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BVER=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,77,18,3EF0=TPS84610 2.95V to 6V i/p, 6A Sync Buck, Integrated Power Solution(F3=Datasheet: SLVSAZ4 EVM:SLUU633AF4=1.0F6=1F7=1F5=JUNE 28, 2012+@+ ArialTPS84610 TRANSIENT SIMULATIONSymbol????333333??@ Arial TEST BENCH DESCRIPTION:.1. The TPS84610 Transient Model is encrypted.K2. The testbench has been configured for 5V input, 1.8V output at 4A load.,3. Refer datasheet for the operating range.w4. All transients can be applied after the output voltage reaches steady-state and the PWRGD signal has been asserted.j5. The internal PLL has not been modeled and hence the RT pin can be connected to a resistor only. Do noty connect a clock input to the RT pin in the model. This is a limitation of the model and does not reflect the actual  working of the part.$6. Thermal behavior is not modeled.SIMULATION INFO:z1. Go to Analysis >> Options and Enable the option 'disable warning for large size analysis' and select 'Percentage Bar'.>2. Go to Analysis >> Set Analysis Parameters. Choose Default.V3. Go to Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.%4. Enable 'Use initial conditions'. !6. To run simulation, click OK. ^7. The simulation runs for 1.8ms and takes approximately 15 mins on a 4-core 2.8 GHz machine.Symbol????333333??;((T_0B3D095020120628121356;((((T_0B3D0D1020120628121356;8H8HT_0B3D10D020120628121356;T_0B3D149020120628121356?T_0B3D185020120628121356;T_0B3D1C1020120628121356;ppT_0B3D1FD020120628121356;T_0CDCFCD020120628121356BpHpHHT_0CDD009020120628121356VIN;ppppT_0CDD045020120628121356;HH HH T_0CDD081020120628121356;T_0CDD0BD020120628121356@XXXXT_0CDD0F9020120628121356SS_TR;T_0CDD135020120628121356E 8X 88XT_0CDD171020120628121356RT_CLK;8 88 8T_0CDD1AD020120628121356;PHPhPHPhT_0CDD1E9020120628121356;HPHHPHT_0CDD225020120628121356;PhPpPhPpT_0CDD261020120628121356;hPhhPhT_0CDD29D020120628121356?(PH(P(PHT_0CDD2D9020120628121356;88T_0CDD315020120628121356;88T_0CDD351020120628121356;T_0CDD38D020120628121356;xxxxT_0B3EA3E020120628121356?H8xH8H8xT_0B3EA7A020120628121356;T_0B3EAB6020120628121356?T_0B3EAF2020120628121356?(((T_0B3EB2E020120628121356;HHHHT_0B3EB6A020120628121356;HHHHT_0B3EBA6020120628121356;8888T_0B3EBE2020120628121356;(8(8T_0B3EC1E020120628121356;((((T_0B3EC5A020120628121356;((T_0B3EC96020120628121356;T_0B3ECD2020120628121356;T_0B3ED0E020120628121356;T_0B3ED4A020120628121356;T_0B3ED86020120628121356?HHT_0B3EDC2020120628121356VOUT?xxxT_0B3EDFE020120628121356;HHT_0B3EE3A020120628121356;T_0B3EE76020120628121356?xxxxxT_0B3EEB2020120628121356;T_0B3EEEE020120628121356;T_0B3EF2A020120628121356;T_0B3F056020120628121356;xxxxT_0B3F092020120628121356;xxT_0B3F0CE020120628121356;xxxxT_0B3F10A020120628121356;xxT_0B3F146020120628121356;xxxxT_0B3F182020120628121356;xxT_0B3F1BE020120628121356;xxxxT_0B3F236020120628121356;xxT_0B3F272020120628121356;xxxxT_0B3F2AE020120628121356;xxT_0B3F2EA020120628121356;xxT_0B3F362020120628121356;xxT_0B3F3DA020120628121356;  T_0B3F416020120628121356;pp pp