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Arvutid Praktika Labor 2 - sarnased materjalid

Leidsid 33 sarnast õppematerjali, mis on seotud failiga "Arvutid Praktika Labor 2". Need materjalid aitavad sul teemat sügavamalt mõista.

1296, 1424, 1168, 1152, 1248, 1072, 1184, 1056, 1040, 1088, 1520, 1280, false, 1616, 1536, 2128, 2048, 1552, 1728, 2016, 000005, 1715, 1852, 1058, 1061, 1015, 1902, 2073, 1572, 1641, 1348, 2154
ARVUTID I LABOR 2
8
txt

ARVUTID I LABOR 2

$ 1 0.000005 10.20027730826997 50 5 50 L 624 96 624 64 0 0 false 5 0 L 656 96 656 64 0 0 false 5 0 L 688 96 688 64 0 0 false 5 0 L 720 96 720 64 0 0 false 5 0 x 664 47 685 50 4 32 A x 902 48 923 51 4 32 B L 960 96 960 64 0 0 false 5 0 L 928 96 928 64 0 0 false 5 0 L 896 96 896 64 0 0 false 5 0 L 864 96 864 64 0 0 false 5 0 L 1136 16 1104 16 0 0 false 5 0 L 1136 112 1104 112 0 0 false 5 0 I 1152 48 1184 48 0 0.5 5 I 1168 160 1200 160 0 0.5 5 150 1312 48 1360 48 0 2 5 5 150 1312 112 1360 112 0 2 0 5 150 1312 176 1360 176 0 2 0 5 150 1312 240 1360 240 0 2 0 5 w 1296 16 1136 16 0 w 1136 16 1136 48 0 w 1136 48 1152 48 0 w 1312 256 1136 256 0 w 1296 224 1312 224 0 w 1312 192 1200 192 0 w 1200 192 1200 160 0 w 1312 64 1200 64 0 w 1200 64 1200 160 0 w 1312 32 1184 32 0 w 1184 32 1184 48 0 w 1312 96 1184 96 0 w 1184 96 1184 48 0 w 1312 128 1152 128 0 w 1152 128 1152 112 0 w 1152 112 1136 112 0 w 1312 160 1296 160 0

Arvuti
53 allalaadimist
Labor II-ALU- A B; shr A; xor A B; A or B
9
docx

Labor II, ALU- A B; shr A; xor A,B; A or B

w -208 496 -208 560 0 w -224 496 -208 496 0 w -176 496 -208 496 0 w -192 464 -176 464 0 w -192 528 -176 528 0 w -192 464 -192 528 0 w -224 464 -192 464 0 x -603 510 -558 513 4 24 B(0) x -607 472 -562 475 4 24 A(0) L -512 496 -544 496 0 0 false 5 0 L -512 464 -544 464 0 0 false 5 0 150 -176 544 -80 544 0 2 0 5 154 -176 480 -80 480 0 2 0 5 w -80 544 16 544 0 w -160 624 16 624 0 w 16 544 16 624 0 w -336 496 -224 496 0 w 16 912 16 992 0 w -160 992 16 992 0 x 93 1067 138 1070 4 24 S(2) w -208 1072 -192 1072 0 w -128 1072 -192 1072 0 w -176 1040 -176 1136 0 x -599 1078 -554 1081 4 24 B(2) x -596 1043 -551 1046 4 24 A(2) L -512 1072 -544 1072 0 0 false 5 0 L -512 1040 -544 1040 0 0 false 5 0 150 -128 1232 -32 1232 0 2 0 5 154 -128 1056 -32 1056 0 2 0 5 150 -128 1152 -32 1152 0 2 0 5 150 -128 1312 -32 1312 0 2 0 5 w -208 1040 -176 1040 0 w -176 1040 -128 1040 0 w -160 1104 -160 1248 0 w -160 1248 -128 1248 0 w -160 1248 -160 1328 0 w -160 1328 -128 1328 0 w -176 1136 -128 1136 0

Arvutid i
54 allalaadimist
Arvutid 2 praktikum ALU
8
txt

Arvutid 2 praktikum ALU

w 128 544 128 672 0 w 64 720 272 720 0 w 64 640 272 640 0 I 64 592 64 640 0 0.5 5 w 64 512 128 512 0 150 272 816 384 816 0 2 5 5 150 272 736 384 736 0 2 5 5 150 272 656 384 656 0 2 5 5 154 400 512 544 512 0 2 0 5 w 128 544 272 544 0 w 128 512 272 512 0 154 272 528 400 528 0 2 5 5 w 64 512 64 592 0 w 64 640 64 720 0 w 544 304 544 432 0 w 544 432 128 432 0 w 128 432 128 464 0 w 128 480 128 464 0 w 128 912 128 896 0 w 128 864 128 896 0 w 544 864 128 864 0 w 544 736 544 864 0 w 64 1072 64 1152 0 w 64 944 64 1024 0 154 272 960 400 960 0 2 0 5 w 128 944 272 944 0 w 128 976 272 976 0 154 400 944 544 944 0 2 5 5 150 272 1088 384 1088 0 2 0 5 150 272 1168 384 1168 0 2 5 5 150 272 1248 384 1248 0 2 0 5 w 64 944 128 944 0 I 64 1024 64 1072 0 0.5 5 w 64 1072 272 1072 0 w 64 1152 272 1152 0 w 128 976 128 1104 0 w 128 1104 272 1104 0 w 128 1104 128 1264 0 w 128 1264 272 1264 0 w 128 912 176 912 0 w 176 912 176 1184 0 w 176 1184 272 1184 0 w 176 1184 176 1232 0

