OBSS­Circuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA B(c) Copyright 1993,94,95,96 DesignSoft Inc. 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џџArialџTPS54327 Transient SimulationSymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџ‚Г @Г  џџArialџ TEST BENCH DESCRIPTION:.1. The TPS54327 Transient Model is encrypted.I2. The testbench has been configured for VIN= 12V VOUT= 1.05V, Iout = 3Ae3. This application has been corner tested for input voltage ranges: 4.5V to 18V and Iout: 0A to 3A.’4. MODE is a parameter used for FAST SoftStart. Set MODE = 1 for fast startup time ( 6x speed of normal softstart) to enter steady state faster. > Default is MODE=0 used for normal softstart based on Css.A5. Operating current and shutdown current have not been modeled.>6. Thermal characteristics of the part have not been modeled.SIMULATION INFO:?1. Go to Analysis >> Options and enable the following options : a) 'disable warning for large size analysis' b) 'percentage bar' / c) 'Enable instant diagram drawing'^2. Go to Analysis >> Set Analysis Parameters. Click on the hand symbol and Choose 'Default'. V3. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.'4. Enable 'Calculate operating point'.!5. To run simulation, click OK. ^6. The simulation runs for 0.6ms and takes approximately 1.5 mins on a 4 core 2.8GHz machine.Symbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџ;hh€hhh€hџџџџT_065EE62020110610151110;hXhhhXhhџџџџT_064CCE3020110610151110>h€h€џџџџT_064CCA7020110610151110VIN>h0hh0hџџџџT_064CAC7020110610151110VIN;АшАШАшАШџџџџT_06CDF02020110610151110;ААHААHџџџџT_14023D1020110610151110;ШјШјџџџџT_1402809020110610151110;ИШИШџџџџT_06A9DA6020110610151110;`HpH`HpHџџџџT_06A9DE2020110610151110;` `H` `HџџџџT_06F05F0020110610151110;шHpHшHpHџџџџT_06F062C020110610151110?ИшшHИшшшшHџџџџT_06B1A72020110610151110;Ш(ШШ(ШџџџџT_06B1AAE020110610151110;p`pHp`pHџџџџT_06D883D020110610151110=иШШиШШџџџџT_0696706020110610151110VO;ириШириШџџџџT_0697066020110610151110;˜ШиШ˜ШиШџџџџT_068C430020110610151110;˜р˜Ш˜р˜ШџџџџT_068C46C020110610151110;˜˜˜˜џџџџT_06AE1B7020110610151110;ииииџџџџT_06C524F020110610151110;иH˜HиH˜HџџџџT_06C5E43020110610151110;и@иHи@иHџџџџT_06E7D96020110610151110;˜HшH˜HшHџџџџT_0654C2B020110610151110;˜@˜H˜@˜HџџџџT_06F7C33020110610151110?pHppHpHpџџџџT_06AFCF0020110610151110? иH