 96 992 96 0 w 624 376 624 232 0 w 624 232 992 232 0 w 992 368 632 368 0 w 632 368 632 384 0 w 640 392 640 376 0 w 640 376 960 376 0 w 960 376 960 504 0 w 960 504 992 504 0 x 1045 335 1057 338 0 10 F2 x 1046 195 1058 198 0 10 F1 x 1044 63 1056 66 0 10 F0 x 1046 469 1058 472 0 10 F3 152 1032 480 1040 480 1 4 0.0 x 580 519 648 523 0 15 F1 = shr A x 132 28 145 31 0 10 B0 x 115 29 128 32 0 10 B1 x 98 30 111 33 0 10 B2 x 82 28 95 31 0 10 B3 x 59 27 72 30 0 10 A0 x 42 26 55 29 0 10 A1 x 26 28 39 31 0 10 A2 x 8 27 21 30 0 10 A3 w 616 392 640 392 0 w 600 384 632 384 0 w 592 376 624 376 0 w 568 368 616 368 0 w 504 440 504 352 0 w 168 408 176 408 0 w 176 408 176 432 0 w 496 432 496 344 0 w 168 376 184 376 0 w 184 376 184 424 0 w 488 424 488 336 0 w 168 344 192 344 0 w 192 344 192 416 0 w 480 416 480 328 0 w 664 512 664 200 0 w 680 528 680 336 0 w 680 336 992 336 0 w 672 520 672 200 0 w 672 200 992 200 0 w 664 200 664 64 0 w 664 64 992 64 0 w 840 480 856 480 0 w 856 480 856 504 0 w 760 488 864 488 0 w 792 496 864 496 0 w 824 504 880 504 0 w 880 504 880 520 0 w 864 536 864 496 0 w 864 488 872 488 0 w 872 488 872 528 0 w 872 528 920 528 0 x 605 502 618 505 0 10 LH x 357 490 370 493 0 10 HL x 855 586 918 590 0 15 Dekooder x 993 555 1069 559 0 15 Multipleksor 154 160 344 168 344 1 2 0.0 154 160 376 168 376 1 2 0.0 154 152 408 160 408 1 2 0.0 154 160 440 168 440 1 2 0.0 w 160 336 56 336 0 w 160 352 128 352 0 w 160 368 40 368 0 w 160 384 112 384 0 w 160 432 8 432 0 w 160 448 80 448 0 w 168 408 160 408 0 w 568 368 552 368 0 w 568 392 584 392 0 w 600 416 584 416 0 w 616 440 600 440 0 I 248 488 248 472 0 0.5 I 280 488 280 472 0 0.5 I 216 488 216 472 0 0.5 I 312 488 312 472 0 0.5 w 128 488 216 488 0 w 112 504 248 504 0 w 248 504 248 488 0 w 96 512 280 512 0 w 280 512 280 488 0 w 80 520 312 520 0 w 312 472 352 472 0 w 216 448 360 448 0 w 352 472 552 472 0 w 552 472 552 440 0 w 352 464 544 464 0 w 544 464 544 416 0 w 352 456 536 456 0 w 536 456 536 400 0 w 360 448 528 448 0 w 528 448 528 376 0 w 528 376 528 368 0 w 536 400 536 392 0 w 352 464 280 464 0 w 128 464 128 488 0 w 112 472 112 504 0 w 96 480 96 512 0 w 80 488 80 520 0 w 600 176 792 176 0 w 280 464 280 472 0 w 216 448 216 472 0 w 248 456 352 456 0 w 8 528 8 544 0 w 8 544 240 544 0 w 240 544 680 544 0 w 680 544 680 528 0 w 672 520 672 536 0 w 672 536 24 536 0 w 24 536 24 520 0 w 40 512 40 528 0 w 40 528 664 528 0 w 664 528 664 512 0 w 248 456 248 464 0 w 8 256 8 40 0 w 312 520 312 488 0 w 24 32 24 80 0 w 56 40 56 168 0 w 96 32 96 88 0 w 112 216 112 128 0 w 112 128 112 152 0 w 176 432 264 432 0 w 184 424 272 424 0 w 992 32 544 32 0 w 248 464 248 472 0 x 1040 37 1076 41 0 15 A 1167 202 1203 206 0 15 A B x 1040 313 1076 317 0 15 A = B w 792 176 792 224 0 150 216 64 224 64 1 2 0.0 150 216 120 224 120 1 3 0.0 150 208 176 224 176 1 4 0.0 150 208 248 216 248 1 5 0.0 w 216 56 8 56 0 w 312 384 312 352 0 w 280 368 280 464 0 w 248 