OBSS­Circuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA B(c) Copyright 1993,94,95,96 DesignSoft Inc. All rights reserved.t $Circuit$xŒ№?B[IOUT1]miny1=0 maxy1=0.5 divsy1=1 scaley1=0[IOUT2]miny1=0 maxy1=0.03 divsy1=1 scaley1=0[VOUT]miny1=3 maxy1=3.5 divsy1=1 scaley1=0[VOUT1]miny1=0 maxy1=30 divsy1=1 scaley1=0[VOUT2]miny1=0 maxy1=20 divsy1=1 scaley1=0[VIN]miny1=0 maxy1=10 divsy1=1 scaley1=0[FB] miny1=0.4 maxy1=0.8 divsy1=1 scaley1=0[SW] miny1=-10 maxy1=10 divsy1=1 scaley1=0[IL]miny1=1maxy1=2 divsy1=1 scaley1=0[All] minx1=5E-5 maxx1=0.0001 divsx1=4 scalex1=0[ILOAD]miny1=1maxy1=2 divsy1=1 scaley1=0‹ 8№?№?џџџзЭЦšЈŠ;Blж=ЈŠ EMFT Фiууƒ џџџ RpѕџџџMS Sans SerifFw   MS Sans Serifфь`ћl|ё„ђИѓ\AЎdѓывGИѓ\AЎ\AЎ4Ќѓ№Ewˆђ4єдѕEw4€ѓдѓTщuі0uAEЎ@IAађ dv%  &%  'џџџ%  џџџ  M„ж=з> 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€јн7VER=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=TPS62063: 3-MHz 1.6A Step Down Converter*F3=Datasheet: SLVSA95A EVM Guide: SLVU396F4=1.0F5=September 26, 2011F6=1F7=1б @ џџArialџ TPS62063 STEADY STATE TESTBENCHSymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџ DГ@DГ џџArialџ TEST BENCH DESCRIPTION:.1. The TPS62063 Transient model is encrypted.;2. The design is derived from the TPS62060 EVM schematic. r3. This model has been tested for an input voltage range of 2.7V to 6V and a load current range of 10mA to 1.6A. Q For VIN < ~ 3.4V, the device works in 100% Duty Cycle Mode with VOUT < 3.3V.S4. The testbench has been configured for VIN = 6V, VOUT = 3.3V and Iload = 1.6A. d5. To check the steady state behavior directly without going through startup, change SLOWMODE to 0.K Also provide Initial conditions to the Output Capacitor and Inductor.Œ6. When running the steady state model, please ignore the first 50us since that is the time required for the device to reach steady state..97. The operating quiescent current has not been modeled.G8. Thermal shutdown 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'.V2. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.#3. Enable 'Use initial condition'.A4. Ensure the integration method is 'Gear' and the order is '2'.!5. To run simulation, click OK. ^6. 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MODELArialэџ.№?€€IhЫЙ1Эу@IhЫЙ1Эу@г 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Kc7H11e/R3rQo4pmmhOskM/ljDbN3WMCPTxFQ==1ZHjUGqm3tZjZVKP37U6G+7A1EtDD3EvNif01+4lIllwTJ/g=%BOD69sNVWruwVW4Pk1PR+L4zSUZieZzz/AM=A1Cr9YuqTfsW0mwZ4IsVeIsC6YvhbPaikaZNHFuDvIk2844uMISNhGyhIBL3aYW4=QBOD69sNVWrtLuLsyR8ej4XpiQjstAMdczzFy3vD1hmtlhGejOT2s5/ZEnlr/gSmJwzWdyq3oGvUkqlY=I1Cr9YuqTfsXb4DOLmZEAyQ3B6RDCPjPeRbDfKhjCTluUTL27elrGbYvkabyBk1TpaaF5LwwqIq08j5gqLB6QSrncZpi0/QeyZWUsMstaZyu6al848ORyJ+UrCLcyjCuZcXG9M1bEPosGkcg==11Cr9YuqTfsVOWBUDlOCgaAnGeVtao5hQMALpLxwGJ/P3zo4=]BOD69sNVWrsoLr5F7r0A54s0RgGtLSRHbGPKbSzM5FchMZWFW25cEUaf61SdJbVeustADohWosAH9Tr+JAPkRQfFNQ==nCGzdVCamh8GXqvZjLk==RyKS4iTHhYaAMFSTinyf0SC6vHCHvLHNDOSocayv34kI3RJF05xbZlxPe2SEE6S2NBpoq13t9EIgT0x0ulS8oBX3oFqNZ2h18GgMdK8UXDJYWEr0M9jReNDnSzh4kIQ===esX56Ox1qRKpjkqeZUll/RJCO7p6VSYSzt/Kvc8oHaSK3BcV2Hq6f4SbPw==A1Cr9YuqTfsXJiW15mOgSnYlmiIX8yUFJ9P/w9T3g9VErp2HBdiateYAVtMih0g==E/TiTitsK30DS6VH1k42aJWEKS7a+z4yBqrJmAfj3aN+MO32G+bIn9pCjSAjIb3NLKiVp9qa3wOCdxxBesCrm1zoMXZkrnUsVifGxRNFmrWIDG7QFwFKgIvFhdJwOJ-ZHjUGqm3tZiIdWQhaC55F6nuNru3itn5GhByJJq+OKwh!BOD69sNVWrsjjkjbXOfbOkf49RTqgfl29qa3wOCdxxBcFr09W9qrvkqlZrM+BK+Mey54cM2F2cWV2QHbVJ44V2qI=AZHjUGqm3tZh6RCUcT7oppUgifIGm2MPAi3Yo10YfFY+w1mpLWAUnBCfmyQLEq71B-1Cr9YuqTfsUXOOegni6oSW/1XXWf+qxuYqe9sJzdAlg=ABOD69sNVWrsdD+5H+vYc+k0R75suTTvY+fojCdnUB5c7uq2ZZfs7fJ7Nrok1ehM=11Cr9YuqTfsXpwYeFv6PCIVW/JUMBS22Gor9ShVT9N4sifZh3MBOD69sNVWrt7R02kgXOrrmG0I7dW1DQoyIi4FtYFAk0W8h7k6s1kzRNtU7TtIwXbMQPentG6Efc=)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=9TOh8TK5idXk2q8XO+LYMG3lWSfxRPrMx5LM/L5WG4vofdYrZS8wv+WURA6S2NBpoq13tFzPEFsO1IS8HLBnKI6F/erMlh3eDgAvLazTq0EyDrSaHnFbKpLd8=9esX56Ox1qRIGh8bsOz6OgV9fldOOkjPJPP1wxbr/13r0mEvEma1eIg==9qa3wOCdxxBfMhh65kNqbqExMRMS5yh9CfCOeP9UaayvacN3J0XPDtUg==RyKS4iTHhYaRSkHzmc5lNOIzBrvVp0ODKST5dcVCef7Svu9WVRMJdyVqaeGFTdGYH7wDGAkl4PoK6h77yVid5BOD69sNVWrvhStsq/W4bHrLgfFjqR561rPqBLlMms0ibu7ZrJtAHJD+vPW0DkZAFNjtD7zIvfQ==5mmsqR7x/YPZBq8gyKOvijP6RKT78+wi5FNBjykcqtWmu9p/PaU4=QXVl9lubJoz00rWMswxoiYNCIhs82pN6XUK0bU7SI5Wr5IOpNlBsnxO6HZ1hIymn+37Iq2LShru8gOXs=AmmsqR7x/YPZBq8gyKOvijP6RKT78+wi5FNBjykcqtWmGBpDixEm8QfqlWQdwjA==E1Cr9YuqTfsXgiuVcxH9Toeoy32m+pYrz5JKq982yIAvFKTGqpv35lfIrAg8ASvXTVX0=E/TiTitsK30DS6VH1k42aJWEKS7a+z4yBqrJmAfj3aN+MO32G+bIn9pCjSAjIb3NLKiVp-1Cr9YuqTfsVQmLBOSdG2H1PSyWD5ygbLGhi9FmF4mA==ABOD69sNVWrtNRGsgKZayFsrBXIoD7u0ZHeDgqZokOim8BxGddO9tRbzDIt5Izx0=91Cr9YuqTfsUMZM1cmwXHJPDeJysyDrVHKRYMzsAzM/wi6qdDOTtWSg==MBOD69sNVWrvSyT5bCVt64kPdrs1O16pTTMZeXMcFO0puPUagjThzO8sd3UHtWa3BhlVYh5Ak9c5X)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A==RyKS4iTHhYZqlAjnO8Xwl9HcTS/F1JywYwxa7B7ujMh7SWFDMspkEhOLkFiz9qa3wOCdxxBdhSh3QqrB8sbPLerinCdkA+2GVuqgUL7AEODo3lQkmrA===1Cr9YuqTfsWwQ9LxWJrkMxTYDw1j1gWIkX2AaaKi4eEkqdyCX189gHQ+mQ==ABOD69sNVWrtlF7oLHqor9o0zBczJQctc5Gb+tc6pcXkI/3z0R7DIijc2WvUEaA==]BOD69sNVWrvn/D6/QGfffg374LSWgNIq01fSL0Ilgjmmu/V6E72NgZmwXqVn1TJuAk5XbHAH0CTPlLYi/6oSooFVyfE==1Cr9YuqTfsWCs304JYlta48j4FxWjJBjq9nO04I/61BRdV2nt6B6GPP8qBy9]BOD69sNVWruputw3WnHLzBA/mLVasr61oUHQCOgtLevksi+lA1Amw6xyYhBwy3VP5HgF11+neWJRtOyN6qe+Ctp15A==1ZHjUGqm3tZgl2JSqLtpK2vDMQpVDJW66x2ui2HwDQCub+dY=-BOD69sNVWrsX6bPTbfWxB0BGM+koMYePZ3NGqzmoN6FBE6S2NBpoq13stCClC2rH/FMiVYKCiVgAx6dxbF59tbRaP12VnnmldJS1863SCATcmDy4=1TOh8TK5idXnQF7I2uowKi/Xx35BhDuGxEVB7EUMNrtLF3LA=!BOD69sNVWrsuK2oKZ0dsQMw5rWL5+KoT91Cr9YuqTfsX/Hc6ejjVkAJtiBHBfmwasXfmPNlRnIWV8GOZiGzyWrZDgYgHWP8gvpMUGM76KJXFVEovXL9YTLdiOg2cvBy8FKLPCqarwCwxM23n4/lMFMXythKoc8xmZbaQl/DJHkWp31ZeHDnCGzdVCamh9PQa6oc0JCjq0=-1Cr9YuqTfsWIUvEswhSPjFILhWnPK/5mTu4kZ5YfFnc=ABOD69sNVWrsdD+5H+vYc+qxlRofy4csihgVc1uuVOavPKlLZqNB7DfwwE6OU2A==11Cr9YuqTfsWUyP/9EfpdZCL96tC+MXKIsWyfORG4My8qM0U==BOD69sNVWrtZ9VXmCImJPxdQrS8w9W3nahlWlUw6/P/wy9SuYkCtbbx+cr0=MuXJ/O1Z2TygOc4YY62fGr9aMTn1/FqHVOWpSwITQ9PEwayMgbCu9/9Ce4cJDeeuiYXkfmDJcMA==A53FlZLjBNPvGzSofbezTZIj6QOIrH3znumG03cxEKbg87JJpUa9kxQQDWYwR6k0=IesX56Ox1qRJwXp78naCcsENRWZeUqYlFq3SMEM6sONuXVDLVjuIRP7w1Yssn1A3DluP5vgA=I1Cr9YuqTfsWxy/y1mZCSRqtilqV/Zz0ssSIpjvxZFTrXzFB+PTTySP1nudg8HuLdTxonkE0=YKmby9GHQljF6j8QA1EPuEx7tNJK2Kg35S842BO1YSBNhrhm/cE13r8vbWaEbg6I6u/WVwnoFq2ECMxj4ccGKmU4=ITdGYH7wDGAnQSbADQRC5z7LtTZnTwGX1O78CDaTZW0tT0D7qpGUmcM/grYawUaBP1EyaoA==JD+vPW0DkZBCTDsaA4UXCQ==5mmsqR7x/YPZBq8gyKOvijA6yfHTxO3mBFNVrbEfmPGqgMJSjL0M=QXVl9lubJoz00rWMswxoiYPSJ1SIGCrCxb0SPY2jMF33L0Cfv0e2GD2bnmJG6Vdank/0zqXpkZZEcw6s=91Cr9YuqTfsUrSd5ba3XBOj1ilPrNxg2Jtr2rplPeJw1S3lXc7kGWulEM%97w9YpeQZOIitN0+NHvv4L6Dm0IM1sJPHRXf1TOh8TK5idXmotQ2J/yovXK4H9ZOuNtjALNw7Fn6hxrxoQwg=%BOD69sNVWruvpXrYvFDrErVNW8yo2+Uung==A53FlZLjBNPu8E8NWgGtfC9itGrepYB2JF3FUvoNkdwxPkECtJYFbYUF83X8HfA==9uyXf3N/Zn/Vk9hh9pkZPvE2t7uS/EfoFMmzfWU0qpldnCAVX5D3rsg===RyKS4iTHhYaxd/YVlFOHI4x1QwodI99EEOlMwsHHHF3pehn6WQ6iovyqQ3g=A53FlZLjBNPtQyxxaWDSvhqHzXjYeKUCFEbGNYhKFCN8Hgfiwq7n9f/zSPczLlQ==IesX56Ox1qRJwXp78naCcsNLD8IAzTUlG7rKx17znS+gYoU25QxCloyn8bQiuHy4rDRMIJQ==1ZHjUGqm3tZh5Ylprdg1DoL6ErJdWEu5cXV2hilr5YowqlS8=)BOD69sNVWrszF078VZELWszZE4gjwQrQ4q9GgSo=A1Cr9YuqTfsUxp/52Bz5xJccwPDlFmufXYeXc/G8Ar0Oc8f+85aYuPCiDL/wyEA==ABOD69sNVWrvp1PedFSYkZHNuhgGOt1r4adwMHZ1Y8NzeHXcoBXdRh3ivB8t/Lw==UBOD69sNVWrtAfxYx2QQTYYS+/3Ue/CWp0Uh9dgshR1yWTDlOsmjiB06OdB55SwPcKHOuuY5Dneq6u+EGIA==nC