第七百二十七章：基于量子理论的模拟神经信号及电信号转换的研究理论（1 / 2）

PmMvPA2CgOOHieeAuOSOmuWAk+W2l+a/oemtuOSkruWsheWeiuWMvO+dr+iZv+iwiOWskOU+Yzw+Yy88DZ2A4oKA44uc54uc55GI5qmu6Iy876Wd5oq45KS65Iih5pSt54OA6J2A5oSa55ii6a6X6aq45Jm/6Lmv5bq65Kq45I+v5qy75KC95Iaw5Yy8746Q5aWd5p6b5Y6Q5bS55ZyA4j5jPD5jLzwNnYDigoDjmKLprpfphJrnkK3lkYToqIrlu7TmtLnlh7/omoHlk73ltq7lp6TlmbvnmZXnjLzvmKLprpfpprrlvrLnmKvpgYzmnb/ktoTnjbvki7jkibnkj4TmiLnkgLvkqJzlj7zlvKDmnYDiprrlvrLnmKvpnIDijLzvtpfmrZbmtJfpiZzmo6folLjkp4Dmv7rnnp3purjki6jnuZbmhojlrr7lj4Hlk73ljrrks4XliZzmqrjko4LphJrnrpfpmojlmojlkYjmjrrks4XlnIDiPmM8PmMvPA2CgOOTgemjj+WAvOWQreWMoeayleaGuuSyleaMvO+flOemreWNkOWgh+WEmuetuOSkruWsheWeiuWonOWQneWRkOWLnOeWu+SMvO+0pOWruOSZv+iTmeaQvuWhrueNhuWhsuY+Yzw+Yy88DYKA45OZ5pC+5Yav6KSu6L2D6Yq45Kyc5rqf5Yy875ak5bml5omY5ZiI5YSa57aU5puL5rCW5o2J5pG/6ICc5oa65KSZ6Yy874a65LS55aS45Ku/5Za75Ia65J+36J+55J+U56at5aq45KCH5Zm/6Iy874+E5qic5aqk5aGy5p+55J235ZC+5T5jPD5jLzwNgoDjpZ3muofltK/orbjko4/lhJrniI7mmZXmjrvkna/opY/lmb/omYDisZLpoIrll77lmIDisIjlrJDlvYPoqaTlgLjkiZzmmL/orLvklrvksIjls4PmobLmPmM8PmMvPA2CgOOlnea6h+WGuuSRrOewo+WAuOSkl+WXmeWflOemreWEmueck+eck+eDkOWQneWSjuaSjuaNkOWgh+WMvO+PveSNv+WhsuaquOSAuOSMvO+dr+ilj+WZv+iwiOWskOWMvO+tuOSkruWsheWeiuU+Yzw+Yy88DZ2A4oKA44a65I+w5bep56CX5oSa57Gk5Yi25rGw5amX5oy877u75KG/5ISa54yH6Zm/6JGI5qic5aC95Iy875qk5aGs5oC45JSv5qGs5oC45IG877GS6aCK5Ze+5Yy875et5aq45Im45LGw5Yy876WX5p+U54e/6JGI5pm756C95JyA4pq874u45IC45Ia65JGs54Sa55Gx5Y245J235ZC+5T5jPD5jLzwNnYDin7zvm5jlpZfmn5Tnqrjkh7/ooL3kmbvnhJrnr7rnlY3lvYPojbjksbDlkYjmgbzvipXluabluablhJrnsYjnsrrkgJzmoL3kr5jmr4/lkYjmgbzvopHlu7vkob/khJrntJfpi7nkurrkjrjkurrkgbzvpZPlgYDonIDimrzvk4HpipblhJrniLHllKfltJjlgJ3nmJnljLzvhrrkrZPlq7/lvYPpk5nmkL7ljLzvt6DmoajmhJrnlYPmpq3ouITogLjkpZPlgYDotq7lqofohJrngJ3ni5znPmM8PmMvPA2CgOOGuuSxveW0mOmGkOeDv+W6h+WRneWrv+W9g+mWu+SMvO+npOWwiOWRneWPsOWOu+S0pOWruOSZv+iroug+Yzw+Yy88DZ2A4p+876WV5YGm6KC95KOC6Yy877GS6YGm6I245JyA4pq875WD5qat6ISa57iE6IC45LaX5r+h6Z235ZC+5Yy8752v6Jm/6LCI5ayQ5T5jPD5jLzwNnYDigbzvsZLpgabooL3kvonmjbjkkYjmoazmmb/onIDimrzvk4Hpga