384 248 464 0 w 216 376 216 448 0 w 216 376 216 320 0 w 216 320 144 320 0 w 248 384 248 312 0 w 248 312 168 312 0 w 280 368 280 304 0 w 280 304 184 304 0 w 312 352 312 296 0 w 312 296 200 296 0 w 168 312 160 312 0 w 160 312 152 312 0 w 184 304 160 304 0 w 200 296 168 296 0 w 168 296 168 72 0 w 168 72 216 72 0 w 160 304 160 128 0 w 160 128 216 128 0 w 216 112 24 112 0 w 208 160 40 160 0 w 208 232 56 232 0 w 152 312 152 192 0 w 152 192 208 192 0 w 144 320 144 264 0 w 144 264 208 264 0 w 320 416 320 288 0 w 320 288 248 288 0 w 248 288 248 256 0 I 304 232 320 232 0 0.5 I 296 160 312 160 0 0.5 I 304 112 320 112 0 0.5 I 304 40 320 40 0 0.5 w 328 424 328 280 0 w 328 280 256 280 0 w 256 280 256 256 0 w 336 432 336 272 0 w 336 272 272 272 0 w 344 440 344 264 0 w 344 264 288 264 0 w 288 264 288 40 0 w 288 40 296 40 0 w 272 272 272 112 0 w 272 112 304 112 0 w 256 256 256 160 0 w 256 160 296 160 0 w 248 256 248 232 0 w 248 232 304 232 0 w 320 40 344 40 0 w 320 112 344 112 0 w 312 160 344 160 0 w 320 232 344 232 0 w 320 40 320 72 0 w 320 72 320 80 0 w 320 80 192 80 0 w 192 80 192 120 0 w 192 120 216 120 0 w 192 120 192 168 0 w 192 168 208 168 0 w 192 168 192 240 0 w 192 240 208 240 0 w 320 112 320 136 0 w 320 136 184 136 0 w 184 136 184 184 0 w 184 184 208 184 0 w 184 184 184 248 0 w 184 248 208 248 0 w 312 160 312 192 0 w 312 192 312 200 0 w 312 200 176 200 0 w 176 200 176 256 0 w 176 256 208 256 0 150 400 280 416 280 1 4 0.0 152 424 48 448 48 1 4 0.0 153 480 192 496 192 1 2 0.0 w 344 232 352 232 0 w 352 232 352 288 0 w 352 288 352 296 0 w 352 296 400 296 0 w 344 160 352 160 0 w 352 160 360 160 0 w 360 160 360 288 0 w 360 288 400 288 0 w 344 112 368 112 0 w 368 112 368 272 0 w 368 272 400 272 0 w 344 40 376 40 0 w 376 40 376 264 0 w 376 264 400 264 0 w 232 248 232 16 0 w 224 176 240 176 0 w 240 176 240 24 0 w 240 24 376 24 0 w 232 16 376 16 0 w 224 120 248 120 0 w 248 120 248 88 0 w 248 88 328 88 0 w 224 64 272 64 0 w 328 88 328 56 0 w 328 56 424 56 0 w 272 64 424 64 0 w 376 24 384 24 0 w 384 24 384 40 0 w 384 40 424 40 0 w 376 16 392 16 0 w 392 16 392 32 0 w 392 32 424 32 0 w 296 40 304 40 0 w 232 248 216 248 0 w 448 48 448 184 0 w 448 184 480 184 0 w 416 280 416 200 0 w 416 200 472 200 0 w 472 200 480 200 0 w 496 192 496 32 0 w 496 32 544 32 0 w 600 168 448 168 0 w 448 48 448 168 0 w 312 472 312 384 0 w 96 88 96 152 0 w 80 80 80 32 0 w 24 80 24 112 0 w 8 40 8 56 0 w 40 200 40 160 0 w 40 160 40 32 0 w 56 272 56 232 0 w 56 232 56 168 0 w 496 432 336 432 0 w 336 432 264 432 0 w 488 424 328 424 0 w 328 424 272 424 0 w 480 416 320 416 0 w 320 416 192 416 0 w 504 440 344 440 0 w 344 440 168 440 0 w 600 176 600 232 0 w 416 280 464 280 0 w 464 280 464 264 0 w 464 264 600 264 0 w 600 232 600 264 0 x 500 214 536 218 0 15 A B x 410 315 446 319 0 15 A = B x 502 129 592 133 0 15 F0 = A cmp B x 544 112 556 115 0 10 LL x 134 481 207 485 0 15 F3=A xor B x 170 467 184 470 0 10 HH

