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. $Circuit$?[VG1]miny1=0maxy1=3 divsy1=1 scaley1=0[ILoad]miny1=0 maxy1=0.8 divsy1=1 scaley1=0[VOut] miny1=12.95 maxy1=13.05 divsy1=4 scaley1=0[All] minx1=0.0122maxx1=0.01222 divsx1=2 scalex1=0miny1=0 maxy1=30 divsy1=1 scaley1=0[VF3]miny1=4maxy1=6 divsy1=1 scaley1=0[IOut]miny1=0maxy1=1 divsy1=1 scaley1=0[IIn]miny1=0maxy1=2 divsy1=1 scaley1=0 [IInductor] miny1=-1maxy1=1 divsy1=1 scaley1=0 [VSwitch]miny1=0 maxy1=30 divsy1=1 scaley1=0[VF1]miny1=0 maxy1=50 divsy1=1 scaley1=0[VF2]miny1=0maxy1=2 divsy1=1 scaley1=0 [Vout_Pin]miny1=4maxy1=5 divsy1=1 scaley1=0[AM2]miny1=0maxy1=5 divsy1=1 scaley1=0[AM1] miny1=-5E-6 maxy1=5E-6 divsy1=1 scaley1=0[VLoad] miny1=16 maxy1=21 divsy1=1 scaley1=0[Icoil]miny1=0maxy1=2 divsy1=1 scaley1=0[IG1]miny1=0maxy1=2 divsy1=1 scaley1=0[Vfb]miny1=0maxy1=2 divsy1=1 scaley1=0[Ifb] miny1=-1E-6 maxy1=1E-6 divsy1=1 scaley1=0![External Reference for Dimming]miny1=0maxy1=3 divsy1=1 scaley1=0[Load]miny1=0 maxy1=1.5 divsy1=3 scaley1=0[VM1]miny1=0 maxy1=10 divsy1=1 scaley1=0[IL]miny1=0maxy1=1 divsy1=4 scaley1=0[VIN]miny1=0maxy1=5 divsy1=1 scaley1=0[SW]miny1=0 maxy1=15 divsy1=1 scaley1=0[EN]miny1=0maxy1=5 divsy1=1 scaley1=0A]F??ƚP<w;l +P< EMFA# 8( @RpMS Sans Serif"'5""D"po"JL "X"o; L $w"o,","(" I,"(( D`"  s @"dv%  '%   TT UA_BA LPT % RpArial("j9I" E0100000000000000000wX""vЉ΁v y""O+`dv%  % RpArial2 0200000000000000032pWv0"hb`Q0100000000000000000wX""vЉ΁vy""O+`dv@ 'dv%  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % % %  %   +6% %   +6% RR&%  6RR6mRmR6mRR6RR6rRrR6r% hRhR&%  6hRR6hRhR6Rhh6% %  6e6emm6me6e6err6re% hh%  6he6ehh6hehe6e% %  66mm6m66rr6r% hh%  6h6hh6hh6% JJ%  6 JJ6 mJmJ6m JJ6 JJ6 rJrJ6r % hJhJ%  6h JJ6 hJhJ6Jh h 6 % %  6^6^mm6m^6^6^rr6r^% hh%  6h^6^hh6h^h^6^% %  66mm6m66rr6r% hh%  6h6hh6hh6% hh&%  6% %  &%    T|+UA_BAL\Time (s)  % %    Tl_UA_BA_LX1.00m  % ( hh%  6hqq6qyy6y6666666% &%    TlUA_BALX2.00m  % ( %  666666666  6 % &%    Tl 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MODELSymbol????333333??iD@D Arial TEST BENCH DESCRIPTION:/1. The TLV61048 Transient Model is encrypted..62. Application schematic is from the TPS61048EVM-042.I Default: 1MHz switch frequency, VIN - 3.3V, VOUT- 12V Iout = 200mA. s3. This application has been corner tested for input voltage ranges: 2.7V to 5.5V and Iload: 200A in steady state.