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-KOEZQ4ocygocHvTEv/KmteihyOUXonzXeKhJDl56yos=1I8skCEpY6DRsv5UPsZ8L4tl6HfZHreAPK3KX07w37L2sAoI=1wjrnrjDm0ES1S2o5qj3HT3fT2LXqPjtMyjwwTqlKK4PvfA==1XzAiVs8yJv9tVXvqE1MT6ly+k2SULBetHd8ZLEmC9Anabg==1j3bXaLBf2xGI77OCDr93nWINiYrmYSOmu/8i2x8zhH7Frw==1h5+Xnbzw3fMDG6UC9uZLp6qqkNaFnTRRELix0iaYr6FEOw==-XoHRASlesHjx0xgYZaakItR0ozi6Uqr30/YGfqYo505w1Q+F3SdQsoRaTuUyPqGuBq7dfxDkG2bU7/hwwnpJ1zBqC9Tw=-LSFaEvupCpmscnWxUrheRkEjgnV5TdMEQmUnT+jG9Xjh155N8JKnISVp7GB0Px05dDloDMt/+Mz88/dZBSZQNhTY59w==-olH/EvSbchgS3spGza7VT/DDaLoffIoUikysI1AX/M3i1fQTcBjbZUj3a6w3PZxNCmIB92lBmic/kUk90mfDq3Wp3wA==1DNxIZI+NkfwDzGUJoANIIyRsrWsaowUeyg/lmqyeL9KS7g==-2gHNEhgguBbVLBqG8u4qXiPha/gQ8sCE96nROyjUqAk=1vjI9OI3wqiHMrF2NvGL6tG6AqcsNjwVmPKJiBfMoy+eOcA==-hWKJ+WFtghmA/ZfAdRLHGhoswYAKEC+vmk5BA535nGk=-HffJQPMnhOCAlCN74G36xlCOZl/D0MSP8TbKN9LN6Zv95u3jgnVA8zjJiXHzlroLIgJzr64UsKPPD3iOOb4hawUl4kY4TNF4=QijhEQ00jotpy+pE6IbMkfQGOrC4cecCg/5pxIhs6cGtvfNccm/qS1v7e6Nv2pEEafIziyDAgJi0X/5s=-3f9GiimCm3LnKtO1kCpvoOQqbYjgGsSkuN91cKQ+IWQ=-+vb0WXMtrlRMMcny2+Q6Oj1FfYfqQ+IJ/CPknlUdpAg=-PjM9xJLSbKrg5XuvfkrnDjkJ1dgv5ksRPVf+rPSH42s=-4uUiJOcGeyBlB0O5YcgGsTP5zMoJ5Zr8ZDLqQWefuw==RYU9dPQnar0fx0EbGTjFYb9l9A==9Cs5RAxWonYG4392BwMf4QpWwg==hGhEOgtY0zWgglrizW3eIKRX3w==VS4OR07iG5AR7C8dorM2RJb5+Q==6GI22ihVAiNrkpI5uB21CrP3iQ==CQQF/6isCmP+zclTS9VBCOD3xQ==%007VyzrIneYEVAZM9dZQqBRJ3Jr+zMMIXCcE%uBGV5K1t5yzTvLcvxvyKw0cSAHJvUZyEBs17wB5VHXndK6BQglPcjXrDLQ==o7bdvz97DeSjxxSZWMPT5Q==%sDxsXoontem85oq1Vd06C1YpWqEMPBDG8g==%/lNuz2oXvdQ9TSfpQpmQbdyIvg6CX4ip9g==%AK3B83WpqPPxEOL8PO86MByoWtoh89qFUg==%N4ZwXwm1qCLtwq9HPpDcExjZN+HLYyCvOA==-nUlyiixHT2YzZITFVd2W1TOMIJWLmHQFI22QPjZF+oc=)B7gzVNTQlKoBj7by55i7FdSKGJP0d4KHtm7un8Ny)X/w+NMxMZR8g4bUrKIsV6A9uwZc6dAmt0n0B2kbxJK9mw8ycIHLNEBtTayXR2bco3CQ=V++Idk+2oIwiyxKut2/VLNdRNqc=Loi7ccBj6aGbYW1hS4w8gDBWYgwxhOGOeihOzkTbPbIQwuw=CRcHS+i5nc4cBbIq-u3jgnVA8zjJiXHzlroLIgJzr64