Arvuti õpetus
82 allalaadimist
Labor II-ALU-A cmp B; shr A; clr A-B; A nor B
10
docx

Labor II, ALU-A cmp B; shr A; clr A, B; A nor B

w 2416 624 2416 240 0 w 2400 176 2480 176 0 w 2400 560 2400 176 0 150 2480 160 2592 160 0 2 0 5 150 2480 224 2592 224 0 2 0 5 150 2480 288 2592 288 0 2 0 5 150 2480 352 2592 352 0 2 0 5 x 2812 257 2857 260 4 24 Y(1) x 2812 641 2857 644 4 24 Y(2) x 2820 1032 2865 1035 4 24 Y(3) 150 2480 736 2592 736 0 2 0 5 150 2480 672 2592 672 0 2 0 5 150 2480 608 2592 608 0 2 0 5 150 2480 544 2592 544 0 2 0 5 w 2400 944 2400 560 0 w 2400 560 2480 560 0 w 2416 1008 2416 624 0 w 2416 624 2480 624 0 w 2432 1072 2432 688 0 w 2432 688 2480 688 0 w 2448 1136 2448 752 0 w 2448 752 2480 752 0 w 2480 528 2272 528 0 w 2480 592 2272 592 0 w 2480 656 2272 656 0 w 2480 720 2272 720 0 152 2608 640 2736 640 0 4 0 5 w 2608 624 2592 624 0 w 2592 624 2592 608 0 w 2592 544 2608 544 0 w 2608 544 2608 608 0 w 2608 656 2592 656 0 w 2592 656 2592 672 0 w 2608 672 2608 736 0 w 2608 736 2592 736 0 M 2736 640 2784 640 0 2.5 M 2736 1024 2784 1024 0 2.5 w 2608 1120 2592 1120 0 w 2608 1056 2608 1120 0 w 2592 1040 2592 1056 0

Arvutid i
79 allalaadimist
Arvutid-IAF0041-2-labor-4-bit ALU-cmp-inv-ror-xor
12
txt

Arvutid (IAF0041) 2. labor (4-bit ALU: cmp, inv, ror, xor)

$ 1 5.0E-6 10.20027730826997 50 5.0 50 184 1280 16 1328 16 0 184 1280 208 1312 208 0 184 1088 336 1104 336 0 184 1088 544 1120 544 0 w 976 736 1152 736 0 w 1152 736 1152 704 0 w 976 768 1184 768 0 w 1184 768 1184 704 0 w 1152 736 1232 736 0 w 1232 736 1232 528 0 w 1232 528 1232 512 0 w 1232 512 1152 512 0 w 1152 512 1152 496 0 w 1184 496 1248 496 0 w 1248 496 1248 768 0 w 1184 768 1248 768 0 w 1232 176 1344 176 0 w 1376 176 1424 176 0 w 1248 496 1424 496 0 L 976 736 944 736 0 0 false 5.0 0.0 L 976 768 944 768 0 0 false 5.0 0.0 M 1408 576 1456 576 0 2.5 M 1408 608 1456 608 0 2.5 M 1408 640 1456 640 0 2.5 M 1408 672 1456 672 0 2.5 w 1408 16 1440 16 0 w 1440 16 1440 512 0 w 1440 512 1392 512 0 w 1392 512 1392 576 0 w 1392 576 1408 576 0 w 1408 208 1408 480 0 w 1408 480 1376 480 0 w 1376 480 1376 608 0 w 1376 608 1408 608 0 w 1216 336 1216 480 0 w 1216 480 1360 480 0 w 1360 480 1360 640 0 w 1360 640 1408 640 0 w 1216 544 1344 544 0

Arvutid i
259 allalaadimist
Nelja funktsiooni realiseeriv 4-bitine ALU
10
txt

Nelja funktsiooni realiseeriv 4-bitine ALU

w 1520 360 1520 512 0 w 1536 512 1520 512 0 w 1520 512 1520 672 0 w 1536 672 1520 672 0 w 1536 184 1488 184 0 w 1488 184 1488 328 0 w 1536 328 1488 328 0 w 1488 328 1488 480 0 w 1536 480 1488 480 0 w 1488 480 1488 640 0 w 1536 640 1488 640 0 w 1536 152 1480 152 0 w 1480 152 1480 296 0 w 1536 296 1480 296 0 w 1480 296 1480 448 0 w 1536 448 1480 448 0 w 1480 448 1480 608 0 w 1536 608 1480 608 0 w 1520 672 1520 904 0 w 1504 704 1504 864 0 w 1488 640 1488 816 0 w 1480 608 1480 784 0 w 1040 848 1112 848 0 w 1112 848 1112 808 0 w 1112 808 1152 808 0 I 1152 808 1200 808 0 0.5 w 1112 848 1200 848 0 w 1112 912 1200 912 0 I 1152 872 1200 872 0 0.5 w 1112 872 1152 872 0 w 1112 912 1112 872 0 w 1040 912 1112 912 0 150 1352 808 1392 808 1 2 0 150 1352 840 1392 840 1 2 5 150 1352 872 1392 872 1 2 0 150 1352 904 1392 904 1 2 0 w 1352 912 1320 912 0 w 1320 912 1200 912 0 w 1320 912 1320 848 0 w 1320 848 1352 848 0 w 1352 864 1296 864 0 w 1352 816 1296 816 0

Sissejuhatus...
68 allalaadimist
Arvutid labor nr 2 aritmeetika-loogikaseade
8
txt