T_0B3F452020120628121356;T_0B3F48E020120628121356;T_0B3F4CA020120628121356;T_0B3F506020120628121356;T_0B3F542020120628121356?HHHT_0B3F581020120628121356?T_0B3F5BD020120628121356@HHT_0B3F5F9020120628121356PWRGDCT_0B3F635020120628121356 INH_UVLO;T_0B3F671020120628121356?XXXT_0B3F6AD020120628121356;T_0B3F6E9020120628121356?hphhpT_0B3F725020120628121356;T_0B3F761020120628121356;T_0B3F7D9020120628121356;T_0B3F815020120628121356;T_0F092BF020120628121356?T_0F0C28A020120628121356;HHHHT_0F0C2C6020120628121356CH(H(T_1038AD0020120628121356;HHHHT_07D128A020120628121356?T_07D12C6020120628121356;xxxxT_07DE182020120628121428Gx8xx88T_07DE1C1020120628121428;XXXXT_0B39279020120628175039;8x88x8T_0DB9B78020120628175117?8xx8x8xxT_0DB9BB4020120628175117?88888T_0DB9BF0020120628175117 Bp 7C7T_06B7465020120621214047C_RAD200_L300_W100_Red (C)J8,?@eAY@? 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N+Pi/H9kdZ0A==MdpkxZ0lanhm8qBfSXy+NDuOVasDnyhw59Cl3/O/x7IhjWp7Dc202g3/ZSLiU0aS+DVoBEkAP2A==eyjsn6VDrYW+d9jrX9jz7vMTVY7a7SiCDo2UCo0c2pmz+4pX69hzBH4BHG94hF99bgypo+hgRSyHqm8e1+8T1MJ4GL6ZfB6yHYIE=Okz+1TPpbfeDiE6G2ytHG1Ps2A==M63a15+z3g7pKx+ug7LEVVjljz9qmx1lM78OK2IDm3h7xcGzpL0s4WUxigzUUy2Dlhm3aLGWDATINQKlwhJB8/abZf2Met+s1b4tcs7AP9xfPyY0BWAWJMoFnUDTve+7VYoNm5vemiK8xHA2NLnzzBCIMgIw==5btlavnGvJFRcZBj1TMeNT/NIuZWQZ+VqPt5VJ8YBJZodb7qUmiXYiKlwhJB8/abbnxtqLPHpTYDT0Nhw4ZdH9xoZHyZvY+LTGVP4Qd1hgFkixPjesujVC5ImQq/FgLL5Tx7Vb9lTClEkVU/XGsXrprmCOtA==eKlwhJB8/abY0YSUMen+zcRKwesZPn+M9qcGFZTkb7ZtD/FytAXEInvYvdSzRAsyH9dHj0ApD8TTblqjTo7SbL0iDNf31a1JPzaociyjsn6VDrYW/Gbska6hn9KxKcQoZd+z5JnR2GlFqskw48dkV1emEGBaYTLXoxNKj94xyTLy96VxYsKQtPZIh2+Qt5Be6+0Kb1XsQtGthKQbag3BZR/6h2aUMJ2Dc=M63a15+z3g7pi2tGvwwwss2cOjJ+ELNLVpiw80LudPSsh7nhdzoRATsaDwIHLspHmKIpwSzpRU0WkaKlwhJB8/abbMTZuRfUVtAcs2jSUVP83AWNc8IYePPnvlGjnpzKzMJdJY4RWM/dUTNMi1b7lm9Eenm0OHV319/W9Q1jli9BTkUt//rsrZsyT8vhda6ryI7YIMGnib+T0cxcrUU6h9gVWRDr8KC61O9eXlvl8g9J6gCKG2xe7pJpL/IUKGlhg===6cJvqxVKhzHo2o+KMSpz0KAmR2whQpbW2gqHPm8qlSN5yPpww5CtRueD3IY=5445LHB5Zq80q48SiStsrJ/P6VLPs5nWGgAJgKatB03L2650Ur9E==445LHB5Zq83Wa5OHqPML3jn8Sc+yOAA4G8vsOyE1zr9V4ZG5iLTAPv/nVyQ=IKlwhJB8/abZ9ui89V1Jzxi89gVSx3s6pYidkVD6lJm1w8JlIP7UxkC87lxUuq9OwjjIv7A==EKlwhJB8/aba5Bq7NPKmKkSYlXvLqoMBWiBd6KDkW1j1LeJ52sUzqOAVjs8bf6zpXZA==9btlavnGvJFSASomubXjga2coJSTqTdyhYpmqrtbK7PZxoglY3CQhyg==IKlwhJB8/abYWlRb6mD7sN/pSEq2FyKuhVTXPovOl7Iccv80+fP39EPnjhtFNKJwjS1ah5F0Q5btlavnGvJFTD57IIAlCwPYSUCjZx043hFzuRQ5VRzoD0woUo6gOj]KlwhJB8/abaZauV5eFPNdFZ48NUTeC1MedpVMeGjMGTNW7vcXESQavufgMmhXt2NPBcq2x9zXNQ98tlq7zbjeALhEdM=Q63a15+z3g7pu9aKK+LON5QSpr5XWO5Tz7l3BbO58gxUzshfWT7stfiVbBbPLY50qduB6x1h2LxLx44Q=5445LHB5Zq80fZaxEhQXIwsUrCztVvQry6Dr1/eJnJLa4o/Hlu40=aKlwhJB8/abbE9P7biYl8VZKg3ESXFl8nyECrI9qHIfPn21cJLofALX9JdhKZUcplOshipmggRGU9wfKFgWpdZd/25SlC8w==aKlwhJB8/abal2wQTGu3QydCCqBwQulpQt0MwYbS/oXrgkoWiBMFJvEllLFbTrARVj0a0nJdsxaEFDz+4yLHbDxJ1eJ9JaM4=9btlavnGvJFTLghi6TFUWLuioqlE3zJxhJj+hQcEXCaObmrdF3Pv61xc=5btlavnGvJFRQdv13pDf6tyS4ufkXfIijbpruIRnv2LqjEijFVtKLA445LHB5Zq81fmSBT+3IX1T4PYxPh93/fBW3wBjB+4/39x7Df9L/rqnCr+dNlaw==5btlavnGvJFRFc5X/c7pukhvS+hbVQ1qDS2LWhhZUyqoDOjmxqq5+mOpfkf+VkywahLwav9gMMt+G8VxaQwI/Il8kAaLXSsG/rc5A85IyIpfjsmkYJ6AH+oUP3lf448XyWs5+SsxmHe7+Kg6FuXUdc09JGeGzsRw==/ei1IeS8ZK1bAfqz]Opfkf+Vkywbg42SFxKU21SgI+AcudjUQTfIeuKZ7LqSgD7CUd/q6NJK+MnQguB3SqeTSaCJJWsgQnnphiyy72QpGR4E=aOpfkf+VkywbjSZH9c1pY7havoAO8Z4Yq0W2FpBI6vcnMpraMddt1GHI0Vxc9nzzf+SxXlLSti0rqE29LlVMcGTZk8pQ+y/Y=Mvbq/YSOeyVAFD0BZNr+tcLwiKrMqRf9Z97tfNcf9a6hdm/chrhO0cq3ielR+KeWq4KSl9ABqLw==iOpfkf+VkywYW54g4VHKwIY29CLCUJqI86aZZMnvyWSQngMyxI3ojedlOZ+LDezSS5tXRL1zNpOg4jEWmYU7d862wMWj28KXzwT+6wmdh!