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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€ёNVER=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=DDR2, DDR3 and DDR3L Memory Power Solution5F3= Datasheet:SLUSAE1B EVM:SLUU526F4=1.0F5=December 21, 2011F6=1F7=1ефўџ@фўџ џџArialџ$TPS51916 TRANSIENT MODEL SIMULATIONSymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџšL@šL џџArialџ TEST BENCH DESCRIPTION:*1.TPS51916 transient model is encrypted.R2.The testbench has been configured for VIN= 12V VDDQ= 1.5V/20A, VTT = 0.75V/2mA E3.This application has been corner tested for input voltage ranges: $ 6V to 28V and Iout: 10mA to 20A.a4.FASTSS is a parameter used for quicker SoftStart. Set FASTSS= 1 to enter steady state faster. U FASTSS=0 used for normal softstart based on value of Rmode in table1 of datasheet[5. Resistance connetced to MODE can be varied to enable switcher on time to change by %. w e.g: Using a 180Kohm resistor will cause Fsw to decrease by 10%. If Rmode is reduced to less than sq(200k * 100k) b or 140Kohms, the %difference is taken from 100kHz and Fsw changes from the center of 300KHz. A6. Operating current and shutdown current have not been modeled.?7. Thermal characteristics of the part have not been modeled. FNOTES: TPS51916EVM- 746- DDR3 solution 500KHz in DCAP and DCAP2 mode.SIMULATION INFO:?1. Go to Analysis >> Options and enable the following options : a) 'disable warning for large size analysis' b) 'percentage bar' / c) 'Enable instant diagram drawing'^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 'Calculate operating point'.!5. To run simulation, click OK. \6. 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MRbtSPENzuw5nTXdP6tu39r3UM5KU2vD4Hal6wLVjeyIIGGM259U1MuHGtV6VK0EU6o0OWdqTgtefft0wN0J+wzWOHtLwelTLg==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=12TpKXVzcAFcWiLoxY+3iQ2eaz8J04MpBrC6IZ1uChUn/B/KIAPActuGWs1MKwyHNsHJ+ZK76TAr0Ss6ZK3ftUhqeD1rJYYcH7d+OKzSns8aTAHg==)FGWOhyu1NghJbhqcb47qo8nv7dkhr3pIDXwxIvM=ERbGoHXgiwic1sWaX8hraoLHrgGQEOu/He7pY6spSnSkhfsA1caLdlXfMqvryK4AxbZw=!b3THAQkCUIegcEG87phZL+5R9dMlPDI=idTH/qk/ZCUqDLbyx+7guBoQPZy/VBBGrtSsh4eKpGYEdCGpUY9U7yTyQKetNcRmdUtHguVPF1XZKiRxQISZCkG338O59uQVQNgkYHnY=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=M+CNO4/hnBBsZX57ScXpR+VpfsO034sVMs0pBtftLoU789PLeWCmgclGQKOqVBNWV2MTq8pxD9g==1StNul9p/vE36G4vQBEv+hif742SA2X9XAOAgfN5o5Sg0ZIM=9EqViyEbkXShcDp1KLP+w9MnUlonE6zzmim9Z0iesPavHUJoBUkdOgg==mLm52PUSHYFFW4/5SpsgOzo9wzb9F4MIOP7rBe1zkq1BxQGGYXw6gyY5T3py25UoZKdrA7soXiTAEfTdvnE0jfYnL6a3Hac5oU8Y8uvsI8w==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=1kGR549o/yQLmhsXzuw3OZwIAEdMi3i1GLSD7Qf2TM2thAWdrQ5+1TaL/gowwbI0TzvJZhQc/wSf5KEnoHFHSz0MvA1fICGAQm5txD/Imu1MfmJG1eX/j0gHBXOVrMIA==)xqzCxv7k/+1ewt9pL+vvx3GWKtg+4vJg1ixxSJEYIl2VMwBEuW2YA8LRmgsbkSMsOFfI6mRBrXAYj0b4CaYl/Vq2vNK6HH5S16ZcKq4TWAR/nBe4=nZZ9Xnf3jWUTtiaQiwdfOA==%0+RXdgK3+WVS9EtDtpfNAW8T+2wHe9OF5Q==M+yIRanGxDWX3dq9H2/rMZVsKDpqyARGbC65HP7vfcBUf09LxwcXa1ZpRL4zIuKVQKKz4vG7ZCys=a/LoUansFcJXYTFHjm0GHcTwvp+Lir/j7hImvqL9GBY+FKACjsbCladdHsuDHutkKkjhZ2exzZ/QOMn++j14jlql/dPTTmac=TW7oR/rnq+AHfM+UMJEIU1Prt1yCWw05qe2yvL1TVXdvAVL4yxwcyX1NCIR786fiaRRFzExu0fRxxHm0Y8t3qkrrqzkD1apUO30AwOw==9Ehfe3/d5Zx+3TWpqGBm2nnRfVpMhPjdss/07FW9JOsRQwVUzcHQHub4==kuUHQ6kc83PjZFAlDlKKOt+OCX+E6karqPTwpBDG4Wua+4rRxzTc1urwX7U=-psAIG0iUA6OEU/65oz4xgzn/QuzMXhO4wQDJKZeXhA==iszrVd1rTTOvmS+jYTbVVEG/12SlBsguLcrZZq2yBzNhUeHeOy/3SIVY43QiYRqZwzECRfSsyyYMYttxAvKyzgrJTN07nYNPF2mq31w==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=IzR+c8vweRz99fEl+OfxO1rBmadUnTntOHeVjkl4t53LZUO3w/0vmFFoGObbkp78qv6S8Xw==%LasyvjoFaF3zymejzzSBp0NEHR55GoHP2w==MFPu64Kk9PsfREzkhbJcUv6lT7OZNZNdYFga/yEjEiQjCk91KQDJgBxjlARHyAikQSHHfYccCTt4=ipAPJqOTFxrwfHWFUmyLTKC98pOyq5np7SVhthHs5yVHqJ4LEEhe0aiOEnnoqMoyqhwnMeyYf67B0p9bo6VIErTmNs+5zhaZNGoZ5U4CUdZvpkZt91eJYn2hZqg==a07wQjqNi1sWFi6KyyGW8i4vKtYjpSek9qaMOjJgeEjZ0dtCZvx0MG5z0mybLZxT/1qVufOeRsXmSiL0Y+Uw8PwrFZ7CKqlM=5OMY1dN17nWjPqOwvuKc/MT1T34ZQ1NffTiDrAhFszbkJZTGfqHc=EK62U95HErwaEwRPRWu6GlFkGOG6mRSTxdgACbe64FS8nQ7S8k/PCOwPvmn5XeGex2Eo=IqrbgsaVDYG3mEvjuPGD/0hlACw6SymdexTSiPS0dfD9H7n8d408oibQXHNhvsO4ez/qt/RDW1+xACA/jpPwn+mlxfivMtBC7hOu8E16btkfTkg8xDEBEglw==9H9gQVaIXO0JhZr0VQ==UsNVuoGQtCDXK1CD0rKmFokn/uf2u6WhQz7cfaH79djmH/sqsAfhpsNarB4IiP2ga3ni8jnDoquXj+2034qv9edJKQKwylbZ1ud8Y9V6o8xoFJmT6uoF4W83kDcJ1DwAaB3SH4uIvi+mT5sLTprifi6T9CDXE5VE56kd4JcJoOpzh443kSZiY4UvzG5OMY1dN17nWgyj/Y3RQvJxgoYPUfe0NvBS9g1ltMcmX+1xnX6lWeWE4sKgQ6DVkIxaGaNgSzu3km1N1TMHZUKxyCCyyDFELjfLIZJNl94/cEfwj/j0zxa0+4JW%RUv2vMwDvrrvY9tWxV9x7GU3ckRP4/JGywMhApwPZmsIcEjJTpL+mhGmMd8YYkfy6D6FXdHazcFpEh/r4wwsQR5zki4x1wbzqOg==IcFC8DHpvHtv1ClQSz6ftSwuQa35aXjZ8VXRpM4UNfyLRfDZVbv7i8QGHvppbKBEAcKm9Xs021uxGbBCZx23lcuF7x/hkaOd5wdX/xx13ZUIO2spgdFt7Soqg=ExTRhKBtotMXWNmX7BI96XhuMy1pc7c+PunHAvgCp2JBn0EVZgnNyUvbK7S1sIAroypS6nZZ9Xnf3jWUTtiaQiwdfOA==-MXSy7rMIFFY55ocTV8S7aQuilu3wuLQLYsA+vM9GQSE=az6znpgBoOosTZp+vEAZHWWcmV0XeOD9UeJgtigKkfs2JvsM773AzzAeuWNWPZWFX4MVcyV9SQGcdFLI+hXJmpS6YgJmPgvE=QE3gtlhN4cAuvOOfo/roNYu1r7m+Rl+jTmxF5hncQYu2zTGoBNFRwJvKr56cdEf0bJprWoP+9oj9CfQ==%FFNuIIghPcJYEmgNeO27CiBF7i7Z4blg4zY=mQXjFOQJjI6o+RN/r57BITSK58/CkBO7JfdrUOpIPC2m8xLPZkiCy9saQU9upc6aLpDrjC0yFZxCIewLTBrz233RPqr0G505oNLfzie7FhQ==)yTGk/22MNUj2r7EQq85RfHkhj/UCefjlSapMgA==I+0254SmNs74pQRRzMFJFR0s7GHYOjmGV7vlbeohOaOxHUDr0DqVsFY0TaSeLBthC0WUH3QJNF4Q4cFrHXqqtiVG55H2ZZj9CnQ==5XL//BkXahe7WP8l6xAGbkImuXjPjEii8IeEmG1lF73OsEv+JKA==YmrZn9f2AzL0jnIdPJPT60ePLAYEBDqRhRuN2qy4x/220vntXkqIEkQzK/MpcSoh5R+JHEvp6u3wPs4Lhb9go9elJMEmv8rfuHd/EFA==ldro57G5+NvTIog+XPM=iFeLBa8AH1lWFXfFf3p7ssImJFF/g1HLclP6JHl0l6ZSNM+Rc0c0gQVdkATrC2lHSUtzIoApywiR5aPFvzaM5mxxgakIMIBfy5786UA==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=9utWHl0kst8G57VUDbXbfEgjOVmp5aXT+1hyDNIc+Yu7X1pi0fl1GWnU=Q21ksfwzzSkBAvrBRKxbgkoeCgTj9tBPRm9sezAE+fvQsbwUCFaIYvSEWiKwvCaZbKoGmnA4OlwPPCQo==nA4zsOqvAx5jL1nGo30yrIM9Zqp+d/NY3v46hQDt8WKd6AWmLPhO9SUvosE=mZ7LZWcDTA4dGEiykRH0jFeFgSHBKsvn+ShjrnHngeHewdmrNVeXKagHvP456m8j5db3jm3rsSsXm08rf9E0LrrgGKRvAhAwK1vbIKy74Rw==)ef1FOrSyDFFRbXT/fZictj2YeOhF37Sb7M/yjg==Eu2/lofzKoDOr4aagZjMb6thjLSXUb6a5tzgMiQ/G3e7ufg24SaPTcZTvOvBlIYfJQns=ECdI/zk/OK7dDTWfYaOLZJoKJKDBTkmqGPPorTGCE57ZvD/1ImfkciDgYb6TNSXRn8Q==aSVpFS/i/sj04TMYxYX3OrdVxPz7sCF0jp1ZdehjAuqfYTvCbx1FyyTIoAlxvGOclkdjq8aFYOpg/JEKVFwTU2e/zt8LP3Chb)U1zKOU0OUmlrCyLVCq5WU0apRQoba7o98w+Dy58=ehpkIxqgXDfh9O87mtXOyHsy2xL2Rc/QFochLZdekq2EZ/oJkVfDAUiMO3ny5Z3o7/gljvFILQ4hul1gAc1yOOajW6RdcQA0zdeZBQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=MM9lHKH3GQG0F/TL96+DuZ/gJDyKS2cqnPlDfQ1d82LmzUiHxCxXpBbh0fwdK19WjxSzzHRF2KX19]qDagDlWpsk1Q/5R96WHpTgiw6pxcR3gJxF9TNOGAmEnvWIx1AdB2arcq7kyaffpVvmG3ujVY72UKZ6LVL1eKIulolz8==Uu7Jwg7wlxacAUCscK2OMcCbveX2A/tslbhW43neZFR183DKQldGPUMA9A==ixGJ2jVj1+rtJR1Wh2lfZzzf+yVn70CGSWmNegth8Fvx3j10+kpTdewcnaCAT3B4R8xpA09H51iLBm84s5s/Bq/jWuoHUeIgqRVMK2DM=5OMY1dN17nWjn87vY7n8DbpM2u0c/Z803M1HQ8FBAOlzTPBBf5Kj/arSyjB0v6dBJbl1O3NV+W2dNg9J1LNMe1NZLx5dPH+Jsx/6374seZJjOt8R2P6d1Prov6RMbcBJ6qx9M5h1GcsFfHqUH7vdH01OMY1dN17nWhgjOch5qxIKdHl4P4KfaMR4als8uvEopNW1WBs9lflvEzqhw/w3TtXPO9LldI28CQhJDb8/0OX3c+tcWoCstN/S0ao5g5FB1FSXslH2r1qFvPRrBSBiOJK3SPb8OV/pD/VvJrfhb67+6BlPO5YeCajzYtrMY2EPCO3r1pWbPoDWCOt0bs0VEIgdI9xw5qbwPp5A===8tLWjcYaq4+BxxdfNGjbqoh0FrLDIBez+m4r1+DRFmAoyqsCSw3HnRL4ta0=ifVm8HiMOv1eIdYq8tMirxljIl+CzcGugKQReORyBkLzyUBg3insyujypp60ZeJPn9iRkXG0/VXcatRdvD+BGgqZFA2AUWgQezd1pRg==%Gw2D3XhmbfNefHC5gQyiZhRpK2AQ+a3i9Dg=QDljTAIYX6Vpo3YFdP/U/EJDBu5ptDrPN2Qwk1amxJc/DcWYGWQ1S2mtuge9QtosOPLiJyKauzwpzDW0=AR6upgEnbvrUVPCjdd1jXruez4quQIhNDW6AEflhQLjdnBwDRmzx/NinjY42UTgQ=5WZgQMh5qbLSnabJouCGVCWAHYfxoeITBJFtMDXT1bRCQyij4OPVV9pYoGdt5u+xjKNbaI0imePT7yilj1iS0fXdSIz+bAorQV5ZbHz2zotXI=iFKL0uOq2XgH0O+5GpMkKtMFYYfLyhxXOtfaqUOSS6/NSTLFJH2e5w0nct8rHYH3gnP7E2WguvoWofhwQh9SPbKlgQqd2DNxoFo87Q/c=-6NvFz7B/96BWTyQ29Yl4iCzX0qpwsVIa4tQsMs3EfUUam0S1X0J0+DIcCPbnYH8mqobdevPionONEvW91sPVzQX+uUI9EvLi6IUnNBxZi4R/XsciA2kU3TPbItdek1J7g54kVrBMqCN2ORpWU1KSasw==1OMY1dN17nWif+zKBLzappB4luUOskUrk9B28Yv/c2uHVXBfN-6WNU+Mwb5XAWMhYcRMllDcpw7kTvGWCh2cpB6f7mPA==eeugPIHc5RvpdnFUTUoa6MeN/zfiY3UyyAyzw6Bqdj5xgM6XTIrlXyyb8Irn6ak11IwMEPjc6BFScWPk65ktvl/oWM80v7STLV3aIInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==CRppQ4aoLoCoWsv9aO05egOQ5mpgSvngXangQ4LeGPa1Doe71ux4lcCd+g==iA9gizOXvboLx1ZkhzF0ZuGYWyNDObZmsozVph053UTlgHOXwgR3BAPIUgvCW8Q9HFt13nuc9G0dYqWsWCt4NjAr867s7QWs0PiiW7w==5OMY1dN17nWgBM+0TwACHLA6pUPQNCs7HwG76ZH4qFRaIWE6shsM=IMqV+NhCgFxvVRUrAkR/GW/CvgkKpYeb53IwB9eyMa7pW0Wa7+SVkkktLgvioDQrKhXs4vg==E0mBbjf6vGaq/gzPgejvkLQFJdEe/Kg+OtQZOF/MIzlItaQvn1VPVHr3vEpw4HJ+iYmM=!kiR2BzhauqJkq2g0fNGOS8BgHU8GwMlvExn/yxh2mFjEH/bWI3ERgPgbPJcR182XqJmJxv5/hBjnYwpMPX3YQxg6Hpxs938HxlzI=-k2naxDoAfV42HPKQb6BzUV86C4Qg8ksTeh9CmZEHbP0=9Jy+WoRwZtRE8sUwknsvamKuFliqeM/nMLGzLf2MGp4UqiOGL/aNIZ4fi]CkoR/PJmckD8I+FG0WWpiJz+HGECOSEfQUQgicto2tZrJzZHOYZ63syCfPdgXCT4FM4dMD11tyEhSW86zSIRvbwCqDB9suEiwSTRu24dS3dN9AND0ao2Og==elHMB2SJrLH9SxV4MwLSwbrvDDtzbjDqcHdF7sb/oM+/Zm6/ezXjt+2uclFDLtkJighpls/agJHpwuyReA3IxqS6Sqbpjys9FKQ==+MjB1WhYqU0iMeXyN5s=]R9gwF2hgpHBW9adMzhJvtP5wBo7ndSXTFgDRsiwOUPSXI0XSHa1RQVYIHLP2oS9+bmIWKIUte3886Cy4ina9UErcZm0=)krMrBFleGYlgr7wUsiZwwW+bPJ/ER+9Cpg1ptg===5n+mtvyKZH+NNSLBvY5Pz39jaC36WYjy1vHSBDKZKYddJgxcGjsgpTqsCao=elHMB2SJrLH/En1fnRToU8lymwCfQjoqFH1uPZDqcdvjx+NCWXu/pVmmnPoNmrg5Vpw9tAAFfP83W82kn94YiO8HCqWVOqH8paQw=+MjB1WhYqU0nLP3zN5s=mlHMB2SJrLH95XP5ZnlY25/wkMFSrai8qjELVDplYOwIeNLlcTGW1V3tSPnH1oWq3oeTbF2y7Fj0dBETznO9fcxDLHTxUILTAT1ZvzJHGIw==!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ70=aR9gwF2hgpHA8tdDILt3OkpsNq+HzEfM7kaPoZ95qaPStaKtKZGNOrEtMRzaXUcXPKPV1Gvj+z3hmc3ZprRdjHhTV/GgPK4JF)QlQihpR+NEEKdTuAtxMmR/71PsgNcmhJRz+uR2QjElHMB2SJrLH95XP5ZnlY2522q9BilPY+cDGDGybjWLyMWl01XW0F4mN2VQRbmAtI3Gg==QCke3maPPuCUd7adFZVjFj825YCyR6TSfy9NbvJ1wGiiDIwjm2Zz4oe3cVgEk68MVCnnWP0Qa1w2qPw==alHMB2SJrLH95XP5ZnlY256uYiJBbbj0E3wKlt+Guz8c8pifzBKt0CLE48bWSUUwukUMpXrftTAGO7aEGE2cGWJgd9HxSOA==UQlQihpR+NEEKdTuAtxMmRwx9jZGBYMOicU59MOvUjM95ZanMFNSBFnB2u31bKkMK9q7qLjoQVSO+oYIdIg==m5n+mtvyKZH/2wgCG1MV+KEd+bXbVkFy/3wJhnP+BGV+/yswJV5SZcUmkcgmoLtoR73/lBUBQQ5Z0+vAPwdueyc/+ooBrlARAA+B3rHN5UA==hh/0a5n+mtvyKZH/2wgCG1MV+KMmrSnIcNVXMsMB+lUjAiVRw6Mj3fF4b9ScHCa/DkCHqn/O1N4STnnQoits+5buN3s0nBoJlNA==mlHMB2SJrLH95XP5ZnlY259Pw6W7RTqqHFs2StGAXi0UaAcKVi72BdZr70P5btak2HSnjfzmMNEeXAEm1D7Ys/02kulrZv2g4ABizQgFmtg==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTkkdmb/FVayRK0FqUK5U=alHMB2SJrLH95XP5ZnlY25/Ll7m68a5CtDCHABr7BNUL2Kmg9LhXOzMlPYtEU3auwv4rDwwQr6WEpsrtVw72ana/Ctdlppw