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

Arvutid
56 allalaadimist
4-bit lahutaja
8
txt

4-bit lahutaja

w 672 336 688 336 0 w 672 320 672 336 0 w 640 320 656 320 0 w 528 496 528 336 0 w 640 496 528 496 0 w 560 464 640 464 0 w 528 336 592 336 0 w 560 304 592 304 0 w 528 336 480 336 0 w 512 304 560 304 0 152 736 448 784 448 0 3 5.0 150 640 480 688 480 0 2 0.0 150 640 416 688 416 0 2 5.0 154 688 352 736 352 0 2 5.0 154 592 320 640 320 0 2 0.0 154 1232 320 1280 320 0 2 0.0 154 1328 352 1376 352 0 2 0.0 150 1280 416 1328 416 0 2 0.0 150 1280 480 1328 480 0 2 0.0 152 1408 448 1456 448 0 3 0.0 w 1152 304 1200 304 0 w 1168 336 1120 336 0 w 1200 304 1232 304 0 w 1168 336 1232 336 0 w 1280 496 1168 496 0 w 1280 320 1296 320 0 w 1312 320 1312 336 0 w 1312 336 1328 336 0 w 1264 368 1152 368 0 w 1376 416 1392 416 0 w 1392 416 1392 432 0 w 1392 432 1408 432 0 w 1328 480 1392 480 0 w 1392 480 1392 464 0 w 1392 464 1408 464 0 w 1296 320 1312 320 0 w 1264 368 1328 368 0 w 944 368 1008 368 0 w 976 320 992 320 0 w 944 368 832 368 0 w 992 336 1008 336 0 w 992 320 992 336 0 w 960 320 976 320 0

Arvutiriistvara i
30 allalaadimist
Arvutid 1 Kodutöö nr2
9
docx

Arvutid 1 Kodutöö nr2

w 224 752 192 752 0 w 296 776 296 752 0 w 296 752 336 752 0 w 336 672 336 752 0 w 192 736 192 752 0 w 320 728 344 728 0 w 344 728 344 352 0 w 344 352 272 352 0 w 272 352 272 344 0 w 272 344 288 344 0 w 272 352 136 352 0 w 136 352 136 280 0 w 224 280 136 280 0 w 224 264 136 264 0 w 136 264 136 280 0 x 69 807 161 812 0 20 F0 = A - B w 320 336 360 336 0 w 320 488 360 488 0 w 320 648 360 648 0 w 328 784 360 784 0 L 1392 72 1392 16 0 1 false 5.0 0.0 L 1408 72 1408 16 0 1 false 5.0 0.0 L 1424 72 1424 16 0 1 false 5.0 0.0 I 1368 96 1368 144 0 0.5 I 1440 96 1440 144 0 0.5 w 1392 96 1392 72 0 w 1392 96 1368 96 0 w 1408 96 1408 72 0 w 1440 96 1408 96 0 150 1376 184 1376 216 1 3 0.0 150 1408 184 1408 216 1 3 0.0 150 1440 184 1440 216 1 3 0.0 150 1472 184 1472 216 1 3 5.0 w 1368 144 1368 168 0 w 1368 168 1368 184 0 w 1440 144 1376 144 0 w 1376 144 1376 184 0 w 1384 184 1384 136 0 w 1384 136 1424 136 0 w 1424 136 1424 72 0 w 1368 168 1400 168 0 w 1400 168 1400 184 0 w 1408 96 1408 184 0

Arvuti
27 allalaadimist
Arvutid-IAF0041-labor 1-segment E-baas NOR
6
txt

Arvutid (IAF0041) labor 1 (segment E, baas NOR)

w 768 688 832 688 0 w 784 480 784 448 0 w 784 448 896 448 0 150 720 416 720 352 0 3 0.0 w 704 448 704 416 0 w 704 80 672 80 0 150 800 304 848 304 0 2 0.0 w 720 352 720 320 0 w 720 320 800 320 0 I 672 288 720 288 0 0.5 w 720 288 800 288 0 w 992 272 832 272 0 150 816 224 816 192 0 4 0.0 w 832 272 832 256 0 152 832 160 896 160 0 2 0.0 w 816 192 816 176 0 w 816 176 832 176 0 w 832 144 672 144 0 w 672 144 672 288 0 w 672 80 672 144 0 R 880 688 880 720 1 2 100.0 2.5 2.5 0.0 0.5 w 1024 592 1072 592 0 w 1008 448 1072 448 0 w 992 304 1072 304 0 w 992 160 1072 160 0 M 1072 160 1120 160 0 2.5 M 1072 304 1120 304 0 2.5 M 1072 448 1120 448 0 2.5 M 1072 592 1120 592 0 2.5 w 848 304 896 304 0 x 543 678 559 684 0 24 E w 576 688 768 688 0 w 576 128 800 128 0 x 415 40 722 46 0 24 paralleelülekandega loendur x 442 63 568 68 0 20 modulo 12, +1 w 736 416 800 416 0 w 832 560 832 432 0 w 832 432 720 432 0 w 720 432 720 416 0 w 832 256 832 224 0 w 832 432 832 352 0 w 832 352 816 352 0

Arvutid i
99 allalaadimist
ALU-F0 A- B-aritmeetiline liitmine-F1 ror A-ringnihe paremale-F2 clr A-B-seada sõna A B-nda biti väärtuseks-0- F3 A and B
14
txt

ALU: F0=A B (aritmeetiline liitmine) F1=ror A (ringnihe paremale) F2=clr A, B (seada sõna A B-nda biti väärtuseks '0') F3=A and B