UsKPPDjyOv2rzY9g==aijhEQ00jotpy+pE6IbMkfQGOrC4cecCgoUoYtNf2P1paOIBxTYRF748N9nteIdX0O4d8cDixmxiFG9xGcbtd2uBg3x7B7LeZMPS+WVBQ6MjANUhHPu4vnnLgsVGU9Uu/IfSdXyMz6RmuagMM53TyY1zdWgH909QvSeToyNA3PrQ==6CTjId9PIfoqx/SL7WCWHbOnCRcHS+i5nc4cBbIq191ML6c4jT8MRJhIRfQL/LLo-nUlyiixHT2aJFdOxaj5VjK003Co3rZ/wuuLTKLJeqg==)B7gzVNTQlKrYfwX2bm28gdaKQ1pQlhudzSvVurI=)X/w+NMxMZR/BEWqBPGa+bsMvkLbC6BNv3biTW6E=wB5VHXndK6CEleLXtmE=9b+FmB266E5weu8JsOA=bJXoApOSsrLC2tH3C0dg!H6xx+ReK7Dr25YYJqg6eqbD306X4zfE=!FfoVARsOPoWTS1KkiIhNB0xUWbxkEh4V!JpTEoH0HKIPFC4yk9ePf4Hax0lNcFUI1-Uzs719p/l3IFoPm1ulrcL+AbH2PjWI2eqwbh/mh0AA==W6EAA+GAk7EIgJTnF+zHudo=FbZ6q9290ZvDmw39gImOW1E=!uCblkFFerYXxYcwG/K6+/MM6CjreT2M=!7ZHElucC8z0mqL519SMkepJDkg4filk=!XaRmrZ+XWG0j74qgy1sOmnC41LwQV+M=!OnakJNVkzsC/MCQuFk0IuLG7zRTFnr0=)m9MdTA7O5Zqz1/d2wOHZwOmvdqZih6862tgMeLE=)3f9GiimCm3IZggOTxE8zoaqpPeUr5QI69OezND2N)XHwTfls9xChbcFnQQI46kR1XVeTxYqAbPgKIIckT)V6MDdb4G9mYfqQffBsgKn57+FUkPpgilS/jGT1tWGN0Rko4SCdCYN57RecwiTZ0=S1nWPU2HP5HDEu9UeblK2nc=irgTtA/qVgfW69YzLtazKGI=bpSbVCkxZOdV4eHLYn09DmM=-u3jgnVA8zjJiXHzlroLIgJzr64UsKPPDjyOs2rzY9g==QijhEQ00jotpy+pE6IbMkfQGOrC4cecCgG3M5+Q/+1mdq+FkpHBUQ9f+wBgoJxqpykx+EN7msxJGFliU=-CgVFBu/YHMvAKSytsZW+0IQb6rx7K6OLiIwxnrvukXR7%+cIMAOiIjQGfg4ybCwOE9wuVZoC9BZIUEEnp)X/w+NMxMZR+zMylWTi9rQfBsAo+6lCKZzNVaTA==L7oKMfihw69pZzoGnQ==Au3jgnVA8zjJiXHzlroLIgFhJf1M6/TzuAbqVScXAgR2Gnd/FXGDYSohQPcGnKn6yaijhEQ00jotpy+pE6IbMkfQGOrC4cecCgG3M5+Q/+1mdq+FkpHBUQ9fbquhXY0zeU9bExyQsNLLWXPQwcSrR6m8czLvHVgI875x9IxAPc+vT2i5N5PfYJDsM1QqKT/+XNJ/KH2jbJRpu6AXFtYjL7wExMcBhApB/BsuH9AwZkAvGNA9GmnkAY7ToW9WlGIT06VkJjyrs/cJKbvtISi0iNAyr5qyIxMcBhApB/BvwRjmhOIxu1CWJsS1bTV4FQwIoxymcoyU0XRqBhPYimpQlu0vRZFK8j6wbcs0=Mqrdrcx1YgtA53D86ZXXuXOCfJbuGge7Ql96tVAx6tTvfOJFBmuzsoHchq5W53gWHZVxjXKn5TOZCQvDwG4ZZMG70FoM38qu+n2hx3p440cyjNRwmDEnotwk2d9GQDmx4VBQvhFYoSRNCPl6LQ/JTp7yaSkP8=9u3jgnVA8zjJiXHzlroLIgFhJf1M6/TzuAbqVScXAgR2IrGc/Q4yStt53aijhEQ00jotpy+pE