Question #1
At a daycare, Kiran sees children climbing on this foam play structure. Kiran is thinking about building a structure like this for his younger cousins to play on.
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[/img][br][br]The entire structure is made out of soft foam so the children don’t hurt themselves. How much foam would Kiran need to build this play structure?
The entire structure is covered with vinyl so it is easy to wipe clean. How much vinyl would Kiran need to build this play structure?
The foam costs 0.8¢ per in[sup]3[/sup]. Here is a table that lists the costs for different amounts of vinyl. What is the total cost for all the foam and vinyl needed to build this play structure?[br][img]data:image/png;base64,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[/img]
When he examines the play structure more closely, Kiran realizes it is really two separate pieces that are next to each other.
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lWiRwAPIgESIIEyIUBxVSbYeVESIIHSJoBVgDOnT0v7Nm114Lx71y65Ex7Oj4UZQLiEhYZJ4P4DKrQrlisvixcuktCQENP6RWhIqJw+dVo8hgxVYTVqxEiZOW26tGjaVGpVryGdXF1l5vTpEnz1qmRnZ8vHjx/l06dPNBcs7QcGz08CJEACNiJAcWUjkDwNCZCAfRDAQBT+K/fu3pM+PXvpqlXAtu3yOuu1DlLxOz/WZPDh/Xt5/uyZzJk1S6pXqSoTvb0lJTlZV4hKvU/kf9LrZGZmyo7tAbqS6jZgoITeDtEy3b1zR9avXauir2a16tLaxUW8PD3lxLHj8vLFS3n37h2Fln08YlgKEiABEiiSAMVVkXj4IwmQgCMRgPkUZvqTEpNk3JgxOoBeMG+eYEBL0ypHaknblxXtn5OdLRvXb5AGdetJ7x49JTYmVoW27a/27zNCvEEgBV2+rIK/Q7v2cv7sWXn/7p3ujN8ReCU5OVn27Nol3bp0kSoVK0qdmrWkf5++cmD/fnn27JlAIOYXWM1iv/43a35DAiRAAmVJgOKqLOnz2iRAAjYjgEEmBqhZWVnit3SpVK5QUbxGekpyUhKFlc0oO+aJ0C+wmnny+Alp2byFuDRrpmZ38GsyY0PfxPVjYmKkZ7fu0rBePdm2davg+gXFkdGH8T38BWHW6j5wkFSvUkWqVKwkEGSb/P1VgMHslREGzWg9XoMESIAEfo0AxdWv8eLeJEACdkoAA+i3b9/K8WPHBL40XTt1Epha4Xtu1iUAwQKxEhoaKv379lW/JqwCQZwUFDalRQjXQHCV58+fy1iv0VKtchWZO2u2TgL87Jrou1jNgv8VJgpq16gp5f/8S5o3aSqrVqyQJ0+eqF8W6odrYH8z6vSzcvN3EiABErAyAYorK7c+604CTkLAGECH3L4t9evUlZbNm8uJ48c52HSS9i1pNQxhE/fokYwbPUbgy7R8mZ+8ePHCNBEC0YPVVIghiP4RwzzUz6s4oh/lN+oAMRgeFiazZszQ6IaIdoi+PnvmLPXbSktLYyj3knYUHkcCJEACNiRAcWVDmDwVCZCA+QQw+IR51KOHj9RsCrP7G9avV/8W/MbNugTgfwc/pRV+fhp6HXnOsNpTHGFjC2q4DkTRoYMH9fpdO3WW27dulVjY4Xzo69HR0bJsyRLp1rmL1K1VW889fpy3nD1zRp4+eSJv3ryhyaAtGpDnIAESIIESEKC4KgE0HkICJGA/BD7l50tiQoKM9BiuOYtmTJsm2W/elHgAaz81Y0l+hwCENVaMtm/bJg3r1ZeB/ftryHWzBDeug2AVwVeDNacVcq2dOnlSzfd+t16fP30xNYyPj1ffraHug9VUECtzgwe5aTTC+/fuSWZGhooslMWsev9O3XgsCZAACTgDAYorZ2hF1oEELEoAJlcv0tNlka+vVK5QQXMHpaakmLYyYVHsdl9trPDA/+7CufOaMLhDu3YqbOCbZMYGIYNVs4j7EdKjazc1R0SUQlzfliIH58I9kJqaKgcDA2X8uHHSvk0bNRcc2K+/rF+7Tq5fu6b+XgzlbkbL8xokQAIkIEJxxV5AAiTgkAQwsHzz+rVs3bJFTaNgchUZGUlh5ZCtadtCQ9ggYXTvHj101QqR+fJyc20qbIoqMQQPVpXGjPLS1dT5c+bK69evS+36uBcgKF++fCkXzp+XRT6+GpUQJoOdO3SUeXPmqrhMTkrWlSzsKzSZLaoJ+RsJkAAJlJgAxVWJ0fFAEiCBsiKAwSFWARC0ok3LVhpe++KFC79tclVW9eF1bUMAIgPCCis5Izw81Bdp8cKFkp6eXmrCpmDJDZGDgBmLfBfqitWoESMlNSXVFNGP60PYIYz77Zu3dOXKfdAgFZjt27SVCd7jZd+eveqXhZU9hnIv2Hr8PwmQAAnYhgDFlW048iwkQAImEsAAGoEB+vXuo+Gpd+/apWZgGFxysy4BiG74Wc2cPkPznI32HKU5oczqF7g+Alhs3bxFExX36dmzTFdTc3NzJToqSvbv3SdgUadmTRVaEFwb1q2TyIgIvW8gyLiRAAmQAAnYhgDFlW048iwkQAImENCVgfx8efjggYwdPVqF1fKly+SliaG1TagmL1ECAhAI8CvasG69rlj16t5DYqJjTFkxQnHRN3H9UydOSsf2rrqaevnSpa8BJUpQJZscooIvN1ejJJ47e1ZmTpsmTRo2UpHVp2cvwcre7du31WyxYL4sm1ycJyEBEiABCxKguLJgo7PKJOCoBDCATn/+XAeEVStVFoTWjn8aT3NAR21QG5UbwsYwE4VwqFurloTevm1av1DR/+mThIaESv8+fTWgxN7duzXBr42qaJPTYMUXJpLh4eGybMlSFYDVq1SV1i4tZfLEiXL1yhVd+cN+EGWoFz7cSIAESIAEik+A4qr4rLgnCZBAGRLAIA/5e3ZsD5BG9evrIBZJVTEQ5ACwDBumjC+NtkcfCLkdoitGEAunT522eWS+oqqJ6yN/1qQJE6RKxUqyZNEinQSAQLG3zeCFABsPHzyUTRv9pWunTlKrenVpVL+BeAwdKmdOndbV4Hdv3ypbQ2jZW11YHhIgARKwRwIUV/bYKiwTCZDANwQwuMPKBIJWNG/SRMNrnzn9ZQD9zY78w3IEIGySEhM1v1P5P/+S1StXmeZ/B6GCvpmRkSErV6yQ6lWqiJfnKIl7FOcQgh/l//D+vaSlpcmBffs1wmDlChU1wmHPbt0k8MAByczM1HsPnA2RheO4kQAJkAAJ/JgAxdWPufBbEiABOyKAqGZwvh/Uf4D6WSFgAKKdcZBnR41kclHQ9vgg/Pi0yVMEK1beY8epGDCrX0Bs5OTkSOD+A1Kreg0VJyEmmiPaAjlYoR4wucVqFiYt3AcO0vusYrny0qJpM/HfsEESEhLUzBGTHIbIssX1eQ4SIAEScDYCFFfO1qKsDwk4EQEM/PI/fpTEhESZOH6CDqDnz52rfiNOVE1WpQQEPuXn62B/08aN0qBuXenTq5c8evjIVD8rBLC4cf265pKCCDl25Khe3yxxVwJsRR5iCC0IxitBQTLGa7SaCsK/sXmTpuqndffuXRW0mNzAvUmhVSRS/kgCJGBBAhRXFmx0VpkEHIUAZtMzXr6UdWvWSrXKVWTUyJESFxenAzpHqQPLWToEIACOHD4syN/UrnUbCb5yRU3czBA2uMbHDx80GqHbwEEq7hDaHD6BzrAZIgurVBH3I2TBvHkqIJGUGAFDsFJ4/tw5zZeVnZ3t0ILSGdqLdSABErAvAhRX9tUeLA0JkMDfBDAjjtnxA/v3S52ataRX9+66SmDG4JmNYL8E0C+wYnTzxk3Nc4YVFfQRDPLN2ND/IPqRqHj2zFm6mjp7xkx5/vy5U4r+z58+azj52NhYWbt6jQzs118aN2ggjRs01JWtQ4EHVWTCpLBgUmLep2b0Rl6DBEjAHglQXNljq7BMJGBxAhiYYaB2/do1ada4ibg0aybHjx3TyGUWR2P56qNfxMbEyrgxY1R0r/BbLi9MzHMGcZeTnSNrVq2WmtWqywgPDxUXziwmUDfjnoyPj5c9u3fLWK/RGlimfp266qPlv3Gj3Lp5U33eEPzCmXlY/iYkABIggSIJUFwViYc/kgAJmE0AgzIMzmCO1LN7d3Ws37h+veTl5XHAZnZj2NH10C+wYpSSkiIL5s3XJLiTJ0yUx3HmReYzVs2OHDos9WrXka6dOsvNGze0XHaEqlSLYogsRGg8fvSYzJoxUzq5uqrQhd+b39JlcunCRUlLTdMVxoJRBku1YDw5CZAACdgJAYorO2kIFoMESOALAQygk5OTZdSIkfLnf/4rC+YvMDUCHNvBPglA2MD0bMumzSpsENHu3t27pgkbQ/RfvnRJk+8iJ9SxI0fU98o+iZV+qdAmiNZ4LThYVi5fLn169hIEv2jbqrVA+B46eFAS4uPl/bt38vnvpMSlXypegQRIgATKlgDFVdny59VJgAT+JoDBKwZryBkEB3oEsBg+dKgkJSY5pS8LG774BNAv4H93+tQpNUXr0N5VLpw/r6aj6DelvRmrNfA76turtyBE+ZZNmyQnO9vyq6nGfZuVlSV3wsNlZ8AO8RgyVOrXqSOtXVw071fAtu0SGxOjYesL+mWVdrvx/CRAAiRQFgQorsqCOq9JAiTwLwIYpGGGe5O/vyAqWZeOHeVBbCyF1b9IWesL9AuE/I6OitLIgA3r1VOfH0QLNGuDuEtNSZExXl6aYHfa1KnyKjNTxARhZ1YdbXUdBBtBRM8Tx47J+HHjpFH9+iq0evfoKSv9lmu+utzcXF1xRNtyIwESIAFnI0Bx5WwtyvqQgIMSgLA6eeKEhtVuWK++htamY7yDNqaNiq3CKj9fnj97JoP699cAEn5LlwpWSSB4zNhgppr95o0s9PGRGlWr6aoMIgWadX0z6mjLa6DNjJXGlORkzZc1Z9ZsTUaMSZOO7V0FuepCbofoShbCvYMxedqyFXguEiCBsiRAcVWW9HltEiABNavCwCosNFR9NhCB7cC+/YLZbW7WJoB+gRUq77FjdcVotKenqZEBIRQg+vfs2i1NGzWSls2bS1RUFIVAMbsl+GGC5NWrV3L//n0NdtGyeQv1y2pQt56M9hwlwVeuahh9mAuivXEMPtxIgARIwFEJUFw5asux3CTgJAQw+EpMSBDvMWOlYrlysmTxYvW74ky2kzRwCauB9oef1bq1a6VyhYri2ratmuZhlcOMDdeHOSICWHRo115N264GBQlWWjj4/7UWAC+0G9ozKSlJtm/dpkyrVKykQqtfnz4aHOTli5fy7u1bFWS8/3+NMfcmARKwHwIUV/bTFiwJCViKAAZcGEAhgMWSRYs0GauXp6dGF+Pg1VJd4V+VRb+AiDlx7LjUql5Dw3xHRkSYumKk+bSiY2SIm7sGsNixPUBX0dg3/9Vcv/SFIbRg2ologghnD/FcqXwF6dyho64SItx+Xm6uRmL8lJ/P1axfIsydSYAEypoAxVVZtwCvTwIWJYAB9Js3b2T3zl0CE6Fe3XtIeFiYaaG1LYrdIaqNoAgwE23fpo3UrFZNE0hjFckMYYNroG8ij9O0yVPUz2vu7DmSlpZmyvUdooF+s5AGY6xmwewTkR+RegHh7eHX1r5NW1mzapXcv3dPQ72jP2BfM9r/N6vGw0mABEhAKK7YCUiABEwngEESkgJjUIXZ6hZNm+kqBU2uTG8Ku7og+gUG0Q9jH8jgQW5Su0YNWeHnp8lozRpY4/oZLzNk/dp1umI2wsODUStLsZegXSFmEdYeCZmnT52qebJq16ipYfcX+frKjevX1SQUZoVMSlyKjcFTkwAJ2IQAxZVNMPIkJEACxSWAwRRMrpAAdlD/AYLIgMgZBDMhbtYmAGGDCHMzp00XDK4nT5yoASww+DZjQ9/EamrggQPS2qWldOvcRa5euaIDerPEnRn1tLdrgC0+aOe83Dx9Nixftkzgi4VV7cYNGsqUiZPkxPHj8vDhQxViXMmyt1ZkeUiABAwCFFcGCf5LAiRQ6gQwgMLMc0JCgkybMlUH0PPmzJHUFIa2LnX4dnwBHVx/+qRCat2atdKkYSNduUKeM7MG0RjYY2XkWnCwiqpWLVzk4IFARq00ud8YQgttERMTI5s3bZIRwzykWeMmUq92HfEa6ammxJicQa6xgkmJcSw3EiABEihrAhRXZd0CvD4JWIgABj8Iy4xcRXVq1tKBUmxMDH0pLNQHflRVCJvcnBw5fPCQIFR39y5dVeTA18asTQNYxMbqQB75mFatWCGZmZnsm2Y1wHfXMUSWMRmDvjFtyhQ1FYRfFla1Vi5fIcFXr6oohwg3a4Xzu6LyTxIgARL4hgDF1Tc4+AcJkEBpEcDAB4Pl/fv2ScN69aRH127qY4HBEzfrEsAg+m3eWzW/69Ozl4qrg4GBavplxkoEroGBeXp6usyYNl0grDCIT4iPt26j2FnN0UZ4TqQ/fy5nz5yRhT6+0qNrVzUZxNP4H08AACAASURBVHNkwbz5cub0afXLKhjK3Yz+Y2eoWBwSIAE7IEBxZQeNwCKQgBUIYHAUdPmyDp6bNmqsEeAQwIKbdQlg8AvRHR0VpSHPGzdoIGtWr9aVCLOoGKJ/w7p1Ghlw0IABEhMdzVUQsxrgF6+DPgP/zNCQENnsv0kG9uuvghgrnmO8vGT3rl0qjPFs4UrWL8Ll7iRAAjYhQHFlE4w8CQmQQGEEMBiCydWjhw+lS8dOUq1yFdm6ZYsGDuDMcmHUrPE9VoyQ02jOrFnqf4dIcQiBju/N2DD4Rt88fuyYhgFv26q13Lh2nQEszID/G9fAcwN95M3rNxIdFS0H9u8Xz+EjNDhO8yZN1F9v08aN8ujRI/WjK+iX9RuX5aEkQAIkUCwCFFfFwsSdSIAESkoAA9jnz5/L8KFDpdwff8rM6TN05pnCqqREneM4tP/r169lw7r16n+H0OtRkZGmrTbg+lhNRWAEBEuoWa26iiwz/bycoyXLvhYIfoEok0jtMMHbW/sTkk93bO8qC319JeJ+hCalhiDD84jPnrJvM5aABJyZAMWVM7cu60YCZUwAgxkkCcXKRNVKlTX0OnxbaK5Txg1TxpdH+2NAfOnCRY0A18m1g1y/dk0HwGYUDYNr9M3kpGTp3aOnlP/zL1m7Zo1GBuTA24wWsO010GboUxDGL1++lLCQUJk/d97XpMQuzZrJ1EmT5daNm5Kdna39DMIax7G9bdsWPBsJkIAwiTA7AQmQQOkQwKAFfg87tgfoALp5k6aSmJhIYVU6uB3mrOgXGNg+ePBAV4yQ52z/3n2Sb2JgEwgrrJqNGTVKKvxVTsaNGUNh5TA96OcFNYQWTE7Xrl4jTRo2VAGN1clhQ4bIxQsX5HVW1tcw7tifIuvnXLkHCZBA8Qhw5ap4nLgXCZDALxD4/Lcvy/mz58SlWXM107l54wZ9WX6BoTPuagirjIwM6dmtu1SvUlXD8sMnxqzBLa6Tm5srK5cvl9o1akjXTp01PQAH2M7V49DOaFMIeaxm7QzYoW2NFXR8+vfpK0cOH5bU1FTtDx8/fND9zeqHzkWbtSEBEihIgOKqIA3+nwRIwCYEMFiG/8yAvv00gMWunbskLy/PtAG0TSrBk9iUAAatWDHKzMiQCeO8dcVopMdwXUEya0CLwTbMEQ8dPCiIWNmiaTO5f/eeaQE0bAqUJys2ga99LzNTDgUe1AiDSEgMkdWtcxfZERAgTx4/Vl/QgsEvzOqXxa4IdyQBEnAIAhRXDtFMLCQJOAYBDEYwgH365Il4jx2rK1bz587V0NocqDhGG5ZWKdEv3rx+LevWrJGK5cqrr5PZZqIQVteCgzVJcYO69b4GsGDfLK1Wt5/zGs8mCHwkMtfgF+O8pU3LVrqCin+RlDgsLExXs+C/hX3ZN+ynDVkSEnAUAhRXjtJSLCcJOAABDEaQ6HP5Mj/1s/LyHCWPHz/myoADtF1pFhEDVJjiHT50SOrXqSutWrSQ27dumzZ4xfXRN5G/aoTHcE0+u3rlSsnMzOTguTQb3o7PDbGP4BbXgq/J3FmzpXuXLpoOACuac2fPUb+sp0+fakAemBZif6sLLdT/+8/Pmvj7/X+FIfYl958R5u/2SIDiyh5bhWUiAQckgBchZoR37tihiYJ7de8ht27epJ+VA7alLYuMfoHB6ZWgIHFt21aaNGwkx48eM01YoS4QVsnJybJg7jxdTZ0+Zar+jYEbN4sS+FsooA8g8E5kRISuqiIlQKP6DVSAjxs9Rvbs2q2h3N+8eWNqn7W3VjGEDu4l3M/44P/4Hp8fbcYxBfcvzj1nHJeTna3vFBzPjQQciQDFlSO1FstKAnZKAC/MvNw8ne3t3KGDtGvdRgfQWK3gZm0CGBjdv39fhrq7S91atWX9unWm+d8ZgzQENNi00V+jEw5xc9PcVsbA0Nqtw9obBPAMQ19FsnMEvxg7erS0auGiQmvY4CHiv2GjhIaE6GDf8MvCMYUJC+O8zvAv6ok6x8XFSdDly7oCffTwEQm6HCSJCQkqTgtyMO67t3l5cv/ePTl5/IQcOXRY3w8JCQkaMh/nLGzD8a8yM+XIoUOyfetWzWFW2L78ngTskQDFlT22CstEAg5GADO/9+7dE8z6IrQ2BiJZr7IsMfBwsKYytbgYJD198lRzDEFYzZk1W5DnrOBArDQLhKiVuTk56lvVsnkLDV6AwSETBZcmdcc+N/omRBZWOk+dPCnz5swR17btdMUTES59FyyQy5cuaWAW7GdWXy4rqqjfi/R02bZlq4zw8JDBbu4ycvgIQTAatwEDZdL4CerHiHvKYIF/MbG2ZfNmcR84SIbgGI/h+n6YOnmKBAcH6wRLYXXC8UmJiTJl0iS9BgQaNxJwJAIUV47UWiwrCdgZAbwEsQKAfDJ4yTaoW1fmzp6tyVmNF62dFZnFMYkA+sWLFy9k9cpV6n83asRIiY2N1YGrGUVA/8OAD6sNvXv21MiAe3bvVj8b9k0zWsCxr4E+gtWaZ2lpcjXoiga7gKkzfAa7dOykEwZHjxyRZ8+efU1K7IwrWeAAodOnZy9ZMG+enDt7VsJCwyTkdojs3rlTA9OMGjlSoqOivpoJgtvxY8c0IueUiZMk+OpVvQ/Ba/gwDxkxzEMiIyK/iLEfmBTimpgUCQsNVXNi+EYaG377/gPuBnv8xo0EypoAxVVZtwCvTwIOTAAvNDiFL1+2TJCg02PIUIl79EhfdA5cLRbdBgTQL/bt3auipkfXrnL92jUdrNrg1D89BQZY6JsJ8QkydPBg9Z9BkBWYB3IjgV8lgL6EpMNRkVFqMtivdx+NMAj/QbeBg2T71m0CczesZGFfZ9sQZTM8LPxfq85IxL1+7VpxadZMDgYGfjX3y8rK0jx2bVu1lsdxcV+ZwMIBaRDwPVbCcnJyvq52fc8M9zAmaCDUDKbGfY2/jQ/2QY4ysMf/jX2/Px//JgEzCVBcmUmb1yIBJyKAl5jxsqxXu7bO5mKVwAqmMk7UjDavitEv4I/RoV17ae3SUuCfkZtjnv8dBlkY4GEVFaIfgQmwusqBl82b2zInNAb22W+y5cmTJ+pH5DlihNSqXkMa1qsnvbp3lzWrVsuDBw80l5ohCnCcM2wwsf2+LqgjIoC2bN5cNqxfLwj6gXsMgYxqVK0mPvPn/8sf60FsrAx1HyxjvUYLojH+6J7EdV6+eCH79+5TX0kIV2y4r2GSudDHV00Vk5KSZPeuXXqf+8ybr8FH4uPjnVbkOkM/skodKK6s0tKsJwnYkABefhBRd8LD1eQLpjLwT4DY4mZtAugXGEANGzJEhc36tesk+82bfw3MSosS+ib64batW6V6lSrSs1s3iY6OFgwOuZGArQigj2El9NaNmzJpwgT1yapSsZK0dnFR87nIyEgVWcZqyvfCxFblKMvzgMGeXbs06AdWouBnhfru2rFDKpWvIMePHtW/C9YdzGZMmybdOneWO3fu6O/f1wGCCznwJk80fK7u6/MDzxb488J/ExFHO7Z3/eL3NWGC+nNhJRHBR8LDwvT99P15+TcJmEWA4sos0rwOCTgJAbwo8QJNTkrWBJxVK1WWjevX/2uG0kmqy2oUkwD6xaf8T5qAdfrUqYJ+MXP6dPVJKTi4KubpSrQbroMBH0wQq1WuIo0bNJSrV67Ixw8M5VwioDyoUALa3/+OMIiQ4bExMbqigjxZlStUVFPUCd7eEnL7tq7ooF/iuWnWvVBowW30A+qRmpqqQqlF02Zy/tx5rR/quHjhQk0UfvvWrS8rUwVW7/Ly8mTposVqLoz7FILp+w3iCqtV4AcTzHt37yk3rJTBDBHPFqyMYUUcK9QQdRkZGbpyBf6LFy7Sv78/L/8mAbMIUFyZRZrXIQEnIYCXJ/JZDXZzk3J//CneY8eaFlrbSRA6ZTUwIIJZ0PZt23RgNcTd/Rt/i9KuNAZ7GKjBZKtJw4bqE7N75y6nGtCWNkOev+QE0P/wbERo8jWrVkm71q119QZCC2ZwyPP2Ouu1+iVhP9wvjiq0UHYEizlx7LhGh500YeLXvHGo2+wZM/UZEHH//r/M/iAyV61YofnudOKjCHE1fpwhru7+I67WrBWsECJADsSWwfBTfr48fPBQoxIiUTh8f7mRQFkRoLgqK/K8Lgk4IAGYVmGmcJGvr64MIDQxIjnhZcvNugQwwIHT+7kzZ9RkB9HUECHMzAEkhFVaaqr079NXKpUvL/PmzNUBoDH4sm7rsOZmEUBfQ59HX4SPH8zjsPKCKKowk+vdo6cc2H9A4p8+1QAZjuiXZdzrWHXC8x9+lRcvXPx6r6u4mlm0uFq9cqWuKl+6eOmHQW7AECtXPxRXa9fpuwcTJwVXvXBMclKSrnb179tXoiIjzWp2XocE/kWA4upfSPgFCZDAjwjg5YXoTrCxh48VEgXDtwYvU27WJYDBFqJ1IRcNckk1b9JUDuzf/83ApzTpGANahH2fP3euDrwQIRCrBPiNGwmUBQGjX8LH6NjRoxpJtVnjJmrShsmHzf6bBCs76Lfv373T5yiesfbcZ1E+rFghRPqg/gM0SiACShRMFo/3wfx586RiuXLq+/R9nXC839JlmtD7WnDwD58TOKYocVW9SlX18f1eXKUkJ8tE7/ECcQWfN24kUFYEKK7KijyvSwIORgC28hfOn5f2bdpq/hLkO8HLzZ4HAw6G2CGLi8HUo0ePdIa+do2amg8IfcWsfoGBGMwR4eiO62N1oLAoZA4JmIV2WAKGwMI9gtQEly5dkulTp2lkVQRlwLN0oY+PXL54SQM44L75XozYS+VRF6y0ISQ7EglDKG7a6K/3XsF7HXX137hRV+rwvsj/7h0Bk3IkE4fZJHJlYf/vN4qr74nwb0cjQHHlaC3G8pKAyQTw4oSIQgSmQf37a2Sozf7+kpNdeI4Sk4vIy5UBAfQLDIxgiofZ4gp/lZOpkyfrTHzBwVZpFg3Xwaz5yRMnNLhKm5atxJgNN6sMpVk/ntt5CKA/QjS8zcsTBHpYtmSJDOjbVxrVr6/pCmZMmy5Isvvo4UNNoItnrr0ILZQDwgqr08OHDpXmTSCsNqrv7ff3GfYNCgrSFWQEn4CPlbEP/k2IjxcvT099lyAICPb/fsN3XLn6ngr/diQCFFeO1FosKwmUAQEMoJ88fiKTJ0yU2jVqyIJ58+X58+c/fCmWQfF4yTIigIESZqGRnBcO5gP799dgEj8aLJVGEXF99M3r166r7wdm0pG0OC/XvFWz0qgXz+ncBNBvcY/ARxF+QQgA4zXSU60BEIhlpMdw2bpli9y/d/9raHMcU1Ybrm1Mrg0eNOjvybVNggTCPyoX6vbs2TNNFAz/R8Mn16j31StXpZNrB/Gdv6DQiRiKq7JqbV7XVgQormxFkuchAScjYLwM09LS1EYeYa0xCHj44IEOan/0YnUyBKxOIQQw+IEJE5zKG9arL507dFQ/jB+Z+BRyit/+GgM++PwhQTBMrFb4LZeMly8p+n+bLE9gFgFDZMGs9lDgQZk2ZYq0auGi99TgQW5qYnvj+nUNIoSVI9xfOMbMDekVsGLlNnCgmt36b9gg6enp6nuFVSnjUzA4B3wwt2zaJPXr1JGAbds04S9WmPHumD1zpuanglk5jvnRZogrhGKHQDNCseOe37BunYZhP33qlPIwjkewJfW5Gj9BBvTrJ1FRUcZP/JcETCdAcWU6cl6QBByDAF5w8BPAakCj+g3Up+bWzZv6MnWMGrCUpUUAg6IL586La9t2GvXr/LlzpgpuCPukpCQNYIHgKpMnTJCnT56YPvAsLb48r7UIoD9DOCDCYNCly5oHClH4ELgBExdIunv29Bld6cF+Zk1s4Tq417HKVOGvv1TUIPUGTBhnTp/x9TNrxgxZumSJrlyj5XAcAnXMmz1H2rdpI2O9RsvUyVM00W/vHj1UeOH3wrZvxFXfvnLv3j2Rz6KMYGpYs1p1DWhRcDIH10xGQIvxE2Rgv/4SFUlxVRhffl/6BCiuSp8xr0ACDkcALyr4Bly+dElNOODLgoSNmH3Eb9ysSQBtjwENnNrdBgzUFaOdATs0iqRZ/QIDL6QDwHUb1K2nA7bw8HCKfmt2SaeqNe4hiKcX6elyJzxctmzaLL2699AVIwSAGDPKS1e4ICIQdQ/74n4ozXsP9/vBwECZP2eupjfwXeAjC42Pj48G5Fjo4ytr16xRPymjQVCu1JQUwQrTyuXLZZGPr646IUUDhBV+L2xDfWBOeOTQYdmxfbuKTuyLY3A8kgRHR0V9cw4ck/XqlRw5fFh2BAQILC64kUBZEaC4KivyvC4J2CkBvKTwEoOzce+ePXXVauOGDZL1KstOS8ximUUAA63ExESZ4D1ekBx16eLFglDTRQ2UbF02+Kpgpay1S0tNB3Dm9GkKK1tD5vnKnACew0h9ERcXJ4cCA2WIm5vUqFpV02D079NHtm3ZIvFP4+X9u/d6/2H/0thwXlgwZGRk6L2O+/1Hn1eZmT8084MAxGQIjs9+8+YbU76iyotnDa4L3y6cw9hgjgzhBXPE7zc8h350zPf78W8SKG0CFFelTZjnJwEHI4CX2vNnz2TKpElqljJ92jS1sTdzAO1gyJy+uBhg4YMBEsx/alWvIaNGjpTHcXGmmQPi+vDliI6Mkh5du2koaGPVzOkbgBW0JAH0eTyPISiwCoTQ5mNHj9EVW6QdQGCIlX7LJe7RI90HJnzYH8fZcsP5ivMp7JoFjy1snx99bxz3/W+FfY/9ivrt+/PwbxIoLQIUV6VFluclAQckAKfg3JxcWb1yla5MDHFzl6dPntr8Ze2AaCxdZAjrd2/fyt7de6ROzVoanQ9mSwVnlEsbEAaNiELmPWasRiecO3t2oRHLSrssPD8JmE0AogH3AFZmwkLDdPILAqv8n3+peS7uB4Rxx4pOQXNBHMeNBEjAXAIUV+by5tVIwG4J6AD63Ts5f+68VK1UWYMVhIaE6gvdbgvNgpU6AQzO4N8RdPmydGzfXgNYHD92TAdxZgzccA30TSQK9lu2TCpXqKCrZnD+N+P6pQ6YFyCBYhIw7gWILIgoRMtc5OsrLZo10wmHapWryBgvL7lx7bquMsNvFvvS6qCYgLkbCdiIAMWVjUDyNCTgyATw0oZJCULeIvoaogPCiZkvZUdu1d8vO/oFZsEjIyPFfeAgqVe7jmza6K9C5/fPXrwzoA/Cz+rY0aM6gOzaqbNGD8OgkRsJWJkA7s/8jx/VD3L92nU6IYZIetWrVJFhg4fI8aPH9DesdhVczbIyM9adBMwgQHFlBmVegwTsmIAxgEaiYAxcEf531YoVpq1M2DEayxcNAzIEsEBuGgzYYHoEfzyzRLch+m9cv6HCzqVZc40+BmGF37iRgNUJ4D7A/Yh79eWLF2q6O8TdXZMSw4S3T89eErB9u0RERGgeOEyimXX/Wr1tWH/rEqC4sm7bs+YkoANUvGgR2nf82HFqcjVhnLdGd+Lg1bodxBiwISrXujVrNBT0SI/hGv7YrH6B62DAGB0VrY77mJH337CRot+63ZI1/wkB3DOYeECo8+PHjgue5W1btVafrB5du8ra1avl5o0b8iwtTe8jw2TQrHv6J8XnzyTgNAQorpymKVkREvh1AhBWGEAvW7JU/awGD3JTocWZzV9n6UxHoP1hinfwQKCaiWJgdv3aNVP971CGp0+fyqgRIzW4yuyZs+R11muuWDlTR2NdbE4AQskQWQiPjrxQyDGFFSyY9UJszZ01W04eP6GJt+FPiXuNAsvmTcETWpgAxZWFG59VtzYBvExzsrNl965dGqSgc4eOgmSsNLliv4Dp0LXgYEHy6BZNm8nhgwdNXTFCH0QuHSQsRXAVz+EjJDU1leZM1u6arP0vEsAzHsIJwWDCQkN1FRoRYOFX27xJU5noPV72790nMdHRmlOLflm/CJi7k0AhBCiuCgHDr0nAmQngpYsX6dkzZ6V9m7YCXxYkY8Wgmpt1CaBfQNhER0cLVquQtBQBLJDMFL+ZtcEBf/u2bdKwXj3NaRUVGflFWJlYBrPqyuuQQGkTwL2Lz9u8txIbEyv79u6V8eO8dVINq1mwWFi7eo2EhoZqegOuZJV2i/D8zk6A4srZW5j1I4EfEICwCg8L05dq3Vq1ZevmLTq7iZcqN2sSMIRVWlqajB41SvPnzJk1S16kp5u2YoT+hxDTJ0+cENe2baW1S0u5eOECRb81uyRrbWMCuMdxj8EUEPkLT586JfPnzFVTQaxm9e3VWxb6+MqVoCANfoF7kX5ZNm4Ens4SBCiuLNHMrCQJ/EMAL9jHjx/LpPHjNVCBz/wFggE1vudmXQIYdMF8aN7sOerjNNR9sEYKNFNwQ/TDfGlgv/7aN/fs2i25ubnsm9btlqx5aRH4LCqcMHly88ZNWbl8hXRydZVa1WtIaxcXDYZx6sRJDY6B+5Lvh9JqCJ7XGQlQXDljq7JOJFAIAcxCIpLUyhUrpFb16rpCgUSUeHlysy4BDJzev3snW7dsUVM817bt5NHDh6b53+H6EHFxcXEyYdw4HeD5LV0m6Saumlm39VlzKxPAvYfnPwIbwfx2Z0CA9O/TR4NfNGvcRPNl7d+7V549e6YrXtgX9yrFlpV7Dev+MwIUVz8jxN9JwIkI5ObkSOCBA5okuHuXrhqWF4KLm3UJYJCEPnD2zBk1w4MPxo3r100V3BisYXC3fJmfrpqNHzdOI5mxb1q3X7Lm5hPAsyAvL09SkpPl6JEjMtjNTfMeIvdhx/ausmnjRklOSlYzXQos89uHV3QcAhRXjtNWLCkJlJgAXoSwn0cEOPixuDRrpi9P2N5zszYBBDG5d/eu9OnZU6pUrCSHAgN1gGXWzDSug4AZcLKH30fvHj0lLCTUtFUza7c+a08C3xLA/Wi8L7KysuTa1WDxGumpUTvxfED00CWLFgssHpCuAc8PTIKY9bz4trT8iwTskwDFlX22C0tFAjYlAFOOR48efZ2JRDJJzFDyhWhTzA51MmMQlZSYJGPHjNHB00IfH8nMyBQxyf8OZcDg7OqVK9KyeQuNWnni2DGdCHAomCwsCTgpAUNoIZn3tClT1Reywl/l1GxwxrRpcic8XH01cR9/+ltk8b3ipJ2B1So2AYqrYqPijiTgeATwksOsIgJWTJ8yVapVrizTp06VZwxg4XiNaeMSo18gl9SSRYukRtVqMmaUlyQkJMinfPMiRmJAFhUVJYMHDRJErdy4foPk5uTqzLmNq8vTkQAJlICAMQmD5wXuVyT2XuG3XDq5dlChBTPisV6j5fzZs5KclPQ1XxYFVglg8xCnIUBx5TRNyYqQwL8JYNYREeC2bNqsJl9IIAlzDnzPzboEMPB5/fq17Nm1S818unfpIqEhIaY5qhuiPzUlVWfDIe5mzZipot+6rcKak4D9E8C9C5GVEB+v75V+ffpKg7r1NAiNx9ChcuTwYQ2Gg+dLweAXFFv237Ysoe0IUFzZjiXPRAJ2RQAvM/hUHTt6VFcFunbqJFeCrpg2gLYrGCzMVwLoFzAJPX/unHRs317at2mj+W7gP2HWBnEPfw44yMNZfoSHhzx88ICi36wG4HVI4DcI4BmCe/jjhw+SmpoqBwMDZYzXaGnTspWKrD49e8kmf38JDQnViJ+GyPqNS/JQEnAoAhRXDtVcLGxRBIwHPh76MGGw+ufD+/dy+9Yt9WNp0rCRRglEUAtu1iWAewR9AAEshg4eLI3q15dtW7bqKhZ+M2PD/YkyHDl8RGe8u3XpooFW8D03EiABxyKA5wbetUjxceb0aYEfVpeOnaRmterSuUNH8Vu6VC5fuiTJyck62Yd9ca+b9bxxLJosrbMQoLhylpa0eD2MB3xOdrbm44BPkZU/aampmoy1f5++Uq1yFVmzapXawvOFZt0bxbhHYM4z0Xu8ChvfBT6SkpJi2kAHZYBJ0Y1r1zVqZdNGjTVqJSYC2Det2zdZc8cmgHsXH4gmmKFfv3ZdVixfLoP6D5B6tWtrsJppU6bIwQOBajKIlXNOpjh2m7P0RROguCqaD391AAJ4qMPsICkpSVb4+cnkiRMt/Zk0foJMGOct/Xr3kfJ//iUzp09X04zPXBlwgN5cekXEjPGrzExZunix1KlZSxNIG4mCS++q/5wZ9ynKEB0dLTAbguj33/AlgAV+40YCJOD4BAyRlZubK/fv3ZOAbdtk1MiRgomU5k2aymjPUbpaHhkRIdnZ2d/4ZTl+7VkDEvhCgOKKPcHhCeBhDufZ+XPmqikCHuLt27S15Kdd6zbSrHET+eu/f8h//t//SN/evTUC3OdPHLw6fEf/jQrgHoEp3s6AAF2x6tG1m5qMmjl7jGthNRmRxcr98afMmzNHMjIyuGL1G+3KQ0nAXgngmWM8d548fizHjx7TiLUQWIgwiMm/pYsW63MoLzdPJ16wPzcScAYCFFfO0IoWrgMGbO/fvZcd27Zr0AYMGi9duKgmcWGhYWKlT8jtEDW3wspVpfIVpEO79hIeFqYvLQt3EctXHQMWmOIhlxQGNkgCCt8IMwNYoAwIYLF44SKdABnqPljDNqu444DK8n2UAJyXAO593OcIroRQ7fC/8l2wQDARiKThCLQE64orQUFf8mW9/ycpMcWW8/YLZ68ZxZWzt7CT1w/mgBfOn9fZeAwcMYDEd1bcDBadXF1VaIILojnxBWXF3vBPnWGKh0h8rm3baZ6zbVu2aLTAf/Yo3f+h/0HcBWzbLg3r1dcV5ajISE04WrpX5tlJgATsjQDeU5mZmRJxP0L8N2zUScAqFSsJgi4NGzxEfTCxoo3nFt9d9tZ6LE9xCVBcFZcU97MrAsaA7eGDh9LaxUVzOO3ft09n4632QEZ9MTMI+3a3AQM0IeyuHTt0FtBqLOyqk9pBYfI/ftREwXAsr/BXOVno42NqZEAggLD6EvbdVZ3bL1+6rCaK7Jt20EFYBBIoAwK4ZMkJywAAIABJREFU9yGyEPwiMTFRDuzbJ72695DKFSrqalbfXr1k544dutKFFS/si3ccnxll0Fi8ZIkIUFyVCBsPKmsCeNCmP3+uPkXw34CZAR7CVnz4YoYP0QGnTp6ivlYL5s7TABZgxM26BHAvwKl85vQZaiYKH4fsN29Mu0dwfXyio6JkYL/+OgGyM2CHIKInNxIgARIAATwjYGGB58KlixdlQN9+OhFUsVx5zcG3ft069RvGJI2xmoVjuJGAPROguLLn1mHZfkgAD1jMeE2fOk0HbDAlwCDSimICLxmYWKxasVJ9WYYPHSYPHz7kLN8Pe451vsS9gMmGLZs3S+0aNaV1y1aSmpJqqv8dVs1SU1IEIZjhA4iAM8+fP7fkfWqdnseaksCvE8B7DM8srFDhXR5y65Z4jxkrDerW1WcHgjTBXzM2JkZX3hGcxxBav341HkECpU+A4qr0GfMKNiSAh3BOdo5s8d+kEYcQtAFOslYUVqgz8oUcPnRIGjdoKF07dZbr167pLKANkfNUjkbg82c1jz17+owmkG5Qt57cvn3b1MGIIfrXrl6tpoAeQ4eq6Mf33EiABEigKAJ4tyHgDkzd586erab/VStVlvp16siUyZPl1q1bap3x7u3br881PluKIsrfzCZAcWU2cV6vxAQQThwP01MnT0qrFi6amBAR8jDbZcUHK14+wVevSrfOXTQK3MEDByzpc1biDuWEB+I+wP0QGhIqvbp3V/+F3Tt3qQg36x7BwCgnJ0cOBR7UtADdu3SRa8HB6nvlhMhZJRIgARsTwLMKH6xOYZXqQewDWb1ypfTq0UODV9WoWk1GjfSU0ydPSlxcnLx5/fqryLJxUXg6EigRAYqrEmHjQWVBAA/Z0NshmoAUs/H79uxVEwKzBo1lUecfXRP1hY16THS0wAwQ4WyxQgDzQG7WJgBhFffokYwdPVrNAZctXiKZGRmmreyib34R/cHqoI4InocOHrSsP6S1eyNrTwK2IYAJGwitp0+fyvatW2XwIDeduKlZrZq4DRwo8OWMuH9f34HwzcL+VhsX2IY0z2IrAhRXtiLJ85QaATwk8bCMjYnV7O4QVsuX+WkUNCs+QPGSSU1NldkzZ2pkwOlTp0pSYqJpA+hSa2ie+LcI4F5ISUkRn3nzNeQ5fBaePnlq2kAD14e4i4mJEY8hQ7UM69asZaLg32pVHkwCJAACxjgA779nz57JsSNHZcrESRrKvVb1GoIclyuXr9B0LM/SnumKF0UW+05ZEaC4KivyvG6xCaiYSEmRRT6+anM9acIEQcZ3fG+1DS8LmFxh0Fq3Vi0Z7OYm9+/d5yyd1TrCd/VFv3iVmam5pJo2aixuAwZqAmnM4pq16aAnLU3mzJolGOx8Ef3W9Ic0izmvQwJWJAChhecNnnkXzl8Q3wU+ulIOK47OHTrKgnnz1H0AYd4R2Af7UmhZsaeUXZ0prsqOPa9cDAJ4iMKsaevmLWoGgEHjnfBwS/pZgQUGywhggdW7ju1d5eqVq/RlKUY/cvZdEGHr9KlTOouLIC9nz5wx1f8OfRPBVRC1sk5NiH53uX+fot/Z+x3rRwJlRQDPHHwgnBA9OCw0VDb7+8vQwUP0/diyeQsZ4+UlOwIC5NGjR/qehMDiRgJmEKC4MoMyr1EiAngQ5uXm6kCxTctW0snVVc6cOi15uXklOp8jH4SXCEyubly/Lm1attSXB0SWVXN7OXJb2rLs6BfwRcSEQ99evaVF02a6epWVlWXLyxR5LtynKMOJY8fVFNC1bTsJvhqs3xV5IH8kARIgARsQwHMQz6Hs7GyJioySfXv3yrgxYzSKLlbyYeGxdvUaiYyM1Emnjx+YlNgG2HmKIghQXBUBhz+VLQGs0ty7e08DWCDU+LatW/XhiQep1TbMzj1+/Fh6du+uCRY3rFuvs3VWZGG1ti+qvugXiQkJ4jXSU1eMFvn6yosXL0w1E0UZQm7flpYtWmh6hIOBgRT9RTUafyMBEig1AngnYtIxISFBLpw/LzOnT9fJSAS/QLqSeXPmyM0bNzUYFp5d3EigNAhQXJUGVZ7ztwjg4YiHXkpyioz0GK4DNthQIwGp1cQE6osZufT0dI0Ah2SsUydP1iAB+J6bNQkY/eL169fqb4BEwaNHjdJoWmbdI7gOVlOTEpOkd4+eUrFcefUFRJnMKoM1W5+1JgES+BkBvB8hstLS0tRkcNWKFQILGPiDtmvdRiZ6j1d/rYyMDF1lx5iD79SfUeXvxSVAcVVcUtzPNAJ4wOXm5Moi34VSuUJFGTl8hKSmpFjywYdBKkJb+8yfL9UqV9ZVvGepaZZkYVoHdIALoV9gZXfnjh1SpWIlzXWG0PxmzsSiDFmvXsnoUV66mjrGa7S8zqKwcoDuwyKSgKUIYEwBk0GsZiGUO/yVMVEJ/9CB/frL0cNHdMISk0V4ruHDjQR+hwDF1e/Q47E2J4CH4If379VmGg8/+FnBTvpTfr7lHnh4wMOXZe+evV9tx+GYm2/RpMk272wOekL0C+Q5Cw8L01nYpo0aSVBQkKlBXoz71G/ZMqlRtaqGQcYMsJnizkGbj8UmARIoAwJ4buL5hMnK58+eyeGDB6Vf795SrXIVqVqpsnTv0lX27tkjz5891xUvCC085yi0yqCxnOCSFFdO0IjOUgU8xDAbD+d8POwQEe/SxYuWHLAZL4Irly+rCQNMGRByFmKLm3UJaL/4+FHinz6VRvUbSPUqVWVnQICpwgplgLkNAqrAFxL36YPYBxyIWLdbsuYk4FAE8AyDcIIJ84Vz52WIu7tOEpX7408NCoRUJ8gZiAioFFkO1bR2U1iKK7tpCmsXxBg0xsbESGsXF4Hz6Rb/TaYOGu2pBSAyY6JjZNjgIZooeOvmzRrAAi8EbtYkYAwI0lJSxX3QIDVrWTB3rgpus/oFyoC+eT04WFeVG9StK+fOntUy4DduJEACJOAIBIznKcQTUlncvHFDJk+cKC7NmuukVcN69cVn/gK1EIDPM1a8uJLlCC1rH2WkuLKPdrB8KbBcj5kiiAmYA86eMVMfeFYbsBkPfCQ/nDZlqtqEz5g2TVJTU2meYPG7BC92mN7Nmj5D/ayQz+Xly5f6wjcLDQYiD2JjZcQwD6lZrbpsWLdO3rx+bWoZzKorr0MCJGANAsZ7FxNH9+/d0yTEyBeIQEFITDx10mS5dOGiJCUmSk5OjlrTUGhZo2+UtJYUVyUlx+NsRgAPNkQCnD93nq7SDHUfLBkvMyw5YNMB9MsMzclRt1ZtGT50mK5g0ZfFZt3NIU+Ee+TVq1eyaaO/oF/APwDO2egX+M2MDdfB4GLGtOkawXPa5CmSkpzM2Vwz4PMaJEACpUoAzzd88EzFJNLjuDjZtHGjDB7kJs0aN1Hz55HDh8u+PXslMiJCkEsQ+5n1/C3VyvPkNidAcWVzpDzhrxCAmMh+80a2btmiA7Ze3XtYVkzgIY1M84cCA6Vtq9bSpWMnuRIUpGZYfID/Sq9yrn1xj8Ak5fjRY9KyeQvtG0GXL+uL3ayaqujPyBD/DRs0UTAmQDDAwOCCGwmQAAk4G4HPn76YQCOP4N7de2Ss12hp7dJSRZb7wEGy2d9f8/tlZmToO/pTPoNfOFsf+J36UFz9Dj0e+9sE8nJz5eSJE9K+TVtp07KlXL54yZJiAuIJQQKuBQdrokM8xA8GHrRs0uTf7lhOdAIEMblx/br06dlTg1js27tXHa3NFNwIY4xwxbhPu3bqJJcvXdL+amYZnKhJWRUSIAEHIIDnGyaWEJ31WVqanDl9WubPmavv6Hq166gFAVLGnDtzVq1vYFYIUcaNBCiu2AfKhAAeWlh+v3XzpvTr3UeaNmosu3bslJzsbMsts4MFHsqxMV98WRB9bfXKVZY1jSyTDmmHFzVe7NFR0TLac5SuGC1f5qd+VvjNjA3Xgbi7feuWJgpGsBmEK0aULW4kQAIkYBUCeBYiDcqL9HQJvnpVVq9cKQP69lMzbde27WTq5Mly8ECgRnLFRCnGNxBmZj2rrdIOjlJPiitHaSknKycePA8fPBDvMWM1V4/f0qXy8sULS/pZ4eH74sULmTJpsgawmD51qiQmJPKh7GR9/lergxczkmcjYhVC8SOwCUxUcO+YtX3xPXgso0aMVMfuFX7LTRV3ZtWT1yEBEiCB4hDA+xrPZgTyibgfIbt37pIRHsPVX7xJw0YybMgQ2eTvL7GxsYwwWBygTroPxZWTNqy9Vst4MKWmpMoiH1/1s5o4frw6j2LQaLVZHjyk4U+zbs0ajUw0qP8AiYmO1hkye21DlquUCXwWvQ9gy7950ybNJTXYzV3u3r1rmgO1cZ+iDHNmzdbZ2Qne4zWIhtXu0VJubZ6eBEjAAQkYz0hED3z08JG6N0yaMEGf143q15f+ffvKcj8/uXvnjlrkwLTQimMcB2xamxSZ4somGHmS4hLAAwn+G5jtQZjTgf36aR4JmMVZbQMLrAwcO3pURWa71m3Ut4ZBAqzWE76tL/rFu7fv5PTJU4KZ0C4dO8rFCxdUhH+7Z+n9BdEP0xYEmqlRtZr069NHYmJiTF01K73a8cwkQAIkYDsCeGZjDAO/rJs3bqq1ASIMIsk7/KdnTpuu32PsQ4FlO+72fCaKK3tuHScrGx5AWKW5dPGitGrhos7xcBDFIA6/WWkzHsb379/XmS6YfR0+dEj5WI2Fldr9Z3U1+sWd8HB1moa42rljh+Z8g+AxYzPKEHQ5SEU/IhQi0Io6a1vsPjWDN69BAiTg+ATw3MQz+sP7D5KZmSmREZGyZtVqHecgJ2Cj+g3Ey9NT82W9znqtvqwQWmY91x2fsGPVgOLKsdrLYUtrPHiQgLRb587qv7Fl02aNeuawlfqNguOBmpaWJh3bu0q5P/6UlcuX68MWnLhZk4Bxj8DPCgmCsWIE01kzg0egDHjhP33yREMOV69SRfbt2aN905qtwlqTAAmQwK8TwLMUE8fIBbhj+3bp0K6dVPirnH6QcubokSOauxCWKtgXH27OQ4Diynna0q5rggEbxMS40WOkaqXKMnfWbHmdlWXJWRuwQALCMaO8pGK58jJq5EgVmZzBsusuXOqFQ79AomCE9kW/GD3KS549e2aaKZ4hrJDQu2e37loGJPbGihX7Zqk3Py9AAiTgZASMZyqeoRkZGZrOon+fvmouWKl8BV3V2rZlqwYqgu/W12cthZbD9wSKK4dvQvuvwGdE1nnzRlauWCGVK1SUEcM8JCE+3pIzNXjYKovlywWmAl06ddJIgRy82n8/Ls0Sol/AZHbPrt16j/Tu0VMiIyNNvUfQB7NevdKolXjxD3Zz00kA9s3SbHmemwRIwAoEDKEFEQXXiJEew9XsGpPNrVq0kFUrVqgp4avMTPnw/r1OaOEYbo5JgOLKMdvNYUoNYZWXlyfHjhxRM6fuXbpqVnPM0lttwyAVLA7s3y9NGjaUtq1ay7279+jgarWO8F198QKF+cjVoCsair9Ny1Zy6eIlDXby3a6l9ifKAPPDzf6btAxIFJyYmMi+WWrEeWISIAGrEcBzFuMAmALm5eZKaEiIzJk1S90D6taqLS2aNpN5s+dI0OXLkpSYqPtgrESR5Xg9heLK8drMYUqMBwLCj14LvqbOnM2bNJUTx09YdsCGATSSD2LgCudW2FxbMZiHw3RgEwqKewQvz/CwMIGoqle7jgRs22Zq8AiUAf3w1ImT4tKsuUa3un7tmpbLBAS8BAmQAAlYjgCeuxBasFiIjIgQ5BDs07OX+rpi8hUpao4fPSoPHz7UgEZ4T2B/HMfN/glQXNl/GzlkCfEAwOxMVGSUYLUKzvmbNvpriGmrPRxQXzwYERlwiLu7NKxXX9avXacmV1Zj4ZCduRQLjX7xOC5O3AcOEpjiLV28WHJzckx9gb5//15u3bwpMEVs3KChrqzihc++WYoNz1OTAAlYngCescb4AM9cCKmAbdvVDxsTXZhsGzZ4iAbEQARZ+GrjncFns/13HYor+28jhyshbnzMsMQ/fSpjR4+WKhUrydzZc9TsCGaCVtvwMExISJBZM2aoydXM6dMlOSmJKwNW6wgF6mvcIykpKTJr+gwN8jJuzBh5+eKF3jsFdi21/xpliI2JldGeo3TG1G/pUg0jzJd3qWHniUmABEjgXwTwzMUHk10YOx0KDJQpkyYJ8l/CP3tA336yeuUqtX5JT09X6wZDaPF5/S+cZf4FxVWZN4HzFQDCCpFxfBcs0EEjBm4IL43vrbbhoZf+PF3WrFqlqwLDhw5TEwDjoWg1HqzvFwK4FxDYBHlQkEwbK1dxcXGmCm6UAWGCfeYvENj7T508RScB0De5kQAJkAAJmE8AYwY8m2H5g8itly9dkmVLlgjCt0NkIX0LkhLDZDApKemfCIPmF5VXLIIAxVURcPjTrxPAgwHRcBBeFHbDeCAg6pkVxQQekGBx5PBhdVRFeGs4qr7Ne/vrYHmE0xDAPWIENkEy7Y7t28uN69f1ZYrfzNhwHSS63LZlizRt1EjF3Z07d0wtgxn15DVIgARIwFEJ4DmNsRMiCIbcDpHNG/31WV2/Tl310fUeM1b27t4jT548Ud8tCDKMO8x6jzgqVzPKTXFlBmWLXMN4EJw8cUIj4bV2cdFZFyxzW3FDvW/euCFdO3UWBPPYv3efOqbywWfF3vClzmh7fK4EXdF+0bRRYzl+9JiKLbP6Ba6DABZnT5+Rls1bSCfXDnLu7Fktg3VbhjUnARIgAfskgGe2MVn7IDZWDgYGitdITzXlblC3npoMrl+7Vh7EPtBnOwVW2bcjxVXZt4HTlACzJmGhoTJowAA1M4KYyM7Otpw5IB6EYIFABW4DB2oAi5XLV6ippFkDaKfpVE5WEfSLqMhI8Rw+Qk08/Dds1BUkvAzN2ND/kKgSztEIYAFxtzNgh2S/eWO5+9QM3rwGCZAACdiKAJ7fWMnKzclVE+4L5y/I9KlTpUnDRoLVrC4dO4mvj4/cu3dPRRae9Va0GrIV7985D8XV79DjsV8J4KZ//PixwCm/epWqsmzxEoHTpRXFBAbKWa+yZPaMmRrMY4K3t9pOmzWA/too/I/dEYDvIfKaIHrm3Fmz1efJzHsE10IQDS9PT6lVvYb6Rb58+dLuOLFAJEACJEACRROAeHr16pVOli1c4KMpXipXqCAN69WTMV6j1dwcJuhcySqaY2n8SnFVGlQtdk7MjGRmZGiGcUQGnDDOW548fqIzJhZDoQ8xmANu2rhRKleoqHkrHj18yIeb1TrCd/XFy+11VpYm6a1WuYoMdR8skRGRusL53a6l9ueXMryWZUuWath3mJWkJKdY8j4tNcg8MQmQAAmYRACTZXiuQ2Tl5uZKYkKCbFi3Tn28kdoDE2h418DsGyIMYxNjJcvMST2TcNjVZSiu7Ko5HK8wuEFxUx/Yt0/q1a4tPbp21azjVrxxUWc85JCAtVL58vqAu3XzFgevjtetbV5i5DA5feqURox0bdtOfa7QX8y6T3AdvFiPHzumq6lIZA3TEbOub3OgPCEJkAAJkMA3BPA8h3jKevVKDuzbr2aCFcuVF3x6dO0mB/YfkNTUVDUZpMj6Bp3N/6C4sjlS65wQNzIc469euaIBLNq2ai0IZoFBnNU2sIA/DVYjkCQYyf/27NrF6GtW6wjf1Rf9AoIbvoidO3TUyHy7du7UyE74zYwN18E9GR4Wpr6QSE4JoYf+yo0ESIAESMB5COB5D+FkmAyeOXVKPIYM1eAXMEdHgK3N/v6C/IZYzcJ+NBu0fftTXNmeqWXOiJsyOipKhri566DNf8MGy0bDw8MMiYL79OqlJldLFy9W4WnWANoync7BKgoBAxPZUSPh41Rd/JYt+5JM20Rhhb4J01TkR0FOrU0b/Sn6HawfsbgkQAIk8KsEDKH1+vVruXzxkrpsIP0HRBaSE69Y5ifhYeHy/Nkz+fD+/VeRxXHLr5L+9/4UV/9mwm9+QgA3HmY64Bg/ddJkqV2jhiyYO0+DNljxpgQLLLVPmzxFkyaP9RqteSnwPTdrEjDukRcvXui9gZfZlImTJCkxUU3xzLpPIKySk5JkpMdwFf1zZ8/+Iu7YN63ZMVlrEiABSxEw3kX5Hz9KTnaOhIaEyuKFC6V3z54aYRARY2dMnaapOR7HPdYJcrw3zHpHOWtjUFw5a8uWYr0gGhC6ee3q1RoZEGGlMTOOG9JqG1ggMuCaVavUeXRgv/6SmJio4tNqLFjffwigX+Tl5srWLVv0HnEbMEAiIyJMvUdQhhfpL2SR70INrjJs8BBGrfynifg/EiABErAcAbwX4AMcEREh69euU8ujRvUbqPXRuNFj1H8e6ULevHmj7yvsT6H1692E4urXmVn6CNxk8N/Yt3ev+hX17NZdbt24+XU52WpwcnJyJPDAAQ1egUAFRgALPoys1hP+qa9xjxw5dEj979q3aavJtM2cDUQZcnNyVNzVrYVAM90kMjJSX5bsm/+0Ff9HAiRAAlYigOc/PhBNcO148uSJjufGj/OWNi1b6bjOfeAgWbdmrdy8cUPzMJr57nKWtqC4cpaWNKEeuCHhQ3IlKEjFBJaTjQAWVhuwGSwuX7os3Tp3UR6HAg/K27w8zvKY0Bft9RJGv7hx/bq0dmmpL6rA/QdMDWABNgg0c+rkSbWrb9m8hVy6eJF+VvbaaVguEiABEigjAhBZGNclJyfrO2Pe3LkafAlJiZFofqGPr1w4f15epKerGKPQKl5DUVwVjxP3EtGZDpg29ereQ32Ltm/bZukAFlhWHz5smAYJwPI6Iu/gQcXNugTQ/jHR0TKwXz8Nf7tm1WrJzs42TXBD3OFz+9Yt6de7j66c7dqx07L3qXV7ImtOAiRAAsUjYLw3ILKQVB6Tg+vWrJG+vXpL3Vq1NBr0+LHjBBPIaWlpnKgrBlaKq2JA4i6i5kRpqani5empg0bfBQskMyPTcmICDyEMoOFXNXvmTLVTxr8IVIDv8Ts3axLAjF768+cyacIE9XGaMW26/m2m4EYZHj9+LBO9x0vNatVlhZ+fpKenW+4+tWYPZK1JgARI4PcIYAwDkZWZmSkR9+/L7p07ZbCbm9SpWUstdIa4u8v2rdtopfMTzBRXPwHEn0UFA0J5zp87T53zhw8dZlnHeAyUsUK1Yf36ryzg/ImHETdrE4AD8LIlS3Ql023AQElOSjZd1EDcIRJUreo1ZNyYMfLk8WPTy2DtXsDakwAJkIDjEzAmkvPy8iQxIUFzI2LsV/7Pv3RSGf5YZk4cOhpRiitHazGTy4ubB/4bWzZvVhOjjq6u8tCikQHxsMGD5sTx49KscRPNfg7/MwT44IqVyR3Tji6HewR9YO/u3dovEMDi/r17pppOoAwIYLF3zx6pX6eOIGolEhejXNxIgARIgARIoCQEdCXrwwdNLzN96lT5679/yB//+x85deKkqdFvS1L2sjyG4qos6TvAtbEiA2dGJJzDsjBscfGd1cQE6guTq/DwcI2o07hBQx1MI4AFN2sTwP0QfPWqOgHDFO/i+fOmC26IqKBLlzWIRrPGXwLNWPE+tXZPZO1JgARIwPYEEFXwwP79GqDpf//v/5P//s//yoljxymuikBNcVUEHCv/ZIgJzMAP6NtPTeAQfh2hx60mrNAPMFCNj48XjyFDNbv5siVLNVABl8Wte5cY9wjMQmGTXrVSZdm6ecuXJL0m+d6hDOibCKLRr09fTQqJMuTm5lryPrVub2TNSYAESMC2BIz3y/XgaxrUonaNmhpB8M///Jfi6ieoKa5+AsiqP2OVJikpSaZMmqzO+Yt8fS3rGP/50yfJePlS5s2Zoyy8x4yV1JRUq3YN1vtvArhHUlNTNbBJpfIVZM6sWfq3mYIbZUhJTpbpU6YIyjB75izJyMigLTx7KQmQAAmQwG8RwMTdo0ePBHmvKleoKJs2+us4CKaBXLkqGi3FVdF8LPkrZisQYWz5Mj9dBh7tOUoePXykAzb8ZqVNfVlyc2Xn9gBdmcAqXmTEl2SsVuLAun5LAPcBQtYiXC3ygWBFEytY6C9m3SO4VtarV7J29RpdWR7pMVwexMbq9c0qw7dU+BcJkAAJkIAzEMD7BVGRp02eogEsZs2YobmwFi7wkXJ//Elx9ZNGprj6CSCr/YwbCnl5YAKIJMHIaXX92jVNHmc1Fhigwpfl3NmzOoCG39mFc+dNHUBbjbkj1Bf9AsEjjhw+rKFpu3fpKkGXL5saPMLom0ePHFFfSJQB/pD5jFrpCF2IZSQBEiABuyWAcSAsINasWqUT7MOGDJGYmBgN6LXId6FGDCzJyhXeW/jg/N9/8H1xNvh/vX37Vj7l5xdn9zLbh+KqzNDb54URDe/SxYvStVNnadXCRY4ePqwdubgd3z5r9eulQn2xJI6Ia+CA1Yndu3Zp5ESrsfh1es59BKJnXgsOlh5du0rL5i0kcP8BfemY1S+Mvnnz+g29foumzTS54wdGrXTujsfakQAJkIAJBJB6J3D/fmnbqpV07dRJAzbhvYfJ5pKKK7y3YMb+OitLHjx4IAjlHnzlqo6xUlJSihUECue4dfOWjsWQ6sSsd25JkFNclYSaEx5jDNiio6LFfdAgaVS/gaxfu05nL5ywukVWCSwwK4IHwBA3d/VlWbp4iWWDeRQJy0I/ol/g5QAbdMzkNahbT9asWq3mgWZhMMoA87/ePXpqcJUN69azb5rVALwOCZAACTgpAbxfjMlDWENgYvnAvv2CHI74DatGJRFXxrF3wsNl3Zq1MmGct3iN9BQvT0/xHDFC5s6eI0FBQZL3k0BMeP8ijyOiNSPIBv62143iyl5bxuRyQUykpaZqAIvaNWqocz5mE7B0a7UNdX7+/LlMnfwlSMDkiZPk+bPnlmRhtbYvqr7oF0jSi1wfCLk+Y9o0MfseQRlwzfFjx6lpBoJowPfLivdpUW3F30iABEiABH6NwMcPH9SPH/XUAAAgAElEQVT8z3P4iG8mD/F+MQRSScUV3E0wSd2vdx9ZtWKFnDx+XNP87Nq5U/r26i09unWT8LDwIlP9oAzXr12XbVu3SlJiIleufq15ubfZBHDjwIbVb+kyqVurls7KI7QzOrLVNtQ5KytL1qxcpU6cSMb65PFjnSGxIg+rtX9h9cU9ghm9FX5+gnC0Q9zcNPy5maIG14K5xuJFizSAxbAhQzU9gJllKIwPvycBEiABEnBMAhjb4D2CycNZM2aqG8TUyZMl/unTr+NA7PM7K1d4f4bcvq0m9ZmZmSqi4HoBV5RDgQelScOGKr5+lkYEY1WspKEsxoayYRULH9QD/+LcxgffmT1+48qV0ToW/de4YQ7s26diwrVtOwkNDf2m41oFDVh8/PBR9u7ZI80aNxGwuH3rlt6gYj2daZVm/2k9v94j+/dr8Ig2LVtJaEjIl37x06NttwNeTjsCAtRkt0O79hIdFaXmq2a/NGxXI56JBEiABEigrAlAfEDUbNq4UScPEXo9Ojr6m3ec8R4sycoV6ofjDeGD/xf8PIh9IHinDXF318lt7PejDccgcNP2rVvF8LnCd/DjCti+XcLDw1V44f28Y3uA+G/cKCeOH9cohxBj2NesjeLKLNJ2eB10NCh7RAOEDWu92nXk9KlTlg3aABZXr1yRHl27Sb3atfWmxKwK8lxxsyaBf+6R69K8SVM1Bzxz6rSp9wjKgJk4RK3s0K6diqvLly7rBIiZLwtr9gDWmgRIgASclwDeIRAeZ06flob16kn7Nm11del7MWLsV1JxVRhBnDcyIkLat2kjQ90Hq3VGYeIK369asVITGoeFhKpYw/HJSUka3Alh4mFyOKBvXxkxzEMGD3KTTq6uMrB/f101Q0AOszaKK7NI2+F14GcVHx8vHdu7CjJub9606acOhXZYDZsUCTcoVgKGDR6sQQI2btggr169MnWmwyYV4UlsSuBT/ieJfxqv0TP1HvH3NzUyICoDYYWXD3KsIZEjolb+zHTCphB4MhIgARIgAacjgHEP3i+P4x5r6h24hRw+eOj/s/cW3HFcTbv2+2O+8533CdiOIWZmZmZmZpIZY2bmmJkSk8zMtszMIMsyx5SnzrpKbkWRNdKM1DMaqF5rlkY93RvuTXXvXaBmIskry7MQLrfJFYRp1YqVqoo4cfyEVNc2nh07erRqWR07ciSRXCHHZvs5ix4Q9OjWTXCc8fTJEz2xWr92nZQvU1bNXR4+DJyHQSNXyXtQhPxPJ30RGyvt2rTVTonzBk5puB9pF5PLs6dPZeTw4eoZEJ1jBiH37YpcBJwx0rlDRyU1Q6IGBXSMsJjxoS/27d1bcmT7RUaPGKkBvikbv9llCBgChoAhYAj4igDrR4Ls80xqVK0mObJlk8mTJslHYkilIAfyvNvkivxxTNGmVStVuYcUcc/T2ka5xnwjV6gHOusg5CrLjz9JmZKlJOZijLp15/AAbaR3795Jz+7dpXiRorIvOvpfqo6+YubL80aufEErTJ6l42IUOHrkKMn5S3Zp1KCBvH71OsUBFSZVTrUaOAmYP2+eqnw1a9JULsXEeBzcqSZkP4YNAowRNhvG/TZOnUc0adhQwxKktOj4q9LkheHu1MlTlNx1bNdebt++baTfX4BbuoaAIWAIRAgCrHFoQPTu2VN++s8P0r5tW8Gjnydiw303yRXpxcbGqmdqvO9yaoW2UGpXauSKk6vmTZp+p1nCO6NHjlRbsnVr1yrxSi0Pt34zcuUWkiGUDkx+xe/L1TtL+bJlNZ7T1y9fPA6qEKqaT0Vl0P314YPamWFPU71KVd3ZYAKxK7IReP/uneAiFscmlcpXkCuXEox7PS08bqNFPozT9evW6W4cO4sEXWQnLlBlcLtOlp4hYAgYAoZA5iPAGgKRmjF9um4e4kzi8aNHqZ4a8Y5b5IrTKTSnpk2eIoULFJBePXrIvXv30tw4TI1codnRrXMXLWNShPWdUaMkf548YuQqKTL23TUEdHB8+iTRe/ao0WLxokVl544dapzvWiYhlBDGjXiVqV+3rhQpWEh+X7ZMT/RMeA2hRnS5qLQ9/WJvdLTaIpYoWkx27tiZog66y1knJueU4dDBQ2rrharDhvXr5cP7D4nP2BdDwBAwBAwBQ8BXBFhf8Dy7dfMWdY7E+nLu7Nk0iQ3vuUGuIDvPnz+X2bNmqZOo1i1aysULFxJV/FKrT1rkqnvXrt+p/Rm5Sg1R+80VBD5/+iTnz52TVi1aquHfwvnzU3V76UqmQZgIkwQ7Jzdv3BTsaQrkzSeTJk7UYKz8ZlfkIgCxOnf2nLRu2UrHyIJ581VVgQk6UBcLGM5VOrZvr2WYM2tWwMsQqLpaPoaAIWAIGAKBQ4A17vixY1K7Rk0lV8SY4l5aso8b5Aq5K/b5c1m4YIGUK11GOrRrp84nWPPSyh+EjFwFrp9YTl4gQKelU2Kv0b9vP428PWzIUHn86LFXHdqLLELqEbB48eKFjBk5So/E0Tm+c+dOxNqchVTj+amwzhi5c/u24NylUP4CMnzIUHUm4c2k70axnDI8fvxYhg0eoqR/0MCBcu/u3Ygcp25gamkYAoaAIWAI/BNn6sqVK7pxxxqHW3Pser1Z43gmIydXyF1xcXGyaMFCqViunLpdP37suKbJb6TvfDy1F895cmiBWqCdXHlCzu77BQE6JMewDCRiWXXp1FkYYNhvRNrF4MWZBycS+XLnkWaNm+iRuDO4Iw0Pq28CArQ/xrXTp05LGCMdO+npUSDHCGVgoZs9c5Z6Tmrfpq1cunQpTXUNa0NDwBAwBAwBQyA1BAgrQuDdkcOG68bdwP4D5JEPXpEzQq5Y2169eiWLnBOrtu00GDBOoyBsrLN8ONlKTRbjNyNXqbWy/RYwBBgQeMNbs2qVBlmrV7tOigHiAlagTMzImRz+2L5dgyZXKFtW7c8Y3HZFLgL0C0jN2jVrVFWhfp26GlibyZ7fAnE5fXPzps3qMpbAhwf279fFJlBlCEQ9LQ9DwBAwBAyBwCLAGhL34oXMmzNX41kRrJfYib6scc4alZ44V5AiTFJwEJU7Zy7p2rmLlmXh/AVKuCBdnGgtXrhIy+VpzSMd8i9coKAcP3o0kYjhDOPXHDnV5TrO2ZJeCe+M0U1THEShAhmIy7wFBgLlTMqDDvrp40c5eOCAVKlYSSqUKycbN2xI1d1mJhU1INmyK3Li+HF15pE/T15Zs2q1egv0NJADUijLJFMR0DHy6ZNuOBCZHnWFLZs3q6e+QPUL8mFBoG+SP85VWATY1QtUGTK1ESxzQ8AQMAQMAb8gwBrCWrJ1yxbdYMfWat/evSr7iA97h6STXrVAJVfnzwvhRDq0bSc9u3WX3j17SZ+kn169pV+fvnLo4EGPJhqkw9rYp1dvuXb1aqIaIZpZ3bt0EfwI8EzSi3ITSJi8jhw+EjCNLSNXSVshzL6zK0EHxPc/AtusGTMj1jAeYoU9DVgQbG7KxEnyKv6VCa9h1ud9qQ6TLmPkxo0b0rRRY90NQyUP9YXkE7Qv6fryLGWgb969c0ca1W+ggYJRTQxkGXwprz1rCBgChoAhECIIfPN+e+L4CWlQt56ULlFCVq1YqZoavq5xGSFXvIt2CGvt9WvXNPwPf//9ua6/x798mapcFvs8Vm7fuqUxupxW4DTq1s2b8uTJkxTfxYkG7wQynquRK6d1wuwvnZmAbD26dZO8v+aWqAEDPHa8MKv6d9UBCwwp+/burcFYe/foofY1vk4u3yVsN0IaAfoFKrOd2nfQANKDB0bJ06dPU5yc/VVR+iDjtEvHTkr6+/XuY33TX2BbuoaAIWAIRBAC//3myKxd6zaqFjdh/HiNL8Xa5+vFO+k9uSIv3vf2k1rZnDSSP+PpftK8k7/jz/+NXPkT3UxKG4ENJo8L51zZc0jzJk301IZd+ki7wAIHFpMnTVIHFticPXzwwJwERFpHSFZfZ4xMmjBRcv7yizRt3Fju378fMJUBisNiQN+cOH686qHXrVVLnjx+bHZWydrK/jUEDAFDwBDwDQHWODaVx4wapXIggXozIvuwXmWEXPlW+tB/2shV6LfhdzWAROG0IXvWrGqgf+b06YCpOX1XmEy+ARabN25SQ0qMIC9cuGDCaya3STBkT79Yt2aNZPs5i5QpWVKNaFmMAnWxUJEfuuD0y2KFC6uKBCqCdhkChoAhYAgYAhlBgI27FcuXq6o5TppwYMG6k97LyJVvyBm58g2voH7a6fyXL13WI2BcjWPEyG5DRgZVUFfaQ+GoL4IqBow1q1VX1citW7eakwAPeEXKbWeMsOFAnA88F+3ZsyfgY4QxeeTIEXU0Qxmi90R7FcgxUtrJ6mkIGAKGgCHgOwLOGnfq5EnJnyePbrBH705Y43xP7Z83nHTT4y3wn1Qi55uRqzBqa3bC7969K7Wq15BfsmSVqZOnBFxoDBY48b528+ZNtafJnjWbzJw+PWKdeQRLmwRDORgj169fl+pVqkrOX7LL/HnzfHJH60YdnDK0adVKyR3qu2/fvnUjaUvDEDAEDAFDIIIRYFMZ5w7ly5TVeIm4OUdTA3KUkcvIlW/oGbnyDa+gfZoBhTtK3E0iNKJf++7du4hUB2QSePTokYwYNkyD5fXr00eIg4BQm9EJJmg7gBUsTQQYI48fPZZuXbpoTIzBUVFq80S/CNSlZXj8WMgbRzP8ffrkidkABqoBLB9DwBAwBMIUAdYX1pPWLVqqHDhi6LCE0DsurHFGrnzrNEaufMMrKJ+m07+MeynTpkxRpw0Y5+OSMpBCY7AAQ51xY71g/nxV+2rVvLkGr2Pnxq7IRYAxwubD+N/GKeFm8XHGSKAIN/lgYDx39mwNFEzfvHrlqpH+yO2WVnNDwBAwBFxBANknNjZWRo8YKVl/+lnat20nuCB3Sw5k/TKHFt43lZEr77EKyifp8O/fv9eAuCWKFpNaNWrI2TNnXDkGDsoKp1God2/fqp0ZQZOrVa4iu3fuko8fPyYKsOBln8jCgMWFGBtLlyyR4kWKSP26dZVwO7aIgegPlIGT5E0bNqoOPIEcD+zfrydn5G+XIWAIGAKGgCGQHgRwuY5qOUF08+T6VXBgQYxTTrLcWl9Ix8iV961j5Mp7rILyyU8fP8r+ffsEYa10iZKybevWiBTYnIF/8sQJqVurthQtVFhmTp8ht2/flhcvXugn7kWc2CfyMCB21fZt25RsQ65WrlghDx8+1F2+QPWHZ8+eKZlqWK+eFCtcRAM5shi6tasYlJOTFcoQMAQMAUPArwgg+3z86y+V/cqWKi1lSpaSwwcPur7BTj6E+DGHFt41p5Er73AKuqfo6Ahm58+dk9YtW6rANn/uPHkVH+/aTkXQVTqVAoEFQnSPrt3kP////5WC+fIJgfOwQevbu499IhQDgvL26t5DvfL9+L//UZfnBA3u06u39OUTAFwoQ+8ePYUYazhX6da5i9y4ft3VXcVUhob9ZAgYAoaAIRCGCDhy4NEjR3R9KVqokG4e4oad39y8SA8toEEDBkqWH39UMsfJmF0pI2DkKmVcgv4unRrPgIOjBqlHmJHDR8ijhw8j1jAePK5fuyZFChZST4moSLKDY5/IxqBU8RIaQBHCXSBvPj3d5YQ30P2CPIsULKjkqmK58upsZW90tLyMi1NVi7+/mrOVoJ90rYCGgCFgCAQRAsg9165e0w07HCRNmTRZ7Xrd1oiAWJHXsaNHpVL5CuqM6eLFi6Z5kUpfMHKVCjjB/BOqbrNmzFAy0alDByG2FZ3f7d2KYMYgadlwWHH58mUNyNq0UWPZF71Xjh8/LifsE7EYHD92TPbuiZaunTrrBgQuzzOrPxw/dlwOHjigzixQWyUGXfkyZXRR3LB+vRoeu+EuN+mYsO+GgCFgCBgC4YsA2jpjR49J8Ircu4/cvXPHL3IgsuXNGzelVfMW6ixjxrRpausfqfKmNz3KyJU3KAXRM+xI4MBi86ZN6nGsQd16cujgQbWzCqJiBrwoSq4uXVKy2b1LV3n58qXqHHPfPpGLAZsQo0aM1LGyZ9duXXgyqz9gDBwfHy9XrlyRNatXS4tmzZT0FS9SVJo0aqQON7AFQ6+dxczt3ceAD0rL0BAwBAwBQ8B1BFgbsNldunixbii3bNZcHZmxdrh9QaDwQhjVf4BqgfTr01f/pwxGrjyjbeTKMzZB+QsCGpG3K1eoKKg8bVi3XvVgI72TO+QKRxbYXb1+/Too288KFTgEGBOQmTGjRim5it4THbjMPeREmViU/vrwQXByAeFr36at5Mj2iy5cFcuVk6mTJsutW7dcN0j2UCS7bQgYAoaAIRBCCECidu/aJRXKltNgwXt271b1crflQNLDfmvq5CmqCtiwXn258+10LITgypSiGrnKFNh9z5ROzm42wXCbNW6sx8B0eHYv3B5Qvpcu89/4F7nqZuQq81sk80vAuCDm2ZhRo5VcoSIYLBdlg2RhIIyb+DOnTwvBrn/NkVOJVslixWXEsOESExOjz9C/bacwWFrPymEIGAKGQOARcOTAC+cvCESncIGCsmTxEg3z4Q85kM38TRs2CF4IWZNOnzrlFxIXeCT9n6ORK/9j7EoOCFYIikMHD5YsP/4kvXv2VNU37tslust/+dIldcHew8iVdQkR3XQIVnKVvIEYxxAodgVHjxypzi9+/uFHyZ0zl/Ts3l1txd68fm2nWcmBs/8NAUPAEIgQBP7++lXDiODpNtvPWeS3MWNULvSHHEiaR48e1TA/2Ahv2rhRTVIiBOoMV9PIVYYh9H8CBIj78OGDLFq4UHe1mzVpKjdu3LCd7CTQ28lVEjDsqyIQzCdXyZvIOcmiH6OGAcnCAUet6jXULit/njzSsV17+XP7H/Lg/gPdqYxkBzbJ8bP/DQFDwBAIZwQgO9iST586VTUccNR0+9Ytv8iBrEN4XyZsSK7sOWTa1KnyIjZW8wpnjN2sm5ErN9H0Q1oIXejXRu/Zo50cN5hHDh/RHWw/ZBeySRq5Ctmm81vBQ4lcJQeBstOnHz16JMuWLJHmTZqosxZss5o0aiyrVq7SWFmvX71KXFx5xy5DwBAwBAyB8EKAuZ1Nt80bNyqxql+nrpw4fkJNRdyuKXk9efxYxo4arRt7OLDAC6GtL74hbeTKN7wC+jSdGQHr5PETUqZkSVV5W7dmrakGpdAKRq5SACXCbzF+QkUtMKWmYqeS0yn03p89fSpbNm+Wnt26a5wRbLNqVK0mM6ZNl5MnTsjTJ08T4mWZmnBKUNo9Q8AQMARCEgFHDjx86JDGZyxXuoxs3rhJ1wa3CQ9rDmvm4oWLpFD+AtKmZUs5d/acbeano+cYuUoHaIF6BcGKo9kmDRtJzl+yy7QpUy22gAfwjVx5ACaCb4c6uUradNSF+eBl3EvZtXOn2l7WrlFT8uT6VQhKjNMOPA/eu3tPHWCwSPKO24tv0jLZd0PAEDAEDAH/IeDM+4TvqF0jQUV8zuzZfnFgQV4f3r+XP//4Q71RV61UWdeaL58/2zqSjiY2cpUO0ALxCh0d24oBfftJruzZZWC//ipYITTZ9T0CRq6+xyTS7zCGQvnkKnn7UR/GP3393bt3GpKBQOKtW7SUYoWLSOkSJaVXjx6ycvlyjaXFQmnzRXIU7X9DwBAwBEIDAebvBw8eqO0TDiyGDRkqL+PiXJ/XWVtYV/BaW692HQ3zs+L35erJlt/s8h0BI1e+Y+b3NxhQ2FJMnTxZYwu0a91G7ty+7Rf9Wr9XJkAZGLkKENAhlE24kauk0DtECz38mIsxsnzZ79K1c2d1l1uscGFp36aNzJszR86fOycf3n/QuYN5xRbKpCjad0PAEDAEghMBlQNfv5axo8dI9qzZpEPbdioHct/tC60ISFyXjp0Ez4ATx483BxYZBNnIVQYB9Mfr79+/l9UrV+pONHYVxBaAPJhg5BltI1eesYnUX8KZXNGm1I8Piy0k6/bt27J92zZVGSxfpqwUzJdf6tepo0GUjx09qirFLKI2j0TqiLB6GwKGQCggwByNh+glixar7VP1KlXlUkyMX+ysyIt4qYOjBqmaeZ+evTSeqm3GZaynGLnKGH6uvk0nR/jZGx2t+rU4sdi6ZYsOMhOIUofayFXq+ETir4yZcFILTK0NqatDsh4+fCiHDhyUSRMmqO48btxZnPv17iM7/vxT4uPjdbMmkWiZ2kdq0NpvhoAhYAgEDAFHDsT2Ce/QJYoWk33Re/0SvJe8Pn/6LPPnzlNi1aBuPbl8+bKuDwGrcJhmZOQqiBoWYScmJkbatWmjHX3xwoUqHPrjGDiIqu1KUYxcuQJjWCUSSeTKaTjqzIfxQEyUq1euqCt3jKFx445tVstmzWXt6tXy/Nkzv+yEOmWxv4aAIWAIGAK+IYAcePbMGWncoIG6XWeuRrXbbTmQdYK8CA5cKH9+JXHHjh7zC4nzDYHweNrIVRC0oyMQPXzwQAZHRemAGjFsmMa4saNZ7xrIyJV3OEXSU4yrSDm5+q5dk5Cst2/eCqdZWzdvVmKFG/eC+fKp4fKiBQuEeYdYel+/fNEFHNzsMgQMAUPAEAgcAo4ceO/ePenRrZt6iJ4wbpy8ePHCL/MyMtPZs2cFFXKcZWzbskXVy23+d6fNjVy5g2OGUqEzv3v7VhbOny+/ZMkqbVu1liuXL6uwk6GEI+hlI1cR1NheVpVxFbHkKglGzqJNvKzXr1/LoYMH1XA5V/Yc8vMPP0rZUqXUeQ5Oc3jmv34wmE5SHPtqCBgChoAhkAwB5mlsn3AmkT1rVunaqbPcu3tXT5eSPZrhf8mLDbdG9RtIlh9/kimTJmkID+7b5Q4CRq7cwTHdqdCZMVzctnWr4OUL24gD+/fL1y9meO4LqEaufEErMp5lbBm5+qetwQM1EAgUiziqJ1EDB6qqIN6oihYqJMOHDlU37m/evJHPnz75Zcf0nxLZN0PAEDAEDAHmZsJr/L50qRQpWEhqVa+hbtGRa/jNzevvr39L/Mt4wXEFquI9u3VLdHbkZj6RnpaRq0zsAQwaBg+xBSBVGC6uWrFSj2YzsVghmbWRq5BsNr8WmvFl5MozxKgcow7IKfm4sWM1GDHBylEb7NW9uxw9ckSeP39uO5qeIbRfDAFDwBDIEAKsU2x47d+3T6pUrKReovH6igdYf1xsrM2eOUu9EBKIntMxtedymcT5o+yhlKaRq0xsLQjBzZs3NX4BsQUmT5iowqDbhouZWMWAZW3kKmBQh0xGRq5SbyrwYa5h7ECybt26JXPnzJEmDRvpaRZEq02rVmrwfPPGDY29x7O8Z5chYAgYAoZAxhGAWF28cEHatm4tBfLmU899bAq6LQcyb6MltXHDRilbqrR6Ijx+9JjO/TanZ7wdk6dg5Co5IgH6n878IjZWcFzBTjFHtPfv3w9Q7uGXjZGr8GvTjNaIMWYnV96j6BCtx48ey5pVq6Vt6zZSqngJyZ0zlzRq0EBwfnH2zFmJi4tTQga+tih7j689aQgYAoZAUgSYcwneOyRqkAbvRS370cOHSR9x7funjx+FeIcN69WTwgUKyvp161QV0eZw1yD+V0JGrv4FR2D+wWCcQMEIK7lz5pQWTZvJhfPnVWAJTAnCLxcjV+HXphmtkZEr3xB0yJJjlxX3Ik7+2LZdBg2MklrVqyeqkUwYN1727d0rjx890l1PBARboH3D2p42BAyByEaAeZOYg7NmzJT8efJKpw4d5FLMJdcdWDA3M6cTv6pzh45q2z918hR59uyZzts2d/unHxq58g+uHlOlI3MMjAMLDBcrliuvQYPp/NbJPcKW5g9GrtKEKOIeYDzZyVX6mx38mJfiX76UA/sPyPjfxukJFrue2AYMHTRYNm/cJHfv3v0XybJ5LP2Y25uGgCEQ/ggwR6KKvXHDBrW1x/YJL67+2KgiTbQRRo0YqSQuasAAuXvnjuskLvxbzbcaGrnyDa8MPc2AggQcPXJU9V3Rr123Zo389eGDEasMISuK6+VLl6RoocIaIwKX03ZFNgKMNyNXGesDYMjizLz15vVrOXf2rCxetEh3WfFuitpgp/YdZMmixcL4+/jxo+u2Ahmrgb1tCBgChkDwIPCPHHhEKleooA4stmzarPZQ/ObmRXoEk58/d66ULFZc2rRspbGtmM/dzsvNcodDWkauAtSKdGSElOvXrqkaIEHbpk+bJrg85r5dGUPATq4yhl84vs2YM3LlXsvqHPb1q8bku3rliurs9+3VW51f4Ma9eZOmMnXKFDl96lSia1/mNlvE3WsDS8kQMARCFwHmQrQBcB7UsF59tbeH+Lz1gxxIXmzc//nHH1KmZCl17753T7TfvBCGbqv4p+RGrvyD63epImTEPo+Vvr17a6Dg/n37qptjI1bfQZWuG0au0gVbWL/E4mLkyt0mBlM+zFucUj24f19dCI8dNUo9UOXJ9avUqFpNhgwapPc5QTaVZ3fbwFIzBAyB0ESAefPFixcaxD3rTz9LVP8BfpMDkYnOnzsnqBwS5mfF8uUJDiz+dvd0LDRbwv+lNnLlf4xVGCG2wOSJk1TntVmTJnLv3j0TOlzE3siVi2CGSVJGrvzckN9IFrYDGEefO3tOZs+cKTWqVZO8v+aW8mXKSPeuXXXnFIECW1MjWn5uE0veEDAEghIB1iMcmY0dPUYIc9G0UWP1FOj2nKibX1+/ytMnT1VLqmC+/DJpwgTBQRG/2RUYBIxc+RlnOjODZ9XKlVK8SFEpV7qMnDlzRr58/uznnCMreSNXkdXe3tSWsWcnV94glbFnwNmZ59hEunPnjqxeuUoa1m8gObL9Ivly55bGDRrKmtWrdZeWscrzdhkChoAhEAkIOPPj70uXCmQH+6erV6+qbOh2/R2tAk7FmH+7dOykm1+mJeU20qmnZ+QqdXwy/CuCxOFDh6R2jRqCysyuHTvVcNE6eoah/VcCRq7+BYf9I5WmfNYAACAASURBVKICvJGrwHYFhAjG4l9//aULOvr+rVu01FhZ7NZWrVRZFs5fIE+fPlVvWV+/fFEVQyNbgW0ny80QMAQChwBz4pFDh9U7dK7sOeTo0aM6/7k97yFXoiGAHdcvWbKqFsG9u3dNYyBwTZ2Yk5GrRCjc/8LAuXLlinpoYQdhzqxZGtfA/ZwsRSNX1geSI8D4M3KVHJXA/Q/+LPbv3r2TQwcOSOeOHZVk/fSfH3T3dsK4cXL79m0lYpzu22UIGAKGQLghwDx4/dp1Pb2H8CxeuNBvngEhVrt27hTsufBGffr0aSNWmdShjFz5CXiEhcePH8uIYcMkV/bsGogT428TIvwDuJEr/+Aayqkaucr81qMNmPNY9N+/eydnz5yRIVGD1HsVJ/nEzOL/Y0eP6knXhw8f7CQr85vNSmAIGAIuIMDc9+TxY8GBWe6cuWTE0GHyIjbWdTmQeRYZiFAZZUuV1rw2rFuv865pSbnQkOlIwshVOkDz5hUCb86bO1cKFyigLoovnD9vdgbeAJfOZ4xcpRO4MH7NyFVwNS7t4ait3Lh+QyaOn6CeBfPlzqOOfrp16SJ/bN+uQYnfv3tvJCu4ms9KYwgYAj4i8DIuTmZMnSZFChaUVi1ayI0bN3Re8zGZNB9nXkULoEnDRuosg7kVb67/tTA/aWLnrweMXLmMLAIEHmG2bd0qZUslxBaI3r07oaObEbfLaP+TnJGrf7CwbwkIGLkKvp7gECzGK4s/XlMXL1wkbVu31mCaRQoWktYtW8nvS5epG+H4l/G6I8t7dhkChoAhEAoIMF+hDr1uzVo9Sapbq7YcPXLEL3IgeT1+9EiiBgwQNqp6de+h5iecmtm8mXm9xciVy9jjlvj4sWPSoG499Q64cvly+fD+g3Vyl3FOnpyRq+SI2P8sLGZzFdz9wDnJQmV63dq10qtHT6lQtpyeZBFkc9aMmWr8/SL2RYLtgAUlDu4GtdIZAoaA2pEePHBQ6tWpo54BN23YKB/ev3ddDmSNi4+Pl5nTZ0ih/AWkedOmcuP6dd2QsmbIXASMXLmEP538769f5c7t29KhbTs12Cau1fNnzxMGlG28uoR0yskYuUoZl0i+a+Qq+FufNuLDLisbU3gR3L1rt4wZNVrq16mrJKtG1aoyYthw+WPbdrl//77aETjvBX8NrYSGgCEQKQjoXPbli1y6dEnatWkrxQoXkRnTpmkICn5z++J0bOP6DVKhbFlhnjx06JBfTsfcLnckpGfkyqVWZgeWHQQMFjHU7tOrl9oOIDTY5X8EjFz5H+NQy4HFzE6uQqvVEoSTrxIXFydHjxyVWTNmaCBMghJjqN27Zy9Zs2q12i7g7p15l3f8IbiEFnJWWkPAEMhsBNhgx5HZ0EGDJX+ePBI1YKA4rtDdLBvzHU6CDh44IPXr1NH4qcQRfPPmjc2FbgKdgbSMXGUAPOdVp6PPnTVbBxSRty9euJCgxuKH3QonX/v7DwJGrv7Bwr4lIMC4NHIVer2BdoM0sTFFUOJLMTGyds0a6dG1mxQtVFh3gzEOnz1zps6z2Lg6JCv0amslNgQMgXBAgHmL+Wr2zFnqBZX4fhf8JAcyN165fFk6deigWlIzZ8yQFy9e+MVZRji0TWbUwchVBlFnQCHYEywTY+wyJUvJoQMHVcUlg0nb6z4gYOTKB7Ai5FEjV6Hf0A7RwkX7rVu3ZMeff8pgdeVeUm0MGtarJ+PGjpWTx0+oYIPQYUQr9NvdamAIhBICzFOcJP25fbtu/lSvUlWwucJpj5sX+fB5+PChhvkplD+/DOzXX0/HbN5zE+mMp2XkKoMY0qHPnj4j5cuU1dgCGzdsVGNGBoBdgUPAyFXgsA6VnBiDdnIVKq3luZyOQMFc69hlnTh+XF25O/NuudJlpF+fvnJg/wH10oV6js3BnjG1XwwBQ8A9BNjUuXzpklQsV15PrfASyIaQ23MQ6b1+/VoWLVggqEpj30++EDu7ggsBI1cZaA8GFC4wiS2Q5cefZNqUqfL2zVs7ms0Apul9NSPkigkLwY00mKSSf7if1q6Qk0ZsbKxfJtX04hLJ79EmRq7Cqwc44wyS9fLlS7l8+bIsmL9A42Vh64r2QJuWrTReFkIIY5l5mvfsMgQMAUPATQSYV5hfnj9/LrVq1JBfc+SUqZMny5vXr12fc8gLO9M9u3dL8SJFpGqlyrJ3zx6d42x+c7NV3UnLyFU6caQzs3gTU+CXLFmla6fOGt8KIdyuwCOQEXJFm129ckUmTZigu9/sgDuf/n37ycD+A+TM6TOpTpakcfrUKSlRtJiMGjFSJ9zAo2A5JkWAMWrkKiki4fWd9mXcoXrz7Nkz2bB+vdStXVuy/vSzZPv5Z6lauYqs+H25xL345sbdCFZ4dQCrjSGQyQgwB3FC1aNbd/n5hx+lU/sO6lTCbTnQmeuuX7umpifIGWtWrXJd7TCT4Qyr7I1cpaM5nQUdg+r8efJKrerV5fmzZ7ZDmg4s3XolI+SKnac9u3ZLpfIVpHaNmtKtcxc1nseAvme37kqgIU5McJ4ufjtz5ozGtBg2dKidXnoCKoD3aRMjVwEEPJOyYj5mDHOahbes3bt2qYfBXNlzSI5sv6iqztzZs+X2rVu6AeacRGdScS1bQ8AQCAMEHDkQV+vMM1UqVtJQEv44KSdNHFa0aNZMT8fGjBqlp1huk7gwaJagqYKRq3Q0BTulWzZtkjIlS+pJxdkzZ1WlLDXhOx3Z2Cs+IJARcsW7Wzdv0WN2Aply9P7l8+eEz5cv8tUHtcBHjx6pzYf1BR8az0+PGrnyE7BBnCxtjiDCbvKJ4yekV48e6vgC4adU8RLy25ixcu7cOQ2bwbi3cRrEjWlFMwSCGAHkwG1bt0mBvPlUHfnK5St+2WBnjmLTaHBUVKKWFGqINncFcecQESNXPrQPnRkd/uPHjkmDunXVK8zmjRt1N9Q6ug9A+uHRjJArdrxx9YyHHyZL/mdHKOknrfbldwS6e/fuqYoS7zr3nj55ojrYTMYv4+Lkwf37cvfOXXn29KntPvmhLzhJgr+dXDloRM5f2h2CxVz9/t17JVNjR4+RWtVrKNFCpYb4M3ujo+X+vXs6bp3xGjkoWU0NAUMgPQgwvyBvIAciMxQuUEAD+TLf8JubF+nh3n3RwoWS7ecsGlj9xvXrmr+b+Vha7iNg5MoHTFmw6dhdO3WSfLnzqAML9PlZmO3KXAQyQq6Ik7N44UI1SMVY1Jkkmdi8nSx5Dn1oVAoXL1ykwh394tq1azJi2HDZumWL4OFszqzZ6joVlUMCTm/bskUJgLf5ZC7KoZU7mBq5Cq02c7u09AHGIafRV65cEeLB4IAIxxfsOHft3Fk2bdio4/Tdu3f6rI1Ft1vB0jMEwgcB5EDWeuJY4URn+tRpCR5KXZYDmYc+f/ok27duVc+ABFHfv2+fyhbhg2b41sTIlZdtS0d/9PCRjBoxQhfmAf36yd27d20x9hI/fz+WEXL1+tUrQW8aeytI0O3bt+XOnTsaaZ3TKG92tXnm9KnTSroHD4xSVUIm4VMnT6otV8tmzWVA334yfMhQmTVjhsyYNl29mhXKX0CWLV1qaqV+6CCMWSNXfgA2xJKkHzA+GY+QLOJlrVyxQu0qceWOgIQtw/y58+TkiRNq28CzvGeXIWAIGAIOAswJDx88lKGDh+gpeL/efVRO8Md8wSbvsaNHpXKFimrbv27tOvn8yf3TMadu9tddBIxceYGnCmnx8RpboFjhwtK6ZUs5e+aMnnB48bo9EgAEMkKucOk8ccIEtcno3LGj9O/bV/r27iPDBg+RBfPny/lz5xNPszxVBeENIpU7Zy6J6j9AyRJl4rSqWOEimvayJUvlRWysqh2iengpJkYnznJlysjLuJcqAHpK3+77joCO21evZMyo0VK8SFHZuyfa90TsjbBCgD7Bh7FJGI0tmzZL1IABaozO2K1Xu45MGDded4jxQMhz3myuhBVIVhlDwBD4DgHmjfj4eJk3Z64ULVRY2rZqLTEXL7ouB5IPc86Vy5cTT8fwZMxGL7/ZFRoIGLnyop1QG/tj23YVhGtWq6ZxBj7+9dE6uhfYBeqRjJArJq1DBw/KuLG/yZRJk2Xe3Lkye9YsGTp4sDq5aNqosbY5u1OertTIFYJ9+zZt5dbNmzpp8qyzi96nVy/1/oMreO7b5R4CLER2cuUenuGUkgowX78qeUK1+8D+/TJt6lRhrBfMl1/nejZJcO+OhoJjhxlOGFhdDAFDwHsEUBtmM6ZyhQpSs1p13YDhJNxtwoMc8PDBA7ULJW4Wmz84sEhN/vC+FvZkoBAwcpUK0gwajmbPnD4t9WrX1vgCy5f9rgJbKq/ZT5mAQEbIFe3MJBn3Ik5QEeQ7hPrhw4eq71y4QEFpULeeTnCeJtLUyBVeygYNjJL4ly8TkSEdBLaRw4dLjmzZBI+TRq4S4XHlCxgbuXIFyrBOhH6C4ELcQub6JYsWS7vWbaRooUI653fu0FGWLl4sN27c0LgyPMs7fOwyBAyB8EaAcf7lc4IDi/p16kqFsmVl1YoVfpEDyYvTsZnTZ0ih/Pn15ApbUeQbm29Cq58ZuUqlvVhEHz18KB3btVfj54njx6s+vgnBqYCWST9lhFxRZCYuPrRt0g+nWgP791e7DE63PLU99z2pBZYpWUpGDhuu7lQdeMgL4o4Nn5ErBxV3/4KxkSt3MQ3X1Jyxz5zPDjVEatvWrdK7Zy9VAcI2smG9+jJx/ARVBWK+Yczznl2GgCEQvggwJ9y8cVM6d+ykciDaLcSc8iQLpBcJ5hI2XNetWatmBGhJHT50SDd0bJ5JL6qZ956RKw/YM3BYZAdFRUm+3LnVq9T9+/dtMfWAV2bfzii58lR+0l2yeLEQkHTzpk0ej+ZTI1dlS5XSEypcqjoXk6WRKwcN//wFYyNX/sE2nFOl3zCeP7z/IA8ePJD9e/ep/SUu3AkaX7VSZVUZZjOF8ApGtMK5N1jdIhaBb/NA7PPnMnL4CB37fXr28psjM+aRgwcOSN1atdRGGC+mjgfTiG2DEK64kasUGs8RfJctWaKRt+vWqi3XLbZACkgFzy1/kit2qnLnzCnRe/YYuQqeJk+zJEau0oTIHkgFAYdksZuMSu/lS5c0/EbJYsU1mCfu3NFqYF54++aNnWSlgqX9ZAiEGgKMfzRXli9bJjl/yS5NGjWWSzGXXHdgAS7khfofttn58+SR2TNnSlxcnG3mh1qnSVJeI1dJwHA6OYI6Bs6cVhQpWFCPZrnHALArOBHICLlil5r3Of7/m883hxPcexUfLzWqVhN2rZ88eeJRFcBOroKvXzBe7eQq+Nol1EpEP2J8c9JMUGKCghM+oUrFihrYM++vudURxuaNm1RdiOeYS2y9CLWWtvIaAgkIMHZZ/48cPqwnVsSY2r1rt19sn5hbkC2wvyZQ8OBBg9TemznErtBFwMhVsrajQxPnCFebv2TJqt6iWCxtoUwGVJD9mxFydevmLTViJ+J6bGysRkR/8/q1ukLt3KGDZM+aTX9PbbIzchVkHeLbbqCRq+Brl1AukUO0mG/evX2rqsK4b2etyPLjT1KtShX5felSdfPOiZetG6Hc2lb2SEWA9fzRo0e6qUqwcca0v+TAN2/eCI7S8AxIPMyYmBidN2zuCO3eZ+QqSfsxoHCB2axxE1UHHD1ypLngTYJPMH/NCLki2nq3Ll2kXOkyUqtGDWnSsJF6B8QrUPUqVTXgKLYV9A9PF7+dPXtWUBkaNXyE7lxDxoiHxskXzlDQn3YuJk7KzH3Uiy5euJhq+s579td7BMDYyJX3eNmT3iNA32J8Q6CIk7dr1y61y+WEGyGJwJ8EC7929Zr+jmDGHGECk/cY25OGQGYgwDglxh1yIOqAhGTBezBaLW5ezAXIFbt37RI8EuPeHRVj5gq7Qh8BI1ff2pCOTiBXXGajDoj7XQSz1ATq0G/+8KlBRsjVl8+fVdXn8MFDsnzpMpk3e47GuorevUcnWYSotIQifn/y+LEQKBiVUvoNH+6tWbVajh45ooKYgzjPky73lyxaJE+fPk0zD+dd++sdAmBs5Mo7rOyp9CPgjGUc1uDda0C/flKxXDkVzAggPnrUKPUkyhj31+53+ktvbxoChoCDgK4Z8fEyYugw+fmHH9QGihhT/pADv375IhcvXpTaNWpKscKF1bYLOYYy2BX6CBi5+taGTuRtdhBwuYtqoHX00OngGSFXjnBEGgg/zof/vSFWoEQa//1mu+X0G+4xKZNGSukk/Z1dMf63yz0EwNPIlXt4WkqeEXDGMnMHJ9ScYk+aMEEaN2iou9IEJu7bu7ds27JFrl+7rqrHzA025j1jar8YAoFEgLH49s1bWbxwoW6wc5J07epV1+VAZ654cP+BtGvdWm260GBBBrX5IJAt7t+8Ip5c0Zk5mt2yebNgtFilYiV1h4m6h12hg0BGyFXo1NJK6gsCjG0jV74gZs+6hQDECaJ19epVmTt7trRt1VrtN/AEhkew35ctkwvnL2jsO4dkmWDlFvqWjiHgGwKMPWS+7du2a4wpZEHiWiJXuH0x3vEEiPkADix69eihGi7ctyt8EIh4csWAQjWrUf0Gai+zdvWaxF3F8Gnm8K+Jkavwb2Nfa2jkylfE7Hm3EKDvISwxL33+9Enu37sn69etkwH9+qs9Fkby2HZOnTxFDh86rMIWzxrBcqsFLB1DwHsEGHs4tMI5DTbQq1eu8ou9PeObk+1ZM2aq2nCzxo0l5mJMipot3pfengxGBCKWXNHJ+Vy9ckW6duqs3gEnT5wk6NfaAheMXTX1Mhm5Sh2fSPyVcWwnV5HY8sFXZ4gWJ1mPHz+WnX/ukDGjRqmtBSSrTs1aMnrESNm5Y4faeDKX8bytQ8HXjlai8EKAMcbn6pWr0qVTZymQN69MnjhR1w23xx/pMQdsWL9eCuUvoJpShw8fdl3tMLxaKHRrE7HkisULV5tjRo5Sndeo/gPkzp07fjkGDt3uETolN3IVOm0VqJKymBm5ChTalk9qCNAX+WBbiYD14sULOXnihMyfO0+aN2mqwhZOMLp06iQrly9PiHPzjWSllq79ZggYAulHADkwIcbUCMmT61fp37evnjIjT7h9kRfOrqpVrqwy56aNm9Qkhft2hR8CEUmuHKFr6eLFemLVomkzdZnNosdvdoUeAkauQq/N/F1iZ5yPGTVaihcpKnv3RPs7S0vfEPAKAfomTm5exb/SuDarV62Sju3aq9CFO3cIF7ZaN2/cUDLmOMSx9ckreO0hQyBNBBhLr1+/lsULF6kciOt1HNH4Qw5k/F67dk1aNW+hYX4WzJufaG+ZZkHtgZBEIOLIFQMKBxZ7du9WG6tqlavIzh075cOHD0asQrILJxTayFUIN56fis5Yt5MrP4FryWYYAfonHkYRvIijc//+fdkbvVf69+mrJCvvr7mlRtWq8tvoMXLhwgXb5c4w4paAIZCAAGMPEvXH9j+kTMlSUrVyZdm9a7ff5EDUgfv16aN2VlEDBkrsN/fulMOu8EQg4sgVQvilmBipVb2GEIPk96XL5P27936JYxCeXSY4a2XkKjjbJTNLZeQqM9G3vH1BgL4Kyfrrr7/U7vfc2bNql0VQ8tw5c0n5MmUlasAANbp/9/atqq+jTmTCmS8o27OGQAICyAvnzp5TpzKE31mxfLlfHJkxRnFgMW3KFMmXO4+0adlKbt64aeYnEdARI4pcsRC9iI2Vdm3a6II1Ythwiy0QJp3cyFWYNKSL1TBy5SKYllRAEKDPIpAxn314/17u3b2rnsXKlS4jWX78Sdct3Lpju/H+3TtzfBGQVrFMwgkBxhinxD26dpNfc+SU38aMlbgXL/yyUYE36vVr16l7d07IThw/7he1w3Bqn3CpS8SQKxYsVC9wYEFsAfTbnz59ajsIYdKTjVyFSUO6WA0jVy6CaUkFFIGkJAs19sePHsmypUulbq1aKhD+kiWrBijeumWrunHnxMuxywpoQS0zQyCEEEAOfPnypcyYNk0YQxCse/fuuS4HMn4Zj0cOH1avoLh3Z6ya+UkIdZYMFjViyBULFDGsGFBE3kY1kIFmV3ggYOQqPNrRzVoYuXITTUsrMxFgrUJYw1Zj88ZN0rJZc8GNO6dZlStUlGVLlqq327dv39q6lpkNZXkHNQKQm43rN6hnwPp16qrHTtYJcdn2ibGKA4tOHTpI9qzZZO6cOWr/azJnUHcPVwsX9uSKgcPRLNG2cbVZukRJ2fHnDjuadbUbZX5iRq4yvw2CrQRGroKtRaw86UWAvswHoe3zp8+qzo5Tpp7du6s9FmtbhbLlZNKEiXLq5El59vRZogMM3rPLEIhkBBgDyAjHjh4TvHFWLFdetm3dqnKg27hAoDhpJnYddlbYSqLey30bi26jHbzphT25okOfP39eqlaqrPrqSxYt0kFmnTx4O2V6SmbkKj2ohfc7jHHzFhjebRyptaNv//01QdX9+LFjMmzIEKlRtZp6GSxVvIQMHzJUPeLev3dPnWTYehepPcXqDQLIgYQ14LSKE9+5s+fo5oPb44L0cO++cMECJVZtW7eWC+cv6KaItURkIRDW5Ipdvtu3b0v7Nm0lV/YcMnrkKO34DDS7wgsBI1fh1Z5u1IaFzsiVG0haGsGIAP2bNY65D5urC+fPy+yZM6Vtq1YaZgRPg927dpXVK1epGjwqgzzvtkAZjNhYmQwBBwHkvUePHkmXjp00xtTwocPUgYXbciDjinHIiRgOaDA/4XQZl+9u5+XUzf4GLwJhS67o6E+fPJWRw4crseraqbPExsZaJw/evpihkhm5yhB8Yfkyc4CRq7BsWqtUcgS+eRlEuLt+7ZqGGOnepYt6KcOYHsI1b85cOX3qtLqGRthjfPCxyxAIVwTo3/Hx8TJu7Fj5+YcfhZMkTnPZZHDzIh/SPH3qlIb54fR41cqVOtbczMfSCh0EwpJc0dHZpZs3Z44UzJdfmjZqJJdiLpk6YOj0S59LauTKZ8jC/gXmASNXYd/MVsFvCNDfIU0IeZCsu3fuyvZt24SQI9UqV1F1qAZ168nY0aNlX/Re3b23kyzrPuGKAOPh419/yeKFiyR/njxKes6ePesXOZBx9+D+fWnXuo0Q/Hvq5MnqldBOrMK1d6Vdr7AkV3gG3LJ5sxotVixXTvbv2+cX/dq04bUnAoWAkatAIR06+Ri5Cp22yoyS0j8cQoIQxMe556k8+vu3Z53nPT2b/H7SvJL/5o//KR8qSY8fP9a4WFMnT5G6tWqrY6fqVapK/z59ZfOmTfo786ev9fFHmS1NQ8AtBOjTO//coY5eihUuohsKjAfGoZsX44bTsX69+6hdP3+Jo8V9uyIXgbAjVwwcYgtguMiAWrVipbx588b1ARW5XSY4a27kKjjbJTNLxVxgJ1eZ2QLBm7dDdBC2nj97Lnfv3pUHDx5oLERPQhHvcNKDO3S8fz15/Fg90XLfm+vdu3dqj0EgUU95eJOOt89QLqeezI/E97l44YKuia1btFSShV1Wm1atZOniJerKHc+63tbH23LYc4ZAoBGgD6Oi17hBQ3XysnrlSo0x5fa4Ix9OiSdPnKj2XA3r1Zcb16/L1y9fbBwFutGDLL+wIlcsfHiEcSJvT586TZ4/f+66fm2QtaEVR0SP+i9fuiRFCxWWHt26qeMSAyayEWDhM3IV2X3AU+0JKI9Gw7DBQ1QAw/i8do2aunZs27pNPrx/n0iA6EcIZZwAoe7TpGEjNVbnFGjk8BHCvMPak9ZFsFJCgbA+vXn9Jq3HXf+delDOt2/eyq2bN2X71m2CLXKh/PmlcIGC0qh+A5k1Y4Zcv35d1al4lnrznl2GQKggQJ9lrDHOcv6SXaZMmiQvXrzwaoz6UkdnPK1bs0bHD5v5p0+eki9+OB3zpVz2bHAgEFbk6smTJzJ65EiNYN+nVy/1FMgCYYtDcHQ2f5bCTq78iW5ops24N3IVmm3nz1IjfOHcoUzJUtKqeXNZumSJ7N+7V7Zv3Srt2rTR+wvnL1BVcspBP2KTDs97JYsVkxnTpquK0fJlv6uaXdNGjeX8uXNprjPxL1/KhN/GyZrVq3UzyJ919JQ2deHDusiO+7OnT1XTY3BUlG5M4VW3bKnS6ggq5mKMfPr4KZFkekrT7hsCwYQAKnoTxo3Tk1mcunAq7Q85kDSPHT2qceZyZPtF9kZHm/lJMHWETC5LWJArFsv3796py1mCKTZv0lTOnjnjlwBxmdxelr0HBIxceQAmgm8buYrgxk+j6hcvXpTt27arah+nWBi+c1qF5kPrli0F9R6e4WJugWwVL1JUVi5frvYVEBPU/E4cP6FulwcNHKgqhfQ5TxfpoKJOPg7Jcf6yhjkfhDY+zv+e0svoffImH1QBic1DfceOGSMlihaV7FmzqQOMXj16Ck4AqC/lp0yp1TGjZbL3DYH0IkC/pJ/+vnSZFMpfQBrWq6ebHqj+unmRD+Pgzp070qRRI8n2cxbdrCFv7ttlCIBAWJCrTx8/6k4iix+7kXhIYiGwRSByOjntbWqBkdPe3tSU8W8nV94gFXnPIAQ5BIZ+4ghMr1+9ktmzZqkL8y2btygwz589kw7t2kmdmrXk9q3biWsL7xDeY8SwYVKvdh05d/ZsqsIV6xTkjZg7Tp4QNLyMvYp/pbve5I/NxtWrV+Xhw4d+sRNJ3tpOWcAEQRSVqlnTZyhpRHDEhXXLZs1k985dwumbP5wCJC+T/W8I+IoA/XL/vv1StVJlPYXduWOHTzaR3ubHOHkZFyc9u/dQYjWw/4CE+KlfjVh5i2EkPBfS5IpFAaH6yuXLurgVK1xYdxjZieQ3uyIHASNXkdPW3taUOcDIlbdoRdZzDqFIWmuEJvrLzBkzpUTRYrJxwwb9+czp02qPNWTQYFUP5DnnQmNizarVuqmH0TzzkKcLD2LYhHbv2k2FOcvaYgAAIABJREFUPtLZv3ef2m8tWrhQVq9apXF42CAsVby4qhv179tPbly/kWq6nvJLz33KRB3wuPv06VNZuXyF4L6dkCa5c+aSRvXry6qVq1TlnlM4nrW1Nj1I2ztuIUD/ox8SRLtls+baV+fPm6dj2e2+SXqc8k6bMlVPxwjzc+f2HZ/HAekw1iCEzCGMJeTW1DYu9J2vf+vpHKGG2Jhxnvemnh8+fBA2isjHLv8jENLkis75+NEjwb4KndfhQ4dabAH/95mgzIHJ1U6ugrJpMq1QLDhGrjIN/pDLmPXk0cNH0rVzF8FV+bFjx7QOu3buVKIzc/p0FaySCjKo1O2Ljha87s2YOk2FHU8Vx8MgJAUnEpAX5qx9e/dK1UqV9NOiaVNZtmSpnDt3Tj2dTZo4UYoWKqTPc0IW6It6crrHGNq6ZYu0b9tWPfD+miOnxs2aM2u2XDh/QddcnrPLEMgMBBi3nPKimos6K3HdsL/nvpsX4wH14fVr10mZkiV1zGJzxRzg68X4Z7Pl6NGjgu0mY4mNjJMnT6rzjeRlJ2/yuXnzpvyxfbuqIS5bulRtvrxx1kF6bOS0b9NGdvz5p45rX8tsz/uGQMiSKzobbB8XmEz2LFi3b93SAcVvdkUWAkauIqu9vakt84CRK2+QsmfoK9hMEB+R0yViQL2IfaHAcILFSdaSRYt1tzjp+sK8c/zYMT1p+m3MGEH1z9OVGrlC6+LQwYNaBnajEaRw+R41YIBUqVhJhShP6frzPkKZY5eFK/d9e/fJ4KhBetpWuEABLdu4MWPV8yKu7BEaeScpRv4sn6Ud2QjQz+Li4tTLZYG8+aRT+w5yKeaSX/ogxIox2qBuXSldooRs2bRJ3r196zOJY3zs3rVLOrZrL/Xr1FGV2/Zt2kqzxk30hHz8b7/J3Tt3/kWAmGei90Srp9K6tWtL21at9ZSO95l3eJ50PV38BqlCfXnd2rXpIoSe0rb7KSMQkuSKAcUkvnrValVVoLOfOnnyX0ekPGOfyMEAgeTy5csqGJkr9pQHe6TdZfwbuYq0Vve9vvQThA/WEOyqOLU6eOCAniyR2vp166R4kSKybMmS75xWIPTg1KJU8RIyavgItZHyVILUyFXHdu3U1sl5lzKhvkP8KU7Ftm7e7PyUaX8pE0QLtagTx47LxPET1H07p3HUf2C//lpO3LxDDnmej12GgD8QoG/Rz9j8IJQAxOHQwUOpnh6ntxz0ezRjIG9svuAxlM2P9PRv0po4bry6it+1Y4c8fPBADwqwtYQolS9TVubPTVBrpLzkwSlXpfIVtI7MTdh8cW/u7Dl6f/bMWbrWpVae2OexeiKOum/yK+l7fHc+yZ+z/71HICTJFZ0TVY0iBQslGBT26y9//vGH7NyxU3cEdu/aLfaJLAwwXl2yaJEGDCS+BQKAXZGNAAuEkavI7gNp1Z4+wnpy/vx59TJLrBq8jWGf4OwEb1y/PuHkavFitY/gHedyTq4gQGNHjdZNP+e35H89katqlSvLsCFD5dmzZ4mvkAdlwDshjpoc+6/EBzLpC+X6++tXJZ7YfOCuHXuxLh07KQlkTUYAZS5GvRHbEHBMilkmFd2yDTMEGLdHDh+W6lWqqJrehvXrE09O3awq/ffRw4dqdsJGwtDBgzWIOPmn52IsENrh6ZMnGhOLOYS02CAmyHer5i2kQ9u2GouOZ/kdGzJidm1Yt14JpfMOaswD+vXTWH28m1qZiK13987df5Ewnse0Bvf1fIesEhwdpzbYZzmbJOmpZ6S/E5LkCvUNdin+7//3f+Sn//ygxsQVy5VXBg+7t0/kYVChbDld3LG969Ozly7qkT64I73+LExGriK9F3iuP/0DgeLihYvSolkz3ZjB9gH1N35zLjZuypUuI7NnztQd5qS/IXxgNwW5mjZlinxOxf7CE7lCOCQ+IzvhzkUerHPBRq6c8vGXMiJ4QgKvX7uutigD+vXX9TjvrwkhUcAEuxKEN4dkJcUvaXr23RDwFgH6EqpwBL7OnyevzJk9+1+kwdt00nqOvvoqPl7mzpmj9oatW7RUxxlOX07rfU+/k27ycUCa9+/dk66dO6t8y8YFz6Cl1bhBQ91kwdMozzkX8w+n2+XLlFGVZuaMlC7SOX7suODZ8MD+A4ljkfVx6OAhsnbNGrlz+7YsmDdP+vftK2j/DBoYJStXrNAyJc0zpfTt3vcIhCS5YjeMAQWTHzZ4iBowjhw+QuwT2RhgyDr+t3Eq7LALZFdkI8CCYuQqsvtAarVHYGC3F/sF4iPOnztXjcmT7/4SM7F2jZoyZPBgdb2eVNBAdW/t6tWqFseJV2rzTriRK7BljIEHmCEEspO+N3qvTBo/Qe2y8uXOo3+HDBokO/7coTv2PMt7dhkC6UGA/sbJT68ePdSBBX2LU9/k4zY9aSd9hz6KnRXOXPDeWbdWLTmwf79ueiR9zq3vlB+Ph82aNNE56caNGzq24l7E6ck59lVJT9TJlxMsNLawy8ThDkQwpQvMOPXi5A2nOc4YJIg4J+N4BO3bq7fK0wvnz1eShaM4Nn4IyPz48eOUkrV7qSAQ0uQKI2OMaGl4+xgG9IHnz55/NwGl0v/tpzBGwMhVGDduBquGcBFz8aJ6z8IQHtU2x+sW/Sap8I96TKcOHTQoKWo1jmDCMzi9GD1ylNSoWk0OHzqUqoAXjuQqeTMgxEEw8W544vhxJaycLiDUoV3Qo1t32bh+g6pE8RzPJ8U6eXr2vyGQFAH6CgRj7OgxurnepmUrDQtAP3LzIh/G+bmz59QGEwKyZvVqtYN0Oy+n3GzU4DmQvHDUhqMO8rp185YeJuAAgw2MpOOFMuJQB1tR4u0lPf120uUv6eDlkEMJTrqcOQzVRMe8ZtKECaqKiEkFm5LYsENg0QTDK6JdviEQ0uSKeCB0NjqOfQwDpw8knXx8Gw72dDghQD+wk6twalF36kK/uHDhgiCYFcibV5YsXqyqgOwCO3MIf5155NPHT7Js8RIpW6q0rFq5UgUshBPIAadaCaShmxqZ/zcVIS8SyBUtBG7gB54Iahjqb1i3TnfjC+bLp84HUHNihxxjfkfQc6d1LZVwRYB+RZ+CgBTKX0BPi3EywT1nrLpVd/ovRKVhvfpKSKZPnaYBtN3Oh/I64+XUyVNSv05dVQk8euSIzi+UgziueX/NrQ4wkttAMXbOnjmr7w3s319j06WEAengmCdlclVQTwDv3k3YOOJZPuS1cP4CJV9bNm1OdeMopTwj/V5IkysWu9TUMCK9ca3+hkAkI8CiZeQqknvA93WnT6BC1Kt7D3WGhH3mpo0bZW90tOzfv1/VflD94RMTE6O75AgwqCF179pVSpcoqeo3+/ftk1UrVkjdWrWlaqXK6l3w76//ELLvcxY1EserWbfOXXRTkHRJp0bVqjJm1Cg97XHeo5xqc7VihaoEUcZQvKgHwi8uq4lFtGf3bsUxf548KjBWqVRZJk2YqDvmrOVggmBnlyGQFAH6EeOLccpmBmQDr3nJyUbSd9L7nf7HKRLx7rDh5rTVOdVOb5qpvUefJ35Vl44d1RPh0iVLNOSDQ3IcctWzW/fv6su7Z86cUZfuUf0HpJNcFdLTKU4Ewdm5+E7sLU621q1dp+PY+c3+po2Akau0MbInDAFDIAQRYHEwchWCDefHItMnbt26pTFlfvzf/5VsWbJIzl9+kVzZs8uvOXL869OlUye5czshfgyCDqRs8oSJKojwLHGeevfsqadXCHlpXbhORuWnZ/cEIQnBCBJXq3oNGTd2rApwThqUE3K1euUq9YRG/K1QvagLHzDE4Qc205z4RQ0YqKFUsvz4k55EDBowUG3gnJMI3rHLEAAB+g42SJwk/fzDjyr0Mz647+ZFn6P/TRw/XuiXNapV8+vpKvnhpALiBGFE3RF1QKfvUz9CG3Di5FEt8PhxqVOzpoxMSy3Q48lVIZ2Dks9hlAGHFgnkaq0dZPjY0Yxc+QiYPW4IGAKhgQCLg5Gr0GirQJWSPgGpQV2N0yhsg9iV5hOX7AMJ4Fne4YPQhYrg2zdvVQDCAx5q6dz3RsjjufiXL5VckB7vfP70WT0Qkhe/J73++3cCwSIfT17Akj4fCt8T6/35s9YJj28Txo3X0zlOCRAiOdkjWCtjF4HPaYNQqJ+V0X0E6DM4Xujdo6faWeHdDo+ejB9+c+siLfrb5k2blPRjJ0hAYk5U3czHKS/9mg2b/n37aX6EY2BOSjoPUEfmKvwLYFeVnFDy7M4/d0jlChU19hZzRUoX6XhSCyxayMhVSphl9J6Rq4wiaO8bAoZAUCLAgmjkKiibJtMLRd/w5pO8oCm9k/yZ1P533k/6TEr3fPk96bOh9J16K8H8/FkeP3qs9h2c4uXOmUtyZc+h8X7w1IbTqr+SqSyFUj2trOlHgD6CSiku/TnZademjarXQkzcvkgTd+WYm+A9lL73xU/EinoR1BfX6OSF23OccSWfC/ifDZz2bduqyiBjgTHjXJDBxQsXqf0ZpNDTJoyRKwexwP01chU4rC0nQ8AQCCACLExGrgIIuGVlCPiIAGMUwY8deIRIPL6uXrVK2rRqrbHDcOXeqEEDDeyM8wJO/uwky0eQQ/hxAlUTg6l8mbLqFhwPlBAK+o2bF/2PWG3NGjdRsjN75iztj0mJjFv5kSabCRAqNhIgWE+fPk10YMHv1M/5ULY1q1bLrzlyatiHpE7csGPs06u32n6eP3dOx0ZK5SRNO7lKCRn/3TNy5T9sLWVDwBDIRARYnIxcZWIDWNaGgI8IMGYRJlHX3L51m3pIQ7BGsKxeparMmDZNTp08qepT/ji98LG49rgfEcA+z7FJ5DSJkxnIlj8uToQInpsvd24hvtPLJHZPrubHmhQfr4Tqp//8IE0bN9H+jKc+Aggn/bB2QYr4oAaJh82a1aqrIw8C/l67elUggbhKnzl9RqLr9pTK65lcPdUTMU6MIa1JL8ai2VwlRcS370aufMPLnjYEDIEQQcDIVYg0lBXTEEiCAIIgxAnhGuN+PCqOGTVahUtikiFoEzD+zz/+EITM5HYoSZKyryGKAHZOl2JipFP7Duq6HxIB4XabUNPX6GPTp07VfAgofv3aNb/ZWbEmXTh/QYoULKiqr+3btJH+ffoKbtSjBgxI/AwaMEB279otH94nePCj3qdPn9Z4e82bNlUi2L1LF2naqLGMGTlKY2FRF9JP6eK3LZs26WkwHgBJj2eJ4cfmBcQtuedtfl+3dq2UK11GNm3c9C9bsJTysHv/RsDI1b/xsP8MAUMgTBBgcbCTqzBpTKtGRCLAGEYQ5MTizOnT6ga/VfMWGpS4WOEi6uQAj4pXr1xRt/k4AeEdu0IXAdoPD3pDBg1O8CI5MEo42fFHu+JIhuC6EAhOhQgEjtqdP/KiRUiX2G5zZs6SqZMny7QpU5XYEUcr6YcTWgL3snHAO3yw/7p965aqSc6YPl3mzZkru3fulCdPnqRJOnkftdr5c+YK6oMOEaP+2GwxhjgxTn4RaJ14dLzLO3Z5j4CRK++xCoknnYEYEoW1QhoCfkSAsWDkyo8AW9KGQAAQYBwj2CH8IWxCpLDL6turt55i4Sq6dctWMnPGDFWxevPmTaLwGIDiWRYuIkA74x1v9qxZSqzatW4jCPgpCf4ZyZY+xUkNaoe1a9SUiuXKy8b1G9RzJ7/563L6MnmjhsdfTx/ndMkpC+9yD5LlvAMuyZ9znk/+l+fIk7/ORZqkwSelevMseRmxchDz/q+RK++x8vuTzsCjI9OpnQ//80mp8yctFL+zK2K7DElRse+RigDjwchVpLa+1TscEXDWSE4X7ty5I9u3bRNccyMcF8pfQBrUracqhJxAJHelH454hFOdaFvalZhupUuUUBu7fXv3qXDPb25eyFbISR3atlN1wDmzZms4BiMRbqIc2WkZuQqi9mf3gEB5SxcvkQF9+0m3Ll1Ut3bh/AVy/979NHcPmBiGDRmiC8y9e/fSJGNBVHUriiHgOgJGrlyH1BI0BDIdAYdgISAjjKMWdeTwEVWrwjAfD4OVK1SQXt17yLatW3WDhWfdFtAzHYgwKgBtQxudOX1GiTLBttetWatu2N1uN9J7nETtcEjUICHAtzcb2GEEuVXFzwgYufIzwN4mz8DGC1Kbli1V95fo9ZMnTpLBUVE62dSrXSfNEynS+G3MWGlUv4HEPk+ImeBt/vacIRBuCLCI2slVuLWq1ccQ+AcBxjjrHupOBIIm6OuyJUt0gxE31yWLFZcWTZvJqpUrlYSxgWlC9D/4Bcs32uTZ02fSsF59dU+OLRJzN/fdvEgPtcN5c+YoCSd+1JXLl/V0zM18LC1DwMhVEPQBFggic+P1pULZshqPgIWCyeVFbKzs2rlTXdH26NotVWNL0sFlJzET2AWyyxCIZASMXEVy61vdIwkBh2RBnnB+QbwsvAm2btFSsv2cRWMXVa9aVV1Wo05oJ1nB0ztouw8fPkjXzl3klyxZpXuXrokqevzm5vXp40eVp1AhrVG1mhw5fNgvaodultnSCk0EjFwFQbuxm3Lr1i3p2L69dGjbVm7euKGTP/dZLDDQRd0BF7QQLk8TDvfZwUNVIumOD98xSiQtFhX+OgaR/OVe0ueDABIrgiGQYQQYD3ZylWEYLQFDIKQQYNyzpuH84lX8Kzl65Ih069xFCVaObNmkTMlSMmHcOLl582aigT/rn6d1NaQqH2KFBXNkkBnTpiuxIpYZm8PIKG62h9Mnrl27pqeZqB0SmJc+Ypch4A8EjFz5A1Uf02RiR+eX4HVECL944UKi6gKLxLNnz6R0iZJ6ZP7+/XuPkw7pDOzXX+MW8A4TCveOHzumcQw2rFuv3wmWR+A5VCaI67Bzx85UT8R8rI49bggEBQL0fyNXQdEUVghDIKAIMPad9Q9BHSEaBwZDBw1WBwY///CjEDNrQL9+cu7cOXn39p0SsoAW0jJTEkVwYIL3cpp0+fJl14kVMCMHodWDwxMCUk+eMFGJNfftMgT8gYCRK3+g6mOaLAKcNq1ft15J1KgRI+T69esSHx8vDx8+lNEjR+qCgHFuajs6TBSdO3ZSXWLUInRx+fq3HDxwUNipad6kqXRs115GDBsmK5cvl8ULF6p9FpMNrm0hcnYZAuGCAP3fyFW4tKbVwxBIHwLMA6xtnJCwOcnpxdRJk1UtDKEeBxicbO3fu0/tslBRYy3lPbv8hwDtgZ155QoVJe+vuWXHn3/6hfDQlq9fvZae3bpL9qzZtK0xt7A29l/bWsoiRq6CqBcQgZz4DrghrVOzlkwcP16aNW4sVSpW0kB3TEapTfgsIKgWYshLED5nUdm/b79k/elnKV+mjPyxbbvqNzuqgffu3tUTLILosajYZQiECwL0fyNX4dKaVg9DwAUEksTMunvnjsyfO081Qgrmy6+Cd9NGjWXjhg1y+9Zttd1Kbb11oTQRmwS4soHcsllzJVYE0OV00W28SQ+X/LNnzpQf//c/gmOwB/cf2EZyxPa8wFXcyFXgsE41JyYBBMH9+/bp6RJxO6pWqqyR6Af2HyAnT5xMiECfym5aauQKQ1F2bmKfx+rEwq4NH2y08FCYK3sO3bVze3JLtdL2oyHgRwScMTVm1Gg9ud27J9qPuVnShoAhEAoIMC+w9rHBiMbIgwcPZN2aNdKlUyf1zIsmB0L4gnnz5PSpU+psKq2NzVCod7CUEezRrBk0MEpPDVHNxIzBbc0Z2hnCtnH9elUBxWYdE4nUtH+CBSMrR+gjYOQqCNrQmQR279qlqnsd2rXTQHoHDxyQyZMmqWt2TrL2RkfrxOCpyKmRK06zEDJZJJJeTDRdO3VSY1KLjZUUGfse6ggYuQr1FrTyGwL+R+C/f/9Xvn75oh7qUE1D2MexQp5cv0rVSpVk/NjfZN/evfLk8WNdP5lX7Eo/AnFxcULQ3mKFi0jzJk3UFTqyi9u4ItsQTNoJML11yxZrv/Q3m73pIwJGrnwEzB+Ps5ODHjjRwls1byFnTp/WHRdOldAR5zSrWuUqUrtGTXV84WkSSo1codM8Ydz473aHEshVZyNX/mhYSzNTETBylanwW+aGQEggwDzBGsz6yeYjcZDwMDh18hSNkVW0UGEV0HEWtX7dOvUy6Hjk9bQWh0TFA1xIsEKe2bRhg5oo1KlZUw7s35+mRk56ikleF86fl5bNm0vBfPlk5vTp8pfZ0qUHSnsnnQgYuUoncG6+BonauWOHYPc0c/oMnYCc9Jn0mcjnzp4tv+bIoSda3Evp8kSuDuzbr3rNE41cpQSb3QtTBFhgzeYqTBvXqmUI+AkB5g3WUuJlnTt7VhbOXyCd2nfQkxY87PJ98aJFcuXylUQHDLxjV+oIfP70SdXyCBQMjrhCJ8yMJ3km9dQ8/0p6Dx88kAH9+qv9+fChw+TpE4v96Rkx+8UfCBi58geqPqaJXvCmjRs1jtWyJUt1wnaSYNJmN+2P7dsl5y/Z1cufp8nIyJWDmv01BETVTIxcWU8wBAwBXxFg3WWdRbPj3du3cuP6dd3YHDRwoDqcKlKwkDRp2EhVBk8cP66nLzxvJCtlpMHm+rVr0rlDAknlVBA7K39ghl056ePavX2btqoV9CUNZ2Apl9ruGgLpR8DIVfqxc+1NyBPH4+gGjx09WtBJZtLhA2HCi1/UgAGqA45BJvdTuoxcpYSK3YtUBBB0jFxFautbvQ0BdxBwiBaboNgl74uOVvtlNE2wy6pZrboMiRqkazgqhazDvGNEKwF/5JXnz57LqBEj1YEFcTbv3LmTqv14eloOvGmjdWvWSqniJTSm1aGDh/ReetKzdwyBjCBg5Coj6Ln0LpMPx9iDo6J0Upg0YaLEXIxRA9pLMZdk3NixOin169NH9cE9TdpKrtp974rd1AJdaihLJqQQYJwYuQqpJrPCGgJBiQBzyX+/bXaixh/7/LnEXLwoixYsVHKVO2dOjVHZoW1b1UJ5EfsikWQFZYUCWChO/pYsWqwnSbhev3jhgl889rFJTdgZyG7pEiVl88ZNqtrpaTM6gBBYVhGIgJGrIGh0Jm4mBlQPCBhMXKsyJUupmiA7MBXKltX7T58+TXVSYhLB0yCuZJMGEWbCYYcNhxZ/f/33qReErGunzhrjw7wFBkFnsCK4hoCRK9egtIQMAUMgCQKstaiaEZz27t27sm7tWvV8B8kiZlaThg1l1YqV8vTJE13beZ75KJIuR65BK6dwgQIq1+yL3uv6SRL5gO/VK1ekbavWSuKIF/ry5cuIwzyS+lew19XIVZC0EBME+t1403n86JGgx71v7z45dvSYQKq476gbeCoyabCbdujgwUQPPNx78eKF3rt169Z3kw2TEu/g9h31Q563yxAIBwToy3ZyFQ4taXUwBIIPAeYX1k/WZZxOsc7u2b1b2rVuo3Ejs/2cRSqWKydzZs7SzU7W90haX8Hl3t276qgL+6cVy5cnOgBxszVpA2SkoYOHSNaffpahgwfr/+RvlyGQWQgYucos5FPI15msmYQ5yUL9gL/8zwSS1sTM7zzrPO9kwbukk9Jkk/SdtNJ30rO/hkAoIEB/NnIVCi1lZTQEQhsB5hpiZbFmY3d17OhR6dOrlxQuUFC1QooXKSq/jR0rt2/d0o1SZ40O1zUXmYOTIzwD5sqeQ4YPGaIqem7Xl/TwOIj3Rhx+tWnZSq5eueqVvBTaPc5KH+wIGLkKxhb6ZgzLxJGeySild1K6l7Tqaf2e9Fn7bgiEAgL0aSNXodBSVkZDIDwQYM6BWLCRiXOFCxcuyKgRI6Rc6dIq/KOy37dXbzlx/ISedEHGwu0CAwgPJ0g///CjtG7ZShwbNDfrSj7gt3vXLrVJx9YKFUQ2ku0yBDIbASNXmd0Clr8hYAj4BQEjV36B1RI1BAyBNBBg7oFgIehDsrAHmj51qtStVVtw454vdx7p0qmTbNuyRVDXh4zwPO+F8kX5MWEgNliObNmkRtWq6oKdkzq36wZe58+flwply2ncrFUrVvhF7TCU28PKnnkIGLnKPOwtZ0PAEPAjAizmdnLlR4AtaUPAEEgbgW+nWRCtBw8eyNIlS6R1i5aCqmDeX3NLsyZN9N7FCxd1vsIrYahezkkS6pDFixSRw4cOqZmC28SK9HDA1bxJU8UQD8tv37xxncCFajtYuTMfASVXdNS/v+2yEEWbAeJ8mBB01yGNAc8uwrOnT9VFqT92KZJC9fbtW8mfJ69607Mj4KTI2HdDwBBwEDBy5SBhfw0BQyAzEVAZ61tQYpxf4M0XV+HEfKpepYoUKVhQ6tepK9OmTJFDBw5qgF1/y1Fu4kH9kAFxxFWnZi09nVu53D8nSahdEoAY7LJnzap/cWhB/nYZAsGCgJIrOuXNmzdl0cKFsnD+/G+fBXq0u3DBAmGQcGzNAPJ0oVM7d/ZsmTZlqhKs1J71lIa3941ceYuUPWcIRC4CzEF2chW57W81NwSCFQHmJsgTJAEPg2NGjVKVwQJ580m1ylVk5PDh8se27fLo0aOQUBeE8CBDdmrfQfL++qtMnjBRHXtw380L3JBFkTOzZ82mJ1fXrl1TOzc387G0DIGMIqDkChfcxGlAF7h1y5bSr3cf6d+nb8Knb1+NsfQyLi5VcvXk8ROJ6j9AenTrLo8ePkz12YwW2shVRhG09w2B8EfAyFX4t7HV0BAIRQSYm/iwsY32TVxcnJw8cULmz5sn7du2VS+DxLrs3qWr/L50mVy7ek1tt5z3gq3ODx8+lJHDR0jBfPmkX+/e8vDBQ/n6xV0bMurOqd/qlatUVq1UvoJiBn78ZpchEEwIKLmCrMyfO1cqlisvmzdu1GC27ELwwdjy/v37qiaYWgf+68Nfcv7cOblw/ry8f/dOo5lTUX0nScfn/6Sf9IBh5Co9qNk7hkBkIcA8YydXkdXmVltDIBQRYK6CaHEqcykmRglEty5dhJMsZ9N75owZcvGLwVjwAAAgAElEQVTCBSVZnAjxTmZflAF5DI0n7KzYnD937pzKi26WjXyo89490XqyR9ysbVu3pimXulkGS8sQ8AUBJVfEZZgyabLUqVlTBy87AQx05+PNQHZ2YDjq5juDwRkQzvv85TeeSf6cL4U2cuULWvasIRCZCDD/GLmKzLa3WhsCoYaAIy8hG+Fx787t2xK9Z4+MHDZc7cuxM8eeadSIkXL0yBElYo5slVl1xRMiJKdyhQpStVIlLS+aUJTLzevvr3/LxYsXpUXTZpI7Zy6Na4Uc6HY+bpbZ0opsBJRcofI3JGqQNKhbT27fvv0vcuQtPEQnnzJpkowZNVr1iJ2J4tDBgxrXgcBuZ06fkdEjR0n7Nm2lY7v2Mv63cRJzMcbnXQ4jV962ij1nCEQuAkauIrftreaGQCgj4MhPqMFhcnH82HGZOnmKVKlYSb3j4X68T6/esjc6WjeQ2LQOJNFyynfq5EmVG0sWKy6/L1umZeE3Ny/SQ+1wQL9+QpywEUOHybOnzwJaXzfrY2lFBgJKrjCq7Nq5szRp1EjwuqKnSl++JHZebwbLwwcPpG3r1tKkYSO5e+eOvsuAX79unR4XDxs8RBrWbyCDo6Jk7qzZMnzoMEFntnKFinL+7DkldN5CbuTKW6TsOUMgchFg3rKTq8htf6u5IRDKCDB/4ZYdOQovzsxlN67fkGVLlkjtGjWUaBTIm1daNmsmmzdtkvj4+MSNcX/XGyKHnIeNfa7sOWTiuPF+CxSMvMfGPSdWHdt1UAzMzsrfLWzpZxQBJVePHjxQYlW+TFkZM3KU9OreQ3r37CnTp0yVUydP6RF1Wrsi2GW1at5CGtb75/QLkrZm9WqN0o091+6du+TN6zeqo4tu8cb166VU8RLqKYcB5A2Jo8JGrjLa7Pa+IRD+CBi5Cv82thoaApGCADKYozKIF8EN69ZLo/oNlNzk/CW71KhWXZYtXSpoEfFcWjJbenFjXsUBB7GlcmT7RZ1uOBvq3spw3uZNSKD1a9dJiaLFpEbVanLm9Gl1AELd7DIEghmBBLXAly9l6uTJGmehU4cO0q9PX+nYvoPgrYbdgiGDBumuRGod+v69BHKlqoW3ElQLHXKFy8y+vfskGmKSDp/79+7pkTKB4OJevNB73oBl5MoblOwZQyCyETByFdntb7U3BMINAeY0ZCc9zfr8WQPnohrYoW07JVlZfvxJgxPjqhwTD2yiUpPbfMWH/Elzy6bNSqwa1a8v586eVTLna1ppPU+5MSupWqmy1mnbli3y14cPXm/Cp5W+/W4I+BMBJVcMVAbMu3fvBGNEvvOX06ghgwarju/0qdNStY1KIFfNE+y2kpGrfLnzqDdCdiGci0FK0OFmjZvoO7HPY72eBIxcOSjaX0PAEPCEgJErT8jYfUPAEAh1BByShVz19s1bOXn8hIbR4ZSHWFNoBY0aPkKwi+I0C/st3mFeTM/Fe18+f5ZjR4/qSRKaTtu2bE08JUtPmp7eYWP+yuXLapuf99fcKj+++qb26Okdu28IBBMCSq4oEAMn+QfS9eDBA6lRtaq6aceroKcrNXKFO9EVvy//bncDW6/mTRLI1fPnz41ceQLX7hsChoDPCDCfmc2Vz7DZC4aAIRBCCDhyG/IaBApX7r+NHasuy9nYxkU6mkMEK35w/758/OtjuggW+XAahsdC0iR8D5vw3HfzIj3UHocNGaob+4MGDtSNfrfzcbPMlpYhkByBRHKV/Af+pzNzisWRMwTpyZMnKT2m99JPrprqyZWSq6/e6dHayZXHZrAfDAFD4BsCzF9Grqw7GAKGQCQgwHznqAviyv36tesalLh1i5Z6ilW0UGE9CVq7eo1cirnkkyt3TrweP34sXTp1UvVDHJK9fPlS83MTW/Jhzl4wb77geh6v0jEXL363Me9mnpaWIeAPBFIlV2T44f17dVRRrHARiY2N9VgGI1ceobEfDAFDIBMQMHKVCaBbloaAIZDpCDD3QVQ4ycLZxKoVK6Vrp84aLws7+qaNGmvg39OnTgnqdjzv6eK3169eyW9jxkiWH39UwoPJCOm7faHiuHXzFsG1Ow4s9kXvzZAqo9vls/QMAW8R+B8GDvqtuLZksPC/8+E+g4+YCp3ad1CvgZ4SNnLlCRm7bwgYApmBAPOYnVxlBvKWpyFgCGQ2Asx/yHTIcWggES7nzz/+0DhRqPZhy1SnZk0ZN3as7N61Sx4/eqTP8p5z8Z1TsN+XLlU7rlrVa6gDC7ddoZMPp27Hjx1TdUacqXHCRt5Jy+OUy/4aAsGOwP/QoXFvuXzZ72r4SLA23Gw+evhQonfv0WNgvLXs3rVbPn/67LE+/7hir58YiJhBjSv2gvnyyYrlnmyukqgFerkTYmqBHpvBfjAEDIFvCLAoG7my7mAIGAKGQIKZBzIZzi0OHjgg06ZM0RMsSFbFcuU0SC/hce7dvauOKxzC88f27VKudBl1YgEJIw23CQ8k8NatW+rgjEDBOFDjtMwfp2PWFwyBQCDwPwyU3Tt36iDDJXr7Nm31+BhdVwICd2zfXrZs3iw4s0ito+NWHd3ehvXqy53btxN3TFavXCkF8+WX35cu00GZtFLPnz3TwVS/Tl1VOUwt/aTvGblKioZ9NwQMgZQQMHKVEip2zxAwBCIVAWQsxy6LWKMXzp+XlStWSJeOnQTTD9TxsLFfOH+BXLl8RY4eOaIyHY4xeA4HFt7Kad5izDwd9yJOenTtKoTtGTRgoDq0IB+3SZy3ZbLnDIGMIvA/f3/9KrHPn6t7zU0bN+qgmj93nixdvETYsYi5GKMu2tPq6OwQc+SMa874l/E6ABnEly9dkuW//64ebPg/6QVJ2r5tm2zZvCUxj6S/e/pu5MoTMnbfEDAEHASMXDlI2F9DwBAwBP6NAPMjMhkheK5du6ab6P369NETKrwBEqC4VvXqwknSxPHj5WVcnMp1bhIe0kL1b/xv4zRuFqF52Jz3x+nYv2tv/xkC/kVAba4gTnRm9HLZzXjz+rVAYDCG5H5axIoiMkgZJDjA4DuDhg8Gigxe/iYflP+88yHxHW+qa+TKG5TsGUMgshFgvjG1wMjuA1Z7Q8AQ8IwAc6Qj/3Eqhd3VkcOHZezoMVK6REn58X//o/b2t2+5T3jIGxkQrSbIHHZWFy5cMGLlubnslxBC4DtvgXR45+NrPXgvEJeRq0CgbHkYAqGNAPORkavQbkMrvSFgCAQGAeZLiBZxsLDLmjF9ujq9WDBvXqLbdjdLArHav3evxlDFg+GB/ft1g58y2GUIhDoC35GrUKiQkatQaCUroyGQuQgYucpc/C13Q8AQCC0EmDP56InSsmVqL79syVLXvfaRx9UrV1T1MNvPWdQMBc0nI1ah1V+stJ4RMHLlGRv7xRAwBEIYASNXIdx4VnRDwBDIVASwlS+Uv4AsW7pMPrz/8J1ZR3oLB4F6/vy59OnZSx1YDB86VE/KIHR2GQLhgoCRq3BpSauHIWAI/AsBI1f/gsP+MQQMgSBBgLkJksFfXy4ICLZRKdmw+5KON8/6i1zFx8fLlEmTpEDefNKmVSt1YEG9fMXCmzrYM4ZAZiFg5CqzkLd8DQFDwK8IGLnyK7yWuCFgCHiJAHMRgXefPX0m169dk5MnTsjxo8fk/Llz8uDBAyVMaZELyBgxqJYsWqxxqiBY/rzcJlfUD9W/dWvWStlSpaVu7dpy4vhxdZyWVt39WU9L2xDwBwJGrvyBqqVpCBgCmY4AC7Y5tMj0ZrACGAIRj8BfHz4oIRoSNUiIJ1q7Rk2pWa261K1VW3r8v/buwzuK8t/j+H9z77lFBQEFKaFI78LPn6CA8LNQRQSRJs1LDyV0AqiAKNJBQgeTEBRpSkCDiIKUQIAkBAIJCr/vPZ8Hdwlxd9kQZpPsvOecPVlmp75mfJzPPM88895g271rt+tVOVLIUO1Oxr4M69Sho02fNs1yc3M9dX3S4Uq9T+9LS7dX/vGye5/Wls1fRRUqPd1JFo6ARwKEK49gWSwCCFSsAOGqYv1ZOwII3BfIz8uz9wa+a33f7m0rli93NTZHjxyxjRs22Ju9/mWvdenqgodqt8INqrlSV+lfbd5sRw4fcTVh4aZ9EuOfVLhSOXz3z7vuXaf9+/SxJg0bWfLChXbt6tXHahr5JPaNZSDgtQDhymthlo8AAhUiQLiqEHZWigACpQQCtU5qEqgApX8rLKmZ3OaNG611i5Y2a/oMy8vLKzXng3+qPNM8evdoyZfsBsbrr4bAvzWtvgfGP1hSdN+eVLhyoTA728aPGWsvPF/bPho3zs79fs4ZRLclTIVA1RMgXFW9Y8YWI4BAFAK6qKBZYBRQTIIAAp4KqCxSoFIoKhl6FLQOHvjO1VyNHDbcLpw/H3Y7NN+Z336zTz7+2NJSU907obTc07/8YosXJduZM2cs+2K2rVu71uYkJVnSzFm2Ytky+/7oUdf8LuyCw/zwJMKVtq+goMAWzJtvjRokWP8+fe3E8ePOQr8xIBCvAoSreD2y7BcCPhfQ/7wJVz4/Cdh9BCqxgMLW/n0Z1rnjSzZm1IeWnZ0ddmsVzvZnZFiHtu1sZuJ0u1FQ4Gql9u7ZY82avGgfL1lqw4YOtfeHDLHxY8fasKEfuPdIvdGzp+3etcsFu7ALD/FDecOVyl+Fx00bN7qmgHrWSttfXFQUYm2MQiC+BAhX8XU82RsEEPhLgHDFqYAAApVZ4ObNm7bsk09crc7i5GTTv8MNCmL70tOtTctWljhlqhVcv+7ClYJTw/oNrFXzFrZw/nxXM6QeCFWTpWe6FNxGfDDMzp87V6YmguUNVwqDhw4esratWrkOLDZv2mS3eVFwuMPL+DgTIFzF2QFldxBA4L4A4YozAQEEKqOAyqZ7d++aOrXo+s9XXA2TuiWP1KGFwlV6Wpp7Pmvq5MmuVl5NBXft3GkJ9eq5XgRzLl8OPtOlcKOQNWr4CLcOBR1NH+1QnnCl9Vw4f8Fe7tTZnq9Zy+bPnWfX8/PLFO6i3U6mQ6AyChCuKuNRYZsQQKDcAoSrchOyAAQQ8EBA4eP333+3wYMGuVqnZZ9+6p6LihR+Ioer+q4poLo7V6hS2afPtWvXLHHqVBe8VOul36IdHjdcab2qVevXp69Ve+ppF+7UUUdZ1h3tNjIdApVVgHBVWY8M24UAAuUSIFyVi4+ZEUDgCQuoTFKAunLlio0cPuJ+73njx7sQpN8iDZHClZoFzp0zx9ValVyOQs2MxEQXrtLS0sr03NXjhCutW7Vvqll79plq7l1el7Kzg4Ev0v7xGwLxJEC4iqejyb4ggEBQQP+jp0OLIAdfEECgggUUrPLz823s6NFWo1p19yyUglY0tTqPClfz5s6t8HClYLXmy9VW57nnLaFefTt75uxD3cZXMD+rRyBmAoSrmFGzIgQQiKUA4SqW2qwLAQQiCbhglZdnkydOtNq1atn7g4e43gEDzfgizavfoglXmqYiaq60Tq07Y98+1+FG3dp1bM/u3Xbnzp0yPef1KAN+R6CqCBCuqsqRYjsRQKBMAoSrMnExMQIIeCSgsignJ8cmTZhgNas/a+8PHmyXLl2yu6XCUKTVV+ZwpYB4MivLenbv4YLjx0uWuBckR3qGLNK+8hsCVV2AcFXVjyDbjwACIQUIVyFZGIkAAjEUCASrCR995J5DGtCvv508edJyc3NdD3p6yW7go5qecEP5wlUH9+JhLSPaIdpnrrR/v58965o41n+hro0fM9au/tXUUb8xIOBHAcKVH486+4yADwQIVz44yOwiApVcQLU669ets+dq1LBn/vcpmzRhos2bM9cWzJvv3kuld1Pps2jBAvvpxx/DNqNz4So1zVo2a25TJk0KdsW+Y/t2a1i/vs2ZPftvzzfl5eba9GnT7KX27T0JVypj1WnGnFlJpmA1sH9/O/Xzz/bnH39U8qPC5iHgrQDhyltflo4AAhUkQLiqIHhWiwACQQE1jUv9OtV1YjF86Ac2cvhw+3DkSBs9atRDnzGjPrTDhw6F7dziftO7kzZ9WqKlfLXFNbtTGZd5LNM9x7Vzx46/9cpXWFho27dutdlJSa7ZXlma6UVTc6Uat9WrvnTv3nr1lS723YEDpu7gy7KeIBRfEIgjAcJVHB1MdgUBBB4IEK4eWPANAQQqRkDl0K1bt1xTOb3kN+wnJ8e960rThxo0XsFFNUU3b94MhrCioiLXxPBWYeFDnVloGQpkmlY9FGrecMsOtb5HhSv1DJiWmmqdO75k7du0tU0bNtqNGzdCLYpxCPhOgHDlu0PODiPgDwFdSNAVuz+ONXuJQGUVUDmkj4LOoz6Rwk9gOaoV0icwrf4G/h0YF7AI/Bb4PTA+mr+RwpWaKP544oT1fvMta5yQYIuTk927urR/DAggYEa44ixAAIG4FNCFBeEqLg8tO4UAAh4LhAtXKlfV0+Go4SOsQd16Nm7MWDt/7pwLe6XDncebyOIRqLQChKtKe2jYMAQQKI8A4ao8esyLAAJ+FggVrlSmqpmhOuOoXes569e7j+vAQk0EGRBA4IEA4eqBBd8QQCCOBAhXcXQw2RUEEIipQMlwpWfG1LRQIWprSorrGbBTh46uAwuNo8YqpoeGlVUBAcJVFThIbCICCJRdgHBVdjPmQAABBCRQOlzpeSq9KDihXn1rnNDQvtq82YqLytZJBrII+EWAcOWXI81+IuAzAcKVzw44u4sAAk9MIBiulq+wwps37fLly9amZSt7rkZNmzd7jumFx3Rg8cS4WVCcCRCu4uyAsjsIIHBfgHDFmYAAAgg8nsD9cFXXVixf4TqwGNh/gFV76mkbOniI63L9cXogfLwtYS4Eqp4A4arqHTO2GAEEohAgXEWBxCQIIIBACAGFq/ov1LWF8xe4lxQ/+0w169b1Vbtw4YL9yXNWIcQYhcADAcLVAwu+IYBAHAkQruLoYLIrCCAQUwGFq3p1XrAer3Wz52vWsnat29jxzEzTO65UtjIggEB4gSodrpo1edG9uE7vsuGDAecA58BD50B+vnv/ykfjxlmjBgmWsmWLFVBWUFZyDnAOcA488hz4ZOlSq1u7jv3Xf/ynNWnYyPUSWFxc7HoNDH9JyS8IICCBKhyuaru7KdOmTLEZidP5YMA5wDlQ6hxItMkTJtrLnTpbjWrV7d0BA2wmRqWMKDv5/wfnAOfAw+eAysk3e/Vyz1jVrP6sLV60yNQdOzVWBAcEohOokuGqqKjI3ujZyxrWb2AvNmpsqsHigwHnAOdAyXOgaeMmpo+6DVb3wbr7WvJ3vnO+cA5wDnAOhD4HVG6q/Jw6eYrr0ELNARkQQCA6gSoZrtT95+FDh101dcqWFNfcR01++GDAOcA5wDnAOcA5wDnAOVD+c2DXjp128cJFnrOK7nqaqRAIClTJcKWqad1F0XsW7hTrU8wHA84BzgHOAc4BzgHOAc6BJ3IO3Am+y4rmgMFrZr4gEJVAlQxXUe0ZEyGAAAIIIIAAAggggAACMRQgXMUQm1UhgAACCCCAAAIIIIBA/AoQruL32LJnCCCAAAIIIIAAAgggEEMBwlUMsVkVAggggAACCCCAAAIIxK8A4Sp+jy17hgACCCCAAAIIIIAAAjEUIFzFEJtVIYAAAggggAACCCCAQPwKEK7i99iyZwgggAACCCCAAAIIIBBDAcJVDLFZFQIIIIAAAggggAACCMSvAOEqfo8te4YAAggggAACCCCAAAIxFCBcxRCbVVWsAG+Zr1h/1o4AAggggAACCMS7AOEq3o9wJd+/27dv24njJ+zY9z/YrVu3LFIA0m937tyx7OxsO3TwkKWnp9u+9HTLzc195HwZGRm2YP58y754MeK0lZyLzUMAgQoUUBn0xx9/2MWLF+27775z5c+Rw4ft6tWrdvfu3ZBli+YpLi62rJ9+svS0dDt48KBdvnTJ/vzzz0fuiabJysqyj5cutWM//GD37t175DxMgAACCCBQsQKEq4r19+3adcGRn59vX6xcaa93625Dhwyxc+fOhb140EXFr6dP27w5c6z3m2/Z6917WM/uPdzfHdu2h7yoCeBqXYlTp1mjhATbn5ERdh2B6fmLAAIIlBZQePrpxx9t1oyZ9kbPXq7cCpRB7w1817alpLgbRCXnU9mjcm3c6DFuepV1+gwcMMC2bkkx3VzSNOGGoqIi27Rxo7Vq3sJWLFvmgl24aRmPAAIIIFA5BAhXleM4+GYrdCGhoHT27FmbPHGStW3V2urWrmOvde1qp3/5JWTw0UXNiePHTRcwr/zjZZudlGTffPONHc/MdHdzz5w5E/ECRev84fvvbdUXX9iVK1ciTuubA8GOIoBAmQRuFRbaiGHDrVOHjrZ08RI7eOCAZR47Znt277Z33xloHdu1t60pKcEyTOVOXl6e9evTx5o2buzKn8xjma62a9SIEa4s27Z1a8TApJqr33791TauX28ns7Jc7ViZNpqJEUAAAQRiLkC4ijm5v1eoYPXLqVP2Tv8B1q51G1cT1fft3vZqly526tSpkBcPFy9csHGjR9vLnTrbpg0b7Nq1a6Y7umqeo48uQCLd/dVvmr6goOChaTVe26O/gY/+HfhoHAMCCCCgskBljZov66aOQlNxUZFrpqzmzKlff20vtW9vY0Z9aDk5Oa48UTny5apVVrvWc7b802Wupl7NmjX90SNHbUDfvjZ40CAXnsIJaxlqUlhYWGh3iosfCm6BMkt/A2VW4G/gt3DLZTwCCCCAgHcChCvvbFlyCAH9z//Uzz/btClTbPvWbfb72bPuAuO1Ll1DhivVWu3du9caJyRY0sxZ7iJDYaosFxG60FDN1cYNG4IXPtq0Gzdu2K4dOy3rpyx34XT2zFm3TWtXr7ED3x5wv2s9mp8BAQT8LaByQGWPPiqXAmWQ/uqG0YB+/azPW2/bzydPut8Uit5+8y2r/0Jdu5Jzxc2naTXv7Vu3bElysrVo2szVfIWT1brO/PabpXy1xa1D82tQk2qVXb/++qsruxTotqVstXVr1lp6app7DjUwbbhlMx4BBBBAwBsBwpU3riw1jEDgAkV3cPXJuXzZ3h882Lp1/Xu40rQF16/bnNmzXS3X3j173IVJ4ALn3t3ogo+Wkzh1qmt+eOjgQXfho83TRUv7tm1t/NhxrplPm5atrFmTJu5Tr84LrqZMd6m5SAlzMBmNAAJOQE323vrXG9a3dx9380gBSp1ctGzW3F7r0sWVdSqHAoO+f7VpkzVp2MhWLFvufg/8VvKvatx1U6hp4ya2csVnrvzTvCdPnrSX2new+XPn2dLFi+3FRo2tedOmruxSmPtn53/Yrh07HqqpL7lcviOAAAIIeCdAuPLOliWHEdDFgT4KLboACReu9PuFCxds0DsDrVeP193zDefPn7cjR47YN/v3u4fL1URQFzKRBq1ryqRJrnmOevjScjVOHWQ0Tmjo7iwPGfSeHfj2W7tRUOACnZof6oJGNWq6wGFAAAEEQgmoPNm7Z68LSmM+HO1qqVQmKQAp9Lw74B1Xu1R63t27dlnzF5varBkzXJmjMqn0oA4v1q9dGwxhapqo6dTzYLvWra1h/QbW9Z+v2LfffONq9VV+7dy+3T3/pbCnDji0fQwIIIAAArETIFzFzpo1hRC49ohwpeY2ugv7evfutnTJEtf0Rp1adOrQwdq3aWvvvzfYdXahi5lQFydapS4uJk+YaM/VqGnfHTgQDFfqQEN3eTu0bWcZ+zLcsw2qFfvjzh0XqAYPes/No0AXbtkhdolRCCDgEwGVO7oBNHb0GBd01q1dG2w2ePTIEXfzRs9hKRSVHvalpbuANGXS5LCvk1DzwXVr1lijBgnuua1AuFJoUk378zVr2bEfjrnnv/SbPrnXrrlnWdu0bGnbt2175M2n0tvFvxFAAAEEyidAuCqfH3OXUyBSuNKFi+7Qtm3VyoUg9cj1+Wcr7dixY3bixAlbvmyZ66JYd2717qtwAShSuGpQt57r2l29CGo6LUMfrVvPhdWoVt31SBhu2eXcfWZHAIEqKqAyQe/YS160yNUsfThylJ0/d87tjcoSvf9KNeNjR48OGa70Wgj1MDjxo/8L24tppHClclE3mvT8VeDmkrZJtV1ffrHKlY1rvlwdtslhFWVnsxFAAIFKL0C4qvSHKL438FHhSndoW7do6Wqp9uza7WqUAs9rqdet5IWL7NlnqtnaNWvsXpjmgZHClZrVqMeu0i8w1sXK9MREF67UGYaWwYAAAghIQCFGvY/q3VNqPty/T1/7/ujRYIhSeaFyQ89UjRo+Iji+pF5aaqqrfZo6+fFqrvQai369+wQ73gksW82Y165e7crN1au+JFwFYPiLAAIIxEiAcBUjaFYTWuBR4SorK8vd3X2nX3+7euVKcCG6uFEAyszMtOpPP+Oa5ahJX6ghUrhScxs981X6uSrCVShJxiGAgATUE+DKFSvcM1M9Xuvm3l2l8kflkgaVOerJLxC8QjUL3Lljh/t9TtJsF9QC85YUjlxz1do1k7558+ZDN3/URbxuNrVu0cJWr1pFuCoJyncEEEAgBgKEqxggs4rwApHClWqizp4545rtDejbz/UsWHJJCkB6aFzhavTIUe5Zh5K/B74TrgIS/EUAgfIIKADpRswXn3/uglXP7j0sY98+N65kONL369evux5H1aufmuqVHPS7nqVKqFffPl+50gWgkvMHpiVcBST4iwACCFQdAcJV1TlWcbmlEcPVvXuWl5trs5OS3LMF6owicAGivwpX27ZutWpPPW1LkhfbXWqu4vIcYacQqCwCqrH6bPkK1wugehJVr6VqpqwbOKUH1VbpeSu9RFgd87iy69/3mxSqV7+Z06e756L0AuJAuVZ6GYSr0iL8GwEEEKj8AoSryn+M4noLI4UrXXDoAkUPfqvHQPXIpRf9apya4OgFxL3ffMvd/VUNlsJWqIGaq1AqjEMAgWgFVBap9mn5p1OskcUAAAVFSURBVPefsVJTQL0zT89qqixS2aNyRh9Nq4++62Xkqp0aNWKE5efluem0nNSvU90No2FDP7Bzf3WCEWpbCFehVBiHAAIIVG4BwlXlPj5xv3V6T9XQwUOs26uvuru7pQOSLlLy8vLcRU2nDh3dizpnzphhSTNn2uvdursHxjesX+8ufHQxE2r4t7pinzjJdVtc8j1Xp3+5/54rrb/0M1da1ozERKtZ/Vn3YHq4ZYdaH+MQQCC+BFQOKSh1aNvWnvrv/3Hv3ps3d64lL1xoi5OTgx+90PfwoUPumSyVO3oeatknn7pu2tX5xIJ5823ShImmsuyNnr1sX/r9JoXhtBTE1q1Z63odVO+ourGkbVFHP+1atzE9i/q3Z66Ki/965qql0aFFOFnGI4AAAt4JEK68s2XJUQjkXsu1EcOGu5cEnz59OmTzGjX3u55/3b7eu9f07JUeEg+8nHN/xn53caFQpouOUIPGJ06d6u4gHzx4MHh3WQ+c6yWew4YODRmukmbOcl3A01tgKFXGIeAfAZUh27Zuc+WFXs9Qt3YdV540atDAvYNKHePo82KjRvbxkqWuBz/No3JJvQp+vWePK+PUO6l6P50w/iPLPJYZ8aaQdBWuNm7YYC2bNbeVKz5ztWRarl5R8XKnzi7kFRYWPlRuqunihnXrXQ+rCmYKZAwIIIAAArETIFzFzpo1hRDQ8woKTgXXr7u7vaFqiHQxce/uPdcE5+rVq3b58mW7fOmSe8eMmuVEClZapebX8nNych568FwXIRqn98SUXq/+rXnUQ6Gm0zIYEEDAnwL6718h5kpOjl3Kzrbsixfdu/X0veRH78u7ceNGsHMdzafySfOqlv7SpUv3y5y8vGBZFKlsUZND1UypSaGWEeiRsOj2bVf+KbgFarMCRyY4T35+cJ7Ab/xFAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8IEK58cJDZRQQQQAABBBBAAAEEEPBegHDlvTFrQAABBBBAAAEEEEAAAR8I/D+1Fxqs/t91OgAAAABJRU5ErkJggg==[/img][br]How does this affect the amount of foam in the play structure?
