OBSSКCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.80.224 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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2010F6=1F7=1.F1=3V to 20V INPUT SYNCHRONOUS BUCK CONVERTERD‡а@‡а џџArialџ  PARAMETERS SS = 1 Parameter:-SS = 0 - To observe actual startup behavior.3SS = 1 - To observe steady state waveform quickly.Symbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџЧ@ џџArialџTPS40303 FAST STARTUPSymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџьJ@J џџArialџ Input = 3.3V to 12VOutput = 0.6VMax Load = 10ASymbolџџџр?р?ш?ш?333333г?р?џџџџџџџџџџN9@N9 џџArialџ TEST BENCH DESCRIPTION:]1. The TPS40303 Transient Model is encrypted and will run only in TINA versions 7 and above.Q2. Input supply voltage range is 3V to 20V and output voltage is constant 0.6V.83. The output can be disabled by taking EN_SS pin to 0.“4. The application circuit shown above is based on the circuit shown in Figure 26 in the datasheet SLUS964 -NOVEMBER 2009 with minor changes. 5. The parameter SS = 1.=6. The input voltage is step of 12V with rise time of 10us. Š7. Diode with name "DC_1mV_1mA_1V_1nA" and "DC_1mV_1A_1V_1nA" are changed with diodes with IS=1n and N = 0.005 and N = 0.004 respectively# to solve the convergence errorЎ8. In this application the Power MOSFETs have been replaced with a parallel combination of a switch, reverse recovery diode and 10p capacitor due to the unavailabililty of ž the MOSFET model. The ON resistance of the switches is the same as the ON resistance of the Power MOSFETs. When using a MOSFET model in this application,u please make sure that the MOSFET has been modeled properly or else you might observe oscillations in the output.&9. The output starts rising at 1.1ms.G10. The output voltage reaches 0.6V, i.e. the steady state in 1.84ms. SIMULATION INFO:]1. Goto Analysis >> Options and Enable the option 'disable warning for large size analysis'.h2. Goto Analysis >> Set Analysis Parameters. The options are customised and are saved in the schematic.U3. Goto Analysis >> Transient. Ensure that 'Draw excitation' check box is unchecked.r4. Enable 'Calculate operating point'. The output waveforms are incorrect if run with "Using Initial Conditions".A5. Ensure the integration method is 'Gear' and the order is '2'.!6. To run simulation, click OK. [7. The simulation runs for 2ms and takes approximately 60 mins on a 4 core 2.8GHz machine.O8. 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kj7b125uzAerWGilduepwFINOqJNOcbwgoUjTFeeCgLcw/snW8VymhHyKqcFCsMQ==iVKZAD3Uv3xz1OnvPckGn4vZjkiGyyusd1i9Uelbb6zOTqRVrReUNNU3HZiXC5LZOJTOC1HFkDHQw3ssi2L56lQ6TvSEqzEtyn4AGo2Q=YVKZAD3Uv3xz7x87cQuP0ANmH+IKahl4mgifmoGSEYUbb64uUWHFcIIQum/Nfru+VrjbHSVF0WRiIiMLqls04cxU=mVKZAD3Uv3xy0H6lNNISvGNjE5UPBn8B5wOhYJh2wRzQdxCXva/MMtY9We+OPijDN6X/ZDrYho7/Ikt28qeZt7iMRPm0rLUrOqUwvvaUlRQ==nCGzdVCamh9PQa6oc0JCjq0=UVKZAD3Uv3xy5EFoG1ul+SP36uuis57qvFrz31N73M6WBq/RJU5YfwNxcHUBLv1a/IRWUomhwJTEHhw3J7VHW58Z7YxRIkhQLguS06/JcQUMT7l+RrBjvLRc9lx04HqvDvKfk6zYU=iaWdGm2VEcUe0BWXtdMmd6o7Ppp3h6bwTVjorjHq816XlzS2WSXmLHloHwCPe9zgkeTBTbSkVojsoMmOTyPSKQ2O7aeRDAGznaAJXWv0=6JMK/bc9sxfO5OIH5dlwz5Y=UVKZAD3Uv3xzKub8ZCYatrq1PrURxla6ASc2nWTZU3h+oUhuid2j7XN+LZyAX/xmBPp4R6JMhJ3UWEgOsD0cW58Z7YxRIkhQK82xt8fQgQxy9WtnizQW2uxg4RHCRrvoft6/dyoRY=MVKZAD3Uv3xygORTYKd2i5/M+XQGtGBAiRvTG0fauiMyF07966ieXSvX+BmB99QbR5M0uhU4glho4UVKZAD3Uv3xw3LsYO9Z3wuiGPD96lbvo1z/BISQ5wgyAPUbTMhJFoUsYDl1Wv6cVDvCsMt45NghPxaZHuiHk=eVKZAD3Uv3xx0c+J+VFW0uhxdO1J0RRS+v3UFKxgKYT3FMO3zJUqBFkGUxxRxn/+IEwIWV//8K1phKPrh47WTb+bQTDbBYaX3l4ZL1h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsEQfy3HsHj44rKXQ==UVKZAD3Uv3xzXVpgkIXtf9IGBsZEoy4GcFSxsKqzKwSbz7Fsr1OfnjOqz4wzVAoK/QhxyxGXzrGnK8++hr4R4YzIhUg6R1yi5GiHx98g36+wz/92M4lopMN2pjjVYEwgIWH32CgTqWff+giTriIpeypj4uWJLFVXxFpln2FPMBrg==]VKZAD3Uv3xwLgh0Kdb3W2hrVFZkdjZpT1vF0q5yVvWwnOcvsnKYY1BIkDyoe/3c9ZNj43uZwC5ZNftc9AOWbWlT0pGVWEBIHHrsHNsZdDqTArcfg3IAJLc+doAts+1e46P5fpiUEG0C5AcASGPw9BqdqXqY09CvlIUVKZAD3Uv3xwjt1VSCqg2I/QOJityfrRghbMJNi1gmTV8cf41p5LWeRYSmID3aabdQJiW3uNPmJ8vm/XzuQ==iVKZAD3Uv3xxEbjIVkEM80JfzsPSjjZlB+tT8LY7uCu68e3NO9lC2tP3wa1HyQNvlAopwLeFBH3ivXLLuvFfUc30KTGxRzD3ddgj+aN5R%qwiQqc7fvBZ0bQpHQG76Lam3ZcKf4uaVrp0=]VKZAD3Uv3xzSvvxrdQL/WJVuAmhhO82x3hOTllgnnAMSH23M6D+jlLUYdFXc4ZouKobT2HPAkzBL6BdmGBIzI3TR5+I=nCGzdVCamh9PQa6oc0JCjq0=iaWdGm2VEcUcroS8askCEvg5kaBdl4dGHgGTFCc06RXvF9Qx2vr131UXBslHRacJD2NVV3B6WotyLcAdQtcLCQozmGfFTVO7NjIAAeMY=Ot4V28pxIdi2ucWn58Z7YxRIkhQIPdZXWbTenX4maoDG+q14/DnK1CuOt2aM90+yTrY0=iVKZAD3Uv3xyfkKFvdARBUR/K662NBh/2gkOUBFfTIWYhrIRrf5iFVrhS//pqb34Sdhtx5GeKFq1XH8iwj477aObdVm756qFfWC0Cbg==)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=eVKZAD3Uv3xwvn4rtF9pKneLdQQzxRlkzXqYaET9lBP9K9lyHitS749ZxOe0f0liR7wGvve7rMRgO9VngjLqj5jUUZi+F6At6IEss)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A==VKZAD3Uv3xw48l5U9IyWUnxFKea8DtcMjS39gJoTL6lYhnGwGnQs70py6xo0mVKZAD3Uv3xwpgyrs0flZJrVshMrdmf0i2pR1RwGGV8xvOvlULSmHscbXgXE4jLb3kOOQBfe0vfkXIHFbzj49RDfYhwOd0JsGzZucIxo02Q==)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