OBSSCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 9.3.200.277 SF-TIB(c) Copyright 1993,94,95,96 DesignSoft Inc. All rights reserved. $Circuit$ ? 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9@VER=1.0Font0=Verdana,14Font1=Verdana,14,BRect0=2,0,0,85,22Rect1=1,0,0,85,10Rect2=1,0,10,10,17Rect3=1,10,10,75,17Rect4=1,75,10,85,17Rect5=1,0,17,50,22Rect6=1,50,17,85,22Text0=0,2,2,TitleText1=0,2,11,SizeText2=0,2,18,DateText3=0,12,11,Document No.Text4=0,77,11,RevText5=0,52,18,SheetText6=0,70,18,ofField0=1,T,11,2,80Field1=1,T,11,5,80Field2=1,S,4,13,5Field3=1,T,14,13,40Field4=1,R,78,13,6Field5=1,D,12,18,30Field6=1,P,64,18,3Field7=1,A,77,18,37F0=TPS82740B, 360-nA IQ MicroSIPTM Step Down Converter9F3= Datasheet: SLVSCE3A EVM: SLVUA72F4=1.0F5=March 31, 2020F6=1F7=1&F1=Module for Low Power ApplicationsV@V ArialTPS82740B START-UP SIMULATIONSymbol????333333??>}@} Arial TEST BENCH DESCRIPTION:.1. TheTPS82740B Transient model is encrypted.S2. The testbench has been configured for VIN = 3.6V, VOUT = 2.6V and Iload = 0.2A.c3. The parameter VOUT is used to pass output voltage value.Pass VOUT=0 for normal startup and pass/ VOUT=set value of output for steady state.I4. The operating quiescent current and efficiency have not been modeled.;5. Thermal shutdown characteristics have not been modeled.SIMULATION INFO:71. Go to Analysis >> Options and ensure the following:D a) Under 'Trace Mode' section, select 'percentage bar' option u b) Under 'Transient' section, ensure the 'Integration method' is 'Gear' and the 'Integration order' is '2' + c) Check 'Enable run time statistics'/ d) Check 'Enable instant diagram drawing'* e) Check 'Save all analysis results'@ f) Check 'Disable warning for large size analysis results'* g) Check 'Remember diagram settings'2. Analysis parameters may have been modified from Default settings to ensure convergence and/or reduce simulation time. M3. To run simulation, go to Analysis >> Transient and ensure the following: ' a) 'Draw excitation' is unchecked b) Click 'OK' \4. The simulation runs for 11m and takes approximately 14 mins on a 4 core 2.6 GHz machine.Symbol????333333??;0000T_0C3A7D6020161229153323;xxT_0C3A812020161229153323?hhT_0C3A84E020161229153323?hhhT_0C3A88A020161229153323;8888T_0C3A8C6020161229153323;8888T_0C3A9B6020161229153323;0X080X08T_0C3AC0E020161229153323B08P088PT_0C3A902020161229153323VIN;88T_0C3A93E020161229153323;808808T_0C3A97A020161229153323;@@@@@@T_0C3AA6A020161229153323;@@@@T_0C3AAA6020161229153323?