OBSSЛCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.100.252 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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€шн`VER=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=TPS61031 Sync Boost ConverterF4=1.0F6=1F7=1'F3=Datasheet: SLUS534D EVM: SBVU006F5=January 06, 2011*l @l џџArialџ:96% EFFICIENT SYNCHRONOUS BOOST CONVERTER WITH 4A SWITCH : TPS61031 TRANSIENT MODELSymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџ[ @[  џџArialџ TEST BENCH DESCRIPTION:/1. The TPS61031 Transient Model is encrypted..2. Application schematic is from the TPS61030 EVM-029 (SBVU006) TPS61031 has a fixed output value of 3.3V, connect FB to VOUT. Y Power save mode, VIN - 1.8V, VOUT- 3.3V Iout = 100mA Increase Rload to see skippingy3. This application has been corner tested for input voltage ranges: 1.8V to 3V and Iload: 10mA to 2.6A in steady state.}4. SYNC pin can be used to test external clock synchronization.Use Fsw external from 500KHz with 5V supply with duty cycleY between 30% - 70%.Switch to external clock will happen after 8 internal clk cycles. l5. After external clock is turned OFF, there is a delay of 4 internal clocks when no switching is observed.4 VOUT has a spike to get back into steady state.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'. A5. Ensure the integration method is 'Gear' and the order is '2'.!6. To run simulation, click OK. Z7. The simulation runs for 4ms and takes approximately 5 mins on a 4 core 2.8GHz machine.Symbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџ!H(@(H(@(џџџџ%p(€(p(€(џџџџVout!P(`(P(`(џџџџ%HP(HPP(џџџџ!(р((р(џџџџ#8(P(8(P(џџџџSW%ˆ(ˆHˆ(ˆ(ˆHџџџџ%€(€P€(€(€Pџџџџ%И(ˆ(И(ˆ(џџџџVBAT! 8`8 8`8џџџџ!АРААРАџџџџ!˜А˜Аџџџџ%РАˆАРАРАˆАџџџџ!XXXXџџџџ!pXpXџџџџ!ШHˆHШHˆHџџџџ%иXШHиXШXШHџџџџ$`XX`XXџџџџLBI!0HШH0HШHџџџџ)`h0H`h0h0HџџџџSYNC%ˆАˆ ˆАˆАˆ џџџџ!ˆИˆАˆИˆАџџџџ!ИРАИРАџџџџ!ˆhˆHˆhˆHџџџџ%РpˆhРpРhˆhџџџџ!`H0H`H0Hџџџџ!ˆxˆhˆxˆhџџџџ)HPАH0H0АPАџџџџ!PИPАPИPАџџџџ!PАШАPАШАџџџџ!P˜PАP˜PАџџџџ'hPphPhPpџџџџEN!0(p(0(p(џџџџ%80(8080(џџџџ!ШААШААџџџџ!Ш˜ШАШ˜ШАџџџџ!А@АА@Аџџџџ!˜А˜Аџџџџ%@А€x@А€А€xџџџџ!@˜@А@˜@Аџџџџ$XpXXpXџџџџLBO!p(Ш(p(Ш(џџџџ!p0p(p0p(џџџџ!Ш((Ш((џџџџ!