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eL905ust7alczMXgEaVeceHXg==IkWYMU6InqbxYJzD0c9cygFJt4TIpYplLAlCZmsT0S1hKXFHpklabytLJ644W9FC0tUUT4g==eY9FZaIqWs4VcShM9iWn1xocehdLOg/8ZmA2cdZWVXDsG533oNh/3CHjRuT+VQHbkNpoX1aE1uh/E47Poy8PmzM0dG/UAb87TPahoY4yiaFQQOiX1xK0aCEbbRPsTlHauhTDEMFSjckUh0BOv/yDoVM3EVrXo58yQ8ZFQcdftGV4ukiX4cUP+L2p45wyuz-wRbPLFJbL65bo+nCCj/2Sw9ZoiQ9/e4Gc3P1Tg2zsg==Md74dtC7pynj6Egg2TM5zrGiZ8xT/Vr6yKCHo8IQhAIyzsTxXLH17EyknOfdZjTkZA7wd5CaV6jL7mmkGQtK1H8OfZdVZzAUiNJDIYi3nQPWmnc3dWvpvbyzEowLSyEY4q2PXexrGbgDOeYuio+OJLyhvCWVkNG0WOw0mLrqpr2iNDoyauRQnIcw==iiHaqqYI8hlbDhiwNbhDrBmHxy5K6Hc3AucqatXjVFuPweuX7YpWIbhmxsAy6qG3q3ekZYc8XaKO9kc4cLXJ8MZFY5qbSo0Ilw9kVZc4=1x6TH+ixXhZEsfEQQUYnyNEgiU+rGE2KX+uD5XiyrJo6I5VKemgEEYA98Y6H2ySqvobkIKsNZP0+l/OSLIs3/cEoTKPy6rfo4QdegTOqU8Wo75EnmrIchChpUAcAr9i9Y+Eloi6yAuFTKjDblr8oSx8JcPVQ==)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=QWQHo2d83SHct+L0HeDTds6YBTI+DwKEhRm6wkarXyD3PsYlyiE2sb8dwU+IA+rTK97JfSBImVf2ZBM8=1fBXjs6VZRtVereQMm+J5T2c/ExT7eBFrEyNYI/PH8Hwh5w==)LqmxuXn4HUWIDjg4bhZEY/Ynw+B7mZ158oAfUfoW)EATUb2nuJ0f8VW0d4BNM5IskMaZdh0L2gGtYo/Q=MQMMwmJ1DnjJ+SWDqTnVXH9oSyVPxUP9BFNEGA0suEdOLiIY3+zrNUu4ZvKE3dS8cOSxxjIdl/iVE)nA4zsOqvAx5VXBucydjhIrbIlitPwDTh6wdwzKUZ%kdWnBgNA1d+cJ21ML80aprStrEKtmOpYYA==-cuCUpgZbRlFtkoASVNLnCOrfgsHDGh2JDjsRdVZ8Dw==5lflvEzqhw/ytNCEScZsh8WhyL6p7OqrMeMeqvYwxmqV+p1wSqA==-g6t4sx1frz60DzicGV9RlqPBepV/CXo+xfBQSoVsmVY=%k5OenA4bMagMr+rrRQPKlYNhEeT1grXw6dbn1Mx45q58Iarobx/5GVDR8M0h2PZYIwIb86Z/pKqOPPK5knw==-Mx45q58Iarobx/5GVDR8M0h2PZYIwIb8M2jSLgfgM2Bz-Mx45q58Iarobx/5GVDR8MwztXMTRwL2ROWxLKFpOKr5/-Mx45q58Iarobx/5GVDR8M0h2PZYIwIb8BNHtKs4KSyZV-Mx45q58Iarobx/5GVDR8M0h2PZYIwIb8brSNx71oN60=-Mx45q58Iarobx/5GVDR8MwztXMTRwL2RAQPIs9crbOKy9Mx45q58Iarobx/5GVDR8M6r6ylvid/kbZNaD4GDBa9paeZy+lE7NGPs=AMx45q58Iarobx/5GVDR8M+19X7oEAtZRWKkzUG/1MEHIS4xwtxlnofMNlCY6ZLg=-ZY+6uwAxYoDvZxGE50uadc63uY5XhixtzesJprAdJw==MOUnIqmafzzHvIznvXI=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputwOmuhCdmrzQp5lHauIfco3c=1aRVPROIZVNQ6ruYy6WB8gRdB2QrZ+yaI42RkNga5O8cCKGM1%GtJcGK1424ZDziwK/48ltMk8xilThs78EgY=QCCLLbFWnv+5pXONZTvoEVdhLzxmbK87wh3BZAqPtUg8dt2/yVVv64COJIvC6av8BoB42RVbWvEQyjGM=OaIb4nSGBfWPLw==)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7Q=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputKBHR84TXjguEn64GxVUZcAcS5aRVPROIZVNTzgvlgVFyiNs432KlNKxyeqvNusOi40CVUgBTEYZg=%GtJcGK1424ZhCozkzYEFAprRkQVSczkt4YrlQCCLLbFWnv+5pXONZTvoEVTOhC8z9rLA1P5LhGYyhI/fv53HbXV/OHXV3cPRopgNrPYdHxkcjgrlGquinOaIb4nSGBfWPLw==)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7zNhxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputMCOdQS8OYljft+pqr1OpFKo=1jrXZF9qg+ZUC9TGjzWS53DmKTtUYzCcp7zw0spx3Bzu5UOak%8S9OBnt1eTHHT+x/35QfH8op57td8tXCFto=)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTbL8=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputVEp/+FYRE/+ZNNVRjhMkY0n+5aRVPROIZVNT/DlF7M9YEhTtKJdV2PuyWJPNL9+SGkUZxFhENWZo=%GtJcGK1424YGAbdJSfz/InGvPouvrD3XDYk+QCCLLbFWnv+5pXONZTvoEVTOhC8z9rLA1z3b8Sk7O2xi8skGBAQ5AQ+4UC7KzL8kAPv+jEZBfEwBc8Q09OaIb4nSGBfWPLw==)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7zMhxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputmLZDJw3HN+KrWp92sZhZNB0=1aRVPROIZVNQ9WSCKIVPJgiC5/8vVU7ndBvYHahm+2AUoVsAh%GtJcGK1424aragOrfH2Kgy9uTmE3fDsHfVs=QCCLLbFWnv+5pXONZTvoEVSGs66THzNsau9vi/fIj5Q20N/EfLl49HmNI+gPrM/UxQjXXxwt1rob15uBKVPxopdNHzmTGw9U=)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7o=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputeyNPN1jnSPyc+SeIXPLswXg=1aRVPROIZVNRHlCkJy4WKmaYoybHzVYDqW4Lq8OL+lnuPVaH8%GtJcGK1424bd3rW97we3eOKMGYcP2Z3/vok=QCCLLbFWnv+5pXONZTvoEVTbqtNNoZsUHeP8IvZYRsbqVG6FdRSFKCVJkfd8jTARspTvKL4myAn9UIBg=OaIb4nSGBfWPLw==)