HиHџџџџT_06DB09C020110610151110;Ш˜ШШ˜ШџџџџT_06D58D9020110610151110;PШhШPШhШџџџџT_06DE940020110610151110=ИШшШИШшШџџџџT_069C19C020110610151110SW;РЈИЈРЈИЈџџџџT_06FB592020110610151110;`А` `А` џџџџT_06FB5CE020110610151110;`ш`а`ш`аџџџџT_069996A020110610151110CЈ`шЈЈш`шџџџџT_06999A6020110610151110;`а`и`а`иџџџџT_06F44F6020110610151110=шршшршџџџџT_06A1C77020110610151110SS@ШАШШАШџџџџT_13FEE4D020110610151110VREG5;рHpHрHpHџџџџT_0692894020110610151110;ррHррHџџџџT_06928D0020110610151110;АHрHАHрHџџџџT_0657F33020110610151110;pHАHpHАHџџџџT_0657F6F020110610151110?ш`HшH`HџџџџT_13F567F020110610151110;`ј`ш`ј`шџџџџT_07269D0020110610151110;˜hАh˜hАhџџџџT_0726A0C020110610151110;˜p˜h˜p˜hџџџџT_072281E020110610151110C№Иˆ№ррˆИˆџџџџT_072285A020110610151110;№0№№0№џџџџT_071BB96020110610151110;АИАИџџџџT_071A54F020110610151110;А0АА0АџџџџT_0715850020110610151110;И№И№џџџџT_071588C020110610151110;€А€АџџџџT_073A324020110610151110;€h˜h€h˜hџџџџT_074D0F2020110610151110?Аh№XАh№h№XџџџџT_074D12E020110610151110;АXАhАXАhџџџџT_074BE2C020110610151110?XhhXhhhџџџџT_074BE68020110610151110>hhџџџџT_0778A17020110610154815VIN=ˆˆˆˆџџџџT_079CEF6020110610154829EN>џџџџT_0798BB9020110610154852VINB00џџџџT_0798BF5020110610154852VIN=ˆˆˆˆџџџџT_078D443020110610154959ENAˆРˆˆРџџџџT_078D47F020110610154959EN=шЈшШшЈшШџџџџT_07ABE83020110610155100SW=шШ№ШшШ№ШџџџџT_07ABEBF020110610155100SW;8ШШ8ШШџџџџT_07A003F020110610155143;јЈшЈјЈшЈџџџџT_07C20EB020110610155225BК0$VINT_0661559020110610144133 JP100 (VG)џџ 0 0 0.05m 0 0.06m 12 Bбh0 /C1T_06616E4020110610144145C_RAD200_L300_W100_Red (C)џџ№hуˆЕјф> @eЭЭAY@№? 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eCQgZzTUiqRl=VUPaltAReANEhBRUS0z2vJ6nfftBDE+hi+BhXqxjq9YDwCbVZKWpHtjl0B1dYarjKhaeT1FVXUj08wUiWi3/rsJvlXCHcfFToTFNoWTWyeojwLvqjPCWsT/8sNZ6dsz+Wy2PdsOU9wMVKFRbrWyw=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=QneSjF8LlGvK1Qey4mFMHIARLwfmoYmomH7h2jmFeqkaqvVe17+4c1FHZ7cqt8cs6qTNFqNE7sLz/IAo=ErUn5kTNqhNHk/HmV6vHthT09Zk2c1+MhNGkQlZALDlrzivENFEwYz0R8liKsF7CRlG4==H1V1h874rD1H3XtWsgt7vLDRW/+D/N8CeCwTpD87/zNc+0/al9E/u1uYdA==M/Q0vjxhUPJ/8WWhaoBs5y5Ghydt6wGXmVcIwMmhGcMmA2LA2ThrEnc1VZMZMAfhatzIOIlEKPFc=AFpt6/d4fiEHaLCWrBO2Ajm9w3dJHX4Y7ePxO1K1ca5tsOwzZcR15l7h4BNM6H2S7IneSjF8LlGvIVUT1MG1TL1+8Vy2KbvCPnnaJ8xEh/nKj6IupyaeyVk4ZqAOOcAhYn/iqKzAM7M5mUtosRd6CgAlMVwpveqt967mMboYqYWT2DSIDvwCgkq8CABR1xXCvADSmI7yKMYGo7eol5dBw==eKIc6EqI2t+HaKRFje4SnHTXRIHQmYslZthxkCY7OjU7Lf3/gKYv5P13wFOsseY6NSEZBwsamiThbNPct+n3KAAI4ysK/AizjB/k6QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=EtKZVwA5aQfJO/gvRPcfkaX0TWdVgBJMUSoz+P/uboDaVOvRlt6+vBIl/ZFFF0E1p/crVUokR3q8bXYBb50yqZe22anwssPQ6tZj7sJeoaqXQAHH2SqjpE27taX9oBpkC7ZlkihEKjVePNXwTLJouWWg==MEmv8rfuHd/EFA==9H9gQVaIXO0JhZr0VQ==EezRsK5j7CtHwOF5PAiQ4yv5q+/i+GtmCeaEaoKLhdXWCfprpd5rkNfT1sexu04rMPVg=IrUn5kTNqhNH4BCH8Tj3kgBivlfxO1PfKEue5FENpEihgx7HDBSwUpEVPYrGS1fFTG2KHO6E=]okR3q8bXYBbnF4L12TTG+KsyF7EgMpBiXHunyKFWJ9shwIa+4rXyoxFSmJuy7kLVdf4FzeD2MOlQbnJMiY4OOF3fNA==%F51qBDoiLl8EMLAzg86O42q40ouHr8uBdMw=9H3ebg7XTGTOViwwP7KbvpvJ1MvbmRdruEHRGnGoJbYwMn2r02LSaFNC7e9x087muq3ppXIMDNDZpBK2DeAUA5zFeFxTurXUG6cm0xjFDFx3vUX9adER8wPqYm6yETFq4O0m642whWGqljZcSB1iwG/BAaokg=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=]4QNc16YnJcZ8XiYrOFF9Dco/uMJBl+/YDpHVeqnQGJmMErTqCwnpPu8iKXUcVSq6cmW8alOLB2rCmEysRM1+MzbiiQ==InCGzdVCamh9PQa6oc0JCjj3vA9Mbc66BeOmSIQZbdSwrMf1JJ8fScrv//aMCKyfAO+hSI0c=ErwlDEEdbHKDJZERIkP+RsUBPzPQkPIuQUmsr6/OjBY/ubC8XFyegifvQMhRgKJHXybXW9WK27jQ2l4lNOC58QJIYR05EEHrpewQ5GMzTGNofsteiwAvQV91iSLn0=e4QNc16YnJcbOY77vXnGyS/mU2k8m/5TRQBxcuGK0bJTyITb6EynCZKUpv3xK4XqxhjclcrD3LpQi3Hr0KAZHSV+pQX7tR4AHAQ==EnCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Bj7l2kfrATzd23XETKhB2yUr3XZAPaJKz8SI=IH3ebg7XTGTPjAch9zgKYyXmOe9lNOz2Ron6Vrjx4BOazYBBZkb+c46gtQz/8JVwg5onNWw==9YU2oKliq/6CJdmcOD0v39YJfKk74g0cLKMdGmlsVkHUgPr3kVawgJ4c=e4Y+Coup/+7UtCgi3FJRmoctTUzEhom93l/yyuk0y7eL8OrF5JQA18pFBNOnKL/jcQIdzOZVa8zfdRU35pMXQQ9bT4cyX3qVJv7wKYD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RShFQ7EYmExQAc98FW/nuEZcbIBDwmpmA5Q=iKIc6EqI2t+GSf4Xw2oJzjYWS9aIndXdiUsjL5EzXxEhgFV6CobiD7j28/XuNIcOfgnzvT4Z+77GAsDrooMdCdbIYNE2APf/CjLhoRiQ=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=MPVWgv2JF5ScpLknEel7jWB6n+g/eBjH2ZaxOUpogV9D1StZTYF5VYBr6gKI8YO/vbcPAXbDGFZM=IokR3q8bXYBbM9AKXWRPHnbrmPx3UWZOkT+X2cLo749lmqDbpRrBrhXDbG3n7GX0RkP0UQp0=sYlCdnpnw0XOIl6NB1ymbxycUokR3q8bXYBYEla1RfAOHk0dtaIVUCjRy07H5lY+hv8N8sbgf4gLDdbvRR230sZCzVitVNHD9z7OgpIohNHVw!z06J9wMLRQYRjoYRRZP0uhF0brSsvQ==a9x087muq3pq1gXvU3/6sAm7nKyKgxIw/0C+sqeQ96dxs+xsjOzmRe1h9KZsJCul1aa7o8lCeY2L5dAFeDBKOOMVUrvOZHsU=InCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Brpq/WE7h/70rDE06NXda1gXNMSq40d4YLEVJOnK59Lm1+tpfa3MJx+M4sD1JtMw2v5pbmZYon+h0Y0qyATAfNYrSqftPewg==iKIc6EqI2t+G1wcm3e0JGY7x99BW2uzZcnbziAx5Goyr3N01GFrQb0U9nXXMO+5Pn1aOBquJbZWdz9JJYfo3MC5mXt7EV8uJ5SaeGVw==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=YarjKhaeT1FWnt+zEblnepM24k+tUfqRzNseDRE5V/vqP8NODON7oaHrHS5Fw1S4BhKl90g/lbuiS7lOmNx1C84M=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=mH3ebg7XTGTOlH1wMjCEEMo68Xe3yUGqqirEvcKl2uj2eQTXvlMFBmn5F+IlRb0dmLxvnw8rZcYsVdd1+hcY0DVpzF/mFqzI8s5nTvD446g==aVPK327R0ktdncvAtFJQlfHvvR/HeNUxb/a4LEeGFoZwpIVSY7nVqLonrzzqfFOJcyvxHzENLn9gsdUc0G/282ZqLQTQGjw==MnCGzdVCamh9PQa6oc0JCjjES0BnYpRLU7p8XWiurCm/KCPV350wzH6UgypCTUZW8PkFwtWoIsg==IokR3q8bXYBb+O923g2YNBRwKKpy5c1GC+CyqTNqpFM0Yvq9Opo9QpWryCIX9f9Nzpaw+oA==%Mjk0lChsqLtu2CLoyVwnwQPqn3blPLdw9zQ=IrUn5kTNqhNHfbkTngbVsyAwgnaz2BNHgy2qEgjAeqiWNRNZClRaydNB3EQ9U0A84rWSiOw==9B4u+6NAN8zy7RuKtmC3PdbHQAne/OmIo34GV+EosLlGvZ9qCn+iuXQY=]zSGSLp27nbCUMaMo6f2owXPbUF+tU8qqP/LsDEB3X/YkTwMfWRUwmWJFTWDArivvjwXimx5QyTmUgmQ4pEb+hpxY88baIOswN0rF/WuozWaWP7QVDFGBbt5tGApC4FpaRL5r2ii+/ol7vOqQ/W164s2GQBm8LwGdxTw==iKIc6EqI2t+FQbhDNySti2zY2J44Sf9T2zBK7wtweD8nd7brWqlXMuOWOS+qRNJOKCLKi2QDUGx9s5rTW42JpzQMSSD075c8WhrPYm7s=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=eKIc6EqI2t+EztPjkzjwKs+n6d87HH0Kep5N0bT+3NIV68LxSc6epjlncaOBqk5qhhyoSXgvLp9ijoK30tpCwH42jFKAMlWJhlg==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrNyGzn6hvxZBSzLK7icZoYL9q3dqi4uOgeL8jXOfw6SwQQ==a9x087muq3pqzZ19eJD+TLi9/VFkFjLl/lS6cJsw9onXuIwyv38Moxz0L+9/tXcpf1JZfef29j56S1RdAdLEHZaW9zzZF/Ik=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=MH3ebg7XTGTOiNpE+EmLTsmPnfTe/YJWGhs3dySDnGPKXBSuJz2Y8KrTZLOR2xJlhrM5WQNgKzXA=Y3Q0B3ST2Nrltf+MSUpegtCaXpe1yqGN6eAuK3i2XOekZ6k5RZmscQYcktG79EQzqr7H7x8DgeaH+EHISmAmdpJQ=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=99dQRVGCwPDOhpDH/SbjefycKeBXh6l7Dg73EoMY1EWOHvf6IpApAsYDuELwqc6qesXDTWRI/BwREP2NRw+CCBWAc/8ID/+3/Otl/TXMGHtt8rz2XHIJwUbcZmv07BYarjKhaeT1FWcWHAhJup92ps7QRE3D+KGBxHGm1iICj0f2d+42kD7r9N1jdTfJf9s0zXIYePj/gyR+5YEPB0FF/M=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=MokR3q8bXYBbXaCZ5HwkCkOG+8JUwePLgeBHMMcr1a9a7qtGK9R+4BkntpE7/htTtsZF+5IWsmQ==!z06J9wMLRQbwLIXsKALVPcVbmcQjaQ==EQ0AcDnhDuno8ICK9blPZztk9D2KzwcmTkkgLs5hkMbTB5gsoYsGngynhq76GsItTFg==ErUn5kTNqhNH1q0MIYoyGbH3pKxfZmjpyumF3bwjAeqd89MzNIyBOw/JhtBln2NSJJWk=EHt3w0IfWmTTNw5YjAIiAmMbbb+xSvyCjGQShHOsz22eRic9rTr1+rkAvk8B0DS+4rQ==5rUn5kTNqhNEkGgpb7ThPw8D4g5ykXHF55vhhgKaHcOcOlyz+OlkBe4QNc16YnJcaxfaZMd30G1+534dGK/lsYsUXQrylNk2oDgLGCWy+rTpsd3Pj9tNOs18WSiRDnvHnnFL5zsDVV7tOSwC5KrE/l2w==AnCGzdVCamh8rgYGdFcEIC6cHV8KUzc99HfAk/VqH4+I6VRc3sB7e9YDzVMC1UA==A71Rv7ffXw5SXrBoxlf1PmzdzJ+4Pn1tg8PWq1DuGykdKG168xyUJdbSl+GS0g3puEaq4Z13QUK/4J9fM8Bfg2GT2EpC1wQm4jFpMgrNHVd9c11NKi9bpd39zBvCeNhfIsPOQ=mKIc6EqI2t+FrvXX7D1v6802k/M6jobqkFRCGvTUzWErBxB0UpsMKdn9F3LbCujLZ9jtrQvWRjyDztrKiC85X0x73F/rBALMTRgPgKLTAyA==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=-3O+JlLvP9ya/22wMRS1PTx8Sk9qYFweHYswFddBUB9g=-dRs8RPr106OU+u3N1AmjufMw6B/NPK4b220YVchb61oO-wdRFlyz+Ti7pmtaqMPawyqweaQ5hajVjS5BMgosAvpMC]a9imsFi0wvT+/wYSOgO9yw4A9v+sqwJPYgnGTMYwpDzCuCL2ePvO8QS7q4VO15I4LMSzWqNw2QX33OLmdgNpIzOzkaHp1He+7/ONt5G3vlO/uF4hSftJL/lAEeSZoFjn23ZBm85rZRM4=MyImrioyvo9+DYyYFOhLR2YInxegVWMuqRzI2RRiwFgiB+nJYwelDWhXMuykM1YB6chlmZjwsDA==)7F8Bvj9X7OZEhH1oGtqUqU//p8EYbb4mntgisqM=QyImrioyvo9+ZtQoMRvDTkU9XrO+FNtTzKEko8wUCoUaTENOpgvDNLZPUKIkc1cT2CuP7rn9VfFCEo/xU9IDyi71Ck095BDReHCMM9AWMUaUQnm0RVsWsZUJaE75EzpmSjJ2JHJ2A=MyImrioyvo9/FU+HH+Y/zQaS82NLbcWNe8jCn4b1e00dPsCITfnWHaM7sK/8O+TLcKJc5d4zw7377AwUzrELRPpDeOjmBJu5AxE+ipwF/UHu+0rOHs2Fp4hqU+pXOrcSP3amzZsrAKAA==Qp/1CdoReLSZxtVIVGY51nbNVWMxigeY7jod7h0NCHc61qrLZlHTq8ecC0y91dHiGKUMGlaFqvwMAAg==AI9d24qt2tRIVqA6/fDxEY+weFVDf33buNlxuA15Jv3fIenMwKZfw6dvt+J6sKMA=5ttf73maQmbIO7KSlBmGyMNvKScrBFU+M10PMLuyrMAe8HsetNP5F5nTJwBh0k0U1VK6iZjU4F4PTfen51cjRsF4d/lc1BfV9YgcBFc51n1EPkJ/NzSjTYoevRFwk1FE0QmZRyTpZ3+SEHDa9Ss4eIjjqEhMOUnIqmafzyABz92OEPWUr89gMk=-ijhEQ00jotqDJUu8J/IRu8i6a94QEhw1QCC1gqF5RTMu)DW7FY5GePDQMemPZxR2qCOSfJOu8E7Dc5SEjPCfr!jsaAySWVY0UupuXi0m+KQVC+26MBMWQ=UCCLLbFWnv+5pXONZTvoEVQ+CQj99LsB9t3ZQwbkoMPG5XKE7bh1Aomph9emeqXl9nEQydz4jdg9p8w9JbB0NH3ngh8MSY4jIFp2uYUFXgWHJjxoo1ijhEQ00jotplQiMDjhR7RPiFQO5PkekyODQF5UXS8gMku0m3%nZun74VXcn9qIZEsLHmXhRI7pc7OhbvA2vg=t+BtR2wLlEI252vzJWrUMp0k1OfbQCCLLbFWnv+5pXONZTvoEVY7mVrAGx2Iep/UN/2RF0udouxAAT3esMvFnJabAwmcNjOZZDsKTfNVl5A==!u3jgnVA8zjJiOB3Z8ycEJ+/jAOWuyJpf-ijhEQ00jotqTXrVqpAAoTrzkocrrLtGM/bTEmH9xUA==-ZW0PZawkQYipJGbVgikPvhexYwwhUHrUroTj/N4QcHs=!M7M9PXKPA5DniOYJ+RIXLtxCT0+wvg4wUCCLLbFWnv+5pXONZTvoEVT9dHv9wedI8mzGXj6ZtZIwKUWaLvdNc7E49JRT5pfHOs7PpgvZZDCC/BKpU/ro=IlXJTf6qt1F5Ej8p5Nycdq5RLQ==1ijhEQ00jotplQiMDjhR7RPiFQO5PkekyjKVaRCGePVv5yCsh%ER7xBA+fwxWn+SrNLabqXoIYe6bzYMUwhHI=Hu78zfbYbhbXLcB3Dv2Kri/VgHxMMCCLLbFWnv+5pXONZTvoEVWmbqVSEmGZiHEekSmZ/nN1kU9n1Uo57YPOSvDeSUpNPErM2OqHcYtp+!u3jgnVA8zjJiOB3Z8ycEJyjk13bSILt5)ijhEQ00jotpFOa/E/IDqELiXPAqsJajSTFAfeg==)/K4zAH+Km9hVOkHK1Jfr6R4GvtyYb98fHlxVM92F!MuAhD3DRdEgT9zwSRvajcWpTbHAotEE=UCCLLbFWnv+5pXONZTvoEVZ8LaS5iDc79++ixBs510a4cXVnsIdGuSbmMqOve0Rk91bmq3bt/vR1Y6UA4pVQ=5MFre5UXp8zcOCxhb7sEvg==)ijhEQ00jotpFOa/E/IDqEJc7RTjXDGDVCVoMpg==)5KVprC4LymFLnVV0XpC70A2B7Tq//o/cbwPsLbeI!J16+ENVacGqbrpZJPlh2grZrN/w0OsI=UCCLLbFWnv+5pXONZTvoEVUHBLlkE3rL1KxdThPLfAe1swFxJB/Fh/6goRpf4GuMvRHihk+2zrgZmAZ2O/Ak=5MFre5UXp8xp9Ksq0xibZg==)ijhEQ00jotpFOa/E/IDqEBO1fzWxBsavp0Ay8X4=-6eGDDbU3yJe8qOP1eUqB+KGoF/MumfIAjk5aIdeaCUg=!js3STbCijsu36Jwwu6YKSuyoO1WZ6LvtUCCLLbFWnv+5pXONZTvoEVQ1ImqRA/jhULqbl3KDt4ECTVBTGVmkAUQTTdpOOKCzmFhTsanpiwPqRdMr3XGG45MFre5UXp8zto7TkBIOVDwE=)ijhEQ00jotpFOa/E/IDqEN/1cgRMmfo274ABLA==)yCjonaJkORjQIQdj+JdfimFjpRDPYKlmXzOjMWvG!94KPv01g7N79HE9U8MputKAc37cw1e8=UCCLLbFWnv+5pXONZTvoEVY33TNz5U44VNFp+gVii5NXR7iOLZ89FxTS2f8/j7qCXMEYWj/+FP3XJ9mxpxw==5MFre5UXp8yHanVJI8g1mA==)ijhEQ00jotpFOa/E/IDqEPyXYG3R2yVxqgzg4g==)kyLDTLL0GcOnAzE4rLrmIG5FFEmgCp3mX8cGfET1!ZVWlbO0R1a9c4bdAKOkDplWF3N3fiDM=UCCLLbFWnv+5pXONZTvoEVSNgK5tFVlQrV7kS/MqDKbVFVonsmH4yssUqJkZHa6tFNmwgoodRDdVdcYt0QQ==5MFre5UXp8xt9ZZT07jeQQ==%ijhEQ00jotqlqw0xyTdnGP7votslGdFz7u0m)QXPV9nFNfqeEtGpb/pFZjUFxwLzL/YiB1J0DwTGW!jBhssUsTCmVVsvBrVdobE49rPmCfpc0=UCCLLbFWnv+5pXONZTvoEVTmEwAlSVWGll/nW8bcqB6gQi+zRnd/JN2nc91CxJn9Lmk6FACu/aU2K8u91ubFLCR/Y5aphZCObRUQSEhsWumBmVlsS8rICMuWec2osKQb7wHFpEGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGhLOMzHS97eGuIpdzaf/7JnIBo=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l BWXN0Rf2AJI6hxs=umBmVlsS8rLBXRN/vouuxyct5aw=EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhoaSwYQslV4sGLs=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l 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L6EWPaOZbi0KmeIvIyRZyi5qFqo23qBg5A==D5ze/dajHp5hVrfo+Ei6hxs=umBmVlsS8rLRrNLjfeYpS7q3RYI=Xzl2c8k52ISvavITN5q92w==-9DnCwV/orWSAsJB3eCdYKe8wMBT4xrRBB/VHAVc2dQ==EQMMwmJ1DnjKmoYkdt3lGE+tc8pwaaZriQQ39c2EP2sa9K3d75D1q/UTy4+aBSL9+aXowYWQHo2d83SHc3PJWjRifbUEOgpvIROOIsIkPym0oBAnugn90wufhZkHA0qm5qM1ydkdtxyr8GQCkCV7eA8PI7XFvo%4MLCHkpOiqvFGxZ3OxaqFPbySdmHEX9Vvrk=)k5OenA4bMaheiwoX+LgI1EVbMxusQq5viw2dCozAIDQcxGsiTlpCvD+ReA3Mn7ljrIWnBPdGAKbeSwp69Nl3EjbwYyGFNqK4D38ViqVBbSsXWqRM=-g6t4sx1frz5fWUoGp9A0TzYpShlJsPllgUyu86f0Imk=-4/WJoPJOW6vhKAiF7q1ZB6vIkfg9hZIK5M3UdPcZTbg=UCCLLbFWnv+4O4FPm/BKFB0EZfjFYEWoSs/QiMqRu+z9S1bWHrhFVQYEjeTbHgbBBYKVvs7PXZSaOTRShRe+WJqMET0kLLJoR2Nc=hxs=QumBmVlsS8rLYumMVAXLxYpRQcAgi67xR2f75mMAwHAZ9MFK27BwAyIDqZw1kF09l1bdGJiczMBlC7cU=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==VorsMVGFJ1EMYfiHtH4=]uNgHAqWFFHcjYzVCgvllVZxYcf9//k0zhDP1M8KWgR8cmlWGtnGCo+NRLwiUFyiJuX1KUxLDYoq4cwLZmI9peyjKWw==m0q7oB7IGNH806c91kKNjDXe5w==yXG/pT8WLhUbMqSWhgahEVA=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmApeWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3HiZU0=hxs=YumBmVlsS8rIMfN+oPGNtRggp5ecnLnqI0/+B59UIEotKVxue7VYTG9ijGooZvCdKe