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ7U=eOpfkf+Vkywbbw31oJ7VL/bDJljg/c8XGFpE6oaULvYSPO8M4JlD1Rs3DJPjobNqSvDmwpomVJWmqELCPX7+DhwAu9iNBZSMefw==UOpfkf+VkywZE7LdMnIarPcAOHRKlNbhFz1I8feX2SI8e8OC5OELY2lxrQLyG8BWFpElAV4tW95HlDvgfug==!nT3Fg5WThFI17VXRYaeigcvcJ3OBfA==Y/aCWK9rE1ABwhnaV19E5+GSQIWEErUsd+7YafROHc4vV1MkcQhLY601o2Uvm6cRj15SBfqnFypPXqMMmQ6AEiX8=E20HmNMfVn0nRWIehlW04fCUyYrwuaZfmB1Z1vP//fJJtDe51ykTCMoBxHKi5wgvY75GG]Opfkf+VkywaYW7JDJDEZ7ecoJn0LYo5LJ9RMb97s4TKG2Alsyc/EBmVyooJKkM02+y1Uz7eq8zRqw2cfbBnl6/VD7lE=!nT3Fg5WThFI17VXRYaeigcvcMnSCfA==Avbq/YSOeyVBpEklJ7q+tGPyJdNj4Li5XZgNPld1yn7wVXw1pIjP8dQVKeOahZ6Q=MOpfkf+VkywZP4V8cDG6lO1a+7ASWirBi9FTxcE/K9rk/MNQQY7PLt6LLb9LpqAu1kLTxd8xvL/c=ATl93mJR7dW/ICkPoQ1B3clZrlYlKWHHXmsJIY+WQxhrrYRRPRh3s1SG4ggzTBrcOeOpfkf+VkywZ+L8v8nNHKC+m08Gm2i2stuBQfAP41WKY+2rbo4kBt6DYC/U1hXzRsljx9k2mFEA6fQRY3H7RBjwu+CVSwEcQwGw==eOpfkf+VkywbcXgNuQ2Pz92e4YsISKlZPKMBxGNsOcIRDsoYwritCCcK3VnA/P3NM5kq4+CJ+VBafeobcP+ex5C/neRxxgpKVs4lWA20HmNMfVn0nYJWC4z/Tz0ZAOrEE+58s0oloKdl1lQwxT/qvFzDHCC9PI+Vec7Js=Y/aCWK9rE1AD1Hn9HzX6SY3xonYI9Uf/ywQUfWgl89CngLK3duTTfEjUVRVVJNyEx4hUPrLYhyNHNPRJGuOVkpsnWIvbq/YSOeyVD3yFFZlJJB8T7XfZuuFdJydr8YnmZjNca6CpDeLugTD0u6EkJwjP3O7bYZhg==]Opfkf+VkywaIMhuYPno7LIgDxF//YleIuJmR5UBLJQFYRamksiizf+uQqfHSCJN5LCFRGgXIrKBmEoO3kg8KT6DC9bpC=Tl93mJR7dW9iiSeRShQ4/b+kfHUKa0huTGvAYFKEdqr/16fsHQmK8LQzMA==eOpfkf+VkywbWnz4lPgQr7vPs9B+Df72bU1T9suPzah72Yb1p4nvj+TgRrJoZSGrXRKuhM4eLo0G6oKr2v/Qu5ra8pTYKFZqVr5D7]Opfkf+Vkywb8FOM7a1ekyhMyDDF35jkM2VznL76ycKGPMnGSJXrGXmNrTyfbkeDTfZecqYgAGMUmOIaR8HfcdCzPIEU=!nT3Fg5WThFI17VXRYaeigcvcMnSDfA==E20HmNMfVn0libfEM86rUFVFD9Ab5Gi7UBYs3GsL5gsG0P+GOBssZcJcdHS1bnW8PaeIeaOpfkf+VkywY4s7qRTEfzD6PQueTiQdVk2azVS5NRoXIZYvUUS+OxA1+VDiaVo1QlBIr2bWwajgnAJowWYK83UOI/qD3no1s=eOpfkf+VkywY0rKZYRNN0liyqf1NeQ/moDYaY8fSU8tV5qdXgS9OAAGi1EY0cIMsLK8908rRzx3/LIJWwV4XMu4ces0ii8DbU4097ATl93mJR7dW9KLt+JT/8FYL9bTa/VNe5fTGTUpYBiou7FZTHKXhGaA2kFa7yTyPk=920HmNMfVn0nHC0kKEgTD1k8A8wdZ95MuGkrkdPDvGgXbxxylpOiakAF/a/aCWK9rE1ACrMqFrhUa9ju032toxdizwtaGbcoYInv5mXpq/4wicVVGi+0kFMWFCDhRTHQPUHHjy2OaNll5ZAiNuHUVE0rU=ETl93mJR7dW+Qlw4rMjN/32HLB43TtQUXOqxTchWffZiY52i4S8c/oPB/CU/zUR4uGg==eOpfkf+VkywZjlN1aAvEt0rWLlJJWWN76D9lVctWSFughVCh7iDHV5xbihpJM0TZvvhurCRJZMBqirkL9FEvw0niMfyMdArQtqQ==1JcmXWoeeELi0Bp53xGeFTZ/8IJKXBSL3+VrdkGW2z4L3lQ==E20HmNMfVn0lxib1lGoPU4RdnHh1uNWzkDFI5n6ZJ7CGMalAjvvaZ5QgimXIMTFap1g==5JcmXWoeeELiHUbhIN6BtCPw/L3mI6Bfw7oSK1GUUFB31COU70Z8=9dr8tLzCnKTdPpPmYDJtiLdRbUG2c8TWqbKNYU0YfQuGVwYVC1xvjZA==9Tl93mJR7dW8REVBB1d+tA4fVBj1jIAqyjCR1vM3XZtQ+Ou+K9ryt9JkaeOpfkf+VkywYpl3iihM8ZyLCsM9XXay7CXP5v2JD1Dnm6tOh0zAAZrgecB40e0Mq12Q8bf76HUrDeSBp/ZGOPYnoXHgy1jXfk/b0=!