{4. FREQ pin can be used to select switch frequency. The device operates at 600 kHz if FREQ is left floating or pulled high#and at 1 MHz if connected to GND. 55. The converter will opeate after EN pin pull high.SIMULATION INFO:^1. Go to Analysis >> Options and Enable the option 'disable warning for large size analysis'.[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 'Use initial conditions'. Z5. Ensure the integration method is 'Gear' and the order is '2'. (Under Analysis/Options)!6. To run simulation, click OK. b7. The simulation runs from 1ms to 8ms and takes approximately 5 mins on a 4 core 2.6GHz machine.48. Go to Tools >> Diagram Window to view waveforms.Symbol????333333??; X x X xT_1068C7E020200219170859; 0   0  T_1068BCA020200219170859;    T_106800F020200219170859;`@`@T_10680C3020200219170859?XxXXxT_10680FF020200219170859;PXPXT_106813B020200219170859;((T_1068177020200219170859;T_10681EF020200219170859?XXXT_106822B020200219170859?@` 0@`@0 0T_1068267020200219170859;@x@`@x@`T_10682DF020200219170859;((T_036348C020200219170859;T_0363450020200219170859;T_0363414020200219170859?T_03633D8020200219170859? @ @@T_036339C020200219170859;@@T_0363360020200219170859;  T_0363324020200219170859;T_03632E8020200219170859;((8((8T_0363270020200219170859;T_05566EF020200219170859;`@``@`T_055672B020200219170859;PPT_0554369020200219170859;((((T_040F329020200219170859;8 8 T_040D8A4020200219170859?       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bW8Sz+c3Cn9zNFw3Y39SflMYQzo6peDIxfB/LcAgiecqNh9x8WEAwlSbdO38Lv/HzTIFki266mG0+tFLsZjnQ1s/6TUpvTdJ0jc9T01xUNWwM5t2kXSYs+XHNtB70+WM9mg1Hu/6aRXJR2dMX6kceHqG0DDw10ZXxEhFnoP/4oJg==IH4cACtf7WGaYACJp0/cEYF0z0bCq4/H9VvXhyEePZTassGvABSGSeNSFGZb4ua52rEGWx+I=AH4cACtf7WGZHpX5tuFXKK8PkC3eYDhC9RVt6uDJy6MvSooBD9K9IHdMzBCWOow===H4cACtf7WGaq7F+UhX7Ytomc79aFl5aK/AIyc8RTc57IB/0KhKDdX9MDUqE=izTn3NHMaAiYggBVs6SZBYtjHp5WZwY0xTdaAbj6cjPXNoGg6ZgJfIfe3GgNTPT3RuDiGC0kCNs+lCqixUhALtDeBXs2F9lDoxSJ1ZVMM)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=]zTn3NHMaAiahh0tjfIShm7foD8t/8o/sDSh86DAbxyqMI05AJmMUQWLBDAsCOG+If1uFFRplXbDcOgzhBWqhN5rUFlRqMuXJ/O1Z2TyjMNcMKNBobivQdeUSVairkSDvXnyoGUKvBOQ+5m9BJix39ekBG0B73gk2bDJjguQ==izTn3NHMaAiaKY+s0SJVcS3ng5fXVGzmZBzzODavnmpYo7QhZmEFilTOIveSO01ExsMwi9po+LV5ntXxlMFZGXrVu0IkXovKNJ3HNSnjXQB/MoJrjktkIzk0axJC9i2a3rtt+Qa5oZlSI5jkVsOCJ0KYYDDaZVULGrc+2HktjPD2hjIIIBNRhrHA==ioAdFTRm/u41anNJvRCOICmlcU7WCWFUgGxRVLHBbEwhhlfQQuKwV4j75cdf2BYtf00TV82DA5JlPJ8hpKT8CX4ue+U0Q3z0Rh7qhNRo=-t7NmAqRrGpaqJCafJBnHvVJfyhrKdtDBR7TZbnBvbA==]oAdFTRm/u42X9L7kMbs4753pGTFrAvTuFuU1DUgGNbK07Q5Jq0FSyyz/KzvEqN15DDPnjmdZp7APRSU+kaW+hHpzUg0wQB/MoJrjktkIzk0axJC9i2a3rtt+Qa5oZlSI5jkVsOCJ0KYYDDaZVULGrc+2HktjPD2hjIIIBNRhrHA==moAdFTRm/u42ysbLVH/V+ddJQu7sktUgCg73KEEtfFqfPZ/uxfumzsYIZFP/3IbTotBLCz3u3fIME2FEGeuNg6Jyh473QyuUDJXPw3RysUw==5qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVERivYeMbWvUQ9wfzlg==9uw4yhqxA1UL6OK1KW6Uz8OwZUoFhN/1mq4XRnyxOq2x+HAGOuJlzJnyc=uw4yhqxA1UKywQzqYp41dzmSUsJAI+On0TlG6pFEUyBvkk1KYQ/op732hg==aoAdFTRm/u413SDQTINlv0IlJM3GT1llJIT7RbmiyoBT3XnuCqiLkuWpdRTtkkj9ihfdZ0752qJyweeChCjyIgOh4GCXaLA==QB/MoJrjktkIzk0axJC9i2a3rtt+Qa5oZlSI5jkVsOCJ0KYYDDaZVULGrc+2HktjPD2hjIIIBNRhrHA==YoAdFTRm/u40xX68ODAgq155Nqj008Jk6erJPGafbe+4UqTuXtso+F5D56PaGEVOlUtDRtkv+WvAgBDgB5/ZIvzlrIsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ===uw4yhqxA1UKXtMEhQZQJdqJLtHBdBx0ukveYRTPlsviOS+LqYtr958sOVDQ=moAdFTRm/u40OCrbuQPamrPm6Gti8tvfFt4F5yVn1jO/h9VpABbPa38mdMVqEaAiXxpKvYaGBaeVIEb3uwXVkU0q7rFN7SXnr1D/cKAoQPg==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=aoAdFTRm/u41SjU//8g8FqWQkIPwDW4j4etzYZdGJgz8sdeY7aaYwGULlY0my+guR02D7/3s0Z3zql3JmsRqofZbHB9jugw==nCGzdVCamh9PQa6oc0JCjq0=9uw4yhqxA1UJbaVZov3ckIKf6CBtPBKf4E56sx4P7YQDr/IscrgTFMnAm=0/ERcqD0r7+BDH7V0ivvs5sHvIJalFn/AR8H5Wm5l33PrOiO8jW1yNYY71JHi4ZPgx6E6MqGvG8HuZ6OE/Lfo7q1pkbrTsOfCDB8m2+TdHwVRPAXlPbtMtldbtRCXBwL1+8ujkkHVJl1HKD7Txyolfm9C1ERGfKD05Os=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=e4ZPgx6E6MqFLZPIXruIOXeqO7WQYPX3Sab/zau0SP+eOTXsljjkAu30hKf//uABmjWR85+eCWAA9ftGREF9LGPY5HGQfblLviA==QB/MoJrjktkIzk0axJC9i2a3rtt+Qa5oZlSI5jkVsOCJ0KYYDDaZVULGrc+2HktjPD2hjIIIBNRhrHA===0/ERcqD0r78DZggJlJYXaoW+GN9CqAQMtioMotjhue+OvnQGe75aBhP/prc=A0/ERcqD0r78mu/lcCFws58LzSdaksToTNnNn1QEPbb/pFKV5mreY+XG13NyOxCFHA0/ERcqD0r78CqlsqKTi+D5Gu2j/8zf1/IEHlrzDa0Iv1GYRAtbUFxL5u6c72x/Y=i4ZPgx6E6MqGiuoJJqNAqV53HevmOnHLCAzFwgwSJJlXXFzgs8teoxy3LMuockx/TQtfW7/j0wuz5/c67r8MPn7Gzos3XgxDOyAAsU36yQB/MoJrjktkIzk0axJC9i2a3rtt+Qa5oZlSI5jkVsOCJ0KYYDDaZVULGrc+2HktjPD2hjIIIBNRhrHA==M/skkg/k3HCsB2388+gY935bebAZ3JApe3u1297JUHQhKnTA4De1r7ivQjmDCfHAS36HNBqUprg==)6UPn+Xq4vhrGlK5I29EkdTJAurrG9KJmGciEvA==I/skkg/k3HCv3dgsMndbZ/04W5d1svd3QODwxYP5j7cP1dad3tcaAPs1VbbrmXMcHEnfO2p8=ER1x0SH5C4ATdhPjb6J2Zl73lZ5fZ5xrJGG/Tmzsm6PlhA49T1P7ttQ3dWlWCja0iUww=i/skkg/k3HCvUdjo/lAG4Y1ZpaNMzhZX8GZKCdxXxh9p2cFro9DMRUatA9nkeea1kI8QAG2G63tddjjw4zeaxSSIlxyV04PSlYQ5LKfQ=Ys4hWqsHMmxlFX4lm7H0Tz07BCpIWXuRA0GeFHT1ACBTIvXQWys0T5zgWIiNZog89rAfUrmXtgDSv3Xio4pUPpw==]s4hWqsHMmxlFX4lm7H0Tz1tUuLZH1AHM1u7BrPzdgMBO9CYcjfbwcqBc6ddM/RxC5/EwWTsqNAM941FDU+QHhxfT9rbOe+mWX0P2Geh7yWwDX7mQ8wECo5hEpxPyuTrFWC95/1XAK510u+aySEyufMpOhwc40OzRNK5LKFZaeF4x2vnBRDeuxkfMFo1R7zLU=yi/+TqwVQ7QzgA==Ys4hWqsHMmxlFX4lm7H0Tzzte4kMobaNC1bJgGnC52CtwO0h1gReR3ZA2mVmtk65Nlo6qgXTY13GMNe2wwuaIWw==E+mWX0P2Geh7yWwDX7mQ8wAtVtlgv80FNJVIl638lQ8WukkR7BdHzxaEOrWIOMuCHFA==ITx4Xz4UA/MOd10/O/z9QbFrBX5yeQVb2ZzYyMwPEmXAnElbFzqNdVKSpMr9ux1MD2gbXgqI=)o0HccbVNxMIxN8xQWFKqBDelenTBu0O+kvCdldr3Q+mWX0P2Geh7yWwDX7mQ8wMFVkPa0l3N8epJpBAqsxfk0tpa6jSaOf+TtGYM0nc+eomF/+/LVcdzEf7g=e+mWX0P2Geh7yWwDX7mQ8wGDJwv+ziG7oc8lrCElSIHFtg8Qv3szwy+Qofu69XiIeetwIi8wNLhDaq+F8dQuiwGI8kSswzrMdqlo=yi/+TqwVQ7QzgA==]Tx4Xz4UA/MOd10/O/z9QbLIQJHF/zwLJgLTQwUCpqMz2IqcOwd8MjKxm1eGLdEAvKhGxjaU4STC1Kg3RC7brkpajssI6)o0HccbVNxMIxN8xQWFKqBDelenTBu0O+kvCdldn3Us4hWqsHMmxlFX4lm7H0Tz88xGUTjY2ZOc4x1FrU31UzgldmMuArWc1Kqp3yvF4urr0jeQjzutJ7Frq8lxgA=Y+mWX0P2Geh7yWwDX7mQ8wCzkfor+uyiGnTDGibbZNdftPWupc5Jcy7LgvxoMHxOOKmhMseHdQKd8LKxmgI2pIw==eTx4Xz4UA/MPpT1pq/3x8IE510HmdofUIzg1BVQ1gHoqisOi+WSChPWiZOgPiq+LXDaxK6XUczvLKWKTuTBSETNIGB+NmbnOs7K0=MuXJ/O1Z2TyjMNcMKNBobivQdeUSVairkSDvXnyoGUKvBOQ+5m9BJix39ekBG0B73gk2bDJjguQ==U+mWX0P2Geh7yWwDX7mQ8wHYvpqVIM3RrSkGskv2lN44+m+SDGiR0rWu0JsWbnIOsrDNRmEnDDxRjz452ri2YUTx4Xz4UA/MPpT1pq/3x8IMPghwzECyoj1tzmD49iykbiTUCHUUhK1wIsC3/868fSh34lGPvVgY17Ovgs+zQ=aPdF9PVRT/RnABKMVxKoENp5vL6omjuaJWqk7mNKUkiOBFkxH08dxlXsFrhk/3gcVWg1e7zVfg0aiFztZPetFq6BUrRdEBZQSIdg0MQT+qVilhrtF8TMilDdTC4B2OeR/t8bMDe/36dLTakjtZfKXW0J6PTDtNVrxPkF5acw==9VleU+06MlHu4kjPSLEzdgJN0wGjs1ozc2zPPB9EW4uknupVaNvcNKEbNIbfzAbK8WjZ2VjpOGdUogBm2RI897nurLkpE3R5c0iamEMN245mLuEZ9el+G1r8cvuc8iBm88iP+uEE7KJ604Jj7/54mpxuV3dkc4q+FVH84zmazewlIew6PeDTFhURiRzeRhK5pGwNxFJ72H0vvKTaN846JDP66OBzuaxjAIxYVbSvg==iP+uEE7KJ606SWCMWibg5HuGIQwJAwvbCvKBftO3rM1FM0XNlj/XLnIT3gHGCMs0Yqxsa4A6eFpKihKoL5LOiMrT2wwdFSBlzzU5VD5Q=1h5H0p6JWyKSIpUxp5KCLbXv/07IYI97z5BOWgKTiAZ91568=Q+rGHsRq5TCtaEO79vI4Tb64kXwVU2fOhUKb4/f0OhOElUTv4i4aldp603idHttkQvGgaUCWQ4e/Zig==UP+uEE7KJ606utLYLi41NYXmjhEydYpvPf4fmfKY9KvvccA2a2z6tMqPBr/oVL2eZ/GLeVMk1slKHiqYpB/Y=IP+uEE7KJ6065yihM/ZSoYG/V7qKzERPr1VQ1wZ8khtu9cOncWVGxvohjQxy9YuvpHABZ9g==jQ==4uc7xKhZZvuE1E4xqYo=UDkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmfOhIrn2ha6n67aGIgEetxZRDCF2LKffARjb3BtjubnQtGKDn0lE=1ijhEQ00jotri3emnxdkzJiUuQ1pJW0UcC+hfBTTTAzVXTK+P9d1SZ61xVujeiEqfS1I5mKA/CnTfCBGEl3vG7EoNpXXwDJ2IeeyWJbw==)fJr1rG4+mIVynwn88RL1EnJEonIJqUgjimNyHQ==eCCLLbFWnv+5pXONZTvoEVUnsQd3iDSMGai72+pzkUCnu4j+TyNmCr1SMjg6TWYkoJbX0SdewJh1/CyXv6DvSClmZBe6tpggMDA==!Mmxwd5uPHov5aaERQJVEUShDlcqhdaw81ijhEQ00jotri3emnxdkzJiUuQ1pJW0UcJE8tarwaKmn+QJSu9d1SZ61xVujcxWc307KfHhTVzsIW/w2xzkkhM124+QT+OjlTFwxYpPw==)fJr1rG4+mIWPRf7VHMIjfRXoLP+kY0K3wqsR8g==eCCLLbFWnv+5pXONZTvoEVUnsQd3iDSMGZt57z69L3wQllnwIWeL/44smi67tJoVW7VB8WF8BqiU4MS9W8XrIiqOUgKM5mwH7/w==!Mmxwd5uPHov5aaERQJVEUa9Z4QikN71B9ijhEQ00jotpfNnojQ4hOr3p63McwogFgEYYBmnB7N8aJBb2yY5+FnbDS9W8eRdhB4h0qXt3EXyVFFNrXwhnmXD/IThQo5xCrz6jJPvmxpAG5ohv12)bKUifrcgXRg21QPTE+DWKfIABTPgmL30+fb+U1c=aCCLLbFWnv+5pXONZTvoEVQphXCK1J5GnnxyIAUE+0uqIehdV6P+DO/xJvECkm3Fn1AFeuaxpC8XaBz73/mD+84dMhjWUIg==)R/oCITjZPwciDkStKTyQ9YkmmqG5kEVPr0TXgYZX9ijhEQ00jotpfNnojQ4hOr3p63McwogFgSbIU/3w/retimv8Q+KejOqw=9Vsx1aqs71xclkYO6ZIq12NWodN1PmIuyz+aJ10UgXsRkhTTkMHGzUg==)hNoprXmUmEZP1mucdTfMJ/1OGwfg5BlIEXHlVQ==)R/oCITjZPwciDkStKTyQ9YkmmqG5kEVPr0TXlIU==ijhEQ00jotpTtHC7KpZuzq3KB8tcfremQbGrzrYqaAEs04uDrLbbmFn/t8k=IamvY1miRTSx+uqylq3B1VrT7i/Ey1xAXjJAVDNKwBnZAMUHzfEBJLH2Tqc/T2u8267xljg==1rewC5258hkgeZ3mfh0djS5wRZGqeh5GP9Oq18HmsdL8HFA==iCCLLbFWnv+5pXONZTvoEVXir90PjRirdmXoKmOvuJC7WsNDYAUfqwzqiEcMrDdZ/aAPWXtWQQWIyRF4NHcunnPk4j3rDnCs7RmxVSQ==-QR3nplUqfU0LvfX+gkxcufaUwBjbW1HL/KDBmsre4pU==ijhEQ00jotpTtHC7KpZuzq3KB8tcfremQbGrzrYqaAHoym/U+xBEmjJLdfY=IamvY1miRTSx+uqylq3B1Vt9sAiEp