Vasakule Paremale
Arvutid II labor #1 Arvutid II labor #2 Arvutid II labor #3 Arvutid II labor #4 Arvutid II labor #5 Arvutid II labor #6 Arvutid II labor #7 Arvutid II labor #8 Arvutid II labor #9 Arvutid II labor #10
Punktid 100 punkti Autor soovib selle materjali allalaadimise eest saada 100 punkti.
Leheküljed ~ 10 lehte Lehekülgede arv dokumendis
Aeg2016-06-13 Kuupäev, millal dokument üles laeti
Allalaadimisi 7 laadimist Kokku alla laetud
Kommentaarid 0 arvamust Teiste kasutajate poolt lisatud kommentaarid
Autor ats105 Õppematerjali autor
A cmp B
inv B
A xor B
shr A

Sarnased õppematerjalid

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Nelja funktsiooni realiseeriv 4-bitine ALU (aritmeetika-loogikaseade )

$ 3 5.0E-6 10.20027730826997 50 5.0 50 150 744 536 800 536 1 2 0.0 150 744 568 800 568 1 2 0.0 150 744 600 800 600 1 2 0.0 150 744 504 800 504 1 2 5.0 I 608 528 672 528 0 0.5 I 608 584 672 584 0 0.5 L 608 504 560 504 0 0 false 5.0 0.0 L 608 560 568 560 0 0 false 5.0 0.0 w 608 528 608 504 0 w 608 584 608 560 0 w 672 528 672 496 0 w 672 496 744 496 0 w 672 528 744 528 0 w 672 584 680 584 0 w 680 584 680 512 0 w 680 512 744 512 0 w 608 504 728 504 0 w 728 504 728 560 0 w 728 560 744 560 0 w 728 560 728 592 0 w 728 592 744 592 0 w 608 560 704 560 0 w 704 560 704 544 0 w 704 544 744 544 0 w 704 560 704 608 0 w 704 608 744 608 0 w 680 584 712 584 0 w 712 584 712 576 0 w 712 576 744 576 0 150 1040 16 1112 16 1 2 0.0 150 1040 48 1112 48 1 2 0.0 150 1040 80 1112 80 1 2 0.0 150 1040 112 1112 112 1 2 0.0 150 1040 152 1112 152 1 2 0.0 150 1040 184 1112 184 1 2 0.0 150 1040 216 1112 216 1 2 0.0 150 1040 248 1112 248 1 2 0.0 150 1040 296 1112 296 1 2 0.0 150 1040 328 1112 328 1 2 0.0 150 1040 360 1

Arvutid
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9
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Aritmeetika-loogika seade(ALU), F0 = A pluss B, F1 = shr A, F2 = inv B, F3 = A nor B