/onb/kh4zmi4nmt7XovrjkhJrnnpPmlormnqXnvrLnuITogLjkjLzvlK3lop3pr4nlhrrkoo3msbDltpfmv6Hpk5nmkL7ljLzvna/omb/osIjlrJDlPmM8PmMvPA2fvO+RsOWapOWXqumHpOWGh+WIj+WgveS0ueWKu+SMvO+nkOW0r+icgOKavO+Tgemjj+WAvOWMvO+8nOeAuOS5peWGuuSlnuedt+WQvuU+Yzw+Yy88DZ2A4oG874Sa57e75KCX5q+Y5q+P5Yyq6Y+755S45IyA6Iy875uY5bi45aOt5oi+5a+Y5o245Lm06I+755u65Lm06LGK6Lap55Sg55qB5ZyA4pq875OB6bSv6LSY5YCd54WS5pOZ5pC+5T5jPD5jLzwNn7zvsYrogbDombvnvYPoiI/lsYrouaXlmbvnjbjkjLzvuabluablqrjkgLjkmb/oiZzmqo/llrvkjLzvhJrnu47lprjljbjku63mpZ3mprjljbjkn5TnjLzvl63lsJXmqrjkr5jmsbDlgKjojIDolrvkua/ljLzvv6XonLjkjafnmb/osZLpjLzvhrrktK/ojYblPmM8PmMvPA2CgOO5tOiPu+ewiOWggua9v+WtuOSLieaWu+SOu+SEmuehrOaAuOSIj+WhrOaAuOS9g+ivj+WNuOSfueSTmeaQvuWMvO+BjOavlOaNuOScnuaCpuWMvO+EmueBjOavlOavmOa9g+mlneaRkOWWu+SMvO+5tOixiuiEmueKuOSUoOeRp+eOuuS5r+WHv+iNuOQ+Yzw+Yy88DYKA47yg5o6j6YSa55qE6Kek5YuJ5qek5a+Y5p+55KWd5rGS6be16LGK6Iy874GM5q+U5qKd6Y6Q5aic5Za75Imc5oy877Sk5au45Jm/6D5jPD5jLzwNnYDin7zvob/kjbjkob/koL3kpZ3muoflmoHlvYPosbDlubToj7vnhJrngLjki7nkhojllLrkgaboqo/ljLzvn5jpopvltqnnlKDnqYnnn5Tnqrjkvonmop3plqTlqJzlkYjmjLzvnJ7mkIjmm7rko4LphJrnpZ3muoflmoHloL3ksbDlnIDimrzvk4Hpo4/lgLzlhJrnl77ljbjkkaznrZPlnbflkL7lPmM8PmMvPA2dgOKCgOOEmuelnea6h+WcnuaQiOaJnOavmOaYv+iMvO+5tOiqteahsuaIj+WRiOaxkumbuuSZv+iMvO+GuuS0r+iNhuWCgOOlk+WBgOiMvO+XkOW2qeeUoOeekOaGuuS6uOSvmOa9g+mNuOSZv+iRiOacgOKavO+RrOeAuOSqruiqruiTmeaQvuWMvO+XreWwleaEmueGu+emr+iZv+iwiOWskOU+Yzw+Yy88DZ2A4p+876KR5YWZ6Z6u5Yy876WX5p+U54e/6JGI5pm756+Y5oq45Im55I2Q5Yy875qk5bS55YC45JSv5rS55YC45Ie45ION5aS45Ia65LC16Jeq6a+Y5rSb5oy875mA5baX5oSa57S55TEyMDKMvO+HuOSDjeWAuOSGuuSwteiXqumIj+WgveSll+aflOeHv+i0ueUwMjAyjLzvh7jkvpnnlLrkhrrksLXol6rpirjki4nmkYjmjrvkoL3kjLzvpZfmn5Tnh7/oOTEwMpyA4pq875OB6Yy877yc54C45Lml5Ya65KWe55235ZC+5T5jPD5jLzwNnYDigbzvna/oj53lkYjmtK/omL/ojLzvhrrkl67nsbDlqIrln4TmjbjkoL3kjLzvpZfmn5Tnh7/ooL3kmbvnpZ3mnpvljIfph7jknL/ojbjkkYjmjLzvhJrnuabluablhJrnsbflqofotK/ot6Dmmb/ourrkiZzmqpPlnIDimrzvk4Hpo4/lgLzlhJrnobvmjbjkjLzvtJjlgJ3nmJnlk5nmkL7lhJrnjZzmkrvnvb7nsonos7HngJ3nv6nnjLzvop3pua/