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百个位和值振幅分布
百个位和值振幅属性
0123456789101112131415161718奇偶大小质合0路1路2路大中小
1201814174353611717610235778693774120182672541601601奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp中&nbsp2201814297393716518711345819703875121192682642602602奇&nbsp&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小320181431614548819812451928713976122202692743603603&nbsp偶&nbsp小&nbsp合&nbsp&nbsp②&nbsp中&nbsp4201814412109117209135621071724077123212702844604604奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp中&nbsp52018145695386982110146731118734178124222712945605605&nbsp偶&nbsp小&nbsp合&nbsp&nbsp②&nbsp中&nbsp620181460885691452211157851221744279125232723046606606奇&nbsp&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小72018147332636122231228911332754380126242733147607607&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小82018148933087752413191051443764481127252743248608608奇&nbsp&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小9201814922992312525142101151554774582128262753349609609奇&nbsp&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小102018150806335842615311411665784683129272763450610610&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp&nbsp小11201815114451491271412121776794784130282773551611611奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小122018152234258101281513231887804885131292783652612612奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小132018153680329122291214341998814986132302793753613613&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小142018154775669153302134520109825087133312803854614614奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小1520181554382891143132146211110835188134322813955615615&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp&nbsp小162018156230324743243247221211845289135332824056616616&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp&nbsp小172018157796022253354315231312855390136342834157617617奇&nbsp&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小182018158940363643465441241413865491137352844258618618&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp&nbsp小192018159715340333576312251514875592138362854359619619奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小202018160855477118368712326168885693139372864460620620&nbsp偶&nbsp小&nbsp合&nbsp&nbsp②&nbsp中&nbsp21201816188079411009823427171895794140382874561621621&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小22201816233013783110934528182905895141392884662622622奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小232018163318869179211101562919395996142402894763623623奇&nbsp&nbsp小&nbsp合◎&nbsp&nbsp&nbsp中&nbsp24201816424615789312112673020496097143412904864624624奇&nbsp&nbsp小&nbsp合◎&nbsp&nbsp&nbsp中&nbsp252018165547902113413123783121516198144422914965625625奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小26201816646994110151131893222626299145432925066626626奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小2720181678264891336114391033237363100146442935167627627奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小2820181688081745872151101134248464101147452945268628628&nbsp偶&nbsp小&nbsp合&nbsp&nbsp②&nbsp中&nbsp2920181698415305003162111235251565102148462955369629629&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小3020181709451178314173121336262666103149472965470630630奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp&nbsp小
预测行一&nbsp0123456789101112131415161718奇偶大小质合◎①②大中小 预测行二&nbsp0123456789101112131415161718奇偶大小质合◎①②大中小&nbsp0123456789101112131415161718奇偶大小质合◎①②大中小
和值 振幅0123456789101112131415161718奇偶大小质合0路1路2路大中小
百个位和值振幅分布
百个位和值振幅属性
出现次数0023264502420000000002963346456633229822923017112153465最大遗漏期数0036151714121336261490661031494729654706306309647478141123124175最大连出期数00121122011200000000069447875652517平均遗漏期数00969354309593030303030303030301080011124730当前遗漏期数001417012133626266610314947296547063063001470010424720
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百个位和值尾
百个位和值尾分布
百个位和值尾振幅
百个位和值尾振幅分布
百个位和值尾振幅属性
百个位和值尾振幅遗漏值尾
01234567890123456789奇偶大小质合0路1路2路大中小0123456789
12018141743536114147197083531768375323231奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp0120219416432422018142973937615158210694651879185433332奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp12212210575425320181431614548162693111108721982291543433&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小232223111865942018144121091117171041221118720913102673534奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp34232442976152018145695386918181151331229821102411371835&nbsp偶大&nbsp&nbsp合&nbsp&nbsp②大&nbsp&nbsp452425151087262018146088569419291241441331522113512582136奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp56253211198372018147332636220321311551442223122613193237&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小672633212109482018148933087721411421667535241317145104338奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp7127143131110592018149229923222521531771645251428155115439奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp0128254141211610201815080633582361164188285626153916166540&nbsp偶大&nbsp&nbsp合◎&nbsp&nbsp&nbsp中&nbsp1129365151312711201815114451492472175199319127141017217641奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小213047516141381220181522342580083186201042192815111832879奇&nbsp大&nbsp&nbsp合◎&nbsp&nbsp大&nbsp&nbsp313158117151491320181536803292192197211153222922121943981&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小4132695181615101420181547756695210120851264333031320541092奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp522710119171611152018155438289131221911375443142146511103&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp0318112201817121620181562303247413221021476563253217612114&nbsp偶大&nbsp&nbsp合◎&nbsp&nbsp&nbsp中&nbsp1429125211918131720181577960222522231131517653364325113125奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp253101312271914182018158940363663124124628743475441214136&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp36211142231201519201815971534037423135139833586312315147奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp47112432422116202018160855477181311462410923692123416158&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小58213146322172120181618807941914215735111000101234517169&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小69314256423182220181623301378101531684681171112345671710奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp71041536172419232018163318869711264179571121213456711811奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小81516472125202420181642461578123751810618131314567821912奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小01617583226212520181655479021131861911721147415678972013奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp12218694327222620181664699410019720128321515167891012114奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小21119710542823272018167826489312103211394316361739101122215奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp312208116729242820181688081745231112251054172722110111232316&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小423219127730252920181698415305341222351165180031211121342417&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小5342210138731263020181709451178451332411278193142312131452518奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp642231114913227
预测行一&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789 预测行二&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789
百个位和值尾
0123456789
百个位和值尾振幅
0123456789奇偶大小质合0路1路2路大中小0123456789
百个位和值尾分布
百个位和值尾振幅分布
百个位和值尾振幅属性
百个位和值尾振幅遗漏值尾
出现次数02642132352024552523111812121822810911514114542252501最大遗漏期数024101324242170141119036159122013141735412653278679768103225144124193227最大连出期数01211121111012111211116235722552621112112301平均遗漏期数0935914696490954494961414011002121411545994943014当前遗漏期数0451332411270190142012131452518015001042501640231114913227
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个位振幅分布
个位振幅属性
个位振幅遗漏值尾
01234567890123456789奇偶大小质合0路1路2路大中小0123456789
1201812122476113113468815161671131937957221奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp081261059142622018122937181141145699161727001420481061322&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小112371161015273201812378490665115670106183851152159572423奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp0134812711162842018124507689962167711111949321622310183524奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp12459581217295201812514783227328721222051731723111297625奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp235310191318306201812604236118119731332162141242123101726奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小3461112107193172018127321020001210741442273151253134112827奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小057212311120328201812872503331233751552384361263145123928奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp1683134122213392018129922356623417616624953722731561341029奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp07911451332234102018130975245534527751251061812811671451130奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小182215614423351120181311732977456378127117291221781561231&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小291316715583612201813286296665674792611281101131891671332奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小312417816613713201813351969116185803121395111241951781433奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp41351891772914201813430861777196814271410612235201691534&nbsp偶大&nbsp&nbsp合◎&nbsp&nbsp&nbsp中&nbsp5246191018731152018135687698882107825318111131462121101635奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小6327201119142162018136187643393113836421125141572252111736奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp7428211220253172018137514537710412184757213415268413121837&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp8529221321364182018138413068811513285861814116179124131938奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小962102314224751920181397054477126143869771151171810235142039奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小0711124152358620201814023913331371538710812164181911446152140&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp1821225162469721201814174353661481618811623173192103157162241奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp21113261725710822201814297393771591728912174181201111268172342奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小31214271826811923201814316145441610183413215193211123379182443奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp411152819279121024201814412109111711941143262032221334810192544奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp0121629202810131125201814569538661812052156372152331415511202645奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp12317302129118122620181460885699192216316148932441536112212746奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp21418312230121132720181473326366203227417659132551637213222847奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp015193223311321428201814893308772142385181710212611718314232948奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小12620335321431529201814922992332252436192111342711824415243049&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp237213413315816302018150806335523625175321242282231516253150&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小348223523416817312018151144514424726241431351291142617263251奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小45223363351711832201815223425882582731254864301254718273352&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp56224374361821933201815368032992692842365191311361819283453奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小61125385371932034201815477566992710295347629001472920293554&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小712263963820421352018155438289928113064587390025831021303655&nbsp偶&nbsp小&nbsp合◎&nbsp&nbsp&nbsp&nbsp小01327407392152236201815623032442912317469841513694522313756奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp024284184022623372018157796022230132817109522242105123323857&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小135294296237243820181589403633311413281110631311116224333958奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小2463041012482539201815971534000152139121174341237325344059奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp317311112259264020181608554777116324101378575231842674160奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp4183241232610274120181618807944217434111419636343952714261奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp519331134271128422018162330137731854112157107374531062824362奇&nbsp&nbsp小质&nbsp◎&nbsp&nbsp&nbsp中&nbsp0110342145281229432018163318869941965213161119285211172934463&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小121135356291330442018164246157752076314177121296221283044564&nbsp偶&nbsp小质&nbsp&nbsp&nbsp②&nbsp&nbsp小0312364173014314520181655479022621274151811325107131353154665奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp14133752831832462018166469941171185161921431111241413264766奇&nbsp&nbsp小质&nbsp&nbsp①&nbsp&nbsp&nbsp小251438639713347201816782648998129617203159812135152337867&nbsp偶大&nbsp&nbsp合&nbsp&nbsp②大&nbsp&nbsp36153974107234482018168808174492310418214161513246165348168奇&nbsp大&nbsp质&nbsp&nbsp&nbsp②&nbsp中&nbsp472408511133549201816984153000341111922517241435741359269&nbsp偶&nbsp小&nbsp合&nbsp①&nbsp&nbsp中&nbsp58141966243650201817094511771451222023718371546812367370奇&nbsp大&nbsp质&nbsp&nbsp①&nbsp大&nbsp&nbsp692421071359
预测行一&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789 预测行二&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789&nbsp0123456789&nbsp0123456789奇偶大小质合◎①②大中小0123456789
0123456789
0123456789奇偶大小质合0路1路2路大中小0123456789
个位振幅分布
个位振幅属性
个位振幅遗漏值尾
出现次数036355261037031351157141035151337401015221352421119102232452最大遗漏期数031213112892023251821031172811221036344770281022118583435991542422340312337最大连出期数0121111111302222111110822101122431532241111221平均遗漏期数011611771663115011273752492450022003212711343161611169716当前遗漏期数01451222023018301546812360370010101802014692421071350
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怎么求“振幅”？
振幅是指振动的物理量可能达到的最大值，通常以A表示。它是表示振动的范围和强度的物理量。振幅是指振动的物理量可能达到的最大值，通常以A表示。它是表示振动的范围和强度的物理量。在机械振动中，振幅是物体振动时离开平衡位置最大位移的绝对值，振幅在数值上等于最大位移的大小。振幅是标量，单位用米或厘米表示。振幅描述了物体振动幅度的大小和振动的强弱。在交流电路中，电流振幅或电压振幅是指电流或电压变化的最大值，也叫电压或电流的峰值。在声振动中，振幅是声压与静止压强之差的最大值。声波的振幅以分贝为单位。声波振幅的大小能够决定音强。简谐振动的振幅是不变的，它是由谐振动的初始条件(初位移和初速度)决定的常数。谐振动的能量与振幅平方成正比。因此，振幅的平方可作为谐振动强度的标志。强迫振动的稳定阶段振幅也是一个常数，阻尼振动的振幅是逐渐减小的。
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