OBSSЙCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.80.64 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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€чwVER=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,77,18,3(F0=TPS54225EVM-538 2-A, SWIFT Regulator#F3=Datasheet: SLVSA15B EVM:SLVU337F4=1.0F5=Nov 29, 2010F6=1F7=1л@ џџArialџTPS54225 TRANSIENT SIMULATIONSymbolџ€џр?р?ш?ш?333333г?р?џџџџџџџџџџЁЪ@Ъ џџArialџ NOTES:.1. The TPS54225 transient model is encrypted.I2. The testbench has been configured for VIN= 12V VOUT= 1.05V, Iout = 2Ae3. This application has been corner tested for input voltage ranges: 5V to 18V and Iout: 10mA to 2A.Є4. MODE is a parameter used for FAST SoftStart. Set MODE = 1 for fast startup time ( 6x speed of normal softstart) to test the model for UVP,OVP and other faults. :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 option 'disable warning for large size analysis'.c2. Analysis Parameters have been customized so that the simulation doesn't flag convergence error.V3. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.$4. Enable 'Use initial conditions'.A5. Ensure the integration method is 'Gear' and the order is '2'.!6. To run simulation, click OK. O7. To separate the waveforms in Diagram Window, go to View >> Separate curves.V8. The simulation of 400us in FAST mode takes approximately 5 mins on a 3GHZ machine.Symbolџ€џр?р?ш?ш?333333г?р?џџџџџџџџџџ!88P88Pџџџџ!№8№8џџџџ)аР№аРаˆ№ˆ№џџџџ%8ааР8а8РаРџџџџ%PРxРPРPРxРџџџџ%8xPР8x8РPРџџџџ!8ј88ј8џџџџ!xР№РxР№Рџџџџ!x˜xРx˜xРџџџџ!№№X№№Xџџџџ!№И№Р№И№Рџџџџ!аH№HаH№Hџџџџ!˜H H˜H Hџџџџ!р8№8р8№8џџџџ%xp№(xpx(№(џџџџ!№Р`Р№Р`Рџџџџ!PhPPhPџџџџ!PPРPPРџџџџ!рXрРрXрРџџџџ%`Р`Ш`Р`Р`Шџџџџ!јрјрџџџџ% 0( 00(џџџџ%0иPр0и0рPрџџџџ%ˆиhрˆиˆрhрџџџџ%hрhиhрhрhиџџџџ%јј0 јјј 0 џџџџ%рјјрјјјџџџџ!PрhрPрhрџџџџ!@(0(@(0(џџџџ%0((0(0((џџџџ!ШpШ€ШpШ€џџџџ%рР`РрРрР`Рџџџџ!( (( (џџџџ!№p№ˆ№p№ˆџџџџ%ШРрРШРШРрРџџџџ%№јаР№јајаРџџџџ!H(H(џџџџ!(р((р(џџџџ%P№PP№џџџџ!рјјјрјјјџџџџ!0А0 0А0 џџџџ!0 h 0 h џџџџ%ˆАh ˆАˆ h џџџџ%h hАh h hАџџџџ%(€№Р(€(Р№Рџџџџ%№РШР№Р№РШРџџџџ%(X№((X((№(џџџџ%Ш(ШHШ(Ш(ШHџџџџ!№H№(№H№(џџџџ!№(Ш(№(Ш(џџџџ!№№(№№(џџџџ! x H x Hџџџџ! HЈH HЈHџџџџ!ШЈШРШЈШРџџџџ!