==QQlQihpR+NEEKdTuAtxMmR/71PsgNcmhJhiM1wk/i4d4ncjD8wzJWv6R32Emgrd1YQQDOzh4P++HHzAY=i5n+mtvyKZH/2wgCG1MV+KBprBNpSFKs1P1t3dRNo6wP5NmMPHgic0x1k195TYqfMSACNwH9gBIqYHwT9o74RNFh7xuvkVlZr2SvuyXs=yi/+TqwVQ7QzgA==alHMB2SJrLH95XP5ZnlY25wjL6DjzFDAmpwB8oHp5+RbB244hIrNI16paQtn25m0MYIpXWrRbyQsFhLfoE0i0aMirpLZVaA==QQlQihpR+NEEKdTuAtxMmRyXubd6VYtvL1qWD43rnvHow5TxJtfZpP/POuLSCNNxSfDi0WIQ7Hhy/MrbPisTF8Nb8MWd9Y4LOuJCjLdvtSSdojQhBfvzswObbLIGg4btWeEOvjKnSJ7en8Ms6a6/iTHGg2boLvxLexBpzWcPFpADGnFMKPu1oDKw==EsTF8Nb8MWd9Y4LOuJCjLdkf/8AlY/yKCPzi8/XgRrK3rI+Encn1G8LpsWwdW2GDqNskNalHMB2SJrLH95XP5ZnlY255ctsT5VU1rAwb0n8N/TrWN79vYJ3xPMyedstHeRnYA3P3Wd7xVVS0uDGUn997ZP+t03tjaq5g==QQlQihpR+NEEKdTuAtxMmR/71PsgNcmhJhiM1wk/i4d4ncjD8wzJWv6R32Emgrd1YQQDOzh4P++HHywQ=Q5n+mtvyKZH/2wgCG1MV+KDbtxdZKgvreL+RduvtOldU6Apd7ZBc+3hGpB+TGCfl2S18AXYYKJSWytyiXMsTF8Nb8MWd9Y4LOuJCjLdprL8Tor77JalO6Q23U+sqmsJn+yIy8+Erql2KraZvfk/tNdMFazyHM=i5n+mtvyKZH/2wgCG1MV+KPBYS+RdPSjXsKf8OsUQgKHH4moh2IXqmQeB/cRf1648yB0Ltj5DJyPtX04tnHvAZUCeCtupv2aJtdgEWKrpyi/+TqwVQ7QzgA==elHMB2SJrLH95XP5ZnlY256/6IAnVFP01Fg3QNK0DPyGLWDafZe6ap4szXePdadMFbplvmRA9AYpR0CS86Aa+WQs4o6T9/Z7kojI=mlHMB2SJrLH95XP5ZnlY256YKrsgntBWpeOdVWgywYfEyPIhVuPUVjo2cL7DkqDqfPygcExMoj4uVsUJ7SAvS0FmENXXoxcZlqAUi9uVBfQ==%h5H0p6JWyKTvlLazN2JAyms4Ri2iEKD9GJk=]5n+mtvyKZH/2wgCG1MV+KBbz0WbC7kh9XTKuS7WpMj3nGa1a1vQfDl5lvgoMgfZq+kwKZTvLnEOpq66MrpdjfJmVTw==elHMB2SJrLH95XP5ZnlY25yCMyj/RfXXt4XnnybkPNhLft7G/KWwS5TX3Bvqughb5ZKXGs6MPw42TTfff0ZoWup2Jd71gBJc5yg==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTH/OLqADZ0+EkKdoY6dH9mlHMB2SJrLH95XP5ZnlY255v++T5wmWnoHbqj7QOqfZlbSKiXaCGSgw8jJKoo2tJDn9mvKZOPYNlkh2TNToQQfY/xXhhtgFDrYPoazMCuEg==%h5H0p6JWyKRIVXLw/2MbV8igO7XEgKEliw==]5n+mtvyKZH/2wgCG1MV+KChcRsWSUQw7BvFqN5tfDJ9qhg/xDaDnZo/IYrJ4hB8TaXcLXjRIfyBCKPfwAL4W1Nh6tQ==e5n+mtvyKZH/2wgCG1MV+KOAKdeOppEDzDuKnIgMA8Xuho8pA/n51Z89i1gQpXlZn3YLaC0nn75n0fyGVMFPUnaw8v0U+EZSuGQCwyi/+TqwVQ7QzgA==]5n+mtvyKZH/2wgCG1MV+KJJ0nY+ul/VVntTFjoC1PjzoBTd3oxZclEtFbMSbo1eMxdVoiq2q5/g33hQ+fWV28zmjfWJy=sTF8Nb8MWd/pWrrjgd0vGo43QokcSApq+brIzElHRDJ3xGudu7ZPWgqHnc8=mlHMB2SJrLH9xkYnPqz4WSuMw+qCw/SR0aHtlCXrF46IpLilRKPV1fNwDhtRoRiuPdR8Kc3S079M3EUrqwbPKVaman0xCmoVZugBVLWqpMg==!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ70=aR9gwF2hgpHAYFeIPtiLm97ZeAI31tMmLOizbZabJDG1ZLNIabn6dbatgvoWk3KksxPa4X0BcxcfmILQ2htuQ1L5+4q88cblj)QlQihpR+NEHt9WkOMdAiP4b0Ea+HGa7zoTRYNh2kElHMB2SJrLH9xkYnPqz4WSlZVnWJfQRmEvPSb4XkmwcbLb+Xa1oo7hTuuHPVr2kSRAw==QCke3maPPuCV3QC9EWud6qS/e3NHRRDPG6f6f23UKWrwIQufECgLZarIYqLPMn4sZKw/5VXaK+7NnTw==alHMB2SJrLH9xkYnPqz4WSiSvMdqa2ZALtaVOgHH3sHELPp/JLxukwhg2ZjhqxqTeUgc8MdYn/ALBSznJ3Qo+EI8r3qwCpQ==UQlQihpR+NEHt9WkOMdAiP24YqBHnEVthu+v++alc0UAuvTmJn5I2o2RTc5t7HnI8ptIzqWJJuwJEQx3Wbw==m5n+mtvyKZH+B67ig7xUBSt5sWgo37cU1L1xMGUs4gKrs+XcVI3ElYaAwMrB49/UL6+7o7nbTdmg7tCR6yjaxU2wnGobqZfIxAQRWoZYX4Q==hh/0a5n+mtvyKZH+B67ig7xUBStWqxRR/OkH/0lrynZzLQr62UtBNFp6f/ccfgPvyCQ4Ef9Jt3YtkYyjmJBeHPtrarANmoRUfTQ==mlHMB2SJrLH9xkYnPqz4WSpvf86lRdHl94lNkRihC7jtpP3actc/4fsXoxCftM0kqKEXlM4gSd4q4HX8dLrSlsQRNlrpS/BjRehtMpnU6EQ==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTkkdmb/FVayRK0FqUK5U=alHMB2SJrLH9xkYnPqz4WSosedr9IN7VmDikdG6ab10TqfpiXWWCs9r8GVWHCOuUwTdaUUaXoRVYYC0tS5cDSV21jAdTueA==QQlQihpR+NEHt9WkOMdAiP4b0Ea+HGa7zNjmb8F235WS0fPV013MbGxfFvjgEFM/QT6PsNsWZpYAmNrU=i5n+mtvyKZH+B67ig7xUBSui/9KqgZoY0iAKRfMOGPov0LLTKB8J0mh5U38q5X4kUaIZ0Z6xBGlcStfeElvXPESm2R8Qwhs70lcFoBKQ=yi/+TqwVQ7QzgA==alHMB2SJrLH9xkYnPqz4WSiyfyngRA0PB5w6HEw5NxcsV6wS9DVDfk019Bk+thNWZOnVn/Dvm4rHzY9baI9OEilq04xwT8w==QQlQihpR+NEHt9WkOMdAiP944R8fYBq5Fl4wfTE32VzYXH00ohL/hvNk1koCR+ZPDpeSCfNidvv5AhR1UisTF8Nb8MWd9t3SK9qNgisHlKyxJUJ6oNkmzKNThvo5fGf0lJpFEm8deCUCJ5Xjx6/dVwjBaxLUftW4X8xxRulk238bYXyPfzjzvBSA==EsTF8Nb8MWd9t3SK9qNgisLrOJr942621xJXOfMOcM9LBVAw1x3B0YJfcgT4UGPni+ClYalHMB2SJrLH9xkYnPqz4WSt0ZLHktiyWAdgJCwq8HlMHd4b+I5RJTrveLU0hwH9+1psPJKqm7qlcIM+eFoCK+G8OYguP95A==QQlQihpR+NEHt9WkOMdAiP4b0Ea+HGa7zNjmb8F235WS0fPV013MbGxfFvjgEFM/QT6PsNsWZpYAmMbc=Q5n+mtvyKZH+B67ig7xUBSt5ohmJFwFsLMqbwh2e4XB1+YZDmCX/Ni7O7JT9VWXfIylK5blPsnFkYVu5cMsTF8Nb8MWd9t3SK9qNgisLcTtZEKHUBHmOxgeeeABu+qxL8p5EacUdTl5jOW1sIq35YzTSzQ1UE=i5n+mtvyKZH+B67ig7xUBSk0Njurc4eTg6IdG2EHWw8nQQM9VO/xAFMcdaDM/PRbr7RQ3YcdyJR/xsAgRONccPrx+hsiAyriIVyLRnrTLyi/+TqwVQ7QzgA==elHMB2SJrLH9xkYnPqz4WSho/46LtFEOqVrUjwL3taMa47yWu2kTBxKNq//U7B/4BGkp+pqp0UdmxNRsjIfTHeVTot/tEx//e8yI=mlHMB2SJrLH9xkYnPqz4WSti6w2AXwO+kdP+Rlm7PlLsoxWH5eBjvyovfLYTPzZ0si9eFf0zDIQLf9U/N+bu+WcSbSNNweHg1yJ47oq1Wmw==%h5H0p6JWyKTvlLazN2JAyms4Ri2iEKD9GJk=]5n+mtvyKZH+B67ig7xUBSl1YlKyeCQY7dAZKkoNYJNwNzeP95r3ijBLHASVO3aw4BwDKYwMw4oyn5fqv8C0t3ME80w==elHMB2SJrLH9xkYnPqz4WSts28BVD19yMw4tkNY3ZhqZGdcumsIE7+GjzMG1ZvRMWzlqyPVbC9Jo719I5Nr7MGj+w8vhVYdv5+w==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTH/OLqADZ0+EkKdoY6dH9mlHMB2SJrLH9xkYnPqz4WSu9ZcY80ZyFDV+VhhmKMqwkuDhO1dgudex46f/JohZvG3h+Ttd28vf64GNgtFI76I/quYuOBKbPYvQCg2nmaCA==%h5H0p6JWyKRIVXLw/2MbV8igO7XEgKEliw==]5n+mtvyKZH+B67ig7xUBSihSltmHIsMyUCqHkTHTf2jZsQyUr+UGIQg4TQHJO0ft5gHUGSAR4DXTOutl9UyWkdlW9w==e5n+mtvyKZH+B67ig7xUBSiAC4WzGrmugJ73IliWVvT8Xhjtvyj14tEdHoGmM9yelK78rMqnFJOPw2WnU+NOl8qdizz0kOF9EhBh0yi/+TqwVQ7QzgA==]5n+mtvyKZH+B67ig7xUBSorFIaswlLzZs4kum40w/2hNjjLbRSQFKtUJuy+mQvB8WnPYmUSV5u+yXJAZma+PfKSL/LW9ULb4b8KaJmzyM4VGO0eE57AHeFasoMp2CMMZStT5OUX0wdJmBuBUDzSb6ZpO/zp1uwMCu1555i2lBtlFBYDc=QcIgf89/YyCdEOOLYmnjhxyV8+wybQ6YMipvEHe4BxYUIZG+84IBGpRISgM5Mhs9afKnobUiWX8it10A=MR9gwF2hgpHB2OsrgodQ4qi6tzwjDrVvEZINovycwGxjffzOmqJAxMN5oI1zNd4PXiV9/WaLsA3M/elHMB2SJrLH+vxJrKOtMEU+TTS9AaABc+wfjHQAG8O1kuYqj/C6lryuRsUdWMKMHeRK6hsJV17MkTBqijm9exxN1gskS+L3Oyf+MP+MjB1WhYqU0sMeH0N5s=QlHMB2SJrLH94566Mhi43RNJT41iKFXkrW2lopBElSJDgsIXJeWanrm/oh1L70gjZV5s3q4TFWfzMJgE=AFefiCKT9yJZx8tpBG6WT1NhnGT4bkTqs8WXID1Z0yB5lMfHKU68CaUiC3bUi8jNrYQe4og12Xv8fXaMTKDnSb67LkJqH3rNZE7NROJdiwNOlcszw7J/BMnqVGFzOKbZbM+aJ7gaJ0JOYzcdP5VkSgKEaMInCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=mZjhPFyd5jPpG07kJFpIYKf4IJgJ73gmvkoBI8t2SchU4y4tCF8pYObhCb+EayMx3UgF/rKkn7EOeVlzNJFPQdT6TG38l4bFVQPMgwyN3gQ== 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7ePOPTYhbE=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ=QFnW+2+EYxWXJRCZaXE7Twr40fPZXulsySggAwtNym90z9lfbFHgP3xCCYspS9G6DlvHbZivaTGNCeQ==1CgQetO7T5zhE5m2dktc7IZ8NtAwGhyezGUQ8+S39fe0tIZhb17/+YIZC0KEnsMKPJPgDyBoGxyjRou41NyAu7pjpTzo+p+w==QXahKibDfkhG5Ox+YsSmP5+AeoZoAEFPoL2Q6hs3d6mnTjjn/MNQWsOl9phpu69ZdBpGCtQpQU4nmVjY=m8zyz7rRIRqkuuLyo89Who93Plszv92+5ynzG/dowBjVEjSXVN0ikG3/lClTIhC32Jkej9BDNKxex4hszBeB7x/cksbRwddfFIWDWakUedA== hh/0rjE=5d/XFCCRpQE4LZAOgC/mE9RzLvvWWFerw9HQEVXtKweszDiYuNg==IwQZ9kfqcBpbUJ49KZdsUywlRNZCe1mgiAOA2RT6CqqjMZYOBaV69mEjc2mHIF/WVnKrIaQI=]rjzZpFXxPeMmdvEZKawgkw6fPJaq9B1RIvK5AnwFGiMcSt1cm5pbBJfnO7JaGaL3LiaQ4G5GMqhhCqLSLwfo3ytYGA==EBsyshOnt6OsJv4eUYjgEw2fLnP1lUFAmCB2V49SPXfnsIPh+RQFF+Qh8fkL4dXKG/5M=-hwE7f/KwUfkx98vQxcX6Myn2akCVb6zCYeoXmtRuRz2pIxC5UHMUk++tzysJUgFt6Fg4MZ+KH0HHV/IHk1IVQ1OVoF4TKlocNYQAmWyKZvld/yWX5CirYiVq/6NFqXrV90khtx0dG6oXPBRizyO7RpBdvTONF7v1tY5GToFD/Lm2TTnMTpAX0z4Xg3uFUHHwarR/cEdL3Ql6A5BEBRBQH15ozhvW4=)FiD9CgbW3iD5PdkjO+ebt59cd7+/0J6w5ycbN04=iR053BDhLr4v5xA+grsrX7bMJrmm0Fc4XRiWZYStQCds7GRnJdMVxZBQ51hFZjhaDRcK7JuCNPBIqbbceXePUXoPDaq5XvxVsAOw3NJk=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==Qu6ep1Knc0UpwI2Q/hScS2oA4XFRnf9O7MAWtKNYM+8fObbiWMmuI9MkYR8=5AU9EZWlMdzxgPq/nZYwQS2JrK4G2Lx/ZjZ4W7l+kbCD/aQO9KA==9VCc7UNQ8SX3FUEQMr/aT1QvShkZESyOI3KwbyaIEsjhVga3sgyumBjw=A9svedbvTrCeGdMhSbjDAHmv0840VPi08+oH1JjP+uILHg+I6lt5PGP2BJaMz1gZ8!nJMQNU8RWUBZneR7d1XXTVth7HG8sg===siYQmJBU0eRYUCCHmwpmqW9+4noMZsUsJCdKEnPk+dVzt5KaP8F3Cn/DmA==9rKUW1l0nLRD0/kqDPfwGVb9jkzDkSI+rZun8S1rQOz40KtliuNqioV7s1zxTwIDQjPYwRKtxrbB8P+hJ2aDYpP+zPLzNaHFvq3DLus7Rb9oHeIkQ7Bm0AS9fXQYewWBVgVuHwJJdlVI6QTiisO6n4XOqlYknW6bg===d5yXBM+F+n2dsBhd22FeAzexciSNQtirBpJXmxFiXwgXkYyYntshVgfIxlQ=5fBXjs6VZRtVDSxaY+C3UZ4lVpcf0+YdvYgPTOTVCrq0VLfP4TA==i2Ef2VLJ3G6nB5ZXcehfqZx/4u5M72mQ6jwcqZB/51CMAM/G8Ck0M90LpgvWgeY24FlJA0wTrz7pX5u1DzZsW1u0MWNxjmkGbOOMlX9g=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==XR1vil0QkD0IdqdeJYDR22aOx7ya/qFhpzjYQXVi9xQcdMNeK6I1QzptAZ7ciqrZ5fp1eDUpvw7/QSdwBWcRai7NRJEgoL+fJ5senIxQwHzBBfkpV8BbLHpMELvamjJTbukKeXZ/GVoQHPozfa4Lx3vae0G7nWStHT5k=QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP76Tiqwq8Hs4k1301eoefDC33WTkeU5SeIBMjGnizUo0sb8WQ=9sVIb67aXXsgBk8hqp1vnQCENPYDf1bqexWM37GQo6oGH7QwW4c4kHQ==Es6KZ9YtEx4oPLQBZI7gI572+/8a4yBnDOmt+gEe+PlcvV0DfhxD7Ond7/nhC5Gse4xsO9fmN/BdGMhzeFAqaIJCDBZ3Dl4XuFemvGNMkGB6rtKou+jvOdPa953og==hl60/FTzHQvMlBaKdXvPKXPHTyQYiSOoJYWWpRn/YWfsWvV7BBBvdonqsg==1ZnH1cMjGZcsP4TWWmBuscdGCVsLVhAh7ERtbW8XItWAErcM=ia0vwGCO1Z3oJKFVxATfoSes+vZRyQCAukUMD/J358fJrKygEVYzT9jvIqjaZz4cAiEOgBqTOMr60NIIE+cWvCCp+SA5qGNgQHmqfVFlh)zDAG+s+dyeoqoxl0Mbe69Mj37ZF5ZF7I9GAzog==i+5XGj6UYOdzFMyBYJADEP1xyNHpybdo2J4z9GPegyi0dw01mAm5puBryt6MQ/FBH5P7sRcwZ4MLQX//6J5TM4jONPvHjPeGklJ7CKAmG2SsisIgaDp2oyc8iZU4R/n3pdkRo=QOUwJbMnt1C+HDAxUPMBrqS4mU53jYLq6pHcS0ULnzESnHpcnHG8/wTrudo==RJq/hHR3M1XBhrpn/DzTkORGiaKbGO5kvy8pmNY3/bloylafLI+BpDV//4U=]LQ2Js7MWLCXJhwJjSSN0DQKoBOBB8Lp1o+1Fe+XHHUd2tYWRN/j+k+b/8w7qLIAFeNNh9OZI8+Bi+HkRyxoBXv2/NA==1JzP6cQit2vIaF541i8DnG+mJMGp+xqSO+NzDDTdLJAWyxuo=1L3RgoPiZ350ChhFrimVIFxRY16KzgGjS3Ap979jPuAUSTf/CU8Bo0G6kZAdATQSeVIZesfvNBDSzwBnVt3luGfLB4lAMMXKADXhAgeGY9BiVwnhU0I1+SylDEgkhwgKMwMSLA%0+RXdgK3+WVAshM8pFDF4O8S+u3zXwXd9+k=]RqAJpvdasjWc4KlRSfnZqvzVhblM66zSQzeqiJvDSOaweldRwRIzcR6q7vnEXvl0gP3tU4oaNncznWcz+noRjgkHkQ==Ip9IapX0ycLxMZjeQ70nWl+eL4LpkvAB5ggHR0nykRZmq76STPZ+KjpBeX1gFshwTb5LLZQ==!RUv2vMwDvrqssbcgnf+6yIGmsOFFZw==icqc0D3lUEo5na3AqW5RBDdycEIj/nNGP+ImWsKxcXMPOvSgTSHRDhrnQqdOsU1b7z5OqeSBKOSWz4E+KoTs4jcz69kqpVDO2rMvcheE=%n2nzHy8Q/O1IjAUAJhWLZIg4pxY4vBDz8yqq=Otx6Se5qwy1wb1ZEng9At/gs/VvMFQH74eL5cifeYLm9T8Df+x7kL3x+bbkxMJKNC0LvrezIr5YBuNwfFMzkoONkjmusfMC9Lkjr9ZMl0gqLv+zydUxQ3ePLb5Zujssog1/6qT0U=9L+J6J7zbnuaIf4CbLbV93aY8x9l7sM/eiX2fR81Uda9hEUtFaLLJSJPh-/06BgW6p7hKsHLkMFFOoZ/zGjWq6eVN+KPrtCQi69Qom5IBL5700K6qXrpHYkq9iv1JRItcbiu+82VAP2I9JJtKouNIKJsA==ICpdC5cpa2RIId6x3FmXhm/PyRZ3ou7zrSJBwrmn7ilG7IDxpbxh3nJTHewJUJfqesuTzgA==95TOO1ZPUZ0I0F/rCSWYL3vJkDQSff6mTBQc4KM3D3ZnoXAOmq357/Q==5PixXtmUzbSizldNADePJP/lWmkCVa1tMyxsSra5Mj4oRKMz44g===uY9SpLFscej0VMuoL93E6eUZDS7aysbNjBarXd+LV66yAfN/eeLv7bartQiA9EATUb2nuJ0cP0/vR1XEkQ9BZzax4mQjQRD/kLw6Q/lN3LuhWqcYEYw==1XVl9lubJoz2FkUfuBVfY/sC0bgXqh825UItsZZdfGvZfSbM=1nGVwmWHKuKps2Ac6U4RugU8cAIPfroxe9POmebnrgDC0Hfq49YYvVX8dZRnBOaUJjyu5hM20u0MlQguk8iX/W7oLqm9WUZQ9p2bp5/A==IJ6vm22xxriTfLRFHARrWvYT+ae8AkCRCZp+lpmI5yp9ZBc1W2YJuTdY9X7mNKO37rsbcag==iJ6vm22xxriTfLRFHARrWvbQUAlcBPaawejbqp0mJbAVBTt8E/fit/PwF+dj7I30GafdCOaJbpWfsuWz/eeYQSIoLrTo845W2m+Kfwrg=!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ7Q=e59KnFLZM8cCkeBx98+6RKpw81KLR6Kc0wMtW6lZow5hIpOEHOAN8go7Q/c9yu0wH3HMzNb5RVtjYhZpAbFXYrTsvm9LbgQxegSc=eJ6vm22xxriTfLRFHARrWvde+8fylGLGlhZC47DQKRZ+LdCckTcT+/6gqyEd61Hg17rAHGC3TY2s1lvPnydg9qQ4s2QhYIhikIQ==UMmWjyj9YqoyxFWjz9fZtr5E50/iJ3HnrvXpjdOEcM431Ssp704su3mvp5tpwHbeH+tmRweNQSXJuD8EP6Bo=aJ6vm22xxriTfLRFHARrWvVIhDhN16FAAhHWqGCOUJingvKL3VXnWh3UwYt6qL8Wi2UGHXVrABdTxGW2rKYuAssZm+8+yow==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=aJ6vm22xxriTfLRFHARrWvdo91PfFznUn8PKj6XDaDPJcVKWaR5nD1A5SGLiTA3pjkveWujuQ6iw3lprHHPmxARF7B//ZCw==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgT18r9PfyaW0hIe+PlEMQ=aVhKx0F9XAxgwmwOlUj9GfQTZm96hpFQqkhLpXDHjc23Eljtej7ioe+s7V17qiN+hPMUHZ1PuBe1ZDLCFZTH13wFgd6TPT5FVeJ6vm22xxriTfLRFHARrWvQXzTfWqfRVkIIvYCXH7UUpE4B6LW5ZI4C+zwjlPk2KUnf1TweEaKZIkU/vE6dS5ZSGrmGuYAjzokg==UMmWjyj9YqoyxFWjz9fZtr4x8+vYPIknvm5VF6RGS/23rPy7ynJj/eKfPMg76oqfnU2vi8HJOVz7YrEHCPg==eJ6vm22xxriTfLRFHARrWvWNZZhhZl75Xpbfi1zWalo3I/roNd9FvbC+tRvIlcBYFxZ4kpmR8CxlTHVewgaVMShjTe6GVs5ljnA==IMmWjyj9Yqox0efyv6QxAil4vr9t/D1sZV4gKVwfukQfsI0Gk38RN2fuf/CfvtJabYuH74ow7iJ6vm22xxriTfLRFHARrWvTyvfv+lGG0+mYke2uC0UpmwjUNUTfN+ZxkotCmRW2ubLUpjsfPOXn9gIWIXyYaMorg0oNnx3uRzPyJZAA==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=eJ6vm22xxriTfLRFHARrWvWjElIW2il0/S2MNRTCQPGrPKJenayvqc0eNpGP+Y5Xv6JKcyKzgKmzZvp10g6dPMpEOzNjX/ig5Ng==MMmWjyj9Yqox0efyv6QxAil4vr9t/D1sZV4gKVwfukQfsI0Gk38RN2ak5kxalSCDmmqaF2ZFmTQ==aEGronkQndnqCcQT6tVW0Gb/IMzr7IhMyC0OiBQbEFQyPa1CVZ4nY1arITd4gaLj6QZtciqZUD7zXIHdFtYmT9ElhuBbR1A==eJ6vm22xxriTfLRFHARrWvQC+Xi36HuF1jWUc9zx40nhzwEZ6YDhA3HXhwjGJJtMWWW/q0Cwd2amTCCD1/HDpy6aF8JUbkYANpA==IMmWjyj9Yqox0efyv6QxAil4vr9t/D1sZV4gKVwfukQfsI0Gk38RN2aXm3yoDONDVM48mUPo=eVhKx0F9XAxgwmwOlUj9Gfd/+UNx52pcMcDDzF4WN/IIIsUqsIaiBb5sBwyYp4OjysJtmG8+Oo+GvFAzrYWW1FU/YatwYpt+LvaZ5yi/+TqwVQ7QzgA==aJ6vm22xxriTfLRFHARrWveqB3uhWPmkIDfLA52hXIacoRhrB1P/U9+hDmvaH6pSG5TLgVLD00YpHw6Y1v+X5coWOD9dnz6NaeVhKx0F9XAxgwmwOlUj9GfXRPevsPMJS9aOkjnSIJP5bF0Nh4qvOF0Rj0KTOHMtBpt0P+oYZAgIPjFLyIlX/+8nGlDwmXxZLKQp0qyi/+TqwVQ7QzgA==]VhKx0F9XAxgwmwOlUj9GfWke5gWGI+oAxh9vw53qImxAfkHfY6Xv5O82k7w6PdZqED+NWIF1QK0W5Zfy07Z/yMZ6WvdkUVhKx0F9XAxgwmwOlUj9GfQlhzVyowqSKL/y1LCCCj0WpNHKwSeuBYbutzFZ+bvBtz9xP6KtSUYHHduAupRE=U59KnFLZM8cCkeBx98+6RKqxRtuHXttJw0IO6Pp5GSF5fRqTfYe9wI9wOd6hrqAee+BsuYOPWSzD+SGKxZA==mbZqVld5C1TuDuDSaqB095nSfbpuM9w+HIxzMk7mCJu7vFygIWs7ZItfWdsMT0N2JKdVP5YmXmw7JSlJDvw4wS/lInKzdtiTxnvAgCZfp4w== hh/0v3w5eVhKx0F9XAxgwmwOlUj9Gfcv4WOPZ7N+1ekV9b0Fj/E4UiYxP3BLj9GAwIVIYv7pYpgTQTyCQbs0szHvlw4RofE7FDN0itGyp3Q==yi/+TqwVQ7QzgA==eJ6vm22xxriTfLRFHARrWvRGJQlzPaBkMNDdY7PVpvTNEsAHQxOMtHVgjfvhZQ2ZMzI39wRCmaZFu2w9UjdYvkkj1zHwKOYU+ug==UMmWjyj9YqoyxFWjz9fZtr7qc94yWEM0hK1+wFVSLED6EkZOjSYryi/gZ6+9HJJhViWLf4h4n4n7M2et8X74=aJ6vm22xxriTfLRFHARrWvTi9UAXCRBnEV/oWRNFY4qywNeAkn1O/h5ldOQcniLCviPWQ7Saks+6o51vlqf7yMpEX94mx1g==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=]VhKx0F9XAxgwmwOlUj9GfbOZc+QdwcHqEmc8s2guwKK+cS96xa8YZ2rmNQG+W5QU93YGB+MpXEECinpFM2eili0JEUGhUJ6vm22xxriTfLRFHARrWvVc3rxBi8xiZseI4UDiViCPz6lhGLDtKtUGPgBq+BPvr3jattkeDGl6uFgbtfg==UMmWjyj9YqoyxFWjz9fZtr4TvVj/Tbq/kVFZN++RyKXzsPKDQvNXsBpnHBCHtzYAhlAZ7IQmmOlIln43llQ==eVhKx0F9XAxgwmwOlUj9GfdPkaXVa7X+361Ab9VP0pDC42BRjC08GA1k9Mua8HO9qd77y1+q605C39S1X3gZQNKu4dPpxxl0RjSO0yi/+TqwVQ7QzgA==EJ6vm22xxriSkx/NTzJMF410GqkNMIqKmWQlCOALh05y3ht6aIj198FBgRhAI2kKVaQjhEVhKx0F9XAxgPv4bkSCdRfz1mHCKBtVgoyrBTSViA7J8qv8PP1Nq4PXV7d4/k/eAA8w==YbZqVld5C1Tu/M9KBE1TdIWMVaP3L6os8UBl8dia4FKavjsygF+Jib2mh8i2JY6JykdWEsmzU3rwvrxqvGrLvUoI=%Ix9n1VAhiekqceMc/TogYEpFp+UjJRitfJgDIVhKx0F9XAxh1lwD9+ddfJ6PZ5GT3t112jBHyMaY6PWCKIehSjnnQshdyMpE1Syv7mh8a/g==9VhKx0F9XAxjgZFShWgKg9BOZofY71rMEMsTkyG2ICSZlChRazViRNb8e959KnFLZM8cAkqr9U4bFNgqHTDbHH5f51xU8AWjucSSirOu/iEWf0lDoiYGPjzQqvkjAFrE/rayu6BnQaFGeilPY7O994lg9JVYYrHbYSjYTUaHMgVsie6xTeKm9kVIjGbugayid0kpfd4ABM=McIgf89/YyCevHJzaICX7PQAoTmDPVkZMhw2T+GKQ02nYgfMq23NB0OTSzCOdEwbLFtuITrhG6Q==aJ6vm22xxriREshdDE/QuC1IZy8v/+Rxf2N0YSR/t2sSUFR6AN2bXcRSuKUmymwo7STZZ+sXyuOyACyJnAbZYYnlxG/x3j0NU+MjB1WhYqU0tMef3N5s=aJ6vm22xxriTuceyneKA1pAZOFTe9LC5/EXPui5ZDvL8HBxEg5pl2M61iWm06MMTp6SicuzVj7msm3VLjL3PcnlIJwcwVBJJB+MjB1WhYqU0sMeX1N5s=aJ6vm22xxriRHAo7ZyDpVGKM+f0ISyCSK6oNNsoScfJdvU4uRNGC2gNSD+S1Xzs2MgvDPF1/jDL/r7sgDrNfMhaMc3Bx58g==+MjB1WhYqU0nL7bxaJ6vm22xxriTVMOUfVLyC+bHbFBKW0zEJ9192uUqiHsqk77WYk3WBDR5VKikgh7uB1QHBTw0xnk11UGw44TxgoAP5fBuwKc4=+MjB1WhYqU0hMevyN5s=IbZqVld5C1TuAPQuhACtWgKBqIOYzkXaHO2WV3afexpJQN8zvhwu6Md0kGWle+LWb1Vt9Ow==IJ6vm22xxriQlJBD77SjdkN2N/oi0PrKLwZBJUydy4UyUq+GRM4RFqXB/mLY786qea16MOw==iJ6vm22xxriQlJBD77SjdkBwDJH6AhpEKSq9bvAH62ZiD/awZ8A9207M9WWVx2SbMt4kmEzSrPL+c3rnvfqf5XarjuEd3Qx9I6JgqqsI=!h5H0p6JWyKQyfL8DHEQy0KoGxIFCQ7Q=e59KnFLZM8cDzAOSQ19Y62WfYT/V0HJ/8xOBaUPEELQvO1+DFud74qlBpfM+JhNT3OhAmHlynJ3msM7+po+UMQ0Nuvfs1ym0f/T4=eJ6vm22xxriQlJBD77SjdkDdgRBFe2pf+bEtaRt+pSp/UeUqxhs/382G3mYlLPHA4Ber7p5zLL1gicM6tKLWKqUl7HHhHX/G/ZQ==UMmWjyj9Yqoz9npezR6sG1HpBbUZ914ywSMs841/oGNnGGEVVOFUI1bN6P8I253Giq24zYUiTvrkl82AInZk=aJ6vm22xxriQlJBD77SjdkCwRmTrVow+BZGnOiXQksXdnMdoXzWWKMZ5lrsboQtpEJKOd9LSD8sJwmowgEtoPSGjlQ/M2FA==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=aJ6vm22xxriQlJBD77SjdkHKpy4a5/awlyIeF9jRAYJpB/uWCOYBcPDlPYJ5WmRPOk5B++CGHeyOZZmGBdJCOpZNwON0L8A==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgT18r9PfyaW0hIe+PlEMQ=]VhKx0F9XAxhRqE/Jr3gyCmW5WrnZ3HjR76rfGPEx6svsdAibxgN2oISHXQI+wnnhu0xop9EczWoAhYOERM75H6/I7yIUeJ6vm22xxriQlJBD77SjdkGGU/rIYV64lLg/T/jLYfcAdsNnO4HxCWXuTswD4v//A0PfwRI7BT7LEoZcxqzjgusPFpcBPDRRxBQ==UMmWjyj9Yqoz9npezR6sG1EeVr8171SXO+UzrGhSXb/6AtVVOK5/kZLC/uoDsU+vhXFp1SyDdfvAmgD8b8w==eJ6vm22xxriQlJBD77SjdkCU2vJNz+ciAnAbzskK9llAeMt4511z3+qmGlOUEnabqV3GWRooneNrZ+TSND7im4rgP2BWBELIqAg==IMmWjyj9Yqox0efyv6QxAikoG9UIVVdT0s1WfASPVTVm75CslDYbMrs0utfRJ9a3uFt0CNMdGiJ6vm22xxriQlJBD77SjdkHXCt2PsvKPgXFVa1JB6FPYZ/2Dur1ANebxkpGVmzxiFgM/yJzXe5XOeoFzc7zz7a2LrACd21lyYmgLvXA==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=eJ6vm22xxriQlJBD77SjdkPW3QjkwxWtukV7JJrH4JtsMMI5o3CDD1FDN9/tCL17Pnr1eZpJL6RAhNGq6uiGQ5hdonMtFXNV9Vg==MMmWjyj9Yqox0efyv6QxAikoG9UIVVdT0s1WfASPVTVm75CslDYbMrqAB13o3OZElyQM6y5BA5Q==aEGronkQndnpNdKGNuuX9cntFXGq+TQv6sIjFZ31t1oh03GiTiGIhlObmLSs4/+Z9B/q9bmDgGow+UxkXLkjECZxeE7/O+A==eJ6vm22xxriQlJBD77SjdkIs2ENNE7v2WafxFuW5gcuCQTzAoG5tdMOm7MqxU/F6yXdUANvHzpzly5QdIf6kLx0FQ+istgmQOaQ==IMmWjyj9Yqox0efyv6QxAikoG9UIVVdT0s1WfASPVTVm75CslDYbMrnCKtdz4EnIbGNBhNE4=eVhKx0F9XAxhRqE/Jr3gyCu2O5XRMhmsZJD+UfbwcrMzrtEsSUPLE5QCVHv2xhAfph90YT0LjYwUhIYR+4/T9+4MOSUV4UIzPJJx2yi/+TqwVQ7QzgA==aJ6vm22xxriQlJBD77SjdkB8Ze9N2iuHtPuzLKcjIxYB7C+G/zve/rOUuE3WDqh4JNyK3LRIZAcUEI29HltnuL0ATxeBIq4J/eVhKx0F9XAxhRqE/Jr3gyCr4UF+GAH05Rfx/8/xCdfpQgYYuhut/GcWwu7ovcmQY5HU39JoOeQArKkcAeXINRfhTUiBxN1/qfTe1Vyi/+TqwVQ7QzgA==]VhKx0F9XAxhRqE/Jr3gyCtsyQfB8wPMCq37tqnS1p83HfkNfr6dbEDgs2powCI14biSuKkMKhgQ5jZ5wxptod64lgoiXUVhKx0F9XAxhRqE/Jr3gyCpu//LI/8rosdGe1Nka9r7UUudZ6TdCYoO8HL8YVRG0KcsM8Ddfh98DzgzcKK+o=U59KnFLZM8cDzAOSQ19Y62fgerLgA2/jMuVBARBgfSbdyxCHE5PWyIK6yyF1+9kLSmh5QVHuX8P3zy3mTSQ==ebZqVld5C1TtyKZ8n7pPWEvWYsbiVc51jG6xQvsik3AAvPi5r/STKHtNHnvk4SeUBLHsS/mPv9AgTLBArYt/ltTQE2K6VasbcERshiFJXRXzZOCo8m86HVA==eVhKx0F9XAxhRqE/Jr3gyCglKG+yqjm0CLzi8B2zIkl1VBQnQqLj+j93KEXFv0Ii2GmoDgh5tEMeMJYEvIhrTf4+NWwn1rO405A==yi/+TqwVQ7QzgA==eJ6vm22xxriQlJBD77SjdkFbSL0Lg8OzXA/q0gIL7g/ld0rcCZ4eIVqsXLk9Y5rvCV1chq2SH4H5jgpkrqGxUyZ/xOuC+GgJavQ==UMmWjyj9Yqoz9npezR6sG1DBQCAjF4vkoKUBnG3GGsUBraxhCQw1EP/PiXFaUG8OlX6QseglTHgMdqnIsxsA=aJ6vm22xxriQlJBD77SjdkIYou/ybfU5rHImvKSPE+T5jpCdgYOApziPYGa2ipNRJ7q7R92aftkoviQdo8hGC5yAO0aRQVg==5YFtkYf+3s1vIZvgKKiXuT665vrcnjCgTCugQMwtv0lVrhruFH5I=]VhKx0F9XAxhRqE/Jr3gyChGnpmz9/cvG75f8lvmQ/O4mAPdY9R1xtSPmz9CMGbJ1Z/10TPfQFPkMTBYrgAEYvtg4bD/SUJ6vm22xxriQlJBD77SjdkBMkmRfUq8rNRN3d8e/1+UhXO63OTfy0kTVPyP3RYJDcTi9F/g2um6Y3dKCYnw==UMmWjyj9Yqoz9npezR6sG1M1SlXIyMgXTx4huLd4yLt2fTFosooBXS9z85q5VCKNwOT68n956ykgB044ddw==eVhKx0F9XAxhRqE/Jr3gyCsN4R4QTB6hAIA056sx/OGGhWmpw1Gh3z5vXJML8uNMu5tSOagbKVJOShsD8lNjIBMLIwDIQGeyT1sHTyi/+TqwVQ7QzgA==1agIA8jzIW11+8BPsuxG2VSScXaU3nA7SyeFmj2ktS+GNHcI=iGQ6Xxx8Pm5ZUn2bSS2435oBJQXgibsiW/tFPt07O7kyg7VZhvPpwQNrz2r4VhcTLjeluuyKNIMMLs4fLRgGNkQRRUnnVfPg4KDOXHeU=InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES8jIqU/CBM5Lg/Bubo5G8vJJBg+6ZQ==nk5cI+t514Zu0+uGsrkrd3YDFTiPbATjj5ICxoqaHNn3io7IuNyL+Q4tTXw=u3jgnVA8zjKkCTaFv/ESo3nCdPg=)ijhEQ00jotpbEjQ4AymwpHHJssBzSh6sGpbyUhA=!sBpdGs4PWq3iSr8oYoaVxyFT0IE3pMsXB4bMWeIBiNdUS9UfEfGmHq6Hb6Y=QCCLLbFWnv+5pXONZTvoEVbSmbsw0N9eQnRySJcFoyGDKT9+gm47yDoz9VYBZCEmV6imomxE33kZ4Tbtpu3jgnVA8zjKhoL4JsA1Q/4c=)ijhEQ00jotpbEjQ4AymwpJi6c76/+UlzbvG6s5E=!BdSKNsjW34oaiDOdQjDortPJsbQwbsTQ7WTm16WpBvOC7pW+q0e0qEHnYtY=QCCLLbFWnv+5pXONZTvoEVTcuaazLKEX6Y3NEdKxkZZh+UswEGuD9cKKqpteQOC5DYgnfxsEcoYQy64kJu3jgnVA8zjKhoL4JsA1Q/4w=)ijhEQ00jotpbEjQ4AymwpP37zAuNLWVyJHE5iDX6%dePy4LZKqzUGRKLhZxxV7fAg06qsxKGjlQ4=7BRjPMBbHjL4rRVN/O0LYFPDsuKMUCCLLbFWnv+5pXONZTvoEVYk5q94wUlhatTEithsuYEC0qWgt0yBt0kWdGu55NmMikFEfSELhBoH0ZtTi7cU=u3jgnVA8zjKhoL4JsA1Q/4U6)ijhEQ00jotpbEjQ4AymwpNSRuzYN91LZYxa1Twtq%icZwy7adz9Z87W+WzMC5H5rm/ggqaM0vjs4=KPJKix5Be3j/yNXR409475IqjX4SUCCLLbFWnv+5pXONZTvoEVTtP2g7zDZOyKd4F65ABkpMD/1eNeGjljkOKmAH44HfZstbd6bDWppfppg1ANpo=u3jgnVA8zjKhoL4JsA1Q/4U8)ijhEQ00jotpbEjQ4AymwpPRsT5HcfRi/u9xXcsUc%qCRUQaJ5cqmp4O+fTzY6JDNfIVXq2lHdcXo=0aTnlam+iajh68flVpmCNFddGLNHUCCLLbFWnv+5pXONZTvoEVeWIjXap0SK5gZEtncQoFKkGK0ZVkiY5nza9bmu+I1dP3NJDGAgtScRqjaz+74E=u3jgnVA8zjKhoL4JsA1Q/4U7)ijhEQ00jotpbEjQ4AymwpCoPBMoFIgOHEwsBxXWj%qlWqpY87vL6tdDUDxFLzIINlr96/FNDd7C4=eckL1xWVen7S8k74GgWIFuiORX16UCCLLbFWnv+5pXONZTvoEVYkSHgkeVIk6x0KSDRxuDDpB6pPXES9Lkh81d1uDm1WC3kVVCpfRbM/eMEqYsA==u3jgnVA8zjKhoL4JsA1Q/4U5)ijhEQ00jotpbEjQ4AymwpJll4Mo3g9hWX4YYHMo=!JDnV6Gp5Dm8QpyJIpJIS1ArAQDUFF/k+i7nyyFPRpgy5CUH50b44AVLwkvo=UCCLLbFWnv+5pXONZTvoEVbnxjaYeU5pdGOW4tvA1rh+5nsWiCp0VVqgtYjz91KAZP6qPKXerdi+i0NNsyQ==u3jgnVA8zjKhoL4JsA1Q/4Y=)ijhEQ00jotpbEjQ4AymwpKKaxXbqpFHiOQ2Z4Zw=!i9xD2WwKi4xiXF/ZRBf9cg74+AUNcq9cU7uEODO9w92XO8v7r3Z0tDThAu8=QCCLLbFWnv+5pXONZTvoEVSGRxYClxad1vippbtgZqvTU4IJhYOd87T2lWSbLQvv/NecILmNcYs7GIBs=u3jgnVA8zjKhoL4JsA1Q/4A=1ijhEQ00jotrxA6+RXdkeb4AP+N1zwBdzX0EqZOk4o0fEBKo=94Y8eR6tkWfMBRfRZZceg4989cfOQmstnO4mxXYlkOrbEwunIds0kHA==)oZZcU0LB5XwwgnHQP2E3P36lIsrWluoJgo3i/g==aCCLLbFWnv+5pXONZTvoEVW+CeXipF3uBSiciBcdh9m9jIvNSa4ePBQNEq5kqqUbkJAXxJ0BNuuQyTWg8Vf9UXdh+gfh9lS4=!aGhYl7ZW5vxQH3Fo3E3YapQ1c6tfLLw=)ijhEQ00jotpbEjQ4AymwpMWwPnQ0VUFUorL4qBc=!QoP+t/al4Qs3Hi8Owj804cRrWMls7pFJpESxvGQaruDYiku8JeklJjkydU4=YCCLLbFWnv+5pXONZTvoEVdpGBjagLwPhS1kmIDP8UiVsCK3w53gJ7oFKvdHnsXdqFxKbJVJpOogHCobY0F1y7w==u3jgnVA8zjKhoL4JsA1Q/4E=)ijhEQ00jotpbEjQ4AymwpI9FmvgDeFRKQL0Ofak=!D3jLpsHcPguTs03N+wSqA7pWbA33s+RLHyTWL9XQ6URfH0EoxI5+LYXIGHY=UCCLLbFWnv+5pXONZTvoEVTejN/VEBjPbWQyWPNroKl6QGIhYS/leSJJQX6HquFDy9CU93+vVjvW0m0hyQebgu3jgnVA8zjKhoL4JsA1Q/40=)ijhEQ00jotpbEjQ4AymwpH84Ucszc/jieIPTqo40%nZun74VXcn9qIZEsLHmXhRI7pc7OhbvA2vg=t+BtR2wLlEI252vzJWrUMp0k1OfbYCCLLbFWnv+5pXONZTvoEVY7mVrAGx2Iep/UN/2RF0uf+BaYYJ5R1FuS2F1t/Oza6kGa53Wso9bZb6MxoNWIMN68=u3jgnVA8zjKhoL4JsA1Q/4U4)ijhEQ00jotpbEjQ4AymwpNa0IJ67w8sgVmciTFA=!9DnCwV/orWR4ClyDbmIjhLlLq94v1B2xGUyEXNZlFOZMQ2G791V0uqFBHUY=UCCLLbFWnv+5pXONZTvoEVQ90fY6LhmoNvtxugcF5rNRvBY7LUebitz8PXFHPE/L3soUmGCtxhP+UN+t1pPHbu3jgnVA8zjKhoL4JsA1Q/4U=1ijhEQ00jotrpFcLAn5vrJoD9Kt7A2/sYR8yCDnOE4pHeeQ==5qwWWeM3bj+b3cN7E6zl9+fGf+pttZKdXZjb1fcBtWr+ys1M5lCA=%ye3Dl9Q7CejIIb2+dxi4vTB7Qp2QnhDh2thFaCCLLbFWnv+5pXONZTvoEVauGA1TabIWSDLfxyp/fIDkgyUf2e4RbNc793bPVjeN7G4yW/sMP7jb6CY2Lt5Pl2SSDIADj2w==!aGhYl7ZW5vwZtP4O3JgN95I0p63/mA==)ijhEQ00jotpbEjQ4AymwpIH7WKokyhtzJTwQvtLo%yDRxGS4ZWMcRHNYis4acyVg1lEShNhGVMJI=fYDtvppcayiLUk2Cnhp/NEE2CafRUCCLLbFWnv+5pXONZTvoEVcL7zcMDEQCX95JTy5JWOS09wqBhdE/vXwcchuo8JbLxIS/mCdjehxEqCSH/B88Cu3jgnVA8zjKhoL4JsA1Q/4U/hxs=ijhEQ00joto/NPVm29U9sqxis+M=GcJxdtC5X8Kf9YODNaoZPg==-n1J1JvFV2aH6cUAjSIltNupYkdyB5sXPyUgebNoAtA==Ehg26CYVGN3f0cK5IkyHz3XpyRVi0T2vGWtqhCiOmp+lgKo70xRxS/du17Tr87HdOKyvcYK86JIc9xe2YJvOVZdYXCXx21s1y561Wbvy4Anqz0bZiQIvsDSWddzX0tOwmu2DvP6GwMyM/hjo+Un5GTJH8Xo1kV%mUQhiwqdx89PGP0GOVuSVEZ+ANi0oci4qpc=)j5iYLXYdpr4RMWZoKhmobFY5x/yAGkLtrOOa9ffsIEv5JlwGaLn+ZVVVHbrhHQZ+ZkeGUpJAp7atp9lweVaUWyVt60HSlQ8MJbdh0UDOhGjvFiRo=-wncAksZq7l1NtmoFFyVaN9xNxQKcL7sSdRojqK2kFqY=-QRthYhRsWtbakOK5+4QtGcYJF4NS04eKUfMRb3+HScQ=lUnk7wwcARSj/UNezyJR/eE=neZxIqAvbwxFnyRcnQ== 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L6EWPaOZbi0UmeIvIyRZyi6gNmrZA6mnkxg=D5ze/dajHp5hVrfo+Eg=hxs=%umBmVlsS8rKbU6aZgOU7itSEs2GNr4rAksA=!Xzl2c8k52IRagRWjQPcp4+KgGFdUSnc+zunkqCkOPJom2Tc/yaLbjv++tQ==IIdcHuT+uoaFim8kfGFigxnmKQ6n9qp0LFJ2f11NmYHcvPUdSVuF71EUpJmNHrhhxzSf8C8c=9GvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQpG+9KwZ+22uUfm9nI4pdaw==7arknlkzKCceog== L6EWPaOZbi0KmeIvIyRZyi5qFqo23qBg5A==D5ze/dajHp5hVrfo+Ei6hxs==umBmVlsS8rJv9KRc4bL+FRUgvzeh/m9L+DowH92w22G/MxX8FXcNmUaS9A==yI60cnAR3LFvCQY=)h+Rhz56kh0+6mhObuqnDOQtGEqV3VohKEB1qzQ==QdR/iKrCISj0UwqYvlm0coMdCoTwv7CH2YgLxii071RMz6iRml1T2w9rBq9C24KTx2EWNsIW2JoBsug==c3zF+9C/cg7cigY=1z7pdoe5Wr6akBFLhxs=QumBmVlsS8rLYumMVAXLxYpRQcAgi67xR2f75mMAwHAZ9MFK27BwAyIDqZw1kF09l1bdGJiczMBlC7cU=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=]uNgHAqWFFHcjYzVCgvllVZxYcf9//k0zhDP1M8KWgR8cmlWGtnGCo+NRLwiUFyiJuX1KUxLDYoq4cwLZmI9peyjKWw==m0q7oB7IGNH806c91kKNjDXe5w==yXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3HiZU0=hxs=AumBmVlsS8rJfLhEC9+eAmc7b9hgWFAQ91pgJkccFUX1FO9E4vT3xiVun3B0/+4mtyI60cnAR3LFvCQY=cgMHH0DfFkGI9vs=raV8uNqlkoYrBzRBsnqaQ4nPpjDsWH1yKqBzNji3Lw==eBT5DQ1z3OZ8aJBMtxTL6wpoSHeSRuDK5uelHT043VwjOoOEtN5dp6tRXVZyEUb0vvpFcjj7al9C0W/GQMu0lPgHbOOmOlT0E3g==KgCSK89A0vh1Aw==XDftwpAKAbJwzewcNOkXtvdzOfKm1ztkjQ==SrLPrVEi+eNDny9zsXLOhxs=MumBmVlsS8rIMfN+oPGNtRggp5ecnLnqI0/+B59UIEotKVxue7VYTG9ijGooZvCdKe9Ba6GfqQ7A=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=AlPnO3XFEIrB2SJROhRe70dfs/7ZwKQfTw/7VDvssP/UTRY3u1rPzUSKVfpcJ517EyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=vsqGwic6goTudQQGqs73hxs=IumBmVlsS8rIqx4Wz3c7/de08yGpWosgz07G94nV3iSXcTyZoSEPpYrzmlJtEhYFw0si2IOY=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=A9Aky/qCZUM21tYnok+b3DS79kwQy5FexTeQ/7P+sI08b62kFirjldodSiMTDYQX1yXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW5OyMMAudTZrGH5N4NA7xAApaA=qTQL637eHDRZOV99hxs=QumBmVlsS8rIUzVbnMl23wvZb2xo6Q0pl3fqtHsrCDprf6SSm8PWEHF6oJqF6fXNoJTyT6dIfqLW1rA8=5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==cgMHH0DfFkGI9vs=NOkXtvdzOfKm1npS6w==QdTEVBM7regxHvM=Y7V2AxraZQQWFs1bjA==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=Mg+Jbd0H/anJTj1VYbwplJ1qIxAFLW8A6lB93q+y8izvfV1a9HjdcrqgX4BuHgV7tPBjcikPagybQAwlSIJLWpJKwejUMNXP6z8Ufj+QwQxHpXrkqcrmQpVqBNM2J+VOvvm7LJllagHujoyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=pmpixFZ66WtJlW04hxs=IumBmVlsS8rIHL8ilFIhCrSpvebYxByBAe5ZiDpsJX5JxxaITghQj8Nbmodr9lp4ZRPuG3VuzdQkmHRK5U1vJrY8KTA==S3hU10UB9y745kgYWECmK9OId01c03Q7NTXVFw==kCjc4spMhfgZfuXq7htZVorsMVGFJ1EMYfiHtH4=bosdnOhqqRuKQlXJXfdKFsdVwBU=AMInYQKMD4kg1qeM3z/ifWlaYnLaAKCrG8fWi3ozNTm+Ix2C7KtVcYwnK0gDL6w==0SPsJP92MElmVTEjKWma%LcoC0AfS0AhTDuNQkbxQuETS8rNAbcseokk=i4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfwzQHUmJBemlO6WM/ugubIXSMOvHL1kRmuVVO/+JAOSB6DCNSQ==]XXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+QDolNdXd3y5DqjMKHjbTr9vPE1XVVS6PLorWZg=cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSpvvgkDGmWyCJo4H/Yc2BmAp%FYA6ujWBxT+S4hnNLKWKiMmVuwQ8WlIRJEQ=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2oubCFVAdU/RSAo/badX8NTRQSCm65dG+B6i0N/rX2J5g99g==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hLxfFqj2WODT2jlS9As6W81Yh2/x2+z2xFmNsBnEzl2GUHqljw==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=%GvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o6RUfQ/TVjvAcoW5OyMMRuNTZrGH5N4NA7xAApaA=M+CU/C35TFfVSYOkrK8BSkshhxs=