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ7U=igUfqJvJQIZxhOuBFGLRSW/d0QsNmF5iNgzWNqR3L4iE2dnSvC2pzjFsoCqv5SGwhNT4fnEXnVRPE4rH9GIDM5OYD/+kwHrfCsGn2o55q 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hh/08w==ADZtw445Wrj+KxDgxmiQjuUSyx1Ok+fEnoSrJP0s0FlARfzqIhijah33pQfPzgg==eK6otn1b++9PZcbYyG0Ly4auBr0gVozF+wPZagyKpZmntZtkOhMfxV3T6pw/XM0JHJ8B0i6yEoES8M6bwrTWStsnFW3PLP+PwAQ==qkT0uaLxF5+a0nKRaK6otn1b++9NJc4ala/Vq0MIK+rAlQVSYCjxFKYmQna8IieeQReEkZSQ+qzmYdZEQcWfy0xUWp4+P+BSfxfvjcX2GusDoEA==qkT0uaLxF5+a0nKR=DZtw445Wrj/3137EnEednlFRW+95UkJVbf33TcGpGhEDJ2p4Q6g/j2U/hPU=igUfqJvJQIZzX45syTTJw6gIuUvhB3BGWXp/TDjcIOdCwwakf5UUbWocpB7XPguCmcWti4Kw3xyGugC/ChgVIfppTuFW19HfF6viLGg==%V6uI8VlQI0koab8sK4dT14/TG7F1edgvdA==IWeZ7RZB7NAVU2icxN+Rh8SFJ5/OaomnGnrtMw+cpIUcWF98jkBAnQS3RTo4zBDO8agyJquw=iK6otn1b++9NT1RUre+NlPIOgPFKvqeEBAMd03xJWtHUe8RaV0itzNorRimtqJJgMcBShxM2xVP1jUlOcQSc93DROYE4Aiu1F3uf4GA==mgUfqJvJQIZwsflkMELCbn8lngzx5A/86I0MmGbXyGuThdNWdI9+8WWvjy7vIN5MMZCSvh39zrIXyI6C/2ttPtftvy9FaDUoJPR763umlGQ== hh/0rmwpOg==QK6otn1b++9OXIv+KISaUiu8amf4dzytVxyvTK9oOpbh3Q6yAaf18e1WjOtjt7XjJ2FnKQ5FGwoeH0Q===DZtw445Wrj/IuDGXIvyVu5FsQHpCMzYBSrluBXBOd/XEPDjUN587jePTWtU=UWeZ7RZB7NAXP1FC9UQ8rni28YZcLZYiL5VIpit7+JrwdjMPU3sDSiemOM61ZSQZ8dKi+A9zvm9boc1kE2A==]gUfqJvJQIZxluPfepy1Jqcm41KPkpqrb8j8fPBOAOrGxYsB5WO864wvXlRohwRy/ENJqfwgzpgxaXZyXp7S5u8Cu59nd1HLqcHD3rt+upQ+Up6Xk/g/Ie0++buYktbDdBqGVN96e0l9o=egUfqJvJQIZxPP6IH/f2/SVxvGpnZ3TEZcSGQxLnsmNEMrO9qVCHJGfwiCNRG0DdtVM+0iuJZasjVV1afmk1vUL06NCA6LGTCj15cbF3gxbtha9qZsLg4Zg==eK6otn1b++9Pg5+Dx3O0HDTqiKPn+S1xzXgqFYJT9ckqItuxBdgb2MopDVEEeADE53hLjYfWM0fgRuYnF9sneTGNW9bhVrwCSO4w=5CPHVoMKe3WY0DjNIrXzZXZeL1ZXLswADStZdKOOhZJiXscqILfYXiK6otn1b++9MAIEZzmkk5yFgD+Ju5qOnez3WffP4ksq/rDtjXojmn2QP78hHnrUYJjOghuMRPc8DUE6JD8+piXJ43KIWzB3926mnTwAs=r6n9ZHKi1Nzp5JHFN6HCZdW3xJs==CPHVoMKe3WZvIiPlXNvt+Er38cdFNGWXsdtE172/o2stSVM5xAG7ZpEfYQ==9TxfRD3iyd8GexGHOoEjAKebge7PZyjz8hyzE40OfR9KeZ53ddzwuuJU99TxfRD3iyd8HnrMhYLhnUO1jM3IuTrYBlgTMe9kwOqKWkym49EZuNltYjezIMWU9cwpgIXykV2DSRqhSeUY0A07cirSJnoyC/JiHk09+VY4RWcp9/fuyRAGrkUFFaQ3lxI6U2LzgQog10x2iHCK7KExrARdg==1mcO/BbLhVTDQInT1qpWQC5/VyuGbkjBFDda5S6W+sXzZvBYumFJy2cWGeGdT4fKDjNshynQ/nkgTyDAS7t17TN6neHm3kKeQLq+fulQQ6tlJ65ZNvtcMIQjrBoMOWqplB29aQwz9A2lJqBKsvFFjHHnO96A== 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hh/0rjE=eFJy2cWGeGdRnBM3Iu/5X8AqccVSjCByAAc4MIF1V30cBR7SeQJgFgbldefhaXSA368vkuiUNAjVibqCbYIpUozSycEAP5zElwbgibF3gxbtha9qZsLg4Zg==QH7Wkf4u9l8OpwIHNnVwMIHvG8vn5Y2B6Tb40Rnb7a8pBHmn+/uoSk+GN4N9XRC5hfrPEIri55hvgWKM==H7Wkf4u9l8N+RXxcPR+ll8ZSiZ1tW6RbSssnTlSfO+3C4B4uF/wypB7x0oY=eFJy2cWGeGdSK3qFZfk6Cxbsb0tLSjsie2cJuGCqq2lQN2yJYr4/13GDGayK6aXQt/lbWoWj7j4Dy1EK/of+ckob+iH4B8ft3aw==3z3BimA+MJJV0tcICVO1GuA=9XRdbpnBmEb6uFd5FfVKUcGW8tYCHc2faKQKq7tL5B2qJRfjOOC5r91U=)9PT9VEyyRq+tbTrWN6VtOc3qzucH2C3z7C2d0A==MQ/ZS4XmRixq7KK8kApienyAr04OLyoIVuX/yOQDQ2YTd2F4yb+mnxcLwdAxnAAzD1rdyXKeM8msP%v7GzjVyPZ+9ebdBCWYBtIZtqng9BAjGF+TLzAZSepKWbMlSbpr22xWHVpPt4dJ5uNkWRy6f34LBU4zajcDmVBxdKIS/9aZr+42w==Qok15gpyVKRjjJ7ppY82PFpoYVMnr7v+0NqeaWkrlIPc1Sf6Z2+x00A9UMAZ5hs0fTbmkUanSCbgOLpmceQ/ZS4XmRixoRKlSVwtvYr9+WV7kqLPdOePm9dRmX3/P/qiGi6cfepRHW+jFAmG3RALNZSjZ06NM+Ug537TxOKZ0iHE3wEyFYFxq8-ZSepKWbMlSY6tf4jge1M40x859iEIMOglrDGRa2NaRnh1BXtmH0JyaQxWIuWXeO//TOf0uxNhsaDI35jh7K4Difdw1fUCaQ/ZS4XmRixor/ELyZK6JKl41chESP9qYYemAIQNILaoa2eu3vAHmvKG9e6YvlFKb6nZOw1iO702tfWZjrqVW+TcIYKbARmQ=-JrSIdn+jNoeIWEIQUg59+Fnjb6CHkbnEb2ymgBucmA==9BXtmH0JyaQwOYtzytLSxmBdjihxLsFxxe87WkW9cPn76ofULn2mO1ik=9ok15gpyVKRiJkRix9keL9jcgFvfBHij6QnTdWL1smbBbxernqI1jyYY=Mok15gpyVKRgTnaIkEOUoKrfkOQNyJSJazu8P0H4xWMnTnpF4iHv+PpQN9KkTFbtq+VoNjiclMaw=aYiD25lZviRQL7Mz/fVzRyqHtJmuBy8q/5UzQ0xzeQeAdhGJt/aSjms3S3uqG1QQ2tNnV0Vk4Nx21zlp56T3cw7i0IelyMxX1!gedt/CT3JOWmyh7yhpKTyO5ZgSxUFiAbUQFYX2wFcn6fb9TriQ/ZS4XmRixooz79zXXb3vKlwZqNVnqmBxIdYd2bdoOybvrUtDzc8mfSW0B7QsBvBJ01Zq+N8DhSA5b6Kc/DjTq09Olu9cgQ9V2HC7g===ZSepKWbMlSaPFTfwzDr6siURqA71gKtC1b734vn8luBj5j6Ggx+khY8YUd6QiYiD25lZviRRHBdpYDhbhvciUbzGXZec0JCZ51mzbrrqDMLe3oxtMMSEu7Jpql9oSmPr0gbbSL/PXx/AWlkLorjZLwvpLoXaZtvplXnY=!gedt/CT3JOWmyh7yhpKTyKpoSJyYApm4UQFYX2wFcn6fb9Tr9BXtmH0JyaQy58IC+fdqk1mnzFZa/iUQ9CEgLczZ9NsnCI3MjDSnqpns=AZSepKWbMlSbkeMxNU/3I+JmZzhrc7euxZp/vV/svJ1GV7GzVysq6WGR/+0CmpZsr5ZSepKWbMlSabl4jyZbLAdhdeLxWim1uWOedbO1mAGGyw3FyCNg==Uok15gpyVKRiY/XDtAvZUXU4gF3olgY8P0/PKJpq8YOIL1CcdRbrc6v7nwyi7jamKI+Fi0c3FsbiIoEUvdQ==QQ/ZS4XmRixqxr/PdzPAMNDE/bGgjMS6TtHuYPELRGzRawLYCbo4z8SM5McWgu6aQf8lRylXVYUf7DE4=aQ/ZS4XmRixqPmZ+71HzY4jlx1Cq2Bp0O/WBsVNtiVHaWW6ZobaCvtxWeymKBtxYizTPHYopMuKm7fnXbE8cqfHludmSRObEoMQ/ZS4XmRixrAzMrbrVFtjkxu9Snp2UFOFfNFmp7BENDMs8wemAjQjrEF401YbflcasSlADYknMIs%v7GzjVyPZ+9ebdBCWYBtIZtqng9BAjGF7DXzeQ/ZS4XmRixorJ2Kksj9C3uCmUuGdaAcKiSGOgT4pFXMPhXLr/WGOBnlcyFJ49k0I+Wuv7pVUXRRrCK59/sKuhmC854IUeX/LszybaQ/ZS4XmRixrv3nvz0VnVyWfOlFllRnICNfQgxUFaX+mb8ouCzHIjc4iWVZtpplEwjcQhjFobpSkFh6yDBSAog6/uSA+wdWE=eYiD25lZviRQIZpLhsVEpZdWn7w7mHNHNfKIG9dgj3/FLjh6jBBED+Dl7eLHMV2MyqJww3WLxtljICdXGsQun7Jx1QK/DkfvESF8=ti5cL9j16riIoGIVCIqDrwc=Qok15gpyVKRgT54wn4XfXGzD7qUGFy5YXMk9u+bBZe2aaWraUbAkiMBwUo3NPijhc6e8aAHxuqwRcBRXKmYiD25lZviRSKN+7eAvq9RWNY4o7+cjoCJ3UXjwXi+W5tZ2zhuG4eKzclUCdb3whtSiyYYp3rIPrubIem4JoHUpJHs47rx82kGHJX387EdQ== hh/08w==YQ/ZS4XmRixpdIp56jv3KusGnDO0QRirtLIkc3/nucnbbw62OuAhg5sURsRDnxJ/5W0gJEKcgjnY1Zvw52l4f2w==iQ/ZS4XmRixpJiaH1ZBwHxJ/SO0mSne3E0xMAK0HCnLTUoFqknNxyA2N9aqTaL3YpW/juSETOHGbjW0v8HpCDoA/f79OkRKAadOK3VKGZAJrSIdn+jNof9w9xRx0M71771jMQ2oFpU5NcbwbXpTPd6KKGIR5nvipwS8YADCA==aQ/ZS4XmRixrjOxAcJ5D9rcLx24SUuwYMlMj7bo4ktpp2eN2MwTPvGqIJXBwSV2JJqPeJGM5LWKZYgYW0ZE1s3CteCr3o4A==sAIQqtb1li26lRMgTQ==AZSepKWbMlSaoBQ6AQRSXqY0vWW/CYSlXSmqKA079LLeNUBr+56gttMict4FOIg==eQ/ZS4XmRixqQQHztiOD+g11blnWlgQMl7VM4KVDLgLsD7+UBhFBgue72k0+GvyMk5sC0gFitvy6TNsHUiMBMxJ7qbGZHuhCPoQ==QQ/ZS4XmRixrEsWUcI7pSmKlu3tBWeZOA0Q0lHLH09RxP+5L5BqFaBukDsR8j31+2mKmgfPnn9eFA85YAaQ/ZS4XmRixoy7PoddE67HUYKG6fPlyI9QUo+qqNQsFPclxfCCLNlNy3C9P7kBFepKFx2royGtJ5EDKszy3kgeWSwsbVetMs=kWYMU6InqbzlQVOJRA==aQ/ZS4XmRixomPxG739oQXS4tpZnqg58Ob0krwbWItM/D3yzamtLdFdvhWq4bEwmsPiECnkQSELRwMsRlh1x3+fAFyrV34w==9ok15gpyVKRgY3LADgUcfsic8uw/AQLj9PYfkg4XsGjQwRbJXtK99wwo=9ZSepKWbMlSYSaxQmn7WXdqS5ktgG70NwAJB58BBQm1dhWNl+JCWzo1ThYvuTI550OxciKxtyLGi//sXgz4LaQ7ihyyTpxGhntGKB9q0odie0exQVHSF79o2UojN7qWMVcGiWUE0J1VkVwNu2PMvuTI550OxcjdTBnMVxCPHktPpp+pP5iJrb/CC5XkSqjFwSob2ohXNLdQ7zY+5lbfS2rLZ/0DGGA=ADlTEx3lcRce7mldeMMfpurIF6YE4+IEaEGosPDjBlSRkowedKjecGf7pz3SzHQ===S3KLDNgyP79R8dTmRxXRrIfhq9AnOBCsqk7Jc78r3fAu9OSA5ljQ/L6H9Ak=evuTI550OxciERtDFeTepqi4yVbxCSo1tUXMs4MSYs7zcook1xgLOpBGw/r7WWUr4VUyMyMj1dAwIj+SMRXEomsFFtvqAA2erV2KeQhwPi4zlLuhcSaE8kILHxEbsSqzmJ3xNjJ2MSyqQ4bJWkMw++xmjWF4XUsHAXm2jkRXuq06kGPZoSAz3sQvuTI550OxcgmsBaA1///SVPKMnpEY03+LdymeO5UIEhHntUlOilX9Nuk3mvnjEEeqTsOlgRX70MDAxY=evuTI550OxcgGBmBWQqElk1OgnBWg3rEQotw8vc8be9vjY3JWHuXTAFrzZCFQhePbXvK7bd4HJ2V47wyqBpnKCtepv4sD5yh9oh4=pxTIhzzdNiDxbvGDmvuTI550Oxchr5iFUz4+Hds87uIJJb93h802mz2iedDeFbcib058bWusLxwR4HkLv7OP8xzbkNOF1jzeHhiERXMGVR0OzP0fEEDsQUxHLbw==qkT0uaLxF5+a0nex5DlTEx3lcRcfrCOMcIxVncdW1rxuT9Pa79jhR/X3yPzxuC32Yzw==EhwPi4zlLuhfUF3rsoRS/+M/5gWKc0fqyNRzK0k3kOtw2GbFXEvL/uhGKlvyjaGt0qV6C]vuTI550Oxch5OszZbBGPuykb9mbiIuwf6XiI+OBmXi+MLoJBguZItgSYYjmXvQ1BcKug7/ZbhEyN/WtRS9XaZ52O14c=MvuTI550Oxcht5rjZEYAtHVZpJZLJlsqzVuvhhQutEg7E9Af9okkUATvdWF9k30sKIpE7RLjc+VE=UvuTI550OxciPrfoQpBFIlKRnrBa3A49vi6UWSNI9BQcxDiXcjielodMLCCiTBJI4Ckzduvk0KUds9Q2cbg==!c+PiHdY1NlP7ZTRQ02CosucEzehy/Ok=iNmTh35Y2gujPF7mRJhNIf5mHiwobKT8+udcegGF6cn+zYZ62dW+Bf+7tPA4D68omO7P9X8AFmWgrFIH8XMCfpmrKqLmRjz2o3nNhqP0=bwk4ohslqxPhS7jIeuSs5ovbMY/2y0VAT3klxM2LEYircvWriTcZ0cTq6P9NiZZ+mm9EnuSPwcN1pr25NVVEWn45+DNNLRt6OQWdPsow9de58wsJzmHSA9h5H0p6JWyKSLDJN2mmsvZx5TsQ2IqTmKHPGLCs8lwegv8oxsVLTRTgUZ56U7w36W0fbhWaLizF6hKwqyUWKCh9jkFuhhQQwzG/6/bqLw8Dso+epGRZRZVErE92/uTW3dnKsNSi7jIaN6OvrwjGPtjwMu9nomBaaxVHphEST7tVE5eYvqftVstZLHLdxKQBulq5K7tr38ibqVclAC68gedt/CT3JOW/bZ2IGBbEu996ETRu5VUYJiiyRLaXuY/tAoAklYbc9J4jlzkR0O0liqxoexWr4xMHIn2UNxfQ+8kWCHLs=ATRu5VUYJiiyRLaXuY/tAoIn3oWMsBA4MoytGHMFXMamDTtuJVgyedlthPaNIhtAaITRu5VUYJiiyRLaXuY/tAoLjEshKLu6OaOqUd8fQ6bVktF1N/yM+PBfp+GxpZvwRes8nb1FI=Abfyl/gl3rc7nFGTs8vK1EASTwaMJp3qvEdeq4doi6amVUlP55/bUXktw+7d6fA==iuSs5ovbMY/2CaMMDrO2j76xT/Dw8c3uEHLrGRWkO5ZAKDwAiWWqU0+kxdPZLueHCkbLbc59lH2hnWsVeyUa+FpSSo/zNgQNcEYqXNsW2UuSs5ovbMY/0h/gt/iFKe81UloC+9TQzd2bcgvSEz/x2FwWtR3DzZaCoJPYruWQ9q2lHZadC9JdRxYY7JXOakUuSs5ovbMY/34u9irwvQ3p9ra4ZlPAWd5sKR0VTcYVLt5/mU3rxXuwaPRApz+32D9o9XxbPM/0Smyd1SSjg==iuSs5ovbMY/3H73ZnieFgQ2ImQhHLGmxY22lEg3MxzJEkY3CSZ2TCSIA0KzZuNYTzUWGiJf5Em6+OnCwAbpMXN+wAhBRU0FSGHw0NF8M+)aA0t3kELh2vDYKuiPWvZ1A632Tf7reICTfNnYQ==iuSs5ovbMY/2HhygvxkUexW6mY1r/khL1We2pxZhrOMV+XC6mCvXgOcMxEbo2kvANj22jyiUsyvlN0ZJ2kPd5xx9ZC02YJqdBfJdG3Q==Ibfyl/gl3rc43YHkTCO+gPvnIMPlKlNSps/c3nu6CCr/4baUiQTibvdy8gNqetw5PFGqytMQ=Ebfyl/gl3rc6Wv8krpt6oMjnEcANkRSqLcxDMAefJt1499BZ7daxLhIpzcW5S6GWBsuY=YuSs5ovbMY/0GyPu43zeKahOYtX1wL4mo9uajPenkDV8dwn6RFsiLJvBAYtfR/m+apoVvi0K3dP2SyxvDgdscN/U=auSs5ovbMY/2ORxzhDtEnd3ZScFXmAChb8zNxqy9TXCn2CovHASlt7DW4qMWQ5c7EKvUklpXcYsvm+4CpfYcoemEEOYqxnBs=sAIQqtb1li26lRMgTQ==UuSs5ovbMY/2jH1EAIU1HGmkxwXxUcdKpyLgJDzgHr4+UK1v+O1MqUtclBAzSjED8Gb+F8S2+dxslrnQ0KA==iuSs5ovbMY/2Bk6ndDyxol4S81eLVGVeQk3Id/pwbkzluo6O1c0TVQV8rxEkSSmnpZZiItKKYgSX2h4mNEBzpJzydFQz58iSXxsWx2T8==h5H0p6JWyKTKkhaizUwRtCSIjd4bWY0npNbQH3eWpWAOjKbIdrZ5qVzGtA==iuSs5ovbMY/0nIvFlDPMdhhy2YxZMsaDVkN5XYpPNjsMVL2LxnbYwbLD29bEushV9W4YH6Yg0Ih0v7nGd+QAuGNHttd8ZPCzkLZEyUd8==h5H0p6JWyKTKkhaizUwRtBhLjGRW+ExjqU4jOV8lp+bcGKum0hf5kB1OJA==Ubfyl/gl3rc5uRZ24WN/18WRgeLNVZb9P0rtrsOo/q40DZq/2cl7RquZ8xcPoVCY1Q4dFP4OMvf5f8KxXwQ==YuSs5ovbMY/0aSPl0c8c2TqH/dp3LVPvcebMfRESs0TtF9/IPNF5iEfcEBkLlvLq6tbb8wC9CHuYkT4oKQe8XP6o=Ebfyl/gl3rc7c5i/MgVJyusDhnuU7joh9BSKb/5+AFoGiWpdfLnHbYTS/yiufOGiM8UY=Ebfyl/gl3rc4y+4vmxdEb+XQBGc0NtyVl1w2gTtJ9qHojH3ZS1q8ys8BwIx/vwordhOs=Ebfyl/gl3rc7hReygHQfMRV3