№А№Р№А№Рџџџџ9Ќ№ хџEN03D3E1B820101122115314 JP100 (VG)џџџ 0 00.1m 00.11m 5 9ИЈH§џ R4052F8AE420101122115423R_AX300_W100 (R)џџjј@ @№?Y@ 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bdR5q5F62ujCxz4fxzWa48/wO1sMEjzUFHU/00hyceIwX0MMCVtAOQYWhwWgw=AFp3apjJo0sksiy6kMSQwnfIHku7CFSIKK9/7Dn8dUsV4ciamkKyZlkYHBpBHAQU=EdhsIlR+/FrWSLBn584/jWxBUsAFB1zD5Jq0hqUfHk27mE3boYVKApBI+rmIiDqMegSaA=Ht3w0IfWmTTNw5YjAIiAmKYpGCrrYKBHNefiE0PC/oREZIfTx0jmpl4eYmezMneSjF8LlGvIcIk/0KtYO/rjsnCMHaFoTPXUXynT5rNl+ARbMhnkUGJzO5VsNPfcyhHjiFnQU/nM=EH3ebg7XTGTM+A9QnHDtrSTEjXiRSetIM3WmxcMJ43GCZ6tkNzBdi2QTWYQbPtiJAr1ntYarjKhaeT1FWnt+zEblnepM24k+tUfqRzbfFJeO004wjWxxkJl6H+gjMO2BhxRepS9uOEyRhpRCXIJqy3vgAr+j8=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=E71Rv7ffXw5SXrBoxlf1PmzdzJ+4Pn1tg+aoTr6TeAvUsncMoD+oUTmUI4xixNM+6Mg==17WK5EzFp+KAJMTPCWjvfzEYz1s4HaHYja69T7XcuIzOpbNiFe3Q0B3ST2Nrm5u4PXIvgulsJXrQfjdftau54TBRPUZk3JpBSyPCtuF+m+HSiWBAGDFwAGOt9lfdnoZW8ykrmiPz+z6GPFKHHB3Q== eCQgZzTUiqRl9cq7FwPI5lJ8EDVTf7q+2RgarPU0JEAE09HC6iqSZrv0w3fmiXhcpbfo==rOyrZ10xpCW6T7dT3xz+e0mUj3E5rm5Ebh0RkbeLr5wP2pa4xm8MVuSLeQM=YarjKhaeT1FWcWHAhJup92ps7QRE3D+KGweeaMOPJuCToMJ6um6SF94M+bUWHUwZFWBbHLmZgEP5X95tirq7JsMQ=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==H1V1h874rD1H3XtWsgt7vLDRW/+D/N8CeCwTpD87/zNc+0/al9E/u1uYdA==9pXFDRI10sOKP9TJtBVmnzdM4Yh++4aP8+7/ewQHdwBj3/F/9Kl9BxeUuIneSjF8LlGvIVUT1MG1TL1+8Vy2KbvCPnnaJ8xEh/nKhI83Wu/aw9cijnBDMijSJ46YE3/FdOUokR3q8bXYBb50yqZe22anwssPQ6tZj7sJeoaqXQAHH2SqjpE27taX8gPT9uYlQo9/jk3eIRpGnp7a0qqfQ==MEmv8rfuHd/EFA==ldro57G5+NvTIog+XPM=]4QNc16YnJcZ8XiYrOFF9Dco/uMJBl+/YDpHVeqnQGJmMErTqCwnpPu8iKXUcVSq6cmW8alOLB2rCmEysRM1+MzbiiQ==InCGzdVCamh9PQa6oc0JCjj3vA9Mbc66BeOmSIQZbdSwrMf1JJ8fScrv//aMCKyfAO+hSI0c=mKIc6EqI2t+FPzCL/6UWmuAOKnGamEdBbtY8nJTk8y/w+JBo0OKWWiyrfiK8P5fr4sVBHMFNRKzDOWcDoPbI7UuSuKjSPYmfm24IFP1JJbw==YD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RShFQ7EYmExQAc98FW/nuEZcbIBDwmpmA5Q=e4Y+Coup/+7UtCgi3FJRmoctTUzEhom93+0iH8jdd1+jWpVcT9bbFyKXsuOdMzOHyboWMQyaNejzyERdZUTIxQYpTgYZFIIbznu8DYD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RShFQ7EYmExQAc98FW/nuEZcbIBDwmpmA5Q=iKIc6EqI2t+EZt9KdyOHTJ6nDtbkM3ykjjGS5XAhfEvwa5eaFTl+RtmyM9fU7/JD7za+WaSf1Acd3B51K+ZCYKwrFgn5Ow4PNoXZCH6ryInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=-Tt0Pt8r4ComgNyP8jJvQ5j5aUum34y16iuubKEfLpA==EH3ebg7XTGTOPIc5aCm/ApBMMRKzIe9Xn9gLQXLWAHVTC4d5DnZbBNCV0Zw7JAbIAGFK79WK27jQ2l4lNOC58QJIYR05EEHrpewQ5GPhTFhXUh+yuQV0FvfsxgK4k=izSGSLp27nbA8wzeauX8hvjBlV3YV2yC6owJegtYrpJY/gwwWNt7sDSjgLAqXGH1dXIo6Q3n24sjduGaqHolJjmH3Gn8wywQiXgzrNpU=EH3ebg7XTGTNQuR7jrBAMZ6Ar/Hvvtz6GpoRgOtqMcXnEFiLuskIalYrArrn2rXrDYQ==AkXJ8iwKrWYM+Y6C3SU3ge5CQqjIA16UJ+OCcbkv4Sl3IJcpFKG7cpwB4Ka31Tq0=IokR3q8bXYBbM9AKXWRPHnbrmPx3UWZOkT+X2cLo749lmqDbpRrBrhXDbG3n7GX0RkP0UQp0=sYlCdnpnw0XOIl6NB1ymbxyc]zSGSLp27nbCUMaMo6f2owW//0QT7nE+ljM2LuLLfj4OPI0MEI9JwQtPm1ckXeeruWHIPjF23XxSWnykbJhwCEd8y8Q==iKIc6EqI2t+GSf4Xw2oJzjYWS9aIndXdiUsjL5EzXxEhgFV6CobiD7j28/XuNIcOfqIDyjqMZL2zYYfxBXiwDtemko8xut7sDPanaLaw=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9B4u+6NAN8zy7RuKtmC3PdbHQAne/OmIo34GV+EosLlGvZ9qCn+iuXQY=Aphg4oIHsKsnrdq2cZqm1xdPtWFJATQGSfKq9s783TEp8mRUtZXGlZzFff3+E2Q==IneSjF8LlGvIOh/s+Oyg8hBPsoM/tUux8Wm/A3fpBGPdiLpY4c8fv/vD23bLcq24TgO7tkcw=AcHvJypUskbnZtN9Di75t2pg7I/OzFYgoPj3Usomi+Q4wV5zX4YVFROSNPO2ydwY=aokR3q8bXYBb2hK2svsplFcC4DJGjI98REV+nIX3fx38JrDkdDA5ofUOk/4pDKu+1gd/9oWY7YjnvZPl9OnYILeubWFd1mQ==IneSjF8LlGvLRHa/igmu/eaByn6rONrrNpcLdCoWuJocB1OpJmtlMO1gv6FPkSc+t5AOC+Q==iKIc6EqI2t+FQbhDNySti2zY2J44Sf9T2zBK7wtweD8mgqGnKKcwdFNkOfTjOE7oLaZgzms3s4d39I6/PAmoU+kmjMfpV0eHPlltVfR0=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=IFpt6/d4fiEG+eDzxH/rC6L2S75uarQM7zkQnhkAv0+fiTWqoW3ZUa1Y2oF68EcLep/1kAYU=eKIc6EqI2t+E0Kj2aoem346fPQXZRBVysO3HfMZZIErWdESjwd7E8XD/LGBcfCgnf905UgJAtbR4C3XtIoN/vZ2d/xfiMFtvwlnIPQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=MH3ebg7XTGTOiNpE+EmLTsmPnfTe/YJWGWLVgaZnNqLXyUd0vR9+XWwiDKhdh8+SH/VaK80JwPjQ=izSGSLp27nbD8NxJcmTnMkma1Xliy4/z7ePBYp58AyYxGZRP3URBkH0/hZBkQZAbRMyaWyo0fQxFvHTdZazOC+iXFqIKCOfqMMB/fZOMs