=mVKZAD3Uv3xxl/rBXX7KlZKitZjpMlpBDpNdAGJUkQzeQgbvzG8D5q5pcegXR3OcBaDGpD9wX6Lzam5bBHI60xl52MxNdMWhpwvkQNU6F6w==5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==mVKZAD3Uv3xw3lwVBGKY+IOpBWdYZH+LaE/0yDp7Wrv2RaDkH3pM8PPk2RjcmpcS/FW21LlrKPxOj2J6Fzskdfm6tk2pOH568X+gpNjTisQ==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=iaWdGm2VEcUescNi6llL1WbOpGfaS6U1Xc1novk3ffWFVabpQXvlSay7MGtsW/Cd24kH0XhV6ApN97IL+AflHpOMzT9lJOrVQZ5neKs8=aFwfSZ2ap21YtWBT285EY4o/xiYrRSodDsY+jW4RsqZt8LbuVoGWVxGaQ9PKQwTiRT0nF17SjFKs3Iycf1ksv/d7H8q+U+iQ=hh/0QFwfSZ2ap21aMyjVh2uha7ZlVtk3Ue53TVGTxS6ANzUhZvAecgRd12avh+8kkInGJcAsy8QKbComfT3qM=aM1ZP2PaRUzJFvUrkCnhxGmeh1k5FNCIsp0Qz7gO/KifUqw86nK1qzAJuB0c]FwfSZ2ap21ZWE93QAbPUmS9HeGXeOD4y3gwXE70eDSn/Uh8ZopE90SmWGzVNaLpEO8kK4VMnKmxlWuDUJtnUm30e8w==QFwfSZ2ap21YQucZ84t4wYRsi+omuw61JM1F02VIgnXxZaCEqCnqaNlupPYVABZqO9YK06PSn0iWdvjw=aFwfSZ2ap21YTFvKYo6K6Fv/7D9+X5Hr00Gxm9vHvUWE7KklwzG9Sb/SShzYUsn30tJffg3lGQgM7rvfPXg6Rkp/lK9Y+zA==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES/D6xDXvlmu/C33qgUki7i3D6f+Sq2gIFwfSZ2ap21blDqxu7PZeCpe3Vjc+lKQvzsmto6/s99wCSqsZVsJ4YQgZkLYVuwbjV8NFVQ==5/jlpttpHclc7w4TYcQhwb/XDiJeqGoxjc+rHPuPXY/Gx0eqW3Q==MFwfSZ2ap21Y1MAXI9nDfEaXGLzv2T9GTKGqAvqPRPbffpBo5CAAa6kCCgtHDNwJjszSDoKP6E3gg1/jlpttpHclfeom9BBuU8MymDu6eKRvMwjih53z+1dLln35s=9EYLXTBZVeLOS9ShJVaDnomC2ED7TPQt2/v88qBjckiNd25GufaOpRA==YFwfSZ2ap21adRb1V90Nx7mh0M3022f9qAe9IY/vH8ewoHRX+nCOMzHPucv8wPGBgzjylmV69khyhCs5AMqRYQaU=IsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==QFwfSZ2ap21bCNSexwj7zkNeN0xO/jrgTh8Kep4Gc2To2DotD38Fod2l357+Dl2ZbS7Jn/3jaAWw0g08FMFwfSZ2ap21bHuXXqptrkSy/HeQxzgK3ztnTaNrsWXWb9p8nr9CK6Sb0QO/NKY+RlEMBB1jfyj+cPYFwfSZ2ap21a2kMc6MCNve0JUHoM9ZN64fcmA3gTilqXVVqVh0CWJxKL6xoCMVzPzOGF/fGrGuPb+RYhpvsZ1+7Y=IsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==QFwfSZ2ap21Z3oZrRN7sRSYw64cVencOclWxIsPIiwRzE8bdaVn3k2UQDO2PGuPJOtqzgqFQFapN36Q==IFwfSZ2ap21a2FVdl8CNFQgLvAGhX4ZFMc3tmbheKkb0CZDChVKPKeRu0jHyJ34b9me+JkPQ=MFwfSZ2ap21bzek5GPJNFZcMV4M7R5+BDl48FNIn7wvhKlSIhiaYv2R1/D3XXyTJKCUZTTI9CDWw=]FwfSZ2ap21bthXWRLgnWgbdyXC3s3m2jnynDMF5FMpd4wJIisBGmN1WoqX42o6o0BfgNPX4MgtHRbmsj50V7AJaxBA==1/jlpttpHclczRdZ1TIViPTdNoC/z71Hki5CSPsv6zNQV0ZnL9EYLXTBZVeLN7DypgoZYfabWlfEmVMY/y/Mbx71eZUSC5dX3G+6+oj9U=eFwfSZ2ap21ZJMyFShD3W1zNKL2jqSM76qIkE2maqhbqGui6pEepZrGhxKis3dDDwbP7cLgacIpGOGEIlW5Kl/bQV8/HBbZF0hULKnCGzdVCamh9PQa6oc0JCjq0=aFwfSZ2ap21Z9UH1kre9evRRgZQqBBzm0l/eFecY3/QvwixpbJ3s6dLNqn/8nd4/jgdHvW2SJPmGXlNTIae2vv6LiODPb2g==InCGzdVCamh9PQa6oc0JCjjES0BnYpRLU57k8o7qgES/D6xDXvlmu/C33qgUki7i3D6f+Sq2g1/jlpttpHclfvUmla7kCTp8FG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3foSgYAOfFoVYAjCLiAWodJRCOqv4xuapz0FE+qFHRZBkDKxCxeBXAsr/HFn0QcU=Q6ff96GEwof3ebtHbmw236I+8KH8lMSUS19WAAbjBxGQWu9AxxX4ByNcuE+kxtyyTsjFoHAmEvEmgHw==i4+BsNoalyoIZ/JfQtWiU4M2Qs/vr/5m+BSM4aSw77TYNs+nIs/N8fnEC/VF3+XuIJ81yXBJUjF6y2ZPX/O0hjli6zElRlGewYl5nsoJd!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=5RLoG2OLnjxh3MBIDgVi8FB4kFihaLJ+jms/gOeoiuEyXNN3dsk1XQ4+BsNoalyoK4B2hOa1fOAKWexn1ca/p9HuxG+6Jb5lxr8VAvXDlAJmKMiwbH+zW+GwaOxGmOy/XCGQ==E4+BsNoalyoK+8o2DSEcLcWA1ZhGARqS+kf3TzqrMz1Ca8w5efsqXwJkuTrREPnDsPA==a4+BsNoalyoKtk+DjYjgdpK6caWyavE5i5hAPQDTUKCMegpDTMZZZg7UCQl4UPqBM0xutL547fuOJSOzxKjowOzKnG+wsKlQ=EpxTIhzzdNiCiPZ2t4JvKgPF9FjYbW9kL949rYPU2SFgaTGiZGdc8xmOmN8GRQBrour0r9RLoG2OLnjxi8rc4+vg5+YhFXvkc2cP5bBY7u5iz/zD2DLPf35xjviQ==e4+BsNoalyoLZAhk+s0HEXU+IHX3pByr2OFgNtACQ+b+UHrTT3n/IsZPzAEMIeZVPmrZzW7NpX7Ue0F8ZzMmh+ffBIeQ7usGQQDk=)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=m4+BsNoalyoLvtWs8IslRjMYmC/9hKGLYaJcdq6kuJKmcaIpo1aKihxII2OE1StA4Ke7fIhMOyIE80X94+hAhmdsMwHKbvYN0F51obXI9Yg==nCGzdVCamh9PQa6oc0JCjq0=a4+BsNoalyoIBIX2qBiKc7j55Exfo9twbWwdl9bKNtfO6rl8+/iqlKVdTPQfXr+qWmJ5XOFSm/tRWlMzEC+uj+aEDUnIBfr/WnCGzdVCamh9PQa6oc0JCjq0=i4+BsNoalyoKFphEXuA0XsvwwQJMb9L63tdwIk8v4TuuFaRF6yLjB5hbahvw2G/fou6m1WbfUlnZIaO/yuEBzylwArp8bqsjnm4FnMBiJ!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=Q4+BsNoalyoJXXc43F1+sHnmwpdVkEfcPSXma9FcVBaoVmf3v0Bff3igqYDMPnA5QqwOZtoCr6nm3VmM=]6IFsIvBv3PFIY21WP9LTojIzWmSXLt+ct0SXJKZHSAOYu3Xvme6nvcooOlrf2bsm4n/sj58rodPOEsCZ/NsXWzr1BLs=IgG3XgfmpKyCXn3WT3qzc+Z+MYdD8dK0brIIS37Hw4o8eoHDjyoJdg2VEvrFHksJoXGIpKZg=Q6IFsIvBv3PFIY21WP9LTorop5E2LnFqZaj27T0TICGB80/zNgHA741U29p/J4d0wTpoz2nhvjy77h33diuTQn6MAlt/hC2GVpbip5OgdSJjVhiTT1QmzB0uWjWL2f4VFxrimlf4OBdrnu77oCPvNil0vKGm0gol2V+EDg1H46uRcxAoRySaiTpg==e6IFsIvBv3PFIY21WP9LTooqFvZV64zy6Aht++2QXq+8hzWn/IDMN4e2/Y/b/1FSx+UAu6hmRFeYlpQ9k6/xRfumnfS88f1ohqto=Yy/hpVRiKXiIrJx/xRSMmSrHRF4s/unchuQEJG3x0FGu+L0w0i3PDivJHZpzUuf0rkBABk1tANWKnzHTgZrxquu8=m6IFsIvBv3PFIY21WP9LTogFwX3CszHfous0w0ImDz2jZ4B4sUntg9mXibz6b5W+1hIokA+pmWcCReDGXZhqtgJvDeuHDKWwUwvM8bnGNtg==5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==U5cNtX9vLdyqFpdMDW+dGyGph24/P1fWFSMyFCGx8uxrus2YYUnjID1w1kL+5B5YH9MFj4Kl74Iqu9TMVqA==e2rfqw+h07CyrGxndpfJDHJttbeyjl6C46rWTGQxCY1k0I5/NuRViaLlLg48FbFyFPdTMVfmfese7UlDI0cAEpEPqARazAR81qBo=QXy6EcZPlQxyEhn7Npqo1KPRClNfb99J3IvpO88gE+tb/pAPbgcxgXUFJL00t78OuEkzKMQJCytAOLg==eNKdITpTWAuJd/tutelBC6H9c32h4MA63oRpw4r9RHBWJTgTefO6/IcjykzhNUd4LDvhLUHwV0uNmpX/75kH36QX+3967ISfk2gk=5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==]NKdITpTWAuLqBRBjP+v6qKKUwo7VPD4TBvUGycbrH1rOJmHz57UPtMuBcRpQ8shw2u4UnFVkJCEgkc/pbt9s5F8zbw==IsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==iNKdITpTWAuJlhN/BftvkaIUtuHAHFbP96HrQCMApEbt2SU1MTURp7UtN+7SBPZ0Y4/MKRPmBe832NKwifqkWnkQ1enB4p+VmXkiB0q6IAqWkZmFnxhr55iC7TA==iNKdITpTWAuJS1DBFhv6x6KRgQU2DqdYQAQFPiTElcnUSC2xUwCghw15EEdxkhTrO0zBhjmQabPrkvHLZuPYp+rOZBo9ocEGK0YIwQS3qah5H0p6JWyKRvmvQYHauWFZE8yLIXBXmPIPbVbpiXwYSl4XwCIiD8zw2eeK/w8M4u6oDBHJXGCy3ZzYPq9u4q0a+LL7mWtyIu4W53dvsnnnsIT9boEA1qUGRLYuGwXyE3MFFEo2x68hSB6wh0DUeSjgTIu2J9Fj7uslEs4Uys1Mh6Pqy6W5Tk=i+QkfnKNkERQtRUrW8IPMHWnN9ypMYIBpcGYDpYUQVdfIcLOF7bUqVcLYei3wi5cbza1N4Go2OhIZPP8lAUEoYpPIpDeekCvjcx/7/A==)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=YNKdITpTWAuIqaJi7VV+hAsr7/LKqflhq0R4pPfJak5CY+w68jpRMORDKY3dvmuoKBOB47jEr8/sOXqZg0mNZBg==!ARIG7JQyjCA/A08qOit0bOaGy3hePECfUNKdITpTWAuKlJZngwosusElNFNMskeLz8MKIGjSvLz/l6XUBg5CHz1HqRgO4KMbTBjHUdBMGLTeBeVir3w==iUFhUDITUneuSZh6WXNoRh+zaXz+j++ewAZ6MWqU5w/mq7u4micKGmj96fUivOakfkZ/3KG14aKzh+WqJbh/ABbAc3XSmRICCmp1373syQXy6EcZPlQxyEhn7Npqo1KPRClNfb99J3IvpO88gE+tb/pAPbgcxgXUFJL00t78OuEkzKMQJCytAOLg==mNKdITpTWAuKp78SEXRM0+iR6QV1H/NxlMzP2OouYaAR6bv9jflQ+LXPY6ujIxnlkmXSqjYloAUXy5g8948PDJCyQjDR42ej5jncuR5bmnQ==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=eNKdITpTWAuIU7k99qImY8hlZcRiavf46E2ZksmFVaPD+9HxcAOGElAK61+F4kNsLUMQZR3GchJZ3IvjjpsUDmENHoKaFDmPNyaCb)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=eNKdITpTWAuI+qnMdee4SE9dDP2WtZWJ52VbiKQjbpVOEDWw6VaUnodLmz3RJ9oxLjZhHo1REyDn8JPgIHIXtMw7SsTq3Ma+tgn4=eNKdITpTWAuJFIrnwaM+gt/ecNNDb4zRrPj/M6FV8h8P3uo1RT9iBU2M+cCTFW+jAtUoL5kufnOoWOjsxnIUDZg1HPdjyaob7SpNu5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==eNKdITpTWAuIeq0gqLAF+06nt+iw+N3LHNsftU74AQilkY7CVdEJEvkOnuVjCm8YB0zQAs+RuGGFHILtW1MCof+z9uwORsNt38A==!ARIG7JQyjCA/A08qOit0bMBKmc22bAyuaNKdITpTWAuLKHfPbzV/W51L0iKft+/ZPSAJpam884BquK83XK7+LygLH2mhzNCbgWfC5bez4dD4mrCg7xA59VsR3dAhBqg==aUFhUDITUneuSZh6WXNoRh01XxauS6zEM2rADn/ZXpO7MISN6cgPeKMEySTEku/ystXeiGaAuXW0jeZ3OTIomx/yYxtqCVeY=aNKdITpTWAuJbS04nL7kbijbkv+OFjDnJLiJdrVYUi7v+xuQHGOeUbciRHqHB4suYV7qU5k56V9FdvrQt4jzV+6Xh/BIkLrnDIsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==UNKdITpTWAuKkRwO0UMuFAeYSE8WL6DI6637La0ccHPDxyzR/QRn3UqO8MV8Qi09kBbDkRtiACQoREtVUaA==iUFhUDITUneuSZh6WXNoRh3iPakSyQM5x0YbfE3QLEH9slzE+XemAYhlMLCar/UIG8HPOyCGkw1v6LZ4+gydvKl8y5LeSypBrCN9fj1rKQXy6EcZPlQxyEhn7Npqo1KPRClNfb99J3IvpO88gE+tb/pAPbgcxgXUFJL00t78OuEkzKMQJCytAOLg==aVU19CDM9v2x/vYaLetjWEm8CDaBmL166W03KAZ2EHudYMN77cyjMFalkLSDBd+zulVYhRU4O7E2HJLcHrasILOLhScxahrELUNKdITpTWAuJXpMdMAYbiLa1XXgJXCap1xsCcfeUE66IpZZs7qgAw2xHSytjztqpj8ZST6oOfV7E0yDwH+A==mUFhUDITUneuSZh6WXNoRh4T/kbdhl1VX8MdYWsNzXtOMbNeOeiIQBcVtNkynlPkZx2t4ZFaGhiyVAWXEBgG2wviEmeAuXr4KnNmneXxw3VORnCGzdVCamh8GXqvZjLk=eNKdITpTWAuJQTeG8w/4g+pYavU3CDYlX0XjTeqH53lihTKg5aYbZI8LCKoIqXB5e5XBRjCl6GIPF7QpdSjzrLSQBUoYcpk8zJrAieNKdITpTWAuLRJwGTawnYDtBFLQ/ehnc+Ou84pNVXtetB4+sMJvfYpluIT5DLiKoVNnXePl+taJmOUt6tx4BGF+VczDB0R8jTSMk=AA1qUGRLYuGxzM6qPz3n8/fdF2li6qkF7GZK+nPx7yBt286gM+FMweRjhYySFeg==mNKdITpTWAuLzUhywqq8zrBEMh1o74PyonMDbQzNXqUhoSb1EiY3BZtQDc04R3Om7k8dsSGsH8utirglQNl7B1Ipbuo8RACsKzhbNq3fPtQ==QYDZ1O/k7y31ZICI87iwJgw2yRttBmvP75D87qZjlKc3csG0pCROdXWW/ewGAK0P499/nX7mqIcSynG6IiNKdITpTWAuLzUhywqq8zrKGS+yNNBf3z42GEwt9zSihJrR8zncpFh4Gfa6Pc4yiO7ieeDJYYeMLJFVULFzZa/eTgbkjb0dHRse4/Dg==]D6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6yGzSrgr9JdaylvDEBSkJ1c9QjO3GtYOxG3QwNmStq8kZHAg==mNKdITpTWAuLzUhywqq8zrOZiwt/ZL1FJWHCT/HTMiaUbdnlL8C0a+MA3SR97ojzXaaCPXCHSX48GVuXoqHwPkGs2pDrTzaD1eNYgWnYbSQ==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=aNKdITpTWAuLzUhywqq8zrD5mNKpMCCeiuBD1SZNhAksCrGP4bt7kVao0yDzknkJzxgFxVsfb5bqAcALSB4E1GhYFjqA/uhI=eUFhUDITUnevpb28Rta2PuZRWIsu9jpE/6xSOozmwmLWi5C8uOreOYjxcr7CUHHL272FjG4J5YpvyCtjv9n345nLiwQyu9F/2jg==eNKdITpTWAuLzUhywqq8zrGloKwJrf3DtlT4YD2ZZktDgIaRqx73UQp86xBepHRUsFoIcs+KKOmCMBgIydNWBmZ3hFCtv3mly4A==5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==iNKdITpTWAuLzUhywqq8zrNblYMvNjg4Eq4vJ9SnDHIGIuaP1hWurqPfXpjiViCSep2+gCtK7/qBdALtmPS85fjZ/M0exDfUpyOGSqg==IsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==aNKdITpTWAuLzUhywqq8zrPsMWs/W78AE4Xs2vuPu6gBWxJIL1PN9ypp1XAyJ84xHNhcBOo/9vRi6INUs8N/smjBkvpKaykM=i0zO/foQGBq6pbjWR8SWwrymOjRMwRG2Rv+UntwewZhiAcdiBxSVh7IPqMqG7XplIg/svdAOiEZEg5oPGUD0Ej9F+kFpF6ZP62Bxqrs4=iNKdITpTWAuLzUhywqq8zrMBrJeC9hEmTq1MIH6/KSAoA9cdEVulIpapo+NRHvD1WUL6LFapkdubv2HuCqEwNhTneGcsykGSJVQZ0XQ==eh5H0p6JWyKTG1dSMV4PVYSQcdxISqQqUqgpJEqv/ukllz8dqp2ugrF1DVOMYNIfE/a/UTseWd90xFHfcbr5xS0dnP3lyflkxpDY5eNKdITpTWAuLzUhywqq8zrKJhI/nwuVCzHn5efIVoNWWTgX5uUsJrY+UKOXTf5dZyoTGZd6n3QAru4WYvSrpAbB3pTf0XwsgKA5ROUYDZ1O/k7y31ZICI87iwJgw2yRttBmvP7oWzcUmM8M1BhjSW2jd9HzN4+Pej7iVMJ2tfgn1bn4Rqi1otZ1A==QNKdITpTWAuLzUhywqq8zrJ8/kcprbkBeUKPrrfkbntfhgxfDVMpa9MuFxtlPI5AaCm1Ke1i7agp0VbG/]UFhUDITUnevpb28Rta2PuZtORSmUaCZbfP4ZJwdZkrmzLsKM1ILwy/v4qkh0NaRswg9IWdW