$ 3 5.0E-6 10.20027730826997 50 5.0 50 L 240 112 240 88 0 1 false 5.0 0.0 L 256 112 256 88 0 0 false 5.0 0.0 L 272 112 272 88 0 1 false 5.0 0.0 L 288 112 288 88 0 0 false 5.0 0.0 L 312 112 312 88 0 0 false 5.0 0.0 L 328 112 328 88 0 0 false 5.0 0.0 L 344 112 344 88 0 0 false 5.0 0.0 x 226 75 239 78 0 10 A3 x 244 75 257 78 0 10 A2 x 281 75 294 78 0 10 A0 x 303 75 316 78 0 10 B3 x 320 75 333 78 0 10 B2 x 336 75 349 78 0 10 B1 x 263 75 276 78 0 10 A1 x 352 75 365 78 0 10 B0 L 360 112 360 88 0 0 false 5.0 0.0 x 226 75 239 78 0 10 A3 x 244 75 257 78 0 10 A2 x 281 75 294 78 0 10 A0 x 303 75 316 78 0 10 B3 x 320 75 333 78 0 10 B2 x 336 75 349 78 0 10 B1 x 263 75 276 78 0 10 A1 x 352 75 365 78 0 10 B0 w 240 120 240 112 0 w 312 160 312 112 0 w 288 120 400 120 0 w 360 136 392 136 0 x 371 347 384 350 0 10 A3 x 372 375 385 378 0 10 B3 x 372 274 385 277 0 10 A2 w 256 192 256 112 0 w 272 192 392 192 0 w 328 232 328 112 0 w 344 232 392 232 0 x 372 304 385 307 0 10 B2 w 272 280 272 192 0 w 256 264 392

Arvutid i
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ALU A - B, shr A, set A, B, A xor B

$ 3 0.0 21.593987231061412 74 5.0 50 152 936 440 960 440 1 4 0.0 150 904 408 904 424 1 2 0.0 150 904 472 904 456 1 2 0.0 150 872 464 872 448 1 2 0.0 150 872 416 872 432 1 2 0.0 w 904 424 936 424 0 w 872 432 936 432 0 w 872 448 936 448 0 w 904 456 936 456 0 w 904 328 936 328 0 w 872 320 936 320 0 w 872 304 936 304 0 w 904 296 936 296 0 150 872 288 872 304 1 2 0.0 150 872 336 872 320 1 2 0.0 150 904 344 904 328 1 2 0.0 150 904 280 904 296 1 2 0.0 152 936 312 960 312 1 4 0.0 w 904 208 936 208 0 w 872 200 936 200 0 w 872 184 936 184 0 w 904 176 936 176 0 150 872 168 872 184 1 2 0.0 150 872 216 872 200 1 2 0.0 150 904 224 904 208 1 2 0.0 150 904 160 904 176 1 2 0.0 152 936 192 960 192 1 4 0.0 w 904 88 936 88 0 w 872 80 936 80 0 w 872 64 936 64 0 w 904 56 936 56 0 150 872 48 872 64 1 2 0.0 150 872 96 872 80 1 2 0.0 150 904 104 904 88 1 2 0.0 150 904 40 904 56 1 2 0.0 152 936 72 960 72 1 4 0.0 M 984 232 1016 232 0 2.5 M 984 208 1016 208 0 2.5 M 984 264 1016 264 0 2.5 M 984 288 1016 288 0 2.5

Algoritmid ja andmestruktuurid
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Arvutid II labor