Ш8Ш(Ш8Ш(џџџџ!(@((@(џџџџ!8(8(џџџџ!@8@(@8@(џџџџ!(0((0(џџџџ!@`@p@`@pџџџџ!`p`pџџџџ!Ш`ШpШ`Шpџџџџ!ˆ(€(ˆ(€(џџџџ 9ТШ8ќџC2093175D420101226160501C_AX200_W120 (C)џџ‚ИaЪvtТ> @€„.AY@№? 9ЙШp њџRC2101A490C20101226160501R_AX300_W100 (R)џџќЉёвMb€? @№?Y@ 9Т8§џC30ABEDE0C20101226160501C_AX200_W120 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ETF8ovy9Bjk=hxs=-IQCrK9Z6phCHHPv2FG6n46yPSLFnJor45/j8LfqZBcE=yfdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOvfb//DnzM2DyjIXvUMFNgu9jHBYdLwiq+hx2fdTGFS1kOIwyBBaOlNmU39CMxqtMy31gLL0pNySqU=Xae/j5FOC4IduTzM8rGuTUkszdPA9HMd7CS18Fc5KIPSCCwpIE/nzA81y17iNoRCiwrtVjRBd00qvzZF3OcE83piZ4Kl5zArbrlgVp1bllKWzqhXt/u1tnhUa3MZQWIHxuu6WiIz9Qo=am7mxcKuUYCBxsHs0dSj0ovQWcRE4aW84Zd/9FUFiVcWK3gaWq+qFkuK7Zr71WwEQDcTAuVuKDccNfZrHfVKaolNb/SwLjA==1IjGKQOKzuUKYNADhnos5pDNpdRyuN/Y+xiI/MsD/Q/M3Oi0P‰EUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoFzBddvTAdwVLrysIOW/CxYhaZtGU6C14qyqCudn/GVarFAOHILFk/zx/9xNKX2m1igRWE5u1WgAA6d4bthBHAFHou7eew=•Xae/j5FOC4IRLPq/iFgJjNOTOwNnZ99RR2CZImCTPacsTbCDFLmewG5UZI9+T0FBCGm8ph489+gyJoYb0UmmoAzB6QmLOo9ZUA6xRgEpTRjl0zbP+b8x1sOiuxbBuB7zWcAoUZBUnVIgiZW2Zw==Ёyb+CQ2cJeBtAvOst8V1J1YQpYtehY/+TTXebYSMXUo/T1HE2dehSZ4we5a2lI6x0X24ubRHwYL8krBTZ3KzaNklBeKMAA+3L2GPdkslryzLg0uAlu9NXNKj4DSb8gFFNBny6QCpEGJVdtXqKcU3TzavqhXIQ2w==‰cTovh/cGjHS2ATXmGjUOXqv7y6znpQINz7y7eu8bD1x2smEWhkOkx9yi0MworZ4RxcJ3VSnaTALq9ZQOnvMCO/0qugrC2cON/LqroMYseI4JrmuRZN5ImgRTXX73+b8qmFitPzyAwQC4hyyDOTciFRfshxs=1IQCrK9Z6phCY7Js6TZgCldH4ve/RYyLwa8i8hhHq0EILG81/]fdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOueLhtqmhnmr3tU0tz+jI/vHZFa/+Y0bDrdnlPGA9aHemzgvQ==Am7mxcKuUYCBxsHs0dSj0ooQy4DAsf/Mf+LovXADyGx9nO0FnzOtcPQ49nUr6X6Db9IjGKQOKzuUJGSgBeSFjC9XCPco+19lzWXsG3MtAOemWZ/2xvXr40lBPb‰EUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoH4p9++WBgYUKShFxMjTXIfKMaPpvh2RPea0LDt+Ns8hPOY5Jqgc2yLwnDJ6nGUFHKBCaCfuqjp8G0qasrV1hIF9PdnCQ==UGWkT+c4Wj/oY86M7HMeML6SJzTx8yy+Lq2XizZcti6Rj0AZoi55cyKiPj9rflmNxFqjFwfwhkNf6Pbc6Tvk=wQC4hyyDOTeSzuZbDcW68ksNtg==hxs=1IQCrK9Z6phCY7Js6TZgClWXn19cUMgv6XwB4WHi9zM+SJaA=yfdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOs227birivZkvPollkC+IuzzM2/7wyK2bsrhsjZJJdVIj7nc6jWfPF5V2QkCxpBpnk6E3EFyaEmhSiy‰Xae/j5FOC4IduTzM8rGuTUkszdPA9HMd7CS18Fc5KIPSCCwpIE/nzA81y17iNoRCiwrtVjRBd00qvzZF3OcE83piZ4Kl5zArbrlgVp1bllK7yFo7fusRC3e6s/2uB+o+JUOTuZc=am7mxcKuUYCBxsHs0dSj0ovQWcRE4aW84Zd/9FUFiVcWK3gaWq+qFkuK7Zr71WwEQDcTAuVuKDccNfZrHfVKaolNb/SwLjA==9IjGKQOKzuUJGSgBeSFjC9XCPco+19lzW3DU5WgqZHJVONE1eUAnuHw==ЅEUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoHzALoLpaUC6GCKM3TmSeS+N1edyz0XA9LLbBjP6wZMy2HNrahAN7esW6YMgT2QPiqVzxQODO1urJeS3woOuRwrOnq+JuKdxkfldl22yAOdYHFxXArambTpfQ==Mm7mxcKuUYCAN66bxkVABIJv5dC75J1zFrWtbNOvj2R53CQgd5T8TmJcStLpGxobV8OLTyLncLmtrwQC4hyyDOTeSzuZbDcW68kt+hxs=-IQCrK9Z6phCUWZHKOuyLiDTFzNnjZEJ0n4JZgD2SPA==ufdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOsY4B/VC38kOTqZcTNb59Mi70s1U7wr1aJ9MR1ZnZxC1cNg5qN8M3R1GyJPBMV/FqWgK2S5HCI=yXae/j5FOC4IduTzM8rGuTUkszdPA9HMdR/wYuA3C3SgL40OjMtcRZKncGi4jnwlEn3c6WawJB82Tqg1+HzIGMGYHuKL0HTTXTxJWKlUIH7EC931rzuMtRA==iP5qBJqv6XhsCtG5WXVmgaaslwU0NR/sMajcGQXwCbaPzq4EsXKBeKMExT9sJMupGH49OrL8mQRwrwesLhxxFxEOexRFkOBBrumy0S7kh1CW8bJp9kJy0p+VPkAP+kxrX4UEuikPPpwrYzkJQ2cH+ogpCi9IjGKQOKzuUKYNADhnos5pPkWuRYRG71psSG9YTlHpxpeV0Iq9vNUKHo=‰EUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoFzBddvTAdwVLrysIOW/CxYhaZtGU6C14qyqCudn/GVarFAOHILFk/zx/9xNKX2m1igRWE5u1WgAA6d4bthBHAFHou7eew=•Xae/j5FOC4IRLPq/iFgJjNOTOwNnZ99RR2CZImCTPacsTbCDFLmewG5UZI9+T0FBCGm8ph489+gyJoYb0UmmoAzB6QmLOo9ZUA6xRgEpTRjl0zbP+b8x1sOiuxbBuB7zWcAoUZBUnVIgiZW2Zw==™yb+CQ2cJeBtAvOst8V1J1YQpYtehY/+TTXebYSMXUo8Jzo9giQZe/XE0baX8zZrgBhxVa+YgSIWy7EZjcOp1k19JU1jSHscOWg1sl8gv9iixehEAz89Apik5LKUefxcLNWnzbM6AEUzPOVxrlva99zOV0k3CpDdYwUVlhEJQbFdqghewbs5YGLe3N0OapKCEOuoW5PmykBxNIa2CPimb4oPod2PXDc7t+hIFn5OduN+tl0HJxMbBq5x+E2bfp4JBELsqc1YGjj9mh5zrEfvKtLk=UCW8bJp9kJy1qVZOj+O3X2ajZ9QqruUlvJYdh4Gl0p1YDVNswAQ43g7DsYro0DsuditxMs12OYRVC2ytong==H/J0LGCJp53xrQ==hxs=1IQCrK9Z6phA/JM97we8MYr47ewcU3WsxxnZKcq3OQU19c+IKQfdXdc1/GN+1zZO4VN7Wy3KblZnsMWmYqSQXc+QtVGbL2BZqg1BnHJTcHj+TV1/WIZQqSKpXMM4zB6Q==5IjGKQOKzuUJr0IMa8ZLTW386J7uVjKXNa51w9E+3o2lnqWCqA49quHB2+uMMgyyZt5TZk1eV4ek7E0CFw3c4+GwOyxelF0a6m68Iu1hubjvfjI2QkfA4bwpfaeHPljSffocK/Cx4RlQ5IksiduQ3Mglf2vKul4D6gvS6quYt8H/J0LGCJp53b8nxOGrT/bhk0hxs=1IQCrK9Z6phA/JM97we8MYulougXen2OD++r7asmoh4DQH+g=ufdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOsY4B/VC38kOTqZcTNb59Mi70s1U7wr1aJ9MR1ZnZxC1cNg5qN8M3R1GyJPBMV/FqWgK2S5HCI=yXae/j5FOC4IduTzM8rGuTUkszdPA9HMdR/wYuA3C3SgL40OjMtcRZKncGi4jnwlEn3c6WawJB82Tqg1+HzIGMGYHuKL0HTTXTxJWKlUIH7EC931rzuMtRA==eP5qBJqv6Xhty/Yjwwymy/xa621ShNidQ3EHl3nCItHXgCI/5MuN6W1YWerwLOstHiq8ZnbUYa1OIKSNW+0zKsGTLaonXWWg0hQ==1CW8bJp9kJy0p+VPkAP+kxrX4UEuikPPpwrYzkJQ2cH+ogpA=9IjGKQOKzuUJr0IMa8ZLTWxVuRJJUazneihJDmxVNxbKH/bXqxhMWZ0hBQEUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoG44xekgj12xZGYCygU12xfBfQzS6GNEsudkHs=Aahpq/b4Tc6QuK/OdwYAkC4yCI69I+ULfXehTGX0pr6dhqWB1yyVAbJKExvOvxWk=aY4VzH8271C+W5mclZ9TUYnDcuGV/9migag01KkznetR+D+7MKmrovaI0j6o1IixhVBmx3W8tonNECYNqcQjAQ92Rz0x/mw==O2GlSWwEwCDUsYqjscViBzRohf7fH/J0LGCJp53b8nxOGrT/bmo=hxs=AIQCrK9Z6phDjl1gmPB/mTQ9KxQoRmEXTb4qX43GnhwDrohIxLvl7V7vOiNnSCFTaQfdXdc1/GN+3dwjH02nzcKJDG6L72w3jB4pmd4EUE9GiK9MlE+KLIHNzb1CxReo/1wSq76y626O78OQ==hw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=…NXAQ8im3ncT/eGI1iKC5CoFStdTPg7kiTQKsRC6nd4Ao0JTmI+75zbzZB32n53Q1r6JqQymxZfjjSe+IDrJKEgpToqQywbBC8+y7Pv9IZTFV4mpkZ2aAOt4s5Bjwf28xqdk=H/J0LGCJp50NWwic5O7iCDkuhxs=-IQCrK9Z6phBf0+1qCRzsxd36b4UUrLR4/sr8AMvFhik=UsPGsGQd7Uzmeo7r0IxUaj/4BqCxzu8KJZQ+JBaA1Rax9Jguc4t93tMIC16iGWrAz82KnvpSbuxTX88rxNpNDhw==IYimqv3jBnTlBKAS7oRt3Xmc4xFKCfGmPvqZZ2t8qTFlmL0tbhAwgfx/R466hgLAa4aTcayw=UWT8TiPm3FAxp6/D1diqoZ3HQTPtb/u690xpAT3ktkhM2GVTtgef2oHplk+H2H4+SX0J1w5IcnBB0QYR6tg==1ejgw7Mbc3J1boJ0IRt8ab+XR2cYKL/smhYn3jprHixMFY5lu9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=IGvaIAXfQjdfiHDTK/AbD9eAyc5kckV5v3PjwT6LlMJ3bRn7kYU9i+sGJNAXfVTuyPnJ6HDFXANDN3h6ZanBOLemqgn8HM41Ohr5jZ2QPSQ+ZqVYof9PEyqf0FKwBkuTtYJG89Aem84ha4Oxt/42h6+MuzmCyVkT2hGg==H/J0LGCJp53xrRPChxs=1IQCrK9Z6phDNAgaxuu2aBKkmKWwaKf4YTEvrfCh+LT8oGA===sPGsGQd7Uzmeo7r0IxUaj3Mst1MUoOytb5yBKJTSgKiBEokrWYwEP2ipejJThw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=aGvaIAXfQjdfiHDTK/AbD9eAyc5kckV5v3PjwT6LlMJ3bRn7kYU9i+sGJNAXfVTuyVmf5LqLVYH22tJfb1tN0M5R+i+ujww==H/J0LGCJp53xrQnoXFQ=hxs=1IQCrK9Z6phDNAgaxuu2aBHiqT/GOZMdGc0imD0ClEYq9piA=UsPGsGQd7Uzmeo7r0IxUaj/4BqCxzu8KJZQ+JBaA1Rax9Jguc4t93tMIC16iGWrAz82KnvpSbuxTX88rxNpNDhw==UuzOxcZmX1iAmfPd/JdYBMYFr2+rp4bX+WfaSsj4SZJqwCNjzXFGigkEno8L0Ak29SPavZlAVij8ARygupTI=5/o51hhbB4nxu3dZTYarmNUADCV0w0u24ktMDt+GfM3YKgVy3sw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=IGvaIAXfQjdfiHDTK/AbD9eAyc5kckV5v3PjwT6LlMJ3bRn7kYU9i+sGJNAXfVTuyPnJ6HDFXAviTDACLkunj3ldWkMO9qVNuXGuVXI14x86QbdVWulsX7ve8FJ59ijeTndBTwM8Ou4ha4Oxt/42h6+MuzmCyVkT2hGg==H/J0LGCJp53xrQnoXFT5hxs=EIQCrK9Z6phDjl1gmPB/mTQWlrG2NKvPcxy+B1LuuKJvXAZUDO8dLCOPsKS5n7hWhSA==isPGsGQd7Uzmeo7r0IxUaj/4BqCxzu8KJZQ+JBaA1Rax9Jguc4t93tMIC16iGWrAz82KnvpSbuxTHKlOa7uppS+haudnbO2uDkck5OQ==hw==IYimqv3jBnTlBKAS7oRt3Xmc4xFKCfGmPvqZZ2t8qTFlmL0tbhAwgfx/R466hgLAa4aTcayw=UWT8TiPm3FAxp6/D1diqoZ3HQTPtb/u690xpAT3ktkhM2GVTtgef2oHplk+H2H4+SX0J1w5IcnBB0QYR6tg==1ejgw7Mbc3J1boJ0IRt8ab+XR2cYKL/smhYn3jprHixMFY5lu9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=qGvaIAXfQjdfiHDTK/AbD9eAyc5kckV5v3PjwT6LlMJ3bRn7kYU9i+sGJNAXfVTuy9W9wbIh1/DOjyGZQlcPkEHW4kdKz5+h3CtbOkcq+JbrrbXLIANDN3h6ZanBOLemqgn8HM41Ohr5jZ2QPSQ+ZqVYof9PEyqf0FKwBkuTtYJG89Aem84ha4Oxt/42h6+MuzmCyVkT2hGg==H/J0LGCJp50NWwic5O7iCDkuHQ==hxs=AIQCrK9Z6phDjl1gmPB/mTaJ502Ky3ruSOMPC781+VN8/f1GrH2N52rjhsQAg+xA=ufdXdc1/GN+3dwjH02nzcKJG00Zn2De5mjQ84yW1u7tIsVQ9QgdokH6srLvtkEowKRnVOmQ+81+WITN4elEoY+GvFtC4yohVrbJanieeytbew/tqWqRZs)/WlcouRP/ytwgTDMCSl7ZN/1rlQMEFE9MjeXtxQOI62BT+ahnB7MRvYfh1k97AXNUHRynWPEer/PYL9v5WZlTCddA6X9VFEprhSB5KdQfXFPyYg==M5V5EJBuGna6DXabaKZnH6DNk0Y96gKpQW9FCC5rNB3v04IHYqTau4ij2VWDQqFJgrjLxEJ77OGFpa9H47jMOjnc7E/MpXV39Xtu5JifQDdCyAHRjl9u3F449lVuyzZqjQlcSo4UJhHo4vST8HGKY0HWEBcyJImqkCaqLxo2ESdBF/yNXAQ8im3ncT/eGI1iKC5CoFStdTPg7ki+4i8V87TsiPQZzBcdqZlMray3FoPgqtcyhtF6mNRsuXQ96toLSrm0dYFGlv0Em9M5XY+Mocj1IxuF7wY3f0I9H13H/J0LGCJp50NWwic5O7iCDk=hxs=AIQCrK9Z6phDjl1gmPB/mTWrhcJygQ7WcNvtS2IM83eKYBKwJwRBghKg/581nHmw=QfdXdc1/GN+3dwjH02nzcKJDG6L72w3jB4pmd4EUE9GiK9MlE+KLIHNzb1CxReo/1wSq76y626O78OQ==hw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=…NXAQ8im3ncT/eGI1iKC5CoFStdTPg7kiTQKsRC6nd4Ao0JTmI+75zbzZB32n53Q1r22IqMCtBHl6Bp6Yuajxc9L8QYvcNrd0jSv4Mx/7W6kQc1tBc342KNXBuzYPb0StB10=H/J0LGCJp508/M03Sum946w=hxs=AIQCrK9Z6phDjl1gmPB/mTZ8wvY/Ro5WY2hSdrt/swCF7Gn9o8kkzko530TMt2yiZQfdXdc1/GN+3dwjH02nzcKJDG6L72w3jB4pmd4EUE9GiK9MlE+KLIHNzb1CxReo/1wSq76y626