noo65F1/yIycjVL7i06/5lMy07+jHU+QDbalK4EDG2Ok==pl9uX26Vt3uufcLs6b9ziOFhjvClUIpx9pqoBlKquNkLEPCxw19UUEyh9Q==apGRZRZVErE9VnBXBE1duIn8dt1tZk2QFfPtC9GxXbA9c87t/3/iLSwp8SZRP/pdtFPxBqOhkxCIVHdXHl84DL1BCgyrDoQ==mIfm0NyVVendu05T5+ighwE==pl9uX26Vt3vaArzJYrawCcOEwK2ltgFWsvd1Q203nK4QZy2pgbCbTB2vIQ==Abfyl/gl3rc4RSuBf0izPkhjwvkWcSSldXVvyszNsKQFD82VHyJ+13Txsddsqjw==auSs5ovbMY/2SldTk0qXi/DIcc70GCw3DinVkAe3x7FdPR4cSsMlNC3WqbiSJ/yyYBO2WvZPub21Zeh/YXtlP+ySjepn9UA==sAIQqtb1li26lRMgTQ===pl9uX26Vt3twUlBRQ8E0Rh3NI/Dg7kh2WqkDNY8VsfSutiYiO1Ny4yKAJQ==auSs5ovbMY/10fLYUmu+SHSNWqWEMivn6vW+NUC0w/tiHcgviAH7FSUnDu76tcZOuJmhl2JH/Mq4kvyWy90z2nw/rmHh6TbQxqkT0uaLxF5+a1HKReuSs5ovbMY/2c2tY6YbrXq90oMD1P/0PnP2gV+QLTy2FN99CgHj+K6q7fzmKjgp32Ct1R6UP7GWpEtkg0qT/DIENiemTgWYXk1Vw=)aA0t3kELh2vDYKuiPWvZ1A632Tf7reICTfNnYQ===pl9uX26Vt3vKLQoHAZFTJwxk4gBN9QisWYQzA4NWEVgJdk+DCXiOkVpJzw==UuSs5ovbMY/1RWjBTsvwohgBCapRB88GVRu+z6GJNkRf/p0EclRjylSlqx8XXOqQEhwUqLvYF+YFq/PCejw==A6U7w36W0fbgfF3MdOHoelOKNMx2BIYJbpz0sR1dNLzJ4vRoq63YUDuaL7L8uBg==]uSs5ovbMY/1NRYUcxV3a7lv341jFauNLrXSPkMlx6HLshAM/1OkV3rf2lDBvBv2e9nUxRBKTO7lliyyIVYxLbQqhvW8==NGPyMieNhTfRgZDv7ka7x674TvQzW0zwz94T9NcomjCIRD2oSX+WZ1LVHS9K=bfyl/gl3rc5QrDEWJdqc5bHXvL+e4P2OU1YYNfAX/8LYyRPQ1Zf9n8dPiEc=iuSs5ovbMY/3f6AzwrX30vNIipuNnQT2xATL/1bpUDUcK8ixE/1Xn/Mb3tzTTpV+Ht+hACWCU/zPitq5AWB68d2S9Bwhp0fBsPUz6gXU==h5H0p6JWyKTKkhaizUwRtBhLjGRW+ExjqU4jOV8lp+ZqdDudeTiZKqUwKg==]uSs5ovbMY/3V1r6gde10Ey6eYZtnBXru6MWN4F2NqoGu677wIvcNVmq60RRTlN2QL05j45h3+lJIrbb4ssyIUYUsBev1sAIQqtb1li26lRMgTQ==Abfyl/gl3rc7S+zSXgDS7cxbCq3VA28yCLySKqpJ9mqOubPKxe3a3hFJTaYiTuQ==YuSs5ovbMY/09kGYtDo83bUyOj6ZfFoHdd5/HZsQfKRUmMZVDIpyjMNbUUJunrYppD84chkoqjon4ljif5uVX1g===NGPyMieNhTeirmaImowZKjoFLA70SObgNClYf+JPSi5UaBgl8vgWXaZQH5Y7-GugmR3rgJDdh/PTJ00NBYLdnZVcHZzgbMzIvdoqL+g==Y9WBZN0sRoBldPWv2uui3RO1epF4zB8NBf+9OU70l2IMu78VLi6ndaejCnCxgERPvJh1YFh9RIC4vg1KSZbcFdA==eRQvHg6qYhcFUV1aLCg/WLEC6W4lUGTNGNHBWMsc6KD/6dDdi/97CcKj6ABo13N+zRWCelYfkKi/9Rnj1EMYdZnUtDRAlJONI2HE=apoI6PiqrRNSLCdHSQ==i8wNlx9WFeyXNuQd6id8cyHbZGLZSNN1TSsFPasZQN36+QBv4nIC82Tbe9n3cNIU8zyyvlUQtqDDy28wsAWARa4YC5MAxWSJHZsi1bqc==VuW2Qae6qyokV65DZWZW7H7NIOSwmWyOeQZq1gXwfUUjv3cvacFA+/Ajqqs=M81kUwH8xSRy0/PL7wBp6vcwR/1X4VKyqKT1ZL2zwKmWfYI9tgUWlbD/bkl8gwHvQcyD1blom5r2v=81kUwH8xSRx6Vy3gbHwFhBgmStJppefvJ9Qq8LBGaswTigPFNQiNpo6mU3+G5dIvOXLO53/LDRoLfsuZdpRVkjPNlhIYPaRyc6bQPP7R6JQ0ZBlym)nsKaizgruRW7t9zUdAPmqWzq01esoYAsXBsNhLjq-eIEVn+JAJ8tRH27qVxmV0k1As50fjtNIwBl4fFxG9GI=9oBozy/eaJxOX/Lfzu1om7a5kUL7UmQu2fC8gZ+sKgz1D8cH89EbKBbk=a5nM3gAKXADPGo5fHlbpNM7e6FqGopC5ryijcZTjAV4KiMMNr+dRmucaR6BpYPQRu9EhxZsVTGGZA4e2RDGv6RaAUMGFx6KJt=FCYgqPW83nWOM2uSCQGAdIBc3R/Urw7eCPG9lcjzN0y2aLk0GrPp595fqjBhMo/XmxXFw+3CaWAM+FieOg6B7ic8Haf3AaC9+VduUH6llqWXZxUj8e1gi1lNKgWPTt5RQis3ZMg==)7QcfyZIuECLyjCo2qhNPbzFlAiii4aHnFhUyfQ==)1wWsWXVIrFX6XThzK41DHnsfgMlYxi6eNLaMbzQ=1fBXjs6VZRtX+KIpSRPW5ltq2s04NF2rGBfJ2TYCad8j7W8Z65g6t4sx1frz7nmfXoAfHeAg+4CtIRJw6U3SQ3hORzD6WPyEnr02I=-OE7ngQA2wHJl1p7C41A4rGJbSNy2K+mg/01/GPYi3dsj-EPkJ/NzSjTYJeN4W4SzSyYV/aaVcPfu0Ap+nhRPfwjxn-CgQetO7T5zj/rjgwBakO30qPFbyqFVNhhKQzPd/z0ikH1ihNZLgzdN81ZtHJpQXg4SfTag/lVSSZeDiFJm3LUCImt8Q0=)sd0wRo0R0SgKDi6Y77EQ7PTaDJZ/KYgqrKQDRSw=-k2naxDoAfV4dCW5S59+yxuJ2mNqW8jYabZN