hh/08w==QneSjF8LlGvK1Qey4mFMHIARLwfmoYmomH7h2jmFeqkYFQPp3MnntC5kOOj8nCtn42NOVOiVvgrB+2WY=a4QNc16YnJcZJfCT6YTEYqHV8HVJP8kM0sJdgBqyAttjd8s3LPZEd6w4ybkULdpGIfGsRR4LcM5TzoeOa7ozciZiGKeoqcg==AnCGzdVCamh/N7rqLYe4f5o6TA6c4eqk1QjD01KHarZphopzLegCj8yF/3vNfUAedeKIc6EqI2t+EztPjkzjwKs+n6d87HH0KeGjvIw5EvD3EQ4jddF4Ckl/mXjSPRhVlMy9lcp9N34CuFUjPzDBBPw2R/9ssx5yvuHQ==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrNyGzn6hvxZBSzLK7icZoYL9q3dqi4uOgeL8jXOfw6SwQQ==MokR3q8bXYBbXaCZ5HwkCkOG+8JUwePLgeBHMMcr1a9a7qtGK9R+4BkntpE7/htTtsZF+5IWsmQ==!z06J9wMLRQbwLIXsKALVPcVbmcQjaQ==ErUn5kTNqhNHk/HmV6vHthT09Zk2c1+MhNGkQlZALDlrzivENFEwYz7dENWAcZ4loDkE=AFpt6/d4fiEHaLCWrBO2Ajm9w3dJHX4Y7ePxO1K1ca5vNy2FzfFBtpnal5ZLAd1OtE6QlXgtWE5Nz6SOqioASXTlfBF00+YpNchByurHWV5EzOoSrwse0o81IqX0nIgO9qpg==eKIc6EqI2t+HaKRFje4SnHTXRIHQmYslZVKNOAlooQ70GA9VziR30phmQr2K2JzxPzXDVUWwcuLfor2OuG9u1vddXTrtyTjXbJWwoQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=EQ0AcDnhDuno8ICK9blPZztk9D2KzwcmTkkgLs5hkMbTB5gsoYsGngynhq76GsItTFg==MokR3q8bXYBbnF4L12TTG+KsyF7EgMpBiBfYj94MNwQQoHHOgmGYBFCbZuWcdmkzQFX3rXwARPE6H%F51qBDoiLl8EMLAzg86O42q40ouHr8uBdMw=eneSjF8LlGvLNel0rvlV48MSEZXMp6q6gGwg+9JREJ9Uenymw6otlgkFT9QZzHnLxLKSXx+sdlD2Pm5AFAwFABL2z9Nhg6kXGJnHXIrUn5kTNqhNH4BCH8Tj3kgBivlfxO1PfKEue5FENpEijNOUVksVAyh5VrQ2LprBM+9eOeoYI=aokR3q8bXYBajjPZXyhII0cz1OOmX8oPSocoOTRKuzc3QrLDFmZxTV0MiKkLrcxIUQnxnB63S65HlS7RsZVeShXSBLLJudQ==e4Y+Coup/+7VSJl+4g4XeNXVS640T+D1A0tDtscpm6swOcNJYUYUpQLf24nt2OqehxV9lHa4NWjkg+uTl4G8RLf30WqPeC4kGGA==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrNyGzn6hvxZBSzLK7icZoYL9q3dqi4uOgeL8jXOfw6SwQQ==IH3ebg7XTGTPjAch9zgKYyXmOe9lNOz2Rd8gWLwHZad8m2ArCGpsF671tKcHLAhopG/nm2Q==i9x087muq3prKEeMTTOFrBU2+hyzOlYeoPqDA36AwcvZhbQLuQICCINx0ewh13gCCzajbTm1Khmy1HBIJJfjT+hGXLyIBZ+ruk0Szid7sInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==ChZKneswH62cJc9vJip+FM687wEtX84fCtl1AMO9+IByffO011HUiCVvT6c=ArUn5kTNqhNFoZz4Y3NklqZKsKNP4s12YIUMhpM9BdYdbHlA6fr/txvbJTGfrhmqHe9x087muq3ppXIMDNDZpBK2DeAUA5zFeFdde8rzISd2E6bix90kBp2v3hcuKkn4fva0NynWYi8tyM3hmFKJgNP/WeqZEb5wFjHbw=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=UokR3q8bXYBYEla1RfAOHk0dtaIVUCjRyFrz1AmG297EJ7pwwjQg6ywvMD7yfhSDFmmlNL8PTheSbIsYKPG/c!z06J9wMLRQYRjoYRRZP0uhF0brSsvQ==MokR3q8bXYBa6GJAJaF0bya9llsU+Cj9v7hjPycNDDHms75w2TBHwFHQiN9B1i2v/yUMkg9QyQog=!z06J9wMLRQZHaoq8BK2BCWg6+bLYCw==iKIc6EqI2t+G1wcm3e0JGY7x99BW2uzZcnbziAx5GoyrlRfef0elDcmrYTZRE77wiBJ3agm9sn0DVa/QtuBfGYwS7Xr9ah/d48pN46A==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