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7U=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputUT8miv2s/M6Skxwme2MTBJ0=1jrXZF9qg+ZXS48s7546wJvhCkge+Gm2XnDM5Bv/GbCWPIwO3%8S9OBnt1eTFLhqwEYyqVMrRkw/gSFGXMhAo=)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTbLw=hxs=9ijhEQ00jotqQnZhBuCpsKnkqjf9eeputy6j466gLVcEgA72ics8ptFB15aRVPROIZVNRXkL6iL09vvZBRj9AUJoXWWBfCYTT3+jq1u/9WkF4=%GtJcGK1424bmyvbW2PbRkWFjcoNL1MdS7LDuUCCLLbFWnv+5pXONZTvoEVTOhC8z9rLA1fvmWcCzmZf6RnbiiWjICJxgPpVfjozqDuDkVTXfiQvlZR/0OSQ==VPxopdNHzmTGw9U=)ILaZ10++RNKyj9DGtz08oRCt6Cm51CNNwRZTd7zOhxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfvJUTqVgK/j5rc5bYvakIzrfVz)aRVPROIZVNSfMh/Cnts2RcTu6j9NDctJBQkK79teUSGfEki0s6v+NuHiH93+7Q==)GtJcGK1424a4X57bL7crBxU/nBS6oc9HY8kuX3DQECCLLbFWnv+5pXONZTvoEVTH/oQUqd2Lb+yhaZPZISLjkjj/406PFUvEbqrNXtWeXTmI=fReCtJyiGOTBvEp/MD/K2Rh076Mn)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7o+k1hxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfvXUgcsuZDWlIgxHF0wakLktY=)aRVPROIZVNR7udIhDfnU5Ot4v4NYSlAQ0QSdtH8=USGfEki0s6so3DdS9iVb)GtJcGK1424aYG24kJKYp1hsldSmYHgaxLb5higg=ICCLLbFWnv+5pXONZTvoEVTH/oQUqd2Lbj2n6YVChEvKE21qBIAkD5PAbuhEjm8A1HV4SZg==fReCtJyiGORTooP26mYMO9I4Fkk/)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7o+4=hxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfvgyRaRQa0B/jbJ3yFKNDtG48=)aRVPROIZVNR4OE/DIN32TWC6ewJQs5p1craxkHY=USGfEki0s6so3DdS9iVa)GtJcGK1424bNKAn0cueJ1j2P6bOpsH5ONeyxaEE=ICCLLbFWnv+5pXONZTvoEVTH/oQUqd2LbXkCtLc+BrVR6AAy4NfWo4kOb5yo1WB8UlHpPyA==fReCtJyiGOTBvEp/MD/K2Rh076Mn)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7o+8=hxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfvr6q662QJM4w7HzU5kiQ91Cs=)aRVPROIZVNRMY+nnnVHpEmP1odBbKbYFv8mZXf8=USGfEki0s6so3DdS9iVV)GtJcGK1424YhgKqHL2LUXCVbq7+2It7rwZnQtIk=ICCLLbFWnv+5pXONZTvoEVTH/oQUqd2LbQ36gjZjth2T8kzWRXyDXz1AmIz6nm5vtZQMsTA==fReCtJyiGOTBvEp/MD/K2Rh076Mn)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7o+A=hxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfv6GgI7hX74o8QUT0zFK8EknA=%jrXZF9qg+ZUVmR8gozpYRITWvseVm72dHw==!A1UjMPDKBjty55FjtokaZmY8ODU0MiU=)8S9OBnt1eTHvMhf3PeesDm2Cseleh2y1mJTwYoo=)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7uOk=hxs=9ijhEQ00jotolWSRGG5XIGs/S0anLXZfvUYvfftT8pmu1r5iIE/zrmt0=)aRVPROIZVNS02l6njWcEDIJdyDHWMwLytUPaG+Y=USGfEki0s6so3DdS9iVU)GtJcGK1424Yp3kqbQ05tOVyuYhu+7jP80/FzYbI=ICCLLbFWnv+5pXONZTvoEVTH/oQUqd2LbdHephM/NgIfWpKEEnisSHlVCw+cUka3N89dpww==fReCtJyiGOTBvEp/MD/K2Rh076Mn)D5ze/dajHp6Uxe0YXmWFfLoJGU/Qa0rToQP7o+E=hxs==ijhEQ00jotqbOQ2jxzphWSfW+ZY+wQxs0F4lWXQiIC7IyLU7RIzv3/MisxwWIyO8XJfr9Nwiyptu0fHszjNpQFhhvi0ejuo9HvlsFlVBpbpfMEMdj1g+AuzkjbFtzhHKOxw==1+mgBvLStEBHuQe98Ah3c7mbphYzkMrTAP6LaeNXTL0QAcw==eCCLLbFWnv+5pXONZTvoEVQKL/+3/3Yy98WDPPKAdsO8vVHtaTkeLepZOjYm3XE5N7OY2k3leOjEeZ514l2uGs8v5A1GchpRoLS8=-H3ngh8MSY4h40tZtneMh4C4bB1wwvndDu9vf47qpfOqkhxs=9ijhEQ00jotqdn8ikvasXCZNZmvETNXLKJSdatKIe4pN1qalUyZL/LsUW5v0w0VlpSMWWLmU6ULKnvbhQWLRIkHEwPxdyYXiHUqNOz+LDuXjw=%f6hwk2S9Fl0kWYI0Smwv6Ze6IHibm7Pbbu7mYCCLLbFWnv+5pXONZTvoEVZvCR8je8C/A1qcmDSqDgxYkL95LDczdYlRJMXSN3fIZe5w8USxLqLza6kXSB5j5Uw==)6O8gGHuSWbU/HX6F7T7HKrsFRKrw6sqAVv+V8pXmhxs=9ijhEQ00jotqdn8ikvasXCZNZmvETNXLKIFvp/f4DJeEEzfVt7PozDWgX5LV1/tkKEV7yxcFCNM4xv23KrCCVTZBPjLceqHDM/OfrzPIL8Gso=%jUIz4shZ1s8XWmRMx2/OV5iSOpbNQfx4njU+)6O8gGHuSWbU/HX6F7T7HKrsFRKrw6sqAVv+V8o7khxs=9ijhEQ00jotqdn8ikvasXCZNZmvETNXLKk4AMG77Wg3VuGboQmtNUGsiS5v0w0VlpSMWUEan7KlJaEIf3KDssG2j0n8c6u1rIp6tMKwJKhJtI=%f6hwk2S9Fl2+QQ4FRYg37UP6Yv7KsgvJQNLTYCCLLbFWnv+5pXONZTvoEVZvCR8je8C/Am4IHws6iI1u0LRfIxf4rilc9SZU9/ofeC8WZbSKqFnMGzRFfKuFR1A==)6O8gGHuSWbU/HX6F7T7HKrsFRKrw6sqAVv+V8pXhhxs=)ijhEQ00jotoZcHq3wR1JMt2maGR7PAK8cj01dgM=!JDnV6Gp5Dm8QpyJIpJIS1ArAQDUFF/k+i7nyyFPRpgy5CUH50b44AVLwkvo=UCCLLbFWnv+5pXONZTvoEVbnxjaYeU5pdGOW4tvA1rh+VRaI7Rq7nujYTFrYEb8i3RCFGACvwuDnjb0eevvA=u3jgnVA8zjJkSGKn0qQp1gg=hxs=qumBmVlsS8rLMYZO8lvmUIzl1xR36tOf+hbQ17LCYt4x9OUb70iJBT1UA2tOipw37COer5c95qtLj2x29U88mRjkPwJpoDxJCh0uDvOUDZLubxcI=1BgwANLSXFqvdsTrjFXUs+DGD8IaS2zPjLCvZI+aCOOq+4g==U/0XYEKAHjWVl+YbyqwpFvp97oz08S1N68oilY+6rr0WcldgTuyMdWk7Vo0x33rSTU9itiRzaPxR6ivRMvw==QKW5mzn54nI0clbSP7fTTdYtO5gn6qyVkvwO22KnTa9h33XrB8qrqW2tJgtT/nOZ4OzSVLsK6XkNu1ZDpxxKXEGqkJPT4FWDFNDApvik=%hBPUBO/xvS43u0C3HXWeLqNkgJ+X3644i3MZ9jKa7Un5Yi86DCnIex6BGQ==m6IX/zVtMpHKiwsXDJGg+xvdVg==457evY1ytjdvM1wp6PAKG69/dU0=QlUnk7wwcARTeIRMgcxSpDiR0tqL7bFUGkgNLd6dH8550X0zYkvritZLQGry7W+JHMktV+1IE0e2etwDBhLpaDa/PHs9Eyy3Cdw==hxs=AEtckn/bSFIwydSMESGMyGCjMZVPNdOC0YILzofXf2qVseEXpgPryS993uu3m8A==hxs=UumBmVlsS8rJQTlJ7LmID+UBYXirOT+dr1X1JUfbXTWVeBoMugMtuLwD4ko/btWTQ+WIVi5xK3Pdaa5h9bA==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=z7YriDvYTgA/30SXtIDvINNQpoc=hxs=UumBmVlsS8rLjRiSkD7pphDYe1hxD2yread8wlsMaxxd6DPS6jWsHnlD5if77TZ7nZ47O5N03alCx1R3htbsIIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=-ZNxSt78sK38eQY5uinZw2HRwuY62mFh8BiFWbi84dMIyH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=z7YriDvYTgCmfb4rJleIcNVE1i4=hxs=YumBmVlsS8rIgrYUIzAM/QHleagsWtcWju/Rkmmf/LrKqoIrPsIy5XGKt6oXPo3Iyu0Jp0be7tj/3Un7m6sYjHiQ=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=ZNxSt78sK38eQY5uinZw2B/acLg=-uDaSVqPBawqOaHA7zno22UfiaQx9qT2kbfgFLsr1+oloH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=z7YriDvYTgB4yTuUbK+sKvnIZHo=hxs=UumBmVlsS8rLm+RhZicyH06NtCul3oldicN7ghtm14uPNxEZywrdlKcAgczhc0N/COognQPIzDZNVwK9RY5U=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==-OszSLeSteQjx0K0qqM5jViqx+1IuN73pw72Yp6l9ytDJH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=hGJKahUJIkZZUpDXl2zOodFAUmfghxs=YumBmVlsS8rIWkrwKuY2xBakUpfapRhMRaT31n5srg0vOMUzDAAkx6J8F9ROoFtUTOd6tXFwFWlAV1sdF9hzhbA==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=-ZNxSt78sK38eQY5uinZw2EqNw9upiJZJ54f9+EmngTkEH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=hGJKahUJIkbX6dkTyeab4JZFeV2whxs=YumBmVlsS8rLi4YWK7XxveGZJeHfZAwF55Q50tigKvqcYzN/SHdh3KkzrE8Rv5AFQzh0Dj2y2dGz75qG+/F/xdcDKIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=ZNxSt78sK38eQY5uinZw2B/acLg=-uDaSVqPBawqOaHA7zno22f218VtjiFxXaEDb/a/PZUB+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=hGJKahUJIkbdWFpMu5Oe1E9OlquOhxs=QumBmVlsS8rKWHc523B8BzLAUZZGqxFp3UrvvnTANfOkjfrsDR6yjH3eLiR9jK1Km+d1kzHU6dBBqTKoNIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66Wvo44uclK2vgGYLhw==hxs=UumBmVlsS8rI7HGP9ftjBjzO0cyb/nMHAQPFPVjqhw+GZJh+7N1DX4BnyekUApkzAYl1VNXAcb5vyCH2vDJs=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=-ZNxSt78sK38eQY5uinZw2HRwuY62mFh8BiFWbi84dMIyH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66WtoYjgg5UwW7tnacw==hxs=YumBmVlsS8rLZFPagKvh3Nwi/DPkcdsPT2JUYvUXS+gsZuIxBFkPiZn0IRcqLzXvXM6DhCtbY5pUD52d4qGDXVQ==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=-uDaSVqPBawqOaHA7zno22UfiaQx9qT2kbfgFLsr1+oloH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66WuieCQy6YTQc/b39w==hxs=YumBmVlsS8rJGv/KoSkbRUkHyBxo0yzQxKFn3rMD269hOe8nF8ABwkucoQxif3e91BqA9MdTkkAT/6cfHCvMwIs1xIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=uDaSVqPBawqOaHA7zno22cbcnfU=-lVcx72+flwnP6AM3is+ND6BulxWhI8dwHh8bRDkF1T0PH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66Wu+ROCB8HxyBXgohw==hxs=UumBmVlsS8rJKdJAZ3ROXcyAxjsTBCawq8oZuOT6vYEB4+mqow3xqhgTOVglNNF76pT6pOc+gezTPiT+PIw==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==-OszSLeSteQjx0K0qqM5jViqx+1IuN73pw72Yp6l9ytDJH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmcIPKeLHpQUlx4VApo=hxs=UumBmVlsS8rIzp8ewE/5fDXAMPGm7c7TvE9l5JNS6nutC98xJYt9qLfPagH1kn+TAGokk2pSUWq1d1sgNGiLnIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=-ZNxSt78sK38eQY5uinZw2EqNw9upiJZJ54f9+EmngTkEH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmc2bRgqmFjfSLjYzuc=hxs=YumBmVlsS8rLJlt14NH8r28d2dOU3iws4LPBpnj8v8nebXNHODmPMRbeRLJ4XN9YMjO8yrB4wHCR8IrlaLhQjgpw=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=-uDaSVqPBawqOaHA7zno22f218VtjiFxXaEDb/a/PZUB+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmeQrNahcM2aE8nntxI=hxs=]umBmVlsS8rJgvFxTBzRyo11gbq4TK34V1YMhGjK5qHBmHwW+TsTdTd1Oe76Wimgj9SN9ObWC8OHspF4RLz1gtmuIlw==EHqNYR0XagecmmvrlBtDh1qNnq4Ect5/A1e1VOhsuZUsezQkw+EkAq40XRdiPdPVw3w==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=uDaSVqPBawqOaHA7zno22cbcnfU=-lVcx72+flwnP6AM3is+ND61vOt64dn7c37bCTwIu0jA/H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmcHg7uJ1+KGP971Oh4=hxs=]umBmVlsS8rIqfRYuO4VltVgqgTn6kN5HbPDGDSgp7OFCQOJauC9DofaBv9hx5zhvIvpz8AY/FoYCwCJZlIxODyiUN50pEHqNYR0XagecmmvrlBtDh1qNnq4Ect5/A1e1VOhsuZUsezQkw+EkAq40XRdiPdPVw3w==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=uDaSVqPBawqOaHA7zno22cbcnfU=lVcx72+flwnP6AM3is+ND7NJs9c=-YVeLinoHrwJspCCkTrOUpk6M9VuyW/hrfjNHvgzJ1ZLZH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmf3uZStwLbKDFn2J9I=hxs=QumBmVlsS8rKNkVW+vjRsw47/1eOE1gh9WKy8u+xdSBZyD69dh9H+Ka1WT0aZDd4tkIPw6phPLIesHXE=EHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA7sM=m5AD3cwgsJ+5fiUUs73rrg==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=qTQL637eHDSEBh62gpwOQTLt+g==hxs=UumBmVlsS8rKULqUw9TeJbfBXN6JVoyVm1Nq6NjY7zujEQeTKappR7ahZbVElSey2xPzgJXqoZde3AVWljw==EHqNYR0Xaged/N3MzNDbAEXtr5ACTz99bCGRlCYkkptA2Zdvjv48FBGFP1D6ibA5mKQA=-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=9JXswg+GB02tuwBy2acgRcK8w60=hxs=UumBmVlsS8rJ8EsIoRzGf9FBfvCNyJAfRV52bzZbJRyxDViuA9ZR3zmKiYYzsm/FLXjbuo1+gN3oQ3kBZq/8=EHqNYR0Xaged/N3MzNDbAEXtr5ACTz99bCGRlCYkkptA2Zdvjv48FBGFP1D6ibA5mKQA=-OszSLeSteQjx0K0qqM5jViqx+1IuN73pw72Yp6l9ytDJH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=n93XGsB0Lye15Bf2TxnPrExv0/W7hxs=UumBmVlsS8rLvMpg7/cD2dohWB8cfYLvxQWX+xq4Z8ypkUJ0qMMz6NHCG2vWv97iI4pTMk/i01/gMMTVa78JuAHqNYR0Xaged/N3MzNDbAEXtr5ACTz99bP7J42xgGbaKxrHs0zYcIWEO84yOp306LZ2wvClNs+L/Pfu6o/x8=H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=Ri4a56dqQCgNEMm3QVvQaXbVcbM=hxs=iumBmVlsS8rJcRysVIwTQAXdLYuGDIFB6S3vNjGulnK3sgzcdokt+NAmTKDo/1zv9LYD6MLzX4OJZcf+s+ycFIkBbzf5QlTzLgJ6D/R4=IHqNYR0XagefrecEp/Jc+2o33T5pQ3Ty0MoPA8ShKXGn1wfRKacwI6CoJns501OSg3XMBWA==+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cVmU/IdLakrfTik!KSfM4miO/EcrT+yk97z/esDBHoVqa5YKMHqNYR0XageffLOhCBOIW6WBP1uVVmFchSceMWVws+2cb0+wvHrfwwftq8XURCS6POWraNsBNHR0=m5AD3cwgsJ+5fiUUs73rrg==YUxq7shb4aEmRLyGaUBfMKAGaMstA07Gwiyv%qTQL637eHDRUK7gzcWumOVUb3FQRfCibzw==hxs=iumBmVlsS8rJqA02iWqxevP+p3qajSX95MNIlPEkCkQztWUlxbSQUJC/nMG+upKOfUERZKlr8j3ULKQUpM5da36EDHKq7jGEpQKZ7wao=IHqNYR0XagefrecEp/Jc+2o33T5pQ3Ty0MoPA8ShKXGn1wfRKacwI6CoJns501OSg3XMBWA==+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cVmU/IdLakrfTik!KSfM4miO/EcrT+yk97z/esDBHoVqa5YKMHqNYR0XageffLOhCBOIW6WBP1uVVmFchSceMWVws+2cb0+wvHrfwwftq8XURCS6POWraNsBNHR0=+j9uyMWI7Hr4q908MXLheg==YUxq7shb4aEmRLyGaUBfMKAGaMstA07Gwiyv%vsqGwic6goQb/cymB+fA95ka118tFGudjw==hxs=QumBmVlsS8rIP/YqSVjYXHy4BsBYEZdz+THEKaNmI1VVKDciUrRtNVYjvoKrouMJbFmkubRFddq4Lojs=EHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA7sM=+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=vsqGwic6goRgmS9YF5YFXlTLrg==hxs=5wywxdjo3ri3t5ADakh60r21/wlDRDontxSGf7dVmmRBW3kyqGxNcaumBmVlsS8rLDWqxr+KL7bntMspQNP9Kgnj/+itOeDEEeDvF1x1CaClruBmoOC3BlREfSl3TzOo0Y5eYDAKqM0waVuW4rhg==]Uj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHVvH37bEr8L2eJU7PAbF2Ok0RAx8BDiST3nnZ9crSLZoY0rQRw0c+x/pofg==wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