@@@X@@@@@XT_0C3AB96020161229153323?T_0C3ABD2020161229153323?@@@@T_0C3AC4A020161229153323VOUT>ppppT_0C3AC86020161229153323VIN?XXXXT_0C3ACC2020161229153323LOAD;hhhhT_0C3A9F2020161229153323;T_0C3AA2E020161229153323?T_0C3ADEE020161229153323;PPPPT_03826EA020200331192753;PPPPT_04315ED020200331192821?P8PP8T_0431629020200331192821Bt@@VOUT:4T_0DB24C5020161229145815 NOPCB (VF)#Bw@ IRLOAD:3T_0DB2581020161229145815 Amet (AM)BsVIN:1T_0DB23AB020161229145815 NOPCB (VF) B@X RLOADT_0DB2467020161229145815R_AX300_W100 (R)*@@?Y@ B0XC1T_0DB2871020161229145815C_RAD200_L300_W100_Red (C),C6?@eAY@?BP(VINT_0DB2813020161229145815 JP100 (VG) 0 010u 3.61 3.6:B0hHU1 T_0454515020200331173516 TPS82740B_TRANSTPS82740B_TRANS[C:\Users\x0287670\AppData\Local\Temp\DesignSoft\{Tina9-TI-01302020-123309}\TPS82740B_TRANSSCK#VOUT=0TPS82740B_TRANSLabelSDKBXPH d*VSEL1740B_TRANS @d*ENDL2 @d*VSEL3SPEC D( IS= 0 @d*VSEL2D(  @d*VINL1 @d*LOAD2TRL) 1 2 C P @d*VOUT3 YINT 0 V P @d*GND(VTHRESH),-5, P @d*CTRL1(VIREF)2 C P @fJAg$ TPS82740BArial۶m۶m?g$ TRANSIENTArial?g MODELArial?eddeddeddh(                   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MMMbRlUCE9DRpiAqGaMA5s2khHo9uja83xgKipffVSo/QPn9jh99uq6lT+8RbBAWIiWBI6zcKs=5SPwnm/RKwR2vSb0C61V3DZ9jR8J7fJer9bfSkxDgWIcpGKK3cMs113A24povRWgLvETkyVGdLrVBYJaq7jm03u4LRAwddl39DSno=)ACWERiwr8JE2M3eGjQzRBVj5H5DNLgSZ6cUd5g==1NHz8ZMcwrt15JYtrhwxaDwPsG4eHOBS/WDeZFaqMzlVU7E8=eCb0Me4RdULQfPjRIU+ldlR4c2bC2C8+wffjJHLYdG26eT6RKTWaaKPiXVw4DERLoPZG4VY48vPbPA2z2JJJ7+flkipmW2krv5HVn!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=aSPwnm/RKwR0l8/JT3L5NUg5Mp0UY85kePlwI02PZ/KEHVo3yBz2zQ8POe9UnogyzGuEXqwZQIxnZhV17QiYy4LWH15II/g==1ZZfjSLVBA032bFZM6CNUuLskVxc7TmiVHTcy3IUPXk0bRhMG!iCH8BPknoQVCWiWmBEiLIhnXYsnTsagP2gmDbsQqaAS3G0M=1sFlGPe/kjd03g5oe+FjnReL9t2nxTV9ih4S9b5KJBBYsig==ABFMxNfoYkGGyx9jdvF/w8GzjY0/9zCpF6Ry2TuJEOD/41h6YRTf2zE28Dl9UKFIbeSPwnm/RKwR1r0f/f2qUebl6r/ruYFZOXse14fShDPZ+LcjhML+/T3Nq+XxhExFlZEdndZwVchu5r8Y70r2mM2sGbnJcsXZHTaA== 