lqJzlmavnPmM8PmMvPA2CgOO0ueWHv+i2ruWem+WTmeaQvuWmi+a7mOm7juWpmemOo+mEmueWu+SqveeXvuWAneeShuWavOSIjuaZleaquOSAuOSqk+WJnOahsuaVgOaQgeaMvO+Anee2oemKuOS0pOWonOWlk+WBgOiWpeW6r+iquOSAuOSJnOaYv+i5peWfq+eVr+Y+Yzw+Yy88DYKA476a6Y245J+c55i/6LSv6KWd5pOZ5pC+5Y665Lmv5Yy877S55Ye/6KWd5p6b5YeB5aq45Lev6IGm6Ia95Iy874eB5b6U5pq85I245J+55JmA5baX5qq45Jm/6Iy875e/5KC55ISa57S55Ye/6Imc5qGy5rm+6KOC6bK05qes5rSv6L2Z6D5jPD5jLzwNgoDjhrrktJfptpfmhJrnqaTloIflobLmn7nktLnlh7/ou6bnjLzvqaTljLrkrKznhJrnjpDltLnlj7DlqJzlpZfmn5Tnlrvkn6vnla/mPmM8PmMvPA2CgOOGuuSvmOaxsOW0ueWHv+ilneaem+WHgeWRvOSZgOW2l+aquOSZv+iAneeBtui0pOWruOSZv+ivmOagm+WfjuWGiOWog+mAuOSJnOainemMh+mZv+i2hOe9meiCgOOEmueoiuWfhOaIvuWvmOaYv+iWu+SMvO+ll+aflOeHv+iWu+SZu+elneaem+W2tei9m+Wxi+iOu+SMh+mHuOScv+iNuOSTmeaQvuWOuuS5r+WHv+iNuOSMvO+0r+iIueSZv+ivmOa0r+g+Yzw+Yy88DZ2A4p+874+E5ru45I+d5Yi55IC75Ia65JOJ5oiP5aGs5pm/6Iy874Gx5b2l5YuG5qGy5r2D6Z2l54a65ZGI5pm756C95KGs5o+v5oy875el5YC45Jm/6KWd5pGw5ZyA4pq875OB6ZGs54y877yc54C45Lml5Ya65IWe55235ZC+5T5jPD5jLzwNgoDjlbPni5vohJrnrbjki4nmhrrkt7XovrjkhJrnr5znr5znkaznk5nmkL7lnYDigoDjppXlpZfmn5Tnh7/ooL3kmbvnpZ3mnpvlr5jmtoTnk73lnIDiPmM8PmMvPA2dgOKfvO+GuuSlneaem+WIueSOgOagveScgOKavO+7juWLnOe0pOWtieaEmue2ruiKg+abuuSJnOadt+WQvuWMvO+3teiNk+Wwo+WzgOimguaEmuesiOiCuemEu+mCpuWGhOiFuOa5vuizgOg+Yzw+Yy88DZ2A4oG875C55Ku/5aWX5p+U54G876WT5YGA6JyA4j5jPD5jLzwNgoDjlbPni5voqrjkgLjkgJ3njovmmL/orbjki4nmjLzvpZ3mm7/ohrrksLXopa3mq7/lkLzkpa3mhJrns7fos7foprnoprnom7rkgJ3nprjlsb3lq7rohJrnvbjkj7/kk4HpgLjkPmM8PmMvPA2CgOOGuuSNk+Wylea6uuSroui2hOe9v+Wol+mnpOWEmuekruWsheWeiuWMvO+jj+WAvOWHpOWGh+WjreaMvO+RrOeGuuSRrOedt+WQvuWMvO+flOemreWNkOWgh+WEmuelneaLuOSYu+mJsuatuOSkruWsheWeiuWAneeLnOc+Yzw+Yy88DYKA46245KK0552A5oa65KWF5beZ6b2D6Yy877OC57ew6ISa57Ku6KyQ5ZmA4r6v6K256JiA4oGX5oC45Kic5Zq45JWv5o+757K35amX5qyL5oWM5Yy877Sk5Ymc54a65Le16LGa572D6bq65Imc5oCJ5qGs5pm/6Iy874Co6LuX6T5jPD5jLzwNnYDin7zvl5DlmKLprpfpqrjkmb/oh7/og4DonYDmurrkiZzmn7zvopHlprrlvrLnmKvpgYzmnb/ktoTnjbvki7jkibnkj4TmiLnkgLvkqJzlj7zlvKDmnYDiprrlvrLnmKvpnIDijLzvtpfmrZbmtJfpiZzmo6folLjkp4Dmv7rnnp3purjki6jnuZbmhojlrr7lj4Hlk73liLnko4LpjLzviLnko4LpnIDiPmM8PmMvPA2dgOKCgOOut+Wvr+itluaqiOaog+mAseW6uOSzjeW8gOWUr+aEmue/lemlrea0l+m2l+aOuOSut+Wvr+i8gOWwleaEmuelheWVvOWAiealreaAuOSwteiFu+SPvOW8oOa8gOWwleaMvO+Rj+W6h+Wjp+iuoeeGh+WEmueLqOe5luaGiOWuvuWPgeWOu+SMvO+Youmul+mWteidvuS0l+m2l+a5r+WMvO+ZlOmhsuacgOKavO+TgemMvO+0pOW5gueGuuS5gueAneeRrOedt+WQvuU+Yzw+Yy88DZ2A4oKA45ii6a6X6Za16J2+5LSX6baX5rmv5ZyA4pq875OB6ZSt556b5Yy874uJ5oa65Le16L645J+A6YW/6IGc6bCW5rmu5YSa54uo57mW5oaI5a6+5Y+B5YyS5Yuo57mW5oaI5a6+5ZSg57u45Iy8766X6ZCP5oSa55235ZC+5bCI5ayQ5T5jPD5jLzwNgoDjgJ3nrJDlhJrnn5znpK7ouIToj7DlgJ3nt7vntKTliZzngJ3nmbnovYPphJrnkbDllojmmqTllojmn5Tnpq3ljZDloIfllrvktoXljLzvtK/opZ3ms4Lnt7DohJrnmrjkla/mj7vnsrflgLzlm4rmjLzvrbjkpK7lrIXlnorlhJrnkJ3lko7mko7mPmM8PmMvPA2CgOOjp+iGkOeEmueTmOa5ruWIueSjgumvmOaNuOS2ueW2hOe+mOaIvuWMh+m8nOeEmueflOemreWNkOWgh+WonOWGr+iln+eEmueTmOaAruebuuSZv+i0r+ilneaWu+SOuuS5r+WHv+iNuOQ+Yzw+Yy88DYKA46On6LKu6ISa55OY5oCu56q45Ia65JqB5Yav6KWf54Sa55+f5Yai6Yuo57mW5oaI5a6+5Y+B5bmv5YiS6Yy8776v6I+w5YKg5Ya65IC85ay75Ja75Jm754y877e16IC45Ia65LCI5aKL5raU5p+U56at5Y2Q5aCH5Yaw5Z235ZC+5Yy874u65KGy5oCd57KX6Yy876245KSu5ayF5Z6K5T5jPD5jLzwNnYDin7zvl5DlmKLprpfpu7HnqpPlr5jmk4HppZ/nurrkiZzmjLzvtqnnlKDnjKHom7/okY/luoflpZ3mo6forqHnhoflhJrni6jnuZbmhojlrr7lj4Hljrvkpbvkr4/lk5jmua7lua/luJvntI3lmKLprpfpu7HngLjkiZzmjLzvrbjktpjpprrlvrLnhJrnj7zlvKDmvIDlvIDlsJXmqJzlh7/ojbjknIDiPmM8PmMvPA2dgOKCgOOEmueAqOiMgOiut+Wvr+iAseWoheW5r+WIkumvmOa2mOmmuuW+sueEmuePvOW8oOa8gOWwleaGveSCgOOJreeVs+a5luaxsOiBgOOVs+a5luaDheWQmemJnOaBgOOVs+a5luaGiOWut+WQmemJnOaCpuWLvuSMvO+Emue6h+WZu+ePvOW+mOaVs+agl+avmOajp+iuoeeGh+WEmueLqOe5luaGiOWuvuWPgeWbuuSZv+iMvO+LuOSiveWFg+a4uOWagOmMvO8unIDiPmM8PmMvPA2CgOOEmueageW9g+iAuOSvlOWsu+SWu+SvmOaMvO+Gr+iln+eWj+WyseagueSmreWbiuWqiuWavOS6nOaEmueJnOaAieaPveSTiuY+Yzw+Yy88DYKA44Sa56ek5YGe5q+Y5pGW56CX5puK5YuO5YaQ54O/5YSa57q65KCH5Yy874Sa55q45JWv5qm755CI5oSa54K85Zi85LaF5YGe5qW75K+Y5r2D6Yy875Cn5YSF5Yi45Y295Im45I+56aGU6IGA47OC57ew6IGA45q65ImO6LOx57+Y6Ymc5pi/6KKd6Y2J5Yq45KCK5Y2G5T5jPD5jLzwNgoDjh7/ovpTmmrzkjbjkvYPpgbDojLzvrLvklrvkgZzpsJbmua7lhJrnu6/oqJzlq6PllaHnr5jmmL/onpHngbjkhJrnu6/oqJzlq6Plmo3lr5jmuq7ooJfmjLzvmrzkupzmhJrnl77lvprpjafnmb/ojIDoPmM8PmMvPA2CgOOavOS6nOaXvuW+mumEmueJnOahsuaxsOWsnOa5oOaZgOW2l+a4uOWzueWvmOavj+WbuuSZv+g+Yzw+Yy88DYKA476v6I+w5Zu65IC45Iq45ISa56eA5rmv5YiS6ay75Ja75Jm756iK5bu45Jq85Ji/6J235ZC+5Yy874u45LWG5YWD5oSa55u/6KiO5oSa56KF5pO855aI5pyB5YKa5oyA6LOF5bS55bq45KCb5a6b57mh6YSa57m+6KOC6YCJ5rap55Sg55mW5pCd5re15p235YyS5aKZ6bap55Sg57e15p+Y5qic5a+Y5raF5aSw5T5jPD5jLzwNgoDjn5zmtpfmuLjls7nljrrkp6TlnL/oh47ngqbmhJrnrbjkrZvloaDmp6Tll43lqJzlsI7nuofliLjlvK/lhJrnrLvklrvkjLzvmYDltpfmhJrns4XltLnlkb/otLjkurjkoJvlPmM8PmMvPA2CgOOEmue/hOaqh+isu+SWu+SvmOaEmue7juW7pueHgeW+lOahsua9g+mKu+Szh+iflOemreWNkOWgh+WEmuegueSmreWWu+SAneeft+iMvO+IuOW8r+Wvieigl+aIueSAu+SvmOaNuOS2hOeqh+idt+WQvuWMvO+2hOeTveU+Yzw+Yy88DYKA44Sa56mk5aCH5Ymc5qGy5q+Y5o655KCH5bSv6KW75K+P5Yy874eB5ZGa5pKv5YSa55+U57ap55Sg54y8752v6ISa542H6aW45IO+6JSv5pmA4oqJ5aWJ5ZiA4oi45byv5bSv6IWA6JaI5qa65Iy875m/5a6b57mh6a245IuJ5pye5oKm5T5jPD5jLzwNgoDjhYPmi7rkhJrnvYPor4/ljbjkr5jmjbjkn7nkh4HlvpTmm7rkgLjkjYnlkI/ms4fompTnvpTmt7XogLjkn5TnkafnrJzmgJ3nj5rpn7fojLzvm7rkgLjkv5XpmrzktJfptpfmhJrnh4HlkZrmkq/ljLzvna/ohJrnmZTpjbjkiI/liLjlvK/ljLzvrpvnuaHpiZzmobLmrbjki4nmmYDltpfmhJrnh4HlkZrmkq/lkb/otLjknJ7mgqblPmM8PmMvPA2CgOOum+e5oemEmueMoeibv+ituOSLieaMkuWDv+WvieiEmueIuOW8r+WEmueAneePmumft+iLnOeoheWLuOS1huWFg+asiOiAuOS/lem2l+aEmueHgeWRmuaSr+WGveSMvO+HgeWRmuaSr+WJnOa9g+muoeeEmue0r+ilneaaruWEp+iOu+S2hOe9meiMvO+ro+WajeWvmOaYv+iro+WVoeevmOa6ruigl+aflOe2qeeUoOeMvO+vmOaEmueMkOWNuOSflOeRp+esnOaMkuU+Yzw+Yy88DYKA476v6I+w5YKg5YC45ISa546Q5YCc5rS55Yq75Iq45J+U56at5Y2Q5aCH5YSa56a45bG35aqH6Jm756ic5aOt5p+55J235ZC+5Yy876245KSu5ayF5Z6K5YyA6D5jPD5jLzwNgoDjoaDmpq3lhrrkgLzlu6bnh4Hlkq/lvpTmj7vnsrflsbDlqZfmn5Tnpq3lp6TlhJrnmoDprpnmjLzvhJrnhbjmhbjmt4blt4blrbjkrZvloaDmjLzvp6Tll43lPmM8PmMvPA2CgOOlnea3teiGuuSajuWTteaEmueQuOaQgOmfueSzkeW0ueWMvO+tuOSCuOWOn+WonOWvmOa/vuSzjeWMvO+Hv+iAuOS0ueWPsOU+Yzw=