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072 - Green Science (part 1)
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This blueprint is part of my 2024 Masterclass series. Check it out here:
https://www.youtube.com/playlist?list=PLvL9DTY8LNDNz7CmTth48nklHkhJS_1jJ
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BLUEPRINT:0,10,6005,0,0,0,0,0,638470489599253169,0.10.29.22015,Endgame%20Green%20%28pt1%29,Will%20produce%201%20Quantum%20Processor%20for%202%20Green%20Science%2Fs"H4sIAAAAAAAAC3ydCbxOVffHnzu5Fxe3kLHIUMrN0L1xLxf3OY9EXREVL7coQ5MilZC45iZDCAkZMhQhruF5LqEyZlYhGTPP88zz32uvtc5ZWP37fM7xe5/3ftdee+199l57n3OeJ8Ln8z1kjiI+/K+hOSqRjvCFfb7V9HEl38UY+jyXr5Pj8yU7EcuKLZB6ZZ08ATi2xpb33Wv+Lmz+iwAzrj3zX6SvgxMBQKf2C6Uu4Mt24ADYp8CRcIrzve4CUhc2YGGCIxQ4Ck7Rvrauq1IHw/McOACOVOBo/Ke1cyuc5EQMLVZd6iRTahKVHKXAMRiwTBEwT/9jSv2HSo5W4FwYteYuIPVNA94kOEaBY/H0vBskqc8a8CzBuRQ4DqPW2C1N6hUGXEFwrALnxvZ7xi1N6jImWGUoYHEKnAejVt8FpJZ1zq3AeTFgdV1A6rUGXEtwHgWOx4Clu20r9WUDXiY4rwLnw4CliYB5Ot7UN57qHK/A+TFg1V1A6h2m1B1Ucj4FLoABSxYB8/RSAy4lOL8CJ+A/VdzSpL5kwEsEF1Dge7CPJoq+7emp2+Y5cACcoMD3ItzJCYcrOxGrZ1aX+u9wUgAOgP0KXBCj1tY0SWXbPFKfeTjbgQPgMP3nE3Ah7GatETClSb3Y1Hcx1bmgUnJhdDvTuQqAibDUfxrwT4ILKfB92D2bu65KLaNdWIGLYPd83i1N6pMGPEnwfQpcFLtnY7c0qX824M8EF1HgYnDK7ctwLgJg2lbqsqZfl6W+XVSBi2P3rO+WJvUxU+oxKrnYXXCkrzBNOSXglNdcyxepmaReaQysJCPFFQ9KYuDSReA8LcfvEgp8P5zymWuZAamzTKlZVHJJBX4AA5finAegba4UqS8Y8ALB9ytwKQxcsgicpx3jskNuP6DApfGfKugqXdes5bRTSoEfxD6e6JYm9SQDTiK4tAKXwZar4AZJ6orG5Yrk9oMKXBZOcb5yLiD1FVPqFSq5jAKXg1O0r7QLSH3VgFcJLqvANunI4yvpAlLLgJVT4IcwYEXFoODp3wz4G8HlFfhhOMX7CrkRlnq3AXcT/JACV8CAJbiXo9SbDLiJ4IcV+BHs2/FuaVKX2T7PgQPgCgr8KJzu8S3zcz2l3m2G393/zxBcEU73+xb5bWkpWxdKfZ/pIPdRJ3lUKTkR/5njlib1GVPfM1Tnigr8GEZ7ugtIPcOAMwhOVGCbGBf1TfBfpGtY6iUGXELwYwpcGU4JvtF+jrDU+U1981OdKylwFTiV9A11AanlhVFZgav67IcDXUDqwwY8THAVBX4cTnl9WW6QpC5lXC5FbldV4CSMWicXkFoG7HEFTobTA77WrqtS3zLgLYKTFPgJ7NuN/d647enyxuXy5HayAleDU3lfugA8vdGUupFKfuIuONJ3NApVdTgV8lXxn6N5SuosU3oWeVBN8SAFO3ppf5QZt6G+Uu824G6CqytwKnaWBH/Y7Sye/tW4/iu5n6LANbC9Ie2qQlOtpw8Y8ADBqQpcE05P+vamc2lSLzPgMoJrKHAaRn2ZC0h93oDnCa6pwLXgFO2bkM5Bklp2ljQFro19NcsFpJaDfy0FrkOdxQWkln28tgKnw6mv+ZcBqes3f9iBA+A6CgyZMS3GE2na8fRpkz6fphQ6oMAOl2wBM35JPff3K0E4AE5X4ACXHGEmdy6Z9RpT6hoq+UkFrsslQ2YA85TUhS46qXAA7Cjwk1xyOFzWLZn1Y77kABwAP6XA9bjkCJNWcLRZb261NAgHwHUV+CkuOcqkFVwy62hTajSV/KEC14dTvK+DyfBL0bTj6RLHxgfgALiBAsNnduvjCgDGVamvhgcE4AD4aQWGz+xSiUuTOpdvYAAOgJ9RYPjMLpWuECB1tAGjCc5Q4AwMWKbJcku5Wx+sJdxQgeEzu1S6DsDYYoukzmvAvAQ/q8DwmV0qcZCkjjdgPMGNFBg+s0slLk3q6ybS1ynajRUYPrNLJY6w1NcMeI3g5xQYPrNLJQakvmXAWwQ3uQuO9N1HSyX4/+xSiZtJ6jym3nmo7k0VD5pi4NLdZpJaNtnzCgyf2aXSBSpN6kvG9Uvk/gsK/AIGLgUBWiqxjjOlxlHJLyrwixi4ZKynaSapCxqwIMHNFLgZ/lPFDZLUss7NFbg59vFEt55SxxowluD/KfD/sOUqYBubzFfqMZcGBOD4rxS6BZxgecSlSf3ZQ9kOHP8Ft4QTLI9u2iA1WCR1T5Na9KT0ooXidiacYHnEF4XUcpOtpQK/hAEr6gJSzzTgTIIzFfhlOMHyyBtFPb3QgAsJfkmBW2HAEszCDCMsdT5T33xU55cVuDX27Xi3NKllCt1KgV/Bvh0nBgVP5zGl5qGSWyvwq9i3o922lVqmVK/cBUf6GtLedRsftr7bu6SWO7KvKh60hVN+3xU/N5PUxQxYjOA2CtwO2/uMnyMttYx6WwVuD6d7fUfc0qQeY+o9hureToFfw26613+eBn6p5xlwHsHtFfh1DNh2/yV3+vF0jHE5htx+TYHfwM6yye91Fk+nGTCN4NcV+E04FfOtFhH2dFUDViX4DQV+C06wEGdXpX7D1PcNqvObCtwBTrAQ594l9Q0D3iD4LQV+G/+Z4+deJXUz43IzcruDAr8DJ1iIcz2l9hnQR/DbCtwRTrAQ5whLLUeUdxS4E5xgIc6uSt3UlNqUSu6owO/CCRbi7KrUcke2kwJ39vlwUc7zlNSfGvBTgt9V4PfgBAtxrqfUew24l+DOCvw+nGAhzoDUcmn8ngJ/ACdYiHM9pb5v5zwHDoDfV+AucIKcOwbSZsr8WR96aH0qHADXU2BIq23+HW2mG5w5PF3c5N7FKf+epsBd4QS3Gy1Atx5ZV0jtUAMOgOsrcDc4Qc59LVzCvfXI+oNy2Q4c/zXVdocT5NxXATC9Sup9ppn2UVN1U0r+CE6Qc18iQOpXDPgKwd0VuAcGLBMBGzBPP2na+Elq548U+GOfj/PvEjRjeDragNEE91DgnnCCnPsyBUlqmSF8rMC94AQ5NwdJ6pKm1JJUck8FzoIT5NxcmtTZptRsKrmXAveGE96eKOHm36yLmlKLUslZd8GRvsY01faBE+Tc3ExS9zGl9yEPeise9MXAQc7NgfO0nDn6KHA/OEHOzS5Lfc2Ueo1K7qvA/TFwKSJwni5kSi1EJfdT