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hh+prmx0i6WNU+Mwb5XAAEMchQotYpLFMvnVFKFSdPhku1E3uBW5eP1KPijS50IiKgrk9iUV3j2TyHEd87iBGMUP05doJ+B4e1mjUSUAv3SuvFA==EMCbUJizqdz67AGcDMF9MwgBFFBSnNLx6Ql7JMLYHDLUcvF04JxfmP2/ev5jcpVokAg==9bp4siQu6+knnbLWeubxTQS2aCIq2R/MkFJeQES76mjut7PTk6F9s5KU=]OSZF5ovh0SXtlvDHECWtbL48Ucr3w+KPjn8OGXdaJWZrl4o0PoHI4WeoD5iUrMe+grpZJJVrJjPu6/OH7Ire/+KuI0HEnCGzdVCamh9PQa6oc0JCjq0=mPGAG+sFjHo2pDMFhAEJtm1OcEBTI+cJaDHGtOZSOeftpMjqQHGdBLwBrq0uuF2TpIHJpoZ6roLOj4KCYb4HKpRNrj7Qm5awlw0mvPS+KQw==nCGzdVCamh8GXqvZjLk=-TsgTv42Ojm9rMuqkrGv4onqedt7H2zPQ7wyvE2D34jA=18MdDucmhT179ELPdaqj93s8PUP6lgU9IEmpZT9bQvQxE5w==ANAeK00h6oQJiWtv4RBJdgjS1NOIpH893Z5raiyMRziILAAxt2bWWuw0IHIB4IezC-j9UxnML3fXaqAP9vgM+41sWA5/oAugZ3923XAvE0Xg==adRs8RPr106N2fREJlb+pjJUFrvq2JrdqlE5Sc7ft9QZgUIvQYpPfyJTUyysI85QuRDo1ZfkXEbWvdOs5R8m6xpb0PcrHGD3W=M7+aZFuPLHnXyFz3Z9uAvNGl92UUvbZWfl6ZRtj+fjFT+6cMUm82NpWoXbHjmetxSWBWX0xng1J9r+8MTH8oWE6b5LhOdZy3JmPHkd92kBeSVWkPyTE8DYEZToCUBcTrTUO6NlC6YAlxxeZvxZ4H5xTjcywnF5Aa+JPjvKA==-t7NmAqRrGpaqJCafJBnHvVJfyhrKdtDB0uqBPdlMfHU=-KSFPVOBQhl+Ga0wjxY8oKt2aX1a0THJ2OAe6O5E6pUhN5tWLNrfIzEedLy6nCuBHyAq6dwlTQDugc0Oi5VqwFSbyABg4BXA===C5bbokr1LhUDM/1JR5YEyC2mU5Ac+vg+9+wMl4/ZYlrupjQgUTcANRfjYt0yinrxi/oIOQsdQuKTlzpwLJCtYpp9dcZ3e1t2SYbDunce13ROPBJ9qelq62MBkuZ2Z3j0CRNMp90u1rmRnPDParV/TRcj6BwgePvM4cg==xN1wztmvOdN7AUA=metxSWBWX0xmR4SIsq7ApqJDQN3LnNB7VYCeMjLF5pt7VffHrhQ8Irx3GzavW6z8P7soaRW9mA4AyoeKDO4mewWQ1DjT8PfkfhzNgJCE8fw==-t7NmAqRrGpaqJCafJBnHvVJfyhrKdtDBR7TZaG5qbA==aetxSWBWX0xlopjrjbS6pFysP+UF84sLXqGEYgFYuglYTUryL4m43Le1QodxLB0W8c+EF2/wuUQPE2f1iTaFpd3BJJ+1how==IB/MoJrjktkJSzhiVr7ywzfGcO+dzgRCOcmnBQ2frhUMUXFFSi/E+UWtQlggFRb4D9H1HZQ==ietxSWBWX0xkpjVUNMKBGYrNtjsdclVczoiWHJePemO5NdFCvENGHRgEfCKMIyBltqaFq2SKAvqZhEZQkVeYbbqB8KBqyjXO6Fm8FNw0=5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==9tWLNrfIzEec7xQxyHVQk0BGRBVmcQTicZD0rBxxSOX58URNSpZHBrDw=Unrxi/oIOQsdQ76xN3SOawlu1Tzg5fiXceJfRWDCQFocMvSrLhacMKHe3Sv/iaR/ym5Zblg8KZmf1ZHk9I3o=%aPoN+JAj7c3PLGEHvvVvrzAKRhWDFt6K5VQ=II7lO2bg2Vi+rxanmc8cy3AGJoYhY76WcBpn64qIvC9Fu7oKbtOJS2C9M/5MeN9svdaX5fSD+i0aXNK0T90pBt/XHAmUeh+oG3gsM+s4mCgLCqedtLB1NlHUX+zOwG8963QIUJIspyVueixeEy1grzz6od5stKBj31Oz6QvqfY+B5ctQ7zYRPW9ffxwwqVq9jIMbxHCOqIkTETgdOF6iixwLjmgQkOysPtJsf+3KmOVp7yrkA9ODW2BRd6dFEnuBcV5vS9ZfPA=EkRgRBuL3lV48zpACCTVtXZ0a8U2RIf6hq4X2YyYKswMYKS+HmZM+sEGV4kExWv3qIyLoa0aXNK0T90pA2XxAql5uzdoa/ptvvvjPKXLXpsFj0yeus4k2KXzE9qU/geyNeNn9G4cE+O3vS/H38Xkh2cGHn64E7OVyQPEikA/b+6y0J9nzpRUfbEgbXUKZo2CpLElMIAHdL8YXK4MqN0sV64JML+mEFXDE31hwoBII7lO2bg2Vi+rxanmc8cy3C2GNXl8eRQhdexcGMRxSKceOJJ+cuJeUPMHFonq2Wq7fiPEJKTi]0aXNK0T90pA2XxAql5uzdtGOEoq4Xmj6cvLnN0Snd6qOZY0GA1LKOkKMeZf3b2GjT+pmthpY0ucHo3FcsDshTO//Jg==aeupBybdHdjb4K9EfMACCSAIl0DfnAgs0aao6Yd9CNUoA/E2Ibr4Rd0eBAstd+wHXgKGAb5ewWZOhRPdPCC87D028qnu8rVNoi0aXNK0T90pA2XxAql5uzdj+pliqqF7AgiLgbvD4/aPbKrB+F84UyIb1Io0VFkW0v1eyx2blUxpN1otc6bQIoFOkXvo80IfETUBTzJks=ecu6CcPhs+/O/2C784B+RtUuZqby1EvVgIrb4QFFU04DTMj3vr8Ic5dpNWm4SaFxrFzXTXXEbLRsWw4PnEwvrFd0utgogETnx+3WtiVGQwFhQZxIBubdVkYmcC7lP/gE0zk2sno8fZfPWuweQ+RzPm3YK2hJuNEBDy9gm+YXq/Rgfk2nH6s3X/dNDNWtWaViOwxUbbgmcWWnE=1xvvcLjwpcPrSWJylMvzbowqr25B46mChI02FTw56mKTEpek=%aPoN+JAj7c2c0IUsVDLMGjDhxLf1pEtoYA==IGjA3GvzluqdKRGnVjbIlOsf3apbG42Do6if7MBRSxQOvsbcZfD7pQSuybMSgSfrPZH7GK/4da0aXNK0T90pBt/XHAmUeh+v5xWCH8zdosyaFu3cXPWrYvgIQDu297mhhvTgko6BcuWBJnacUT97ju0WFvZGdlznlkIAbQ7TQm-d4r2rrsnJNAs9wjpXMyKLm2cRg834OiaHmHVYuwdfw==9I7lO2bg2Vi+rxanmc8cy3BgsFry39m9qjKwUtuNJdzcXOPU/ZtEjJg==MGjA3GvzluqdKRGnVjbIlOncVBnSPpBt1DLdR6VVScNbL3YchmV9pEdgF4B+qHA+QgHGq2T7GhA==i0aXNK0T90pA2XxAql5uzdoiIOfo8yYwq6W8woi850EYV/p8CwyOlQtclNjtOVP9FGUYhNx1pqJj3RQv52nJCc36JojCwCaU4J0NfknE=h5H0p6JWyKTu1g==meupBybdHdjb4K9EfMACCSNxltzEVc0w4zeXoovYbVapU++NTJfPJHKcW5YzdbyXQPZkUXW79WZIzhtPOQqzgqIMIr7QfDn0XFX/td+ERiQ==hg==-DXaivx9dxyPxHL5XerH4ZAYZe3tMUbNQTXayBHxEHHx2icNsjDIKCEFvHPUEeSYKySfTQKPmlY0pKVBGrE8AEI0uu5M+z2TnbCW4WPYNQFT+ctCk+TuN8sMRwKOJY4up/ImbwojFVQUNq/DB12TrynCGzdVCamh8GXqvZjLk=14AEOUR8gOQDi+RzJoIYXvem9yHioyTyzoFq1zjB/JAVHyQ==A8lFjpHcSBy5WFSGU9de7MZISIVMRUDt7muGhUbQkjdO6JAkUi/UG6GF0zmqTMlE=1oPyHaT/uToD8BvD5LqfyUh2l9rwCCPoKogRdZkA7DACFsAA=-wZPJvmp9iyUAf/t0EpwQrKbCyA3pKZNJtppudgK21w==]SqcyABqFip6WDUL4T1eMRiC8b2YGSes9fWC8cLdOdQPbRoy7YTCkBqP1KRt3j7puf9nodWLw8/rtatue2WezzCJS6uAgnCGzdVCamh9PQa6oc0JCjq0=-IjKHa4ewHNa4dXhVQixMaGLy7DXufXJXqMMlhHoLWjGO-N/1KrPuMILPNkAMy52hC1381JjICE/ftlxjQhVJn9A===PvuxVMMFLKUcHVtl2JUlB6rtkwHg5L4s+O2vr3Z5TNHOTTwq2zxBQcVkKA==e0mBbjf6vGaoykS1jD4kcoFnLBo0h/D1qrP/GFXft4umpIUCRCLpDy2pjkE+gS/E6HxKr5Bg2MNb8T/4L6sCcoumyfs3r4oRvN74ot7NmAqRrGpaqJCafJBnHvRTRaPE=%7QcfyZIuECISOwh6+kI+tX2+DO0Yu9MKMQ==-KyYPFniNKiIttNmqPQ9rhhnQZmpDMZ0EFH4uLYwfY0hNmOpbJZlTfJcFppjBrXv8658pkwAdRraksFHeEeO18cFKpfvYeMD2+YebC6HuiCJO0KjT9fyJkfbGxRIpxg2Y3R/yHKRAltcmlZ/u3f1G9sw==1WhcvHGGTZDc/MSPkkg5VuzISLZjsgym6VyluzDeidwbt7w==EZU+LvJXC7SIuFAPphVHVBNf1Xn/m+ucfroTkhE7RuHFWVasvmmqytGcB/BjN7NLrpSU=9UcZL4oY4IaV/P9fAoe50PwtNSnLcMv34mjkr9evEF98nZ5sfG4zFTA==%h75j/Pj99zKf57pmWEKMr0aOT6JMv//TaS8=Ar97c9sVt2/E1hFXdrOyJR3OtEIqQWGGR+iDMbQJGQjWHRaafOlSnl5ZG0Mbcyfs=-kM3NSM7W7TTrVoFz4X+jgJLACL5mPZZZZaTanwtTC3I=meEqJK85KII5YinFYQmRa0smYFWiovlsE7kqqWHh8JvD/OeMAwC2CHRtk47KfuW0WupIDobd5MzCZ07coHYt+rcJB/vlKHD5bX3eWyPf8lQ==%qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVrp0=-8/MR1D3nVG3/VrFzj1FeH+PGg17TvyDVc6EsklhRKZQ=16NLuilh+w843eWrjKqhYysTng9+2OrZwLpM4gubYOoFADw==-2/Zh/z8RkV8iMwxq1POUWJGDTGoPui0LymeeFVgaoOQYM9TxTleezQTN2hdu+j9XyZNxy6Tg9tI2pABwoJEx5Xxu5oIbQv2AJB2LOgz4sCb5cFcJpyZQ0i4U=eQojUaHq/hnSjZ0XZ7eXk6SQkOrFGY+2KRYM7y9+wTxQhGSDqxiWxk62HpDS5AWaBXI9oxLlxVMy4/kCp2WvjTXK5BvcCudts/Q==nCGzdVCamh9PQa6oc0JCjq0=12LHSZpLt1yXq8PoTp5y+piBt7C/1j28EX7rOC1jOv9UNtg==ijiyRD043Xr/3FMAcy+4RqlnCCkWsNfyb50W4vnt/5AQqR8791Ly/G8iO8Uy6rYnb5x7qEHsiK803CvLhJo7EXz2r5l+ruXK9GxcFOE5y%qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVrp0=a9TxTleezQTMFTcALTfB01pjy6GogHzKjxQgQyqYObpQhttuD4j/zK3gn3U09ZhJqtuWh2KnV3zGl6zxpqHwT6LYWvKRc4YI=-Ybl7AJhWJ8mPJRuGdeEyG07EMBr0nRUb9vBrsPPX1Qc=iOFxORa1MSKfdg46JfZuy/IVkuZewcip3mSuGvdM/SJhKV9L3donB8GZsrqZh+KxtXHzJ7PIhqTVHyOnydHg/0C5X+HpdqVr9ZliHp75I%qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVrp0=%4/WJoPJOW6vO75nNGAAbqUVHqm7qzNzOkw==)ubKcIngM20n4rB8cJsDAIMMGeVQahpnG3AW2IbU=a81g90V+P+/KOv4TYkxgtLRCvj1+biqysOuAGUP2Zrd2Or4WKlzHJnXeVuzQHco0crze1sCpfmQMXZIjPYol84H4gKvDU2upznCGzdVCamh9PQa6oc0JCjq0=Y+yIRanGxDWVYdOlM5qxyIB1EhmIr0ThCZaKquM6k2eUE1b9ZH49q1ZnM9WLs1PcJJs7Q2wQ3i1DICTZZD/XJ1JTbnCGzdVCamh9PQa6oc0JCjq0=%aj2AQ+6DeB9UOIXNK+/Hs+P1hW6yy0Dc9w==56NvFz7B/96DRm0wDvi2VEcfUtQRJM0KYe0jwONmd1k5DdQXTn69K91G/YOOWhqYrXTddeWCc0FbNmgRk7bz4DXogATaSqwKiPSD3D65G1og==ad5yXBM+F+n0OEMvHYmkWyWc4EftBs+AiqUNso4yIUkfSKGgltGZMuEDi823BgUVRifCrqzcuFfqifKlhAtBMz1G+dhSlo9g=iPUEmPUU1uryUnwIcoPtl2NqDDaoDNgdSV1BH3TazrHDFUYF+rtpeEQFNRuczgoSmmUG576ktBlAKOcwh8vQTCWP7eNJs2MX9rh0i/Q==nCGzdVCamh9PQa6oc0JCjq0=1f2CXyalZgTXKT/Uz2JaDD5dWNMyFlnbZ3SWlFBL7YqzZI0VWi/NBg7IOTK+ExONLZl5ks/X6JyCigUlcmdjGTNvcnjK+yCsyk0MDdRYjZI49OvryDZ9y/MPBLL3sraKzVyi8dLE2bL71zKEHXFhaPEpmX