3CZ+xb1I5-XR1vil0QkD1TGSmVEAB7fojrbIJVmYWfTPnIN+9ExfJx)6NvFz7B/96BD28ezL5My84WQvSnq0HzAYNg49w==-4MLCHkpOiqvwrEJxnK6Em0BjtOrk4quZ6yl9NHRB2Vg=-66sq6wJhEHh8fLRpClH/pFVSOlYztOn+b5UWo/FMACuP-ZzQAUedt5fB1fCmCgF5Yxfxdx6dyZ/BS3jXPcJEx9PqH)5INnP3S+lameF8Y6IvMXeI8t0yc5kUG/yeWQ5eU=-ksP2NnRdHrsjog2b7G0LCtadslNV+89equyi6/gp1EsC!4LItvOx/MlNyKolfmHD0wdOPeC46Jhg=-dbok30r2va7vvIAcK6UI8a3TNkbHCqjdB8fXmZoQHpJG-9HgGNwjAD+PeightRX5aMlbBaOJa5ibLo1lok1p1UpBg)k5OenA4bMaidFrqLNwxYYpBbrhh3ZvdkZMdzVw==)kdWnBgNA1d9lRbKp/gHF8O+tVZdLlU3PjUmKESAd)agIA8jzIW10LlNl+eEMhxbA9zxhQ1yURLKkrI/c=)StNul9p/vE2L9J4IUc3DqeDcpaWLFhc+WYXc+S0=)6impJ44GpJWtpipYIsoxZ8mmM7RwzF5F9ga4fA==-VCc7UNQ8SX0WoaywzozEWWIplHf3zztuuvPcqisjLqHX1DXaivx9dxyNORtQhpdVSxr1Uy4bCDn3sRfSipNEqtIj7sg==)Mx45q58Iaro2a4JNUQZM/xgyIoTujaEZUS3kzA==1Mx45q58Iaro2a4JNUQZM/31dCratYwYgcW7qft45CouE+MQ=)Mx45q58Iaro2a4JNUQZM/xQ6D6l2/m8vB/Xo+OSw1Mx45q58Iaro2a4JNUQZM/4lJwHAwCIrmKVgWs9trgP+sjw==)Mx45q58Iaro2a4JNUQZM//m+dyAzby/OYPrklCeOMOUnIqmafzxxHS/zb+F0d51o/aU=hxs=5ijhEQ00jotqDJUu8J/IRu83mWNh4QkJzLLdA/mguewDKX1+cuQ==5A5YN6DTxfkCmk/6F+95efJtUmwnmeCwP9gnvjn05oj83+idxTlc=%vJ2yu2SNlIFZYw6+qztz88Sx05Ukzl/OPd2maCCLLbFWnv+5pXONZTvoEVWsBYHfBBh5VCxV4Y5ksLDSLGcA4rbRbu5F6c/BhcqUGbwz0TuNaWyFaRkxhY31e3d5JYPAgFA==%H3ngh8MSY4jIFp2uYUFXgRuAmtt0xRK1Bg==hxs=-ijhEQ00jotp4UuiU3038joHskctmgSfuaR7d/cfNu7q758gWe1h+CC5EeekZQAL5xmogVt+j/p9DZOZ+wIYiv70sn7LXT2pM=%140MFEO2vnk8UzEmtw0J2zvYVAhcBAsI7hPjaCCLLbFWnv+5pXONZTvoEVR7g03R6yrb9mciFKqLz8oHI0Gy6BW5RGKXpaNTwFlr+QpFTWNyPQm3dXITuoHPq3erH4ZIP+JY=MmaluoqY7iDJ5fc0lsDFCO5z9HJxhxs=5ijhEQ00jotrTwwxZV3jExuDv8J11U0nURp7EP8JGfv306Ca3ZA==5bHhFD00VB/YYfxiEm987Rh+WN7f9ah4y3qRdMq5FOU8zRsgRihY=%oFhjUUkE88nGPYYWHQopgDPXb3612fOT5w4qaCCLLbFWnv+5pXONZTvoEVfQHTayqsoJuFaezZ5G68F/dN3vLO90qf5AKFjwhThUF5uawakMPLu6CUIHK1jF9THr05FAtIg==%g/n28fU67mspofdCcC4dC7n8WQ9JNU1fTQ==hxs=5ijhEQ00jotrTwwxZV3jExuDv8J11U0nU9iWgSLezC6QPEnHh9w==5bHhFD00VB/a3JW/C4myEr2FDf/T8DHb9mv+BPcbie+8PjRbvW30=%oFhjUUkE88k1D+J81GzuEc/8mcAdmMUIr3usaCCLLbFWnv+5pXONZTvoEVQWqPlfCC+lSlPyMbY39uDSZvZ+ejIf9gVt+y1SDI2qGhN7rll9DIZ8IqQcDEkB2KGED0e3u/Q==%g/n28fU67mspofdCcC4dCyRhunpnyOIZPA==hxs=5ijhEQ00jotrTwwxZV3jExuDv8J11U0nUIzHTqa/D9Mo9zFOp/A==5bHhFD00VB/bR/vLmtGhi4xASfWr26ylWcn1BOMkg/LM9FxcAnt0=%oFhjUUkE88kEOY5N5rY2T4so5xTUDUc9r+5z]CCLLbFWnv+5pXONZTvoEVXip7kmE08kdvWPFILrtAhCaelw/vMsTDQOOtptcfuJFHkdAu7zWl7Ng8n2EHfh9vGRKbE5q%g/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INH_UVLOAGND_4PH_0PGNDAGND_1AGND_0AGND_3AGND_2PH_1PH_7PH_6PH_9PH_8PH_3PH_2PH_5PH_4VADJSTSELVIN_1VIN_0RT_CLKPWRGDSS_TRSENSEVIN_2VOUT_5VOUT_4VOUT_7VOUT_6VOUT_1VOUT_0VOUT_3VOUT_2BpX SS_TRT_0AB9F53020120628174729 NOPCB (J)Bs INH_UVLOT_0AB9EF5020120628174729 NOPCB (J)BfH T_06B7407020120621214040 NOPCB (GND)Bfp T_06B757F020120621214130 NOPCB (GND)Bf T_06B75DD020120621214132 NOPCB (GND)BfT_06B7755020120621215235 NOPCB (GND)BfT_06B77B3020120621215240 NOPCB (GND)BfT_06B7811020120621215244 NOPCB (GND)Bf8T_06B786F020120621215542 NOPCB (GND)BfPpT_06B78CD020120621215601 NOPCB (GND)BfT_06D4CAD020120621215712 NOPCB (GND)BfT_06D4D69020120621220306 NOPCB (GND)8?: \@ MbP??ư>'dd?Y@[dddd$@?.A.A.AeAMbP?@@?H}]?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