OBSSCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA B(c) Copyright 1993,94,95,96 DesignSoft Inc. 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( %  % % % XVER=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=TPS54226EVM-539 2-A, SWIFT RegulatorF5=May 03, 2011F4=1.0F6=1F7=1>F3= Datasheet: SLVSA14C EVM: SLVU336@ ArialTPS54226 TRANSIENT SIMULATIONSymbol????333333??]P@]P Arial TEST BENCH DESCRIPTION:$1. The TPS54226 model is encrypted.I2. The testbench has been configured for VIN= 12V VOUT= 1.05V, IOUT = 2Ag3. This application has been corner tested for input voltage ranges: 4.5V to 18V and Iout: 10mA to 2A.4. MODE is a parameter used for FAST soft-start. Set MODE = 1 for fast startup time (6x speed of normal soft-start) to enter steady state faster. ? Default is MODE=0 used for normal soft-start based on Css.B5. Operating current and shutdown current have not been modelled.@6. Thermal characteristics of the part have not been modelled. SIMULATION INFO:1. Go to Analysis >> Options and Enable the option 'disable warning for large size analysis' and also select 'percentage bar' option.2. Go to Analysis >> Set Analysis Parameters as mentioned below: ABSTOL=1p, VNTOL=1.0m, CHGTOL=10f, GMIN=1p, ITL1=150, ITL2=20 and ITL4=30. 3. Go to Analysis >> Transient.e4. Ensure that the Start Display and End Display fields are specified as 0ms and 0.4ms respectively.[5. Enable 'Calculate operating point'. Ensure that Draw excitation check box is unchecked.A6. Ensure the integration method is 'Gear' and the order is '2'.!7. To run simulation, click OK. \8. The simulation runs for 0.4ms and takes approximately 6 mins on a 4 core 2.8GHz machine.Symbol????333333??#xxPxxxPxVO#@x@xEN'8@8@@EN&VREG5*VREG5#PG#0HxH0HxHSW'8@0H8@0@0HSW!HpHHpH#HHHHVO!((((!HHHH!HxHHxH!X`X`!0(0($((((VIN!!(((x``Hx````HVIN!xH`HxH`H%`H (`H`( (! ( 0 ( 0!0(0(!( (( (!X`X`%` X` ` X!p`p`%`````!!((%(((%xpxpp!p(p(!@@@@!@p@p#@@@@EN!!@@'xxSS%(x(xx$xxVFB!#H0HH0HSW%xxxxVBST#`x``x`SW%x`@xx`xx@x#@@PG%hxhxx!xxxx&xxVREG5!xxxx%(((((%xHx`xHxHx`!HHHH!((((!pppp!(p(H(p(H!pppHpppH!(HH(HH!HH!pH(HpH(H!((((!x(x(!pppp!