6IbMkfQGOrC4cecCgYBC6wygrJ95bdsYpCsTOKku2iK+nLlclJyXOEv1GuG/Fj+521ooyMjmUCQUwaj6g2VAE//5phol1zw==M6gvtUWq6mzVCnKoQgT6swCGTmyRXUmNU7/hQaxspA==AUPwC9y4BfhIv7uHleLkzChgpHi9XxfMFDQqSwQnmgwoj4B6Tn62Mg4InQbRLckw=-LoR6lVnkJirZOSkZmz67hoRDQ3RMvACNNjq8dD0iYqs=yroktpRWpqcnQxjpwmaPnANXe4eJMWEI6Hfdr1+WVcx+anB4gYkb7wVclAF3F8CTEvFZ8/RokW0kS/11MkyJKrP3PUHYa08oxnYjxGzVQJAyMG1sJdwThRLjY9u3jgnVA8zjJiXHzlroLIgFhJf1M6/Tzu0F13zeWNaAKL7gp8vLHOIbNCmijhEQ00jotpy+pE6IbMkfQGOrC4cecCgYBC6wygrJ95/KNCrX1IA70Zjv5uP5HvQR9aSw3ZWtyjPgDFG4ij3WZXx1LbcaqY7PDKLIyeKJd/1]Wjx5ZgixXUZae7fkb39uEEEc2gFRy2l+R4goQG55E/Gt0RiBLslOQQmWbIord5NzEkn1hfGNjmFF/W+SH58Ibh/OmWdF]QMKlFnNJY208/oUCccqGZY+sGcAF88q/3AC/Kw8/c6Kk1bm/SuoBm984gyR8DJ3BHghpYUAhq4QNOjv85ZMJbzwTuhn4]q1HUfffAjWRAXL+clDs0qXSDI046yy/pLk/sLSEci6CFMgcqZHHSYbReVCkkrfHxaepsxBtro/jnpTkV8wRNFT3a/qP/]/NI/xg/LIKkMv4E3Ag13etSxjwKIcAUKyQwzLeyGyrT5JbCoqG0FxMmC0KWuuCDlCU5n9qg2sNuxxH0OPZc7JY2mKWbZ1u3jgnVA8zjJiXHzlroLIgFhJf1M6/TzuyrWeSNJDmzbNFw==iijhEQ00jotpy+pE6IbMkfQGOrC4cecCgEQYg6sccVMy0ID7iwtmpt9/L9goOEoL/vUf9gk5t7Ry7GEYjsCAkbKdWpbxC/ETom3v1/i4=mRBkqXfmih+EcVejjIptWBR333Sm70rSGIdL20gxoXqaZAwGQhJIM7OELj0dGsX1xOrRnOXTqnHp0Ib27GlfKKI2zHmYW7UWUDOsEOwU/VsoBQtdTB/EhO3Q1dDLdlz8hw149IhBkeww8LWETaayhii04oOOwlM1nGSTNov7mwvkjr9VUSpomuWL/zlA==1Q+F3SdQsoRZlwBpzqsXeYm+32TEH6sA8/vS8XfMahKBFsePx1knco5ZMht50XzNUs7P2sf702keZvO5fGcR8uyRF8Ny7cQRNK-og5C2M4RdaOIyvfF4osi++l4A3BtMYFRHmweCnGJ78I=-09SUmMRyGdqgyMH61/zFww6vdFLFp0hV9SHIOldGbwQ=IxWagmAFYe9rVTjmIM0YXVhocNBnhhIP+t9AVoU2CpLUK5R/akPmFncmTaSU23AuPM+R9OQ==Ijfr7q48JOjVbHxpDmNUu427Gej50wXiaZadjRCQAIUOs9PTmGZv8GWQLbA4MPm8kLEfANik=ikXfI+Y0HpusElvpcRh6D4c+b+newf+Zfxb3yLL0hQeEwTavSeDDdqzI1fdZ8d+DMdS3y8TsP0bNqF538+LyXIGL+GpMndRrA930nZQ==m1n1CczWIISaxNLJqOsAXX1blaRQjT45S7OTYYckb1lSa+Y+eEZkP++h/z4WG4z6gzHvgkj2mVcQVJCZRRQmzomG6DNTgSW5j5RM1e1hFvaWghh8=mtYRFtN9HXVHmJW3RQmjoxBlzWVzujEZLkRu3bFsW0UUIfMRYYaroMl6UliLiuPL4mwlRWykYF6e5enO6Z1MbpTl3IoR2JrQ3E1LjS9UwF40=9CRcdILBGLaizf+6L0D6C1u/Kv+Viio5Ss4/XUO9bXoWVIxMB+fsHFPthiOpnd/mE61qKPbC2sognRXRG80KrEfQa1aqsU0BIKmGu4SWgVC0zXEl+5plD8pFecLLSvfVQZ1S9jd4lFeD93CroSxCNhvjpjMorZKshS9CRcdILBGLaizf+6L0D6C1u/Kv+Viio5Ss4/XUO9bXoWVIxMB+fsHFPthALeLdl/sx+xkOaaVGMOXAz0K164zZaks/e111FSgpPlycq82uaIUZSTZEF/4SWw==AWg+eQHXKAUGRkT2v9w9QN1Wz9XING2D31uP5g3EhGvuhMQNshXQuSEcWJ1Uo3g==-4WPTgvCt23FG06FnLg82vmspsT6OxC8D1e94c6spPU0=]7H5Q8G3uGk7dhgnYyPWeLjEp6irRCcPiP4aSgYG8CXIN54ZM/SWJjDb/owtMFu4oOWv6CY5ThEhGNQ1O2tuUpjIvhQ==iCc2gzRiGwTeqUjSIRyVBBW9BZeZMwKr9kYCpD1aFo//KQQhnmPyZ90znwWz0CgZILxjDwy3pzRL227V1wlgTblrWSV2yE1QtmTvBpscA=LoR6lVnkJirKV5HvnPrnnSnqMU5KMSUSGXOsOyHmAdemRT3juu8XPVyNxfc==LoR6lVnkJioRTOPIPAaDA+0/tdJtVcN0fQ4lqF/oSjnxGwwxMQZ6TJ3TGV8==LoR6lVnkJiqPE2F6gUIPuOXchk4F1IYau8zxEfqa8TX7T2HobqGbChJWJvQ==LoR6lVnkJirE/okXoKbsyRGfSHvThBMN5W6HFxPCTMdVuCaffjTzoD6q2l4=-LoR6lVnkJirZOSkZmz67hoRDQ3RMvACNNjq8dD0iYqs=U8E86gG0ChDy251u9ZjoRbAz673pWIH7RwGLC3aHQ6ZRW26Cp/dLkpC42hnOMTDI6cWk+BhjtZlwrN8WtjkI=UOY/zr4UTkA+6d2gke56X0w1KXagZFM0JCzzSEc3BC9wY9ShRyeNlpOLvemDwqEYNiSZAH1EDuH4s8KxiZlE=ulziv5jhDr3j98rg3fl/cTqnwV9BwBCZZ2wR4z42Q6UWnYvu3MW0aE81Tz5lU9eBqa1Z/9U7vSULQrSxkN3NWKVkRZ0bL/uZA6AR/m+Hd1AXuaFV8U4c=rrW3FXxZ2dQY6j3kGOEyEw==!u2qjFgzmN45d7W39BNKo+zoSQZCw+Q==5aD83cDLy+/kpqonveg1aQ==!d9eFfBltWP4qir1Bzw2/VF1mPn3eOA==fwNrEoyEBBa44rOd4or5E3lghP4=!gztzw45YheFwMPPK2Bs8i63YSVFr2A==!3xb5bOJesE0/dYDBOsVoCcbyPdj2vQ==1V+qEw7PJhTwRI9cM3mEvQ==XDaTzpa2Mga6eEHOhomSybY=!vJuu046GWNvk0UNsAPN71TOcyW7E3A==!rKX3BK0SOee+sm6BuAoudWe5KwQiBuSF!y8iXB0iUDS32vGthTxN3+l7IRnvH+Ao=!N+0T0V0DGEeyWEN3/f1eqcEjn4MiKsIeIEdOTS74NdzLfpPq+sbtg+0=!w3Gya1faq/oToMyfGTcUIPkfmGLYga76%KwPj6YUsXm3BhyzLoaYjGZOWs44gN9WI8w==%u3jgnVA8zjJiXHzlroLIgFhJf1M6/Tzuc0k=ijhEQ00jotpy+pE6IbMkfRtDzOpDCnGMnyFFnGDuG9VXPiRH8LGi/byjkST+lo8bAkjT2Y9ZO/6ILsykZ8L+liln2VLfLNVJgmm6/YYLE1/QKH1/S29Pl8WiVnbWyuBx=ErHQPXlHwRyOhhovJoY/aKKZjuHGG05uSvj6lPT/EWBXZHz7kMizoRH8bA==9ErHQPXlHwRxjx9X8FsHhWrsbTuZb5geoIg57GX31QBoEtpO0hFIRGkrh9ErHQPXlHwRwTZP4XR2YUr9VPz4SEPurwnp4ouv/itm+hmwg9OVbLV6Bz9ErHQPXlHwRw4wTJShfPkNf+T/udmBebjxpocV5WOJmXUT6HTllC7Ug===ErHQPXlHwRyqH74GIV0CpBQ67ZBTsbr994/h0kyrd1ciLE3D9t3xBOSqqg==9ErHQPXlHwRxtgm+aPsqibSSmrzHBWaXwTmyrKY3S9ohVwEk+4uT/r8SP5kuTQrz0TnVWhG9nRCoLWHJrpDfKlYOeQ9WoYZKeS0df+KWj8slNB=kuTQrz0TnVXgkW5Uns/D5mQDk6c2vTmAPJtKiBdNfpLkERFm7TPIkPgVLUkIAErHQPXlHwRzujawpoaVIEwVUbRmRK2atdz/GzxwjmxalFkUXpFLF23MpCYBPuxw=pmFfIAhLyF5D6XchgahIuw==rQ+zrq+j3U6W2Tg3kYUFAQ==JFhNqVe92WNEhcTT3ASRlU5XLwOnyFgLly9XNjInF4y6BQ==1LoR6lVnkJircuytyb8P3E3Y/Gy499bGlfPAOVDBmu3822YM=1LoR6lVnkJirWojcE0yiwu5JGqgrbjVQtaF3/M8S0tS4DDFE=1LoR6lVnkJipS+5JyehtY9paIkQDTeBX0SU9TfHguRsf+km4=1LoR6lVnkJio27yB40afCOpViY0lM3f59cXNKvwMOQypL8EcO1LoR6lVnkJiqr9Qlnym7H5aAJvW5Q4GVJtOD14ZVgITDrMJUw1LoR6lVnkJioCWVveJGP9PNzf2VSZ96KKCcBWGDfDaOWWoTuJ)u3jgnVA8zjJiXHzlroLIgI4BFuGT/Zyl6dAAHw==MijhEQ00jotpy+pE6IbMkfcUoNhLetD4izTQZkLcRshELsHz/QzQDN86qBYPuDpkhNKNiZXOlQ2c=xrxzNWpENnWK0C356UoSHN0=UbcVbCHMQGkESdDeWkeYH6rVYROScrGnxVF+1ghTzb4b/3/b+pwMgYQaFVQFu7mExDEbfA8478EH2+dfw2ELeMxhAPHqsQHxPKOBikEVKn7IWnFDNhryNsD8T+TyAxJ/c6GGOoZMi6T0860jUa+ECGzofY/893nwzpEQZo9nv2PK33Z/cP3n9Bw3FTqNyJ3O4420dVALv9DxGPW1VJVLYoeAiEJ8ORVRGntrsE=U9OG1x8RTsz0+BU4rvsOIdeZ4GbI/42b4Fr4AtASuhl2gOX/SwQbMP6IjIoRF3wjbv0meDF30k81OugJGsBA=IEogi8OvoNKo+7GU6coemSIL0KZpPYR2oJuOf9xBiLs55tfBcgvwjQaderllhoDkVDlnGi+2l-FymUnpHO7d7uY3BuRHsRVCaPIH71sWgUTpQfB7B75ipv555N8JKnISVoRYTEZAILLUP7PWTOICVjJqhJBZ9RQhKmArhutHg==1XzAiVs8yJv8DMJhvzdr6EtCi4Mfm4M4tmsxPsh0AiEQruws=12gHNEhgguBbpDxYq8cOs6zvi1BlFaTMYLHsqoGtRw7esjY4=1KOEZQ4ocygosscqnVB9hEF9OYEKtoPzl4vXQSQnYhwEPvik=5N2dWx8hW30mJArFrLYr++yag3JtH/y74lZGbfaxu2Uvj9Fc+EA==-olH/EvSbchjdhuJTLVRP22H1N9nbIJR4s1Y4oViewzEU!jnjOcgCPkad8EV/EoVhWE10P2qj4uA==!cnTpY/+Qw+A1obuMX9bVsY6k8gGIbA==7VCiIU+SAoKjeOe/KmnXSj9xAco4EHHumwXLTHv9OZU4+Q7C+BM=Jef0PO/nH6rh