$ 3 0.0000049999999999999996 0.0453089017280169 19 5 50 184 1408 136 1456 136 0 184 1408 328 1440 328 0 184 1216 456 1232 456 0 184 1216 664 1248 664 0 w 1104 856 1280 856 0 w 1280 856 1280 824 0 w 1104 888 1312 888 0 w 1312 888 1312 824 0 w 1280 856 1360 856 0 w 1360 856 1360 648 0 w 1360 648 1360 632 0 w 1360 632 1280 632 0 w 1280 632 1280 616 0 w 1312 616 1376 616 0 w 1376 616 1376 888 0 w 1312 888 1376 888 0 w 1360 296 1472 296 0 w 1504 296 1552 296 0 w 1376 616 1552 616 0 L 1104 856 1072 856 0 1 false 5 0 L 1104 888 1072 888 0 0 false 5 0 M 1536 696 1584 696 0 2.5 M 1536 728 1584 728 0 2.5 M 1536 760 1584 760 0 2.5 M 1536 792 1584 792 0 2.5 w 1536 136 1568 136 0 w 1568 136 1568 632 0 w 1568 632 1520 632 0 w 1520 632 1520 696 0 w 1520 696 1536 696 0 w 1536 328 1536 600 0 w 1536 600 1504 600 0 w 1504 600 1504 728 0 w 1504 728 1536 728 0 w 1344 456 1344 600 0 w 1344 600 1488 600 0 w 1488 600 1488 760 0 w 1488 760 1536 760 0 w 1344 664 1472 664 0 w 1472 664 1472 792 0

Programmeerimine - python
106 allalaadimist
Aritmeetika-loogika seade ALU- F0- A pluss B-F1- shr A-F2- inv B-F3- A nor B
9
txt

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

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 256 264 392 264 0 w 344 296 344 232 0 w 328 304 392 304 0 x 373 231 386 234 0 10 B1 x 373 203 386 206 0 10 A1 w 288 352 288 120 0 w 240 336 392 336 0 w 392 376 312 376 0 w 360 392 360 136 0 x 376 130 389 133 0 10 A0 x 375 151 388 154 0 10 B0 I 992 672 992 656 0 0.5 I 1056 672 1056 656 0 0.5 L 976 688 976 712 0 0 false 5.0 0.0 L 1032 688 1032 712 0 1 false 5.0 0.0 w 1056 688 1032 688 0 w 1056 688 1056 672 0 w 992 688 976 688 0 w 992 688 992 672 0 150 960 600 960 592 1 2 0.0 150 992 600 992 592 1 2 0.0 150 1024 600 1024 592 1 2 5.0 150 1056 600 1056 592 1 2 0.0 w 992 656 992 640 0 w 992 640 952 640 0 w 952 640 952 600 0 w 992 640 1032 640 0 w 1032 640 1032 600 0 w 976 688 976 632 0 w 976 632 984 632 0 w 984 632 984 600 0 w 984 632 1048 632 0 w 1048 632 1048 600 0

Arvutid i
102 allalaadimist
Arvutid 2 labor
11
txt

Arvutid 2 labor

F0=A cmp B (vordlustehe) F1=rol A (ringnihe vasakule) F2=xor A, B (inverteerida sona A B-nda biti vaartus) F3=A nand B $ 3 0.000005 10.200277308269968 50 5 43 L 160 48 128 48 0 0 false 5 0 L 160 72 128 72 0 0 false 5 0 L 160 96 128 96 0 0 false 5 0 L 160 120 128 120 0 0 false 5 0 L 160 168 128 168 0 0 false 5 0 L 160 192 128 192 0 0 false 5 0 L 160 216 128 216 0 0 false 5 0 L 160 240 128 240 0 0 false 5 0 L 1152 712 1152 752 0 1 false 5 0 L 1120 712 1120 752 0 1 false 5 0 I 1096 704 1096 672 0 0.5 I 1176 704 1176 672 0 0.5 150 1072 632 1072 600 1 2 0 150 1112 632 1112 600 1 2 0 150 1152 632 1152 600 1 2 0 150 1192 632 1192 600 1 2 5 w 1096 704 1096 712 0 w 1096 712 1120 712 0 w 1176 704 1176 712 0 w 1176 712 1152 712 0 152 1504 168 1584 168 1 4 0 152 1504 224 1584 224 1 4 0 152 1504 280 1584 280 1 4 0 152 1504 344 1584 344 1 4 0 M 1584 168 1648 168 0 2.5 M 1584 224 1648 224 0 2.5 M 1584 280 1648 280 0 2.5

Arvutid ii
33 allalaadimist
Arvutid II labor
16
txt

Arvutid II labor

150 1128 88 1136 88 1 2 0 150 1128 120 1136 120 1 2 5 150 1128 256 1136 256 1 2 5 150 1128 224 1136 224 1 2 0 150 1128 192 1136 192 1 2 0 150 1128 160 1136 160 1 2 0 150 1128 432 1136 432 1 2 0 150 1128 464 1136 464 1 2 0 150 1128 496 1136 496 1 2 0 150 1128 528 1136 528 1 2 5 150 1128 392 1136 392 1 2 5 150 1128 360 1136 360 1 2 0 150 1128 328 1136 328 1 2 0 150 1128 296 1136 296 1 2 0 152 1168 72 1176 72 1 4 5 152 1168 208 1176 208 1 4 5 152 1168 344 1176 344 1 4 5 w 1136 24 1160 24 0 w 1160 24 1160 56 0 w 1160 56 1168 56 0 w 1136 120 1160 120 0 w 1160 120 1160 88 0 w 1160 88 1168 88 0 w 1136 88 1152 88 0 w 1152 88 1152 80 0 w 1152 80 1168 80 0 w 1136 56 1152 56 0 w 1152 56 1152 64 0 w 1152 64 1168 64 0 w 1136 160 1160 160 0 w 1160 160 1160 192 0 w 1160 192 1168 192 0 w 1136 192 1152 192 0 w 1152 192 1152 200 0 w 1152 200 1168 200 0 w 1136 224 1152 224 0