4AEYuGS3maSWO7L9FXgg/lPFLU1qeTtugAJ/gn08UfRxT8ub3AMV+FNsuQpYmgGkvmjAiwR/osCfwQlybgakPm3A0wR/qsCfwwlybgakXm/A9QR/psBfwAlybq6n1HK36nMFHoQBKyoC5mlZ5y8UeDCc8PZECZqnPV3fdJD61EkGKfAQDFiC27ZSy0FhsAIPxb4dL/q2p+Wu5BAF/hL7dhy52mCR1BIeqsDDsG9Hi0HB0/sNuJ/gL++CvUFhOJwg52ZQatnHhykejIAT5Ny2mcxMKbVcewxX4K+wvc/4uTSp5V3EEQo8Ek6Qc/NkJ3WUAaMI/kqBR2E33evngUBquVgbqcCjMWDb/V7APC0TnFEK/DV2lk1+r7N4Wk65oxV4DJwg52ZXpZbX9dcK/A2cIOfm0qSWN3zHKPBYOOGNMOyaUsuM8BsFHof/zPHzbCH1I6aZHqGmGqvA4+EEOTe7KvURU+oRKnmcAn8LJ8i5vZnS03LaGa/AE+CEN8IQkFouD79V4IlwwhthJdz8m/UJU+oJKnmCAk/y+fimGJYmtXzmZqICT4YT5NwMSD3UgEMJnqTA38EJcu5zALTNlSJ1bwP2JniyAk+BE+TcpwFYPbO61FP+nufAAfB3CjwVTpBz28yX9r9Zr502LwAHwF0UGNJqm39HmhkDV/KeLmxy78KUf/+gwNPhBDk3A1JP7vBZKhwAd1Xg7+H04PcR6VcKF3WS2ixKkzo4dl4ADoCnKvAP7HY4XNBdNrDeHU4K7KZbFT8q8AzP7ULusoH1q7tWBuEAeLoCz4TT8mUR6fNHFnLatS+cJvWtC/MCcAAM9WsaY8hcd99F/JHdN5eJuMeTQHlZcqAQRX224sEsdp8BqTe+vyAEB8AzFHi2197xbsmsy5pSy1LJhxR4DpzgHse1cF56BM7THbo+6sAB8CwF/glOeI8jr7jfgfoPc3H8QRfIHAWeCydYY1mA7newltf1Two8D054jyOvuN+BOmCGogANR3MVOBsDlum6KrV88mWeAs+HE6yxuDSp5S3nbAVeACdYY9kImytKajmizFfghXCCNdY5ah6p5Si6QIEXwQnvcWA9pS5i6luE6rxQgYNwwnsced1Hw1jLeXrRXbB3vyMEJ3wcLK94NAz1ZmNgMxkJKh7kYODS3fpKLbe8Qgq8GE6wxuJmklq2d44CL8HApbiuSj3FlDqFSl6swD9j4JJF4Dxd2ZRamUpeosBL8Z8qrqtSy6cDflbgZdjHE93SpI4zpcZRyUsVeDm2XAW3NKmLG7A4wcsU+Bc4wRqLAanlJvpyBf4VTrDGYkDq2aa+s6nOvyjwb3DCNVZe2kj2dKwpNZZK/lWBV2DAirqlSS2T998UeCWcYI3FXVJq+VzZCgVehQFLEKOop18zLr9Gbq9U4NXYt+Pdeko9+x8TsH+w5FUKvAZOsEjxhmBPHy2T7cDxX/tlazFgZ/xewDwtF2trlJJ/hxMsUthVqf824N8Er1XgddjOe/08ckotnzz/XYHX+3y4YPHGb0/L1c46Bd6A0d7k96LtadlJ1ivwRjjBIuUilSa1vLezQYE3wQkWKeyq1PLZ2I0KvBlOsEhhQOr2xuX25PYmBd6C/8zxn6F6Si2faNuswFvxwpjulia13MLeosB/wAlvEmBpUk81pU6lkrcq8J9wgkUKuyq1fODyDwX+C06wSOHSpL7HuHwPuf2nAm/z+XDBwoDUDxvwYYL/UuDtcMJFSl56hMLTzxjwGYK3KfAOOMEihUcPqeW4vV2B/4YTLFK4eaSWydwOBd6JF0ZjvzfFevqUAU8R/LcC/wMneHLP6xie3m7A7QTvvAuO9B2j/HsXnODJvYs07Er9pan3l1T3fxQPdsMJntyzabOJtNRXDXiV4F0KvAc7S4Kfc26pc4zrOeT+bgXei+0Nj4jF0wLV0/JZuj0KvA9O8ORetHW1wSKpSxiXS5DbexV4P5xqrOub/kVsvJMUNSFN6ltOtgMHwAcU+F9ssmXpHCSp5xqX55Lb+xQYDPqe901wAamPfZjtwAHwvwp8EE7dtzZM3xQV76yZuaam1D1bz3PgABjqZxdr0Xd3FlgJ0Voz1l0ysb5q1plXaa1ZMAI9iBQeHIYTLlZixcIF9Q9mxvzh/5k1j8AJFyuxYuGC+pAJ2iEK3GGl7kfR7UwXkDrZtHUytfcRBT7m8+HC5SYApoNILV+IOarAx+GED2fFujeKWMut7GMKfAJO+B5LrPugFmu5ZDquwCfhBIsVLk1qOf2cUOBTcILFCgNSVzfBqk4BO3kXHOl7jvaET8MJFis3yGWpZd1PKR6cwcCli8B5WmYMpxX4LJxwsYLNJPVRAx4l+IwCn8PApThXATCZ0e0628lNdT+rwOcxcMluaVJvMKVuoJLPKfAF/KeKyUNj7V6Z1PKmyXkFvoh9PBEBd+GC+jHj8mPk9gUFvoQtV8Gtp9RyvXVRgS/DCRcrsWLhglq+TXNJga/ACRYr7KrUcgK8rMBX4QSLlcsUJKlrGZdrkdtXFPgaBqyoW0+pIw0YSfBVBb4OJ1iscD2l/tK4/CW5fU2Bb2DAErCeZjksdW1Tam0q+boC38S+He+Wdrv2NpRvKPAt7NtxGCT7opunHzLgQwTfVOAw9u1oN0hSy42IW3fB3qBgP4mwN4di6Y1fT480BkaSkbDiQQQovDkUS2+VeDrCuB5B7vsi7oYjI3x8oyiWntb1tIQjFDgKFKy1LlNpUsvbNZEKHB3hw3UXlya1fCsySoFjMGDbRT09Le8qRitwrggfr7vwopC6iqlvFapzjALHgoK1FrsqtXxoKZcCx4HCh7OwX0stl4uxCpwbFKy1zpOrUh834HGC4xQ4D6o5bpCklk885VbgvBE+Xnfxde1p+fZUHgWOB4VrrVj37SnWchmRV4HzgcKbQxhhqeUmTLwC5weFa61Yse6KvWutmU+BC0T4eN0VK9ZdqOUoml+BE0DBWouDJLV8pKSAAt8DCtdase6DWqzlww0JCnwvKFxrxYp1F+qpu8wqdxfC9yhwQRwMOpnARLmJLOvvf3k5AAfAhRS4EHaSDi4gtXzjoLACw2e09x9Fs6Wn8xkwH8H3KfB9OAC2dQGpyxiwDMFFFLgIDkPw1Q5RNh+RWr40UFSBi2LAMp1rFsBnrVhfCA8IXKBn34spcDEcw5qb2SLKfdaKtQxYcQWGzyiFjhIpdBRtc3qPr5dQYPjMptAMSH2vAe8luKQCw2eUQkeJFBq1fOr+fgWGz2wKzUGSWr7r8MBdcKSvCO39P4BXV123VKnPGANnyEgpxYNSGLh0BGjvn3Vx43pxcr+0ApfGmQO+4iHauiy1fMviQQV+EAOXgqXZmyaePmJcPkJul1HgMhg42O+PEnv/UXe921JWgcuiquJcp94ltWzvcgpcDvt4oriWPf3a5QEBOP5rgVoeFO66c9f09JHN36bCIXNRuTR+CNSkJyLTz70Z5bT7q1Ca1HOOJAXgAPiRCFqcR3qd5Tgtzh+GT/r6surca0BY1Uu9yyzMd9Hi/FE2EuEZaU35WQWuxqVw2M8vTrBu8b+Z9gAj5ZUAgne+fQ0j01/eFvYnPbMoTeqx4eQAHAAnKvCj7P7XfxogaUKa1IeM64fI/ccUuCK7HW0yQl5GsL6et14qHABXUOBELBmeFEBA6tFXkgNwAPy8Aj/Gbnuwp+/3JQfup7vILyhwJXb7XPi0nzsN6/hirYJwAFxRgSvjeF7SOQkA3bZhPaR0tgPHf3XXKqCKmxUPlya13BevrJRcFSfAQm5pUstb0FUU+HGcABPc0qSWe8RVFTgJh6V4tzSp5TsPjytwMg5Lcc4hAGj1w1ruKSQp8BM4LEW7pUn9uHH5cXI7WYGr4QTocwGpGxmwEcFPKHB1nPSv+I8DYFJJqeX331RT4BQc0874uTSp5eOQ1RU4FRSsdLg0qeUKIEWBa2D33Os/Q20rtXwkMFWBa2LAtvu9gHn6flPq/VRyDQVOw06yye91Ek/LgNVU4FqgYKVj62kWK1LLr+FKU+DaoGCl4/VnT4dNqWEquZYC1wEFKx0OktRbDLiF4NoKnI5qjltPqTOMyxnkdh0F9uP1PB1Ls7dhPX2vAe8lOF2BHVCw0uF6Si13cPwKHAAFKx2OsNTyu0EcBa4LClY67KrU8o55QIGfBAUrHe7PUsvXzuoqcD1QsNJhQGo5DD2pwE+BgpXObgKklk+i11Pg+qBgpcNtK7W8MfiUAjfAC6OxuDA8LW8A11fgp0HBHSaup9SrDbia4AZ3wV6O8gx8AneYbDOZnEzqScb1SeT+04oHGaDgDhOMYfydEazDBgwT/IwCN8TOkuDPDYB908LT8lGDDAV+Ftvbh6XR3SbWck+4oQI3AgV3mLg0qeVU+6wCN8aoL0vn0qSWe8KNFPg5UHCTiAGpDxrwIMGNFbgJKPieCAaklu88PKfATamzpHPzSC2H4CYKDGmWzccYkLp6XO4AHAA3VeAXEM6qYyNsX8HytFlKBGIoH+ukwC9G2N46wIkzE11S0qI0qcvmyh2AA+B3FbgZqBhfPzPsGKDEojSpZXrxogI3BxXl6+OWJrX8/rJmCvw/nC2zXEDqgqZ3FaQe1lyBW4C6Ff7IBaSWD6n9T4Fbgor2dXUBqeUt6BYKnInqfReQeqcBdxLcUoFfAoXPih7x89O6rF814KsEZyrwyzjhdXBOhw/7+elN1pUNWJnglxS4FSjYtTkGgH0xxtPrDLiO4JcVuDUo2LU5AQDt4LB+wTTTC9RUrRT4FVCwa3OaSrtdi/esFfhVDFgmlmYD5mn55aSvKHAb7GHNsTR6epO1HABfVeC2oGDXhusptZw52ihwO7wwGrv1lDqXKTUXldxWgduDgl2bE66rnpbfmNZOgV/D67m+W5rU8lHA9sqEV4x2cF7HmaMulko3QVnLFyZeUzx4AwOXLgKXLqriRf11BX4TFOzaMCC17CxvKPBbGLgUUZqn5bd9vqnAHTBwySJwnpZfBPaWAr+NqgqWZhNZT88ywZpFAeugwO9gH08UfdzTlfbOc+AA+G0F7ohjWWnTJDgQSP1lD18QDoArKXAnnnbsEETbAKwfNFPOgzTt9FXgd3naiTVLJJ52WEu4nwJ39kaUPX68KebpgqXN4P//bAO8xyPKTQBoT5i1TC86KyW/zyPKUQBMFij1HgPuIfg9Bf6AR5SzANCIwjqv6SB5qZO8r8BdeESxgN3a9LS8cfCBAn/II8pZCpLUuwy4i+AuCtyVRxQGpJavxH+owN14ROF6Si23ProqI0pRGlG684hyCkB6Hpy1fB6lm+LBRzyiHCWXpZYr+u4K3INHFOsy7QmzljdBP1Lgj3lEOUyuSi2/v6yHAvfkEcULnKflWPaxAvfiEYUBqeV3q/ZU4CweUU4RILWscy8F7o3XdQU3SFKfeSzRgQPgLAXuw8PReQDsS+me7n/wx0VwANxRgfvycASjCERY6ovhpMBF2kwdqMD9eDiCTRcejljLLz/7RIH7c53PhLe5dWadp+ecVDgA7q3AA7w6b3P3Q1lHfNwuCAfAfRR4INc52rjKmT/rPGYEzUOj6BQF/oTrHOXb5NaZdeWXngjAAfBUBf6U63wyvNG6KvVj00svggPg/gr8Gdf5CAC0dc26x6FEBw6AByjw5zh+l8TS7Fc9e1p+z+hnCvwFqBvhIq6rUs8x/XoO9e3PFXgQKNj33QuAGfCl/taA3xL8hQIPBgX7vv+Sq7drL7UapMBDcBiKd4MktUxkByvwUByG4kzCvtHdA2Y937g8n9weosBf4jAU7dZTavkEzFAFHoYTno+A9ilSy22ALxV4OCjY9+V6Sj3TgDMJHqbAI3AMO+O/QG0rtczHhivwV6Bg35dLk1q+tDtCgUdi99zr/9ftnp6Wj0l9pcCjMGDb/XupNKnlFwWNVODR2Ek2+Y9R80gtU+dRCvw1KNj3ZVellt8NMlqBx4CCfV8OktRyP/RrBf4GFOz7MiC13AMeo8BjUc3xc5eUWsLfKPA4vJ6nu/WUWj5/MlaBx4OCfV8uTeqXDfgyweMU+FtQsO/Ll6HUNQxYg+DxCjwBFOz7nqTSpJaDwbcKPBEU7PtyhKX+xQTrFwrYBAWeBAr2fY8RILV8XWGiAk8GBfu+PFZLLZ9QnaTA34GCfV8uTeqd++Y5cAA8WYGn8Cx5g0qT2mdmSB/NktMVGCY/35BD/Z2eiavtzCh1Ut8nAnAA/L0CT+NZ8nR4lTtLsh4e9VUqHAB/qsDT2e0ocyny+op1AeNyAXJ7nwKDN74vD/Z3rj223N8uV+E0qZc/kByAw97gjUE4TlnJ/4CjaCdz/S6lO2mebt5ifAAOMDJD8WAGXl0dTMa7lGZLT5vUJeCj5xJmKvBMnC1fN2nUUj9+B7qn5RMRPyrwjzhztHVdlVp+2+csBZ6F43drF5BaftvnbAWejQHLFAHzdKRxOZLcnqPAc3Dwb26yv6U0+HtaPvXzkwLDZ3Z5yKVJfcy4fIzcnqvA8JldHjIgtQzYPAWGz+zykAGp5VM/2QoMn9nlIQNSFzD1LUB1nq/A83E4qusGSWr5jNUCBV6AAUt3LlKvklp2z4UKvBCn2jTXVamPmvoepTovUuBFGLAUM+AZ4PHPU6SWbgcVOIgBSxYB83SCARMIDilwCFUVF5D6inH5Crmdo8A52LcTEXCXhaiXXxkQgOO/Nl0W80B43L0YPJ0Y+1UqHABPU0pegiNJIRwA6Mlz1jtKZjtw/FfJP+NIkuACUss5a4lS8lJs53gXkFpmRT8r8DJs5zgXkPonM9n9RBPeUgVeju0c7RwAwMxTUsv7lssU+BccSXxu80jdxrjchtxersC/4uh5xc+uSi13bH5R4N+wk5xxAallxv+rAq8ABbn2RQKkrmDACgT/psArcdze6/fGbU/Ll+9XKPAqDNh2/2F36PW0fHBjpQKvxk6yyX+cJjep5cbxKgVeAwpy7cNUT6kzDZhJ8GoFXgsKcm0bpJStC6WuacCaBK9R4N9BQa7NQZJaLhfWKvA6VHPctpVa/nzQ7wq8Hq/n6X7veva0fHN/nQJvAAW5No8eUsu1xnoF3ggKcu1TNNBLLZ+92KDAm0BBrs0dQ2p5O32jAm8Ghc9bLHXzbtYy49+kwFtwostye5XU8isENyvwVlCQa3OEpZarnC0K/AcoyLV59JBaXpJbFfhPvDAau/WUWr5684cC/wUKnre4BoB9bdTTDxjwAYL/vAv2Hu3cBp/g8xbostTPGwPPk5G/FA+2g8K3e5f5vTd9UX9iwE8I3qbAO7CzJCBAz16wlou07Qr8N7a3zx8LAD17wTrVgKkE71DgnaDgeQsGpJZftvC3Av+DUYcXdNFVqeULyjsVeBcoeN4iTG0stXzn9B8F3g0KnrdgV6WW77DsUuA91FnSc7tue1pulu9W4L2g8PnXZX7+BlvWcmG6R4H3IZxVJ9KFPf3AtLgAHADvVeD9OFvCz2wsctdXrPt+NDgIB8A/ECwfoP4XR9EOJo1a6OdXMlj3nxIXgAPgeyPvLvkAKFhTHSJAavkOy7+K2wdBwZrKlma/vNDTiQZMJPiAAh/Cebq1cxIA+vpb1gkGTCD4oAIfxoBluvWUWuZjhxT4CChYU1mAfn6CtfzWx8MKfBQUrKksYIZdqbuZUrtRyUcU+BgoWFNdo9KkPmdKPUclH1Xg46BgTcX1lPo7A35H8DEFPgEK1lTctlLLaB9XRtH2NIqexOGoLjYTrbNYywfwTigenMLApbuA1N8Z8DuCTyrwaZxB0txgSS1/4/WUAp/BwKVgfemVDNZyG/e0Ap/FwCWjq/RWM2v5EPEZBT6HqopbmtTywemzCnwe+3ii2zWllj+ueE6BL0T4+LYMXlFSbyn5fBAOgBcr8EWGwdW/fb46UstvDTuvwJdwRCnndk2p5TrrogJfBgU3gdhVqeUPkl1S4Cs4opR0+7XU8gbvZQW+itEu6jaP1CkGTCH4igJfwyG4ENaTXgpgLSf5qwp8HQOWIALmafkE8jUFvoEXRjy6atccnpbf7nldgW/ihREnLgxPy0e2byjwLbwwotFVWpiyftG4/CK5fVOBwzgE+9y2lVo+tXdLge0POeOLAAvdhSlrudcfVuCISB8uTLljSC1nDp8yW0YCDItRHrekrmfAegRHKHBUpA8XpsfdCc/T8stnIxU4OtKHC1MvYJ6W30cXpcAxkT5+KQDnZqnlaidagXMBjC8CLHQXpqxlhhCjwLEAw2L0DI1bUss39nMpcBzAsBjlQU9q+YUxsQqc2/6muFmMcoRv195gEKfAeSJ9uDDl0qSW7xTnVuC8AMNi1EujPC0XaXkUOB5gWIxyr5JabrrkVeB8AMNilOsptXwKN16B8+PPow/0ewOAp/8y4F8E51PgAgDjYnQhLVQ8LX9eO78CJwAMi1EuTeo2/85z4AC4gALfg9cz/FrbHDd1Zh2T+VcQDoD3K4MBZMT2O1QtYB/Y8HQ9X3KgHt1ZKauUXBDhCiZpm+3e02FdafpHITgAvqCUXAjgW+GyWFon+AkwT8tbUWH6zyfgwjgYjHZuhqfRLpWnVw+MC8ABcHnF7fuwnb8yF8B0P/4euafl4qywAhcBuMDrg52cItPtjS+pz32Y7Zyjr2EqrsBFMWAjnEgozQbM0/Kquk+Bi+H1PMytp9RyliyqwOCNybuHuqVJ/c/SbAcOgIspcAmA2w76wumSb7q9ayZ19/R5DhwAQ3DgLlpElJc6H6GXP0qCkYujervBkjp2/4AAHGDkAcWD+wGe0LmvW6rU+ysPDMABcEn2IK/nwUny4AHsNFluvaW+d9OAABxgpJTiQSnsrh85MQDY+zmelvezSiswfGYflGdAankn7cHIu1e3D2K7v+/EAmB/MsjThz5sFYAD4IeUksvw4BBJpUmd0fD5RXAAfI8Cl+XBweuunl4dTgqspkfBKihwOR4cTkEXpcGB9ZEOuxfBAXBBBS7P13e0mTn4+mZ9y5R6i99mvgv2etxDHLhIAqXebgxsJyMVFSPcaR7mAIbD39Jjrp6uO652KhxgpIxSjQpeACeIAE6g6z0pcIXfalbgRziAZ6A091k61LeKrgzCAXA5BX6UA5jLzJ6Qj0qd24ysufnFZAWuyIHLC4DNFjx9rwHvJfhFBU70pqPRbsBYt5wbCsIB8MMK/BgH7FZ4lBsw1vJZ6OYKXAmz4rZmWTjKfbuC9aBcAwNwAFxZgStjbtoaAfvMoKfljd8qClwF65zplia1/HnHqgpcFZuqucn+R7mbMawl/LgCw2d2M4ZLk1r+eGqSAifhpNAYS6PvxmYdYUqNoJKTFRg+s5sxRwiQWgbsCQWGz+jtilHi7YpR1M+90bSacmnys9DVMOWq6zaT1PJbSaorHlTHwKUjYEqVWrqfosApuJxIw2DR2xWs5SMGqQqcioFLcfYBQJsxrOVkUEOBa2Dgkl1XpS5tglaaAldTgWvidV0FI03fj8E6bEoNU8lpCpyGfTzRbSapO0UMDMABcC0FrsVj2Un3uvb0O91a2gPgRxS4Nq5FCrm9S+rM4tkOHP+VKdYBGPYTvMvR0/L2XG2l5HRs53gE6GFT1g0M2IDgOgrsx3aOMxnxKPemN2u5MZGuwA62czTWcyh+4QBr+UtffgUO4Ijic4MktVx/OQpcF0fRK36up9Tyu1UDCvwkdpIzfluamWqklj8sWVeB6wEM+wncPFLLl72eVOCncPze6+cgSS1fWK2nwPUxYNv9p6k0qeUXDjylwA2wk2xyS5Nafl9ZfQV+GmDYT+BhV2pZcgMFfgZg2E/gIEktt0SeVuAMgGE/gdtWarkWeUaBG+JIMscFpJa/LJChwM/i9TzddVVq+dh6QwVuBDDsJ3BpUst7uM8qcGOA8QHTUe7eAmv5ZeKNFPg5gGE/gV2VWr5O2FiBm+Cac6CfBz2p5VPYzylwU5zoslxXpa5kwEoEN1Hg5wGG/QTbn+kLB1hfOWja+SC63VSBX+A00iwX3Tyc9TaTvG6jBDZLgV/kNDIPAJRGss5nErl8lMz1VuBmXho5VOxqoI669VQIDoATFbg5p5EWoDSStcz8+yrw/3iuOhEe4s5VrJ90+tSAQ050crHWgueqSwDQb8ixLl4s24Hjv+aqljxXcWlSyzf2WyhuZ/JcdZpKk7qh6SANqZO0VOCXeK5CV/E35FjLu8aZCvwyz1XHALAv2ntaPuf/kgK34rmK6ym1vJ5fVuDWPFcxILXcEmmlwK/wXMWA1DJgrRX4VZ6rOEhSy297fEWB2/BcxaVJ/YMJ1g8UsFcVuC3PVV7APC3vOrRR4HY8V10gQGr5Y9dtFbg9z1UnXMDT8qZYOwV+jecqC9ADWqzldNNegV/nuYoBqaXbrynwGzxXsatSyzstryvwmzxXXaC2lVomNG8o8Fs8Vx2mi0Hqz0x9P6M6v6nAHXiuOkyuSi3Tx7cU+G2eqxiQWm6id1Dgd3iuYlelljnJ2wrckeeqEzT0SC2vqncUuBPPVdw8Usubnx0V+F2A8ffihvj5t5tZy9uunRS4M14Yjd22lVq+kPyuAr8HMDyUxa5KLX8jsLOymm1Djxa8D0bgoayz5LLUc03pc8mD9xQPPgAYHsqykxw9oMVaviH2vgJ3wc6S4AJSy1sXHyjwh9jePheQWr7Z20WBuwIMD2XFWAB/ioG1/LqtDxW4G0Z9WTqXJrWMelcF7g4wPJTFpUkt3+TupsAfAQwPZfkomZFazpbdFbgHdRa3NKllH/9IgT8GGH9WHOsptbzx20OBeyIM30ww1H35h7Vs548VuFckKwKk/m5gJQcOgHsqcBankdG+T2jO8rTczh2gwL05jYwFwN3/Rl3ZpJCVKY0cqMB9OI2EMYzTSNZp5SanwgFwMwXuy2kkuyr1PabUe6jkTxW4H6eRl6A02r5l/VW7/DXgAPh/Ctyfo82uSh2eEp0KB8C9FHgAR/tWuJcbbdZy7/cLBR7I0bYAbZqzllvWYxT4E452tBn0Odqsh0/qVAMOgPso8Kcc7QgA6Ec0WW