YumBmVlsS8rI/YyyZvbixcAA3Ulogo/GsS9L5WWx30/3zmgy9O0ev0R0RscXoRGg+T5hW2uUyFcUbjdDZuhRuwY8=dQkmHRK5U1vJrY8KTA==S3hU10UB9y745kgYWECmK9OId01c03Q7NTXVFw==kCjc4spMhfgZfuXq7htZHEzrNRque6uU2hUlHUTP64TnbVGbeupwJjUpd6na/lc=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=Yj8w59OtcVErmiyG2BC1KEocyAG/D1pgRIlSUhjF6mXzL9tOl7IXThMiHrYN28sAxTe5CeIQC7336pZpypIJrkCQ=%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=k5ZIg1DxJzsg8ua/xbAOKQAcp9x+sQLTE1LIlxs=hxs=MumBmVlsS8rL+vC1vezqhjCKTea6xou80q1OiHYfHDN2AwwTsCNkQIw/bz92dhz2XklWHPofyvDAs5+Dj/bquY9JDwXnZ6gKebHdW/34vZfAwwfn+rEJ1Swwx+G/QTaw==yI60cnAR3LFvCQY=rzJiArREk8NdnZX3tQ==KgCSK89A0vh1C8I=qNwX1qJVSQNoPUC5OA==VorsMVGFJ1EMYfiHtH4=%dAEJRqrW+UVdxCL9gq5ftVAOv7urjuCxNJ4=YBxmrokOTP0QuVz8riom0lgY+JgXxwct0/8PaeKtbGf6WnXjFEotSzYars37zJ6MuGifePukX+uAMrhegIA3o1khhyXG/pT8WLhUbMqSWhgahEVA=%IcvhO9sl3OUPAJmxEpKDW32VXu2uXEvXoJQ=]4l33cqgXduO0lbejcVdV8ge0KhzntsO6zgyH6gRNYXJafh32baXsfyDBkihJ0RyG8NmSHWg1i2RvCDMAY0W5YjD7QA==cQrR+A9mjrv51S8NaXXOsHKNNImR1R0EUHpIoxYCKJtahPbuHPBt4qoCpdsUUsaUJQOfI+dRaortq7pYn45FbRpuz9I1FJYMO2WeqCz424iw06A==cQrR+A9mjrv51S8NLzUx2Qv+rHa2GeP6nz5FEQ===DVEuxvqSmitTniKN1/7YaBOU4DT+S27mXpgQ9kTT+4S+Le60eN9I79oQSps=gkDGmWyCJo4H/Yc2BmAp%5H8hF95k8zlGX0+DrWsgXPQUKjopL1DRLys=eWrphV8FrRMUSM1EjSiDZuZO3kq+JXKZnm6HoAx0ZG74ZgBHh9w2ouWruHtrbBCtMEF0CMm5v8XqUcKfBdJ/CAx97DxYXFB9Kdw==iZuq3Bh4DnJ3ojGZ+2/vLt02WyNH5XOB4Cu1aEbWwIDDKj5a4IE0/hI5sdlBAd+UZvIMYMeLVlrx+mn3EQCyO0L1IZ1gSAsgppfkgHQ==wEubmLjUtUYRdYAYCagLIQ==%DkKvKoFCaD+c/o2FhnhKoj1jMQySdxQmWjM=EGvaIAXfQjdeR+1+9i0TcgFiAJYmBlT5o1o9hOXsLFk0x4J9WFMLlbYtsvuicX40QxA==Q/TVjvAcoW6V3k1AhMGi7Q==rGH5N4NA7xAApaA=hGJKahUJIkbvq3DiZU0=hxs=YumBmVlsS8rKrhkO0kMRrc0vtngPc2POAPF+iOWv/PAfsvYYeShjYQWvNG6ZBPM9nSeZsFodNPcuFPhToAoY9hw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/yIS1pdVa1aReGqJWW78HZJe/P69ejtSYVzKZr6eWWaetGy5U=USozSVVoKxjGbG8cKoao14r1jj2oqbjcHNIwbwifPq4Kezgu6BeWrxqUPi5U/wmkg0u5TgxtAorZTjuRLoQ==!x1PEQCisgIF1LP8g9EHjabWAgyTJnUlvzu9yyWXASlvuC0zbhxs=YumBmVlsS8rLDILsJHxXUXCTlr6c+MfCKpKfiTdctbHgLAvzpqdVl+CfKzTvhB+9ye29knO9HDpxjrZT43ebitw==)JFLuSlt34DMdK67LklVOrmRY1xUGK8zCsQHzAg==I4IUqOfGFck93ZywtA4=+nAENUz/jm8I1lQUzb0=0SewRsKCjBErMcSYD5o=oWkjIzqKfzo0YEO/M8Y=0y5QBVjjFryabXsssBA=QvXVPnNwJt5vP0g4xQaAR/p44gMAaDg/ybrY1BRFji5Qj8MocWVgTPhAEK+t68VMpgoKzQZfpmUpyJn4=UKq2lwf3ec7xhCbEVDPJXLAbsLmoAcM9zttUwAoCv2fsqtftgVc40liemYC0/D2TDVH0AItCWUXkP9oUYrg==!x1PEQCisgIF1LP8g9EHjabWAgyTJnUlvt5riNbE3NSWE6jpEhxs=%umBmVlsS8rJ9nTWbctYM7EjrCPEp4QVsqw==Xzl2c8k52IRmtu9zLh8f+8M=-GvaIAXfQjdeKS+ARkeeTbR0Hd3VKNlV7gkhWk/KIDIQ=bstWSMUedY2ofaL4rKY=hxs==umBmVlsS8rJF5sCQtAD9tT1UxHaY8w7+0mBUIxlUD4AdpNghbRcjs9roFg==VorsMVGFJ1EMYfiHtH4=KRaCgUBrD0WeI8qbkeA=z0rxRkL2mpg28u+sEz279JJsKn6lrOqIxZGQ38fD575x6rJ4cdNLZ/PvkacbC4y2aI8U8AM1jgQSFv+9AbY8z=jxuWqHf//66DH55UyJZt0UtEPpqtEV1Vmp1XZiX2+1Xn38c4ZZPzraL8BQ==kH87vN2HisO4f6z/6ddNrQ==3N0nToa6sfhKwKdoPg==AAMf6k2Rs0jdumyNJods0aeYDPAhFwzXNbkn0n4gO5zCg/EjBqYvSOdTzwBj34Q==8XIl+k8KNNjHCwvZZWI1IZ7nv15fTLIuHMXKbtw+Zub2+TaNYUzSSWjRjGgATlqtia6ztDwqeujDB+GGCVrICU0/mAg==1ofmzA6Q889UK7d2ut/X7A==EWVlCSXPgPFnSM9rLvHOhmZU4IFtYG97YIvJbiiJQHIg3nSz/5bTVkfd+19RoFgSuJug=hNXXEGVE+OzhbVI=QFjITl7GHTdKSQ==645SQvOFRzXSctov0TM=5gz41sWX38Dzesivtn7tTUPnnhBKSHMUXtNrtKq8I1dpC+v0HF17wZHgFpa38mQ8HQPGRFA==q8x7bE7t1BXWsD4=B0L8R1H7eBOxoXmySaadgFxvpv8xA+V4RRmktxonUQ==hxs==umBmVlsS8rKg/7jnQp+CDX8IgvF6OObp4sZxfOQhjn4t0GFEKXj1LkNY9g==VorsMVGFJ1EMYfiHtH4=z0rxRkL2mpg28u+sKRaCgUBrD0WeI8qbkeA=Ez279JJsKn6lrOqIxZGQ38fD575x6rJ4cjMIljJ7TkoN6JjgLMi4O086/BSovepAYD1w2=jxuWqHf//66DH55UyJZt0UtEPpqtEV1V1og2nb/FKGof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U11T_06CD15A020111221130514 D_D1D_D1ˆC:\ELABTRANS_WS\ELABTRANS_DS\Part_Numbers\TPS51217\Active_Work_Sankalp\EXPERIMENTS\TINA\Models\cir_file_compiled_and_modified\DIODE.cirSCK#D_D1LabelC7958(8d*1F&ile;&Device;& (@d*2F&ile;&Device;& @(@gArial&1лЖmлЖmл?€e (8(€dўџџџdўџџџe4 40€dўџџџdўџџџh $ 40€€€љџ^ЯЗбу@љџ^ЯЗбу@ ijhEQ00jotons0tppvXl2w==d3SyYFeffOl9tQ==l2OqPbL8HaMEiFv4BhrcbJ0mWZki20w=hZuXuBdiyozBjws= COg/ZKyNZs/P 24S6WhqjsLk=c+6BKz+lwyyuFg==12џџџ:BRXh8U12T_06CD1F8020111221130558 D_D1D_D1ˆC:\ELABTRANS_WS\ELABTRANS_DS\Part_Numbers\TPS51217\Active_Work_Sankalp\EXPERIMENTS\TINA\Models\cir_file_compiled_and_modified\DIODE.cirSCK#D_D1LabelC7958(8d*1F&ile;&Device;& (@d*2F&ile;&Device;& @(@gArial&1лЖmлЖmл?€e (8(€dўџџџdўџџџe4 40€dўџџџdўџџџh $ 40€€€љџ^ЯЗбу@љџ^ЯЗбу@ ijhEQ00jotons0tppvXl2w==d3SyYFeffOl9tQ==l2OqPbL8HaMEiFv4BhrcbJ0mWZki20w=hZuXuBdiyozBjws= COg/ZKyNZs/P 24S6WhqjsLk=c+6BKz+lwyyuFg==12џџџBoРh њџMODET_06BF54A020111123145233 NOPCB (J)џџџBoШ8 MODET_0DBC4F0020111123145244 NOPCB (J)џџџBfˆT_06BE8A3020111123124633 NOPCB (GND)џџџBf€ T_06BE990020111123124932 NOPCB (GND)џџџBf ШT_06BEE31020111123130914 NOPCB (GND)џџџBf@XT_06BEF1E020111123131643 NOPCB (GND)џџџBf˜РT_06BF05A020111123131938 NOPCB (GND)џџџBfЈPT_06BF0F8020111123132343 NOPCB (GND)џџџBfиT_06BF1E5020111123143454 NOPCB (GND)џџџBf T_06BF4AC020111123145150 NOPCB (GND)џџџ€ђ8№?Л `@Dё=ќЉёвMbP?№?эЕ їЦА>ђ'dd№?Y@‚ђ[dddd$@№?€„.A€„.A€„.AeЭЭAќЉёвMbP?@@№?ƒђ,Cыт6J?эЕ їЦА>„ђ №П№П…ђ$ №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>ќЉёвMbP?ъ-™—q=ќЉёвMbP?‚vIhТ%<=@@D@•ж&ш .>№?ќЉёвMbP?4@š™™™™™Щ?{ЎGсz”?ъŒ 9Y>)F@р?›+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