(x(x%pp!p(p( 9 0C30666029C20110124134251C_AX200_W120 (C)h㈵>@.AY@? 90C10665FE6C20110124134251C_AX200_W120 (C)h㈵>@.AY@?90VIN0665FBD020110124134251 JP100 (VG)(@h㈵>?ư>ư>MbP?ư>,C6 ? 9PxR10665F93420110124134251R_AX300_W100 (R)@@?Y@ 9R20665F55420110124134251R_AX300_W100 (R)@@?Y@9@VEN0665F2B820110124134251 JP100 (VG)@h㈵>?ư>ư>MbP?ư>,C6? 9 C50665F01C20110124134251C_AX200_W120 (C){X,>@.AY@? 9xC70665EC5820110124134251C_AX200_W120 (C)Iz>@.AY@? 9@R40665E80420110124134251R_AX300_W100 (R)j@@?Y@ 9xC60665E3C420110124134251C_AX200_W120 (C)ư>@.AY@? 9HL10665DF8C20110124134251L_AX300_W100 (L)avt>@Y@$@ 9HRL10665DB3820110124134251R_AX300_W100 (R)eX?@?Y@ 9(pC90665D6F820110124134251C_AX200_W120 (C)&|>@.AY@? 9( RC90665D2A420110124134251R_AX300_W100 (R)Mb`?@?Y@ 9ppC100665CE6420110124134251C_AX200_W120 (C)&|>@.AY@? 9p RC100665CA1020110124134251R_AX300_W100 (R)Mb`?@?Y@ 9Rout0665C59820110124134251R_AX300_W100 (R)?@?Y@#9gHIL1:4065C5BD0201101241353049e(VIN:103A3E850201101241353259dH VO:503A51828201101241353419b8@SW08961514201101241355139d8EN:3082FBB28201101241356469gVREG5:208A40A6420110124135624:9`U106A06E6820110503120815 TPS54226_TRANSTPS54226_TRANSzC:\ELABTRANS_WS\ELABTRANS_DS\Part_Numbers\TPS54010\Active_Work_Sankalp\EXPERIMENTS\TPS54010_TINA_TRANS\MACRO\tps54010.CIRSCK#MODE=1TPS54226_TRANSLabelKbB`Px`d*VIN= = C @d*VCC> > C @d*VREG5 DH C H @d*ENO 0 @d*VOO @d*SS&ile;&Device;&  @d*PG&ile;&Device;& H @d*SW2ile;&Device;& H @d*SW1ile;&Device;& H @d*VBSTle;&Device;& H @d*PGND1e;&Device;& H0 @d*GNDile;&Device;& H @d*VFBile;&Device;& @d*PGND2e;&Device;& HH @fA_g#TPS54226Arial۶m۶m?g$ TRANSIENTArial?g MODELArial?eddeddeddh(                   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n8dUsV4ciamkKyZlkYHBpBHAQU=IdhsIlR+/FrWSLBn584/jW49BZvOhCFSRbrswTouSllfFWJFLFKI00j8QEA/S362BZUiMviZr=Ht3w0IfWmTTNw5YjAIiAmKYpGCrrYKBHNefiE0PC/oREZIfTx0jmpl4eYmezMneSjF8LlGvIcIk/0KtYO/rjsnCMHaFoTPXUXynT5rNl+ARbMhnkUGJzO5VsNPfcyhHjiFnQU/nM=EH3ebg7XTGTM+A9QnHDtrSTEjXiRSetIM3WmxcMJ43GCZ6tkNzBdi2QTWYQbPtiJAr1ntYarjKhaeT1FWnt+zEblnepM24k+tUfqRzbfFJeO004wjWxxkJl6H+gjMO2BhxRepS9uOEyRhpRCXIJqy3vgAr+j8=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=E71Rv7ffXw5SXrBoxlf1PmzdzJ+4Pn1tg+aoTr6TeAvUsncMoD+oUTmUI4xixNM+6Mg==17WK5EzFp+KAJMTPCWjvfzEYz1s4HaHYja69T7XcuIzOpbNiFe3Q0B3ST2Nrm5u4PXIvgulsJXrQfjdftau54TBRPUZk3JpBSyPCtuF+m+HSiWBAGDFwAGOt9lfdnoZW8ykrmiPz+z6GPFKHHB3Q== 