How does this affect the amount of vinyl covering the play structure?
Question #2
[size=150]The daycare has two sandboxes that are both prisms with regular hexagons as their bases. The smaller sandbox has a base area of 1,146 in[sup]2[/sup] and is filled 10 inches deep with 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mfQRjpBfedXKH3aQOFeBArXPIhy/gpRTl+Ih+JsTSjPNwWfFW7FoXCxQdSpLz48Yo+LOv0Fok7/A1HOX0Ph8j8oXHJA4Zo3YQI5WxlK72aIvtoDquuDoA6YCPX936B5tArasL3QPjmBmBfeeBt1G+9UIXj/ViW1EKPvq3kPNDcZ8OpICKzhRRMRA0IYfsqAkN69e4tWn+b9BWl7tgxFBoyvZ1YgS9HSjve5B+uesMAVyYB1TRguyvh/Ocwvgfdvo4WZR/NwuQBihUcZKNxsEeX8jQ78T30BhXs5RF/qBnXAbGgfbUdM6GHEhB/RPYcdgjb0ILSh+6B9vA3ah2ugvrsY6ttzoboxASq/YYi+2gvRPvZQXmgJxdlaULiVhcK1QNz544iEJJIUgbjnj9VAikLhUQIKzwpQejeF8koXqPwGQh0wHup7c6F5uBLa0N3QRh5FzLOzePv6utBw3sVEAe+lKTG1s8gSZKC/JpqGiEcMP6VZmEmhDD91dXXNsGZgi5EBnXZ///23cLpQSEWLFhV1dGhnY5gXhcZdtClj8uTJQi3j51mG9nOPrVu3guFmdBLTVEQ/Aev/S5+AGe7MOy3eRt2BNmQrVP4joDhXAwr3gmLXLoCY4O9iB6VXa6hu/ALtw/WICTuEmLBjiIk4jZhId8Q8OZPIwx0xka6IiXBBTIQzYsKdEBN+EjHhxxETdvQDgYQaEEjwrlgCWQr17XlQ3ZgIld9IRF/ti+iL3yPaqzUUZ+tCcaYSFK5FEOX0jw8aCLWROAL5IhENxJBASkLhWR5Kr0ZQXv4eKr/+UN0aB/XdX6EJ/BOakC3QRhxCzDMPxLy6irfKh3infQW8//xd5sxw5812igcPHmDAgAHCp8dMYnMPrnMGgmzfvh0sE0MtoXTp0sKvQO0how2LkAGLPLFWjrW1taj1wVr5w4cPx+jRo9GqVSvxOlO9uZM2xdZGswxtdFOmTEkXoV16MuBvYTclxjOPGTPmo+qIGW1CfLbrff9O2OW1kcegvjNdmGIUZ4oKc02c6ef0v6A41wAq32FQ3/sD2pC9OuAOP4WYSLdEgD8xQjD1dRKIW9IEEva3ICRt6AFoQ/ZBKwhknbhW9Z35UN2cAtV1B0Rf7Y/oy10Q7d0GinP1ofCoBoVrMUSd/sZIAon1gXykgZBAykJ5oQGUl+yhutYXqpujhSw1gUugCd4IbfgBxDx10znSFffxTvMcePf5NWxLzTlmDbN5ja2tLRYuXGiRr9GHn7IDIHsm6MNPiQMMGslIwyJkQCH07NlTgPbVq1dFsxSGeTGLlh75LVu2CC2hSJEiIquPsfXGDBIHMwN5nvTQbpHO4ooVK4rwRf5eZhNzh7Bp0yZhVzTmN2XdY97jnfYNYp55Qv1gIZRXukFn+skHhct/dDtppy/ETjv6ci9hziG4xhBwuYuPdLEw+JtKFokcTwLhtVIDiaAGcipWAzmmI7JPCGS30HLU95dDfed3qG5Oh+qGI1TXBiL6cjdEe7eD4lwjKDyqQ+FWElHOuT42Yxn6QZy/ErLU+UDiE0hxKDxK6mROR/rFNoi+2lNoYR8c6eugDdsH7RNnxLzwifWDhIEmu4wwSAZcl9yoceNpyUEMu3nzptj0MvyUpqP27duLzmqW/F5zntsiZED1idE0tJ8nBNo0IfXp00dk4VJ9y6h2dn1UAfuqsgH7oEGDRAxyx44dcenSJXPep8xxrndqvH1zE9rgjVBd//lT0w/B360glD4dxC6aph/a+eNMP0+SMv0kAsaJmorS8fGCQGjGSoJAhAkrVgMJ2QNt0CZoHvwF9Z1FUN2aKUxnqmuDEH2lB6J92kNxvgkUnrWhcC8rzGvCbKV3pidJILZQxGkgsQTiWRaKczVFJFb01e5QXR8S60j/XReJRT/Ik5OIeX5W3O930SF4Tz9IGofzpiUZcIES69gLgdVP6UNk+GnVqlWxZ8+eBHEwvS1qi5CBMT9yxowZIjafoV/UGowZBNj169eLpuyGiUT07NNux2QuOpapObi4uGDt2rXCfsdKhNRIEiImY743sWPYK4CNtkkGbJvH76ldu7aILpg7d67IKk7ss1ni9fcxupDPiENQB0wQTlTFmeKxpp8vdTta5xxQXmgi7O/cDQvTT+gRnR3f4qafdEwIppIYfSTCD0ICOZ2wBhKfQB5thiZwlc6RHjALKv+JUPkORfSV3oi+2AHKC81j/SDldY50RlzpCcTQD8IILudvYqOwqIEkRiDVdJFYV7qKzYDq1i9Q35sHTdAKaEK2xTrSPfD29Q2dI137OlWOdCaKsfIvy1IzDDwthj78lNhAItCHn9LRbEo5jLS41vjf8VnIgKA8ePBg4YGfOnWq0ZoBVT3WCZk4caIAd/2P4Y2uXLky1q1bJzobMXWcE4BlIBj2RZshQZvmGxKFucbJkycFEfCmkwyo4fCmMymFma9Hjx41OwGZ69otcp73NP28FHZp9f3fobzSSThCxc7S0PTjWR3RV/pAfec3aB/v0Dl+w0/owMxUEJTHp8JclhiBHI2NwPo7NgJrvyBpbchuaB9tgSZwdSyBzIbKfxJUfiMQfbUfoi91gtKrlc4PIhzphRP3gyRIIAU/5IB4lNbNnXNVofRqAuXlH0QklurmWKjvzo51pG+FNuKIzg/yyhdvlYF4p3kBvNflg1y/fl309mbwCk3TaTX04afcvHbt2lU4lolFffv2FRFIaXUdpn7PZyED1usvX7688PKzJLOxUUVz5swRAM/aIIat6ViZkABMUCbo01FNcPb39xe9AVgAjh3BWCrClO9LTphsNM92kiQoRk5xErD8LauRMmWdUU+sO5R5x3u8j1GIiBbto9VQ+f0ExVlG/TDmP6cu/FKYfkpCebEzVLemQRu0EXSw6kw/zojJKqafTENaho50vQZyQnc/GcYbFo9AgndD+3irLhLr3jJdJJb/VKj8RiH66gBEX/oB0d6toTjfAAqPKiIfJMo526d+EIbyOn+ZgAZSUDffmETIcGPP8lCcrQLlhfoId2sBp7+qYuO8Zjjnui/NlyHDTxnRxL4jxAMGmBAv3N3d0/xajPnCNCUDCoadhwjYtKktWLBAmFIIosaMpMiAkUvMNOQxgYGBcQXfqIXQf8FoJrIzI5FoMjLHIKkxaoqO44MHD4pTktiogTDEjATEtnuGJi1zfO9nPQdDPpWBiAnbC+7SuGsTsfRu1rrFSvB3yQulVwuoro+B+sEKaIP3xMb8O6VB1E8mMv1kNgIRjnRjCWQbtEHrob7/h9AguZHgfFJd+yk2EqstlOcb6xzp7mUR5Zz3YwI59QXenPoCz49/gchj3+Kl1w94+/Iys8bSdPnQf8qAmm3btoEBMww/ZeVi4oKxgTNpdcEWJQMWYmOcL0s1UABU1xiGSS87TSz0FZgSk58cGdBUxEYx8X0DJBsCNL+f0QXseWqOkRAZ8LysiTJixAgRUcDMZGoQxhKeOa7LrOd4/xbvVOHQRp6C+t5sKC93jDP9xCV8nf5aJGlFXx0I9d1F0vSTaUD8MxOrYSSWyAVJRgMJ3g5t0AYYRmJFX+kHhXtxkZke7dMG2sgTcWYks66TJE7GtU9/AcNPuXmkH4Gma4afMk8hvQyLkgHrfjM3YOTIkRg2bJhI32ZvUdrxaVOnjZ+1PowFyuTIgFVDEzPLHDhwQOzWGenDEDBzDD8/P7Ru3VoQHB3Y+oJVJCMm1VElZHN69iZOrP+qOa7DvOd4j/cM+XxxEdqHK6Hy7QvFuWo6W65r9g+mnzPlY7N9Z4oFqA3dL00/kgRS4b8wF/EY+EFIIKGHhWah8Kwq5q7ifF1ogrfg/bu0TwrTh58OGTIE//nPf8RmkXjk6+tr3iWcwrNZlAwI8nSqUk2iqSYsLEzY0Aic1BYKFCggmkVQgzBmJEcGdEozDyGhwQqj1E46dOggfAkJHWPqa9QweD7WJ9q4ceNHvg/+JprB+B41FuYkpIcSGgn+RoZ8RgXEZvuOFpmvIgadph9GkND041oASq82IuZdE/hXbNTPYV3svIz6SQcgaC4wzYTnCXeC+sFKRHu10BGCZwWoHyzQZW0nuCAs9yI3irQcLFu2TPhMSQqsykB8MsVKYokrtCgZJHbB7N1LGxqdvgzL5E7dGEEkRwZDhw5NUzJgHDOZPSEyIBHSgc1iVnQcMZKAoW7pYryPAWO/WRNHfWcGlBfbf2r6cf6fSG5iqCFr+Iion9BDiJFRPxL4M6IGFOEsghdYuyqKmezuRcDQVla7Teuh3ySzq2GlSpWE2Yj+BIajf07/4mchAwqf5hwyIrUD2tKM2TWnVzKg/Y85DfHrkfA37d69W2QpkzC4GzBWCzLrBH3/Du81zxHz3BMsTcCCbIqz1SHKPbjk0DneTv8DCo/KENm+AbNio36k6Sfx+kaZcAedEUHelGuOdIU2eDdUvkOgcPlOVLlV+Q7Au9fXzbrcjD0Zzej68FP6EfThp0FBQcaewqzHfTYyYMQPyYD5AAy1yohkQJPUjz/+KDScxICeprFx48YJ3wGdR/ytxvpIUnOnWTKAVTBFtu+NoVB6NYSCsdtuVh/s/m7FdNm+/uNF8pE2JDbqh2UTkiz0JoFQkkQGnQORbiJ3QuU/XpdI5/yNyI94+9QtzSONuL7pZyQWMsqRFgT2RmfDLG6Q03p8NjJgti61gnLlyoHJIfEjgBISRHrTDFgit1+/foIMEiu6x9/FPgdMhGO9EkdHR2EzTOj3peq1dxpRvVIb8bdo0qK82E6UTmbCF+v0C7u/Sx4oLzSFym841PeWGph+WOvHVZo/TNllymMz8HxxF8EOLF+u8KgkNkfRXg2hDdsDdslL68HNIX2qLInPcHSGnzInitUWjNkkm+t6LUIG586dAyNt9NE18S/2xo0bIgqHNcCZEMZm8MaMjEgG/F0MK9NXXKUTmw70VMcY0/SjfqrL9n3AbN9uulo/rPQZZ/r5BgrPGrps39tzdKafkFjTT0Yp9CZBNwODbnrWHtxFyQ71vWVQnmug2yydrQrNwxV4F5P2PbNJCDQh66MQWRafBfa4eTQWH43B0KSOsQgZMOOO0UIsXc1sYPYNXbNmjbCZs5gbK31yl8xdNZ2qxmgF/BHpjQyYvMYsYybQ0fmTWKkL3mhGHvXv31/UY2IILMnStKEL+Xz78gq0j9eJ2i4sVyxMP655P5h+3EtDebFTbKG3Nfhg+kmuxn96Xrjy2qRZykJzIOI0tA/XIfpiJ51j+UwJqG5PxjtVmGnL00xHG4affv3112D/ZgapcANt6WERMiC7McyzXr16whREBysfZDr6CQiGTAJjp6DEtIeEfnh6IwMmjLA0BsmABJhUAgnVPYaPMfuaUVS//fZbouQR99tFyOdd0U6R3bGUPq2gOFtRNHmJM/242orOXGy0ojP9bNNV+hRlni1d499CC1RqA1IbSMs5EOkiTKasrxTFBEo3W6huDMU7xd24pZiWfzCykuGnS5cuFTlZ+vBTdnm05LAIGTB0lLWDuBtmPwN6zPlg0xuGkdLxStOJqY5UOmNZ+4efN7SlcYfOxA164RMzv3DXTnZlFBO9+OYYVN+YRUgyYGJZcs0s+D6P4/Hs/sb6SR+F1Ips31Bdb99786C80jXW9MP+vd/pon6cs0Fxto6o66K+Mw/aR5tEIxVR60eafiSIpiWIZqbvomM5ZJ9oPqRwtRbrLfpKV7x94fVZHMssa0O/Kp3JbKvLTopssWvJYREysOQFp6dz68nAysoKrL6aHBkQ+H18fGBvby/MZCNGDEfgXV+8feENbdBfoiqj0oumnzK6Ms+xfXYVZ8pBeakrVLemioqRDI8T/X1ZqlgWepMEkJlA+XP+FkbQMWM5YAYUZ0qJWlvRPi2hjTicJiUsSAAsXUMLSLNmzQT405xOMuCDxe4sOSQZpEK6TBDhTp/lNaghGFZSTey01JrWr1+HkiVLoFTx/Fg3qz5eulcXDUT07R0VboWh9G4L1Q0HUahLNHBnk5c0ae8oTT/SPp+V5wAdyyegvnA0LrEAACAASURBVLcQyrO1dBnL52tB82gt3r9VJrasU/w6c5NIALNnzxZtM1kBmfkG//rXv0TJioYNG4o6Z8QYEoMlhySDVEiX5iZ2auONYv0l2vmSG+80L3HfaxGGdy+KnNn+g+8b5caF9aVECV9WZFTf/c3A9HNchnx+zp2i/O6sq3VFOIncG/apjjr9hegvzUY8ol9Ccos8mfeJG4y4TIgA2DKTpiFqB25ubsLUztwkYgz9rpYckgxSId2kyOC99hXevvCBNmglVP5joHm8Ge/eBODtiytQ3v0Dx9d3R8NapWFjlQ2zfumMSP8NiGGHL7Y6lKafrAtCkoDSz71nCYtHm0XnN2rtCveCiL45Bm+VD0xGDWIF841IAIyyLFWqVJwGwBB7FrU0JACaoBllSb8qfa3UCljx2ZJDkkEqpEtn9fz584VDeNDAPrh/1w94pwXexYgOTNGX7KFwLwTFmdJgxqNoiP7EQzR0fxKwF7/PHI6C+e1Qp2YlHN21CJoIGf0jTTRZ2USTDn87S1iE7BGJmszfYdMm1bW+ePvqapLIQRCnSdjT0xOzZs36hACYadykSRNBAIy+ZLCNngAMT2xIBoUKFTJ8y+x/SzJIhUh5oxj+RfWtV/viuOE8Sexq3r70hSaEzV8mQ3VruujyFMMibwZZvtpId1zx2IJunVsiV84cGDKgM+5e3pt+dkVyhyrvhZwDujnAqryhh8R6VrgVERn90RfbQfvkNPD+bRyCEA/oR0yIAJhVzJwBlryfN2+eSC5jz/aECCDuhGAg03vhU/j3v/8to4kMBZMe/2ZmMfMnerQpAr8To8WkieHuP8IFMWHHY52+7gkCiyLYBVtXz0T5siVQsnhhrFk2CVGPXRI8Vu6Y0+GuUYJlFpqrsSUs7syHvjcCW2uqg7fi5fMInD59WvgPaQJil0M6gUkA7L7Ytm1bLFq0SJAEKx0nRwCGOEcyoO+AGclM1rXkkJpBKqUbRwbtyuG68xwd+JsAEo+uH8K4kb2RJ3dOtGvdEOed1kEbKYFPkp+cA+lvDuhKWKjur0C4Wxuc/LM4Jg+tjebNGok+6HoCYEOrdu3afUQAzHP6KKfISNwhGbi4uIjQUpa7tuSQZJBK6TKTmj2QO7SuhUsuq0x2/qrD3eB2ZCWaNa4Fqzy5MNmxP8ICjmShHZcEvfQHevKexL8nNOs+f3AKrof/wpRx/dC8XnGUKvQNcuf4N77++v9gY2MNe/v2ggBYcZQaQEoJwBCSSAbHjh0TZFC1alXDt8z+tySDVIqUTXoYGdCmaTWcO7YUmnBGA5m2mF48OIVl88eiSKH8qFalHPZtng9VWMKmJVPPLY837V5IeUl56ecACeDZ/ZNwOfwXpv7yE1o2rYPSJYsILf7f//4atjbW6NSuPpZOagiXTe1w56aPWQjAEJKoTWzdulWQQYMGDQzfMvvfkgxSKVI9GbRqVBGueyZDGXTQZDLgpLt+fjv69miHnDmyo2/P9rjpvcvk8+gnsXyWgCbnQMrmgJ4AnP9eKQigVbO6KFPqAwHY2VqjU4fm+OP3cXA/uhK3vbfjqf8mqIM24V3UfbNnKpMMNmzYIMiA4aeWHJIMUindvXv3onz58mhStyyOrhuMF9fmQf1gLWLCjpoE5nQm798yX2gGhQva4Y/fHPHmkelahgSBlIGAlFvWlRsJ4Om9k/iYAIrGagD/hp2dDTp3aCEIgCbdAJ9deP7gJDQRsdo7o40i3fD2mTfeRd3FO/WTFOUiJARFJAN2UWQ5CkkGCUkoHb129OhRUYm1fo0yOLSiJ565tUHUuUZQ35kfm0Bm/CILuXlY7Eas8+ZB8ya1hS9BOpONl58EdCkrY+cACeDJ3RM4fWiFTgNoTg1ARwDffPMfFC5cEJ076glgxacEkJgpONIF6juzRX+Rty99Uo1UJAOWx//yyy9FtedUnzCJE0jNIAnhGPMWKwvWqFEDdauXxoEVfRHh0h6vT+dH9MXvwZpCxk5OHseks3On1sK+TSNYWeUWUUaP/f826RymfJ88VoJnVpoD3MmH3z4Gp4PLMWXcQLT6iAC+QfFihfFjj/ZYvWwyPI6vMp4ADIkh/BRUNxyhcMkFJp2mlhBIBiyPTzJgPxRLDkkGqZSungzqVCuFfcv7IcT1Zzw7XRlRroWhujnJ5FDTlw+dsGrpRBQvVgiVKpTGjnWzER0qM5OzEmjJ32o+klaHn0HIzaM4vHMxxo38EU0a1ojTAP77329QolgR9OlhjzXLJsPzxGrcvbwHXIPUHFJ0H+JKYY8CC06qrvXEe1V4ilFGkkGKRZf2H2QYGb38JQvnxca5nfHY3QERLh3w0q02om/OQIwoM2385OYkDPDZjZ/7d0LuXDnQs0sb+J3dnrKJabhjkX9LGWaROcBw7ZCbRwQBOMYSQKkShUVwBhvFlCxeBH16xhLA8VWpJ4BP5BpbCvvOPKhvz8a7qHsfZSqbglKsTzR06FChGYwdO9aUj5p8rNQMTBbZxx/w8vJC06ZNUcguB9bMtMdj93EIdhuB0DPD8OrmCmjC2XPAeDLgsdGhLji6ezHq1KqMAvls8PuvI/Ei0Mnk85j6vfJ40+6TlFf6kRcJINj/CP7esQiOI3sLDeAjAihRFH17dhAaAE1AqdYAkl3T7rqNYPhJvH3ug3eKB7q6ZR/DR7L/kQz69u0ryIDmIksOSQaplK63t/cnZEBCeOz+CyIu/QblQ9NDTQkyEbePYfaUIbC1tkKDulVxYt/SlKuuyU7c9LOoJcDKe2HsHCABPL5xGId2LITjiN5o2rCmyAPImSMb6AQuVaIo+vVKSwJI/N69feoBbfA2qO/MxNuo20ajDsmgT58+ggxYLt+SQ5JBKqV75coVtGzZEgVsc2DldHsEuZEIdI9gz0l4cWMtNGGmawd0dnk7b0DnDs1EiNuIn7siyC9lxGLs4pLHJb6YpWzSh2ziCGB7LAE0MiSAb1C6ZDH069VRpwEc02kAr1LjAzDXRirCGeqAWaKCsfJSJ2gjj+A9KxwnM0gGHTt2FGTA+kaWHJIMUindgIAA0cbSNm8OLJlsj0CXD2RAUog4OxxRl4dB83CNiEU2BVRePzqNjSunid1OoQJ2wtE1d/oIEe+8eeU0HN+zBD6um+HvvQdBN47gReBpcLGY8h3y2PQBcvI+JH4fOKcfXf8bB7cvxNgRvdEsHgGUKVUM/XvrCODMsb+ECejVw9PpTJN2hzb0oK6lpmcNKM7XgjZsT7LoExMTI0pdM5po/fr1yR6fmgMkGaRGegDu3buH77//HjZ5c2DxJHs8iEcGYa798MKlBpSXe0H0LjZxp0Fn8qC+ncAOSN9++z/YWOcRfoSihfOhbOmiqFa5LGrVqIgGdaqgacMaaN+qPvr1ssfYEX0xY+IQLJg1BqsWj8eejXPgfnQ1rnhsx90rBxF++wTePJIVUiUIJw7Cn1M2JICg63/jwLYFnxAAewFULF8aP/f/Aev+nIr0SwAJyDb8FDSBf0F1fTRiIl2A9++SRCCSAVtfkgw2b96c5LGpfVOSQSolmBwZPHYbiSfOjfHGrbSIP44JO2bSzp3FsebPGAErqzxiAfTq2gbft2uEZo1ro3bNKihfrjQKFMgPLhBmKbLULSMmcuTIDqs8uWFnmxeFCtiiZPGCqFShFGpUK496tSujcYNqaNmkFrp0bIbhg3pggsMAzJk2XGgdm1ZMxZGdC+Htsgk3vPYg0O8wnj1wklqHiUT+OcE0I343Q6jvXtmPnRvmYvTQHh9pANwIMdR6yIAu2LhyOs6eXI37V/bhdVB60wASIID484YZy2FH8faZF94pHwLvEzcXsUdynTp1BBns3LkzlWiV9MclGSQtn2TfDQoKQs+ePWFrnQvzHNvhzmnHOJ+BznfgiDDXXnhxuiSUF5pB+3CdSWTwKug0Fs91QP78OjORl/MG3Di3FVfcN8Hbeb2IjXb5ezmO7V6IXetnCVvp4nljMWvKMDgM64meXVqgXav6qF+3OqpULo9SJYsjb14rfPXVV4I82Hj7u+++Ra5cOWFjbYWC+W1QrEh+lCtdFNWrlkOdWpXQsF41NG9cE/at66NfT3s4juyDmZOGYMHsMfhr8QTsXj8LbkdW4fKZbbh9+QDCAo7jVZAspZERATmtr1lHAPuwc/0cjBzcHU0a1ECp4oWRPft3QhOuVKGMjgBWTIPniVW4f3WfKNOSWTLzBSG8vg7NozV4+9L7E7xh5dMqVaoIMnBycvrkfXO+IMkgldIMDg5Gv379YGuTB7Mc2uL2qfhkwFDTkYhw64rXVx2hCTbNCcxmN8sX/oJ8djbo1bU1HlzdlyiZULV+89hFlNqNuHNcOJxvee+Ar+cWXHTdILKbqVKf2r8UB7bMxeZVM7Bi0QTMnzkKU34ZhOGDuuKHDk1EKYy6tauiQvkyKFyoIHJkzx6ndbDjktA6rKh1WKNwQZ3WUbliadSqXgH161ZF00Y10LpZbXTp0BQjfu6BiWMHQu/r2LhiCv7e/ju8nDfh+oXdeOD7N57ePyWrtMbfPWbi/0kAdy7vww49ATSsIZo7ZcumI4DKFQ0I4HgsATx2zqR9PtyhCd4FhWcVsHtafEJ4+vSpaGpDM9GZM2dSiVZJf1ySQdLySfZdkgHTxO1srBIlg8fuJIgxiLw0D8qHhxIF84R2ZcoQN9EBjeaeTu0b4bbPTpM+n9A5+RqT27gouYN/cu8kQm8dQeC1/bhxflsCWsci7Fr/q9A6lsxzxOypwzFuVB/069kW9q0boFGDmqhWpQJKly4BO1tbUNugyeqf//wnvv3WUOuwjdM6alQtj7q1K6NR/Wpo0aSW0Dr69mj/idaxY+1MUUP+kvtWBFzaj9CAY3gZaHp0VmJykK8bYdYwAzEJAri0DzvWxWoAcQTwrZgjJIChA7tiw4ppohSE0AAyLQEYypwd1I5C5TsECpc8nxDCkydPUKFCBaEZSDJIFo4/7wFhYWEYNGgQbG3yYvqo1rh1cmw8M9GH6KIQz8l4cXOdSaGmXERr/5gkbP/ft22A2947zEIGpoIg6yZRS2HyG7WOxzf+xu2Luwy0jjVwP/oXnA4s02kdf03/SOugCaBLx6ZC66hXpxoqViiLIoULg12hSBzc+Xz99dfInj27qMuUT2gddsLXUYVaB53kdasKc1Xr5nXQ2b5xnNYxZ5ouwmrD8ik4uHU+LpzeiOsXduH+tUOIvEutw/WzyMxUGWe24zl3b1/ai+3rZmPk4G4iwIHtXbNl+1aYJqtUKptFCcCQDPi3LtJI5T8eCo/K0DzeLBzLbGzz8OFDFCtWTBDmpUuXLAp2UjNIpXipxo0aNQp2tjaYNLQl/I87JEoGIhHNawaibi2DJngPYiKTB6n0QgamABXtubzu14+cRWng0FtHEeh7QGgdl902wst5ndj9OR+ir0OvdUyCXuv4ZXRf9O/VDh3aNEDjBjVRvWpFlClTEgXy5xd9ZfWOcqF15MwJa+Hr0GkdZUsXQU3hJK+Cxg2qo2XT2kLr6NO9LcYa+DpWLhqPbWumw+XvFbjotgW3Lu5DyK1jeP4gFXVpzLCDNkXO6fFYZagbAi7uxfa1sQTQqKbwAWT7ThJAsvcr7AQ0gatE7/R3ysd4/y5GRCsWKlRI9FK+du1aKtEq6Y9LMkhaPsm++/z5czg4OIia5xMGt8CNY2OSIINxCHMfgFdnGiP6an+jQk25q13/52Tkt7MWoEYzTrKTKoOBEhPsooL1WscJoXXcEVrHZvi4bMDZk2tEOe9T+/Vax7SPtI7RQ3ui6/dN0KJJbdSvWw2VKpZF0aJFYJUnj9A6SB5sTp49ezYRYaXXOkoUK4AqlUqjdo2KwklOc1Wb5nWF1jF8UHdMHPshwmr9n1NwYMs8nDu1Hr7nduLe1YOIuHMSyhDXTGrLjr97Tfx/HQHswba1szDy525oakAA9C/VqFYRwwbRBDQVHsf/Ek7gqCxhAkpcZsmtYfZGePvmHu7fcEGRwgUkGSSLxOngAFPJINhtCJ4610GUe1mobk1NtpAdbfs71swQjtpWzergktumTEcGyS2M+O+zJejrRy54ep++jqN46HtQaB2XqHWcXoczx1bh9ME/dVrHuplYs/SD1jFhTD8M6N0BHds2QOOGtQRQlS1TCoUKFgSd43qTFUN1c+bM8YnWwdDc+nWqiNo3vB/UXqh1OIzorcvrmD0GKxdNwLbV0+F04E94u2zGTZ+9eOx/VITnkvji/56M+D9NhtfP78SWVTMTJIDaNSthzLCe2Lp6Js6eWI0HV/cLM2NmiQJKi3umCT0B3yN9kc/WCra2tmCCqyWH1AxSKd03b95g8uTJIg9gcLdauLx/WJKaAZ3JulDTMlB6t4YmaGOy4LB7/UwUKWSH5o1rgaGlaTERM8t3kEwVwa54+fA0Iu+eQLD/Ydy5uBu+njqtg2WL2b1Kr3VsWkmtY3xchNWYYb3QvVNz0f+2Qd1qqFypHIoXK4q8efMKB7le68iWTad16CKsPvg66tSshEb1q6NF09po27IefrBvgmE/dcHE2LyOZb+NA7WO/ZvnwuP4Glw7uxN3rxxA2O0T4rp5/enlXpAA/M7twIbl0zBkQGdhhitZrJCw/5M4a9esHEcA506uwUO/g1CEJG8KTS+/L31dhzvUDzfj0pbysLbKBZqKAgMDU4lWSX9ckkHS8kn2XaVSCRaQyp07N/p2rAyfPYOTIYNxeOw2CpEubRDl9T00D9cnu9glGaRc3TZ1gVPrYHguw12F1uF3EP7nt+GS2wZcEFrHX0LrOLprEXYJrWMilswdi9lTh2HCmP74qU8HkRTYpFEt1KxeCeXKlhLhuf/973+Fk5yOcv4ttI68zOv44OsQWocIza2J1s3romPbhujTvTUchvfCjImDRV4HtY6tq6bj5L6lIjyXSYGPbhyxWHguZeF7bgfW6wmgfnUUL1oQ//uf7jewsm6cBhBLADSdmSr3rH28O7Rhh6FhDlKEC7SRbogOOoiXfgvgtbkWrK1yo0iRIsKZnCwgpeIASQapEB4/Gh0djV9//dU0MhBlrofhifcEKB8m3/hekkHakYEpoMRdO4HvI63jkk7r8HbRJQS6Hl4hgJs7/00rp2LFQp3WMfWXQaDW0fOHlmDTdWodTAosUbwYbKyt48JzdUmB3yGPyCZnXodO66hcsRT0WkfLpnVEGZIuHZqIHXt8rWPvJpYiWYWrnjtw5/IBhAYcF4SXmMlKEMDZ7R8IoEF8AqgiCGoLTUAnV4t8FkkAKZij4U5QP1gFld9wKL2aQ3G+MV7fXIYnV5cg3GcOQjwn4fiqH/Ddt/9DyZIlERISkkq0SvrjkgySlk+y76rVatGj1MrKCj3bV8b5XUZoBrFVTUPOTsHLW+uhCU86W5cRN1UqlRFOzjPHVstdVwZzkOsJRp8U+OzBKZEvwSq0/he267QOp7Wxobl/4OiuhXFax+K5umxyah2sUdWpfWM0jdU6WIqkSGGaab4TZUiodbB0c84cOWCd1woFhNZRAIywqlG1nCCcZo1roU2LekJ7+bFbG7Gr12sdJKqFs8dgcP8f0LhBDRQvotMAcuXMgTq19AQwQxKAOeYfO6IFbYLibB1EueTFKyc7PHNpgFBPhqb/IqwLj9wcsXtJd2GOrFixIp49e5YsHqXmAJPJICoqCqdOnRIP/s1Y2KQG32fJBqZSHzx4EM7OzggNDQVLs5o6+L0M49y/fz9ev35t6sctcjzb0i1ZskQ4eLq0rgyP7caTweMzvyDi4jwoAplVnLht2PXwShElwwXJBt56cJHPKdiNmWMhp8E5dFqH2wet4+YR3L20R+R1sAyJx/HVYBkSmov0Wgcz1efPHAm91tG7WythbmpQrxqqVSmPkiWKwdbWJs5RzpIkDM/Vax2FCtohn5012A6S5Unq1o4lgFUzhBOY5CU1gJTMuVgzUNAGYQbShJ7Cm3s78Pzyr3jqXE+YjOlHDHEbAl2Cqi43iWSwY2EXYV5kSYqXL19aBMP0JzWJDJgAMW7cOFSrVg2tWrUSDo2kyIDZc4sXLxYlnvkZZtJVr15dVPlcu3YtWHcjqc/rL1L/PHXqVHAHziQvZv6ml/HHH3/Azs4OnVtVxpltJpCB+ziEeDjiufdQqAJmISb0SIJA73bkLzSoV0N0PnM6KMlAkuCngEStgw5eah1hAceE8/am13ZcEmVIPoTmHt6xADvXzsTqJROwaM4Y/Dp5KMaP6SdKQJcpVVT4M1o1ry8isOhclwTwqayNm3/uov+5+sFfsWagFlBeaI4XfgsQeXkBwi7MRLDHL2B04WP30Qn6GYPcHLFpno4MiJ8MVrHkMIoMCNhnz55F165dYW1tLXYW9G4z1Ik744QGL3zKlCnC8dGoUSOwMcPWrVvx+++/i57BZcqUwbJly/Dq1auEPp7ga8ePH8eQIUOwfft2i7NkgheQyIupIQNOhEiXtnjjWQ/q23MQE/GpyUiSQUoXpPxcQsClTwpkzf8nd08i+OYRXPHYKgjBxjovpo0fhLCAowluTBI6n3wtgXkW6QrNw7VQnK2FKBebWDNQQ4ScSRj49Q2xDJ9JBstn6siAfdZZztqSI1kyoIN0w4YNqF+/PvLly4eRI0eicOHCAuSTIoPDhw+LcKi6desKExHNOiQVgv/p06dRo0YNUYCJ9TY0Go1Rv5EEw5LR1CgSIyGjTmTmg6jl0NvftklFOG0alCDLG97kj/9mqGlvvHAuD6VXC2gC2QTnY5MR4+YbNdBFp5zY94dcpGlgpslqAEeNwnHEj8ifzw5zpg3D03sn5Dwzdp5FOIuKApqg9dCGO4lWt68CNuKpz0Q8da6LSJfWIpw8vhnoYxz4ULZG/zrJYNk0HRk0adLEzKj16emSJYObN2+KEqo08axZswaXL19G2bJlkyQDhluybydjr//8808oFIqPvpngP3/+fBGBM2nSJAHuHx2Qwf6hxkNvf8uGFXBivalkoKtq+sS5Kd64FoHq+ijEhH+8EM87rUer5g3AWi7s9pTVgEr+3gR2nsYClZHHPbl7AszkzpfPDvNmjMCz+yflPEtOduEnoQ74FdGXukF5oQmizrfBsytzEe4zF6HnpuGxu0OSZiA96Cf2HOTqiMVTfhA+g2bNmlkcFZMlA9r9CdxHjx4FHca01SdHBkyOKF++vNAMWFwpIfXGy8sLxYsXFxrHnTt3jNrpU9sYMWIEtm3b9pGZiOaj8ePHC1MWr5eO5hkzZuCnn34S5aVJOHQ6R0REGPU9pkqdZqvSpUunmAzoNAp17Ydnnl2gDFjwianI22Uj2rVuLJp77Nvyu1ykyS1S+b7Jc4RmIVYNLZA/n+if8fKhk8nnyFKkHekO1aM9iLrQGa9OFxGO4DDXrona/xMD/KReJxnMHNtJkEG3bt1MhSWTj0+WDHhGhjTpAd0YMvDw8BCO3tq1a4vIoYScxDwPTUj0PXh6ekKrTbzbj/5XzZkzB3ny5BERRYxI0g/6IQoUKCB8FBMmTEC7du3Qvn170UiajEqgrly5snj/wYMHJjmt9d+R1POuXbsEQTatVw5H1/5koplIrx6OQejZcXh5a+0noaaSDCy/M85SQJYAWbKEOdtIFiyQH3/8Ng5sqpTVZSJ+P7uShR6G+u5iqK6PQfTdP/Dm3i48v7EKkZfmItxjEMJceyLYbehHkUBJgbyx75EMJo/sKMhgwIABSUGQWd4zigwMv8kYMtixY4cwEXXq1ClRExB9CG3atBEFmA4dOgS2d0tuJEUGNjY2wlTTtm1bYZoiIV29ehXe3t5Yt26diICiXZ9aBTUccw5qLAz9ql+jDA6u7J9CMhgHhpqGX5wPReD+jxaiJANJBpYGZkkGCcyxsOOifli0TzsoPCrgjUtRPD/bHWFevyLYc2LK13lsnlFypJApyGDFihUifnngwIGJRgsxWatz586i0TvNLPQzJDeSIgNGOTHsdOXKlUKTMdRGCP7Tpk0DCYMVRklo5hwnTpwQDvG61Uph/4pUkAFDTT0n4vm130Rdkpiw44IUrnhsQacOzVGiaEGwZr+lgUGePwFgSGA3nZnkJMng43vORFDl/Q14c64tXjvZ4tnp6ohwaYcQ15Rq/noLgPHPD10dMWpAa5FQ6OjoaE7ISvBcFtEMli5dKhq0Dx48ONHkMEYD9ejRQzRvp2PamN16cmTA8CtqAwlFGpFw6KNgeKy5q/+ZkwwYavrkTDcovDpAfXcRYiLdcP38dvT4oTXy21rhj/mjJRlkcmD+HCSTZcmAZqCQv8Vai74+FsrbS/AqYDOeXluKcO+ZCD8zEGGu3RDi9rPoVpjcbt6c75MMBvVqLsiA9c8sPT4bGTADuXv37oIMGJppDjLo3bs36BNIaDD7mbkNHTp0gL+/f0KHpPg1d3d31KtXD+VL5se2Bd1TqT46IMy1C146l4Hyci9oQw7gxoUd6NWlDexs8mDp3JGSDCQZmH0OZEkyYLvJW9OhMwNVxmvXcnjq2RMhIhJIVxLCnOBu6rkMyYD1zyw9LEIGf/31lzATsVF8Ykll9BF8//33QoMwl5mImsijR48SlBn9EpYiA0ZGMQ64cL6cWPtrh1SSAUNNh0OEmnrUhvrOPFGrX5LBx2r859g9Z+bvzNxkwD7DJ6B5vFOX5R/pBnXICby5vQbPz/WOzQVoJTZhOg3AeFOOqQBvyvEPXRzRuU11oRmwkoOlh0XI4MCBA8KBzKgeJoglNPh6y5YtRa4BHbCpdSDTZzB06NDPQgY+Pj5g1FIh2+xYPdM+1WSgDzV97toA0b7DcPPcOvzYrS1srXNj0awRSKzaZGYGK/nbLEuGmZIMmAz2eIdu93+5O5Te7RDlNxEv/Fcj8vJChF2YjpAzI2NrAiXdodAUEDfXsYEuY1G/WmFBBuvXr08IRs36mkXIgIlpDPWsWrWqKFJn6MzVXz3rYrSNHQAAIABJREFUHLFOEbOZz507l+rQ0s9JBsylaNGiBQrYZsfK6fZ45GaOncVohLkPxCvfmbjjvQmD+tgjb55cmDN1iOgvLMHRsuCY1eSbGclAG7IXyis/QuFeHG9OW+O5c1VEnOmHYA/LRwKZgxBIBjUq2Aky2LJlix46LfZsETKIjIwUNnQWb2MOgT5HwfBXsHppwYIF0bBhQ9y/f9+o2P/kHMifSzNgljbzGmyts2PpZHsEupqDDPShpr/h9vlVGDqgI/LkzolfJ/8sOmBlNbCSv9ey5MeCdH16tEOB/Hai09ubR5/WyEq/9yDWDBS8C9rQoyJPJypwP575LsSzM/Z46lwf4S7fI9Stv2gsZQ6gTotz3HUai2rl7EQJ6927dxvCp0X+tggZMIGMoZw5cuTA9OnTP/EbMIyU1U9z5swpjjO2NGt6JQPWS6L/w8YqOxZNsscDFzORAZvgeE6C36lZGNynjSQD6Tg2u+NYD/B3Lu5Cp/aNRAnrdX9MzhilqiNOQ/N4W6wZqAcUPvZ4fW0Cnvn9gTDvuUIDoP+ND8PS0GkB5Ob4Dv8TY1GhtI4M2ALA0sMiZMCL9vPzQ506dURmLpO+qC0w5DM8PByMHmItH5ZlPX/+vFEmIp4zK5IBJ9Xlg0MxsEs1SQaSDCxGBgFe22Hfup4gg40rpmYIU6QmeKeIuPtgBqqOcPe+CD7z+SOBzEEG14+PRbmS+YRmwCRaSw+LkQG1AzqSWZKCRe4Y9jls2DD07NlTlIdg1VLawUyp0Z1eyYD+D4bJ2ubNhfnj2uHuaUczOJE/aBe+BwdgZK9KsMmbG5NHd8LLO9sRE+liMWDQ7xbls2VNM+lJvumaDCJdERN6SGgB7BWsCjmON3d34sW1OXjm3jbDmoGSIwzfow4oUyIf2ISI5nZLD5PJ4OnTp2AIZ//+/UUmb0LOYf1Fs/w1y1XTZNSlSxdRfoJZx5MnTwaLy+nLWuuPT+6ZNYAIuqtWrcLz58/jDt+3b58gmeXLl4OF6hIaFy5cENfNeF12XjPnePz4sSiIZ2udB7Mc2uK2k3nJ4MbREZgwqCHy2eaBY79KiPRygObxLsSEHkNM2ElogzZAdWMUVH4joLo5CeoHyxETLqtOpiewTe/Xki7JgGagh2ug8hsKpU8HRHl1xMsrExB5ZZFoDhMimsMMy7BmoKTI4JH7OFw6OAbFi9iJMP2LFy+aE7ISPJfJZMDy09evX4evr69R4aD8VgI3P8MfRPMRC98llCWc4BUavMjidFeuXBFgbtgDISwsTGQec4du+LrBR0WIK6/h7t27oom94Xup/ZvlLUiOTAqbNaYtbp8yMxkcG4MJg1sgv50VxvarhvDzo6C+8wfU99dC82A9VP7ToDhbDwq30lC4lxYLh422mbCmCT4IzaOtUN2aguirvcRD5fsT1PeXfGi1GekCTcheaAJXQvNoi/gc47KZ/ZzeQUxen3m0l/RHBu7QBB+GwtcBr11K4fnpSrpyEG7MBP6gNWfWv0kG3vtHo3BBW+TKlUvgbWpxKrnPm0wGyZ0wK75PkmK5bFsbK8wc1RYBJ9nU2nwT9kYcGVjDcVBLUS1RHbAY6ttLxEN1cw5UvmMQfeVnRF/qA9W1oVDfXgD1vZW6x63ZUHp3FMW2WHCLTbiZv6AN2gHt493QBG2Byv8XKM7VgvJCU0T7tBdahjZkv+jZGkM1PfwENA/XQfNwAzTBeyHqJkmyyDRk+fnIgO0hObfWQx0wHao7v0MZuAevbm/C06uLEXFuDMJduyLUbUCal4Mw5xo29VySDDIok9A0xT4LdrbWmDy0FfyPO5iXDI47YOKQlshvZw2Hn1oj/NLvcUSgJ4Qkn2/Ng+r6RKj8xuoe18dB5T8T6ttLdRrG7SVQ+TlCeaENFOcaQeFZG0qfTlDfWw7Nw83QPNwK9d2lUPq0heJ8Qyi920J1bSA0QZsRE3ocMeFOIrOT2dLUOlQ3xoqmH9qgdZkGLDO7BvJZyCDCCeoHKxB9tS8U5xsgyq0UXnq0RqT3NIScnYrH7pnDEWwqEfB45ip57ByOfHZ5RX91c9dTSwhqpWaQkFRMfI1msLFjx8LOzlaYc7iTT8kESOwzt06OxfRRrQUZDOvbHCHe800jg1gNIknCCFgIoWHcmK4jjhvToA5YFPc9qpu/IvpidyjPN4PibF3R3FsdMBeaB+ugCdwI9b0/ofTuDIVbESjcSkLhUUkscpqptMGHdOaqwJVQXRsA1fXRUN2cAvXd3xETduwDYdBcFbRe7BI1wXugpU+EWomMIrK4DNKaDLSRrlA92oeoy4Px2rkwXpwugyfOjUVvgMduxvcJTmzNZPTXSQauW4bBOm8e0VWSJnBLD0kGZpCwpcmAPgg6pgvks8bg3k0R7DU3DqSTBHhjSMDoYxZDfes3qPx/her6ZKiuT4I6wEBDufU7VL5jEX1lMKIv90P0pR+h8h0Va6r6C+q7KxDt5wCFW/FY30ZZKM/WFE1DtI/3Qhu8H5pH26G82EnsEpXebUTYoPLhNmgjXGL9F+7Qhh6B+gF9G1uhDT2ImPBTFgfKrEBGliOD2ISwh+t0+QC3F+DNva2xJSF+Q7jncIS7/iA6/T12G5kh8wEsQTyGZFC0aFFIMjADUKfFKViMjx3W8ubNi+G96+PqwRFm1QzSBxno/BMpJ5/Fgkiirw5F9OWBgiyiL/WG6uZsqO/8KchCfWepeF15vrnQPujbUNycK8xUmqDt4EN95zedb8OrOZQXO0J1w0FEVAlTVYSzMFepro+Eym+4LrLq9mxBIFkB0FPzG309t6B18zoomN8GW1fPgCrMPfUkG3FaEHf01f7CvPjGvRyee3RA+PlJCPaYYNY1YglA/pznJBkcWzMQ2bN9J0LxDTs7WgrTpGZgBskqFArRczl37tzo930V+OwdYtaJnjnIwEgyoYbhPwuq61Og8hsvtBFDAlLdmIboC62hONcYCs+aUHq3h+bBBmGqon+Dvg3FmcpQuBWLi67ia9rgvxETelQQh+oW/SfDhdNcHTBD2K2zeuSUt/MGNGtUE0UK2WHPxlnQRppIBiwKF7JP5ANQlpowJyju78TLi6PxzKWeyAWIcGmLMNe+Zu0T/DkB25LfHeTmiN1LuoscA7bsNQylNwNkJXgKSQYJisW0F5lPMWvWLNGfuU+HyvDeM9isZMAkNiaz5bPJg97f18Z9Dzp/jQTXzHZcwCKobs6F6saMWN/GpI9lcWsuoq8O+6B9+HSB+tZcqO+tgvrBGkEcygutoHArFfsojujLfaB5tAuaxwd0/g3mbfgNgupaf93j5ngR8RKjB8hIV2iDNuqiqx6zHs4RXdRVBvZtXDi9Hk0b1kDRwvmwf/Ns47QC0R/4ENT3lgpyFSY+hoIGrMYzvz8R7jMHoZ4OusYw0gRkEiaQDLYv6CL6H7Pgp7Ele0xDro+PlmTwsTxS9B/JYPbs2YIMetlXxoXd5iWD+87jsHCiPWzy5kDHFhVx8/TkjwEwswG+hX+Pyu+XuDDcaJ8uIsJK5G3cXQH1vb+gujkDCs+qUJwpJx5Kr9ZQP1gLTdAOaB7vgTZwA6J97KG80FhEVikvdYEmcJUu0U/4N1yhfbwVmsAVUD/4Uzw0jKyKSL9N5lNEBuwRfHMyFJ418MbZDi9Pl8CTM10Q6jle9PO25M45s5+b/Y83ztORQc2aNU2q1JAiEAMgySClkjP4HKuyLlq0SPRY7tqmMjy3m5cMWPiOBfBYCM++WXn4O8XbDVsYPLOcFkJHuQjDHQOV3xiork/4EFl1Z5kwXZFElOeaQuFZR0ROqfwnQRPISKit0ARtQ/TVflCcrwvFuRriwf81j3bossbDT4HllVX+44TPQ3VrGtT3/9BpH59Ju0iWDJgNTDNQyN/Coa8KPoo3t9fjxYV+eOpcC5EubA7TE8Fuw6QT2Aw5RiSD5TN0ZMDKzizvY+khycBMEv7zzz+RL18+dGpZGe7bJBlkagIJWAzVTX1kFX0bjjpH+G2DRMBrQxB98QdE+3QSDxFZdffPD6G4txfEZo2XgsK9LJRezaFh1jhDcVmHJ2Q/6M9Q+f0Mle9A8WCGeEyEU5wJRxuyRxeG+2g7NCEHYhMBUxaKmyAZRLqJ6/lgBuqMqGuOeHnjT11JiPPTEeI+EsFuQ7NUQlhaaCVsebl0mo4M2DgrLYYkAzNJ2dJksJiaQd7saNekHPxOTpRmooyuDTER8NooRF8egOiLPRF9ua8uVFdkjf8F9Z0lH7LGY81V0ddH6zLAH++FJni/0CqUXi2g9GolQnJV10dBy5pVLGJIe374KVFeREP/RvC+JMkiQTIIO6bLTPesjjfONsIMFOn2A4LPmDepMi3ANaN9B8lg0eQfhM+AjbPSYkgyMJOUV69ejUKFCqF9s0pw3mze+ilBbuOwYpo98ttkR4sG5eDztySDTK15kOgCfofq+nhRZkTlOxriwaxxJgKyLtXd5SKPI/pCW52G4VFFkIf6ziJhphJhuPdXIprtHi80FfWqVL4/Q/twnegHrA/F1QTSRzIeZ/cORpM6JVG0sB32rJsK5cMDeHVzBZ6f64GnzjVjzUC9MmVRuPRIFCSDX8d2El3OunbtaiaUSvo0kgySlo/R77IcN3s0tGpUASfWm5cMOFnZW5k9lpvVK4vz+ydIzSCjawbmuP64rPFpoFNcdWMq1AEL4uYGcziiL/aKDcOtDcX5xlDdnCqKG2oCNwn/hsp3BBQe1eGxtgoaV7dCkQJW2LyoP8IvzkPI2UnCByDNQOarM2Ys8ZAMJo/sKMhg4MCBRuNQag6UZJAa6Rl8dvv27SI5pEXD8ji+bpBJYWTGTBBJBlk0lDY1pMFihh9ljU/QhdkanFPkbVwdCs9tXdG4ZiEUssuBtbM6mH3+GjPH5TEfSIdkMGlEB0kGBhibYf7cuXMnypQpg+b1y+OYJIO43WmmN+cYAGtG/q2uO8ehfo1SKF8qH7Yt7C7JwAwRQakht0AXR4we2EaQgYODQ5rgoNQMzCTmQ4cOgZmCDWuVwaG/WG73A8ub4+9N839A6aI2aFirNNx3/yLBNpOAcHohkOObHVCraknUrV4aB1b0N/v8NccayErnIBkM6tlckAEbcqXFkGRgJimfPHkSTA6pU60U9i3vZ/bFtOePPqhRqbg4/8mtYyUZSDIw6xzQk0G9GmVwcKUkg89NPIZkwOoGaTEkGZhJypYmg/0r+otdW+1qpXByiySD9LKjzizXIcnAvJp8asnkgfNYdGpVHf/85z+xZMkSM6FU0qeRZJC0fIx+18XFBXXr1kWVcoWxY3FPs2sGkgykA9mSxCPJIL2RgQPqVCkkyGDjxo1G41BqDpRkkBrpGXz2/PnzaNKkCYoVzIN1s743OxkcWNkf9aqXRs0qJXFs0xizmggsCTLy3BmDxCQZpD8yqFHBTpDB1q1bDZDGcn9KMjCTbH18fNC8eXMUtM2OVTPam50MjqwZiCZ1y6JKhWI4sGaEJAPpMzDrHJBkkL7I4M4pB1QtpyODPXv2mAmlkj6NJIOk5WP0uxcvXgTTxkkGK6e3Bxtap9ZuaPj5E+sHoWXDCqhQtgh2rxxmViCQu/eMsXu35H2SZGDe9Wq4dlPy943jDqhQKp/oZ+Dk5GQ0DqXmQEkGqZGewWdv3LiB9u3bw846O5ZObo+HruadXJIMJGBLMjDvmkoJSKfVZ/yOOKBcSR0ZeHh4GCCN5f6UZGAm2d67dw+dO3cWZaYXTmgPlp0258SRZCDJwJJkcGyzg/BHydBS867blGLAtcMOKFM8H/7v//4PZ8+eNRNKJX0aSQZJy8fody1NBk4bf0abJhVRoqgdNizsJ81E0mdg1jlwYO1I4Y9qUrcc6J9KKYjJz6WeTGhivnhgNIoXscW3334LmqDTYkgyMJOUHzx4gG7dusHGKgd++6Ud7jk7mnVBuW0djO9bVoaddQ4smdrZrEBgyR2nPHfG0Gh2rhiK8mUKo3Xjiji5wfyFFiVJGE8Sj9zG4cLeUShc0Bbsq+7r62smlEr6NJIMkpaP0e8+evQIffv2ha11bswa0wa3ncxLBme2DUbnVpVha5UNiyZ1lGQgNQOzzgFJBsaDtaWJTZKB0bCbPg8MCQkBS83a2uTBzNFtcPuUJAOpFWQMrYD3SZJB+iIDjx0jkN/OGnZ2dggICEgT0JOagZnEHEcG1nkwY1RrBJwaa1YzETWDH1pXho1VNiyc2BGqgIwDNJIU0v+9kmSQvsjAefNQWOfNg2LFiiEoKMhMKJX0aSQZJC0fo9+NiIjAsGHDYGuTF5OHtcLNE+ZtDXhu52D0bF8ZeXNnw9xx9ojy/9BvV4Jt+gfb9H6PJBlIMpBkYDTcJ33g8+fPMW7cOFjnzYsRPzbC1b9HmlUz8NkzGH07VkaeXN9hxpgOeHV9kVltxukdrOT1WZbwJBmkJzJwxJHVA5A923eiYVZoaGjS4GOmdyUZmEmQSqUS8+bNg62tLVo2LItjawaAjiBzOZskGVgWDLM62UgyMN9aTe2aD3J1xI6FXUVdoipVqoAbzbQYkgzMJOX379/j1KlTonKpnU1uzHZog5snxkgykFE/GUKDk2SQvshg2+8/4Msvv0S1atXw8uVLM6FU0qeRZJC0fEx698mTJxg/fjzy5MmDto3L48S6gWarUXR5/zD83K0W8ubJgSkj2+O5rzQTZfXdvDl//9Zlg1C2ZEG0blIRpzbKPIPU7u5T83lqBhvn6ciADbOioqJMwqGUHizJIKWSS+Bzeu2gXr16KJDPCvPHtcXtk+ZxJPsdHg3HgU1hZ2OFcYPbIvLKggyx4zQnYMlzWc5UtnJWDxQuYIUOLSrDdYskg9SAeWo/+9DVEX/O0JFBo0aNoNVqE0Ab878kycDMMjXUDuybVYDTBvNoBzeOjcHEIS1F7LHjz20QcVmSgSQH85HDgokdRNhylzZV4LF9sNnMm6kFxqz4eZLBkqk6MmjWrJmZESrx00kySFw2KXrn3bt3OHr0qOiHXDC/FX4f3x53nFKvHUgyMB/wSRL5VJaSDNKPz4BksGhSZ/zjH/9Ay5YtU4RDKfmQJIOUSC2Zz4SFhcHBwQFWefKgS5uqcNuaerXbkAzGDmqNiMu/SzORdE6bbQ5IMkhHZODiiF/Hfi/IoGvXrsmgjfnelmRgPlnGnent27c4ePAgqlatimKFbLB0SkfcdUpdRjKT2KaNaCPMRCP6tUCoz3yzAYHcKX+6U85qMpFkkH7IINDFEZNGdBBk8NNPP8XhiqX/kGRgIQkHBgaCN5KJI93bV0+1HZa1jmY7tEWBfNb4uVcTPPaaK8lAagZmmwOSDNIXGUwcbi/JwELYnOan1Wg0YCPrMmXKoHTxfFg58wfcT0VZa0kGcvduSW1FkkH6IoNRA9qIpLMxY8akGXZJzcCCor5//z4GDBiAnDmzo0+nWji/a2iKozQkGUgykGSQfgDbklFOgS5j8VPP5oIMZs+ebUGE+vjUkgw+lodZ/zPUDsqUyI9Vs7rgQQq1gztOjpjn2A757azQr0t9PDw7y2wmAkuCjDx3xiAxqRmkH6KRZGBWGE4/J2M7TGoHuXLlwIAudeC9d3iKtIP7zuOwcKI9bK1ziiY3AS5TJRlIn4FZ5kB0wBL8Nt4e1nmyoVvbKvDcIfMMLLnzT+7cD5zHolPr6kIzWLRoUZqBmdQMLCxqagdbtmwR1QcrlimI9fO6gdECyU2I+O8/cBmHxZPsYZM3B+ybloO/0ySzAIHcuWeMnbsl79Mb/8X41cEeVrm+Q+8OVXBhtySD+OsvLf+/f9oBNcrb4auvvsLGjRstjFAfTi/J4IMsLPYXOxX17t0bOXNkw6DudXFx/whJBnJXn27InOXQp41qjzw5v0P/TlXgs0+SQVqCf/zvMiQDBqGk1ZBkkAaSVqlUWLduHYoXL44q5Qph8+89wCzD+JMgqf+pGSyZbA/bvDnQrmk53Dg1Md2AiSV3rfLcltdcJBmkH38BMeDOKQdULavTDHbv3p0GCKX7CkkGaSRqf39/9OjRA7lyZMOQXvVx+YBpzW8euo7D8mn2yGeTA60alsXlI5IMJFGYhygkGaQvMrh+zAHlS+UTZiKWxU+rIckgjSTN5jfLly9HoUKFUK18QWxdQO3AtEm4ZqY9CtnlQNO6ZXFu/wSpGUhTk1nmgCQD09ZhUhp8at975D4OvkcdULaEjgw8PT3TCKEASQZpJmrgypUr6NSpE3LlzIYRfRrg2uFRJpmKJBmYZycsNYqP5SjJIH2RwbUjY1CmeD58/fXXOHfuXJohlCSDNBM1RJOKZcuWoUCBAqhbrRh2L/sRQSZoB5IMPgYxCermkYckg3REBm7jcHH/KBQvYofvvvsOly5dSjOEkmSQZqLWfZGPjw/at28Pq9w54DCgMXyPGK8dbJzbGSUKW6FR7TLw2DPeLCYCCajmAdSMLEdJBumLDC7sHYXCBW1Ex0RfX980QyhJBmkmat0XvXnzBkwkyZcvHxrUKIF9y/siyM24yUhNokalYqhTrRRObXOUZCB9BmaZA5IMjFt/qfUHGPP5R27jcH7PyDgy8PPzSzOEkmSQZqL+8EVeXl5o27YtbK1zYdKQFmCvAmMmyoEV/VGvemnUqloSJ7Y4mAUIMvKOVl67ebSaF36LMGl4O1jlyoafu9bApX0pr6FlzDyWxyROPiSDM9uHI79dXtjZ2YE5Smk1JBmklaQNvufVq1eYN28ebGxs0KROKRz6qx84CZJbJJIMzAN+kkQ+liP7aTv+3Bo2eXNj7IBG8D1sWthzcvNWvp/82tbLiDjgvHkorPPmEXlJQUFBBshh2T8lGVhWvgme/f3793B3d0eTJk1gmzcXpg5riVsnktcODqzsj3o1yqBWlZI4vllqBhLUPwb1lMqD/bQdfmotGidNHtoK/kZqqnoAk8/Gg31yspJkkCBkZu4Xnz17hunTpyNPntxo2aAsjq0dmKx2cHj1QDSuUxZVKxbHoXWjpJlI+gzMMgckGZgPzJMD++TeD3JzxJHVA5AjezZRzywkJCTNgFBqBmkm6o+/iNqBk5MT6tWrh3y2uTFjZCsEnHRI0lR0Yv3PaNWoIiqUKYzdK4eaBQhSupuUnzPPrjw9yFGSwecnAyabBZwcC6cNAzBuYAN8+eWXqFatGl6+fPkxcFjwP0kGFhRucqd+8uQJpk2bBqs8edC6UVmcWD8AnBSJ7R4kGWQeAP7/9s4DKqqr++LpYhdEUFHsCooKqAg2lj0Cil2xKwhK0TDYUCIqKioaE42Jmmg0ItHPvwUrotjT1MSuscckJpr2pZierP1f++Lw0SHDDMw8zluLBczMe/PevjP398699+xjDhDQn4PAIO/vXF7fRWM9TheCj3ZOwq7XRmPhlN7o0clFlcotX748Ro0ahV9//bWgbsRozwsMjCblvz8Qo4PU1FR07NgRjg7VEBfZS5lU5fVBExgIDPQduDF/CwyKHwY3U6Nw6p2JypZm8tiucGveAM899xyqVKmCNm3aIDAwEMxJKs5NYFCcaufyXg8ePEB0dDSqVrWBbxcXpKwLzDM6SFkfDJ8uLdG0sSPeXh4kw0QyZ2CUz4DAoHhgwHyiy/siceDNcVge0w/D+nqhVk17ZUhHVwJvb29ERUWBfkS///57Lr2FaR8SGJhW3wKP/vfff2Pv3r1o27YtHGtVw8IoX9xI1eU6VHTk7WD06+kGRwdbrJgz2CgdgTHvMOVYlhm5CAxMCwMWs2INk62vjMDsSb7w9nRGuXJWqFixIlxcXNCvXz+sWLFC5RRwtKCkNoFBSSmf6X3v378PnU6HqjbWqqTl0beDc4XBsU0hGNTLHTXsKiMhuq/AQCIDo3wGBAbGhwGXiH6SosPRTcFYv3AIQoZ5o3GDWnj22WdRvXp1eHl5ITQ0FMnJycU6SZyp28nxp8AghyTF/wCjg507d8Ld3R0N61ZHwgx/3MwlOhAYWOadt7lHTF+dWYyIsT1VnkFMWC9c2Zf/qra85rTk8SmqaBXdiPesGYuEaH/493CHfbWqsLKyQoMGDdCjRw/Mnz8fZ8+exV9//VX8nU0+7ygwyEec4nzq3r17mDRpEmysq2CQjztObp6QIzo4nhiinlORwQx//HZNOkdz72gt4fw+e38hxg/rAsda1REX6YtrKbkPU0pnn3sEwRWAtw5F4b0tE5H00nBMGd8drVs2QlkrK1hbW8PV1RXDhg3Dhg0b8Pnnnxdnt/Kv3ktg8K/kMt2LeZewfft29cFxblQLr8YOxO3DWUtjnkoKwbDe7rC3rYyFU/rg0ZVlRhkmsIQOS87RdOD/7L0FCArorGCwIMoPnxzM+rkTCOQBgSNTcGV/JA69FYjX5w3EyH5eqOtYXQ0F0YiSqwQ5IZyWlgYWtzL3TWBgRi1EH5KwsDAVHQzz98C7W0KzRAcfbg3B2H7uqnD57Ml9QLdJ6SRN10mWFm0FBrl39nlBkBPCZ7eHq9yA+To/dG3fFJUrV0LZsmWVn5Cfnx+WL1+Oq1evgkPAlrIJDMyopf744w8kJSWhWbNmqtLRqrmDcCftf3dpAgPp+E0BKIFBwTDghPD1gzqc2ByCtxMCEDbSGy5OddRcgK2trZrvGzlypPr+Pnz40Ix6lcKfisCg8FoVyytv3bqF4OBgVLWpgrEDvdSSNP0disBAYCAwKLjj1n9fjPGbGcIX90xGyuPcgP69WsGhRjVVkpL1zGk2GRMTo8pT8mbOkjeBgZm1HpNNNm7cqMLNFk61sXbBELVCgR9s+syPH+wBO9sqiInoDfrQm6JzkGOWLuhIZJATMLcO6fDhtjBsWzESMeG90L51Y5QrV1aVomTkPmDAAKxduxZ3795FSeYGGLP7EhgYU00jHevSpUsYPnw4rKtUUtHBme3p/vIXdk9CVGBXONSww5QQH3z98RKBgeQaFPkzIDBIhwGHgmgteg5bAAAUSklEQVQWeXRjENbHD0Hg4A5oWK+migKYG8DEUOYG7Nu3D6xJorVNYGCGLUpzqnXr1qF+/fpwa1YHGxYHgOEqK6JFT0xfD64b7wMmC8ldfOm6izdFe5d2GHBC+NzOCOxdMxZLpvdBT28X2NnaoFy5cio3oGfPnoiPjwfrEZtbboAxuy+BgTHVNOKxGB1wbbJNlYoIGtJOORsKDKTjFxjkHNIxZG6AuQE3DuoycgN0gd3g6lIfVlZllFlcy5YtMWLECGzevBlffvmlEb/Z5nsogYGZts2jR4+wevVq1KlTB61c6uLthGG4uIeRwfMqUzRyfC+JDGSIyCiR4Z2T8zBqQAfUdrBD/NTeuK7hPIN0s7gXVG7Aa/MGIqCPJ2rVsFO5ASxDS5uIyMhIHD9+vETM4kqyOxIYlKT6Bbw3w9IhQ4bAztYa4aO88e6WcLwYnl6eMGJMD3x5epFROgNT3G3KMS0nirmUMgO+XZqhhr01Xprpj9uHjXP3bcgdu6n2uX0oCmd2hGHXa2MwL9IXndo6oVKlisosrkmTJvDx8cGSJUtw5coVzUwIF9C95HhaYJBDEvN54Oeff8aqVatQu3ZteLrVx/rFIzAv0k9litI+gGO90ulaTqdrrm2lh0FNe2ssn6UdGKSbxUXiZFIINiUEYMJwbzg1rK1yA6pVq4ZWrVqpugG7du0yG7O4kux9BAYlqX4h3psFLpjRaGtTCeMDvDE1pJfAQIaHjHoToDUY3E2LUrkBB9cFqroB/j3cMsziOOzauXNnxMbGKrO4P//8sxDfwtLxEoGBmbfz999/r1Yy8E7Gw60x+vt4CQwEBgKDbOVhOSFMp1/mBvzfylGYGdoLHq6NULasFSpXroymTZti4MCBapWeOZvFlWR3JDAoSfUL+d4nT55Et27dlGdRXUcHdZczbog3Pj0VZ9ROwVyHMeS8TDsUZsmRASeEr+x7Acc2jcf6+KEYPbC9MoujZTRzAzw8PBAREYHDhw+DizJky1sBgUHe2pjNM999952KDuiB8vTTT6syeQN6ueOTwzECA4kSivwZsEQY0NH3410R2Ld2nCok361DU3WzRAhwjq1r165ISEhQE8L//POP2XyXzflEBAbm3DqPz43p7qdOnUL37t3x1FNP4YknnkDvri64nDKjyB2B3HWb9q7bEvS1FBikm8VF4v2tE/HO8hGIGNMVzZ3rqqEgGxsbODs7qxKSa9aswe3bty3gm21epygwMK/2yPNs9NEBP/QCA+nAjQkZc4dBevb9ZKRtHA86+Q7y9UBNe1u1KsjBwQEdOnTA9OnTcfToUTB7XzbDFBAYGKZbse/F6ODIkSPw9vbGk08+Ce+2DbFjdTDO75+JK4dicPPobNx7Nw4Pzi7Cd+cT8NPlZfhVKqFJ5FSIYbSLzDPo3AzmtLRUVQ9L1eHs9jAkvz5WFZKnWVzFihVUbkCjRo3g7++vEjPv3LlTanMDjNkRCQyMqaaJj/X1119j7ty5yjmRhTTqOtZCK7em6O7tpjIpdeOfx9IXR2L90hDsWhuOY+9E4kzyDFzYPxNXU1/EzaOxChgPBRgCiUyQ+Gj3DPTs1BS1qltj5Yv+ygfLVMlfBR2XE8LXDryAU0kTsHHJMAQN6YiG9RxU4RiuqHNzc1MW7zSL+/HHH038jStdhxcYWFB7MzrgyqKhQ4eiefPmYOZkvXr1wBJ7dnZ2ylOF5lrPPPOMih44mVbH0QGtXJ3RvZM7hvbxRGRQz6zA2BKJs7tn4MKBWY+BMRufnpqHr848jjAuLcOvV2VYxpjDMuZ2rJPbpqOzlzPqOljjjXn+WarrFdR5G+t5msXRlTd1fSCWRveFT+eWqFbVWpnFOTo6qroBLCR/7tw5TZvFlWR3JDAoSfUNeG8CgUvk6KN++vRp7N27F2+99RYWLVoEnU6nzO24DLV169YFAoNzD2XKlIFjbQe4t3RGl45uGOjrgbDRXRE/MwBvJgRj+5pwHElihDE9EzBi8empufjqTLwakvpRgGHRkUZJwYATwjSLO83cgFdHY1rI83Bzqa8mhKtUqQInJydlx1KazOIM6BKMtovAwGhSms+BCAxOpH322Wc4c+aM8l8nMBYvXpwFGEzHd3FxUREG7bL1EYa1tTXKly+fEWEw0rC3q4aWzZ3QuYMbBvh4IHRUF8RH5wTGRUYYh9OHpHICY5lFd5rmdkdvrPMpbhh8msbcgMk4nhiMNxcOxbC+Xsokj5Gsvb29yg3gjc2JEycsopC8+Xzzi3YmAoOi6WexexMYv/32G7744gt8/PHHSElJwaZNm7B06VJMmTJF2fdyrTaBwcpOjRs3VkNSXL2hH5LivAXzHhhh8LddNdtMwGiL0JGdH0cYIdixNgJH34nER7un4dLBWbh2aLaaw7h7Mj3C+PZcAn68tBS/XBVgGKuTL+xxigsGNIs7lxyBA28GIU7nh06ezrCuUhkVKlQAS0iybsDLL7+M69evQ3IDir9rERgUv+YW9Y70bqGfO8dqDx48mAEM3rkxvb9Tp05qUo/A4AoPfqn1wKANAIeh/geMp2BrWxXNmzVBp3au8O/ZBkFDOmD+tMFYuyQY216PQNpmHc4mT8WllBhcS5uNW8dicffkHDUkJcAwzdyNKWGgcgNSIvHBf0LxzvKRCB3ZBU6NaBZXBoxAGZmOGTMGycnJoPWKbCWngMCg5LTXzDuz+tNXX32lKkGlpqYiMTFRRRiTJ09Wy//at28PV1fXXCMMdgi8M3zuuefUpDeXzVasUEEBo6NXOjACB7dH3LTBWJMNGJdTY/CJAsYcfJoJGD9clAijsFEBX2cKGNAs7tLeyTi6KRir5gxC356tlRW73iaCJSRnzpypolJLLySvlS+ywEArLWnm1/H333/jm2++weXLl1W+xJYtW9SQQHR0NMaNGwdfX1816U1DsewRhh4YjDIIC/5UKF8eLk2bgMDo08MDYwe1Q9zUQVizOBj/eRxhfLR7KnIA4/RCfHtuCQiMR1dkSMqYMNDnBny0Mxy714zDrDAftHFthAoVyqvl0JyX6t27tyokf+/ePckNMLPvrMDAzBqkNJ8Ox4m//fZb5SfDbNKtW7fmAAbnMDIDo2bNmmoOIzMw9JYdvAt1btIQ7dq2gF+3NhgzwAuxkQPwenwQtrwWjkOJOjWHkQUYXCVVyoBR1MhAnxvw3paJKjdg9MAOyiyOc0r002IJybCwMKSlpYE1OmQzTwUEBubZLnJWeSjAiW9ac1y9elXZDyQlJeGVV15RQw5BQUHqzpNOlZmBwXKGnPTOHRhl0KRxA3h5pANj9AAvzH6hP15bmBUYVw7G4PqR2bh9fE76stpswPjNgrO99TCoX9sGb8b1K3SeAXMDLu6ZhMMbxiNhRl9079gcNtaVVW4A541YN4BmcdeuXZPcgDw+z+b0sMDAnFpDzsVoCjA79ebNm2p5Itepv/rqq5g9e7bKXuVQBYFBY7OGDRuCSU0EBjNccwMGh6caN6oHT48W8O3WBqP7e+HFyf0ygJG6SYczu6bhcuqsLMD48sMF+ObjxfjvxaX4+coymCsw0pKmoIOHE1o41UZiwtB8YaDPDWAJyR2rxkIX1BPNmtRBWav0ugEc4gsICMC2bdvAjHnZLEcBgYHltJWcqZEV+Omnn3Dr1i01fMFltXpghISEoE+fPhnAYJY373S5Bl4PjIoVKyqjNP1KKU6A169XB21aNUevLm0wvJ8XosP7YOX8sdi8MgwHFTCmIz3CiM2IML48XfLA2LchEm3dG6ODR1PVweeWVazPDTi5OQRrFwzFIN+2qGFfVdlEMOpikuPUqVPx/vvvqyXLRm4qOVwxKCAwKAaR5S0sVwGOcV+4cAG7d+/G+vXrsXLlSsyZMwcTJ05Udsnt2rVTQ1KMMFhSMfMcRnZgPPvss6hXpzbauLvg+S5tVLLVjLDeWBGXExg3jsbizom5uPfuPGQA40ICfjaBAWF+MGBuwPnkCKSsG485k/3g4dYA5cuXU0mJrBvAQvKrV69WGfGSG2C5n3OeucDAsttPzt4MFGC2N1fHfPDBB2q9/Nq1axEXF4fQ0FD0798fBAaHpBo0aKCGpDIDg8tqOdHNCIOrpAiMOo610NrNBc93bq2AMT3UD6/EjUHiyjDs36jDBzunqyEpPTDoJXX/g/npQ1IGACM7DPR1A05vY27AKFV7u16dGuo8OYxGm4jRo0djz549UkjeDD5/xjoFgYGxlJTjiAL5KMBsb9qDfPjhhwoYb7zxRhZgeHl5KWBw+WX2OYzMEQaBwdVSNarbw62lM7p7t8KQ3p54IbAHls0eicQVoRnAuJI6S2V56yOM+2oOYxH+mw0Yehi0b+2MtxNG4HhiCFbEDkKvzm6wsa6kIMASkqwbMG/ePFy8eBFSSD6fxrbQpwQGFtpwctraU4DAYLF2GhByWGrdunVYuHAhJk2apIakPD09swAje4Shz/bWA8Pe3g6uLZzQrVMrDO7ticnjemDpiyOwKRsw3lo2Hq4u9eHUqC76Pt8WzZo4qgxhQojzJQMGDAAn4R88eCC5Adr72GVckcAgQwr5QxQwfwX09iD0k9q/f79yrCUwuI6fq6Q4kau3NueYvn6VFF1AaT7IiW59HgZ/00+qbh1HVKxQXnlM0ZSQQ0G0SGcGOS3Tf/nlF/MXRs6wyAoIDIosoRxAFDAvBQgM2oPQT+rAgQPYsGED4uPjwVVSNINjgRh9ljedajkExOQw/ub8Bt1tuSyXWeOylR4FBAalp63lSkWBDAXoJ8Vhn/Pnz2dEGHSupWWIbKVTAYFB6Wx3uWpRQBQQBbIoIDDIIof8IwqIAqJA6VRAYFA6212uWhQQBUSBLAoIDLLIIf+IAqKAKFA6FRAYlM52l6sWBUQBUSCLAgKDLHLIP1pVgMstaUwnyyW12sJyXUVVQGBQVAVl/zwV4PJFWknTyviLL75Q2bX3799XBWzo58PaBAVtfA07ce738OFDgzvzEydOICYmRtVBKMz7FnRe8rwooDUFBAZaa1EzuB66V/7www/KhycqKgr03WFSU6VKlZSrp5+fn8qc5Zr2/DpmwoQGcLNmzQKtEVhHmVAxZGNZTWbc6nQ6g4FiyPvKPqKApSggMLCUlrKg82Tpyvnz58PGxkZltTLrNTY2FkuWLFEWB3S9pOUBM2JZtSz7RkDQp4cZtP7+/sozn26eRYHBokWLVCEbltIUq+Xsisv/ooBYWMtnwAQKMCqgyRoLxBw+fDjLnTjH7C9duqRsD1gUhe6dmTeCgDUEdu7cqeoEVK1aVdlAs1ZAUWCQ+T3kb1FAFMipgEQGOTWRR4ygADv933//PdcjPXr0CPT8p5f/oEGD8Mcff2S8jn/v27dPRRQsGMPCKTRl499FgQHPhe+b3XqZj9OITR8t8DejEr6WP3w+v6GsjBOXP0QBC1dAYGDhDWiJp88OlhbNHEbq2rVrFj8cdry0cebY/vHjx1VUQf98+vwXBQasyTtt2jQcO3YsS+e+Y8cOzJ07V81NMCK5fPkyVq1ahenTp6vX07r59u3bChACBUv8tMk5F1YBgUFhlZLXGU0BriRKSkpSkQHnE77//vs8j80IwxgwCAwMVBPInLfIvLyU5SsZoRAWM2fOBG2fOdnNWsccoipXrhzo7MkayWLlnGczyRMaUEBgoIFGtLRL4FLTiIgI1QmzM9YP0eR2HcUBA05OsyxlixYtVJ1jTmozCqCrJ6MGwoGQYNEZrnCSTRTQogICAy22qhlfE+cEOPxTt25d1cFyuCi/rbhgYG9vr4aQMkcNPC8OaQUEBIBVxFasWCHRQX6NJc9ZtAICA4tuPss6eUYAN27cUGUUWXVrxIgRapI2v6soLhj4+PioVUy5ncuyZctUFMPKX0yik00U0KICAgMttqoZXhNBwInh0NBQVWCd5RlZWKWgrbhgwPkCRgG5bVzRxIQ55kVw2axsooAWFRAYaLFVzeyaOP7OMowzZsxQCWQcn2dVrcJsxQWDBQsWCAwK0yDyGs0qIDDQbNOax4XpJ2Kjo6PVyhzmC3AlUWE3gUFhlZLXiQJFU0BgUDT9ZO98FCAIuHKI1hT0FiIIEhMT8109lP1wAoPsisj/ooBpFBAYmEbXUn9UPQg4/GIoCCiiwKDUf5REgGJSQGBQTEKXprfRg6AoEYFeL4GBXgn5LQqYVgGBgWn1LZVHpzU1QcDMXuYTbNiwQU3O0hcotx92+HltAoO8lJHHRQHjKiAwMK6epf5oXJ554MABZTRnZWUFT09PZfPAmgS5/TDDNzk5OU/dBAZ5SiNPiAJGVUBgYFQ55WCEwf79+5WfD2FQ0A/9f2hNkddGGNDymstRPTw8VMWzvF6b3+MTJkxQy1pfeumlLN5EeluMxYsXZ3FPzXws2mzTqyg8PFzyDDILI39rSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEwBgYFhusleooAoIApoSgGBgaaaUy5GFBAFRAHDFBAYGKab7CUKiAKigKYUEBhoqjnlYkQBUUAUMEyB/wcFQkThdPR56gAAAABJRU5ErkJggg==[/img][br]It took 14 bags of sand to fill the small sandbox to this depth. What volume of sand comes in one bag? (Round to the nearest whole cubic inch.)