80pW6kkscqefdnHO2d4CpFm/WWaeVS4QC4n1Ly5xxtdlXqH482WQQHwP0V+AuOtqmrG23WcSbScfwTlgo8CN0e4QJSly6a7cDxX8uFwej2MBeQWu7UDFJKHgIw3AS8Ee5ILzp5Wv604WAFHop1Hizq7Ol0A6YTPESBv8T04nMzpXainUdPy6fthyrwMCz5M1Gyp+UY9qUCD4+07fqJC0gtv+t8mAKPwKYaYOYkbipPywR2uAJ/hUukflhP+/ChpyU8QoFHYlP1QVdtU3laPtTwlQKPwoBlIWD3Aj0tv4JopAKPBhhudFpX7Vd1eFpm/KMU+GuMdlcRbU/LzGC0Ao/hYSiv27c9/UHFuAAcAH+twN/wMBQBAN2CYh1dpVAIDoA/UeCxmPF3cDbCxUDfDsZ6/dZWATgAHqfA8Jl9mPgPupKklvc1xivweFzNtnUBqW+GBwRu0vb8twr8La4pWyPQCX8iibV893CCAk/AgGW6gNQSnqjAE7GHNXddlfqiAS8SPEmB4TN7/2otAPQwMWt582uyAk/GC6OxsxsAM3pILV+N/U6B4TN7/2oHta3U8s7ZFAWegtdzfReQ+rwBzxM8Vcn4+WHiqZg613UjLbWs+zTFg2kYuHQstRN+O5inBwZiCZ6uwNNxtZOGwaL7V6zlN8t/r8DfY+BS3DaWWt5F+kGBf8DAJbulSS1/AGGGAs/AQaGK8y8BUssmm6nAM7GPJ7quSr376oAAHP811f7I6QUPBFKvrHkxCAfAnyklz+L0IoLGbKkjt+xYCAfAnyvwbE4vYsxqFh979LT8hvFrCjwHp9qvELC7zp4++WhcAA6AryvwT5ybWMDW2dPyvcs5CjyXcxMfAPSwEmv5hsFPCjyPcxN2VWr5zORcBc7m3CSGSpNa7szNU+D5nJt4AfO0fKUuW4EXcG7ilexp+bj6fAVeyLkJB0nqVsblVuT2AgVexLlJIeoYUst3GxYqcJBzkzwESC2/UmyRAoc4N/GaytPypkhQgXM4Nynk9m1Py+eBQwq8mHMTLk1qmRXlKPASzk0sYJYIUg88Ms+BA+DFCvwzpxdrwq3c9IL121mVHTgA/kaBl3J6sQuATviuEmu5M/ezAi/j9GIrAJResJa/NrpUgZdzerEBAJPASR1lSo2ikpcp8C+cXnBpUtc1YF2Clyvwr5xe2HqObbBI6sYGbEzwLwr8G6cXHCSp5Q8J/qrAKzi9YFellr+f9ZsCr+T0gttWanlLeYUCr+L0gku7XXurnJUKvJrTC24eqeX6apUCr+G0YjsA9FgMa7kvtlqB13Ja4QXM0/Kh8TUK/DunFdi2+I4Sa/nFXmsVeB2nFV6QPC3fcv1dgddzWsEdQ2q51linwBs4reAISy1vu61X4I2cVrCrUj9qXH6U3N6gwJs4rdhPQZJ609kHQnAA/KMCb2YY6snvKLF+0pT6JJW8UYG34EhSDoNkhlupQ6a+IarzZgXeiqNnaaxnJ/yiPtYjX6jswAHwFgX+AwfAQm6QpN5cJNuB47/ysD/R7QR0tW21FKllJ/lDKfkv7J7xCNDTPKzlu4d/KvA27J5xCNBXx7GW2dBfCrwdu2e0W5rU8s2CbQq8AwdAHwbJDD1Sy8cltivw3zjoX/HvJ0Bq+VuuOxR4J/btM36OsNTy+73/VuB/AIa7olxPqWUetlOBd+F0s5dKg9/29PQwU+owKvkfBd6NAdvu3+AGzNPyfvQuBd6DnWSTf6kF2qdILW9+7VbgvQDDXdFdNHpIPdqAowneo8D7AIa7otyrpC5twNIE71Xg/QDDXVEe9KS+bup7neq8T4H/xQFwjp97ldTymw33K/ABvJ6nI0BfHcdabiT+q8AHAYa7otwxpJbvoh1Q4EMAw13RrdQlpZZT7EEFPgww3BXlXiW1vLF7SIGP4DJhIF5J9DQPa/n402EFPorzc5YLSC2/leCIAh8DGO6KbqcISy2jfVSBjwMMd0W5NKnli2zHFPgEXhiN/d7o6WmZrB9X4JMAw11RjrDUMus9cRcc6XuJ9ktOgRG4K8ouSz3dGJhORk4qHpwGGO6K8hJB6k4G7ETwKQU+g50lwQWklu19WoHPYnvDD9S3pqe3PC2XSGcU+BzAeFcUFydSlzQulyS3zyrweYz6snQfuSq1fITgnAJfABjuivpoyS+1nGrPK/BFgOGuKAdJahmwCwp8iTqLW0+pZQ56UYEvA4x3RTHCUt/2/rQCX0E4q44He3rH85UdOAC+rMBXI0nkoXpKneG7uggOgGcp8DWcs0Y7cFXxXSTWu8NJgd108+u+qLvh6zgcfYUAvdDG+qwBzxJcRIFvcBq5LdzIfU+edauySSE4AN6kuH2TM8HTANh1tKfnb4mvAQfAWxX4FidzBwGgx91YX7g8LgCHzQQVOMzJ3E4CpD4dHhA4TXuBPqXO8JlN5rYAQMkc61MGPEVwhALDZzaZ20KlSS03yyMVGD6zyRyXJnVR38BAUdr/jFJg+Mwmc6epNKnlfne0AsNnNpnjCEst4RgFhs9sMsdtK3WUAaMIzqXA8JlN5rg0qfeZYO2jgMUqcCwGbLvfdsmh+H1krGU7xykwfGaTufUAmBlS6hLG5RLkdm4Fhs9sMsf1lFr+AGweBYbP6NHsRu7jbqzPGZfPkdt5FRg+s8ncFqqn1PsNuJ/geAWOxxfX5iBgV7OeLmJcLkJu51Ng+Mwmc1xPqUsasCTB+RUYPrPJHHdJqWU7F1Bg+Mwmc+upnlLfMOANghMUGD6zydxBirDU8pWaexQYPrPJHEdYannP7l4Fhs9sMsf9WWp586ugAsNnNpnjekpd+tqAABz/tRQuBDDMTxcAMGmU1KuvFEyFA+AryuhZmN5u9N2i0qRe8EO/GnAAfFWB78NLcrQTaZI4fGHN0/vMVLOPppv7lToXwWh/hQDdkmAtH055QIGLAozbHHXcuYr16euTQ3AAfENxuxjAuFNRR+xaoD68s0MIDoBvKnBxgHGzoQ7tvHq67P1ng3AAfEuBS3BTXQOAmor1c/mqheAAuJBS55LcVDZI9OAV6761mqXAAXBhBb6fmyqPSZU5rWB9xDTTEWqqcgr8ADcVA1IXM81UjJqqPMGRAi7FTbUxXJkel/D0pHGxqXAAXFQpuTQ31REA6HeIWe+92jIVDoCLKfCD3FS7AaCmYv1L7ZKpcABcXIHLcFPFQT3pS8xYn5rwYxAOgEsocFluqnwUJKmjzv8ZhAPgkgpcjpsq3ixM+KpiLd9ZeEOBy3NT5QbAPlPjadlUbyrwQ9hUI9zSpK5/fZ4Dh2xnCT+MdR7mxAJgvzDY05Em146kfPshBa4AMNzc49KklsvChxX4EQzYYKwnPYTEWt63qqDAj2LAPneuhUu5N/pYyydPH1HgiljyZ1iaTeI8LddVjypwIvbtT9zSpJbLwYoK/Bg21QDRVJ52jMsOuZ2owJUwce3n5KeOIbW8GfKYAlfGpurjuiq1XJRVUuAqGLAs0VSelu9dVVbgqgDDzT0GpJZfHlxFgR/HaHd1rrjR9nSDY/McOACuqsBJmG+3dfYBQN/ux7pazMAAHAAnK3AyZr2tzVqqlPtADmv5DdNPKPATmKxnusDt2vti7GoKXA2j3dz5BwB6oZy1fECjugLDZ/aO2d9UmtSXDHiJ34tW4BTsJI1dV6WWL1WnKnAqLsoyXEBqWecaClwD+3Z9F5A6twFz83vRClwTk7i6zgFqW6ll7pmmwGkYsHS3NKnld9XXUuBauEBJc5tHavnIV20Fro0BS3HWA0B3zFjLhWgdBa6DAUvGtrWDgafzGJfzkNvpCpyOg34VBIbit/qxPmtKPUsl+xXYj3070dnktq2nZbLuKLDDaQVHWOqm+8YF4AC4lAIHOK3YR65KfXxxwyAcAJdW4LqcVmwhQOqC1YYE4QD4QQV+Ets5HtuWditY/1ko24HjvzL9etjOcW5pUk8zg980GgCfVEp+Cts52llNgNRyiq2nwPVxJPFhhGm3grW8lfyUAjfA0fOK/3cA7PMGnpa/LlhfgZ/GTnLGz65KLd9ya6DAzwAMOxTbCJBabpo+rcAZOG7v9XOEpZaT+zMK3BADtt0FpJbZUIYCP4udZJN/m9tJPC2f4mmowI0Ahh0KW5pZV0gt3wV/VoEbAww7FP9Q80gtXzBupMDPAQw7FHwlSV3ZgJUJbqzATXAkmePfQ65KLR+Mfk6BmwIMOxR8JUktn21uosDPAww7FH9Tf5ZablE3VeAXAIYdin/c5vG0/HqG5xX4RYBhh2K12yU93dWAXQl+QYGbYeI60P+zDVK1FKl7mUj3omi/qMDNcaLLcptHankDqJkC/w9g3KEo5d56Yi2bqrkCtwAYbjftIUBq2Un+p8At8cJo7OehR2r5Zl8LBc4EGG43HaDJTWqZb7dU4JcAhttMXJrUgw04mOBMBX4ZYLjNxG0rdTXjcjVy+yUFboWdJMHtVVJL+GUFbo3t7HMHPanlvbpWCvwKwHCbiQGpLxnwEsGtFfhVjPaydHZVajkMvaLAbQCG20zcJaWWzxu8ehcc6TuBI4mvLfwLt5u2UO+SeoUpfQV50EbxoB11lnS7phqKv1zPeqIBJxLcVoHbA9zXZEfXyGWpR79TwYED4HYK/BrCWXW4NKlLvDVuERwAl1Hg16nuvpvUNaV+aFfZdDgALqvAb+CcBbebEsStpwQaUZMD8bR30EmB38Th6CsXkHpXOCmwi3Yt3lXgtzgfOxwu4O7IsT7w01epcAAcUOAOOMknODsBsJO8p1/uVDkEB8B1Ffhtu6bcEJP+cYsEf1KbRWlS1x01NwAHwO0V+B1uqj+fB2BCmtRrR0UvggPg1xS4I8AdNwaXcGlSf/FMcjocAL+uwJ24qeB65qZiLbd5RkbdvSP3LjcVA1K/3KR1AA6AOysld8a8ewQCNpnxtPyNqPcU+D3snsPMqt1HXwTiabkUfl+B38c15VAnGoCxDRZJLVc5HyjwBxiwweiqTWA9vd2A2wnuosBdsHt+4XwfDqfjT4J7+i8D/kXwhwr8ISawnznzALAJrKflsrCrAnfFkj9BwJbsaXlLopsyEL5Ij0t0wyYb4CxxQU/LJuuueNAdlw39sFTaK2ItF6YfKfBH2GR9sDTaK2ItV/I9FLgHBi5LAJ6WuxcfK/DHuEjr4UZaalnnngrcE6Pe1S1NallyLwXuhX38fecXAOgtZdZyDyFLgbOwzp1EnT0t27u3AvfGLLiDC0gt4T4K3AcD9jq6ap8D9bQMWF8F7osrvLZuaVLL93H6KXA/XGe1dgGpZbT7K3B/DFimuLo8Les8QIEH4KDQ3C1NalnngQoMn9n9Mb4YpJYlf6LAn+CF0dgFpJZX1acKDJ/Z/TF2VWpZ8mcK/Blez/VdQGr5VY+fK/DnmE7WdV2VWpb8hQJ/gQFLd5vndu29qDZIgQdh5p/mbKYrSWrp9mAFHowBSxEB87S8NztEgYdgwJJFwJLV7jlUgYfiYFBF9CpPX7xmSv5/bux+yVmRNwx5us5D36fCAfBbSsnDAG59IyY966VIf7uRhdOkbnJ0XgAOgCEDegG+KDnX3Sn0cE5wVjWL9K/JWFNT6sc/HpIKBxh5h43Eekb4ab0RYOSP15Yu6Q+lty+cJvW+7Kq14QAjHdlInGeEvxTlKxyeErDD0E+Fs/5h/eM14AAjHZRYjORsaWl4Tzq/Osd6YsvWATgAHqXAo7AVRiJgW8HTcpdytAKP5mwpBADdUWMt4a8V+GvsecOc+VSa1PK10DEKPIazJQaklk/5fKPA33C2xPWUWuYsYxV4LGdL813A07LO4xR4HGdL3DxSy6ttvAKP52zJK9nTMt34VsmW+Muiv+VsiUu9XXtj3ATFgwmcLXlN5mk5xk1U4ImcLXFpUsuoT1LgSZwtefXNEnHw4MkKPJmzJa939RAdx3uq6zsF/o6zJa80T8vfq52iwFM4W9plL4oGi6SWbk9V4KmcLXl19vRl01EuU2eZpsDTOFv6jS5HqWXJ0xV4OmdLDEgt7299r8Dfc7bErkotu+kPCvwDZ0tcmtQyZ5mhwDM4W5oDgMn+pb7tJ6QVeCYPwT2b7U//sljrmlJPm1E3BQ6Av1LgHznV2u4OwZ6W0Z6lwLM41bIXA728xzrGgDEEz1bg2ZxqbaUgSS07yRwFnsOpFjeP1PIm6E8K/BOnWt5g4Gk5ksxV4LmcavGwK7Uc/Ocp8DxOtdbQlSS17GHZCgyf+a6Ga7qlSS0Hg/kKPJ9TrTXUq6SWAVugwAs41eJBT2rZSRYq8EJOtbaSq1LXuD4gAMd/pVqLONXyJjlPl8j9VAgOgL9USg7yhfFvy5XpEV/nS5W6W4EuNeAAGK6gJpDgRHpwiCe8H8NL3e0B1mkFsx04/svtHJ7wlhMgtbzLFFImvCaUWi3mCW8hgJ3w+2xYy3eJc5S6L+EJz7psv//C07sMuIvgxQr8M094k8llqcsZ18uR+0sUeClPeOyq1GdNqWep5J8VeBlPeOyq1PL+x1IFXs4T3mIAbNf0tPy6pWUK/AtPeFxPqbcCSPByBf6VJ7y5bp09LX8E9RcF/o0nvOUESC1/ge9XBV7BE54FaMJjvcS4vITfn1bglTzhcT2llrfnVijwKp7wOMJSy/vWKxV4NU94y92AeXqdKXUdlbxKgdfwnMWuSi2/kXa1Aq/lOYu7pNQBAwb4/WkF/p3nLHZV6gcN+CC/P63A63jOWklBknqFqe8KqvPvCrye5ywegqSW7bxOgTfwnDUdALMwk1o+3bVegTfynLWQXJVafsX+BgXeBDBsCfxJXVJqeZ9rowJv5jlrPLkq9TYDbiN4kwJv4TkLLwb8UUzW8itKNivwVp6zOMJSy/cttyjwH9i3E9FV+1Kup2XJWxX4Txz0K4hB39NyJPlDgf/CwaCcC0gtX4H+U4G38VQLQcq+Hq4t9f+mrk2FA+BFCrydYb4Mb9fea6J/KfAOHElKipHE07J7blfgvzHaRcVI4unHz8xz4AB4hwLvBLjNG4WcCVeW2nRZ6l4mWL34/WkF/gfghzcnOB9CaY8fT5F6fJ5sBw6Ad3J6EeXBuwA+UqmAC0j97sV5DhwAA3hnybsB/nFkXnR1R+uaUu81wdpLAduluL0Hr6o4ZxNdhlL3K5DtwAHwbgXei1dVtNurpJbtvEeB9+G47XNLk1p+UcheBd6Pc9UV/2QqTWr5A5H7FPhf7CRn/DgAdFsktXzEYL8CHwAYHlDiAUBq+bzRvwp8EPv2XheQWn5f0QEFPoQB2+4CUssXkQ8q8GEcejdhkOzPrnpaftfHIQW2my7wgBKXJnUFA1Yg+LACHwUYHlBaTG0rtXwa5IgCHwMYHlDia1hq2cOOKvBxHLfn+L1x29O/mWD9RgE7psAnMA+bjgC9WvWjWwUvoTmuwPbXyOABJc76pJYZ/wkFPgUwPKDEma7UspOcVODTAMMDSuyq1PJpkFMKfAZgeECJrySpZcmnFfgsphVZfh7ob9feV3KfUeBzAMMDStw8UsvvBjirwOcBhgeUuDSp5TLhnAJfwAujsZ/TZKll9zyvwBcBhgeUGJBaJjQX/p+V3SUwAg8q8cgptfwynIuKB5cBhgeVuFSp5SR/SYGvYGdJcEuTWrp/WYGvYnv7XEBq+XzZFQW+BjA8qMSA1G+ZiL9FUb+qwNcx6svST1EbS73z5DwHDoCvKfANzk2yw9/SvXpPd9t6NBUOgLcp8E2G24R7pfP706wDefwhOAC+ocC3AH5nV670Q8Eu6XBXReqDm5MCcABsSsA7LJFeZ+F7PWH24PVwHXcLhPWHyzJqwAFGbioegGFfp7yx6X+tqJ0OD7BIfdGpHoAD4DrRd8MRAMO2x/Zb4Tq858/6/uiBATgAjlRg+MxugfwGAO35s5abbFF3wZG+VnShwP9nt0B+o1KllrcsohUP4DO7BWIBuwLw9G3vUyswfGa3QNhlqeWd81wKnAsDl+WMBcDuHXla7hHGKjB8ZrdATlhXYUXvaRm4OAWOw6h3dUuTOr8B8/P71AqcG6P+vlMhjPWUWj7Ik0eB82CdOzkfUJCklo8Q5VVg+Az3/AmQOq9xOS+5Ha/A8Riw10WEPS133vMpMHxmt0C4Y0gtmyq/AsNndgvkBAFSy7tKBRS4AAYs062n1DLaCQoMn9ktEL4YpJZ1vkeB4TO7BTIHADMISi23c+9V4HvxwmjsBklquedfUIHhM7sFwqOI1PLxikIKXAiv5/roKm3bs5YXRmEFhs/wO/eoNKnlcwr3KfB9GLB0t55Sy2GoiALDZ3YL5De6hqWWbhdV4KIYsBS3Y0gtm6qYAhfDgCW7bSu1dLu4AhfHwaCKW5rU8sIoocAlsG8nipnD07LOJRW4JA76FUSQPC0vjPsV+H4cDMrhAGBHT09L+AEFfgBHz9Iiwp4unjMuAIfd81em2lLYVHGib3t6UEK2A8d/3TAojU0VLfq2p+Uas5Ti9oM4GPhcV6WW36hTWoHL4AB4xc+jh9TyW1ofVOCy2M5n/HwxSC2XTGUUuBzAsJZmQGqZBZdV4PI49O51Aanl1xeXU+CHMGDb/XPcgHlavsdTXoEfxut5kwtILW8UPKTAFQCGtTQDUssvo3xYgR8BGNbSdk6mdTVrmflXUOBHAYa1NF9JUu8z4D6CH1HgijgYzPHb/jy22yKp5er2UQVOxMl9ulua1EdNqUf5fWoFfgxgWEszILV8wS1RgSsBDGtpBqSW9zceU+DKAMNami8GqeVqp5ICVwEY1tJcmtTyKyErK3BVnKuy/N5c5elCBixEcBUFfhxgWEuzq1LLdq6qwEkAw1p6LF1JUieaUhOp5McVOBkvjMZul5RaruiTFPgJgGEtzUGSeq9xeS+5nazA1QCGNTSXJrW8MJ5Q4OoAwxralrZhxCKp5U9oVFPgFOwkCXQx4C9zbVeuquoKnIrt7HMHAKnlvneKAtcAGNbQ3DGklt0zVYFrYrSXpXNpUsttnxoKnAYwvPjDpUktr+eaysqOV7W1wAi8+MPzlNT9Tb37U93TFA9qU2dJL+XzpaP7nh5lwFEE11JgWOnal4AsQC8Bsd5SK08ADoBrK3A6wGUGtnHqmWxo+dexodf6tnF696zo9E7KCRaPTg7MLJMc2B37b8Rhs5ovaP42LsxwhBV+MFBlYFMyUDD0St+mTg9rYFWwjjBwxBgoohhw7Nw1MOA8aQ3cF2rbN+D0IQMvCQNHjYESioGAnYIGJpEHxUIv901yPegtDBwzBkopBuqCgR/DS/2Xw5UNNC4I01D+ShWdd9s/lrOjcLJJ7tDAF8bAo+ZvY+8w8CQYKG0mgQzrQZkQTAhsYHE4yTUwyBh4TDFQj0dX8ACmINB5ycAZYWCwMVBVMfAUj3NPUxBB5wMDhyrmrDMGosjAEGMgWTFQHwxM6pHpfEptf6JLptMU7jCa6sw8NS9QYPzyVDBgeB/0hXAu2NxBA/BvAzAwtUeG84k1MD94pkuG08QaKGUN9BpRpAYYyG3+7ohi4Gkw8H2PNNfA+S5pTmNroKQ1kKvhJ9aDfObvjioGngEDk3skum1f+MNEM+IkG70nCAaKXJlnY3CP+btjioEMMDCtR0m3/+/vWtJpQN0aDIy6iQbKm787SAZkEBuCgR96xLsGorrFOyWMAfAGDDxyEQ08Yv7ukGLgWU6IDm8uZ9sedGO4bfl1xZBpuMCD1Ixvmb+D3hiOuN1AI05N2AD2ytK2GcHAn/DFjsbAO+bvBikGGnNPPEQGQD8tDGSRgc7m7wYrBp7jnmgNmN4XH9HafyVcyl5YYCBwHA18YP5uiGLA7inv6ZfpYKn3hVJ6ZzpDepWzAS18a17gzdPz3BEpw/xt5B1duSkYWNEvgwyUD6X1znA+twZWBa/d9AxAL2ysGHgeDGzpl+Y41kCpUJ3eac6XZCDFePAWGYBe+Lxi4AUwsK5fopNBTZfaO9H1oIKoAvTC5ooB+0JV7EdlneLGQO+kg8F1PcuSB8uDlbK+q/XEnOjaYAB6YQvg7jDQDAzU+6igU996UDK0o2dBZ7A1MD/4RMM+aZ+SAeiFLysGmoOBx7vDvFDStv3iLm2cYT2L2CqUiEoOHC6FPfG0MdDdd/eg+j8wUKR7U+cpa6BCaEGXps4oMlBYGDhjDPRUDLQAA5W7B0wVStpmDHUJuB7sifQMnDUG+igGWoKBwt2TyECl0LwuSc5QMvCI8eAIGThnDAxQDGTaRKp7WaeuNVAxtLBLWarCjqAjqnDeGPhMMWBfTChjWgA9KBmC5XfPLLiw7s35s1HdGnsWF63Ozfg5YMIAjEgv28m1e0EKYkUTg4JuFd4WVbhgDAxWPGiFuwcJVIVSIdA9wIOp9+RU39s/uOrjXtW5HwxRPGjNq+n4SkUMlJgDuj416eXeN6rHTqhph/UR5u+GwuUce7sHr/C6NjcYMOMBaDRQLFS/SamUv89vsQZGmb/7UjHwKo+J7AFo7pVn81ZKSY7MHwQD35i/G6YYaMNjYgEwYIY00JfDJexE269SkZS/c3rZiWW8+bvhioG2PCayAZypjQGTnR17qFzKm9vXWA8mmb8boRhox2NiLmvg0ZwDRl8wBnon9Q/2H/dAyhaaF6aYv/tKMWB/v+uDQZnOhF4Jtu2nDM00+VK8bYXh+5ICB2/goJpt/g6uyHDk7QZeAwMdB2U4k62B5cHvh2Y4qdbAfdZAmAyYhbDvjGLgdTDw3qA014MFQ9NMp4q3rQAG7ruJBhabvzurGHgDDHQYlOgamDo00VwXWIVhxsAZ8mCZ+btzioE3wUCnQSWdadbAjuC3Q0uaETreXhfgwTvkwW/m784rBt7CKsS7Hvw4NN4pZgzAAAsGvjmFBlabv7ugGOgABraGL/vPhfMaaHIQroXDmxNsrxzWaVStD/2p1cAAXAdr7riYQLzN1wI3Heg9YOChijkzkiOD5Z6+316NcB2sUwy8w9fCFeMBbkktcz24Uqbgon/LPGwNwHWwSTHQkTNVbLqSIcwV0MBbzauEig19whqA62CrYqATXwtooHzI/