9Ba6GfqQ7CwR7jcxa4k7dtZ%ikRxpeRg7AeTScF9CenLSBOmwlzSe/ENahkqyI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=AlPnO3XFEIrB2SJROhRe70dfs/7ZwKQfTw/7VDvssP/UTRY3u1rPzUSKVfpcJ517EyXG/pT8WLhUbMqSWhgahEVA=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=vsqGwic6goTudQQGqs73hxs=IumBmVlsS8rIqx4Wz3c7/de08yGpWosgz07G94nV3iSXcTyZoSEPpYrzmlJtEhYFw0si2IOY=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=A9Aky/qCZUM21tYnok+b3DS79kwQy5FexTeQ/7P+sI08b62kFirjldodSiMTDYQX1yXG/pT8WLhUbMqSWhgahEVA=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmApeWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=qTQL637eHDRZOV99hxs=]umBmVlsS8rIUzVbnMl23wvZb2xo6Q0pl3fqtHsrCDprf6SSm8PWEHF6oJqF6fXNoJTyT6dIfqLWXN5Eb8cejOqpb8zFT%ikRxpeRg7AeTScF9CenLSBOmwlzSe/ENahkqyI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==QdTEVBM7regxHvM=Y7V2AxraZQQWFs1bjA==VorsMVGFJ1EMYfiHtH4=Yg+Jbd0H/anJTj1VYbwplJ1qIxAFLW8A6lB93q+y8izvfV1a9HjdcrqgX4BuHgV7tPBjcikPagyZc/Vj2rn5uTeX/5m0q7oB7IGNEEJ7f4hyB4/D0Cl9NDaK03ycNm1bPc4iDEYJhc7iqTyXG/pT8WLhUbMqSWhgahEVA=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmApeWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=pmpixFZ66WtJlW04hxs=MumBmVlsS8rL+vC1vezqhjCKTea6xou80q1OiHYfHDN2AwwTsCNkQIw/bz92dhz2XklWHPofyvDAs5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==VorsMVGFJ1EMYfiHtH4=YBxmrokOTP0QuVz8riom0lgY+JgXxwct0/8PaeKtbGf6WnXjFEotSzYars37zJ6MuGifePukX+uAMrhegIA3o1khhyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3DiZU0=hxs=YumBmVlsS8rKrhkO0kMRrc0vtngPc2POAPF+iOWv/PAfsvYYeShjYQWvNG6ZBPM9nSeZsFodNPcuFPhToAoY9hw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/yIS1pdVa1aReGqJWW78HZJe/P69ejtSYVzKZr6eWWaetGy5U=aSozSVVoKxjGbG8cKoao14r1jj2oqbjcHNIwbwifPq4Kezgu6BeWrxqUPi5U/wmkg0u5TgxtAorb3xVh/Ee8jyWHfN2/q/CM=ATwuPAoBdWCHzXSoEg==zu9yyWXASlvuC0zbhxs=YumBmVlsS8rLDILsJHxXUXCTlr6c+MfCKpKfiTdctbHgLAvzpqdVl+CfKzTvhB+9ye29knO9HDpxjrZT43ebitw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/ybrY1BRFji5Qj8MocWVgTPhAEK+t68VMpgoKzQZfpmUpyJn4=aKq2lwf3ec7xhCbEVDPJXLAbsLmoAcM9zttUwAoCv2fsqtftgVc40liemYC0/D2TDVH0AItCWUXmoaeJEOwTLYQwGESuEyHM=ATwuPAoBdWCHzXSoEg==t5riNbE3NSWE6jpEhxs=aumBmVlsS8rIv78mp4dIUg4mBAQiCmJ8E/e0RuMO2JUFlqFCYGNRqA7UUZl3IugEMs8ynq8a0fOkYv5MRYe9n26OJg8J6Sg==9qmUwpuF0UTjIjM=LtY+aN30x4vZ1yQ=]Uj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHBiljo+fhq5O9GpDd0N7ERnOVVkUWXznJ6LuodsFwNrpBbWPQmej9s04AOg==wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=!