Arvutid
30 allalaadimist
Arvutid I Labor 2
7
txt

Arvutid I Labor 2

w 848 768 784 768 0 w 784 768 784 896 0 w 784 896 480 896 0 w 848 736 768 736 0 w 768 736 768 848 0 w 768 848 672 848 0 w 848 720 736 720 0 w 736 720 736 736 0 w 672 736 736 736 0 w 544 416 848 416 0 w 560 496 656 496 0 w 656 496 656 432 0 w 656 432 848 432 0 w 592 576 672 576 0 w 848 464 672 464 0 w 672 576 672 464 0 w 528 656 688 656 0 w 688 656 688 480 0 w 688 480 848 480 0 w 896 448 928 448 0 w 928 448 928 592 0 w 928 752 944 752 0 w 944 752 944 624 0 w 928 448 928 400 0 w 928 400 1088 400 0 x 1002 395 1040 398 0 20 A=B x 1012 604 1050 607 0 20 A>B x 1014 777 1052 780 0 20 A 1056 784 0 w 1024 848 1024 832 0 w 1024 832 1024 816 0 w 1024 848 1056 848 0 w 1024 912 1024 896 0 w 1024 896 1024 880 0 w 1024 912 1056 912 0 150 1248 832 1304 832 1 2 0 150 1248 792 1304 792 1 2 5 150 1248 872 1304 872 1 2 0 150 1248 912 1304 912 1 2 0 I 1056 848 1096 848 0 0.5 I 1056 912 1104 912 0 0.5

Arvutid i
49 allalaadimist
ARVUTID-IAF0041-LABOR 2-4 BIT ALU
18
txt

ARVUTID (IAF0041) LABOR 2 (4 BIT ALU)

w 1592 304 1624 304 0 w 1624 328 1560 328 0 w 1624 336 1592 336 0 150 1560 408 1560 432 1 2 0 150 1592 400 1592 424 1 2 0 150 1560 472 1560 448 1 2 0 150 1592 480 1592 456 1 2 0 152 1624 440 1648 440 1 4 0 w 1624 432 1560 432 0 w 1592 424 1624 424 0 w 1624 448 1560 448 0 w 1624 456 1592 456 0 150 1360 536 1384 536 1 2 0 150 1376 568 1400 568 1 2 5 150 1376 632 1400 632 1 2 0 150 1360 600 1384 600 1 2 0 L 1336 696 1336 712 0 1 false 5 0 w 1336 680 1336 696 0 I 1280 672 1280 648 0 0.5 w 1296 680 1280 680 0 w 1280 680 1280 672 0 I 1320 672 1320 648 0 0.5 w 1320 672 1320 680 0 w 1320 680 1336 680 0 w 1296 680 1296 624 0 w 1336 680 1336 640 0 w 1280 648 1280 624 0 w 1280 528 1360 528 0 w 1320 648 1320 640 0 w 1320 544 1360 544 0 w 1376 560 1280 560 0 w 1280 560 1280 528 0 w 1336 576 1376 576 0 w 1296 592 1360 592 0 w 1320 608 1360 608 0 w 1320 608 1320 544 0 w 1280 624 1280 560 0 w 1320 640 1320 608 0 w 1384 536 1392 536 0 w 1392 536 1392 504 0

Arvutid
62 allalaadimist
Paralleelülekandega sünkroonne kahendloender mooduliga -13-1
4
txt

Paralleelülekandega sünkroonne kahendloender mooduliga -13-1

$ 1 0.000005 5.93429503673921 50 5 43 156 704 336 736 336 0 5 156 880 336 912 336 0 5 156 1056 336 1088 336 0 0 156 1248 336 1280 336 0 0 R 672 272 608 272 1 2 100 2.5 2.5 0 0.5 w 688 272 672 272 0 w 688 272 688 368 0 w 688 368 704 368 0 w 704 272 704 336 0 w 704 336 704 400 0 w 800 336 816 336 0 w 800 400 864 400 0 w 864 400 864 432 0 150 992 464 1072 464 0 3 0 w 976 400 976 432 0 w 1056 400 1040 400 0 w 1040 400 1040 336 0 w 1040 336 1056 336 0 w 864 336 880 336 0 w 880 368 848 368 0 w 848 368 848 272 0 w 704 272 704 240 0 w 688 272 848 272 0 w 1056 368 1056 272 0 w 1056 272 848 272 0 w 976 336 976 240 0 w 1152 336 1152 240 0 w 1152 432 1152 400 0 w 1248 448 1248 400 0 w 1248 400 1232 400 0 w 1232 400 1232 336 0 w 1232 336 1248 336 0 w 1248 368 1248 272 0 w 1248 272 1056 272 0 w 1344 336 1344 240 0 w 1152 240 1152 224 0 w 816 336 816 240 0 L 704 240 704 160 0 1 false 5 0 w 1344 240 1344 160 0 w 1344 160 944 160 0

Sissejuhatus...
23 allalaadimist
Reverssiivne nihkeregister paralleellaadimisega SR trigeril
3
txt