=aBRNQdsj1tZVVI0ySO7f0hVt2qifI6B0VgZ3meqlUsCT62i0bJ3iWtq2khfvdWlLa2LfSyh3TFTQflmJ38fUGAsYQ9165WJnAx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==/Sv+wnMfdss33gTI7doK+0p3GgdLijwie7LU9qWx2g==fugog9af9yQ2hCJdotXm0Sc=%89eTaYUMMfEZv88KAVBzhf1w8d92+KhoARo=hxs=99oj+QNVmGlp32MYo6Jo1YhfMqvN9Iw2rmWdGRVvajSsn2+qd2DfVYIA=aumBmVlsS8rIv78mp4dIUg4mBAQiCmJ8E/e0RuMO2JUFlqFCYGNRqA7UUZl3IugEMs8ynq8a0fOkYv5MRYe9n26OJg8J6Sg==]Uj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHBiljo+fhq5O9GpDd0N7ERnOVVkUWXznJ6LuodsFwNrpBbWPQmej9s04AOg==wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=aBRNQdsj1tZVVI0ySO7f0hVt2qifI6B0VgZ3meqlUsCT62i0bJ3iWtq2khfvdWlLa2LfSyh3TFTQflmJ38fUGAsYQ9165WJnAx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==/Sv+wnMfdss33gTI7doK+0p3GgdLijxZgardpdG3fugog9af9yQ2hCJdotXm0Sc=%89eTaYUMMfG3/h4KZ8PfrWIMlQD7nj03Fjg=hxs=‰9oj+QNVmGlp32MYo6Jo1YhfMqvN9Iw2rmWdGRVvajSsn2+qd2DfVYH9RTBVGKPUW1RM2JE56g1WiXAR7OfwJQnvFvZlXQHq1+t9FQc+cotVHPyfGf29bscC/CxwP8sQ3mn4flOZBeumBmVlsS8rJKbshu3FZ9xCqiAqN5rkn2tcAu8ymr+gP82iNDKS9vqgB71mCoqimYv8JvpMV7g5Suj4Sa855Mznh1zPOryTtraZE=aUj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHFN4jobWoIN4c154ArQNxv5N7MclMGBdPjDQ2buKGEDkwE7c3oo8f042DHvPdlc0=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=aBRNQdsj1tZVVI0ySO7f0hVt2qifI6B0VgZ3meqlUsCT62i0bJ3iWtq2khfvdWlLa2LfSyh3TFTQflmJ38fUGAsYQ9165WJnAx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==fugog9af9yQ2hCJdotXm0Sc=)Vho+hQQ1OibP3gQKJ+RIDbMvu+mKY4Kd/EIcuA==hxs=‰9oj+QNVmGlp32MYo6Jo1YhfMqvN9Iw2rmWdGRVvajSsn2+qd2DfVYH9RTBVGKPUW1RM2JE56g1WiXAR7OfwJQnvFvZlXQHq1+t9FQc+cotVHPyfGf29bscC/CxwP8sQ3mn4flOZBeumBmVlsS8rJKbshu3FZ9xNW8gQzbW7M0yaGVzWhvbBaDYfqprf8tDkJKC2PvlGpZF0MaUsnFLgGB8U8lJrVvcuCg6rKy0FEuAHc=aUj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHxwG5erBS7gqoMxO7/NqiTlEf1Pm1/h8ABqvqcnklFJ6XOw0bFWv609MT4uok8ms=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=aBRNQdsj1tZVVI0ySO7f0hVt2qifI6B0VgZ3meqlUsCT62i0bJ3iWtq2khfvdWlLa2LfSyh3TFTQflmJ38fUGAsYQ9165WJnAx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==fugog9af9yQ2hCJdotXm0Sc=)Vho+hQQ1OiZpMFdu7KybsEMT73uNWVxIwxaxuw==hxs=iumBmVlsS8rJGDwIllENAFUqcZ6FTd8kLGb2lrJLOPL7WH2/pHgx+tCarKMkLVeeXU1UTH9nscD8emDQ7qokbkZ9EDeEN2FWm6a3OU+U618AGJbXrt8RiheDCvdYTnVP7hsTtvdUe8YW9O08YZ5Y+MlQ==mlY6vLmEQ/apJC9Wtr1lEmfAfsLQ6pPSN7EIv33+GHpcXyRFGqYLWiBbHOrUxyR+L2sQHQoOqtDRsal/kXuvgXqdKK6jvzyZgdt1ekkQdIC4=UqG5qtdFiJf8Bih2JUHTT6AGUeFJqWleQa5f5m6RixsmYaVEzSmy6AZyhrNRVQYvpTOVRuK6wzxhg3lwktw==}5Ec9TPzLJQQ5pSHs4CQUYNCASVl3VehnCZHDSMmeirpQbpFv2cqxOcTpmNz7AkrDOVSzptgT46IGQexmqjwldheHwJEaVx6o/2odtwjxmbtf6YohqYJmP1jklw==mc6Up9n2Js5A0cnd36TYvDSGBkVMHqPJ/paQCYSJXkfPqGqCYXAwGI5932ZEmwDTY4LSt3ITmi0ehtpf6AbmFh+0/z6GdlMoUA3n20aVREzSyyUj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHxwG5erBS7gqoMxO7/NqiTlEf1Pm1/h8AS4RTbSlBpwU2NCY6J+1X/1Q2TBz+oJVkk0Oa+OBSiAHtCFmnIRKCponb-4YrELO0B4nY7rqATdpjOmHO3mIkS5IQw99Vc8d221dI=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=yBRNQdsj1tZVVI0ySO7f0hV7DBZ4A5UuA4+8aSlMH2LPbjTt/ICe7o3JWdTiayRy5SMtZ6myqOA9Lcp6VRuKS8WziQpUz7hphA5FNkHrmY+GsYWf6jlId8YEZx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Oq+mdg==/Sv+wnMfdsuUwGWnlq+bxg==+0p3GgdLijyK2IYac2bjhiY=fugog9af9yQ2hCJdotXm0Sc=%W2eQWlqMlkUV+9QbCn/NB96p1OgdZ9c9An8=hxs=eumBmVlsS8rKmOoagFc2kUQhpzz8Q0UlJOeIvpxCjXW0D7NihGzeHVcNZHrEezq+AXF1O14MLvNPP7zwqQzWTelRrsSiBwv4/Akk=18AGJbXrt8RiheDCvdYTnVP7hsTtvdUe8YW9O08YZ5Y+MlQ==mlY6vLmEQ/apJC9Wtr1lEmfAfsLQ6pPSN7EIv33+GHpcXyRFGqYLWiBbHOrUxyR+L2sQHQoOqtDRsal/kXuvgXqdKK6jvzyZgdt1ekkQdIC4=UqG5qtdFiJf8Bih2JUHTT6AGUeFJqWleQa5f5m6RixsmYaVEzSmy6AZyhrNRVQYvpTOVRuK6wzxhg3lwktw==}5Ec9TPzLJQQ5pSHs4CQUYNCASVl3VehnCZHDSMmeirpQbpFv2cqxOcTpmNz7AkrDOVSzptgT46IGQexmqjwldheHwJEaVx6o/2odtwjxmbtf6YohqYJmP1jklw==qc6Up9n2Js5A0cnd36TYvDSGBkVMHqPJ/paQCYSJXkfPqGqCYXAwGI5932ZEmwDTY4LSt3ITmi0ehtpf6AbmFh+0/z6GdlMoUA3n20aVREzSyoA==yUj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHVvH37bEr8L2eJU7PAbF2Ok0RAx8BDiSTxI3i4+KGkNvj3nlueChCDVmnC/coIdCyPlxR/JBFTo+v42/MjO0z+1n7-4YrELO0B4nY7rqATdpjOmHO3mIkS5IQw99Vc8d221dI=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=iBRNQdsj1tZVVI0ySO7f0hV7DBZ4A5UuA4+8aSlMH2LPbjTt/ICe7oxtsAql6P+8/vDVOegvfCrbG/4qS/McywNyHvIzZ1EehrytkPQ==x5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Oq+mdg==/Sv+wnMfdsuUwGWnlq+bxg==+0p3GgdLijyK2IYac2bjhiY=fugog9af9yQ2hCJdotXm0Sc=!W2eQWlqMlkWLUwcrT7mQ0RWEqBE8UIVThxs=iumBmVlsS8rJGDwIllENAFdKwDk/1cK5Hqd+TfO3h9bkKdDH4PG/y/Rm1I6XYXlhjOGQxVANdH6/oMEsCypdL0ZwH10XucJR9WTEZZ4lV18AGJbXrt8RiheDCvdYTnVP7hsTtvdUe8YW9O08YZ5Y+MlQ==mlY6vLmEQ/apJC9Wtr1lEmfAfsLQ6pPSN7EIv33+GHpcXyRFGqYLWiBbHOrUxyR+L2sQHQoOqtDRsal/kXuvgXqdKK6jvzyZgdt1ekkQdIC4=UqG5qtdFiJf8Bih2JUHTT6AGUeFJqWleQa5f5m6RixsmYaVEzSmy6AZyhrNRVQYvpTOVRuK6wzxhg3lwktw==}5Ec9TPzLJQQ5pSHs4CQUYNCASVl3VehnCZHDSMmeirpQbpFv2cqxOcTpmNz7AkrDOVSzptgT46IGQexmqjwldheHwJEaVx6o/2odtwjxmbtf6YohqYJmP1jklw==qc6Up9n2Js5A0cnd36TYvDSGBkVMHqPJ/paQCYSJXkfPqGqCYXAwGI5932ZEmwDTY4LSt3ITmi0ehtpf6AbmFh+0/z6GdlMoUA3n20aVREzSyoA==}Uj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHFN4jobWoIN4c154ArQNxv5N7MclMGBdPtEs2hVG3CMWnxiDWIV/qBwSEmgc/xTOf+XaMVffy9uK7w2NA3tbKlfWmbg==-4YrELO0B4nY7rqATdpjOmHO3mIkS5IQw99Vc8d221dI=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5ptrw==hYo+KBnWIBLXTvlaodXRY3TDAKTIqgjPQ7sAu5Zq8oplPyc=yBRNQdsj1tZVVI0ySO7f0hV7DBZ4A5UuA4+8aSlMH2LPbjTt/ICe7o3JWdTiayRy5SMtZ6myqOA9Lcp6VRuKS8WziQpUz7hphA5FNkHrmY+GsYWf6jlId8YEZx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Oq+mdg==/Sv+wnMfdsuUwGWnlq+bxg==+0p3GgdLijyK2IYac2bjhiY=fugog9af9yQ2hCJdotXm0Sc=%W2eQWlqMlkUKPbtoOaDyjFP1htWR5Mf1Gxo=hxs=eumBmVlsS8rJGXHM8oI6nGLXQWliPOkV/H7BVc/og3OtGbH5RMRbbs3ZDlW1FPulB1XdJcyNPyBsAfDHuc0fqh/ckcFl7GhjjX44=18AGJbXrt8RiheDCvdYTnVP7hsTtvdUe8YW9O08YZ5Y+MlQ==mlY6vLmEQ/apJC9Wtr1lEmfAfsLQ6pPSN7EIv33+GHpcXyRFGqYLWiBbHOrUxyR+L2sQHQoOqtDRsal/kXuvgXqdKK6jvzyZgdt1ekkQdIC4=UqG5qtdFiJf8Bih2JUHTT6AGUeFJqWleQa5f5m6RixsmYaVEzSmy6AZyhrNRVQYvpTOVRuK6wzxhg3lwktw==}5Ec9TPzLJQQ5pSHs4CQUYNCASVl3VehnCZHDSMmeirpQbpFv2cqxOcTpmNz7AkrDOVSzptgT46IGQexmqjwldheHwJEaVx6o/2odtwjxmbtf6YohqYJmP1jklw==qc6Up9n2Js5A0cnd36TYvDSGBkVMHqPJ/paQCYSJXkfPqGqCYXAwGI5932ZEmwDTY4LSt3ITmi0ehtpf6AbmFh+0/z6GdlMoUA3n20aVREzSyoN4=yUj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHBiljo+fhq5O9GpDd0N7ERnOVVkUWXznJ+MSqrnSp2jvv7oKW6c4gm4xH1cuUX7lNfP2JRfHTkAIBh+xpMYzyTFEq-4YrELO0B4nY7rqATdpjOmHO3mIkS5IQw99Vc8d221dI=wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=yBRNQdsj1tZVVI0ySO7f0hV7DBZ4A5UuA4+8aSlMH2LPbjTt/ICe7o3JWdTiayRy5SMtZ6myqOA9Lcp6VRuKS8WziQpUz7hphA5FNkHrmY+GsYWf6jlId8YEZx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Oq+mdg==/Sv+wnMfdsuUwGWnlq+bxg==+0p3GgdLijyK2IYac2bjhiY=fugog9af9yQ2hCJdotXm0Sc=!W2eQWlqMlkW/yUlz89T23ijEpko3PJfOhxs=YumBmVlsS8rK9F3d3zHhVOYx9BtTzbNkxPJAsLlEXpcmlifDjPOPfDN8HuBhHrBmPwA/7VvKHiZIeCvNrmz80pcc=-atz8zVThrFyyc9HnFimeL02lT79Atqa2iQnTVEgByKC5!ylsc1AnuP7RGq2ovbGXTVOzf0lraJWU=F2eubEMz+RUQRVE= 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NOPCB (GND)џџџBf@pT_0E6FD41420110112152147 NOPCB (GND)џџџBf `T_0E6FD09420110112152147 NOPCB (GND)џџџBfИ€T_0631934020110916120620 NOPCB (GND)џџџ€ђ8№?— `@є№=эЕ їЦА>№?эЕ їЦА>ђ'dd№?Y@‚ђ[dddd$@№?€„.A€„.A€„.AeЭЭAќЉёвMbP?@@№?ƒђ,Cыт6 ?,Cыт6?эЕ їЦА>„ђ №П№П…ђ$ №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;@•ж&ш .>ъ-™—q=эЕ їЦА>њ~jМt“h?ъ-™—q=ќЉёвMbP?‚vIhТ%<=p—@y@•ж&ш .>№?ќЉёвMbP?@@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€€“ђєєNonameџџ