45GPIJqS11wt0pod/uNaST1ZF0+JxJiXBWxFYCYYbw==1rewC5258hkgeZ3mfh0djSyNfoJWqNqB07woDWmmi1M6FTg==iCCLLbFWnv+5pXONZTvoEVXir90PjRirdQA6k8sXTfIQvWJZW/MghMgOsfwS/HfegzmJ5saybQMmmcBVnYc4Zmw3E9BSHeuqQXla7lw==-QR3nplUqfU0LvfX+gkxcufaUwBjbW1HL2HImQ9ichVc=5ijhEQ00jotoEZH+G9hEPwcuJ8K0qKlxMpwpTg+IbVdlT62rMMKgg9uHqLKMNCxlpLWPXBVIWk/EJmXhHiL/hH8PNjDEtHY3oXCCjpEYlfSA==)fOBA/S0JxffXoNK/7F2vNmglBrEGd7DAbb2/6w==aCCLLbFWnv+5pXONZTvoEVYG2zYD8mvxMWakte3NyhQv/cRdrMgO18L9XlQtR55Ae7NG/t3SX5KlhI2nRScviO6zxkzCbF8k=%UHz3q6fA6wu+ZAANbyd0nc0i4vKodaAUTmX/5ijhEQ00jotoEZH+G9hEPwcuJ8K0qKlxMwo8Hb//wzwux0hcIcYJd9uHqLKMNCxlpX+CJI3EVW+uGg4WMr7Ixran/Rb+4tyG9hPyvLKPRdSA==)fOBA/S0JxfccW9wweManbdzImfLgf9cRdrHB6w==aCCLLbFWnv+5pXONZTvoEVYG2zYD8mvxMwoUNTqUkEPnwGQd2ztgdjKOI55UpaVs/eyZ+woHQoyAlPYG38JhpiUADsZEli/E=%UHz3q6fA6wu+ZAANbyd0nc0i4vKodaAUTmX+AEyyQ/iD18NC+e2nu8zyWj5tNJmF8v8C25496bLMyA+ZirJ206I0Yhjv8DZ6R8zE=ijhEQ00joto4QjJdwSqYd3SyYFeffOl9tQ==l2OqPbL8HaMEiFv4BhrcbJ0mWZki20w=hZuXuBdiyozBjws= 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hh+6s3wndg==hxs=YDkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmfOhIrn2ha6n67aGIgEetxZRDCF2LKffARjb3BtjubnTVwSECU4aX4Q==hxs=IKkEGXLLK0rIAUsIX1SDixgi8V4bvAoz9XRLrCdJ0Dg1kDphzNoNHxV+sQfmiGfH5Cwz6qQ==MijhEQ00jotoC+tYO/V6g6dFfTAbDwRROSPej0Oe/+YZFPGDdsZONL1Uva4R2qShLCkiAz3ed4hY=!p0lsR2B2g1mKDfe5w39gRdbD0Qy29Y53MqVlTFPmGiWw2aIFYIdWOYgkZNz5k0XTrAHAIDaDQm4kIh+s1We/R8RD7SHznysNgKaxZMNEqUw==4J45GEKTAig7VTxOw8T9FA==hxs=hxs=ijhEQ00jotrJGiKlNDVobx6Gag==BOUbgkv9DesZE08=QEtckn/bSFIzUybuoLRLCoPy7WKdnC7L0Le/VhOYJBrEp/NF0nd1kldudwVfhiRLVKplWpSVv/MWpvA==KUf1P5HNBpVkk1t+2A==hw==hxs=hxs=YumBmVlsS8rK9F3d3zHhVOYx9BtTzbNkxPJAsLlEXpcmlifDjPOPfDN8HuBhHrBmPwA/7VvKHiZIeCvNrmz80pcc=-atz8zVThrFyyc9HnFimeL02lT79Atqa2iQnTVEgByKC5!ylsc1AnuP7RGq2ovbGXTVOzf0lraJWU=F2eubEMz+RUQRVE= i8q4lL51gf4lM+CU/C35TFfLKLfIO1BvZrULBTc=hxs=eumBmVlsS8rJoKPo4TNXi0jaxhUEBDjYBHpjeBb4dUXQ90MJMEmyVPBXSv5+0QkJwmIX1YG7b+Fn317qRdTofGh6B/OjrwX97gE4=!zunkqCkOPJoCeFHTfONY/aryUJLyKR4DMIdcHuT+uoaFim8kfGFigxnmKQ6n9qp0L3LvHPkxS6NPbjAsLMoWICDTzHo+rzdxIFFAR+ukKX6U=MGvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQVM8m9uYtYbkyIXvNX0ks10ZXFiD85iH5chm4rIVuKA==7arknlkzKCceog==wiBrHyy5i9YoKk0=meIvIyRZyi5nxOqKXSmF!M+CU/C35TFcSyO/NR9eE/WnOXOVN0VM=hxs=eumBmVlsS8rKEhqxUqLf35AdQXGqMo37kqv2/nvyqyl20l6w+lHbFVIlrwua2CYLyzEBpPyJUFx8r6y5fkRNtl9NIz8LL/w+k8Obe