Reverssiivne nihkeregister paralleellaadimisega SR trigeril

$ 1 5.0E-6 1.700203994009402 51 5.0 50 155 1008 560 1072 560 0 5.0 155 800 560 848 560 0 0.0 155 560 560 624 560 0 5.0 w 496 464 496 592 0 w 496 592 560 592 0 w 800 592 736 592 0 w 736 592 736 464 0 w 496 464 736 464 0 w 1008 592 944 592 0 w 944 592 944 464 0 w 736 464 944 464 0 w 528 560 560 560 0 w 528 560 528 432 0 152 528 336 528 432 0 3 5.0 w 800 560 768 560 0 w 768 560 768 432 0 w 1008 560 976 560 0 w 976 560 976 432 0 152 768 336 768 432 0 3 0.0 152 976 336 976 432 0 3 5.0 150 400 224 400 304 0 3 0.0 150 480 224 480 304 0 3 0.0

Arvutid i
53 allalaadimist
Arvutid labor 3
4
docx

Arvutid labor 3

$ 1 0.000005 10.200277308269968 50 5 43 193 864 112 896 112 0 0 193 864 224 912 224 0 5 193 864 336 880 336 0 0 193 864 448 912 448 0 0 150 608 496 608 448 0 2 0 w 592 496 592 560 0 w 592 560 624 560 0 w 624 560 624 624 0 w 624 496 624 544 0 w 624 544 656 544 0 w 656 544 656 640 0 w 656 640 1152 640 0 150 1152 544 1152 608 0 4 0 w 1152 640 1152 608 0 w 768 480 768 656 0 w 768 656 576 656 0 R 576 656 544 656 1 2 100 2.5 2.5 0 0.5 w 864 144 848 144 0 w 848 144 848 256 0 w 848 256 864 256 0 w 848 256 848 368 0 w 848 368 864 368 0 w 848 368 848 480 0 w 848 480 768 480 0 w 848 480 864 480 0 w 624 560 688 560 0 w 864 448 768 448 0 150 768 400 768 368 0 2 0 w 752 400 752 432 0 w 752 432 768 432 0 w 768 432 768 448 0 w 784 400 784 416 0 w 784 416 960 416 0 w 960 416 960 448 0 w 960 448 1120 448 0 w 1120 448 1120 544 0 w 960 400 1136 400 0

Informaatika
39 allalaadimist
Nelja funktsiooni realiseeriv 4-bitine ALU
20
txt

Nelja funktsiooni realiseeriv 4-bitine ALU

w 1576 440 1568 440 0 w 1576 472 1576 440 0 w 1584 472 1576 472 0 w 1576 536 1568 536 0 w 1576 504 1576 536 0 w 1584 504 1576 504 0 w 1568 496 1568 504 0 w 1568 472 1568 480 0 w 1584 496 1568 496 0 w 1584 480 1568 480 0 152 1584 488 1664 488 1 4 0 150 1472 440 1568 440 1 2 0 150 1472 472 1568 472 1 2 0 150 1472 504 1568 504 1 2 0 150 1472 536 1568 536 1 2 0 150 1288 608 1384 608 1 2 0 150 1288 648 1384 648 1 2 0 150 1288 688 1384 688 1 2 5 150 1288 728 1384 728 1 2 0 L 1136 640 1088 640 0 0 false 5 0 L 1144 688 1088 688 0 1 false 5 0 I 1160 640 1208 640 0 0.5 I 1160 688 1208 688 0 0.5 w 1160 640 1136 640 0 w 1160 688 1144 688 0 w 1288 600 1208 600 0 w 1208 600 1208 640 0 w 1288 616 1224 616 0 w 1224 616 1224 688 0 w 1208 688 1224 688 0 w 1152 640 1152 664 0 w 1152 672 1232 672 0 w 1232 672 1232 640 0 w 1232 640 1288 640 0 w 1152 640 1160 640 0 w 1152 664 1152 672 0 w 1224 656 1288 656 0 w 1224 656 1224 688 0 w 1208 640 1208 672 0

Infoallikad ja infootsing
70 allalaadimist
Segmentindikaatori Segment- D Elementbaas--NAND
6
txt

Segmentindikaatori Segment : D Elementbaas : {NAND}

w 688 128 608 128 0 w 480 192 608 192 0 w 608 192 608 224 0 w 608 224 688 224 0 w 608 192 688 192 0 w 608 272 608 240 0 w 608 272 688 272 0 w 688 240 608 240 0 151 736 144 784 144 0 2 0 151 736 208 784 208 0 2 0 151 816 256 864 256 0 2 0 w 816 240 688 240 0 w 816 272 688 272 0 w 736 224 688 224 0 w 736 192 688 192 0 w 736 160 688 160 0 w 736 128 688 128 0 w 480 192 480 368 0 w 480 368 720 368 0 w 720 368 944 368 0 w 784 144 976 144 0 w 944 368 976 368 0 w 976 144 976 336 0 151 1008 352 1056 352 0 2 5 w 1008 336 976 336 0 w 1008 368 976 368 0 w 1056 352 1104 352 0 w 528 240 480 240 0 w 608 240 528 240 0 w 720 368 720 464 0 w 864 256 912 256 0 w 912 256 912 448 0 w 912 448 912 464 0 w 912 464 928 464 0 151 976 480 1040 480 0 2 5 w 976 464 928 464 0 w 1040 480 1088 480 0 w 1088 480 1104 480 0 w 608 96 608 64 0 w 608 96 720 96 0 w 608 64 720 64 0 151 736 80 784 80 0 2 0 w 720 64 736 64 0 w 720 96 736 96 0 w 720 464 720 496 0 w 720 496 976 496 0 w 544 96 480 96 0 w 544 96 608 96 0

