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ab529cf365ae61ba58b830caa638d089145ea923
lab/6/схемотехника/course_project/img/bo-signal-mul.svg
SEK1RO 79231a0dfb bd2, bo mul-signal fixed
2026-02-25 10:20:04 +03:00

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A       Y0          <div>RB = B       Y1      F0</div><div><span style="background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));">RR = 0       Y5          </span></div><div>i = 0                         </div></div></div></div></foreignObject><image x="169" y="91.5" width="123" height="61" 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font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">TS = CS1    Y3          <div> RB &gt;&gt; 1     Y2     F0</div><div><span style="background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"> RR &gt;&gt; 1      Y8          </span></div><div>i = i + 1                    </div></div></div></div></foreignObject><image x="168" y="341.5" width="123" height="61" 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