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hh/08w==QneSjF8LlGvK1Qey4mFMHIARLwfmoYmomH7h2jmFeqkYFQPp3MnntC5kOOj8nCtn42NOVOiVvgrB+2WY=a4QNc16YnJcZJfCT6YTEYqHV8HVJP8kM0sJdgBqyAttjd8s3LPZEd6w4ybkULdpGIfGsRR4LcM5TzoeOa7ozciZiGKeoqcg==AnCGzdVCamh/N7rqLYe4f5o6TA6c4eqk1QjD01KHarZphopzLegCj8yF/3vNfUAedeKIc6EqI2t+EztPjkzjwKs+n6d87HH0KeGjvIw5EvD3EQ4jddF4Ckl/mXjSPRhVlMy9lcp9N34CuFUjPzDBBPw2R/9ssx5yvuHQ==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrNyGzn6hvxZBSzLK7icZoYL9q3dqi4uOgeL8jXOfw6SwQQ==MokR3q8bXYBbXaCZ5HwkCkOG+8JUwePLgeBHMMcr1a9a7qtGK9R+4BkntpE7/htTtsZF+5IWsmQ==!z06J9wMLRQbwLIXsKALVPcVbmcQjaQ==ErUn5kTNqhNHk/HmV6vHthT09Zk2c1+MhNGkQlZALDlrzivENFEwYz7dENWAcZ4loDkE=AFpt6/d4fiEHaLCWrBO2Ajm9w3dJHX4Y7ePxO1K1ca5vNy2FzfFBtpnal5ZLAd1OtE6QlXgtWE5Nz6SOqioASXTlfBF00+YpNchByurHWV5ExfxNLGP6ECEAMFIHEDUatLwCc=eKIc6EqI2t+HaKRFje4SnHTXRIHQmYslZVKNOAlooQ70GA9VziR30phmQr2K2JzxPzXDVUWwcuLfor2OuG9u1vddXTrtyTjXbJWwoQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=EQ0AcDnhDuno8ICK9blPZztk9D2KzwcmTkkgLs5hkMbTB5gsoYsGngynhq76GsItTFg==QokR3q8bXYBbnF4L12TTG+KsyF7EgMpBiBfYj94MNwQQoHHOgmGYBFCbZuWcdmkzQtqtbrm4VQRMdqQ==%F51qBDoiLl8EMLAzg86O42q40ouHr8uBdMw=eneSjF8LlGvLNel0rvlV48MSEZXMp6q6gGwg+9JREJ9Uenymw6otlgkFT9QZzHnLxLKSXx+sdlD2Pm5AFAwFABL2z9Nhg6kXGJnHXIrUn5kTNqhNH4BCH8Tj3kgBivlfxO1PfKEue5FENpEijNOUVksVAyh5VrQ2LprBM+9eOeoYI=aokR3q8bXYBajjPZXyhII0cz1OOmX8oPSocoOTRKuzc3QrLDFmZxTV0MiKkLrcxIUQnxnB63S65HlS7RsZVeShXSBLLJudQ==e4Y+Coup/+7VSJl+4g4XeNXVS640T+D1A0tDtscpm6swOcNJYUYUpQLf24nt2OqehxV9lHa4NWjkg+uTl4G8RLf30WqPeC4kGGA==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrNyGzn6hvxZBSzLK7icZoYL9q3dqi4uOgeL8jXOfw6SwQQ==IH3ebg7XTGTPjAch9zgKYyXmOe9lNOz2Rd8gWLwHZad8m2ArCGpsF671tKcHLAhopG/nm2Q==e9x087muq3prgG5Fe3geUu1Th3QnjYa2N2Ntvpdm2cUb/R2zYqPx8PuhGYTD1KvoFGtJ0xfSHhE/by9qVDhVDt7UXDYvH4Mf4NfNxInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==ChZKneswH62cJc9vJip+FM687wEtX84fCtl1AMO9+IByffO011HUiCVvT6c=ArUn5kTNqhNFoZz4Y3NklqZKsKNP4s12YIUMhpM9BdYdbHlA6fr/txvbJTGfrhmqHe9x087muq3ppXIMDNDZpBK2DeAUA5zFeFdde8rzISd2E6bix90kBp2v3hcuKkn4fva0NynWYi8tyM3hmFKJgNP/WeqZEb5wFjHbw=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=UokR3q8bXYBYEla1RfAOHk0dtaIVUCjRyFrz1AmG297EJ7pwwjQg6ywvMD7yfhSDFmmlNL8PTheSbIsYKPG/c!z06J9wMLRQYRjoYRRZP0uhF0brSsvQ==MokR3q8bXYBa6GJAJaF0bya9llsU+Cj9v7hjPycNDDHms75w2TBHwFHQiN9B1i2v/yUMkg9QyQog=!z06J9wMLRQZHaoq8BK2BCWg6+bLYCw==iKIc6EqI2t+G1wcm3e0JGY7x99BW2uzZcnbziAx5GoyrlRfef0elDcmrYTZRE77wiBJ3agm9sn0DVa/QtuBfGYwS7Xr9ah/d48pN46A==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9GJBg1wVjMEg8NY/0/rh66EbaEIRQiwjpIzQ3lTD+LRlco5azSkRrxIYsIrUn5kTNqhNHfbkTngbVsyAwgnaz2BNHg55YXxqfwkVbtqbF1jHG7wfU14T/UXdQLh4MqWg==UH3ebg7XTGTOlH1wMjCEEMo68Xe3yUGqqaT1UCYBFUyYODklMpNu0bEpbidiIb4tEGxQnqTKG1ogPYo4bHTZ35yWRD9I5ccmN/RvRS7nIdydJMzKwKjyxY+5opFEUMCM5E5GqrdSs=YarjKhaeT1FXWfqlXB0BUeKxSNpIOxD8DXo6KHyJ78e67gWDIcRihpTgxs5SfzRKiJkcD98+hCCjZe8/wffHQzP0=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=9+t4b5s2ZkMYSkAWG8wVobQzo5qaKbKkiFxrdefxUkHyQi2dezHdxtLs=e4Y+Coup/+7V+u9qbwd/v2wFo8czE/NwYyTSIWPyDg+i3+rORX8857yzMjejzQnZ/Wq6zakcXFK+yrGctn+kFCXgtkS2HjVtNwi4=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9ClYVDct7ktTzIMcDgBGXvl+X4jllyGGIedGtUU47rKm7QR/9oCc0ig==QH3ebg7XTGTPgBC+8S80xnERbb44m87/EZwkO+5BXPl5FwFk/Qmilt1B1HbI+GHDdqbcSDtiQi8p/tg==M5mUtosRd6CgAlMVwpveqt967mMboYqYWT2DSIDvwCgmGvUjMVW4OwXeajLYeegOepa4DQHRu+g==IokR3q8bXYBb+O923g2YNBRwKKpy5c1GC+CyqTNqpFM0Yvq9Opo9QpWryCIX9f9Nzpaw+oA==)9Yi10aBLYMxC6XJQxrDKx7OHqc4UGSYUT+QKBQ==EezRsK5j7CtHwOF5PAiQ4yv5q+/i+GtmC+vunGWbfUsAV4OEUXhmxpSDW9xFpu8JrcUw=AoJE+Jk4u+yxzuH3wEsgPymsZn3bU76uEkThOxgwyeKVKogIojAnPhTEzeUcq25A=MokR3q8bXYBY/1kGNFUfSSFhbSqNQn+zM4fZ2LLFWq4WI75C2UbCcnPsvz+HEK1il9uNYuWHfIyM=9SvR6org2cRGDXo7NpXAOSqxWkyAs8BT6maxlfIBptqEgNKVRmMud4BsS5it1mfa0kUYPWuu4DKpOY6i7khfaXT2kZE/RaROreeLNUp9qjpQ==e4QNc16YnJcbOY77vXnGyS/mU2k8m/5TRdMB1y5ZiAtp5GUv9zuCVfsNgH3qI/Bv53gYCcVwZTQ5vwqaKZpCPCmQVGIpfOfvSvA==EnCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Bj7l2kfrATzd23XETKhB2yUr3XZAPaJKz8SI=YarjKhaeT1FVXUj08wUiWi3/rsJvlXCHcakM37IkzY9vLK9cdrNSkU9ELLBiUhK/I5/nlAhu8nBXaMEdKWXH0RSk=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=ErUn5kTNqhNH1q0MIYoyGbH3pKxfZmjpym1ub/E16/9iHOX1WVoVuZGQWDbP4Kzn4GPI=9YU2oKliq/6CJdmcOD0v39YJfKk74g0cLKMdGmlsVkHUgPr3kVawgJ4c=ErwlDEEdbHKDJZERIkP+RsZY4akLNNVjFkFqvX76BmP4BjoFchhRmAlBtC2aohP0SEBBbErUn5kTNqhNEB3T29onE3dbPx5p7JDKXBMp0W6gGlvYrsYrVB31n28c4gUeVrNtVbY/z95rUn5kTNqhNEkGgpb7ThPw8D4g5ykXHF55vhhgKaHcOcOlyz+OlkBQokR3q8bXYBZcpKIhpJIEvWMbjhypasXArDLOeXIwZr5eSRx0yX/KyTppS4IhCUWT2rSjz6Oq7CRzzTMQa9x087muq3pq1gXvU3/6sAm7nKyKgxIw/U+VWMIP0nKMLrDwXl+WCTxYXwo0c7tuntlpWdaytWzomcH32ovhiM8sin3Geo+E=InCGzdVCamh9PQa6oc0JCjj3vA9Mbc66Brpq/WE7h/70rDE06NXda1gXNMSq40d4YLEVJOnK5aVPK327R0ktdncvAtFJQlfHvvR/HeNUxb/a4LEeGFoZyLM2cBwgE1eOWQdXQtO9LCLsTEmTp4YA8Zj2xLd1/5yvAh83gftA==MnCGzdVCamh9PQa6oc0JCjjES0BnYpRLU7p8XWiurCm/KCPV350wzH6UgypCTUZW8PkFwtWoIsg==9Lm1+tpfa3MJx+M4sD1JtM12xFnQQPmTEQYl8b+1oT5XwvI1w5x5+ztU=MneSjF8LlGvLqYDoBWJ/2K3yG6R6fBYugutAu7PdO5sC3YP3jmAJtKrMWqtG/MY1Tz9aIKxCUiQw=AmkSfxn52QIk/AMlnBWuSYuHxkPF4Sg+mpRO4XLf+LS/YP4UvkjbxvTOQvST+sYWeeKIc6EqI2t+EYykE05Jx4RpAuPAFED6UYZsbY2kn/rppCTSXe2FAD5A7YFZrzM4+IN1NigcKCm6SYTCeb78JQKE4yLmgdZoNJ3cA=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=eKIc6EqI2t+FENRflllFcL/RHgPJz8Lbq/jvdWpWPfnTOXiVdKPWhftkIygfbU7xTDOEM/I46tk5ZVP1ohLYd2QF29WltcBFCpJPfQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=99dQRVGCwPDOhpDH/Sbjef/pytcV3R5k37/9qhYiqNQFxY+JWwKL2Ud4Ve25RQnPG2l7bwk883RrBI0xgM5cw3xguXD2JU0sGgwfasT4quAelIctpfyr7JalRGJGWbFjykJyDhspFi3YunMhBJHaE6XHHZAkg=YD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RShFQ7EYmExQAc98FW/nuEZcbIBDwmpmA5Q=]jUb17++7PQdRmL5KR0+DVvRkF3e3W6pkZ5ucGoxaACEMtBWV7Y81zHCG4XAy8iSo/1s4tXYVXWG8rnz4JVCpVUvSvIPhIiuJn/MkOH00ylbZqVe81hyypam0FrytIMYjZtLdc2mAhrK8JjDRrBVE820UtAKdjoTpSc2ama9x087muq3pqzZ19eJD+TLi9/VFkFjLl/lS6cJsw9onXuIwyv38Moxz0L+9/tXcpf1JZfef29j56S1RdAdLEHZaW9zzZF/Ik=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=Aaq4Z13QUK/4J9fM8Bfg2GT2EpC1wQm4j72//