9GJBg1wVjMEg8NY/0/rh66EbaEIRQiwjpIzQ3lTD+LRlco5azSkRrxIYsIrUn5kTNqhNHfbkTngbVsyAwgnaz2BNHg55YXxqfwkVbtqbF1jHG7wfU14T/UXdQLh4MqWg==UH3ebg7XTGTOlH1wMjCEEMo68Xe3yUGqqaT1UCYBFUyYODklMpNu0bEpbidiIb4tEGxQnqTKG1ogPYo4bHTZ35yWRD9I5ccmN/RvRS7nIdydJMzKwKjyxY+5opFEUMCM5E5GqrdSs=YarjKhaeT1FXWfqlXB0BUeKxSNpIOxD8DXo6KHyJ78e67gWDIcRihpTgxs5SfzRKiJkcD98+hCCjZe8/wffHQzP0=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=9+t4b5s2ZkMYSkAWG8wVobQzo5qaKbKkiFxrdefxUkHyQi2dezHdxtLs=i4Y+Coup/+7XB6ZhR3GFeQpldBki1+H0HSodAfmaiKdeR/IhWRDbRi1AaNQKq8HX/V+l4HAHWTE5N6S3SXLAtkU3G0tzdw/t43JuGgo4=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9ClYVDct7ktTzIMcDgBGXvl+X4jllyGGIedGtUU47rKm7QR/9oCc0ig==QH3ebg7XTGTPgBC+8S80xnERbb44m87/EZwkO+5BXPl5FwFk/Qmilt1B1HbI+GHDdqbcSDtiQi8p/tg==M5mUtosRd6CgAlMVwpveqt967mMboYqYWT2DSIDvwCgmGvUjMVW4OwXeajLYeegOepa4DQHRu+g==IokR3q8bXYBb+O923g2YNBRwKKpy5c1GC+CyqTNqpFM0Yvq9Opo9QpWryCIX9f9Nzpaw+oA==%Mjk0lChsqLtu2CLoyVwnwQPqn3blPLdw9zQ=EezRsK5j7CtHwOF5PAiQ4yv5q+/i+GtmC+vunGWbfUsAV4OEUXhmxpSDW9xFpu8JrcUw=AoJE+Jk4u+yxzuH3wEsgPymsZn3bU76uEkThOxgwyeKVKogIojAnPhTEzeUcq25A=MokR3q8bXYBY/1kGNFUfSSFhbSqNQn+zM4fZ2LLFWq4WI75C2UbCcnPsvz+HEK1il9uNYuWHfIyM=9SvR6org2cRGDXo7NpXAOSqxWkyAs8BT6maxlfIBptqEgNKVRmMud4BsSe4QNc16YnJcbOY77vXnGyS/mU2k8m/5TRdMB1y5ZiAtp5GUv9zuCVfsNgH3qI/Bv53gYCcVwZTQ5vwqaKZpCPCmQVGIpfOfvSvA==EnCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Bj7l2kfrATzd23XETKhB2yUr3XZAPaJKz8SI=YarjKhaeT1FVXUj08wUiWi3/rsJvlXCHcakM37IkzY9vLK9cdrNSkU9ELLBiUhK/I5/nlAhu8nBXaMEdKWXH0RSk=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=ErUn5kTNqhNH1q0MIYoyGbH3pKxfZmjpym1ub/E16/9iHOX1WVoVuZGQWDbP4Kzn4GPI=9YU2oKliq/6CJdmcOD0v39YJfKk74g0cLKMdGmlsVkHUgPr3kVawgJ4c=ErwlDEEdbHKDJZERIkP+RsZY4akLNNVjFkFqvX76BmP4BjoFchhRmAlBtC2aohP0SEBBbErUn5kTNqhNEB3T29onE3dbPx5p7JDKXBMp0W6gGlvYrsYrVB31n28c4gUeVrNtVbY/z95rUn5kTNqhNEkGgpb7ThPw8D4g5ykXHF55vhhgKaHcOcOlyz+OlkBQokR3q8bXYBZcpKIhpJIEvWMbjhypasXArDLOeXIwZr5eSRx0yX/KyTppS4IhCUWT2rSjz6Oq7CRzzTMQa9x087muq3pq1gXvU3/6sAm7nKyKgxIw/U+VWMIP0nKMLrDwXl+WCTxYXwo0c7tuntlpWdaytWzomcH32ovhiM8sin3Geo+E=InCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Brpq/WE7h/70rDE06NXda1gXNMSq40d4YLEVJOnK5aVPK327R0ktdncvAtFJQlfHvvR/HeNUxb/a4LEeGFoZyLM2cBwgE1eOWQdXQtO9LCLsTEmTp4YA8Zj2xLd1/5yvAh83gftA==MnCGzdVCamh9PQa6oc0JCjjES0BnYpRLU7p8XWiurCm/KCPV350wzH6UgypCTUZW8PkFwtWoIsg==9Lm1+tpfa3MJx+M4sD1JtMw2v5pbmZYonShCF4s39eliqJVK5/cE5Sw==MneSjF8LlGvLqYDoBWJ/2K3yG6R6fBYugutAu7PdO5sC3YP3jmAJtKrMWqtG/MY1Tz9aIKxCUiQw=AmkSfxn52QIk/AMlnBWuSYuHxkPF4Sg+mpRO4XLf+LS8cb7bzY2DTpdDrnYpvKfA=iKIc6EqI2t+Gx4g13rhXRT0yJaiIbzoC75Teix2zBQc+g3m0gd7mYtuVJkxs9J33qMHtlQT9Q6sLm6DI5fkMQtQQyd2EdctoNRhP3tn8=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=mKIc6EqI2t+FrvXX7D1v6802k/M6jobqkFRCGvTUzWErBxB0UpsMKdn9F3LbCujLZ9jtrQvWRjyDztrKiC85X0x73F/rBALMTRgPgKLTAyA==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=99dQRVGCwPDOhpDH/Sbjef/pytcV3R5k37/9qhYiqNQFxY+JWwKL2Ud4Ve25RQnPG2l7bwk883RrBI0xgM5cw3xguXD2JU0sGgwfasT4quAelIctpfyr7JalRGJGWbFjykJyDhspFi3YunMhBJHaE6XHHZAkg=YD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RShFQ7EYmExQAc98FW/nuEZcbIBDwmpmA5Q=]jUb17++7PQdRmL5KR0+DVvRkF3e3W6pkZ5ucGoxaACEMtBWV7Y81zHCG4XAy8iSo/1s4tXYVXWG8rnz4JVCpVUvSvIPhIiuJn/MkOH00ylbZqVe81hyypam0FrytIMYjZtLdc2mAhrK8JjDRrBVE820UtAKdjoTpSc2ama9x087muq3pqzZ19eJD+TLi9/VFkFjLl/lS6cJsw9onXuIwyv38Moxz0L+9/tXcpf1JZfef29j56S1RdAdLEHZaW9zzZF/Ik=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=Aaq4Z13QUK/4J9fM8Bfg2GT2EpC1wQm4j72//Jz6lq0/BI5i7Ojco6S1kzfd0Fv1XA1ih2H5Xbt0R7A6Rwf/5DXwrBDO95xWZNXy1mwdFL3BsK58OJgcjhNv7XS0N++Tk=9brQYRHAVjmAk91DsVZuLaZHrCcuKQVwxb8MisxWr9sMOZwGXKbXl2tY=Y3Q0B3ST2Nrltf+MSUpegtCaXpe1yqGN6czuOS86XtFzlWzknhs6OCwIGX+uuYkWqnxniyr7HTTDutA6DyqNgWrs=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=9H3ebg7XTGTOViwwP7KbvpvJ1MvbmRdruEHRGnGoJbYwMn2r02LSaFNC7-dRs8RPr106OU+u3N1AmjufMw6B/NPK4b220YVchb61oO1R6upgEnbvrU/72r4RiIHwTCGHlKWKgRUxjJTKqaws2IQgMXs=wUzrELRPpDeOjmBJu5AxE8IiDwBpZGkQCIHyoLCr6lIOldJs1SawoVMOSA==Qp/1CdoReLSZxtVIVGY51nbNVWMxigeY7jod7h0NCHc61qrLZlHTq8ecC0y91dHiGKUMGlaFqvwMAAg==AI9d24qt2tRIVqA6/fDxEY+weFVDf33buNlxuA15Jv3fIenMwKZfw6dvt+J6sKMA=MyImrioyvo9/FU+HH+Y/zQaS82NLbcWNe8jCn4b1e00dPsCITfnWHaKtZGy7Izvh/MdDz84QTDdlsQyImrioyvo9+ZtQoMRvDTkRJYKLiZD90ZXr6eFdfBL4amgkWBS9bKHPGxEOofZzD6UNKlSu9BqkXbIfI=9XtZFBWSX0qOIH/hNKaVguzZ2A6oBbsW319+a/dR6Dy+ZVhG40kN5HUE=5nTJwBh0k0U1VK6iZjU4F4PTfen51cjRsQ4sd21vMNoJWTup63tY=5ttf73maQmbIO7KSlBmGyMNvKScrBFU+M10PMLuyrMAe8HsetNP5F1He+7/ONt5G3vlO/uF4hSftJL/lAEeSZoFjn23ZBm85rZRM4=MyImrioyvo9+DYyYFOhLR2YInxegVWMuqRzI2RRiwFgiB+nJYwelDWhXMuykM1YB6chlmZjwsDA==)7F8Bvj9X7OZEhH1oGtqUqU//p8EYbb4mntgisqM=]a9imsFi0wvT+/wYSOgO9yw4A9v+sqwJPYgnGTMYwpDzCuCL2ePvO8QS7q4VO15I4LMSzWqNw2QX33OLmdgNpIzOzkaHp 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GRYatt2eE3M=hxs=!umBmVlsS8rJbX5U4tzR2bRhEBmHfBg==EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh5E1n+k6vHaNpc=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwJw==hxs=!umBmVlsS8rKVLWJlqRawZgoJ3MgNYYcnUGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh2VJG2amLPSWrOHKt+xfE7iVwBxDg==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwJg==hxs=%umBmVlsS8rIeIAiwK6O46mBXYnz+hbstwyQ=aGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhh2VJG2amLPSAloVEjs7zayDPz9JNOWEmkW1hpwT8+kyuNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBw4Eu39LVZFwIQ==hxs=%umBmVlsS8rIZ+FINNKrv2zrndtKreCTPaQ==UGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFd/BZIOV5b/REUSbQyBdiamuzrasJJYP8APL5nnm4WwBzD9zFUhQ==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6ldGcao4uf7zVmTG0=hxs=!umBmVlsS8rLO8WyNY5PlehfGWDugjnE=EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFd/BZIOV5b/REUSbQyBdiamhDw0Sgk164qtZk=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6ldGcao4uf7zVmTGw=hxs=!umBmVlsS8rLD6LzXelC0zSZlCip3Y9W8UGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGhLOMzHS97eGlumYV+8R85A6jXYvQOTI74bLLm35A==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lBWXN0Rf2AJI6bA==hxs=%umBmVlsS8rLKCdm7V1/gzuQTmbxpW62EDw==9GvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdjqWsJsH176IVR+mzTHR2ow==uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6lg/n28fU67msJTHGIhjk=hxs=%umBmVlsS8rKbU6aZgOU7itSEs2GNr4rAksA=!Xzl2c8k52IRagRWjQPcp4+KgGFdUSnc+zunkqCkOPJom2Tc/yaLbjv++tQ==IIdcHuT+uoaFim8kfGFigxnmKQ6n9qp0LFJ2f11NmYHcvPUdSVuF71EUpJmNHrhhxzSf8C8c=9GvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQpG+9KwZ+22uUfm9nI4pdaw==7arknlkzKCceog== 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