Arvutid i
21 allalaadimist
Paralleelülekandega loendur mooduliga 10--1
7
txt

Paralleelülekandega loendur mooduliga 10, -1

$ 3 5.0E-6 1.500424758475255 50 5.0 50 150 1104 16 1200 16 0 2 0.0 150 1104 72 1200 72 0 2 0.0 150 1104 128 1200 128 0 2 0.0 150 1104 184 1200 184 0 2 5.0 L 968 0 888 0 2 1 false 5.0 0.0 L 968 112 888 112 2 1 false 5.0 0.0 I 968 0 1040 0 0 0.5 I 968 112 1040 112 0 0.5 w 1040 0 1104 0 0 w 968 200 1104 200 0 w 1104 88 968 88 0 w 968 112 968 88 0 w 1104 0 1104 56 0 w 1104 112 1088 112 0 w 1040 112 1088 112 0 w 1088 112 1088 32 0 w 1088 32 1104 32 0 w 968 112 968 200 0 w 968 0 968 32 0 w 968 32 1056 32 0 w 1056 32 1056 144 0 w 1056 144 1104 144 0 w 1056 144 1056 168 0 w 1056 168 1104 168 0 152 1072 664 1072 728 1 4 0.0 150 1024 600 1024 648 1 2 0.0 150 1056 600 1056 648 1 2 0.0 150 1088 600 1088 648 1 2 0.0 150 1120 600 1120 648 1 2 0.0 w 1024 648 1056 664 0 w 1056 648 1064 664 0 w 1088 648 1080 664 0 w 1120 648 1088 664 0 w 1264 648 1232 664 0 w 1232 648 1224 664 0 w 1200 648 1208 664 0 w 1168 648 1200 664 0 150 1264 600 1264 648 1 2 0.0 150 1232 600 1232 648 1 2 0.0

Informaatika
156 allalaadimist
Paralleelülekandega loendur mooduliga 14-1
8
docx

Paralleelülekandega loendur mooduliga 14, 1

w 304 384 256 384 0 w 256 224 256 384 0 w 256 384 256 544 0 w 256 544 304 544 0 w 384 544 384 512 0 w 384 512 976 512 0 w 320 448 608 448 0 w 336 224 336 256 0 w 336 256 368 256 0 w 368 256 368 400 0 w 320 384 320 400 0 w 320 400 368 400 0 w 368 400 368 512 0 w 368 512 384 512 0 w 368 224 368 240 0 w 368 240 384 240 0 w 384 240 384 384 0 w 336 384 384 384 0 w 384 384 848 384 0 w 848 384 848 368 0 w 848 368 976 368 0 w 976 368 976 400 0 w 384 224 976 224 0 w 976 224 976 256 0 M 976 112 1056 112 0 2.5 M 976 256 1056 256 0 2.5 M 976 400 1056 400 0 2.5 M 976 544 1072 544 0 2.5 w 976 112 976 64 0 w 976 64 752 64 0 w 752 64 752 128 0 w 752 128 640 128 0 w 976 224 976 208 0 w 976 208 720 208 0 w 720 208 720 144 0 w 720 144 688 144 0 w 688 144 688 112 0 w 688 112 656 112 0 w 976 512 976 544 0 w 720 96 688 96 0 w 320 288 640 288 0 w 784 288 784 256 0 w 784 256 880 256 0 w 784 288 784 320 0 w 784 320 880 320 0 150 656 80 656 32 0 3 0.0 w 720 96 720 48 0 w 720 48 1024 48 0

Arvutid
154 allalaadimist
Nelja funktsiooni realiseeriv 4-bitine ALU-aritmeetika-loogikaseade
26
docx

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

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 1112 360 1 2 0.0 150 1040 392 1112 392 1 2 0.0 150 1040 432 1112 432 1 2 5.0 150 1040 464 1112 464 1 2 0.0 150 1040 496 1112 496 1 2 0.0 150 1040 528 1112 528 1 2 0.0 152 1144 56 1208 56 1 4 0.0

Arvutid
61 allalaadimist
Arvutid II labor
20
txt

Arvutid II labor

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

Arvutid
10 allalaadimist
Arvutid III labor 14 -1 loendur
6
txt

Arvutid III labor 14 -1 loendur

w 304 208 256 208 0 150 256 336 288 336 0 2 0.0 w 288 96 256 96 0 w 256 96 256 320 0 w 256 352 224 352 0 w 288 336 400 336 0 w 400 320 400 336 0 w 32 368 224 368 0 w 224 368 224 352 0 w 224 512 336 512 0 M 592 384 688 384 0 2.5 M 544 256 720 256 0 2.5 w 544 128 608 128 0 M 608 128 704 128 0 2.5 w 912 368 928 368 0 w 928 368 928 240 0 w 928 240 944 240 0 w 944 432 960 432 0 w 960 432 960 304 0 w 960 304 1008 304 0 w 896 464 976 464 0 w 976 464 976 320 0 w 976 320 1040 320 0 w 1040 320 1040 304 0 w 896 496 992 496 0 w 992 496 992 336 0 w 992 336 1072 336 0 w 1072 336 1072 304 0 w 768 208 768 304 0 w 608 128 688 128 0 w 688 128 768 128 0 w 768 128 768 208 0 w 704 256 752 256 0 w 752 256 752 336 0 w 752 336 768 336 0 w 544 256 704 256 0 w 640 512 752 512 0 w 608 512 640 512 0 w 752 512 752 400 0 w 752 400 768 400 0 w 672 384 672 368 0 w 672 368 768 368 0 w 592 384 672 384 0