O78OQ==hw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=…NXAQ8im3ncT/eGI1iKC5CoFStdTPg7kiTQKsRC6nd4Ao0JTmI+75zbzZB32n53Q1r22IqMCtBHl6Bp6Yuajxc9L8QYvcNrd0jSv4Mx/7W6kxpOqBH6lqyekYLMHrLNBcigc=H/J0LGCJp520m2eCtZSdnyAShxs=AIQCrK9Z6phDjl1gmPB/mTY4hHt91fG5K68603gj/8xbD6JbCcUOMm68SCjaO4w==qfdXdc1/GN+3dwjH02nzcKJG00Zn2De5mjQ84yW1u7tIsVQ9QgdokH6srLvtkEowKgIgoiU94aciB7U6G394RCQQ+b39aE5h1w6ERjqK/EePCn4I=)/WlcouRP/ytwgTDMCSl7ZN/1rlQMEFE9MjeXtxQOI62BT+ahnB7MRvYfh1k97AXNUHRynWPEer/PYL9v5WZlTCddA6X9VFEprhSB5KdQfXFPyYg==M5V5EJBuGna6DXabaKZnH6DNk0Y96gKpQW9FCC5rNB3v04IHYqTau4ij2VWDQqFJgrjLxEJ77OGFpa9H47jMOjnc7E/MpXV39Xtu5JifQDdCyAHRjl9u3F449lVuyzZqjQlcSo4UJhHo4vST8HGKY0HWEBcyJImqkCaqLxo2ESdBF/yNXAQ8im3ncT/eGI1iKC5CoFStdTPg7ki+4i8V87TsiPQZzBcdqZlMray3FoPgqtcCNip2kVXqtfOP4qxsrqUONLITOpL699oRziTYjN7LLR8f4Evnn+ImufSH/J0LGCJp508/M03Sum9498=hxs=EIQCrK9Z6phDjl1gmPB/mTacepJZwtfB8hFz0lenFrJ2MAvxw5PY307e+GcmGbFtHo3Q=]sPGsGQd7Uzmeo7r0IxUaj/4BqCxzu8KJW7IWv0BbEHTIzMmKqugV2SeOWMHWVSUr7QxXZV7+/AqVnLqPco2olUIKZNd7hw==UuzOxcZmX1iAmfPd/JdYBMYFr2+rp4bX+WfaSsj4SZJqwCNjzXFGigkEno8L0Ak29SPavZlAVij8ARygupTI=5/o51hhbB4nxu3dZTYarmNUADCV0w0u24ktMDt+GfM3YKgVy3sw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=qGvaIAXfQjdfiHDTK/AbD9eAyc5kckV5v3PjwT6LlMJ3bRn7kYU9i+sGJNAXfVTuy9W9wbIh1/DOjyGZQlcPkEHW4kdKz5+h3CtbOkcq+JbrrbXLIAviTDACLkunj3ldWkMO9qVNuXGuVXI14x86QbdVWulsX7ve8FJ59ijeTndBTwM8Ou4ha4Oxt/42h6+MuzmCyVkT2hGg==H/J0LGCJp52eJf18m5hNMJbI2c0=hxs=EIQCrK9Z6phDjl1gmPB/mTdDpc2e3yVubiN7rlcOIe6b7iPDfpx/qAB4jhsotUgVrnQ==]fdXdc1/GN+3dwjH02nzcKNFgS+x3RYZgEyoK1ZWMDhga+4215VRC38Wbh4/dX+V9ezjaqdbrEaoUlr2tBOedGksk6C44hw==IYimqv3jBnTlBKAS7oRt3Xmc4xFKCfGmPvqZZ2t8qTFlmL0tbhAwgfx/R466hgLAa4aTcayw=UWT8TiPm3FAxp6/D1diqoZ3HQTPtb/u690xpAT3ktkhM2GVTtgef2oHplk+H2H4+SX0J1w5IcnBB0QYR6tg==1ejgw7Mbc3J1boJ0IRt8ab+XR2cYKL/smhYn3jprHixMFY5lu9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=q5jfaATuqmz7kA4ac4CDnlG6yV3czYeD85D/WpGVpqy+sc8p3pcguN7cv6fkhRZkJ/D30TxRLRYp4uGny2NgQH4wuwP2dtlddxcZGbhbVj8Csl6fhAviTDACLkunjurUW7dDpWERe+/dyLIvKPxWBDCWiU7HY8nDdPuL/OecjpluUnAVXVa3aYjdAx+DdEw4bjndxPXuq5dg==H/J0LGCJp520m2eCtZSdnyASsg==hxs=AIQCrK9Z6phC+Aln2hKzUYkqdHGrO0bbwwis/OaWp4/0Oxu9AFwAZOn3mX24NbdrDmfdXdc1/GN+3dwjH02nzcKJG00Zn2De5mGCtuNDa0O/Y15Q7g2XP/46ySjDH+Jsp8neQIvlLcuE38zlqiVOGiimJsuDmB3w12C949o7yQJ41o)/WlcouRP/ytwgTDMCSl7ZN/1rlQMEFE9MjeXtxQO)/WlcouRP/yu8DcI/z06wtacv6WrH06pnBa6HqCY=)/WlcouRP/ysmKK1qCgSoX2Mc5iPLhtg0Ii3//SA=)/WlcouRP/ysfuYP5AHIAZJlVryi1JHy9ii7IoZo=)/WlcouRP/yu+G8zC+CAp4sz6WjLJwyqF2IVXszg=WT8TiPm3FAxOmjXppf0=IYimqv3jBnTlBKAS7oRt3Xmc4xFKCfGmPvqZZ2t8qTFlmL0tbhAwgfx/R466hgLAa4aTcayw=-ejgw7Mbc3J0rLthGihKAX+3rUqEnjcZ9eeCt8b7A/g==hw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=aZb//q0yTApTV21AItww80cq/lne0poHuuhksTnDWNpCyy+NQP83QdA23tdt8el9aqNSzTL8gYBVt8fk9nTkaZBIiRcnxjg==‰SEqSFKWJo/HJPSZ8x4rzBOBgpS57jB4xamnAPI8I0Y/t7ZG4x4JzDOfQ5Q372q8uvuHKrvX7B9cbRrB3l/lRLLAOVBw9v9AoeBXnxLU9Lv4ihC2kfV3j0VdM8dmieED758Ym2x0=ZzzRWIXNtfgsfa2fPlSo/r4jjtI=mLkY4x0AvjE7BRqYdm1qMQ==aPHBfVTc8cyhLmMyosTseB5Z0PiY/8WuVOnxuPY5pVuSO/GoxQan4uHscEXyBdak7WHLCN2UdzP/XiW24l/L9XyEFAqf1lg==‰uvhi0viLIQdcan44Gwdz81yMWrNDlMjdrS5GE+X86OWu5PPnYA9I5JpV9O9CSsFjfL68q79Nq4Zv33VFOH0tlAeNf5zmsb5pYCH2GqtJcpEKglZrtqS2zoIo8WpIk7TYPhRH0mw=+wgYtP1gCB6jCECxpBvS7QcJHEQ=2neui+a9GddLbkd59oC6Cg==gg1RMAii/BCikKLngok=hxs==IQCrK9Z6phDjl1gmPB/mTcsctIsdLgwUlIuSCs8uz0doxTbzu9P5WHN+kSc=ufdXdc1/GN+1dX6LK5nZb/wMMlgZRqwU2bj9eVZXQpOsY4B/VC38kOTqZcTNb59Mi70s1U7wr1aJ9MR1ZnZxC1cNg5qN8M3R1GyJPBMV/FqWgK2S5HCI=]Xae/j5FOC4IduTzM8rGuTUkszdPA9HMdR/wYuA3C3SgL40OjMtcRZKncGi4jnwlEn3c6WawJB82Tqg1+HzIGMNV6TvA=uahpq/b4Tc6QXoDfTp5iLBIpAKfyxNG8YBrud+85Iw1ivWgZEyVFu0YRQ0ueSB6dWDuOyCaduNKrvlT4Y0uB1/TGr20ior66oGFfBjcSWm1qxC/Dk4g==yCW8bJp9kJy0p+VPkAP+kxrX4UEuikPPpQ861W5mEuV3qmu1FacRHwdhKJAAc2AgPwPBrPVefvr64KAVzsUMGILhN8/A7qDBrAq8TaOSH2WLTBk9ovo8iRoY=I62BT+ahnB7MRvYfh1k97AZsEUzuKcdIGHMtNBz8aSYeEs3Yjslo2iyIxmcw5Sy/OiPBsl18=‰EUxwYmrLN61fMdHVLLk2HcB9lqDmp4SEappwqrvAnoFzBddvTAdwVLrysIOW/CxYhaZtGU6C14qyqCudn/GVarFAOHILFk/zx/9xNKX2m1igRWE5u1WgAA6d4bthBHAFHou7eew=•Xae/j5FOC4IRLPq/iFgJjNOTOwNnZ99RR2CZImCTPacsTbCDFLmewG5UZI9+T0FBCGm8ph489+gyJoYb0UmmoAzB6QmLOo9ZUA6xRgEpTRjl0zbP+b8x1sOiuxbBuB7zWcAoUZBUnVIgiZW2Zw==…yb+CQ2cJeBtAvOst8V1J1YQpYtehY/+TTXebYSMXUo8Jzo9giQZe/XE0baX8zZrgBhxVa+YgSIWy7EZjcOp1k19JU1jSHscOWg1sl8gv9ig1YSgTtKPZioJqwTgPtFbjCg==ЁY4VzH8271C+W5mclZ9TUYnDcuGV/9migjQ+ZBHnaJSHfOHc9/zf/drM9zKiBmjOSS5vm6ub3oqyrdd4X7fXgogzlbddaryKGBg+vyrgyCVvzJhecpTmj5/RIBxfIGLa6HETW0wEkCAtCVUBmz2wo570MR1OeiQ==aY4VzH8271C/3rqEMWtqDnabWFdp3gWhrumJ4oayT4vyTQAfzeIPZLHFq6eFJuQZOuqkqbrLmyLlr0Ed2XoFjDZKDPl6Xw2I=a9H47jMOjnc7E/MpXV39Xtu5JifQDdCyAHRjl9u3F449lVuyzZqjQlcSo4UJhHo4vST8HGKY0HWEBcyJImqkCaqLxo2ESdBF/H/J0LGCJp53xrXLPZHc=hxs=QIQCrK9Z6phBBhRl1wx7zYRnuMEIuGCbzM2I6zy2ILPOCU+baD/008ceOgxjfEfD2rC8IUt0grx336w==UfdXdc1/GN+3dwjH02nzcKJG00Zn2De5mGCtuNDa0O/Y15Q7g2XP/46ySjDH+Jsp8neQIvlLcuE2Pzaz1IQ==95uTlP8/pm8Ws2XyN5cbCh3h1po1DmbjEERBN/f+Iqfgdp1yNWSiA7do=hw==9AVSR9gXV1oKsi4iEUlKgN99bsw=JNlv7aFKgOCLrTSEY7uWUkh5+L8=bpntNIhXmQQug3bwY1WGZfOP9gE=izKFG0tPm4FrKXiR5aswAK9vvko=i4K+syhD4TyBJgzqA5dZu1MdFjc=OTqrkTckaErFZdv2rNd5pjEbJw8=]NXAQ8im3ncT/eGI1iKC5CoFStdTPg7kiTQKsRC6nd4Ao0JTmI+75zbzZB32n53Q1r6JqQymxZfjjSe+IDrJKEvAXIe6TQGyo0lDe9RWEj0hmk4AM9p7qPD/nIv0gpziXqXNUqO1p5giMMQI8jccXSEK8vEvLJ8bqRjYbutKBwoq8=H/J0LGCJp52B39tJ7PPugiBPhxs=MIQCrK9Z6phBBhRl1wx7zYTxAKPG+B+362xB9zQI8ksva5VQD5uyBHfJnJJQ0ueufbBLC9VMsbKeX‰fdXdc1/GN+3dwjH02nzcKJG00Zn2De5mGCtuNDa0O/Y15Q7g2XP/46ySjDH+Jsp8neQIvlLcuE38zlqiVOGiimJsuDmB3w12C949o7yQJ41L3yBOh9wY5Ue+q8QwAOaiwWfHfhI=)/WlcouRP/ytwgTDMCSl7ZN/1rlQMEFE9MjeXtxQO]62BT+ahnB7MRvYfh1k97AZCevuT11oaRyHhYnOoc3HcCeA7Zf8H1LMm50iWesMpl0z/qBlDVZXNMBkGFRRal4d0mOA==M5V5EJBuGna6DXabaKZnH6DNk0Y96gKpQW9FCC5rNB3v04IHYqTau4ij2VWDQqFJgrjLxEJ77OGFp‘9H47jMOjnc7E/MpXV39Xtu5JifQDdCyAHRjl9u3F449lVuyzZqjQlcSo4UJhHo4vST8HGKY0HWEBcyJImqkCaqLxo2ESdBF/CCdUo41putMjUFiJE+vxEpuVvhbVtdOXw7JH8qzceAP77A==NXAQ8im3ncT/eGI1iKC5CoFStdTPg7ki+4i8V87TsiPQZzBcdqZlMray3FoPgqtcyhtF6mNRsuXQ96toLSrm0dYFGlv0Em9MTSg+w8zQTCTkHpoZI0KpaJpF1CRAch9HJLVmZqJK4KOmK8/p2eiNlk7MMA==H/J0LGCJp52B39tJ7PPugiA=hxs=MIQCrK9Z6phBBhRl1wx7zYTWQU9QAYSzJQbyYtLaIXGui1OBRCdznH7GEBariWA2JQx7/K9U6PKw=‰fdXdc1/GN+3dwjH02nzcKJG00Zn2De5mGCtuNDa0O/Y15Q7g2XP/46ySjDH+Jsp8neQIvlLcuE38zlqiVOGiimJsuDmB3w12C949o7yQJ41L3yBOh9wY5Ue+q8QwAOaiwWfHfhI=)/WlcouRP/ytwgTDMCSl7ZN/1rlQMEFE9MjeXtxQO]62BT+ahnB7MRvYfh1k97AZCevuT11oaRyHhYnOoc3HcCeA7Zf8H1LMm50iWesMpl0z/qBlDVZXNMBkGFRRal4d0mOA==M5V5EJBuGna6DXabaKZnH6DNk0Y96gKpQW9FCC5rNB3v04IHYqTau4ij2VWDQqFJgrjLxE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