hh+As305!zunkqCkOPJoCeFHTfONY/aryUJLyKR4DYSKY9XIMADa5OrH60ZTgkZWkNNoEaOABqHSKlJQwu4rUjyMc4p3TPY/G8mH4o6WaUG35syqAGdqsTEIM/FAI8r/8=MGvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQyCLyYEaVY1yyjo6AVSAzDnvGDMkIiWBOxtF3V3oGHQ==7arknlkzKCceog==0jpDhRUgCCM5D0yCx/2PmeIvIyRZyi5qFqo23qBg5A==sAoUYsZAIkfF6Wx9s0NyUQ==!M+CU/C35TFcSejonSAwXh2D3MqgwqSiBhxs=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=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=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=uu9bH283agbLyCy3f1q2yEolMdhKsJAV3wkGZQv4Dz6SONZh7pP+QgsIZfWxct08sAkNvVYymdDjnH2UZwurUAw06t8pYBFf6E1qIfYVPtBpjK8y5j288hWcostU0SkawR6unO7ezB/iew==MszbYmPZ+8umMlWs5Mij0x+67bJnlMAWRrfwncLK0UICyy/W86NoSRMPdXgxtP1rSXKR2QjPrlJk=YN+EZJ+AWTg+Y5DV0r/i5O2EOt6WxtCOYTR+zS2n1DjCNLgvE3NT4ga5nlFGpdienjY2SB5Tt4WPL3nXBY7fzcoE=8qaYaMthosCx8FAhw15g8fqwcDaSNmwcJt/hYLr6UHe1pcfZSmNnf2osm7QqD2rVKfS8ntnSAQWJfyvRe/Z3Bkntmz9X4NuyvwkCcHY28zotsKHPMyF90HXAjFmfTCzU+Edzb4gbfvJlgFlFWlejjmwjg1hEkUSrz0X1vUU=!DkKvKoFCaD+c/o2FhnhKoq1tIvUmIg==9umBmVlsS8rJF5sCQtAD9tT1UxHaY8w7+0mBUIxlUD4Auf8SmxgvQu44=DxGpna7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BPCoutT_07B845A020191213100604CP_CYL300_D700_L1400 (C) >@eAY@?#Bq@ILT_0C7AF6F020200213212848 Amet (AM) BR2T_034C951020200213214250R_AX600_W200 (R){Gzt?@?Y@ BR3T_1061E18020200219162006R_AX600_W200 (R){Gzt?@?Y@B 0 VG1T_1061FEE020200219170906 JP100 (VG) 0 0 1500u 0 1500.1u 5Bp ENT_0452B45020200219183045 NOPCB (VF)B6hIG1T_0C69201020200220130545 0 0 4m 100ma 6.001m 100mA 7m 100mA 7.005m 1A8m 1A 8.005m 100mA 10m 100mA 10.005m 1A11m 1A11.005m 100mA 12m 100mA.ABVG2T_0C693D7020200220130854 Sgen (VG) 0 12V9m 12V 9.001m 7V15m 7V BR5T_0C69493020200220131711R_AX600_W200 (R)J +?@?Y@BfxT_0460E44020191213100333 NOPCB (GND)Bf@xT_03D21FD020191213130918 NOPCB (GND)Bf(T_0357591020191213131040 NOPCB (GND)BfT_0A68C60020191213130631 NOPCB (GND)Bf xT_1061ED4020200219170817 NOPCB (GND)8?7 ]@"MbP??ư>'dd?Y@[dddd$@?.A.A.AeAMbP?@@?MbP?Q?ư> $ 4@D@ =B?& .>??ư>ư>ư>ư>ư>ư>?I@?I@?I@& .>#i;@& .>-q=ư>MbP?-q=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