hh/0rmx0eAIKLooyCgF5ReOuaDaGN8CQVoNzFSMXnab5tByK5wMok44ywGL8rX5pPlLotWnraxDZmO6wvwCR4hORW1GHISWuklM5avFzGrKQ=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=Al+khq8MYODsFLHTgV2aY5p0gDWMqtXRH+PfN0TtCHn1x8pqadIJQXLv9/nkfaDpReHmo99C4wfv3fVrOmqLECFPU1z66ZVe5hB8VNla2ITdnHfa/DghkofEGljpVZNBlcfyCLBxWPmmz+UiwtWjugPeB8RPGOEIL3WDQ=!nCGzdVCamh9RqJdaeB24wFwfdhZip9I=9J8wE2Sy6iwZt6tati3jXep3CT1/HBDrAySTg63PPfN2dlToVAxZkfQ===IPOU3dzs9UEdfgKXBkJM2acMIgj0BImo6mWZh9pClnJhpESAVeUGZW+3JQg=1LMzeND5liWGODWwCwjrM0/Vs4N2GaRd3JTCOShvfZAXPmLJI=HlEgb+58vq0/fuTgY1SQvT335EJ5iaZ8Bv2JkqXfSkeNkiQgqCwnI7J6K7M=UgmgkdYvG3Qt3II5AAMIyevRQINO84rg4XIsZx9gsmtiX2JYMhOjU8D7oczQBSVKczX4QOuGywGQmw3wJhg==iafyXiy8UJs8QVoI34tWj2RK7eEMradBymx3hZIELD2yHeLgM74qPhhaMzZfVV4f824Yzm1jB92OfLKVqwGkoF3VYi8o5RMzdhs7MRrWL!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=eY8woNV4EqLKoSokoWPbUNb/JOioaYwUFkmVhKfajGv2yLm3fhT2hrqVbxwsc8dfa43opvJOLCwOtdNAgSl6SbNEQgSQiQsswya0=!nCGzdVCamh9RqJdaeB24wFwfdhZip9I=E39idxEXoCChpXc+2AW4W/YOWDjtSq3Fzf3D3LXmAi3byHF2Tag6ZgcP+w3LK6yPrXQ==1WJkn2qS3aftgV7/yqdhVfq/TWstca2yRXBqxDCaN5CuYxA==59zWCAhqaFFkG5OHiCewGr81/H/5NAak3BGq6krGYrLfO20zayA==1jGPW6dXSXdSj3+yIU0NVCjfcA3CpyXJBXoulqvH+U7WcSQ==i/NBg7IOTK+F0DjFB4Bf3Nozq+kCA7vpG7pPVGH6TtozpUsE2VT7FAiwIjStcqGE3F0jC0GCtw77BmiN29EVA+DBbHVvyqIl8kQEdyx+T hh/0rmx01/NBg7IOTK+HANGoMQX8sCbVbl2Q9SSDmPhQch5pX3U+PJj5IUcIgf89/YyCc9j6Cl3K1u4A6MQ+5U0/8ZJLsagp7tS0EDexcp1j3z9bGHIVOYCz7Vbl/pZXWevIz727Xk1w==IAHrkYM2tKQlYC5/Z1QImILm9mNy85wZVG1ZZwZuiT9hYjS4eBveijPw3NdJz6ZfUlIBUcP8RIm24gT1Qr3aroD0ViaJ4J3by4i5+dsPzRaJSPiQNwxFvRd0ax8IEiJlxMOyCCKqflCw4w6w==Ij41cDNHc5duVJN3ZSHtI4f0+ll6waKsp25wh9QfGgUtWZR9trKHjfx/SrvxdhH4dfq86WrE0EclJqh5WGWxQwUFyqHJWTdH+BEnpFjxIXBcZSCyd7wjRev+ow+1f9CxjyAABp4ybg0g==EOBZ4reuDlRbv8qiY+oe+vFyVrzsawTg7y851zD78XvJLANbf5N+0dRVlfhq4gkcUWQ8=1henxtROPTVbFYlTGOBBk9nWtkVRQgC2k+6bsaVd2XrPxJAmKiT8jDHWoSY3QpAb5kl6JZpi2dX+bKw4SCm6s85u/sGzDFZG+3ORUBZ3NjofgfjGMwIIn9+OWjCJiE+AFSk3ojIbyxPxWycQY1KAWS7uiY!