Arvutid
62 allalaadimist
Arvutid I LAB2
6
txt

Arvutid I LAB2

w 760 432 632 432 0 w 632 432 632 424 0 w 568 648 256 648 0 w 256 648 256 328 0 152 920 512 992 512 1 4 0 5 w 848 416 920 416 0 w 920 416 920 496 0 w 920 528 920 640 0 w 920 640 840 640 0 w 920 520 904 520 0 w 904 520 904 560 0 w 904 560 848 560 0 w 920 504 904 504 0 w 904 504 904 488 0 w 904 488 840 488 0 152 1024 304 1096 304 1 2 5 5 w 808 216 1016 216 0 w 1016 216 1016 296 0 w 1016 296 1024 296 0 w 1024 312 1016 312 0 w 1016 312 1016 512 0 w 1016 512 992 512 0 w 1016 216 1104 216 0 w 1016 512 1088 512 0 L 1568 928 1568 1000 0 0 false 5 0 L 1736 928 1736 1000 0 1 false 5 0 I 1504 880 1504 816 0 0.5 5 I 1632 872 1632 808 0 0.5 5 150 1632 744 1632 680 1 2 0 5 150 1744 744 1744 680 1 2 5 5 150 1856 744 1856 680 1 2 0 5 w 1504 800 1504 744 0 w 1632 808 1632 776 0 w 1632 776 1520 776 0 w 1520 776 1520 744 0 w 1504 800 1752 800 0 w 1624 760 1568 760 0 w 1568 760 1568 928 0 w 1568 928 1504 928 0 w 1696 928 1568 928 0 w 1632 872 1632 904 0 w 1632 904 1736 904 0 w 1864 744 1864 928 0

Informaatika
5 allalaadimist
Arvutid I - Labor nr-2
20
txt

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

Informaatika
31 allalaadimist
Informaatika II praktikum
20
txt

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

Arvutid
9 allalaadimist
Arvutid III labor 13-1 loendur
6
txt

Arvutid III labor 13-1 loendur

5 w 592 512 608 512 0 w 672 256 688 256 0 w 672 256 544 256 0 w 704 128 688 128 0 w 704 128 544 128 0 w 592 384 672 384 0 150 272 256 272 288 0 2 0.0 w 288 96 288 256 0 w 256 208 416 208 0 w 416 192 416 208 0 w 32 368 224 368 0 w 224 368 224 256 0 w 224 256 256 256 0 w 272 288 272 336 0 w 272 336 400 336 0 w 400 320 400 336 0 w 912 368 928 368 0 w 928 368 928 240 0 w 928 240 944 240 0 w 944 432 992 432 0 w 992 432 992 304 0 w 992 304 1008 304 0 w 1008 496 1072 496 0 w 1072 496 1072 304 0 w 1040 304 1040 464 0 w 1040 464 896 464 0 w 608 512 608 416 0 w 608 416 768 416 0 w 768 416 768 400 0 w 672 384 672 368 0 w 672 368 768 368 0 w 688 256 688 336 0 w 688 336 768 336 0 w 768 304 768 160 0 w 768 160 688 160 0 w 688 160 688 128 0

Arvutid
47 allalaadimist
13-1 loendur
6
txt

13-1 loendur

5 w 592 512 608 512 0 w 672 256 688 256 0 w 672 256 544 256 0 w 704 128 688 128 0 w 704 128 544 128 0 w 592 384 672 384 0 150 272 256 272 288 0 2 0.0 w 288 96 288 256 0 w 256 208 416 208 0 w 416 192 416 208 0 w 32 368 224 368 0 w 224 368 224 256 0 w 224 256 256 256 0 w 272 288 272 336 0 w 272 336 400 336 0 w 400 320 400 336 0 w 912 368 928 368 0 w 928 368 928 240 0 w 928 240 944 240 0 w 944 432 992 432 0 w 992 432 992 304 0 w 992 304 1008 304 0 w 1008 496 1072 496 0 w 1072 496 1072 304 0 w 1040 304 1040 464 0 w 1040 464 896 464 0 w 608 512 608 416 0 w 608 416 768 416 0 w 768 416 768 400 0 w 672 384 672 368 0 w 672 368 768 368 0 w 688 256 688 336 0 w 688 336 768 336 0 w 768 304 768 160 0 w 768 160 688 160 0 w 688 160 688 128 0

Arvutid
27 allalaadimist
ALU A - B-shr A-set A-B-A xor B
9
pdf

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
261 allalaadimist
Loendur mooduliga 15 paralleelühendus-kahanev
3
txt

Loendur mooduliga 15 paralleelühendus, kahanev

w 416 272 416 336 0 w 416 272 464 272 0 150 528 192 528 160 0 4 0.0 w 576 400 576 208 0 w 576 208 560 208 0 w 560 208 560 192 0 w 720 384 560 384 0 w 560 384 528 384 0 w 560 384 560 224 0 w 560 224 544 224 0 w 544 224 544 192 0 w 432 368 432 224 0 w 432 224 496 224 0 w 496 224 496 192 0 w 720 240 512 240 0 w 512 240 512 192 0 152 448 144 480 144 0 2 0.0 w 528 160 528 96 0 w 528 96 432 96 0 w 432 96 432 160 0 w 432 160 448 160 0 w 416 128 448 128 0 w 480 144 576 144 0 M 944 208 1040 208 0 2.5 M 928 352 1040 352 0 2.5 M 928 496 1040 496 0 2.5 M 928 624 1040 624 0 2.5

Arvutid i
91 allalaadimist


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