Jz6lq0/BI5i7Ojco6S1kzfd0Fv1XA1ih2H5Xbt0R7A6Rwf/5DXwrBDO95xWZNXy1mwdFL3BsK58OJgcjhNv7XS0N++Tk=9brQYRHAVjmAk91DsVZuLaZHrCcuKQVwxb8MisxWr9sMOZwGXKbXl2tY=Y3Q0B3ST2Nrltf+MSUpegtCaXpe1yqGN6czuOS86XtFzlWzknhs6OCwIGX+uuYkWqnxniyr7HTTDutA6DyqNgWrs=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=9H3ebg7XTGTOViwwP7KbvpvJ1MvbmRdruEHRGnGoJbYwMn2r02LSaFNC7-dRs8RPr106OU+u3N1AmjufMw6B/NPK4b220YVchb61o=5R6upgEnbvrU/72r4RiIHwa2NiX9gKbcLTJO8uhqtvBMXt1ibfw===wUzrELRPpDeOjmBJu5AxE8IiDwBpZGkQCIHyoLCr6lIOldJs1SawoVMOSA==Qp/1CdoReLSZxtVIVGY51nbNVWMxigeY7jod7h0NCHc61qrLZlHTq8ecC0y91dHiGKUMGlaFqvwMAAg==AI9d24qt2tRIVqA6/fDxEY+weFVDf33buNlxuA15Jv3fIenMwKZfw6dvt+J6sKMA=MyImrioyvo9/FU+HH+Y/zQaS82NLbcWNe8jCn4b1e00dPsCITfnWHaM7sK/8O+TLcKJc5d4zw7377QyImrioyvo9+ZtQoMRvDTkRJYKLiZD90ZXr6eFdfBL4amgkWBS9bKHPGxEOofZzD6UNKlSu9BqkXbIfI=9XtZFBWSX0qOIH/hNKaVguzZ2A6oBbsW319+a/dR6Dy+ZVhG40kN5HUE=5nTJwBh0k0U1VK6iZjU4F4PTfen51cjRsQ4sd21vMNoJWTup63tY=5ttf73maQmbIO7KSlBmGyMNvKScrBFU+M10PMLuyrMAe8HsetNP5F1He+7/ONt5G3vlO/uF4hSftJL/lAEeSZoFjn23ZBm85rZRM4=MyImrioyvo9+DYyYFOhLR2YInxegVWMuqRzI2RRiwFgiB+nJYwelDWhXMuykM1YB6chlmZjwsDA==)7F8Bvj9X7OZEhH1oGtqUqU//p8EYbb4mntgisqM=]a9imsFi0wvT+/wYSOgO9yw4A9v+sqwJPYgnGTMYwpDzCuCL2ePvO8QS7q4VO15I4LMSzWqNw2QX33OLmdgNpIzOzkaHpMOUnIqmafzwBsGc/2jDaxWxAgCs=hxs=-ijhEQ00jotqDJUu8J/IRu8i6a94QEhw1QCC1gqF5RTMu)DW7FY5GePDQMemPZxR2qCOSfJOu8E7Dc5SEjPCfr!jsaAySWVY0UupuXi0m+KQVC+26MBMWQ=UCCLLbFWnv+5pXONZTvoEVQ+CQj99LsB9t3ZQwbkoMPG5XKE7bh1Aomph9emeqXl9nEQydz4jdg9p8w9JbB0NH3ngh8MSY4jIFp2uYUFXgWHJjxoohxs=1ijhEQ00jotqoCksgKw57O0CCuaai3NDe2F8fi33dSJ8+j4VI%nZun74VXcn9qIZEsLHmXhRI7pc7OhbvA2vg=t+BtR2wLlEI252vzJWrUMp0k1OfbQCCLLbFWnv+5pXONZTvoEVY7mVrAGx2Iep/UN/2RF0udouxAAT3esMnoDVYwu1caanNhsgWFwWtwsGA==!u3jgnVA8zjLBkZDpGhbST9pp3aD5xs/ahxs=-ijhEQ00jotqTXrVqpAAoTrzkocrrLtGM/bTEmH9xUA==-ZW0PZawkQYipJGbVgikPvhexYwwhUHrUroTj/N4QcHs=!M7M9PXKPA5DniOYJ+RIXLtxCT0+wvg4wUCCLLbFWnv+5pXONZTvoEVT9dHv9wedI8mzGXj6ZtZIwKUWaLvdNc7E49JRT5pfHO9YLGsOTv3GeU++/2yto=IlXJTf6qt1F5Ej8p5Nycdq5RLQ==hxs=)ijhEQ00jotrKupHMHai9V5HnxoRk1K+9guag9oZp-qlvAGBORluctQEIWia6qTubjwwyLrGrKkpG//2xfQJM=!x9OT/uctrRnL1NvCh3rx+A+tbHAe0qWNUCCLLbFWnv+5pXONZTvoEVbDbv+dUB5WOVmZQdf7QillI6vTInVK8EkEZH6PEhcdOlK+v8bu2CjfSlLPxNNg=MmaluoqY7iBQw7YCU/PY5Ec/hxs=1ijhEQ00jotqoCksgKw57O0CCuaai3NDeucOxMQ0Nhhhp5JGo%ER7xBA+fwxWn+SrNLabqXoIYe6bzYMUwhHI=Hu78zfbYbhbXLcB3Dv2Kri/VgHxMQCCLLbFWnv+5pXONZTvoEVWmbqVSEmGZiHEekSmZ/nN1kU9n1Uo57YLmBomY/6mRhNgXgH1b8ZSWCJA==!u3jgnVA8zjLBkZDpGhbST6YP7dgE6Sq7hxs=)ijhEQ00jotpFOa/E/IDqEJc7RTjXDGDVCVoMpg==)5KVprC4LymFLnVV0XpC70A2B7Tq//o/cbwPsLbeI!J16+ENVacGqbrpZJPlh2grZrN/w0OsI=UCCLLbFWnv+5pXONZTvoEVUHBLlkE3rL1KxdThPLfAe1swFxJB/Fh/6goRpf4GuMvRHihk+2zrgZmAZ2O/Ak=5MFre5UXp8xp9Ksq0xibZg==hxs=)ijhEQ00jotpFOa/E/IDqEN/1cgRMmfo274ABLA==)yCjonaJkORjQIQdj+JdfimFjpRDPYKlmXzOjMWvG!94KPv01g7N79HE9U8MputKAc37cw1e8=UCCLLbFWnv+5pXONZTvoEVY33TNz5U44VNFp+gVii5NXR7iOLZ89FxTS2f8/j7qCXMEYWj/+FP3XJ9mxpxw==5MFre5UXp8yHanVJI8g1mA==hxs=)ijhEQ00jotpFOa/E/IDqELiXPAqsJajSTFAfeg==)/K4zAH+Km9hVOkHK1Jfr6R4GvtyYb98fHlxVM92F!MuAhD3DRdEgT9zwSRvajcWpTbHAotEE=UCCLLbFWnv+5pXONZTvoEVZ8LaS5iDc79++ixBs510a4cXVnsIdGuSbmMqOve0Rk91bmq3bt/vR1Y6UA4pVQ=5MFre5UXp8zcOCxhb7sEvg==hxs=)ijhEQ00jotpFOa/E/IDqEPyXYG3R2yVxqgzg4g==)kyLDTLL0GcOnAzE4rLrmIG5FFEmgCp3mX8cGfET1!ZVWlbO0R1a9c4bdAKOkDplWF3N3fiDM=UCCLLbFWnv+5pXONZTvoEVSNgK5tFVlQrV7kS/MqDKbVFVonsmH4yssUqJkZHa6tFNmwgoodRDdVdcYt0QQ==5MFre5UXp8xt9ZZT07jeQQ==hxs=)ijhEQ00jotpFOa/E/IDqEBO1fzWxBsavp0Ay8X4=-6eGDDbU3yJe8qOP1eUqB+KGoF/MumfIAjk5aIdeaCUg=!js3STbCijsu36Jwwu6YKSuyoO1WZ6LvtUCCLLbFWnv+5pXONZTvoEVQ1ImqRA/jhULqbl3KDt4ECTVBTGVmkAUQTTdpOOKCzmFhTsanpiwPqRdMr3XGG45MFre5UXp8zto7TkBIOVDwE=hxs=%ijhEQ00jotqlqw0xyTdnGP7votslGdFz7u0m)QXPV9nFNfqeEtGpb/pFZjUFxwLzL/YiB1J0DwTGW!jBhssUsTCmVVsvBrVdobE49rPmCfpc0=YCCLLbFWnv+5pXONZTvoEVTmEwAlSVWGll/nW8bcqB6gQi+zRnd/JN2nc91CxJn9LmZtLlhiOirq+iIbk3wsbxTg=CR/Y5aphZCObRUQSEhsWhxs=umBmVlsS8rICMuWec2osKQb7wHFpEGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGhLOMzHS97eGuIpdzaf/7JnIBo=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l BWXN0Rf2AJI6hxs=umBmVlsS8rLBXRN/vouuxyct5aw=EGvaIAXfQjdfo9omoNJOpKDLqYg6a/NFdZ+ixSBe7RGgpcTQqIvBZhoaSwYQslV4sGLs=uNtizA7kkaA3ojjs7w==OSdVpu57XaCuMG6l 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