BRNQdsj1tZW0vSSd6dIwkkjSm3vg3A==x5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==/Sv+wnMfdsuuzAmA/TXVCA==+0p3GgdLijytcp/ScfdT9w==fugog9af9yQ2hCJdotXm0Sc=AEtckn/bSFIwydSMESGMyGCjMZVPNdOC0YILzofXf2qVseEXpgPryS993uu3m8A==%89eTaYUMMfG3/h4KZ8PfrWIMlQD7nj03Fjg=hxs=umBmVlsS8rJlEq64isKWQQ==jJ2Weh7d7CdEQg===Etckn/bSFIwqHM7PdFRKBi3OcFN6+3Mbtvd8pyXIMB1v7oExs3jrKkwHnxh2KUf1P5HNBpVJxg==hxs=umBmVlsS8rKtB3fAyodwMg==jJ2Weh7d7CdEQQ==AEtckn/bSFIwfXJW8FSEnVZDIyJtooH19L/jx2pVsvJKSSxjNyhtATdkoXo3lVA==KUf1P5HNBpVJxQ==hxs=YumBmVlsS8rJqA02iWqxevP+p3qajSX95MNIlPEkCkQztWUlxbSQUJEHl0qXQnGeKm51UL67TSt816sIpoGMSbg==LaeX7SIBawsX7RPgSP0=IHqNYR0XagefrecEp/Jc+2o33T5pQ3Ty0MoPA8ShKXGn1wfRKacwI6CoJns501OSg3XMBWA==+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cVmU/IdLakrfTik!KSfM4miO/EcrT+yk97z/esDBHoVqa5YKMHqNYR0XageffLOhCBOIW6WBP1uVVmFchSceMWVws+2cb0+wvHrfwwftq8XURCS6POWraNsBNHR0=+j9uyMWI7Hr4q908MXLheg==YUxq7shb4aEmRLyGaUBfMKAGaMstA07Gwiyv%vsqGwic6goQb/cymB+fA95ka118tFGudjw==hxs==umBmVlsS8rJF5sCQtAD9tT1UxHaY8w7+0mBUIxlUD4AdpNghbRcjs9roFg==VorsMVGFJ1EMYfiHtH4=SEtDDY9RUPXGYek=Ez279JJsKn6lrOqIxZGQ38fD575x6rJ4cdNLZ/PvkacbC4y2aI8U8AM1jgQSFv+9AbY8z=jxuWqHf//66DH55UyJZt0UtEPpqtEV1Vmp1XZiX2+1Xn38c4ZZPzraL8BQ==kH87vN2HisO4f6z/6ddNrQ==3N0nToa6sfhKwKdoPg==AAMf6k2Rs0jdumyNJods0aeYDPAhFwzXNbkn0n4gO5zCg/EjBqYvSOdTzwBj34Q==8XIl+k8KNNjHCwvZZWI1IZ7nv15fTLIuHMXKbtw+Zub2+TaNYUzSSWjRjGgATlqtia6ztDwqeujDB+GGCVrICU0/mAg==1ofmzA6Q889UK7d2ut/X7A==EWVlCSXPgPFnSM9rLvHOhmZU4IFtYG97YIvJbiiJQHIg3nSz/5bTVkfd+19RoFgSuJug=hNXXEGVE+OzhbVI=QFjITl7GHTdKSQ==645SQvOFRzXSctov0TM=5gz41sWX38Dzesivtn7tTUPnnhBKSHMUXtNrtKq8I1dpC+v0HF17wZHgFpa38mQ8HQPGRFA==q8x7bE7t1BXWsD4=B0L8R1H7eBOxoXmySaadgFxvpv8xA+V4RRmktxonUQ==hxs= SSENVBSTSWVREG5VINVFBPWPDGNDџџџBm`  VOT_0661B85020110610144916 NOPCB (J)џџџBmИ VOT_0662026020110610145838 NOPCB (J)џџџBf˜pT_066186F020110610144418 NOPCB (GND)џџџBfp`T_0661FD7020110610145327 NOPCB (GND)џџџ€ђ8№?+ `@ё=эЕ їЦА>№?эЕ їЦА>ђ'dd№?Y@‚ђ[dddd$@№?€„.A€„.A€„.AeЭЭAќЉёвMbP?@@№?ƒђa2U0*ЉC?эЕ їЦА>„ђ №П№П…ђ$ №П№П†ђ4@D@‡ђˆђ‰ђŠђ =ŠˆB‹ђЈ№?•ж&ш .>№?№?№ПэЕ їЦА>эЕ їЦА>эЕ їЦА>эЕ їЦА>эЕ їЦА>эЕ їЦА>№?I@№?I@№?I@•ж&ш .>Œђ#i;@ъ-™—q=ъ-™—q=ќЉёвMbP?{ЎGсz„?ъ-™—q=ќЉёвMbP?‚vIhТ%<=Рb@4@•ж&ш .>№?ќЉёвMbP?D@š™™™™™Щ?{ЎGсz”?ъŒ 9Y>)F@р?œ+Ё†›„= _ B ТыўKHД9$@Y@•ж&ш .>эЕ їЦА>№?€„.AќЉёвMbP?№?№?р?№?š™™™™™Й?I@еDefault 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.ђŽђђ№?Xђd ‘ђI@’ђnќЉёвMbP?{ЎGсz„?{ЎGсz„?ќЉёвMbP?š™™™™™Й?№?š™™™™™Й?ЛНзйп|л=HЏМšђзz>}У”%­IВTш€€“ђєєNonameџ