0HlWVTELJXf2PcPMh+rI=nCGzdVCamh9PQa6oc0JCjq0=aNKdITpTWAuLzUhywqq8zrCzE7JYvTjJpBeco5VGwv71Fc51/oqIoyYv5r0ClmNES0kppHC23ZvQfWIGnNIYkCiQ4qgnmuf4=aoh4u/cXcyReUoLmSVAma2bmAy4E2vDXpRzo2VKWpMhA6BEOzNpMWcw2hqttJQdJuNnIzF2r0VxY/zrn7P97ruq1fgJNKyiC6iNKdITpTWAuLzUhywqq8zrMqAOubc/9hq48/L6T6AbQWeorDuYL7wFn9cVTIhu/30zTxSwp3eVuW6IQGl1WkWi57quFsp/0KhZruVYDEbQYDZ1O/k7y31ZICI87iwJgw2yRttBmvP7a3gw/ha+GD0nxHTFpY+5b4jr47he1SbP3QJTowp7uJ6GCo6e]NKdITpTWAuLzUhywqq8zrC/dkZPlNIANrA5Pbfp8nOaSzH34G7nAuGzAUmlX7crRleT58D8ghDwc2CGVwkKnIVhcGF8=eUFhUDITUnevpb28Rta2PuSvo5vAdRcfOzD/s6ZOQzZFd7Q2zGkj/5NXtdXpBaq3ry5HGfhnFFY0/AN4t+oIVy6Yg+YnvXpsC5g==]2rfqw+h07Cyb9Xxfda0V+1Qb0HB63cvBfV4q7K03Dch/QjkZExIq8bbuYyt8oRj7h734L7KJZwPHUvs3qJtyw3duXg==nCGzdVCamh9PQa6oc0JCjq0=i2rfqw+h07CwezLKVxTdcbqxImGvnlXrIHuO9vCQv9ZeNNQO5Zi5xGm2XR/9ny8WnlwxDyw2vYpVmtL/7141gnw4EX2SYOHStkNLvww==9OMY1dN17nWifXQYUq6gTW5S8NelN0LRNuNqwVpUF2lSZFmeFLEUIebI=m2rfqw+h07Czk1/I0OVAHZCEByAa2PbKSI5RgLh+yAZhOXRawRjIF9fn5DbUxeinT3EVMF+gkOOb1PgYTYAcbW7K/p20NxNbc3WpHwyVOxg==9OMY1dN17nWj/cgFP6tVX9pvdOhEXpCESYNB8eB6Lr8w6TzCEpke63Q==)DN4M2uGviz8LisyjYltfReMalm7aFlgizNKUpQ8=i2rfqw+h07CzPfvFlFNQjXg009OszRQjTk0xhq9McHt+giUj73r2bkhrAAx3nNfstGmQzhAMU8thP9d4aCjUW3eV3BmQ0iyq1RINlG74=9OMY1dN17nWgJP0V/Q0o4meyYNszyyaF46ROUbfk+Zvh6hDamhphJ/B8=e6jbTpSuLEnhX6nDiti6b6Wfw/37DQGXXrlM6V8KYoOtZtHa8aG5pcbyvGUirviNepLVSvtADeowu0fVwebHsoc7NWYSNrBZQyQ==nCGzdVCamh9PQa6oc0JCjq0=]DIUnm2L2Pb5Y4Pxu0huLGqvf5x69bjZ7cqmbTzUKFVgEDl65NN+fLQYLQXI7TDgKrs4Mylg8flbjKP+uI3ZOrmZAUA==nCGzdVCamh9PQa6oc0JCjq0=a2rfqw+h07CwAsNul8wjEKnLqgjUsvIQTs9n103VjfY5l/7GtNKoEqqtS+iPCjzWowOcQuyeWooam8dP9NU59o1L6X44N/6QuQXy6EcZPlQxyEhn7Npqo1KPRClNfb99J3IvpO88gE+tb/pAPbgcxgXUFJL00t78OuEkzKMQJCytAOLg==iNKdITpTWAuL+sCCd1fitlkV3jM4o7oE/zLopU5axTdiMgqxmE6S+UE2JStUrHNsrdFdw1L5WyV3u2D+jyIiBWO9/OA3xwgI1D301IdJt5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==iNKdITpTWAuKg1Z8QNwSL8eGCSQaxoQLgGPwQV/ZX6bLyXexx1r40Xzm9XrfIVOD116RLg3XBjUhJqVFB1Ewl3r9fRQD3SXASdITHx9xhMuXJ/O1Z2TygOc4YY62fGr9aMTn1/FqHVOWpSwITQ9PEwayMgbCu9/9Ce4cJDeeuiYXkfmDJcMA==iNKdITpTWAuLiC2MLq7zHGgtXn0Y6qalZMIDkWbeb+wQF5qDCjAlvMqDSYfuhH1WsXJSWFr2TtphdP1tp5PMsdUez1ORHAZyGpcqp9+I=MuXJ/O1Z2TygOc4YY62fGr9aMTn1/FqHVOWpSwITQ9PEwayMgbCu9/9Ce4cJDeeuiYXkfmDJcMA==eNKdITpTWAuLzs7/Bgi5L6BuUvZvR0WrdmigX8MktOV2RHYf5r/lScFLs+ghqk/490+mcU32vcaxtGXWChwjZ/msZp4D5OEHeLmQ=YNKdITpTWAuLPJNiGQ3IiwI+i1chEP9eTLxWHH074+IJq3wzla0YKllALfMd+ACxsZeHQl3rAM7oV+wLRUngdCg59%L5LBtxPAEOf6wEPeS6QT3vjYvHTw67J3FQ==edCsO+fjWxiG4qyXVL4HZVTtdIwTR4cleJ/svnajRtkdqQpdaVugM/myZF7HeeBHzL70b8BpKv0EL/ZuIEGdXNpYjueHtaA7pbBo=512FII79wYfQU0SGLa8ZT6uQqpPndgd+QaPwASx3ctb6up5CyZHkRaNKdITpTWAuIX2onEWiayq2B94RsHXxzqsLxERost51GAmrP8Au2uQdE6bOfJ2RfdMj/0Efjn/0DN/Oh+ds8uye/+GyhnpA==h5H0p6JWyKThQSzH9cJI6betmNKdITpTWAuIAgl52uTZaNasRoCUNs87+WTUgHMwVR6h9UT/isGGvA24haUQqExlydPz/DC7rALISqVG5xa/wxzoL+3yMdiurIpROHUU4vg==nCGzdVCamh9PQa6oc0JCjq0=iNKdITpTWAuKQvVRGp8E5NyEg1lqHkzzbbRohymP45aLPNs+x5jZeo7BXlzRhxhLTR0V95ubbdpeW65jikxckxH5/YlcP1j3m6r8PepQ=AA1qUGRLYuGwBmpnyhmAas3uxlc2VQ9YUGv+W5znP2Ux8DCzZmD/tSSCONP/YLOw=]NKdITpTWAuLZWy2OuX6HcZRH+Lmm3qAjqmg4TIejVCVF1du990Mzm89Rr1vuFkx5uxV1SHjMhghPsLEeoRmaZHsdDoY=Iq08j5gqLB6QSrncZpi0/QeyZWUsMstaZyu6al848ORyJ+UrCLcyjCuZcXG9M1bEPosGkcg==inZX62p7HlzakmCVdavDQT7vWYCwOtV/BhkZQ5Bw1HnT/m2jgmbR6f7SNa+tgarsZ99c+hHP21R2p4DnwDgtJHIM4VwTYKNDjtjIh6at8I0t/9PQ5ClePbY/56sQG6LnmNiBRh3t64m2xNi8NtCQl6aKfMXPaLDd5c1ssIZJ9HUtZfu1Q=eNKdITpTWAuJSNcCz08Fws4Kq8QYmYFa6SMg+Dsyz420aFWB9TeHdexw9mbD1IF0vTlZ+Tm91oH286N3vF4dY9ocOYuoUgc45XR8=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=MnZX62p7HlzY7mE+2niJYML5eO+dsTOohPOqZ/aaEdevHQAGmBq5Bj0HqrENyUTa91VL00rE9XOY9mNKdITpTWAuJ201uMifS+2cCBz4fMWW+EDRtiLF5ELGI9WHLAniwfwfcF2+sxz+JpUDRZMx/0LWbwWjT/aKl/8K9DBZQjftvAEN6R1orqEQ==nCGzdVCamh9PQa6oc0JCjq0=AVU19CDM9v2yFQOylwO5s11ljgsVViuinUrgFW4kTD2w1mXfgq5NFBcn1lcSO/LwNiNKdITpTWAuIQDWemonntxmAHOzjQEYhKl38lODZePspO2wXAwfPvt39Y3/64B6X6AMtUnAA8yLL9ojiVwbUIYh2TJOX8g3LUeKpPug==YD6Vc4EVIe8ykkqSu874Ynb5afu9ePKeduz050nXjwA6D4RQLwcy1RdDb8L1MOD6y0aGQvThik16pSx019w/Jf4A=e5cNtX9vLdyr7qtBQ6+WeF1WMpfK3ALmSeY5UHRSBtN2NNi1nbSNlm3354DOONkzYpgW3a2eVQzTG0nXWSSw9qCmArZdsSb0jZqs=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=e5cNtX9vLdyogiuN154hK+nINF9hqmW3l4fWDkO3dKQWgx2sS57HzPe7tYW+oOfnX4kdeZNyE6+g4/vSjACSafc1Ui5klMeXc6OWq!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=ezwRL0yEePr2lFAInUBqm+ZpsU4zojIKNsbK2cM8tHIJjVpxyhWiY2EcNdXpqjMAK+uZbvb97oGv9TfG4UstrRjqw3CaRk8lud+w=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=e5cNtX9vLdyr3/TUj1ctKJjXqUKU1Ed7bTkK4ikWggOYxppKwUTZAGrCXuYk25ZbwkLedIuHdM4W7uRzcxAglpVcAd8rQykK8LZI=)qwiQqc7fvBZ0bQpHQG76Ld0xQ2Wq0VznGXexu3A=a2rfqw+h07CzfpzCAsVad1MzvwhEzBMGY1G1r14CxE6n5TzfZSBW5WZFSmIoUsoo/lnAYjaCHYbIb+k8dz56AvnHMi+qvTuLJnCGzdVCamh9PQa6oc0JCjq0=e5cNtX9vLdyqlzz/k3JdJfHvL9Or2lBJMKoZiqyqjuVVE+IbQnAp4nWGWdrk5AMH8uwsv4G/bT+VCe1c3wVRDmT91Jyvgnsyqknk=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=iGPW6vCY8bzoQ3w5mFAEowEZUJpvRElTcjtG9M55+wAbTh/ri8cGr0WyCAGp7ashmf9sw+V2CK7WppLA9gok07OLjm/QSV+JS5SvoSkU+!