The daycare manager wants to add 3 more inches to the depth of the sand in the small sandbox. How many bags of sand will they need to buy?
The daycare manager also wants to add 3 more inches to the depth of the sand in the large sandbox. The base of the large sandbox is a scaled copy of the base of the small sandbox, with a scale factor of 1.5. How many bags of sand will they need to buy for the large sandbox?
A lawn and garden store is selling 6 bags of sand for $19.50. How much will they spend to buy all the new sand for both sandboxes?
Question #3
A landscape architect is designing a pool that has this top view:
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb8AAAGeCAYAAAAE4w/hAAAgAElEQVR4Ae2dhZdTV9u337/le9/nqeHu7lLcpbgVd/diNXxwl0ILAxQoXlwHd5cZhvFhXIDe3/rtNjRMMpkkc09ykvzOWllkjtxnn2ufnIu9z5b/ES4kQAIkQAIkEGIE/ifErpeXSwIkQAIkQAJC+fEmIAESIAESCDkClF/IZTkvmARIgARIgPLjPUACJEACJBByBCi/kMtyXjAJkAAJkADlx3uABEiABEgg5AhQfiGX5bxgEiABEiAByo/3AAmQAAmQQMgRoPxCLst5wSRAAiRAApQf7wESIAESIIGQI0D5hVyW84JJgARIgAQoP94DJEACJEACIUeA8gu5LOcFkwAJkAAJUH68B0iABEiABEKOAOUXclnOCyYBEiABEqD8eA+QgAcE/vrrL3n//r28y82V3Nxc8x3ruJAACQQWAcovsPKLqfWCAOT07t07yc7OlqysLPPJycnxWFyIkZmZKW/evJGnT57I82fPJDEx0cSmAL3IGB5CAn4kQPn5ET5PXfQEbCW1lLdv5dHDh3L50mW5dvWaREVGGgl6Iq3k5GQ5eviIzJoxUwYP+lZGDBsuWzdvMQL88OFD0V8Mz0ACJKBGgPJTQ8lAViSQlZkld27fkWVLlhpZDezXXwYNGCiTJ0yU3/fulZiYGFN9WVDaIcmTf/4p7du0kd49e8qWzZtly6bNcuD3/ZKamioZGRmSnp5uSpMFxeJ2EiAB/xOg/PyfB0xBERFAaQylvZHDhkuLZs1l0c8/y+VLl+TYkaMyasRIadn8a9m8aZOkpKSIqxIgtqHKdO53c6Rc6TJy/vx583duTo6pBkV16OE/DsnM6dPNepwXx7iKWUSXzLAkQAJuEqD83ATF3QKLAASE0tj2rVulSsVKsuOXHZKakmJKeRBZ9OtomT5lqjSq38AIEo1XnMkK67DtTXS0DB86VOrXqSsvnj830kOc7KwsU+KbNH6CtG/TVt6+fSsobeLdIhrGcCEBErAmAcrPmvnCVBWSAMQTHR0t48eOlc4dOsqd27c/iQipHT92XJo1bixrV68xMsv73g77IA6EduvmLenXu7eR5ZXLl+XZ06fyOipKYmNjJeLKFWnepKk0adhQ7t29ZxrDvHzxwkjxk5PyDxIgAcsQoPwskxVMiCYBVEVCUL2+6SHDhgyRFy9eOIR/+uSpfNOtmwwaMMBUfeYtqUF+KMH9vm+fjBg6TKpWqizFvvhSGjdoKG1atpIxo0abBi/du3SR0iVKSomvikmzxk2kdYuWgneL169dczgnV5AACViDAOVnjXxgKpQJQGQQXu8ePWVA337y+NFjsX8Xh+2PHz+Wrp07m/eBaMnpTH6o8rx29aqE79ptSpB1ataS33791ZQa8f7w1s2bsnPHDmlQt57Uq11bDh44IMePHZNzZ89JQkKC8lUxHAmQgBYByk+LJONYigBEFx8Xb1p1oqR27tw5sfXts/XXQ2vPerXrSN1atSUpKclBfrYLQixUb44cNsw0komNibFtMkKNjIyUdq3bSOsWLUz16ceN/EICJGBZApSfZbOGCSsMAVtDlf37fjeNVEYOH25aesbFxcmrl6/k1x07TZeFyhUqSqP69cVZyc92fsrPRoL/kkDwEKD8gicveSVOCEBqa1atNu/palStJrWq15A6NWuad3Y//fCj6bfXrnVr0xI0b7WnLRzlZyPBf0kgeAhQfsGTl7wSJwQgLry3e/Xqlez+7TfZuH6DeS+Hzu2XL182Ehw+dJjpFoF9nS2UnzMqXEcCgU2A8gvs/GPq3SQAgaFkh/d9+ECIe8LDzfu+tWvWmPeBqCp1thQkPwyVxnd+zshxHQlYlwDlZ928YcqKiADkh5aYc2Z/J6gKRWvO/MSHJLgnv9bS6ms2eCmiLGNYElAnQPmpI2VAKxFAaQ+tPG0zOmDUl4T4eNkbHi5tW7WSGdOmmYGpXaXZlfwgzbjYWOnYrr3UrlHTSDUzI8OcL793iK7OxW0kQAK+IUD5+YYzz+InApBd9OvXkpSYKG+T38rdO3clbNlyadqosemIjkGvMTefqwXyg+BGjRhh3hGi24P9gipUDH1WvkxZ2bRxo6ArBPZPS0uz343fSYAELESA8rNQZjAp+gSeP39uRmJBXz5bS0+M5zlz+gx59uyZW3PxoXQXHx8vE8ePl26duziUFLH95o2bpp9fzWrVTQkQI8CcPXNG/4IYkQRIQIUA5aeCkUGsSgClr9MnT8n6tetkzeo1sn/fPjPyC0prKNG5s0BuKEGeOH7CNJLBhLZ5F7xHjIuNM9vXrVkrB/Yf4AgveSHxbxKwEAHKz0KZwaToE4C4IDm8f8MH3/HBek8XV8cinv25vD2Hp2ni/iRAAt4RoPy848ajSIAESIAEApgA5RfAmcekkwAJkAAJeEeA8vOOG48iARIgARIIYAKUXwBnHpNOAiRAAiTgHQHKzztuPIoESIAESCCACVB+AZx5TDoJkAAJkIB3BCg/77jxKBIgARIggQAmQPkFcOYx6SRAAiRAAt4RoPy841bgUbZOz/z3787f5EAO/rwHCvzBcoeQI0D5KWY5fty2UUBsI4rw379HViEHcvDnPYDfJRcSsCdA+dnTKMR3iA/T5mA0/+joaH7IgPeAhe6BxMREycrKMv85LcTPnIcGEQHKTyEzIT78r/bJ48cyZ/ZsmTJpskz14oPj7D/exOAx3rEnt+Dlht/Uop8Xyq2bNyU7K0vhF88QwUCA8lPIRcgPo/r/ceCgFP/yK6laqbI0b9LU40+Tho3ENiUOvnsTg8d4zp3MgpcZ5m3EdFb4TS5fulSSk5MVfvEMEQwEKD+FXIT8MEXOnt27pcRXxWTalCly/do1jz7Xrl6VixcuyKwZM2ThTz/LpYsXPTre0/Nxf8/yh7wCk9eVy5dl+9Zt0qxxYxk+dJiZ2FjhJ88QQUCA8lPIRHv5lSpewswUjpKgJx/IMz0tTVavXCW//fqrmT/Ok+O5r2e8ySs0eOVkZ8uD+/elT89e0rpFS3n69KnCL54hgoEA5aeQi//KL1wgv5VhKzyOihhZmVmyds1aCd+12zSe8TgIDyABEviEAFp5xsbGyrgxY6RsqdJy+/Ztr+Zy/CQo/wgKApSfQjZSfgoQGYIEioCA+W3m5MjPP/woX372uZw4ftzUyGA9l9AmQPkp5D/lpwCRIUigCAls3rRJypcpK6tWrGCXhyLkHEihKT+F3KL8FCAyBAkUIYHDhw5Jw3r1ZMLYcZKWlma6JhXh6Rg6AAhQfgqZRPkpQGQIEihCAmit27Fde+nYrp0kJyWZqs8iPB1DBwAByk8hkyg/BYgMQQJFSCAyMlIG9utv+vtFvnpluiYV4ekYOgAIUH4KmUT5KUBkCBIoQgLp6ekybfIUqVyhohw5fFhyc3KK8GwMHQgEKD+FXKL8FCAyBAkUIQGM67l+7VqpUbWaLFq4UHIovyKkHRihKT+FfKL8FCAyBAkUIQEMInHsyBGpU7OW9Ovdh/1oi5B1oISm/BRyivJTgMgQJFCEBDDw/MMHD6RxgwZSq3oN0+ITv1suoUuA8lPI+7zyWxEWZkaRwHp3PxiJIjMzU9auXsMRXhTyhCFIwJ4AfocZGRnSpmUrMwrTkydP2N3BHlAIfqf8FDL9X/ntlpLFisuypUtNtQrm93P3g3cSKSkpsmrFStm9axerZRTyhSFIwJ4AxnMdOniwlClZUg4eOMDfmD2cEPxO+Slkel75fT9/gbyOivLoExUVJc+fP5fFCxfJnvBwvpBXyBeGIAF7Aqj6XLp4iZQrXcZMb4SSIJfQJUD5KeS9TX7hu3fLV59/Ie3btDVTE2F6Irc/02fIjGnTZdKECXLh/AVWySjkC0OQgD0ByO+PgwelYrnyMnL4cElNSbXfzO8hRoDyU8hwm/wwnx+qPX+Yv0Cio6M9+7yONnONxcTEmOoYxORCAiSgRwDv1R8+fChVKlYyo71Ev47WC85IAUeA8lPIsn/l5/2URgrJYAgSIAEXBCA/DG32ddNmghner0ZEuNibm4KdAOWnkMOUnwJEhiCBIiaA3yne840bPcZ0d9gbvqeIz8jwViZA+SnkDuWnAJEhSKCICeB3itbXa1evNtMboXEZ1nEJTQKUn0K+U34KEBmCBHxAAI1eLl68KCW+KiYTx0/gxLY+YG7VU1B+CjlD+SlAZAgS8AEB/Fbj4uKkbKnS0r9PX4mLjWXLah9wt+IpKD+FXKH8FCAyBAn4iABmeGjZ/Gvp1L6D3Lxxg9Mb+Yi71U5D+SnkCOWnAJEhSMBHBNDoZczIUdK8SVPBDO94D8gl9AhQfgp5TvkpQGQIEvARAQwluDIszLT43Lh+vWRypBcfkbfWaSg/hfyg/BQgMgQJ+IgASnonjh83E9vOmzNHkpKSfHRmnsZKBCg/hdyg/BQgMgQJ+IgA5va7c/u2NKrfQIYNGSIvXrzw0Zl5GisRoPwUcoPyU4DIECTgIwKY3QGDyPf6pocZh/fWzZs+OjNPYyUClJ9CblB+ChAZggR8RADDnKG7w6QJE6V6lapy5vQZdnb3EXsrnYbyU8gNyk8BIkOQgI8I4PeKiaNXLA+Tz//zX9m/73eBELmEFgHKTyG/KT8FiAxBAj4kANnt3bPHTEG2MmyFoO8fBejDDLDAqSg/hUyg/BQgMgQJ+JjAqZMnpWa16jJ10mRTDYqhz7iEDgHKTyGvKT8FiAxBAj4mgNFdOrRtJ7179JQXz5+bcT59nASezo8EKD8F+JSfAkSGIAEfE3j54qWMGDrMdHm4e+eO5OTk+DgFPJ0/CVB+CvQpPwWIDEECPiaQnJws6OReuUJFOX70KIc58zF/f5+O8lPIAcpPASJDkICPCWCYs40bNphhzlYsWy5ZmVk+TgFP508ClJ8CfcpPASJDkICPCaCa88jhw9K0UWMZOXy4meXdx0ng6fxIgPJTgE/5KUBkCBLwMQGM9ILRXdq3aStfN20m6WlpPk4BT+dPApSfAn3KTwEiQ5CAjwnYRnrp3bOnlClZSuLj49nXz8d54M/TUX4K9Ck/BYgMQQJ+IIC+fWNGjZISXxWT8+fPm4lt8XvmEvwEKD+FPKb8FCAyBAn4icCihQulYrlysn7dOsnKzOQ4n37KB1+flvJTIE75KUBkCBLwE4Hw3btNi89xY8ZKWloa5eenfPD1aSk/BeKUnwJEhiABPxG4fu2aNGnY0DR6Qd8/jvHpp4zw8WkpPwXglJ8CRIYgAT8RiImJkTYtW0m1ypXl3t27lJ+f8sHXp6X8FIhTfgoQGYIE/EQAMzqMGj5CKpUvL38cPEj5+SkffH1ayk+BOOWnAJEhSMBPBDDSy/Kly6Rc6dKyeNEi4ewOfsoIH5+W8lMATvkpQGQIEvATgdzcXDPSS6niJWTE0KHy/t07P6WEp/UlAcpPgTblpwCRIUjATwTQwOXZs2dSqnhxM8VRSkoKqz79lBe+PC3lp0Cb8lOAyBAk4EcCGRkZUqNqNWnWuIk8uH+fc/v5MS98dWrKT4E05acAkSFIwI8EsrOypH+fvtKgbj1TBZqdne3H1PDUviBA+SlQpvwUIDIECfiRAGZ4WLJosensvn7tWsnMzPRjanhqXxCg/BQoU34KEBmCBPxIAI1ejh45KlUrVZYZU6cJ3vtxCW4ClJ9C/lJ+ChAZggT8SADTGz1//ty89/t2wECJfPXKj6nhqX1BgPJToEz5KUBkCBLwIwH07UtMTJQuHTtKx3btBUOecQluApSfQv5SfgoQGYIE/EgA3R3SUlNl/JixUq92bTl86JAfU8NT+4IA5adAmfJTgMgQJOBHAvgNo4Xn6pWrzMS2Wzdv4ewOfswPX5ya8lOgTPkpQGQIEvAjAfyGUfV59MgR+fw//5WFP/0kGPYM67kEJwHKTyFfKT8FiAxBAn4mgN/xzRs3pHyZsjJx/ATBbA8c59PPmVKEp6f8FOBSfgoQGYIELEDg8aNHZnqjfr37yMMHDzjSiwXypKiSQPkpkKX8FCAyBAlYgEBUVJSMGDZMWn3dQi5euCjo/M4lOAlQfgr5SvkpQGQIErAAAXR3+OH776Va5Spy8MAB897PAsliEoqAAOWnAJXyU4DIECRgAQIY1mznLzvMSC9rVq2WVI70YoFcKZokUH4KXCk/BYgMQQIWIIBqzhPHT0izxo1l4vjxEh8fb4FUMQlFQYDyU6BK+SlAZAgSsAABDHN26+ZN6da5i3Rq317wDpBLcBKg/BTylfJTgMgQJGABAhjp5XXUaxk+ZKip+nz29Cn7+lkgX4oiCZSfAlXKTwEiQ5CABQjgt4yRXmbNmCFffva5XDx/wfT1w3ouwUWA8lPIT8pPASJDkIBFCOD3vDIs7O9hzrZsMTKk/CySOYrJoPwUYFJ+ChAZggQsRGDP7nCpXaOmzJw+XdLT0wXVoVyCiwDlp5CflJ8CRIYgAQsRuHD+vOno3r1rV3n79i2HObNQ3mglhfJTIEn5KUBkCBKwEAE0dOnRrbsp/UVGRnKYMwvljVZSKD8FkpSfAkSGIAELEUBpb+yo0VK5QkU5e+asvMt9Z6HUMSkaBCg/BYqUnwJEhiABCxHASC9LFi023R1Wr1wpubm5Fkodk6JBgPJToEj5KUBkCBKwEAGM9LJvz16pXqWqjBw+nANcWyhvtJJC+SmQpPwUIDIECViIAObxw0gvaPHZrHETQUkQv3MuwUOA8lPIS8pPASJDkICFCOA3nZycLI0bNJRK5csLGr1wYlsLZZBCUig/BYiUnwJEhiABixHAe77ePXpIhbLl5OSff7Lq02L5U9jkUH6FJShiqkPwQ0HH2FLFS8jKsBUKURmCBEjAnwQwyPX8ufOkYrnysm7tWlP16c/08Ny6BCg/BZ4s+SlAZAgSsBgByG/3rl1GflMmTpK0tDSLpZDJKQwByq8w9P45lvJTgMgQJGAxAnjHd/vWLdPXr3uXroJZ3rkEDwHKTyEvKT8FiAxBAhYjgPE83yYnS4O69aR1i5Zy5/Zti6WQySkMAcqvMPT+OZbyU4DIECRgMQKQH6o6h347WOrXqSuH/vjDYilkcgpDgPIrDL1/jqX8FCAyBAlYjAB+11lZWbJ08RJT9YlGL1yChwDlp5CXlJ8CRIYgAYsRwO8ajV6OHT0mxb/8SmbPnGWmNsJ6LoFPgPJTyEPKTwEiQ5CABQmg6vN1VJSR34ihwyQpKYlz+1kwn7xJEuXnDbU8x1B+eYDwTxIIIgIJCQmm0QumOLp/7z6nNwqSvKX8FDKS8lOAyBAkYFECmN5o8KBB0qZlKzlz+jRHerFoPnmaLMrPU2JO9qf8nEDhKhIIEgJo8fnTDz9I3Vq15dedOznSS5DkK+WnkJGUnwJEhiABixLAjA4YurBKxUqyZPFiSUlJsWhKmSxPCFB+ntDKZ1/KLx8wXE0CQUAAc/tdunhR6tWuIxPHjZfo16+D4Kp4CZSfwj1A+SlAZAgSsCiBd7m5cv/+fencsaP06NZNHj58aNGUMlmeEKD8PKGVz76UXz5guJoEgoAAxviMioqSUcNHmPd+EVeuBMFV8RIoP4V7gPJTgMgQJGBRAujrl5qaKj9+/72U+KqYnDh+nH39LJpXniSL8vOEVj77Un75gOFqEggSAij9bd28Wb787HPZsnmzGfYMv3sugUuA8lPIO8pPASJDkIDFCfxx8KBp8Tn3uzmSnJzM0p/F86ug5FF+BRFyYzvl5wYk7kICAU7g8qVLZmqjbwcMlDdv3nCklwDPT8pPIQMpPwWIDEECFifw6OFD6de7jzRp2EiePXsmubm5Fk8xk+eKAOXnio6b2yg/N0FxNxIIYAIY43Pq5MlmeqNLFy9xmLMAzksknfJTyEDKTwEiQ5CAxQlkZGTI8qXLpHqVqrJ54ybJzs62eIqZPFcEKD9XdNzcRvm5CYq7kUAAE4Ds9oSHS8N69WTKpEmmxWcAX07IJ53yU7gFKD8FiAxBAhYngJFeLl++LC2bN5cObdsJSoJcApcA5aeQd5SfAkSGIAGLE0Bnd4zr2aVjJylXuowZ4BrruAQmAcpPId8oPwWIDEECAUAAnd379eljZnaPiIhgd4cAyLP8kkj55UfGg/WUnwewuCsJBDABlPTmzZljSn6Y24+NXgI3Myk/hbyj/BQgMgQJBAAB/NZ/2bZNqlaqLDOmTZP09HTBOi6BR4DyU8gzyk8BIkOQQAAQwG/9wvnzUrdWLenUvoO8ffuW8guAfHOWRMrPGRUP11F+HgLj7iQQoATwW0ejl6aNGpvpjZ4/e0b5BWheUn4KGUf5KUBkCBIIAAL4rWN6o/59+prO7sePHqP8AiDfnCWR8nNGxcN1lJ+HwLg7CQQwgczMTDO3X8Vy5WXN6tWc3SFA85LyU8g4yk8BIkOQQIAQyMnJkb3h4VKmZCmZMmky5Rcg+ZY3mZRfXiJe/E35eQGNh5BAgBJAX7+7d++aWd179+ghKAniGcAlsAhQfgr5RfkpQGQIEggQAvi9v01OlioVK0rbVq3N9EYQIpfAIkD5KeQX5acAkSFIIIAIoLT3Tddu0qxxEzl75gynNwqgvLMllfKzkSjEv5RfIeDxUBIIQAIY2WXed3NMd4ft27ZxhocAzEPKTyHTKD8FiAxBAgFEAI1ewnftlmqVq8gPCxaYkV4CKPlMKiez1bkHKD8djoxCAoFCIDc3V+7cvm3kN2bkKImJiQmUpDOd/xBgyU/hVqD8FCAyBAkEEIF3796ZkV7atGwp33TrZlp/BlDymVSW/HTuAcpPhyOjkECgEEDrzoSEBBk+dKg0btBQTp88FShJZzr/IcCSn8KtQPkpQGQIEgggApjaKC0tTRb+9JOUL1NWwnfvZl+/AMo/JJXyU8gwyk8BIkOQQAARsP3mw3ftkv/+7//JmlWrBO8BsZ5LYBCg/BTyyfZD2LM7XEoVLyErw1YoRGUIEiABKxPA7x7TG5UsVly+mzlLEhMTOdSZlTMsT9oovzxAvPmT8vOGGo8hgcAncPvWLWnaqJEM/XawvHj+XNAQhktgEKD8FPKJ8lOAyBAkEIAEnj17ZqY3at+mrdy8ccNUfQbgZYRkkik/hWyn/BQgMgQJBCCB2NhYmTV9htSqXkNOnzolGPnF6+UvMe8M0ZIUHzxXXC1odIOSpv0H69xZENv+OFffC0oHtiO9WZlZZmZ7zG6PxkA52TmWrgam/Ny5UwrYB5mPl91851cAKG4mgSAjkJ6eLuvXrpWqlSrJti1bCzXSi01IKSkpkpSYVGADmtycHMG+6HKREJ9gBtuGfAuSFbIAsktKSjLHxcfHS36fxIREs6+rbIP4cPzihQulX+8+MrBffxk5bLjs/GWHpcc8pfxc5aqb2yg/N0FxNxIIMgKQzR8HDkjjBg1k9oyZRkCeXiKeHxAISktHjxyRrp06S8vmX8ujhw+dlpwgLuz7285fpUvHTtKxXTvp2K69+SxZvFhQGsV/xl0tkObgQYPM8Yhh/+ncoYN0aNvOpKFFs+amNOcqFma2X7k8TOrUrCVzZs+Whw8eyLGjx+T6tWuSlZlppnxCetwtlbo6l+Y2yk+BJuWnAJEhSCAACeChfuniRcE7P8zyEB8X5/FVQHwQyOaNG6VW9epS/MuvTAtSvEPEtrwLSpvbt26TmtWqm3NimDWUvKZOnizVq1SV72bNlvi4+LyHffI34mZmZJiSKkRq/0G15f1796R3z56C2eoR29Vy5/YdI89hg/9u9INxTyE6fHBdUydPkT3h4UbIVhIg5ecqV93cRvm5CYq7kUCQEYBEXrx4IQP69pPaNWpK9Otot6odbRjw7IBcMDh200aNjcAQC7PE37x500F+2B8lwlZft5ARQ4fJk8ePzYwSKIGiq8WK5culXu3acvzYcZfVpoiT33s+lAp3bN8uDerWk/lz5xox2tJr/y9iQGbnz52TerXryIK58+RNdLRkZGRITna2OT8EjlIlqoQhWEwFhf8w4Fh/L5SfQg4gI5GhfOenAJMhSCCACOC3n56WJhPGjpMvP/vcjPHpSekGxz998kSGDR4i69aslajISBk/ZqyULVVabuWRH/aFsA798YeUK11GNq7fYP7Geiz498L5C/J102ayYN58eZv81uOqRsSIjIyUsaNHS5OGjeTihQv5vreD+OPi4sw7T4xyM7B/f9myaZP8tnOnKQ0/efJEFsybJ1UqVpIxo0YLpn7Ce8BzZ88aYdvS7a/spvwUyCMTKT8FkAxBAgFIAL//n77/wQxwgf8Ao9rPkwc79odwUDLC90njJziVH6SamZEpP3z/vXnHeOzoUYfzPH3yVAYNGCi9vulhRApZursgzRAaJufFVE1TJk2W2JgYh9In4mHf6OhomTVjhjRv0sSMcoMBPipXqCg1qlaTSRMmGAGjGvaz//uPKcliG0Q4dvQYSUxIcEi7u+nU2o/yUyCJG4HyUwDJECQQoAS2bd0q1atUMQ98CMrT0h/2t8ln8oSJUrZUKYeSH8SEd2hoSdmhbVu5GhHhQAtTK00cN94Mto2SF55L7i6In5yc/FFae/fsMccjXXkXrENazp8/L6tWrJRK5SvI6BEj5NDBP+TkyZNy48YNuXH9uqk2RalwxtRpAlmfOH5Cbt++7fF/EPKeX+Nvyk+BIuWnAJEhSCCACfx54oSpJkRT/9SUVI/kZ3/ZEJAr+aExSp+eveSbrl3l3t279oea78lJSabfYbXKleXB/fv5Vlk6HChiRId3iA3r1TfvMB8/euxsN4d1586eM/0cly1ZYkqv9uLf9etvpiS4fetWkxb7bQ6BfLyC8lMATvkpQGQIEghgAhANuhugBSb63UFi3izuyK93j56mlSdaZOZdUHU6b85cqVqpsly9etV9+f31l3kPB4Gh4Q76LqJxijsLGrygk79NfvYlxV2//SO/bdssUdqzvx7Kz56Gl98pPy/B8TASCBICqC5E525U/0VxI6QAACAASURBVF27eq3AjuH5XbY78kPJr3sX5yU/tNREVwe8s0MXBLxDdGf5gMYrsbGmurRzh46mr5677wspP3cIB+k+lF+QZiwviwTcJIDm/ejgDflt3bylyOSH92xDBw+WTu3by/Xr1x1Sl/BPf7/6derK40eP3Hrnh+cXSnl4b4l+fSg5Qnz2JTiHE9mtoPzsYITaV8ov1HKc10sCnxJAP7tftm83rR2nTZnqlnQ+jfD3X65Kfnhfho7p8+fMlWaNm8ipkycdQmBmCcwwgU73L1++dEvCeH7hOByD/nrXrl51W3xIgFvy28pqT4fMCoYVlF8w5CKvgQS8J4CSUsSVK2aMTwwP5m51Y94zupKf7TmDWePRbWDnjh0OkroacVXatW4j40aPMaO8IF5BC6SK0WVQakU3C5QucS53F/fk93eDF0/iunt+b/fjOz9vydkdZ7sp2cndDgq/kkAIEYBA0M0AfdzQYOTNmzdetfh0JT/gxHnQuKZZ48amjx1GVMH4mSh5YtizX3fulAply5lSaFZWltkf2zCINTrjo+sDYtgWnA/vCXv36GH64l29EuFxqdWV/Pbt2WvG/Fy2ZKk5D9LkSZWqLZ1F8S/lp0CV8lOAyBAkEOAEUNpDi080Nrl04aK8y3W/g7nt0o38JqKfn+MIL7Z93iYnS9iyZVK/Th3ZtHGjoEsC5hU8c/q0tG3V+mNLUDyX8Lly+bIp1fXt1VsePXz0SVUo0nzk0GHT0AXdNPDuD8d4skB+ED4Eh9am9sdfvnTZVKdigGxI+/mzZxIXG2cJAVJ+nuRyPvsis9nJPR84XE0CIUIAzwAM4oxuBju2/yLZWZ7P7Qf5TZ86zcgKA1bj77wLSk6vo6LMOJ4YNxOjqGDkFMwEgepOyMhW7YpS3onjx02pDh3jERPH2xaUCGdOmy51a9WWk3/++fE423Z3/sXA3o3qN5CVYWGm9GkvP5T0Nm/cZMb3RLUq+h9OGDfOjAFqv58759Heh/JTIEr5KUBkCBIIcAKQytbNm6VKxYoyf+48yUjP8PiKIKsD+/fLj99/L9GvX39SRWkLhucN9oNY8J7xpx9+lLnfzZH9+/aZ7grv7VpqYl80ZsH2rVu2SGxM7CdCfRP9RrZt2SJrV682VaPOZGs7b37/ojS3dPESOXv6jKl+tZca0gkRX7l8RebNmSPfz59vRnrJSE//pISYX+yiXE/5KdCl/BQgMgQJBDgByA9VjGiMMnjQt0Ym3lwS4rzL827OWRyIBftCLvjgGMjLXj44Dn34zPZ374w07bfbYiCOs2OdnTfvOpvgnB2Pc+HzSTrt5Jw3li//pvwUaCNzWe2pAJIhSCCACeDhj47imAoIHcXRz46LdQlQfgp5Q/kpQGQIEghwAigBoZsAhh/DdEAY75OLdQmEhPyKuthN+Vn3BmfKSMBXBCA/tJb8fv4C0+UBc9dxsS4Bn8sPosALWdQBoy4afzss/9QTYzv2Q5Vibk6O+ddZvbLD8XYrcEPieMx+jP+JnT51Sp4+ferwYtbuEI+/Un4eI+MBJBB0BGzPgb3he8zcfj//+JPTBitBd+EBekE+lZ9NRA8fPJAN69bLpYuXjNTyssN+eEGLCQ8vnD8vK5aHmc/v+/ZJVFSUkRn2cWeJj48XTKuBPi7o/IlOqBgeCDMQOxWvO0Hz7GO76dnJPQ8Y/kkCIUYAz6W7d+5IsS++NE36UQ3q7rMqxFD5/XJ9Ij/IASU2VAlgQsOB/fqZvilLFi02zXXzUkhNSZG94eEyeeJE+aZbN9OHBf1Y0FFy1IgRcvTIEYf+JHlj4G+c99DBg2bW4/Fjxsr2bdtkx/btcu7sWTNGHkY+yP5nFARnx7u7jvJzlxT3I4HgJxAVGWVGNRnQr5/p1I1nHxfrEfCJ/Gzi27B+vekMWa92bTN6+MKffjYSyovl9q3bprUURIdqSkwRgg86a/bv01cwYvnNGzdcNs2FkCC3+XPnmg6j2B/Vn6hyxf/EsB0lyelTp5pSZt40ePI35ecJLe5LAsFNAC0+Me1Qx3bt5PKlS+a5E9xXHJhX5xP5Ya4rlPLq1KwlY0aNloP795vSHOSHqUDyLighonozMTHRlBZNCS0723xHfTpGHkfHTqx3VqVgk1HMmzcydtRoMzPxk8dPjOQgQFSp4hxjR48RjHqAqgmswzZn8fKmL+/ftvOx2jMvGf5NAqFHIDkpWWbPnGWeOwf3HzDPqdCjYP0r9on8MITOqhUrZO2aNWbA11N/njTv3hb97Fx+wAahOFswUgDGrxsy6FszjlzeKgUch3UYHeHSpUtmgkn0u0EJ8tGjR/LixQsj1sOHDplpQRrVry+3bt4yY949e/pM0lJTnZ3W5TrKzyUebiSBkCKAAaa3bN5iOrtvXL9eMJoJF+sR8In8ICO8W0PpCkPyYABWNDxxJb/8UGEIneZNmsrwocNMqTFvSc0mol+2bZexo0ebatbyZcrKsCFDBPNsLVm0SHbv2mXeHdaoWtVUv44bM0amTZliSpMP7j/I79T5rredkyW/fBFxAwmEDAHUSJ3886TUrFbdlADRuI6L9Qj4RH72l42uC2fPnPFYfpAc5Llx/QbzDi9s2XKn1Z4QEfbFDRgZGSmjR4yUpo0ay+PHjz9WoWJCyGdPn5oR2Js3aSJJiUlmm226Dfv0uvOd8nOHEvchgdAggNcn169dN/PqoY3C82fPQ+PCA+wqA0Z+uKEwJQZuJrw7jLgSkX8/QRFT9RkbGyso1aGk+PLFCyNFiBECjoqMNCONt2jWTNLT0j9ug8g8XSg/T4lxfxIIXgJ4vmCwZ7yawYzr6PrAxXoELC8/iAU3EyaHnDFtuukigRHE0YjGlaggOfTxGz92rJHfq1evPtLHNrwT7Nqps7Rs3txpo5uPO7vxhfJzAxJ3IYEQIYDnC/oo43lVslhx05/Z1bMqRLBY7jItLz/cSGgRumzxEtNxFCW56OhoU7JzRZPyc0WH20iABIqKAESHdg6rVq6U//y//5Xw3btNS3IKsKiIexfX0vJDiQ8tRVevXGkmiBzQt5/p34f1Bd1IlJ93NwSPIgESKDwBPJ92/7bLjCq1aOFCMygHnklcrEPAkvLDjYMbBa2kMAxaxXLlTKfRa1evmkYv7uBzV3545+esr6E757Dtg/TinSRbe9qI8F8SIAF0r0Jju5HDhnk9USwpFh0BS8oPo7Dgfd3KsDCpVb2GDOo/QK5fu+ZRJ/QC5RcdLV07dRLKr+huLkYmgVAmcOfOHenepau0bP61abOAGisu1iFgOfmhFAXxrVqx0ozk0r9PH1PViY6jKF3hBsIHdeqmGiGf1pmu5IdzoDq1R7fuUqViRUlISDBdIxDfxPQwf1jy8xAYdyeBECAQExNj+hNXq1xF7ty+bZ5fIXDZAXOJlpIfJILO8L9s3y7omN63Vy+5cumyEVVaWpoZ0QXdEiBCDE+Gfn84xtniSn7YHwKdPWOmlC1V2nSHePXypaBFKMbl83Sh/Dwlxv1JIPgJ4Fm1YN58qVa5snklgucVF+sQ8Ln8UGK7GhFh+r+gdGd/Q0AikNqa1atNAxdUeWIQ68YNGpq6c9Sf2z5fN20me8L35FtSQyyMDTp75kz5pms3wTif9gu2o7tDn169pH6dOoJhzjq1by+nTp60382t75SfW5i4EwmEFAEMmrFtyxbTL3nenDkc49Niue9z+UEUGH3l7du3pqEJZGi/oMSWkZ4hcbFx+X/i4iQxIfHvaY0+OC/54TyIhRIjqjid1bfj3SJuUEgyPi7e/Iu0ebpQfp4S4/4kEPwEMAE3Gr00adhIenTvLlmZWcF/0QF0hT6XH9hASrYPxGG/2KSF92/5fd7l2maC/3tqIvvjP/n+jwAhvrznwX5YB/liu+2DdHm6IA7SytaenpLj/iQQvATwbHn+/Lm0adnSDM7xtoCBOYKXhDWvzC/ysyYK71NF+XnPjkeSQLASwHMB7RN6du9uRnrB8Ix5a7qC9doD4booP4VcovwUIDIECQQhAchu8sRJUqZkKdm3Z88nbRyC8HID6pIoP4XsovwUIDIECQQhAbxG+XugjvLyw4IFhR5QIwgR+e2SKD8F9JSfAkSGIIEgJAD5HT92TNDXr3ePnpKKybLztHMIwssOiEui/BSyifJTgMgQJBCEBPBsQKOXurVqm25ar1+/dtr4Lggv3fKXRPkpZBHlpwCRIUggCAng2ZCSkmLmDoUAMZE31nHxPwHKTyEPKD8FiAxBAkFIAM+GjPR0mT51mhm4Y9vWrZSfRfKZ8lPICMpPASJDkEAQEsCzAQNnbN+6TcqVLiMY6QXruPifAOWnkAeUnwJEhiCBICXw/t17wXRsxb74UgYNGGAG+KAA/Z/ZlJ9CHlB+ChAZggSClMBfH/4yrTxLFS9hplGLioyUD3mGdQzSS7f0ZVF+CtlD+SlAZAgSCGICmDC7Q9t20rpFC4m4coXTG1kgryk/hUyg/BQgMgQJBDEBzFYzacJEaVivvuwJD+cMDxbIa8pPIRMoPwWIDEECQUwAjV42b9pkBrgOW7aMI71YIK8pP4VMoPwUIDIECQQxAcxbGhERIZUrVJRpU6ZIQnx8EF9tYFwa5aeQT5SfAkSGIIEgJoApz54+eWom8e7Xu488evgwiK82MC6N8lPIJ8pPASJDkEAQE8B8odHR0TKo/wBp2fxruXzpUhBfbWBcGuWnkE+UnwJEhiCBICaAAa6Tk5JlzuzvpErFSnL40KEgvtrAuDTKTyGfKD8FiAxBAkFMAM+IrKws2bxxo3zx389k+9atZmJbrOfiHwKUnwJ3yk8BIkOQQJATQOnv6