多思计算机组成原理实验：模型机课程设计 全部资料

BUS,141px,404px,CP0$74LS273,108px,309px,CP1$74LS273,276px,309px,CP2$74LS181,113px,208px,CP3$74LS181,302px,192px,CP4$74LS245,208px,93px,CP5$Led,555px,295px,CP6$Led,570px,295px,CP7$Led,585px,294px,CP8$Led,600px,294px,CP9$Led,615px,294px,CP10$Led,630px,294px,CP11$Led,645px,294px,CP12$Led,660px,294px,CP13$74LS273,1199px,327px,CP14$SequeTimer,696px,194px,CP17$74LS374,743px,501px,CP18$Switch,114px,546px,CP19$Switch,135px,548px,CP20$Switch,154px,546px,CP21$Switch,172px,547px,CP22$Switch,211px,548px,CP23$Switch,190px,547px,CP25$Switch,229px,548px,CP26$74LS163,325px,547px,CP27$74LS163,509px,553px,CP28$74LS245,385px,464px,CP29$74LS273,1077px,571px,CP30$Switch,77px,638px,CP32$ContinuousPulse,690px,286px,CP33$Switch,739px,286px,CP35$SinglePulse,759px,284px,CP36$ORgate,902px,240px,CP39$ORgate,939px,231px,CP40$ORgate,978px,223px,CP41$ANDgate,893px,275px,CP42$ANDgate,932px,304px,CP43$ANDgate,957px,275px,CP44$Switch,1379px,343px,CP45$Switch,1350px,341px,CP46$RAM6116,1055px,474px,CP50$Switch,714px,642px,CP52$ANDgate,899px,621px,CP55$ANDgate,68px,304px,CP56$ANDgate,454px,322px,CP57$ANDgate,1105px,335px,CP58$ANDgate,739px,623px,CP59$ANDgate,1233px,627px,CP60$74LS245,117px,462px,CP62$Switch,251px,547px,CP63$Led,1376px,70px,CP66$Led,1354px,72px,CP67$Led,1335px,75px,CP68$Led,1391px,69px,CP69$Led,703px,124px,CP71$Led,643px,470px,CP75$ANDgate,1268px,624px,CP79$NOTgate,1272px,580px,CP80$Led,617px,465px,CP93$Led,595px,465px,CP94$Led,575px,468px,CP97$Led,722px,124px,CP98$Led,741px,124px,CP99$Led,760px,124px,CP100$Led,1411px,67px,CP101$Switch,814px,209px,CP117$SinglePulse,718px,286px,CP118$74LS175,19px,93px,CP119$ANDgate,96px,161px,CP120$ANDgate,150px,109px,CP121$EPROM2716C4,994px,117px,CP122$Led,1303px,75px,CP123$ANDgate,858px,283px,CP124$ORgate,865px,239px,CP125$ANDgate,817px,274px,CP126$ORgate,828px,240px,CP127$Led,1378px,190px,CP129$Led,1408px,190px,CP130$Led,1434px,187px,CP131$Led,1486px,191px,CP132$Led,1459px,188px,CP133$Led,1351px,191px,CP134$74LS174,844px,99px,CP139$&CP0Pin8ToCP27Pin2,CP0Pin9ToCP27Pin3,CP0Pin10ToCP27Pin4,CP0Pin11ToCP27Pin5,CP0Pin12ToCP28Pin2,CP0Pin13ToCP28Pin3,CP0Pin14ToCP28Pin4,CP0Pin15ToCP28Pin5,CP0Pin40ToCP18Pin1,CP0Pin41ToCP18Pin2,CP0Pin42ToCP18Pin3,CP0Pin43ToCP18Pin4,CP0Pin44ToCP18Pin5,CP0Pin45ToCP18Pin6,CP0Pin46ToCP18Pin7,CP0Pin47ToCP18Pin8,CP0Pin48ToCP30Pin1,CP0Pin49ToCP30Pin2,CP0Pin50ToCP30Pin3,CP0Pin51ToCP30Pin4,CP0Pin52ToCP30Pin5,CP0Pin53ToCP30Pin6,CP0Pin54ToCP30Pin7,CP