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=eoOrzdNn1RrkBv8rjNp+snv4ndQkPjqWaVwjcg1i2B3qKmSVCci/pfQIyZf2AalHhjFVNs4qRoxV8mGEm1qIh08dXtxe9IzrCc1U=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=-osQs+stTHQfdZm4/Mf0BEjMeKTTpMGuIfVMyS/EePg==mwGiQmhNPIQKiADSKCUoeYHpxizvLrktYAkDZn7WH3msbwssUaoCPr0AywtxNeGJBl95fWLChfRFHM/4aM9a6+lpO5+nBmuqTXwrtIeO33g==U/NBg7IOTK+EHOCB2+KZRHowxb0q/ik4MGV29pVwN4oAs9NV6kBow/kxefun42ivZF3bTJJLxCkA+9d8EaOxr)aPoN+JAj7c3PLGEHvvVvr5TCNC+oLs0AVLU9tA==-GRqJsaJcWpqo2r2CxoODJoGfJP6HtEB8QqA9kYnUBg==ItFM/DQiRRMcpcUbOhj0qp/McUAbdY6P84tVRyHuxorABK/YqVunTETVwPCViOIXM7ZNs79+C]ug2DvFX3l+KshvZGhkkpD3LbgDQo2cWDVBMJEkKaPr5UoX4IwoGMcEcXy944Lez8O7o1OLrP8SPJ4QCUjLVpy4cRfA==E9P3CGYwwI/+aVVcc0c5q8QVzJf67LDEDvPze4u8B8aIWnUnRwz0EiF6G3XPyTZm+fg==e/NBg7IOTK+Fx5ViOmi9NaxuTjuUH6XOF2dfcbmFETC1J0X7ncRagg+aiQFQ9kiZx9Ov1kylybEriLVNDh8utSAAJXPh/F3jFQpI=%hFx3xl2dpdRbdQ1BVRuJVkvd0DreDgZmyFD3Ui+gouenHDBdLb/FcBe9gmJXu8kHfySCZelSiR2gHRmlOLolvFK1imAvhbMp8Ox/34dG6budxImnqrQ6AQw==maYqIVKDF0tKjsgii0gaSIwM3auzpjqZ0p+J10ItyUXYyzO8VquaIB21tpU7sBlb4QC6eoMN7XKp1yhKMogab5rs3Ghh0DAccq9gOCbaYEg==%qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVrp0=ATysPjlvakQK5hGFv/5L34tOjyJ57e4S1byiL9U+RBhqoD8P1g+8xg5vL62JDQLFv5NkaQXEVzBTOc3Rus797kslLxLP03E/8G5K//Gcb5nL9dUqEt3A==mcRBsxhlbO95md5UQMjyryT22DdwQim2LdupNk62pqLL5W+eYXRq8AFfGxMN/dA6kTEaqlvY/D+4+NdU8Z9qHOVMa0mpbuezxaKc8yX96Uw==t7NmAqRrGpaqJCafJBnHvRTRaPE==dR17+PQlsEc/iOalrvKDT+HRzr8Hk5n+tc5DPbhG0nyb7vgVMGyBwUoXzkQ=559q+0AugOITShRLfUpMV1OHPnpaX9rMv1/aueSiPhhzj7n6fAzE=iokR3q8bXYBauZpHTAS/zDLbe0UGf+reyxzjFgd2yTNknbjmXgPUg8MXYiX4V31I0I/KXqGVGTGjr/fV4hYPL8sB87yxEceeIpQXJ8xA=%5BgWorOXvi7nuDnC7AoBhZQ4Xxd5sqkqBiEZ-wRbPLFJbL65bo+nCCj/2Sw9ZoiQ9/e4Gc3P1Tg2zsg==-j2enQWkfw0d4b5HP9NweQV54cup64hF6HtTu+ag1Yg==YokR3q8bXYBbpL840eM4VHrLQCYRmKuXppkphtqSYoU9sEuxmxLsfZBi2q/itIj8a4l8OxNW0CabjFE1A2/rSig==ipsTqC4QtphhiQh47eToVcwGNWXi0yXY2dmQjj342EwXFnGDzm2uT3UN7hf/f4i8HJSR/n7/r3/9s10V3/uJgPg5EJ6v6SWmn5MiwUQ==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=UokR3q8bXYBZ+r1xAMXuwYQ6tBwLt/RrIr5sSvIq1+k0wI3RdG8NHpQ+ZwIIKvQjdlvfczInxtYZjJZyS1C8=)brQYRHAVjmAk91DsVZuLaYby9OJYeeokFIIm7D3pauNSXlhIuZ4qCbyQFg+HfTUwEsWZUWPdd6xzvnkfCFQh5X4OXa23srwtRlqYS4LwI3+sZfvw67FNhNYq2p4ACzWQksZOI9w==nCGzdVCamh8GXqvZjLk=9yoYOUkEB5NoHNbEnujlY7D49r9iVHx0y6izzxF6rwW9XppkTgiU3cHE=e