JEjUvzLr+TnH380Hd+xjot/CFB+CtwpPwWIDEECIUDgyuXLUq92HRk3erR5B4iZ3rn4hwDlp8Cd8lOAyBAkEAIE7t+7J107dTZTHD188EDe5eaGwFVb8xIpP4V8ofwUIDIECYQAAUxmO2HsOGlQt54Z5gz9/7j4hwDlp8Cd8lOAyBAkEAIEMLHtkkWLzNx++/bsNY1gQuCyLXmJlJ9CtlB+ChAZggRCgABafP66Y6d57/fjDz9Ienp6CFy1NS+R8lPIF8pPASJDkEAIEEA15+lTp6R1i5by7cBBgpIgF/8QoPwUuFN+ChAZggRCgABGenn44KH06NbdzPCQlJQUAldtzUuk/BTyhfJTgMgQJBACBP4e6SVJhg0eYmZ2f/nypZnZPQQu3XKXSPkpZAnlpwCRIUggRAjgeTFz+nQp8dVXcuzoUUFpEOu4+JYA5afAm/JTgMgQJBBCBNasWm2mN1q2ZIlp8Un5+T7zKT8F5pSfAkSGIIEQInDwwEHT4nPwoEGSlpbGqk8/5D3lpwCd8lOAyBAkEEIEbt+6ZaY2ql+nriQnJ1N+fsh7yk8BOuWnAJEhSCCECCQkJEjXTp2kcoUKcuvmTTPDQwhdviUulfJTyAbKTwEiQ5BACBFAVeeUiZOkYrnysvu33yg/P+Q95acAnfJTgMgQJBBCBDDSy/p166RC2XKyYN480+IzhC7fEpdK+SlkA+WnAJEhSCCECOTm5sqZ06elfJmy0rdXL8HfXHxLgPJT4E35KUBkCBIIIQLo7B4VGWlKfk0aNpLkpCQ2evFx/lN+CsApPwWIDEECIUQAz4zMzExp1riJ1K1V2zR6QWd3Lr4jQPkpsKb8FCAyBAmEGIGc7BwZNXyE1KxWXfbt3Suc28+3NwDlp8Cb8lOAyBAkEGIEcnNyZNWKFVKtchVZuniJKQmGGAK/Xi7lp4Cf8lOAyBAkEGIEbI1eKleoKOPGjOH0Rj7Of8pPATjlpwCRIUggxAjgHd+bN29MtWfvHj3l+fPnIUbAv5dL+Snwp/wUIDIECYQYgffv38vbt2+lW+fOZnLbixcvhhgB/14u5afAn/JTgMgQJBBiBNDdISM9XWZMmyZ1ataUvXv2hBgB/14u5afAn/JTgMgQJBBiBPDcyMnOlu1bt0mZkqVk1YqVnNfPh/cA5acAm/JTgMgQJBBiBPDc+PD+vVw4d16++O9nMmvGDNPiE+u5FD0Byk+BMeWnAJEhSCAECeDZ8eTxY9PdYeSw4fL69WsOcu2j+4DyUwBN+SlAZAgSCFECka8ipXPHjtK9S1eO9OLDe4DyU4BN+SlAZAgSCFECcbFxMmHcOGnaqLH8eeIER3rx0X1A+SmApvwUIDIECYQogZS3KbJieZip+vx1x07JzMgIURK+vWzKT4E35acAkSFIIEQJZGVmyYHf90v1KlVl4U8/SVJSUoiS8O1lU34KvCk/BYgMQQIhSgADWp8/d05aNGsuwwYPkddRUSFKwreXTfkp8Kb8FCAyBAmEKAEMc/bg/n3p27u3tG3VWp4+eRKiJHx72ZSfAm/KTwEiQ5BAiBLAMGcxb97IhLHjzMzut27eZGd3H9wLlJ8CZMpPASJDkECIEsDzIzsrS37+8UfT2f3Y0aOmrx/Wcyk6ApSfAlvKTwEiQ5BACBPAM2Trli1SrnQZWb1qlWRnZ7P0V8T3A+WnAJjyU4DIECQQ4gQO/3FI6tWuI+PHjJX0tHTBwNdcio4A5afAlvJTgMgQJBDiBK5fuyYd27WXzh06SHJyMoc5K+L7gfJTAEz5KUBkCBIIcQJRkZEyqP8A09k98tUrQStQLkVHgPJTYEv5KUBkCBIIcQKpqakybcpUqVKxkqDRS25ubogTKdrLp/wU+FJ+ChAZggRCnEBmZqasWbVKalarLosXLuQYn0V8P1B+CoApPwWIDEECIU4AE9seO3JE6tepKwP79TctPkMcSZFePuWngJfyU4DIECQQ4gTwju/e3bvSuEFDqVqpsmRlZoY4kaK9fMpPgS/lpwCRIUggxAmga0Naaqq0bdVKShUvIS+ev2B3hyK8Jyg/BbiUnwJEhiABEjAtPIcPGWrkd+TwYTZ6KcJ7gvJTgEv5KUBkCBIgAdO3b8mixVK2VGlZvnSZZGVlkUoREaD8FMBSfgoQGYIESMDI7+D+A1KhbDkZNXyEpKWlkUoREaD8FMBSfgoQGYIESMC843v08KHp69ehbTt58+YNqRQRAcpPASzlpwCRIUiABIz8MLRZs8ZNpEnDRhJxJYJUiogA5acAlvJTgMgQJEACZiYHVHWOGTVKalWvIXt2h5NKERGg/BTAUn4KEBmCBEjAyA+NXNauWSMVy5WXpYsXk0oREaD8FMBSfgoQGYIESMDID2N6njt7VkoWK26mN0LndzxjuOgSoPwUeFJ+ChAZggRIwBBAZ/eYmBjT3aFf796SEB/Pzu5FcG9QfgpQKT8FiAxBAiTwkQDe+6HRS8d27eT2rVuc3ugjGb0vlJ8CS8pPASJDkAAJfCSQkZEho0aMMAI8evgIZ3j4SEbvC+WnwJLyU4DIECRAAh8JYFDrsOXLTYvPTRs2CqY74qJLgPJT4En5KUBkCBIggY8EsrOz5fixY6az+/y5cwV9/7joEqD8FHhSfgoQGYIESOAjgZycHLl9+7Y0qt9Ahg8dKi9fvPi4jV90CFB+ChwpPwWIDEECJPCRALo3PH/2XHr37Ckd27WXWzdvfdzGLzoEKD8FjpSfAkSGIAES+Ejg/fv3EhsbK1MmTZYaVavJmdOnP27jFx0ClJ8CR8pPASJDkAAJfCSAvn7p6emyYnmYfP6f/8r+33+Xvz58+LidXwpPgPIrPMOPozJgHD7MwLwybIVCVIYgARIIVQL4DzUEuHfPHvns//4jK8PCTItPrOeiQ4DyU+DIkp8CRIYgARL4hACeK6dPnZIaVavK1EmTJZ4jvXzCp7B/UH6FJSjCkp8CQ4YgARJwJHDzxg1p17qN9O7RU168eMGRXhwReb2G8vMa3b8HsuT3Lwt+IwES0CMA4Q0bPEQa1a8v9+7eFQx6zUWHAOWnwJHyU4DIECRAAg4E0Ll97nffmc7u6PSOzu9cdAhQfgocKT8FiAxBAiTgQCAzI0PWrV0rNatVN8OdYa4/LjoEKD8FjpSfAkSGIAEScCCAkt7hQ4ekeZMmMnb0GI7x6UDI+xWUn/fsPh5J+X1EwS8kQAKKBPCO79bNm9KxfXtp2by56funGD6kQ1F+CtlP+SlAZAgSIAEHAhjpJS42Vvr26m0mt8WoL3jecCk8Acqv8AzZ1UGBIUOQAAk4EoDo3uXmythRo6XEV8Xk4oWLAiFyKTwByq/wDCk/BYYMQQIk4JwABLh44UKpULasbFi33rT4ZOnPOStP1lJ+ntDKZ1/ciKib5/Bm+QDiahIggUIR2PXbb1KzWjUZPWKkZKSns+qzUDT/PpjyU4BI+SlAZAgSIIF8CURcuSKNGzSU1i1amoltMe4nl8IRoPwKx88cTfkpQGQIEiCBfAm8joqS9m3aStVKleXhw4dm0Ot8d+YGtwhQfm5hcr0T5eeaD7eSAAkUjkBqaqqMGDpMKpUvL38cPEj5FQ6nOZryU4BI+SlAZAgSIIF8CWCkl+VLl0m50mVk6ZIlbPGZLyn3N1B+7rPKd0/KL1803EACJKBAICcnRw798YeULlFShg8ZytkdFJhSfgoQKT8FiAxBAiSQLwH07Xvy5ImULFZc2rRsJSgJ4rnDxXsClJ/37D4eSfl9RMEvJEACRUAAz5j09HQzwHWTho3k4YMHrPosJGfKr5AAcTjlpwCRIUiABFwSwIwO/fr0kXq1a8vRI0c5t59LWgVvpPwKZlTgHpRfgYi4AwmQQCEJYIaHn3/8UWpUrSbr1qwVTm9UOKCUX+H4maMpPwWIDEECJOCSABq9HD96VCpXqCgzp0/nDA8uaRW8kfIrmFGBe1B+BSLiDiRAAoUkgCEUI1++NPL7dsBAiYyMLGTE0D6c8lPIf8pPASJDkAAJuCTw7t07SUxMNHP7dWrfQW5cv+5yf250TYDyc83Hra2Un1uYuBMJkEAhCKC7A0Z6mTBunDSoW0+OHDpciGg8lPJTuAcoPwWIDEECJOCSAAazzszMlBXLl0vFcuXll+3bXe7Pja4JUH6u+bi1lfJzCxN3IgESKAQBPGfQ6OWXbdukVPESsnHDhkJE46GUn8I9QPkpQGQIEiABlwRs8tvxyy+Un0tS7m2k/Nzj5HIvys8lHm4kARJQIGB7zlB+CjBFhPJT4Gi7KTmTuwJMhiABEnBKwPacofyc4vF4JeXnMTLHA2w3JeXnyIZrSIAEdAjYnjOUnw5Pyk+Bo+2mpPwUYDIECZCAUwK25wzl5xSPxyspP4+ROR5guykpP0c2XEMCJKBDwPacofx0eFJ+ChxtNyXlpwCTIUiABJwSsD1nKD+neDxeSfl5jMzxANtNSfk5suEaEiABHQK25wzlp8OT8lPgaLspKT8FmAxBAiTglIDtORNs8sPINRi6DQN344MxTHGtRb1QfgqEbTcl5acAkyFIgAScErA9Z4JJfrgmzFAfEREhx44eNZ+LFy74ZK5Cys/pbebZSttNSfl5xo17kwAJuE/A9pwprPwQBxPhXr502UyKe+b0acnIyHA7ITj+8KFDsnzpMglbvlxWLA/7+FkZtkLWrVkjycnJBZbeEAdjlS5ZtEg6tmsvmKZp5PDhZq7CpMQkczxKhdivKBbKT4EqMgfFdcpPASZDkAAJOCVge854Kz8cD5lgfNDwXbulc4eOUq1yFfl+/nxJSEhwek5nKz+8fy/DBg+RSuXLy8xp02X2jJkfP9/Nmi0/LFggcXFxBUoLVZ0Xzp83aRg2ZIhEXLkit27ektu3b0t6Wpo8evhQrl29aqpEnaWjsOsov8ISFDGZTPkpgGQIEiCBfAkUVn6QTVJSksz9bo7Ur1NX2rRsJU0aNpI5s2dLfFxcvufNuwFxunXpIvXr1JHXUVFGdJAdPvHx8YJSG56HSK+rJTsrSxYvXChVKlaSvXv2mNIoxIwPqkLnfved/Pzjj0VWBUr5ucodN7fZbkqW/NwExt1IgAQ8JmB7znhb8stIT5cZ06ZJ7Ro1ZfbMWXLi+Alp3aKl+Q5xubMgDSlv30q71m2kQ9u2RlKQof2noKpKxMD+iDNh3HipVL6CnDp50sxViGpQfKKioqRe7doydfJkSYhPMOfJzs6W9+/eu5NMt/ah/NzC5Hon201J+bnmxK0kQALeE7A9Z7yVH0pUp06dMu/rkhIT5WpEhLRv09Yj+UFsKO1Bmn179/GqVIZS4cuXL2Xrli3StFFjKVmsuHTp1EmGfjvYlPa2bNos33TtatajhDqw/wAZNmSoLF28RJKTkr0HmOdIyi8PEG/+tN2UlJ839HgMCZCAOwRszxlv5YfSFgSIEhSqFa9fuy4d2rbzSH6I8ejRI2nZvLmMGj5C0lJTTUzEhdSwHel0taBxzYHff5cpEycZ+ZUpWVL69ekjkydOlMULF8n8ufNkQN9+UrpESbN93OgxMnXSZNM4JyUlxVVoj7ZRfh7hcr6z7aak/Jzz4VoSIIHCE7A9Z7yVn30KIKob1294LD/0wUMjlOZNmkr3Ll1l9cqVpqUnWnlu37pNzp87V2A/PQgSAk5MTBSIrXKFCnLu7FlT7YmqWQgVcSqULSeTJkww7xEhaxyD82stlJ8CSdtNSfkpwGQIEiABpwRszxl/yu/D+w8SGRkpUydPkT49e8kPC743nymTJpkq1LatWsv8uXMlMSEh3xIgrgMCRCkOckOL08uXLpkSJOQGyeHvyhUqyrQpU8x+WI9z41ithfJTIGm7KW3yWxEWZjIJ6735KCSJIUiABCxMwJvngq2bwo7thZ/J3duSn+1Z9/r1a3n65IlEv34t0a+j5dXLlxJxJUKGDh4sVStVlqWLFxvBucoClOamTJosNapWNd0ccH1YIEZ0e0CcmdOmmSpaV3G83Ub5eUvO7jjbDbFn924pVbyE6fyJOnBvPrgpEY8LCZBAcBLA7xslGU+fDygR4X3Ztq1bzXNm44YNXgPyVn44IdIPQeEa7D/oOB/56pVULFdeWjb/0FbM4wAADDNJREFU2lRXunqWUX5eZ591DkQG42YK371bin/5lekAin4rHn3C95jjf/v1V4mNjTWdUa1zhUwJCZCABgGUbt5ER5sWl+hovjc83O3nxJ7wcNn1228ycdx40xLSX/LLjwOuDe/s0Hm+cYOGcu/ePZfPMcovP5IBtN5efsW++FL69+krmzZs9OiDGxnDAvXr3UdOnzqt+mI3gFAyqSQQ1ATwn2QMJzZ96lQJW7ZcNq7f4PZzAs+I9WvXyYihw6TEV8XEavJDxqF0Cvmh8/z9+/ddVn26Iz/0S8R+RbGw2lOBqk1+qPZEn5WlS5aYjpq2Dpvu/IvqjOSkJMHwQKdOnjIlSYWkMQQJkICFCKCq89SfJ2XDuvWm4QhKSu48H8w+GRmmReSWzZt9UvJDSc5Ub9rNtIBnHdbj37wL9kW1Z42q1aRzhw6SmJDodckPLUrxzm/yhAmSlpaW91Qqf1N+Chj/lV+4qYtHs19PF1uVwfw5cyk/T+FxfxIIEAKQ38kTf8rmjZskLjbOZcko7yXZnjO+au2JUuqvO3bKxPHjBTMt4BmFz8MHD0zVLa4F+9g+aPzy3axZUq50GVOLhfXOJGm7LlclPzSgqV6lqvTs/o08e/rUnANyxfm1FspPgaTtprS19qT8FKAyBAkEIYFAkl9sTIz07tHTNGCBAG2NdFauWCFtW7WSwQMHmZqqBfPmm64PGPIM3RaWLVkiCfHxBYoqP/lBcCjtzZoxwwx9BgHOmzNXli1ZyhFerPaboPysliNMDwlYk4BV5AeR3bt7z7QxwODSGO4s7/I2OdkIDtWYP/3woymlojR37+5dMyA1RmVpVL+B+WCkGPT9O3PmjKmaxXW6KvXhXGgditFcWjRrLrdv3fq4P47D8TFv3gjE2rpFC9OABuOR4tWQ1sKSnwJJyk8BIkOQQAgQsIr8ULqCyDCzAt4nvncycgrS+vTpU9MyFQNf4xg861D9CHGh5Jaamvrxgzg4xrZfQdmJONg/65/j7GWJ7xA0YqIUiPPgnFintVB+CiQpPwWIDEECIUDAKvLDMwuSgoAgFHvx2LIB8/YZQWZnS65dSQ774jhsw/XYPojjrvhwDpMGzAjxz3G289r+xXbEtJ0H50R8rYXyUyCJTEIG8Z2fAkyGIIEgJmAV+QUxYrcvjfJzG1X+O1J++bPhFhIggX8JUH7/svD3N8pPIQcoPwWIDEECIUCA8rNOJlN+CnlB+SlAZAgSCAEClJ91MpnyU8gLyk8BIkOQQAgQoPysk8mUn0JeUH4KEBmCBEKAAOVnnUym/BTygvJTgMgQJBACBCg/62Qy5aeQF//KD/P5FZflS5d+7PuCm92dDzpwJicny+wZM+XY0WOmA6k7x3Ef9/iSEzlZ4R5Ah+2jR47IujVr5XVUlOnE7W66MGMCOpZv21L4+fwUHnsBH4LyU8hCyA+dMTGrwxf//cwMyIpx7jz5tG3V2kwAiaGEMGRQm5atPDrek3NxX8/yhrzIS+seaN2ipTSoW0/q1KxlhvXC796T2Hgu4FjMHlOYKY0UHnsBH4LyU8hCyA+jD2Dkc9yY+DSsV9+jD34Q9evUlXq165h/8benMbi/Z8zJi7x8fQ80qPv3b9y733k9I04c2+rrFnLk8GGFp1fohqD8lPIeAsQ4dI8fP5abN29697lxQ27af7yNw+O8409u5FbU94D97xvfPT3fjRty69YtefLkiWAOUC7eE6D8vGfncCRKf6iXx/s7iJAfMuA9wHtA+x7A8wXPGTxvuHhPgPLznh2PJAESIAESCFAClF+AZhyTTQIkQAIk4D0Bys97djySBEiABEggQAlQfgGacUw2CZAACZCA9wQoP+/Z8UgSIAESIIEAJUD5BWjGMdkkQAIkQALeE6D8vGfHI0mABEiABAKUAOUXoBnHZJMACZAACXhPgPLznh2PJAESIAESCFAClF+AZhyT7T8CHz58MKNrYISNvz58KDAhn+z/118F7m+/g23GkJiYGHn06JE8fPBAnj9/LqmpqYK4XEiABLwjQPl5x41HhSgByCgpKUnOnT0rVy5flvS0NJcksH9iYqKcPXtWrkZEmClpXB6QZyNmC7kWcVVGjxwpLZs3N7N99O/TV86cPmNmEsmzO/8kARJwkwDl5yYo7kYCubm58uD+fZk3Z67Ur1NHevfoIc+ePs0XDPa/e/eufDdrlpmtY2C//vLixYt893e24eXLlzJi6DDB1De/7twpf544ISf//FOiIiPN+I737t6Vt8nJAslyIQEScJ8A5ec+K+4ZogRsVY9nz5yRoYMHm/kWMRVOh7btjAzzYsH+mKAUkvp2wMB/pqaqJ927dJHHjx7l3d3l30cPH5EmDRvJ9/PmmxInBkmGVN+/ey9voqNl1PARcv36dVMNSwG6RMmNJPAJAcrvExz8gwQcCUBkx48ek47t2kn3Ll3l+LFj0uubHtKxXXun8sP+fxw8KO3btJEe3brLqZMnzb/fdO3qkfwgsx2//GImR975yw7zng+j+UN+qA7FOTAHJCSLkf6xnu8BHfOPa0jAGQHKzxkVriMBOwIQzfVr12RFWJiZSy3mzRvp26u3dGrfwan8IKHLly7LyrAwuXf3nsS8iZFePXrKN127uS0/xEAV6dTJU6R0iZIycthwWRm2QjZt2CgRl69IxJUrRqhlSpaUCePHy4rlYbJ61Wq5dPGSKXXaJZ9fSYAEnBCg/JxA4SoSsCeA0hRkhBIdqh2Tk5MFjU46d3AuP2f7Q5Y9urknP5T4IDeUMjFr9xf//cyU8FDN2qdnL/l+/nwZN3qM1KpeQ7787HNp3KCBtG/T1pREt27ebCY5ZRWofQ7yOwk4EqD8HJlwDQl8QgAigdDwQSkwNSVF+vftl6/88u6fkpIifXt7Jj+IFsetX7tOKpYrLzu2b5eE+HgjXqxHGhbMnWdKhfv37ZP4uDhJSkw0cjbdL9gA5pM85B8kkJcA5ZeXCP8mARcEIED0sXMlP/vD0RcQovJEfvbHb9+2TapUrCT79/1uxGsr0eHfhT/9LBXKljMtQFEy5UICJOA+AcrPfVbckwRM6Y/y441AAoFPgPIL/DzkFfiQAEt+PoTNU5FAERKg/IoQLkMHHwHKL/jylFcUmgQov9DMd161lwQoPy/B8TASsBgBys9iGcLkWJuAleS36OeFpsHLsaNHTVcMa5Nj6kjAWgQoP2vlB1NjcQJWkt+6NWulcoWKsnTJEjNgNrphIH22FqEWR8nkkYBfCVB+fsXPkwcaAZv8BvTtJ106djRTDLm6BtPVITVV+vXuIz27d3d7hBdbzF+2bZdqlavIgd8duzpg1JkmDRtKi2bNZM2qVXJg/wGJiIj4u68f+/nZEPJfEnBKgPJzioUrScA5AcgvPT1dvh040K3hymz7Y0YHjPLy1MUsEM7OiJkc6tSsZcbxfP/u3SelurS0NDlx/LgZ9QWjvXzdtJmsX7vW9Ctk6c8ZTa4jgX8JUH7/suA3EiiQAKSCwaUhHgxzhuHOXC1598cA1J4sOE9cbJxkZmSYKk37Y1HNmZGRIQnxCRIbEyNxsbEmXWaSXZb87FHxOwk4EKD8HJBwBQm4JgChoUQHyeDfghZP97ePh/i2d3n26/H9Y9x378w+H/ej+PKi4t8k4ECA8nNAwhUkQAIkQALBToDyC/Yc5vWRAAmQAAk4EKD8HJBwBQmQAAmQQLAToPyCPYd5fSRAAiRAAg4EKD8HJFxBAiRAAiQQ7AQov2DPYV4fCZAACZCAAwHKzwEJV5AACZAACQQ7Acov2HOY10cCJEACJOBAgPJzQMIVJEACJEACwU6A8gv2HOb1kQAJkAAJOBCg/ByQcAUJkAAJkECwE6D8gj2HeX0kQAIkQAIOBCg/ByRcQQIkQAIkEOwEKL9gz2FeHwmQAAmQgAMBys8BCVeQAAmQAAkEOwHKL9hzmNdHAiRAAiTgQIDyc0DCFSRAAiRAAsFOgPIL9hzm9ZEACZAACTgQoPwckHAFCZAACZBAsBOg/II9h3l9JEACJEACDgQoPwckXEECJEACJBDsBCi/YM9hXh8JkAAJkIADAcrPAQlXkAAJkAAJBDsByi/Yc5jXRwIkQAIk4ECA8nNAwhUkQAIkQALBToDyC/Yc5vWRAAmQAAk4EKD8HJBwBQmQAAmQQLAT+P/lI0roc/sl6QAAAABJRU5ErkJggg==[/img][br][br]How much water will be needed to fill this pool 4 feet deep?
Before filling up the pool, it gets lined with a plastic liner. How much liner is needed for this pool?
Here are the prices for different amounts of plastic liner.
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y/Dij534fjIE/b22jopTSCeN5xrsUqeZznLXEp2xcWOCQnHZC4O1IFdVvQHltg1FE8uR5808NQSzkM8mcsu/BoEwXgh4Q6FL+tsm/riVwR/J9CDuaCv7FNLrN8wHa+LljcglrOeXH7XbJEjJo6YkPxi3my8Cfkx2v8iwIr+KwK3hydOXPxMr2BKe+bCbGK/EOAqODaL5SxzOcaZGm0CMiHuecyFcK8ZEZXIZJNY0efGYDcO6+8eo8Dae242GGtbmFGLJxiWs8zFd7DAPu46R4RnY1vdpQogKBaSFX3uhHBD2NszxiiwxtGPXzlqZTnLXHLQT8RgjMVCHXnSSSy9xGFW9CXgHOmZPX3sNSLkCnNp8UTLcpa5oHuZt7g7HXlisRQgohZ3qMwIiodjRV8isdAw0P/wY0zq+LWcMO+onq7F3XOe5Sxz2UP34BgIIRRWGOb5+fnbnwTAWI7e1cK4q7xnRX+Gj13c4XdneGrxFz6OhU8aoQmFuZgGnp6evh2GnlrdcFjOMpdvbTz/BkLAbxLCLYwDRhKebyWg85XXj8CKns001TP01MeFDvwNBh+Tt3qMeaEuvHH5dWrss5xlLjW6ozWKEGBFXySZiYOynGUuE4ti9tJY0c/OJXd9LGeZS+5OKF41AqzoqyU4yUIsZ5nLJAJYsQxW9CuyOlMzy1nmcoa65jYlwIq+adIDLs5ylrkM2Gyl/JMAK3rxO0aA5SxzOcZZozsiwIq+oxKGSIXlLHMZor1KMkaAFX0slo6lCbCcZS5ppjrTOQFW9J2X1V16LGeZS3etVEJ7CbCi3xtf434SYDnLXKSgYQmwoh+24EaJs5xlLo0apmXPE2BFf37ltSKwnGUua+lkqmpZ0U8FoUIxLGeZS4XmaIkyBFjRl8lm3qgsZ5nLvJqYvjJW9NODyVwgy1nmkrkRClePACv6ehnOsRLLWeYyR/+XrIIV/ZKwThTNcpa5nICuqW0JsKJvm/V4q7OcZS7j9VoZ/yLAil4AjxFgOctcjnHW6I4IsKLvqIQhUmE5y1yGaK+SjBFgRR+LpWNpAixnmUuaqc50ToAVfedldZcey1nm0l0rldBeAqzo98bXuJ8EWM4yFyloWAKs6IctuFHiLGeZS6OGadnzBFjRn195rQgsZ5nLWjqZqlpW9FNBqFAMy5kyF1tMP2IgDayjAcbDKHNhFtIcEchNgL2j5s5j9ngsZ5nL7MqYuD5W9BMjKVIay1nmUqQdClqDACv6GrnNtAbLWeYykwoWq4UV/WKYTpfLcpa5nEavAK0IsKJvle+o67KcZS6jdlx5f/zGUhjKE5C5lGesFTojwIq+szK6T4flrCeX7lurBFMEWNGn4ul4nADLWeYS56mjAxBgRT9AaV2lyHKWuXTVRiVzhAAr+iNraOyF/m5L5iL1DEtA5lKndSxnmUud/miVAgRY0RdIZeqQLGeZy9SymLs4VvRzU8lfHctZ5pK/F4pYiQAr+krpTbMMy1nmMo0E1iuEFf16pM5VzHKWuZzjrtkNCbCib5jykEuznGUuQ7ZbSRsBVvSid4wAy1nmcoyzRndEgBV9RyUMkQrLWeYyRHuVZIwAK/pYLB1LE2A5y1zSTHWmcwKs6Dsvq7v0WM4yl+5aqYT2EmBFvze+xv0kwHKWuUhBwxJgRT9swY0SZznLXBo1TMueJ8CK/vzKa0VgOctc1tLJVNWyop8KQoViWM4ylwrN0RJlCLCiL5PNvFFZzjKXeTUxfWWs6KcHk7lAlrPMJXMjFK4eAVb09TKcYyWWs8xljv4vWQUr+iVhnSia5SxzOQF9a+rDw8Pl5ubmtx87Hr5eXl6+jXt8fAyH6H2EACv6SKjdh6w3sb7iWKy/CP7+/n65v7+Pzo/13Gvo9vb28vr6ilBVtyxnmUuBNkFEW0LDsiYqLxwTkL3fMxcxVt2yoi/BCzcI26Zeb29vl7u7u0vMSPwc6MeMyPbtBVPbiu9j5NxnOctccnbhVyyI45qIYCThOHvvDadAilOEZEWfu3j025tBbA2YyzWDiPV/7xqxdc8eYznLXM6Sj8w/IyILlzKdyFJLH2JFnxvanqcW9PXHjx+bH2+2TCRmOrlricVjOctcYjRPHoM5bN2hICJ7TDYz8i+Y07U7oZ+z4j4r+pystvoYrmN6uPZECu3EPhbDxMIn3XCd3O9ZzjKX3J24XC4QAb7ks20oFogyZiBb5wqkO2xIVvQ5C0av91zwNsZrwvbDeTCX8LjlvHUuZ01hLJazzCUkWeA9BOjvWltPJzKXfU1gRb8v+r5RdtOIPX3umQ2z8fOhFZnLHoIa80EAdx08wWwZyJbxCOcXgdbmgp7GjOAry+290Ey2YoZjtyPnO8ty1pNLvh5sRgrNBO/9XQsBYC4wIhzX9jsBVvTfo/DvrD/+aZSJFPYa5hLrPczFtjVfLGeZS6UuxczE7ngxcUJgZ+6Ilcpqugwr+hxJo0cxEzgSH+aC796gE7z3sVJ68WNK7LOcZS4luhGJCTF6w4gds6mtRBRJu+tDrOhzFHXtqQW9vWY+saeRWP+3TCdHPVsxWM4yly2qxDkTwdPT07eZEFrsbhSKFGO9CX0LpjefBFjRfwYgd9CjLeOw/tlvg/Cx155Qnp+fv60IYwnjhE8zNilmON+CFXzDcpa5ZG4KhHftV45+WQgRc2Qsnk56nxV9OuL1M3iCsF5tffcBHcA4YCToMbapGH4dGxv7+Hw92zwjWM4ylzz8FaUBAVb0DVIdekmWs8xl6LavnTwr+rWpHa+e5SxzOc5aMzohwIq+k/SHSYPlLHMZpsVKNCTAij6Mo/fbBFjOMpdtrjrbMQFW9B2X1GVqLGeZS5ftVFJ7CLCi3xNbY74IsJxlLl8MtTcYAVb0g5XZPF2Ws8yleeuUAEuAFT273qrzWM4yl1UVM0HdrOgnKL1qCSxnmUvVNmmxnARY0efMYYVYLGeZywrqmLRGVvST4ihWFstZ5lKsJQpcmgAr+tJ5zRaf5SxzmU0JC9XDin4hRFlKZTnLXLLgV5AWBFjRt8h15DVZzjKXkbu+eO6s6BfHdrh8lrPM5TBqTeiFACv6XvIfJQ+Ws8xllA4rz98IsKL/LZAObBJgOctcNrHqZM8EWNH3XFOPubGcZS49dlM57SLAin5XcA36JMBylrl8ItTOaARY0Y9WZ+t8Wc4yl9ad0/o0AVb09IKLTmQ5y1wWFcwMZbOin6H2mjWwnGUuNbuktbISYEWfNYkFgrGcZS4LiGPWElnRz8qjVF0sZ5lLqY4obnECrOiLJzbZAixnmctkQlipHFb0KzHKUSvLmTIXW0w/YiANrKMBxqQoc2EW0hwRyE2AvaPmzmP2eCxnmcvsypi4Plb0EyMpUhrLWeZSpB0KWoMAK/oauc20BstZ5jKTCharhRX9YphOl8tylrmcRq8ArQiwom+V76jrspxlLqN2XHl//MZSGMoTkLmUZ6wVOiPAir6zMrpPh+WsJ5fuW6sEUwRY0afi6XicAMtZ5hLnqaMDEGBFP0BpXaXIcpa5dNVGJXOEACv6I2to7IX+bkvmIvUMS0DmUqd1LGeZS53+aJUCBFjRF0hl6pAsZ5nL1LKYuzhW9HNTyV8dy1nmkr8XiliJACv6SulNswzLWeYyjQTWK4QV/XqkzlXMcpa5nOOu2Q0JsKJvmPKQS7OcZS5DtltJGwFW9KJ3jADLWeZyjLNGd0SAFX1HJQyRCstZ5jJEe5VkjAAr+lgsHUsTYDnLXNJMdaZzAqzoOy+ru/RYzjKX7lqphPYSYEW/N77G/STAcpa5SEHDEmBFP2zBjRJnOctcGjVMy54nwIr+/MprRWA5y1zW0slU1bKinwpChWJYzjKXCs3REmUIsKIvk828UVnOMpd5NTF9ZazopweTuUCWs8wlcyMUrh4BVvT1MpxjJZazzGWO/i9ZBSv6JWGdKJrlLHM5AT029f39/XJ/f3+5ublJ/ry8vHxOtf3Y2Lu7u8vb29vnOO38ToAV/e+Rrh95fHz86JP11nqceqGfe/v3+vp6ub29/aaB1BoPDw/fxkE3drzki+UscynZlSC2iSAUnYk2PBZM09sEAVb0iXDRw2bw1h9cyKkLP7yp7OkpYpsG8MKxcD7ilzYS5OG3LGeZi6dYcB93KC8kW87epwRbMJ0pQrOiP1K8Xcz2ZGFPJHbBp3plfTQDen5+/hgTmsORNfH047UCc/HHjsQ8M5blLHM5Q/3A3NhTi0234y3uRgdS73YoK3qmIDxRpMwFMWECZ8wFa3ld4JgZT+0Xy1nmUqFTeGrxYrFlIcTweIWUpliCFT1TPC7uVuYCDclcmO5NPMfMwx6tTSD+BcHi87xtz9zxfOwV9mc1F3ws8kaCY14rtW5KLGc9uRS+CmEge4SAsSagFp+tC6PIHp4VPZMIelP6yQVPs9fWgdnEblpMfVtzWM4yly2qGc6ZSRwRAMSlJ5jr8FnRX4/8+4ha5pJ6yv09o8vHk7Bpa8+NKzZ/7zGWs8xlL2Fi3F5BhqGPGlI4f5X3rOgZPnt7eebmYH23p1b/cWgrV6x17SlnK8aecyxnmcseuuSYo2LBMuw8zF9ly4qe4VPaXJiew1xKP+WynGUujNJ2zNkrxjAUBFP6bhSuO+J7VvRMrXv7if7FLvjUOXx/sveJBfnjN0hmTCVfLGeZS6Gu7LkT2T+4MtHiBfEd+Y4Gc1fcsqJnWOUwF5iB/+gDY9kyCNPF09PTt7QRq8ZNiOUsc/nWsjxv0PjY3QsrwEj8rxZtv4ZYkMPoW1b0TN05zAU9hy5gLKEG8B7joCccx3bLkJgaU3NYzjKXFFEd754AK/ruC+ssQZazzKWzRiqd/QRY0e9fQSONAMtZ5iL9DEuAFf2wBTdKnOUsc2nUMC17ngAr+vMrrxWB5SxzWUsnU1XLin4qCBWKYTnLXCo0R0uUIcCKvkw280ZlOctc5tXE9JWxop8eTOYCWc4yl8yNULh6BFjR18twjpVYzjKXOfq/ZBWs6JeEdaJolrPM5QR0TW1LgBV926zHW53lLHMZr9fK+BcBVvQCeIwAy1nmcoyzRndEgBV9RyUMkQrLWeYyRHuVZIwAK/pYLB1LE2A5y1zSTHWmcwKs6Dsvq7v0WM4yl+5aqYT2EmBFvze+xv0kwHKWuUhBwxJgRT9swY0SZznLXBo1TMueJ8CK/vzKa0VgOctc1tLJVNWyop8KQoViWM4ylwrN0RJlCLCiL5PNvFFZzjKXeTUxfWWs6KcHk7lAlrPMJXMjFK4eAVb09TKcYyWWs8xljv4vWQUr+iVhnSia5SxzOQFdU9sSYEXfNuvxVmc5y1zG67Uy/kWAFb0AHiPAcpa5HOOs0R0RYEXfUQlDpMJylrkM0V4lGSPAij4WS8fSBFjOlLnYYvoRA2lgHQ2krSd95rC5pEPpjAiIgAh8EZC5fLHQngiIQEYCMpeMMBVKBETgi4DM5YuF9kRABDISkLlkhKlQIiACXwRkLl8stCcCIpCRgMwlI0yFEgER+CIgc/lioT0REIGMBGQuGWEqlAiIwBcBmcsXC+2JgAhkJCBzyQhToURABL4IyFy+WGhPBEQgIwGZS0aYCiUCIvBF4P8BEKYFoY05RBcAAAAASUVORK5CYII=[/img][br][br]How much will all the plastic liner for the pool cost?
Shade in a base of the trapezoidal prism. (The base is not the same as the bottom.)
Find the area of the base you shaded.
Find the volume of this trapezoidal prism.