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=eGbZKtc8QuuuOxB+ffaHulbprQxyWkDeW6ILapSYBYdhALwvFgDdfmqzMyjvQCs+3WNjAf/Sqt9ElbGT2hA5n0rM1B0Dpf4EutTE=]y/hpVRiKXiIcgB/WT0Ia4PdRVJdCpYkEom2h/Bjkoq9iURRlpB1iB16M+/X5LLoR7imd5r7wtV63nWnYhvuSGmIpxQ==ebBoEzZjzIW7zsZ59FRwQCQNpYVSjOigN/FJB2jpyyTiIQUHRZYtJbqmqYBDLpoD1oeIFEPi1/GPVrf2TMDtJhN6zBQULJYhP4Q==nCGzdVCamh9PQa6oc0JCjq0=iGbZKtc8QuuuOxB+ffaHulbprQxyWkDeW3+/rWsEB1e5ULHVhqsho5Dl934PKibaOmNtbbo3dVqC6eAP6kXz1Xc/dwAGCSSfTDKiQrQ==]bBoEzZjzIW7zsZ59FRwQCQNpYVSjOigNPTOdDF8Vh0ZquuFlIeWIfHkuMVGjlg7enlmHHU/EnNpTYH5NyYOfTY75lA==nCGzdVCamh9PQa6oc0JCjq0=]Y0uPBi7D+sNdWrDiE8pth5MoxyypI/GvEIHqY6NJYVBL12FmSShVogCj0peF4aQ/Srg4+dwq9fMD+ElE1RbxLgPbMs8peGbZKtc8QuuuOxB+ffaHulfGqfy/LgQhm3zVqud1oiOqKYh7XCaEt/kAyC9ZkDjvsj4eH6b8T0iXAMlrim+qeYnuk0Tmg7bZMP3NH5h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==eGbZKtc8QuuuOxB+ffaHulecxE9iQI+kTnr1ci0MQre5iESisZ6viSpXPd2ZRtRF8GN58NHpmAvhlpKuXNp6RFlScOiVQwGIivLk=]y/hpVRiKXiIcgB/WT0Ia4PdRVJdCpYkEom2h/Bjkoq8PrRcelcVVYvwwGP9fn+4W01NZJ3IOy08Fr/sVmjQOQhZ56A==ebBoEzZjzIW7zsZ59FRwQCQNpYVSjOigNJmAaBs7255mu7SKONdCrgCuGf8Zyt532vqvDF64wCFvO5b3XOsXTya4lTdr/zl/ptA==nCGzdVCamh9PQa6oc0JCjq0=eGbZKtc8QuuuOxB+ffaHulecxE9iQI+kTdwGFQ/91AsaAAu/iqG1MUTsTovZ0Eqsg2nmfBlu7pIDuHarhj6Bf/gzAdFhQ1p+mUw==]bBoEzZjzIW7zsZ59FRwQCQNpYVSjOigNNrzETQKSFu07CVkRMghx8uMF1n3IEp9ZZtwBhYdb5nf+rqEL2BFKBGMWRQ==nCGzdVCamh9PQa6oc0JCjq0=]Y0uPBi7D+sNdWrDiE8pth2iSZbS0umWVuVQ5Z5LjsWiFqAMd3B6nLaTQNj97FFn1HtgJqKAsBGz7DiBaL2KkCVKV3YDfeGbZKtc8QuuuOxB+ffaHulYYBz680xP5c9vwpFUoqIheqVAB3kLYllNyLaQjzH9QQTw87+pyT3rWkesw34UqYubbf52WFKRwKB9J45h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsE7/aE9FqIipp3hoCq+A==aGbZKtc8QuuuOxB+ffaHulSSj6r79YC5Lf84NDZFn/k9iUa3jkeGgJLvkVMGRXNpNl2X6WhYVogY3lcEWG6nzGUd3WAsxLA==ibBoEzZjzIW7zsZ59FRwQCTLS9bX+tn6s3fJsUiIHuCqOvuZaEr62SF0ruBXIfZDKcS6al4M0sshrUp3TQsvwdGeee6eE2gWteurKvQ==!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=aGbZKtc8QuuuOxB+ffaHulcdmcio6uw9s4PA3vdciO03mn8G8b1sD/O8yuFWhJheCQfRcbAU++y8oXuaYOcaZm4vYJyQrI1w=E/TiTitsK30DS6VH1k42aJWEKS7a+z4yBqrJmAfj3aN+MO32G+bIn9pCjSAjIb3NLKiVpiGbZKtc8QuuuOxB+ffaHuldCI83fuMvKNz5RkxKZWgJiOBBlb50nY+sAz0rDDXJxubpkMnzIXqneFUeSh3OnybukGCcgNk0wALp71gH6eIsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==eGbZKtc8QuuuOxB+ffaHulajU52hGQLhrXjWGfqAAFsxhvJ7/chguF5Bmf08FH6V0MQJEOcI6cuZj8hRj82J7t7pC7rA5lZgW3yI=abBoEzZjzIW7zsZ59FRwQCSEWxlcwdOWaZgJui36GwHBVJHj5Uvk30HwWUK4izfluU4Vkt69fm3HkahDrlodxZEwJ7K5+ERsJiGbZKtc8QuuuOxB+ffaHuley3I6Zm056i+NtNgQclRVCrdZX7W9/A5wAWfJD5z1kuLYp0q1MtITKN+GXn1AZL7y6aLhfFhI+AKqRPGA==IsAIQqtb1li3n3cybUTgiyd46STrCX/+iWiSnPZAG2BvuGhoaYT74pO0pHiDmZCjsQAgwfQ==eGbZKtc8QuuuOxB+ffaHulUYNURT+PdH42vl+bjYBDZogkE7QBI4VXgzir2K3bNLYWtbBGn+kxxUaBj2KwTREVAwnVuHnYqxLzw+webBoEzZjzIW7zsZ59FRwQCdQKe5uGLR+xdKHzE2UVAXmHvz3ZkgE1CrYLwnOYk5RhRQG4EBZU/RQkGcKBpGZNFYdvsaXRUWcTEOA=QGbZKtc8QuuuOxB+ffaHulbdIHYkUYyPhxnSoxljvfaFDD7Zz0yeN7r4pIKEMb4aMupRfrPqn0AJ6tSXTibBoEzZjzIW7zsZ59FRwQCSAsarBBDqK1LreYuh/chiDkpPR6KJmU5HMx4ItmxDSorAmWl6szBNB352zrTU5nAAArPxN/0uo66q8KBQ==eGbZKtc8QuuuOxB+ffaHulTqjE/umLi4lCpz/BxfbSN7RlRyBiwFQPgQFQYioYg8ov+p80mMGMQ2VD99p2NryPMnlr6niPYEgeQ==IgG3XgfmpKyCXn3WT3qzc+Z+MYdD8dK0brIIS37Hw4o8eoHDjyoJdg2VEvrFHksJoXGIpKZg=]GbZKtc8QuuuOxB+ffaHulYwod/OKzcLkT+rRnmW+3pqybtYf0iXUU9QXb8l7W14YnMA43Dal3mERzEcLSdamXzRbV0Xyey/hpVRiKXiJPJBykZlBu2vYtCPycKiWmnAViG4Dz2TBORjMGiJNQ/wvrg/UEnbNWvuI0UJTvDRpCZtgSz84M2NyzQGNS73uAxA==nCGzdVCamh9PQa6oc0JCjq0=e2rfqw+h07CytB6B62OSgxrlwcFA1J4BigBcYk9Jh659DV20yvJFtOAPdpYciShGOgoZGiOYSehbqOQ9s+jJ9sAC23dRxrCIm7Q==nCGzdVCamh9PQa6oc0JCjq0=e2rfqw+h07CzIeGpP4eRi7Z9+vWE9PJecQp6ukr1BxUJBbEYuNWuHkuSnktQixIKmCQgs4RDzev1DFxP75KFHaB3WQK6Xk5DCnok=-t7NmAqRrGpaqJCafJBnHvVJfyhrKdtDBR7TZbnBvdw==i5cNtX9vLdyq56wq7qAlnX9TGSsQqJ6SP6HPENZU0ZL8QtAd9jPecDsoQkT71GPzTb5hPEWLnioqy4m8l45ZC/NYJWCvoDLiNqNN0/8HJnCGzdVCamh9PQa6oc0JCjq0=i2rfqw+h07CwHy2/HuayMzMjqrY21xr2wKVkQsLPLJVDSQbtMXRuC7NZIaICR7vSKNQBlnHFCfWTeqvXekI4s16zII7N1GM9VBFKIAj2O!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=e2rfqw+h07Czg41UKsQxNpUQzQj0vMFrMIKYKtCnBYGvDRO18hHy9mJYjZYQQdqiXh58B/jjSfzKg8M2C6Suez/xTd8vxuQvkZTw=1h5H0p6JWyKSBxA04AZ8X1TNCSbuvfXsEQfy3HsHj44rKXQ==i5cNtX9vLdyr+MdV82uNAYX72UARFeGbTQlgyc7Y9mvLwhNitmfRQDtCKYFBFmbFRgPy+Qf5LT+I930D1zqACICfxsIoIr4LZgm/heOI=!t7NmAqRrGpaqJCafJBnHvRTUdvTkUsQ=)ZY+6uwAxYoD4+6X+cJXZhmASasVxSIMWPk96tfy1MOUnIqmafzzHvo7ku3I=hxs=9ijhEQ00jotqCrMJ9hsG/6ISCGmfhcdHoAXgivrAHBx19nCWd7Bcx4g===BA8olPkpShOq5NDODHPLOqDbEU2Ex0fp9aX6BbwM0SkZAq3l0wZ8uVFGc4Q=)fghEkBcUuBEJGhpBEXH9OyX6/yIzJd6w4Q2MM4LSeCCLLbFWnv+5pXONZTvoEVUNP3rlOnsI0jJPXUQqVje+lcrjoAzJdXabOSXk7pZsYPdwgYDWbA9ogfVSr0+uwwSgNBeQZvJuDf7I=)qZ92qoVaixg6xuwz7yMdqwgSSzHfAt8qqPaYGQ==hxs=9ijhEQ00jotqCrMJ9hsG/6ISCGmfhcdHo2YJ6lERus6l02Lf4TKJHDw===BA8olPkpShMjgD8G8SlTG5Py6wpyf9MOyOVugj+98VdZbpapRkTZwkRFoEU=)fghEkBcUuBEnP2vTI82EzvDilnx+8GJZjNsHvgpoeCCLLbFWnv+5pXONZTvoEVUNP3rlOnsI0otJl7SSJHP4euA717p4ejnimToNdE7ubFA66HeyHI3VweSB6ll1f1Cez91QOLmUmd/c=)qZ92qoVaixg6xuwz7yMdqwgSSzHfAt8qqPaYGg==hxs=-ijhEQ00jotq+wgb85eUFdFIFzlyuZGCZV4WU/0PFkOc=1y6NKbrOitLc7UYUGK14EteEMmw7/agT8IJ7j+GhKu2+xPZ4G%3o3Q+NgU+nR91rKVBPE5b4k7ixf1uEUY+KA=aCCLLbFWnv+5pXONZTvoEVQviCIiQHB8BanYWpobtzdzX1UBr8Q7q/3W7l442RisPq15fVryqt59RVzxJicxJGX3nn8FoRQ==OHcWTzkSpRRBCMsePKk+RevhGF0=hxs=-ijhEQ00jotq+wgb85eUFdF3ql9U15KY9srd7vJ4blA8=1y6NKbrOitLe95JjYtaeGp4evprmvcu1Dc1xmkDef84M1IDG8%3o3Q+NgU+nQlCuzNTuFB5ycOAES5Bhc5SHw=aCCLLbFWnv+5pXONZTvoEVcBMg/a68BWslnh4vkZ9T6D6WBEBxU8FaJJXFTtWqk9odwqAxgU9xwVwNzEChwjrZkaGUu5YYg==OHcWTzkSpRRBCMsePKk+RevhGF4=hxs=1ijhEQ00jotpuKDCnNEOe3S5ktARgf4DnFY3+ePB/KTvJ2A==5jas/B1xNJNeILOfA5FcqIj50nDtCfzCHZNq3F1q1LzpbK0UVR2o=%FZ12mWUSd66NEJOiseqVufKSSaOHeiHgHB28aCCLLbFWnv+5pXONZTvoEVTRWbK6bkF/BBZnnLH/setB0Im7lraSWPred5m48odznvelc9tVZyQEnJRPQcW8qtSEd9wa8fkU=!ADdtyl19oiHynCy/T3Cw39nKaG9RCw==hxs=1ijhEQ00jotpuKDCnNEOe3SGQ6w9kZDUAvrHgFhxPzA31Wg==5jas/B1xNJNdJ8xuPEKz9uSp+YfMHE+g6uux3BhDICJbA57YRdOg=%FZ12mWUSd64P+Xjst9PNZAVOEyqVL8bcAvs3aCCLLbFWnv+5pXONZTvoEVTRWbK6bkF/Bn/MV+UKpiEO4SOm4ySi208VIEiVKyjkvjSjeWNgtF3dQwgZtxCEgE9sEmnWR8XA=!ADdtyl19oiHynCy/T3Cw39nKaG9RCA==hxs=1ijhEQ00jotpuKDCnNEOe3fKRjW53Cdqsiha5lbUdAo/tEA==5jas/B1xNJNdalNabu4obLjEoEWli/3TTlm8N//Q29iczCWQx6oM=%FZ12mWUSd66DUbQmPqH1oXbKBYE6ZwYaGz5haCCLLbFWnv+5pXONZTvoEVTRWbK6bkF/BBqAMg7rwRoGvWGWd1y8bU3kgAoaCfrO6T0TPfAmsGOFn4trzPl6GaHovjXcwJjs=!ADdtyl19oiHynCy/T3Cw39nKaG9RCQ==hxs=1ijhEQ00jotpuKDCnNEOe3ZSnaJiW0e+wNupBISTDLjdUyg==5jas/B1xNJNe5Droze9Q2zsJ5TtGCWvMflogHHPHE80bXGXBEHEM=%FZ12mWUSd65e1tqm8gDVE50QCDpK3nZ/gPyLaCCLLbFWnv+5pXONZTvoEVTRWbK6bkF/BRVpmR00wepyCRCngXN/am4vA3u0ui+jeJCX1g2+++ej+dnM+ULP2ExL4sa/VZQU=!ADdtyl19oiHynCy/T3Cw39nKaG9RDg==hxs=1ijhEQ00jotp4sFQW9tHRYrVk4pxqABNnhA1nV7vvN/mAEQ==5YrVCzyo3+CdqWVi2Jb3o98FeSZbMbtG24NWv2EhU7ZEDleV+0XA=%ijmXhS8SaJ6bNKLattX1XMQrHNnOVMKRtixbaCCLLbFWnv+5pXONZTvoEVZ4rRcFG5UXliSjSf3CpF2AkdSopZo5rCoVpwLtrAZPbAbYblMEOBFkVPOBPGzpRlE850Fu3Fyg=!CtdvRRx1qWU64lwAhtcD1RhYJCcxdg==hxs=9ijhEQ00jotpE11O2ZZ6elOKPiYcv+Mna9cTQw+skNrSfKZxWUVtG0uSwA+jcCosCB0gu5+NISDnkEAnud9ZseQWlC6iEBBiT6HDWoC0rSPRqEV5pSw/e29g==-u0mMu9K9e7rEgvB5r9VqeRo4+YFhULuSuokY6vcTjQ==eCCLLbFWnv+5pXONZTvoEVauy8Dqf/22mLkr9nMw55AFWYPbg8M2GLkKBvFZlLhEsw/KXCXQa4vvgVos9t743U2MJ/jaYM5oA7w==)D5ze/dajHp5Or23ZzLc2Xm4xKKUy0Eyd7XSLCKm6hxs=9ijhEQ00jotpE11O2ZZ6elOKPiYcv+MnaZprPlNaLOH/HnftmNlIhhMF9EAOA/H47RVTf9eVu+dUOUyeDQA+OQP/bsj8rcpWoYEGsRLsdyrEZQV4LRiJHBj6AWOw==-TRI42ga54S+o05IxnIK1eno/7rpXy3WpqgWgyXH3NA==)D5ze/dajHp5Or23ZzLc2Xm4xKKUy0Eyd7XSLCLK6hxs=9ijhEQ00jotpE11O2ZZ6elOKPiYcv+MnadJCy2fDUVJIcCNe0TzIJIjHNA+jcCosCB0guNvmFY4+Ze5G/VcDU1DnKMsb/8aQJjdaQl0bPR2B0WtRXzP+UbGQ==-u0mMu9K9e7qhOV2j2FgdarR2s/tI1myzGHJyKF+3NA==eCCLLbFWnv+5pXONZTvoEVauy8Dqf/22m/9Itc/WFJsj0gCTkYCSS3rGn3dUmbuQ77/EIeK7mkA1AAHhKHC3u9HC2r0C+VlWJkw==)D5ze/dajHp5Or23ZzLc2Xm4xKKUy0Eyd7XSLCKm8hxs=-ijhEQ00jotq9yVF9EddaQm2bbbN52g2/Knkg6+tnMQM=1mb3B6sqnUKfxYwBbeFpaJ3j3wL0yVNgiKxSoveuCYW7GYVH/%AjktKwiOYCYsVZKgCa2xgQ6YX8E4FJ+hY28=YCCLLbFWnv+5pXONZTvoEVfOY9OFpxPISvkmbpiWdAk3RIo9q7hqSZDkqHclZm6sBVX3x5RKXGL0EjaBSKzS/rIM=MmaluoqY7iCiaqa8XI6p+8VySLg=hxs=5ijhEQ00jotr4DTB/Xp1tqI4iVX74wt9spIAgXQDnvaCZzN+MumI=ATtW986pONZxG6dus/gE+XEPRWqYPEpTqlldwW/lRrdb9LNMVWB/Y2Is7pGzI0g==-9PYCvUsbcHzT6Cf63siubQHmYla6PK0f5vzw7ZHQUw==eCCLLbFWnv+5pXONZTvoEVfYCfkrSRaxtSw5dlhrFecmeKQZOGg+InCn490m4L6ZGNNA3HXlGNDclLwnH89Cm0JJuIooHCx5a3hw=%hTwjMFkDECmdIz55M0hjn74yfX+c4fS09o0=hxs=5ijhEQ00jotr4DTB/Xp1tqI4iVX74wt9s4a48tTWf7SQfyKGZvUs=ATtW986pONZz79cv+VUdR1/4f7k9gT3np8mUNONLCTLS6RlWNEovD0mXFoxxL8w==-9PYCvUsbcHxIEewg3Fq+/b3luYpMUlBLgCHkXkrHAA==eCCLLbFWnv+5pXONZTvoEVfYCfkrSRaxtPKLQ+mlzIerCYDARx3iWiiOqypCDjezh4QvZEBt0K8cKyLTwK4X1Ci14L94/V+UQkhg=%hTwjMFkDECmdIz55M0hjn74yfX+c4fS09oo=hxs=5ijhEQ00jotr4DTB/Xp1tqI4iVX74wt9s0AliCRxvQX4Q2ADT4/I=ATtW986pONZxTU4lweefns2Pa2te/JW8NpKmKa0xyWEihuZ/Enr0lGPiIsTGYAQ==-9PYCvUsbcHyqcXFCLInw/G0dGygLpKPO5fP25K/wrw==eCCLLbFWnv+5pXONZTvoEVfYCfkrSRaxtp9IvOTVkrKlOK0uWo+OJxBc4e4esXLfvnk7LE+dpdV1n+dHPwyfIfuu5GO3NFRTmBA==%hTwjMFkDECmdIz55M0hjn74yfX+c4fS09ow=hxs=5ijhEQ00jotr4DTB/Xp1tqI4iVX74wt9scQ9ja5t0KntXdtYlg0s=ATtW986pONZzBFwwCBXyb/9H+YvQlE4jCjwzOmEwncZoWKKGSzRI/Rb9hm+jYbw==-9PYCvUsbcHxiavoIa2/rO//jBzH7dc5DoXFyjJl9WQ==eCCLLbFWnv+5pXONZTvoEVfYCfkrSRaxt7oXuun4N6L/JJWsjh9UM8nsKWtq0nAeqUdUFxgZbnV7epVyxlA1SJ/+mtbo3xmbWEQ==%hTwjMFkDECmdIz55M0hjn74yfX+c4fS09os=hxs=5ijhEQ00jotr4DTB/Xp1tqI4iVX74wt9sqB+hQhPr5w11KzXmpfc=ATtW986pONZzQ9yw+Az7YEV/HybMjPlAuDvZBJOJ+MM7s+luYexnntwUxubqbjg==-9PYCvUsbcHxkk2APG+I5u8zQftSoWcoTYXPTpseK4Q==eCCLLbFWnv+5pXONZTvoEVfYCfkrSRaxtXsfz7M3AafS+WtCvXxZRgSjTueX9WwykifNdBh105Dm/xCqIEHrQZ3EXT0ACP/KzTQ==%hTwjMFkDECmdIz55M0hjn74yfX+c4fS09o8=hxs=1ijhEQ00jotoV+WU9yLzh5U4c8OHvFPOkaS4qAuYgemrl4d8y=TtW986pONZw0Nf6jVu3Ms3FeKbw8i7+tto8i8DgJp+B4xVrz3630/M6GJIQ=)9PYCvUsbcHytNHZxITE+IPJCuzOBR4GtR33jAzEHaCCLLbFWnv+5pXONZTvoEVSfJebkykuWNID9zfQg849Jq+2JS28Q9U39a4ethdzHLtfPn9WeONsYwVGKEBuLk6Qy2w37tNa3i!hTwjMFkDECll/eOJeI/pHnVq0tWvUUfChxs=)ijhEQ00jotqPthMC6ITZZAC1xBGtAYYmDMnm6oA=]XpMLpzeGUWZ+zMeKSP4Jg1G60yDOwBAwCSwSNBz4mUfVaV25AjCUKIASVJb1ssZtQBY2SfcVCOug4oxVUDPB92voC7w=XpMLpzeGUWZ+zMeKSP4Jg1G60yDOwBAwCSwSNBz4mUe/DHI52dx1PPLOg8hQJBCGcMggFvp/7heN3WvI/MDaMdtFTfBV4+Xd0v2oYl6b+l3p5ChYNesEjfdGWHIWRlfCjnHq6xVuluiv1y1g1dJk4te0Ag==BOUbgkv9DesTGA==!5MFre5UXp8xMQQDEh1XBV94660pp210=hxs=)ijhEQ00jotqPthMC6ITZZDYfCRkU9rOZiUp7mw==]XpMLpzeGUWZ+zMeKSP4Jg1G60yDOwBAwCSwSNBz4mUfVaV25AjCUKCoSE4XPovbc4DOHtG+8TA5VMIJwTnXRU7uOSg==ЕXpMLpzeGUWZ+zMeKSP4Jg1G60yDOwBAwOpNWgqTGM96KijlNaI5z5a/U6qlJLCZim152zVblvmkqlR2ix/tWrbQL8DgIjkM/Deu8KNa2re3ZsXXUltQ11r6IN1lW+3uASV4nbbXWaeppuvZKFJajmr3aLcYkTyJKCFNZMyDIe6AdJQhRWQ== BOUbgkv9DesT1XpMLpzeGUWalTBElTLy+yX+qyofuKuj4qSAQ89VEErha1IB/!5MFre5UXp8wdvFn2yX+w5ukev8FJdwM=hxs=-umBmVlsS8rLYm5eYtL9sXEFCfo6g6TzZ89zrevKou08==GvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQzO5jW0RF2zl0lz28L7AwFV6IyQ==D5ze/dajHp73NLsxDvwuZw==hxs=!umBmVlsS8rJW7FoQ8zVaJ9EgAObJfF4=Xzl2c8k52ISvavITN5q92w==-9DnCwV/orWSAsJB3eCdYKe8wMBT4xrRBB/VHAVc2dQ==YQMMwmJ1DnjKmoYkdt3lGE+tc8pwaaZriQQ39c2EP2sa9K3d75D1q/fkPERwH/JR3QbLJdkPpKHKg21orO6OfSw==-g6t4sx1frz5fWUoGp9A0TzYpShlJsPllgUyu86f0Imk=YWQHo2d83SHc3PJWjRifbUEOgpvIROOIsIkPym0oBAnugn90wufhZkBIuEh2fnx044c1HhosuoR+NQGIXbvLi8ZfY%4MLCHkpOiqvFGxZ3OxaqFPbySdmHEX9Vvrk=-4/WJoPJOW6vhKAiF7q1ZB6vIkfg9hZIK5M3UdPcZTbg=)k5OenA4bMaheiwoX+LgI1EVbMxusQq5viw2dCozAIDQcxGsiTlpCvD+ReA3Mn7ljrIWnBPdGAKbeSwp69Nl3EjbwYyGFNqK4D38ViqVBbSsXWqRM=UCCLLbFWnv+4O4FPm/BKFB0EZfjFYEWoSs/QiMqRu+z9S1bWHrhFVQYEjeTbHgbBBYKVvs7PXZSaOTRShRe+WXzMwMdcgpuL8p844uIU=hxs=%umBmVlsS8rJW7FoQ8zVaJxo7Zc29QUBHDg==Xzl2c8k52ISvavITN5q92w==-9DnCwV/orWSAsJB3eCdYKe8wMBT4xrRBB/VHAVc2dQ==YQMMwmJ1DnjKmoYkdt3lGE+tc8pwaaZriQQ39c2EP2sbFaZkI1yHKpTP++GkM0dAYGe/yqAWRi997a5GlecuVpw==-g6t4sx1frz5fWUoGp9A0TzYpShlJsPllgUyu86f0Imk=YWQHo2d83SHc3PJWjRifbUEOgpvIROOIsIkPym0oBAnugn90wufhZkBIuEh2fnx044c1HhosuoR+NQGIXbvLi8ZfY%4MLCHkpOiqvFGxZ3OxaqFPbySdmHEX9Vvrk=-4/WJoPJOW6vhKAiF7q1ZB6vIkfg9hZIK5M3UdPcZTbg=)k5OenA4bMaheiwoX+LgI1EVbMxusQq5viw2dCozAIDQcxGsiTlpCvD+ReA3Mn7ljrIWnBPdGAKbeSwp69Nl3EjbwYyGFNqK4D38ViqVBbSsXWqRM=UCCLLbFWnv+4O4FPm/BKFB0EZfjFYEWoSs/QiMqRu+z9S1bWHrhFVQYEjeTbHgbBBYKVvs7PXZSaOTRShRe+WXzMwMdcgpuJCNPiGA6vc+w==hxs=!umBmVlsS8rKe2Jm4PthkQV9d/o5FdtY=EGvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQj9UkoMcI9WPu0WEWYV5+CFQcS4tI8cHtTA==BWXN0Rf2AJI6AHA=hxs=umBmVlsS8rICMuWec2osKQb7wHFpEGvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQj9UkoMcI9WPXKtzqUPm3Wu/34eTAzHvM6A== 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GRYatt2eE3M=hxs=!umBmVlsS8rIDPfZrZllRSZDMg6V6aAU=Ip7nZE5VtGNu9cBcJfgjB1OGWfNJHKa6QvBuLV4GnTAqsDVkAJA8j4cm+0qBoQvoRAh5NRxE=IiCbcC0W5JGjcCg3FLR2AwIZ7+mmBH+x4wbu23qQR3elNEHBysano/9eeBqv685QkciS6dL0YoCWkQ7DKWiVnIA==Yt7OFkzFtBmBidcC1U+45yV6Wr3ZvhEi8xSVhxs=5GnxxXZZQMBmj0g8f5MOYZKYC6u7+fBygSXLPM0nnf86qMFSqxLLAhxs=!umBmVlsS8rLD6LzXelC0zSZlCip3Y9W8QGvaIAXfQjdeKS+ARkeeTbbUwgTHe1poQj9UkoMcI9WPXKtzqUPm3WqHkkx/RETp5jnkeL2xkTTq+0RdoBWXN0Rf2AJI6bA==hxs=umBmVlsS8rLRrNLjfeYpS7q3RYI=Xzl2c8k52ISvavITN5q92w==-9DnCwV/orWSAsJB3eCdYKe8wMBT4xrRBB/VHAVc2dQ==EQMMwmJ1DnjKmoYkdt3lGE+tc8pwaaZriQQ39c2EP2sa9K3d75D1q/UTy4+aBSL9+aXowYWQHo2d83SHc3PJWjRifbUEOgpvIROOIsIkPym0oBAnugn90wufhZkHA0qm5qM1ydkdtxyr8GQCkCV7eA8PI7XFvo%4MLCHkpOiqvFGxZ3OxaqFPbySdmHEX9Vvrk=)k5OenA4bMaheiwoX+LgI1EVbMxusQq5viw2dCozAIDQcxGsiTlpCvD+ReA3Mn7ljrIWnBPdGAKbeSwp69Nl3EjbwYyGFNqK4D38ViqVBbSsXWqRM=-g6t4sx1frz5fWUoGp9A0TzYpShlJsPllgUyu86f0Imk=-4/WJoPJOW6vhKAiF7q1ZB6vIkfg9hZIK5M3UdPcZTbg=UCCLLbFWnv+4O4FPm/BKFB0EZfjFYEWoSs/QiMqRu+z9S1bWHrhFVQYEjeTbHgbBBYKVvs7PXZSaOTRShRe+WJqMET0kLLJoR2Nc=hxs=MumBmVlsS8rLIPGOd0VHB7epkCWhoQybXZtTc1EYSssdjrtH8UZaHGQC6jkjIvs/OagaWwFGZ4Gw=Mu4azkvPOgaRS2L7xLqYcCA1mwKW811sJn5NgQ+APuy/ns4HkoH7+Tau8BKlE5X6y+lX2D28fuiGCfX+NbLXIaeLuJonXHyoC+UHVJz0zYJVv6WSIhXhKO4OKKe8uNotybl5y7cgxNDiGb3gnOF8j8RjKENv/6oo/r4egEIumZZcF+UhgTpnBepQx9FPUk6+Y=Q8BO1++NYoBkHXaDn7LA48r+qNlF19lKt51EptuN9DAedEBsGDAYQVM/SZlyXZWDinFz10Ql4Exi8VwgJ-5oBKFvjdaTfOGxjUZeLAux9g+HYZjbP/temwdT+hMwGJ)0ScT2XliZvwrSbhvgxVxUWK1QRrfVr2NgdYilA==YZY+6uwAxYoBRZiFqcQrnSZZwldUaRsTljyQAB+gy6ihf2EG01UDvJfDhr4x/rZBySL2fU01FmYjvLxxLFZFLb+iOUCCLLbFWnv+4O4FPm/BKFB1Pp6936mPUMUDcUL06FyWHOlN+cMCkq85ECwmyMnLgvQvtZcaoZJBk+dVSoeA== 2D8Zz57qnNLwhxs=AEtckn/bSFIwydSMESGMyGCjMZVPNdOC0YILzofXf2qVseEXpgPryS993uu3m8A==hxs=!umBmVlsS8rInbG9s1kVcSHvJ8h85qN0=mXzl2c8k52IRRymQhY9mOrbhqMO6hy+ApHvhrXLYrhCIopugPy3eU3OJnzlgqB4uRFia/9y7OiiBOMYRMWZ7Eh/NjYVADJOsRk204jkjxFY4=!QoTexZHfYN0SMHK7/i07X7htnzQaqFOm)8ldFLak6xB5yetELxpO1AnGnxuI3i9KLt0i3z8c=YJg1ipRKt2hZ/0R8i0lpMGqTY7Lzq+6Bgq0zG2dbvaTyUZfgcub9ozPNIpJRGCEcJF+w+p9Jn5Ee2XSTlCFRkB6U=9VdEMygTAYFM7YD8Xh0958Tkb8leP+q38PAyJYkokNe/RD2yLzcldfk8=!46rhbAIyF2O7xnPu4A2M5Rn+O0qqa10P!BlHip7GmCAnmMjh6qPLznGRPbJH9sLP/%oe/61tEa3DDnwkrnX1h0QVWf/xo4RGJ6uX4=MI6d+h5ijIojFqc+0/SyLuv8pADzvQF9hbEK96cb/R28BaPby13rq/ab/LC5c2wsHGhwNc43yeg==-rk2hDlGBTKiswwY0r8O3o9eC+SvZcZ5UaZbF59HUgA==-KZPQN9tr6k2QLoKcyHUlL1vx8Wg/U5u7y+4ZqvXsrA==%FE3yX5P4WhHRYadIhFP5IzYlt7jS0CrlxQ==%yM+U5/7VzGzETy8s8FPDk518rs6btF5o4Q==%zK4t8WKL6bjZl5fscYM8No/IKdrfYKG8+rkI=GnxxXZZQMBnorCEwz5yaRc5nzIPV+4azMuEtiTwF/wayVdgEZQZg9FG+OtAYUZY+6uwAxYoCrPF2y4X8ey4fJEjLmhehFYO7ysMmvk/gODQQxnfk8eE6L06hpRtCLAK1Tc5BtQLyYuw36MiqX11ZO+vQzb2kpJmFJAiwBxD0qlNmrdlOtbNkJGt7sRUjWOy0+xnQ9ctlWNij8kfB86hxs=)umBmVlsS8rK9F3d3zHhVOfiSXqL6Nt1/PoEhRw==5PYWEDnG5vtZ7TqBop5a/Q3o3dvCHiVW/vvZ6RJucBTsBNmeF4OI=1uLyqdZWdFLsItvah63rUe5qy3tSl3wqOAdHPOUJbPUbbdg==y+qi4Hhxpc2qjGypEX9a0Q==-atz8zVThrFyyc9HnFimeL02lT79Atqa2iQnTVEgByKC5ylsc1AnuP7TobbvWuy6dF2eubEMz+RUQRVE= i8q4lL51gf4lM+CU/C35TFfLKLfIO1BvZg==hxs=UumBmVlsS8rJQTlJ7LmID+UBYXirOT+dr1X1JUfbXTWVeBoMugMtuLwD4ko/btWTQ+WIVi5xK3Pdaa5h9bA==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=z7YriDvYTgA/30SXtIDvINNQpoc=hxs=UumBmVlsS8rLjRiSkD7pphDYe1hxD2yread8wlsMaxxd6DPS6jWsHnlD5if77TZ7nZ47O5N03alCx1R3htbsIIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=-ZNxSt78sK38eQY5uinZw2HRwuY62mFh8BiFWbi84dMIyH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=z7YriDvYTgCmfb4rJleIcNVE1i4=hxs=QumBmVlsS8rKWHc523B8BzLAUZZGqxFp3UrvvnTANfOkjfrsDR6yjH3eLiR9jK1Km+d1kzHU6dBBqTKoNIHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66Wvo44uclK2vgGYLhw==hxs=UumBmVlsS8rI7HGP9ftjBjzO0cyb/nMHAQPFPVjqhw+GZJh+7N1DX4BnyekUApkzAYl1VNXAcb5vyCH2vDJs=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=-ZNxSt78sK38eQY5uinZw2HRwuY62mFh8BiFWbi84dMIyH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66WtoYjgg5UwW7tnacw==hxs=YumBmVlsS8rLZFPagKvh3Nwi/DPkcdsPT2JUYvUXS+gsZuIxBFkPiZn0IRcqLzXvXM6DhCtbY5pUD52d4qGDXVQ==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==OszSLeSteQjx0K0qqM5jVg8iDXM=ZNxSt78sK38eQY5uinZw2B/acOI=-uDaSVqPBawqOaHA7zno22UfiaQx9qT2kbfgFLsr1+oloH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=pmpixFZ66WuieCQy6YTQc/b39w==hxs=UumBmVlsS8rLm+RhZicyH06NtCul3oldicN7ghtm14uPNxEZywrdlKcAgczhc0N/COognQPIzDZNVwK9RY5U=IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==-OszSLeSteQjx0K0qqM5jViqx+1IuN73pw72Yp6l9ytDJH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=hGJKahUJIkZZUpDXl2zOodFAUmfghxs=YumBmVlsS8rIWkrwKuY2xBakUpfapRhMRaT31n5srg0vOMUzDAAkx6J8F9ROoFtUTOd6tXFwFWlAV1sdF9hzhbA==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4sUQ/Q==OszSLeSteQjx0K0qqM5jVg8iDSk=-ZNxSt78sK38eQY5uinZw2EqNw9upiJZJ54f9+EmngTkEH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=hGJKahUJIkbX6dkTyeab4JZFeV2whxs=UumBmVlsS8rJKdJAZ3ROXcyAxjsTBCawq8oZuOT6vYEB4+mqow3xqhgTOVglNNF76pT6pOc+gezTPiT+PIw==IHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA4p8Q/Q==-OszSLeSteQjx0K0qqM5jViqx+1IuN73pw72Yp6l9ytDJH3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=MCVaPrRAnmcIPKeLHpQUlx4VApo=hxs=QumBmVlsS8rKNkVW+vjRsw47/1eOE1gh9WKy8u+xdSBZyD69dh9H+Ka1WT0aZDd4tkIPw6phPLIesHXE=EHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA7sM=m5AD3cwgsJ+5fiUUs73rrg==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=qTQL637eHDSEBh62gpwOQTLt+g==hxs=iumBmVlsS8rJcRysVIwTQAXdLYuGDIFB6S3vNjGulnK3sgzcdokt+NAmTKDo/1zv9LYD6MLzX4OJZcf+s+ycFIkBbzf5QlTzLgJ6D/R4=IHqNYR0XagefrecEp/Jc+2o33T5pQ3Ty0MoPA8ShKXGn1wfRKacwI6CoJns501OSg3XMBWA==+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cVmU/IdLakrfTik!KSfM4miO/EcrT+yk97z/esDBHoVqa5YKMHqNYR0XageffLOhCBOIW6WBP1uVVmFchSceMWVws+2cb0+wvHrfwwftq8XURCS6POWraNsBNHR0=m5AD3cwgsJ+5fiUUs73rrg==YUxq7shb4aEmRLyGaUBfMKAGaMstA07Gwiyv%qTQL637eHDRUK7gzcWumOVUb3FQRfCibzw==hxs=QumBmVlsS8rIP/YqSVjYXHy4BsBYEZdz+THEKaNmI1VVKDciUrRtNVYjvoKrouMJbFmkubRFddq4Lojs=EHqNYR0XagecgBBLlrvpwdzrDJZTf8xv/4gkwWexqHORsipyoOsQUKpw3O3NNCSTA7sM=+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=vsqGwic6goRgmS9YF5YFXlTLrg==hxs=iumBmVlsS8rJqA02iWqxevP+p3qajSX95MNIlPEkCkQztWUlxbSQUJC/nMG+upKOfUERZKlr8j3ULKQUpM5da36EDHKq7jGEpQKZ7wao=IHqNYR0XagefrecEp/Jc+2o33T5pQ3Ty0MoPA8ShKXGn1wfRKacwI6CoJns501OSg3XMBWA==+j9uyMWI7Hr4q908MXLheg==H3xUbEla9cVmU/IdLakrfTik!KSfM4miO/EcrT+yk97z/esDBHoVqa5YKMHqNYR0XageffLOhCBOIW6WBP1uVVmFchSceMWVws+2cb0+wvHrfwwftq8XURCS6POWraNsBNHR0=+j9uyMWI7Hr4q908MXLheg==YUxq7shb4aEmRLyGaUBfMKAGaMstA07Gwiyv%vsqGwic6goQb/cymB+fA95ka118tFGudjw==hxs=UumBmVlsS8rKULqUw9TeJbfBXN6JVoyVm1Nq6NjY7zujEQeTKappR7ahZbVElSey2xPzgJXqoZde3AVWljw==EHqNYR0Xaged/N3MzNDbAEXtr5ACTz99bCGRlCYkkptA2Zdvjv48FBGFP1D6ibA5mKQA=-OszSLeSteQjx0K0qqM5jVpCUCJU5HbHmab4vzJkF7nn+H3xUbEla9cX3ijL5uA==R1D6FwwUBO4Hnk4=9JXswg+GB02tuwBy2acgRcK8w60=hxs=99oj+QNVmGlp32MYo6Jo1YhfMqvN9Iw2rmWdGRVvajSsn2+qd2DfVYIA=aumBmVlsS8rIv78mp4dIUg4mBAQiCmJ8E/e0RuMO2JUFlqFCYGNRqA7UUZl3IugEMs8ynq8a0fOkYv5MRYe9n26OJg8J6Sg==]Uj7KGsrYfgcQAkuDJxrcsj1LrCHMJ9WHBiljo+fhq5O9GpDd0N7ERnOVVkUWXznJ6LuodsFwNrpBbWPQmej9s04AOg==wyfUEbSJFu5+QZWlC/DVQopXcQzvWZTRifl7AwmIm7xgkek=O1ZcOuycG98LsHgT4q8wAGAfTg==1n6MICN6B5pt4R0C/GA=03xzslZB7vLpur8vcifD3T1hA60pNiuvuZe8zqnxkdRrr6gS32M=AKTIqgjPQ7sAu5Zq8oplPyc=aBRNQdsj1tZVVI0ySO7f0hVt2qifI6B0VgZ3meqlUsCT62i0bJ3iWtq2khfvdWlLa2LfSyh3TFTQflmJ38fUGAsYQ9165WJnAx5UDZ9apXx2lMrmktA==IhhBFiwRUGPoqGXCplvyFhbfPAXomjzbJX1GItLO0HsPbi32kPwKoyXRNVl1JaBDh8xgJWzrHf9ZMQeFIM2j6Gq+mdg==/Sv+wnMfdss33gTI7doK+0p3GgdLijxZgardpdG3fugog9af9yQ2hCJdotXm0Sc=%89eTaYUMMfG3/h4KZ8PfrWIMlQD7nj03Fjg=hxs=iumBmVlsS8rJGDwIllENAFdKwDk/1cK5Hqd+TfO3h9bkKdDH4PG/y/Rm1I6XYXlhjOGQxVANdH6/oMEsCypdL0ZwH10XucJR9WTEZZ4lV18AGJbXrt8RiheDCvdYTnVP7hsTtvdUe8YW9O08YZ5Y+MlQ==mlY6vLmEQ/apJC9Wtr1lEmfAfsLQ6pPSN7EIv33+GHpcXyRFGqYLWiBbHOrUxyR+L2sQHQoOqtDRsal/kXuvgXqdKK6jvzyZgdt1ekkQdIC4=UqG5qtdFiJf8Bih2JUHTT6AGUe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