5AhKLvd8D0pATQ3wnBNpkSAdz+lrE1Da8xe+wcgve7lUvGNjzj/4M+oLzrJrWMdZZ6qTR9Elkab4WDS7kPQwNU7tw0HrO2CeZWfft7NmAqRrGpaqJCafJBnHvRTRaPE=1Q0AcDnhDunppt4tLyMYnP8R5AVokTzOLDqFcY8kTUHMfZfagmvD92wq31KYgF7Fkk6nXgiS5R7QWcSsXqrDvF0B7for68tKe00rwJk6HQmggae/SOrVN+MqeXUiQjH+xg0td5iYuw35oatan8TjXvnlck7Q==nCGzdVCamh9PQa6oc0JCjq0=%rOyrZ10xpCW6T7dT3xz+e6Mj8xpNRoPCM+hm)cwo3zwldvBEBHpXr8jFsUTT8L/sXKS2WlbTSHrQ=54FWSo7ivqvGgpgQShPczOaHlrcMWm5hoLRrjn0omjSz/XhPjUUdfazSGSLp27nbDe5UbbwjC4MIMRsdI22YJHGRvGgh1Mg5v4XP9ndtCgs5qKzGe1PzjZT2b8eX0sm9qwwXx6uUxTK4m5xEQkZg==UokR3q8bXYBYRQBUjJA0vV2pikGKXJ5+Wj1Y1+CpH60130nyQZX/TiGsYfZ7SMJVdnh3SsPqomSCspo90LQ==-wJJi5uQdcw5WJJtOSf4+cIImKQiVijYTS2vA0AbrlQ==iSskNSwoP5eKa//23C+7hQRguiDSGwqoevmsP4b/WKcjZEIjfY7hwssaVNLIEds/bfjoz8P202rFPaRCHj0gahm0+jEiCEdgHblBjcPs=t7NmAqRrGpaqJCafJBnHvRTRaPE=ePuxZ/KUBTghBIH6k0/gzhP8Dr8/SAXIFnrkjSairC6D8a5L1cZT1oHrFFmxckI1fWHj+TlJdqO+86XejD36L1oClrYa0z5hItDk=nCGzdVCamh9PQa6oc0JCjq0=iokR3q8bXYBb2hK2svsplFUzl0JXU+cnv68i+io1xZ18nFyigSmyrxVvmWdh7dnHyafmJtHXolXlJ6Hv5281sfE2006BIYFMuZkvjLg==MOUnIqmafzxRKZBEc/+F/A6mj/+shxs=)ijhEQ00jotq6f009hvEW3ECJN6CxzuYFP88RVws3)MGr7eK+ou3DnmOB/3SILDg7RmX1923sSCl/3nTr5!XEZjwT7BQK6OU8bkPi7Wv2zkbcZhC9M=YCCLLbFWnv+5pXONZTvoEVRA9Wz2mawP9dhcuBbIVWj4/H3yjmFOYUd7+tll6g2GqiSsN4O+LN3quT59wufxRfiaTMmxwd5uPHoviaRrDsR6Q187+wGg=hxs=)ijhEQ00jotq6f009hvEW3CnlywUdQp6yxVKbipwj)MGr7eK+ou3DnmOB/3SILDg7RmX1923sSCl/3nTr5!XEZjwT7BQK6OU8bkPi7Wv2zkbcZhC9M=]CCLLbFWnv+5pXONZTvoEVRA9Wz2mawP9dhcuBbIVWj5xtwWNRQh6gOuvJsCRe6Ii7Z8WtkowXY9jZwxQda3yI/zYtw==Mmxwd5uPHoviaRrDsR6Q187+wGk=hxs=)ijhEQ00jotq6f009hvEW3Am+YtcWgqb2GJ3U9tdV)MGr7eK+ou3DnmOB/3SILDg7RmX1923sSCl/3nTr5!XEZjwT7BQK6OU8bkPi7Wv2zkbcZhC9M=YCCLLbFWnv+5pXONZTvoEVRA9Wz2mawP9dhcuBbIVWj7oQEAYkYPWURk4c6twAnNKRzJHoNeDIVylbRGqc6/YbM4mMmxwd5uPHoviaRrDsR6Q187+wGY=hxs=)ijhEQ00jotq6f009hvEW3E5BRm8zgWLEopwwMDcT)R0/nOSeS/LNwjWMeA8NOFV2Foexeykd21CnbNfk1!0qn1Cgi6rqNl9BRxal+UFIcKVGl7Ndk=YCCLLbFWnv+5pXONZTvoEVd/zu5H2VrVbIoPzOt7iMcFqqxUNYUFAlUbeT+3D/aZnAb8gv0hL8vpHzo1Od3w8a7cYMmxwd5uPHoviaRrDsR6Q187+wGI=hxs=)ijhEQ00jotq6f009hvEW3I2O/OXKXrt+bXwWcUj3)ZpgGZ80s5By/1nF6NljF4DbBWOmblkVJHzPhl3en!z6C6BIitlLdV/g3rA63wc/sSK680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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