$ 3 0.000005 10.200277308269968 50 5 50 L 64 32 64 8 0 1 false 5 0 L 80 32 80 8 0 1 false 5 0 L 136 32 136 8 0 1 false 5 0 L 152 32 152 8 0 1 false 5 0 L 248 32 248 8 0 1 false 5 0 L 264 32 264 8 0 1 false 5 0 L 336 32 336 8 0 1 false 5 0 x 130 -5 142 -2 0 10 A3 x 148 -5 160 -2 0 10 A2 x 185 -5 197 -2 0 10 A0 x 207 -5 219 -2 0 10 B3 x 224 -5 236 -2 0 10 B2 x 240 -5 252 -2 0 10 B1 x 167 -5 179 -2 0 10 A1 x 256 -5 268 -2 0 10 B0 L 352 32 352 8 0 1 false 5 0 x 130 -5 142 -2 0 10 A3 x 148 -5 160 -2 0 10 A2 x 185 -5 197 -2 0 10 A0 x 207 -5 219 -2 0 10 B3 x 224 -5 236 -2 0 10 B2 x 240 -5 252 -2 0 10 B1 x 167 -5 179 -2 0 10 A1 x 256 -5 268 -2 0 10 B0 w 64 40 64 32 0 I 896 592 896 576 0 0.5 I 960 592 960 576 0 0.5 L 880 608 880 632 0 1 false 5 0 L 936 608 936 632 0 1 false 5 0 w 960 608 936 608 0 w 960 608 960 592 0 w 896 608 880 608 0 w 896 608 896 592 0 150 864 520 864 512 1 2 0 150 896 520 896 512 1 2 0 150 928 520 928 512 1 2 0 150 960 520 960 512 1 2 5 w 896 576 896 560 0 w 896 560 856 56

Arvutid
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Arvutid labor nr 2 aritmeetika-loogikaseade

$ 3 0.000005 10.200277308269968 50 5 43 w 1488 528 1488 544 0 w 1520 560 1488 544 0 w 1584 528 1584 544 0 w 1552 560 1584 544 0 w 1552 544 1544 560 0 w 1520 544 1528 560 0 w 1520 528 1520 544 0 w 1552 528 1552 544 0 152 1536 560 1536 600 1 4 0 150 1584 504 1584 528 1 2 0 150 1552 504 1552 528 1 2 0 150 1520 504 1520 528 1 2 0 150 1488 504 1488 528 1 2 0 M 1536 600 1536 656 0 2.5 L 1376 56 1296 56 0 0 false 5 0 150 1480 64 1520 64 1 2 5 150 1480 96 1520 96 1 2 0 150 1480 128 1520 128 1 2 0 150 1480 160 1520 160 1 2 0 w 1400 56 1376 56 0 L 1368 120 1296 120 0 0 false 5 0 I 1400 56 1432 56 0 0.5 I 1400 120 1432 120 0 0.5 w 1400 120 1368 120 0 w 1440 56 1432 56 0 w 1480 88 1472 88 0 w 1472 88 1472 56 0 w 1472 56 1480 56 0 w 1440 56 1472 56 0 w 1480 72 1464 72 0 w 1464 72 1464 120 0 w 1432 120 1464 120 0 w 1464 120 1480 120 0 w 1480 104 1368 104 0 w 1368 104 1368 120 0 w 1480 168 1368 168 0 w 1368 168 1368 120 0 w 1480 136 1456 136 0 w 1480 152 1456 152 0 w 1456 152 1456 136 0 w 1456 136 14

Arvutid
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Nelja funktsiooni realiseeriv 4-bitine ALU (c)

$ 3 5.0E-6 10.20027730826997 50 5.0 50 L 72 72 72 40 0 0 false 5.0 0.0 L 88 72 88 40 0 0 false 5.0 0.0 L 104 72 104 40 0 0 false 5.0 0.0 L 120 72 120 40 0 0 false 5.0 0.0 L 136 72 136 40 0 0 false 5.0 0.0 L 152 72 152 40 0 0 false 5.0 0.0 L 168 72 168 40 0 0 false 5.0 0.0 L 184 72 184 40 0 0 false 5.0 0.0 w 320 72 184 72 0 w 168 80 168 72 0 w 168 80 320 80 0 w 152 88 152 72 0 w 152 88 320 88 0 w 136 96 136 72 0 w 136 96 320 96 0 w 120 104 120 72 0 w 120 104 320 104 0 w 104 112 104 72 0 w 104 112 320 112 0 w 88 120 88 72 0 w 88 120 320 120 0 w 72 128 72 72 0 w 72 128 320 128 0 x 90 61 102 64 0 10 a1 x 122 60 134 63 0 10 a2 x 155 59 167 62 0 10 a3 x 51 61 63 64 0 10 a0 x 106 58 118 61 0 10 b1 x 140 62 152 65 0 10 b2 x 173 61 185 64 0 10 b3 w 184 72 184 152 0 w 168 80 168 160 0 w 152 88 152 176 0 w 136 96 136 192 0 I 48 232 48 248 0 0.5 I 88 232 88 248 0 0.5 I 128 232 128 248 0 0.5 I 168 232 168 248 0 0.5 I 20