7b0ZlnJjN6g=AsIrnthwQZpvDwDFuCQm4uU=peAeJYy2IzLdGURkAIyjsqqvUD4nmNm/k9Dqh6yPI3Kw/GTb3etaWISh!Lubb5EAFOP/b67tpAf1Gh2REt6511w==!gxGO/9uUpz+vx165OYSpsSkg215y0g===LoR6lVnkJirMeBFhp+r49lGy80CzunauZJNBWmBP6k+CHTihtg9p+NwUjCE=1LoR6lVnkJipwNe1+PQKxB42naf7Ag4BmRSQz6b+w86FR/g==1LoR6lVnkJirQoWVz4nVr7goSEbiGlLwPyWA2t5G/OlzJYQ==1LoR6lVnkJioQTwhAr3fR3eVXou3N316MGewpZVW/53tHww===LoR6lVnkJioVigIqJkZsXN+E/yoU7fNREo8XSIZWmBi9sopDoaiaelfhN0c=9LoR6lVnkJioywqo3QgrT9ot9yWw2nKu/KlxBYH2O8MD7DzhsGkXpf8Bj9LoR6lVnkJiqWEk639sjJqKHOmaTW4CjTrQfO2ds+V+AEJ2R3Umkc5Db+9LoR6lVnkJir1QWcz29izpjQaFI6sKESKXCdyh6RGc+fBRfPUuWllgsSZ=LoR6lVnkJipZn8gcGUbeGbwKzfofsx97q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NOPCB (J)Bm`J0T_09FB9CC020111017113227 NOPCB (J)Bn INPT_09FC068020111017131951 NOPCB (J)Bn8 INMT_09FC182020111017132017 NOPCB (J)BmJ1T_08C0130020111102111737 NOPCB (J)BmpJ1T_08C02A8020111102112158 NOPCB (J)Bn REGT_08C0420020111102112413 NOPCB (J)Bo GAINT_08C047E020111102112424 NOPCB (J)Bo`` GAINT_0B32FC6020160809152452 NOPCB (J)Bn( INPT_0B33024020160809152843 NOPCB (J)Bn(0 INMT_0B33082020160809152850 NOPCB (J)Bfp8T_08C18A6020111017112813 NOPCB (GND)BfP0T_08C1848020111017112813 NOPCB (GND)BfHT_08C1904020111017112839 NOPCB (GND)BfT_09FBCBC020111017131739 NOPCB (GND)BfT_09FBC5E020111017131739 NOPCB (GND)Bf T_09FC00A020111017131845 NOPCB (GND)BfT_08C018E020111102111816 NOPCB (GND)BfpT_08C01EC020111102112147 NOPCB (GND)BfT_08C0364020111102112300 NOPCB (GND)8? ]@DMbP??ư>'dd?Y@[dddd$@?.A.A.AeAMbP?@@?MbP?ư> $ 4@D@ =B?& .>??ư>ư>ư>ư>ư>ư>?I@?I@?I@& .>#i;@:0yE>-q=h㈵>Mb`?& .>MbP?vIh%<=@@D@& .>?MbP?4@?{Gz?ꌠ9Y>)F@?+= _BKH9$@Y@& .>ư>?.AMbP??????I@Default analysis parameters. These parameters establish convergence and sufficient accuracy for most circuits. In case of convergence or accuracy problems click on the "hand " button to Open other parameter sets.?Xd I@nMbP?{Gz?{Gz?MbP????|=Hz>}Ô%ITNoname