0Pin55ToCP30Pin8,CP0Pin56ToCP50Pin19,CP0Pin57ToCP50Pin18,CP0Pin58ToCP50Pin17,CP0Pin59ToCP50Pin16,CP0Pin60ToCP50Pin15,CP0Pin61ToCP50Pin14,CP0Pin62ToCP50Pin13,CP0Pin63ToCP50Pin12,CP0Pin72ToCP14Pin8,CP0Pin73ToCP14Pin7,CP0Pin74ToCP14Pin6,CP0Pin75ToCP14Pin5,CP0Pin76ToCP14Pin4,CP0Pin77ToCP14Pin3,CP0Pin78ToCP14Pin2,CP0Pin79ToCP14Pin1,CP0Pin96ToCP13Pin0,CP0Pin97ToCP12Pin0,CP0Pin98ToCP11Pin0,CP0Pin99ToCP10Pin0,CP0Pin100ToCP9Pin0,CP0Pin101ToCP8Pin0,CP0Pin102ToCP7Pin0,CP0Pin103ToCP6Pin0,CP0Pin112ToCP2Pin8,CP0Pin113ToCP2Pin7,CP0Pin114ToCP2Pin6,CP0Pin115ToCP2Pin5,CP0Pin116ToCP2Pin4,CP0Pin117ToCP2Pin3,CP0Pin118ToCP2Pin2,CP0Pin119ToCP2Pin1,CP0Pin120ToCP1Pin8,CP0Pin121ToCP1Pin7,CP0Pin122ToCP1Pin6,CP0Pin123ToCP1Pin5,CP0Pin124ToCP1Pin4,CP0Pin125ToCP1Pin3,CP0Pin126ToCP1Pin2,CP0Pin127ToCP1Pin1,CP1Pin11ToCP4Pin3,CP1Pin12ToCP4Pin2,CP1Pin13ToCP4Pin1,CP1Pin14ToCP4Pin0,CP1Pin15ToCP3Pin3,CP1Pin16ToCP3Pin2,CP1Pin17ToCP3Pin1,CP1Pin18ToCP3Pin0,CP2Pin11ToCP4Pin7,CP2Pin12ToCP4Pin6,CP2Pin13ToCP4Pin5,CP2Pin14ToCP4Pin4,CP2Pin15ToCP3Pin7,CP2Pin16ToCP3Pin6,CP2Pin17ToCP3Pin5,CP2Pin18ToCP3Pin4,CP3Pin13ToCP5Pin4,CP3Pin14ToCP5Pin3,CP3Pin15ToCP5Pin2,CP3Pin16ToCP5Pin1,CP3Pin17ToCP120Pin0,CP4Pin13ToCP5Pin8,CP4Pin14ToCP5Pin7,CP4Pin15ToCP5Pin6,CP4Pin16ToCP5Pin5,CP4Pin17ToCP120Pin1,CP4Pin19ToCP3Pin21,CP5Pin10ToCP0Pin104,CP5Pin11ToCP0Pin105,CP5Pin12ToCP0Pin106,CP5Pin13ToCP0Pin107,CP5Pin14ToCP0Pin108,CP5Pin15ToCP0Pin109,CP5Pin16ToCP0Pin110,CP5Pin17ToCP0Pin111,CP14Pin15ToCP44Pin0,CP14Pin16ToCP43Pin0,CP14Pin17ToCP42Pin0,CP14Pin18ToCP124Pin0,CP17Pin4ToCP55Pin0,CP17Pin4ToCP56Pin1,CP17Pin4ToCP57Pin1,CP17Pin4ToCP59Pin1,CP17Pin4ToCP100Pin0,CP17Pin4ToCP121Pin0,CP17Pin5ToCP58Pin0,CP17Pin5ToCP60Pin0,CP17Pin5ToCP79Pin1,CP17Pin5ToCP99Pin0,CP17Pin6ToCP98Pin0,CP17Pin7ToCP71Pin0,CP17Pin7ToCP139Pin8,CP18Pin11ToCP0Pin39,CP18Pin12ToCP0Pin38,CP18Pin13ToCP0Pin37,CP18Pin14ToCP0Pin36,CP18Pin15ToCP0Pin35,CP18Pin16ToCP0Pin34,CP18Pin17ToCP0Pin33,CP18Pin18ToCP0Pin32,CP19Pin0ToCP62Pin1,CP20Pin0ToCP62Pin2,CP21Pin0ToCP62Pin3,CP22Pin0ToCP62Pin4,CP23Pin0ToCP62Pin6,CP25Pin0ToCP62Pin5,CP26Pin0ToCP62Pin7,CP27Pin10ToCP29Pin4,CP27Pin11ToCP29Pin3,CP27Pin12ToCP29Pin2,CP27Pin13ToCP29Pin1,CP28Pin10ToCP29Pin8,CP28Pin10ToCP75Pin0,CP28Pin11ToCP29Pin7,CP28Pin11ToCP93Pin0,CP28Pin12ToCP29Pin6,CP28Pin12ToCP94Pin0,CP28Pin13ToCP29Pin5,CP28Pin13ToCP97Pin0,CP28Pin14ToCP27Pin6,CP29Pin10ToCP0Pin23,CP29Pin11ToCP0Pin22,CP29Pin12ToCP0Pin21,CP29Pin13ToCP0Pin20,CP29Pin14ToCP0Pin19,CP29Pin15ToCP0Pin18,CP29Pin16ToCP0Pin17,CP29Pin17ToCP0Pin16,CP30Pin11ToCP50Pin7,CP30Pin12ToCP50Pin6,CP30Pin13ToCP50Pin5,CP30Pin14ToCP50Pin4,CP30Pin15ToCP50Pin3,CP30Pin16ToCP50Pin2,CP30Pin17ToCP50Pin1,CP30Pin18ToCP50Pin0,CP32Pin0ToCP1Pin0,CP32Pin0ToCP2Pin0,CP32Pin0ToCP119Pin0,CP32Pin0ToCP27Pin0,CP32Pin0ToCP28Pin0,CP32Pin0ToCP30Pin0,CP32Pin0ToCP14Pin0,CP32Pin0ToCP139Pin0,CP33Pin0ToCP17Pin0,CP35Pin0ToCP17Pin2,CP36Pin0ToCP17Pin3,CP39Pin2ToCP139Pin4,CP40Pin2ToCP139Pin5,CP41Pin2ToCP139Pin6,CP42Pin2ToCP39Pin0,CP43Pin2ToCP40Pin0,CP44Pin2ToCP41Pin0,CP45Pin0ToCP122Pin12,CP46Pin0ToCP122Pin11,CP50Pin12ToCP0Pin63,CP50Pin13ToCP0Pin62,CP50Pin14ToCP0Pin61,CP50Pin15ToCP0Pin60,CP50Pin16ToCP0Pin59,CP50Pin17ToCP0Pin58,CP50Pin18ToCP0Pin57,CP50Pin19ToCP0Pin56,CP52Pin0ToCP28Pin9,CP52Pin0ToCP27Pin9,CP52Pin0ToCP28Pin6,CP55Pin2ToCP18Pin10,CP56Pin2ToCP1Pin10,CP57Pin2ToCP2Pin10,CP58Pin2ToCP14Pin10,CP59Pin2ToCP28Pin1,CP59Pin2ToCP27Pin1,CP60Pin2ToCP30Pin10,CP62Pin10ToCP0Pin7,CP62Pin11ToCP0Pin6,CP62Pin12ToCP0Pin5,CP62Pin13ToCP0Pin4,CP62Pin14ToCP0Pin3,CP62Pin15ToCP0Pin2,CP62Pin16ToCP0Pin1,CP62Pin17ToCP0Pin0,CP63Pin0ToCP62Pin8,CP79Pin2ToCP80Pin0,CP80Pin1ToCP50Pin10,CP117Pin0ToCP134Pin0,CP117Pin0ToCP122Pin5,CP118Pin0ToCP17Pin1,CP119Pin7ToCP126Pin0,CP120Pin2ToCP119Pin4,CP121Pin2ToCP119Pin6,CP122Pin14ToCP41Pin1,CP122Pin14ToCP101Pin0,CP122Pin15ToCP40Pin1,CP122Pin15ToCP69Pin0,CP122Pin16ToCP39Pin1,CP122Pin16ToCP66Pin0,CP122Pin17ToCP125Pin1,CP122Pin17ToCP67Pin0,CP122Pin18ToCP127Pin1,CP122Pin18ToCP68Pin0,CP122Pin19ToCP44Pin1,CP122Pin19ToCP43Pin1,CP122Pin19ToCP42Pin1,CP122Pin19ToCP123Pin0,CP122Pin19ToCP124Pin1,CP122Pin20ToCP126Pin1,CP122Pin21ToCP3Pin12,CP122Pin21ToCP4Pin12,CP122Pin22ToCP4Pin10,CP122Pin22ToCP3Pin10,CP122Pin24ToCP4Pin9,CP122Pin24ToCP3Pin9,CP122Pin25ToCP3Pin8,CP122Pin25ToCP4Pin8,CP122Pin26ToCP18Pin0,CP122Pin27ToCP62Pin18,CP122Pin28ToCP29Pin18,CP122Pin29ToCP5Pin18,CP122Pin30ToCP60Pin1,CP122Pin31ToCP59Pin0,CP122Pin32ToCP58Pin1,CP122Pin33ToCP57Pin0,CP122Pin34ToCP56Pin0,CP122Pin35ToCP55Pin1,CP122Pin36ToCP27Pin8,CP122Pin36ToCP28Pin8,CP122Pin37ToCP79Pin0,CP122Pin38ToCP50Pin8,CP122Pin39ToCP4Pin21,CP122Pin40ToCP3Pin22,CP122Pin40ToCP4Pin22,CP122Pin41ToCP121Pin1,CP124Pin2ToCP125Pin0,CP125Pin2ToCP139Pin3,CP126Pin2ToCP127Pin0,CP127Pin2ToCP139Pin2,CP139Pin9ToCP122Pin10,CP139Pin9ToCP132Pin0,CP139Pin10ToCP122Pin9,CP139Pin10ToCP133Pin0,CP139Pin11ToCP122Pin8,CP139Pin11ToCP131Pin0,CP139Pin12ToCP122Pin7,CP139Pin12ToCP130Pin0,CP139Pin13ToCP122Pin6,CP139Pin13ToCP129Pin0,@140