Informaatika
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Arvutid I - Labor nr. 2

$ 3 0.0000049999999999999996 10.200277308269968 50 5 50 152 1080 64 1096 64 1 4 0 150 1040 16 1056 16 1 2 0 150 1040 48 1056 48 1 2 0 150 1040 80 1056 80 1 2 0 150 1040 112 1056 112 1 2 0 150 1040 496 1056 496 1 2 0 150 1040 464 1056 464 1 2 0 150 1040 432 1056 432 1 2 0 150 1040 400 1056 400 1 2 0 150 1040 368 1056 368 1 2 0 150 1040 336 1056 336 1 2 0 150 1040 304 1056 304 1 2 0 150 1040 272 1056 272 1 2 0 150 1040 240 1056 240 1 2 0 150 1040 208 1056 208 1 2 0 150 1040 176 1056 176 1 2 0 150 1040 144 1056 144 1 2 0 w 1080 80 1072 80 0 w 1080 72 1064 72 0 w 1064 72 1064 80 0 w 1064 80 1056 80 0 w 1072 80 1072 112 0 w 1072 112 1056 112 0 w 1080 56 1064 56 0 w 1064 56 1064 48 0 w 1064 48 1056 48 0 w 1080 48 1072 48 0 w 1072 48 1072 16 0 w 1072 16 1056 16 0 w 1072 144 1056 144 0 w 1072 176 1072 144 0 w 1080 176 1072 176 0 w 1064 176 1056 176 0 w 1064 184 1064 176 0 w 1080 184 1064 184 0 w 1072 240 1056 240 0 w 1072 208 1072 240 0 w 1064 208 1056 208 0 w 1064 200 1064 208 0 w 1080 200 10

Informaatika
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Informaatika II praktikum

$ 3 0.0000049999999999999996 10.200277308269968 50 5 50 152 1080 64 1096 64 1 4 0 150 1040 16 1056 16 1 2 0 150 1040 48 1056 48 1 2 0 150 1040 80 1056 80 1 2 0 150 1040 112 1056 112 1 2 0 150 1040 496 1056 496 1 2 0 150 1040 464 1056 464 1 2 0 150 1040 432 1056 432 1 2 0 150 1040 400 1056 400 1 2 0 150 1040 368 1056 368 1 2 0 150 1040 336 1056 336 1 2 0 150 1040 304 1056 304 1 2 0 150 1040 272 1056 272 1 2 0 150 1040 240 1056 240 1 2 0 150 1040 208 1056 208 1 2 0 150 1040 176 1056 176 1 2 0 150 1040 144 1056 144 1 2 0 w 1080 80 1072 80 0 w 1080 72 1064 72 0 w 1064 72 1064 80 0 w 1064 80 1056 80 0 w 1072 80 1072 112 0 w 1072 112 1056 112 0 w 1080 56 1064 56 0 w 1064 56 1064 48 0 w 1064 48 1056 48 0 w 1080 48 1072 48 0 w 1072 48 1072 16 0 w 1072 16 1056 16 0 w 1072 144 1056 144 0 w 1072 176 1072 144 0 w 1080 176 1072 176 0 w 1064 176 1056 176 0 w 1064 184 1064 176 0 w 1080 184 1064 184 0 w 1072 240 1056 240 0 w 1072 208 1072 240 0 w 1064 208 1056 208 0 w 1064 200 1064 208 0 w 1080 200 10

Arvutid




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