lI3GVj86NYa0Zuu2RjAdbBNMfAuXwtooJjNVHeDAXNdZO36MrQl90PWA7gO/lYMdAYDMzu0cQK+ONv24zu3cZu01qSH0/5493wtnpkOA3fHkPYeGBjboSkZqBAa3bmpM4UvrEmV0nyd0ABcB8cVA++Dga86BMhAqdA3nQOuB93TmqT98j4agOvgtGLgAzDQv0OSU5uq8FXnJNfAwel10g5TFeA6OK8Y6AIGPu1Q1owBYKCqqUJZ97rIKFs/bRoZgOvgsmLgQzDwRQfIDzAGYzsXdD2I+7liWjIZgOvgumKgKxg4OjzTGIi2Bg6NzHSevXnLDwZumiux+b94MR03BooaNNcdzdgNDOwfnmEu4WjbE/eOzCADy4PThYETxkBJxUB3MHBoeJqZG9GDAyPTXA+uCgMnjYHSioGPbJI1ItF5wBiAMWDXyETXwOTTnoFTxkA5xUAP3Cwu6uSrFGX7P+iGNqDlQwuPFE9JfuATO7VdM383XhnWP8YNpngnLxgwcyPop8lA2fRCKRGnvrcGbpq/+1Yx0BMMXDMjEhsAfSkca2emi6fzp/R+tY2dmSLMX09QDPTiEYkNVLWjE/aJfuvvT2n54AbrQbT564mKgSwekfJbA5Xs7IwGKoWGnKyW8m8FXwgMxJm/nqQY6M2zszVAK5Z65EHCNw+nFHxhiDWQ1/z1ZMVAHx6R4qkVQPspiI2a3JdS62iCNVDA/PV3ioG+PCLloxjAigWCCEN86OfyKRsu4ex8r/nrKYqBfmBg8JhM583wGdt5WozLdPr5jvihCisOJAWa3cKO9Kr56+PKxNIfDAwck0EGlgebjstwugsDz5KB9uavTygGBoCBz8ekuR6kjktzelkD5a2B9mTgTfPXJxUDA8FAvzGJroG24xKdGsZA76SbQTAw+yytG81fn1IMfAIGxrUt4TzhAwOXg8HXSjh1Jl01HtQLbX3knVp1XtxtBxS4DipH3D6ggPgUDDw7ppDTB55kNPNCyrhCzogWh6yBHsb9iwfQg6mwBaJcjZ+BgfVtCzhZ1kD50PLXCjhp5EHrj4/U3N0UPYAL6XHFg8/BQMaYOOdja6BqKH1cnDPeepARmmY8uEAeTIM9FMWDL8BAuzW3/FiFUqH3N97yV7ceBEKLzx2v+egL6AFcidUUDwaBgW+Tz5KBCqH3apz1owcNQn8KD6YbAymKB4PBwPtrDpGBMqFOGw/5OQb918WkVW2JHsClnKp4MAQMDEje4e9KVXinxg7/N9aDQOi08OB7Y6Cm4sFQMNB0zUp/FlXhw40r/dgPGoVyeuysWbEFegBjQS3Fgy/BwPzkIFWhYuiDGkHyoF6oo+gHPxgDdRQPhoGBz9bM8nM/6Lxxlp974vjpW2pWao4ewGCSrngw3CbbyRP9H1MV3q0x0W2FxSIGM4wBR/FgBBhw1gymIFYMtd84mDxoECr4elTag3QtwGhUV/HgKzAwNLm3/yNr4L5Q2xq9yYN6of0iBjONgXqKByPBwLlhb1MMKoaOjX/bjUGTWglpt5qhBzCcPaV4MAoM1H6jCXlQPpT/gyb+kdQP5ggPfjQGGigejAYDz7Vu4/Q2Ewr0xB7t2riDS/TafTWf37GjFucHne/wABKMr+2mfOumZKBkqFe7pu74OPC54zWj96ABGA+7KAbGgIEarQOuB93aBVwPzmb+UnPoNjQA42F3xcA3YKBJ6yRnABn4uF2Sa6DP+pM1f9uFBmA87KkYGMv5wbLJO/wwMxU3+j3fJj/v5q2nvbQvDDZV2Qobx/nBWjBg5kbQXayBqtZAE97VNX89TTEwnlfvbKCM0e8JA7XIwHDz19MVA99yfmANUH7wjjVQ4bb9xJHmr79XDEzg/GAVxQA0elDJGkggD8aYv/5BMTCR8wOuwpXwNP+x8Eb6aZ7kwCnyYJz56xmKgUmcH3AVQJ9UDEw0fz1TMTCZ84NlZADyg4PGAO9oNj6NBr4zf/2jYuA7e4djYqbT+eZftvs2GZ9pZue9NojXz80LTLnRPwcMvG/++k9lW3iKTfMmZLgGWo+H/GCvvTLBQO20wdZAV/PXfykGpoKBWxPSXAP1xqc5nwgPaoz80hroYf56m2JgGhi4MiHR+cAaWBV8aXyi08MaqGQNHH+3gjWQZf56u2JgOhi4FG5loGV+XPq2ds751vjffahgzis956Q+EH/erhuh/rMi7l72fQ8GsqdkkoGKoegfMp3xN2fZ6iwxTdj/CLbCDmNg9h0jElyNP4ABeLYLDVQKgWYPysZdCP1RNd4uPCGAcxUPZoCBWVMy3Crc+j7D+dp6kBOMMf2APfjbGJineDDTLjh86U43a6BqCDR7sPPcwNAjQ9paD6AFFige/AgGcqakkQdVQ5E/pDljrQfrg0NEDHYaAwsVD2aBAbjHhB7Ajn4V14P3c68OlTv8q20FaMKQ4sFsMLBmSqKTagxAbnj9+0TyYHkw/WJSYAB58I8xkKN4MAcMNGhR0Cx9wYPoUL4XC7oGtuVJDmQVwfFgtTGwJOL2HU0w8BMYaNYiynmb+kGuF6NcAx19noE1xsByxcBc25GyD/kxBsmhQjMP+bEjrQqWFAbWGgMrFAPzwMC/2Sv97agVSsxc6R9FBhYLA7/DNpBiIBsM/Jo91d+ZqlBm5lQ/V+Fz04xsYJ0xsF4xMB8MrM0e4OeOVHjmAD/3xCbCg/XGwGbFwAJ7v7lZG9MPFlkPNrZs43wZXm09yHVyUM3tRVbU4qvxoDK1LcR5obXzrjWAl/PRW7NsR/pN3LCEq/FQxN33GxeBgVLNmjodrYGqoTUtmzojrAergh1OVa3ZqAR6AFfjUcWDIF/OH1kDeDnvAw+m3pPzp/AArsZjigchMJDeLOAaWNcy4MZgcPruGo+QB3A1nlQ8yAEDJezljEGEy/mQ9aBQTpLPu20MV+MpxYPFYKBksyQKYqXQypZJbgx6n/qk5mPUCnA1nlU8WMKX85vWQHl7OR+iVvAJD+BqPKd48DPfHmAIdBfy5kyxe1KWZFW1y//r5q9XK0vfpXZqM9nuATIAmvtEyc6lU1Ii3rcG4KGDNYqBZZxgHKfAQYLxPvWJ2K65U0o/1WUBGIgyFV6rGFjOCcYe8gA0e+AfVSTl+ax460GsMfC7YuAXMAAPYXEMQHcjD9oVuCflzB/P1bQbEMbAOsXAr2AAnmiyMWh/b04po9+lPvFGfGzKhld3Ww8KGAPrFQO/gYHTMzOdJeEJtvfFzc503vCNth4cOZoUeI2asYoxsENZfK8AA0dmZjiLrIGcYMTsDOcda6CWNcB5YrIx8LdiYCUYODEzzQlZA+uDMbPTnA7WQMAayCIDKcbATsXAKjBwcGYiGVgeDM9KdF4TVehIBtKMgX8UA6ttftC4oPOEhSJCZZsWdI29vfz+Wtkr5tTieaF2pO+uFcsaMHC1cRTVu2KoZNMoZz7FY2+HvqG2q9AA9EJHMbDW3vWdeMjPgUufesiPLbIquHFa+ZyOy9EA9MJ6ioHf7bUwaaVpe6z3U1NX+heRgRdrXg5VoypAL3xaMbDOXo2TppKB6qFnp071cwweHlI55wB5AL3wWcXAejBweOIAMlAx5J86wM8x+PhC6Zz2v6EB6IVNFAMbeDx4wzfUGgB91TcRs7R8nUO7Ji+oxq3QMvLu24UbeTx4xRqoBDmEc4kMvF9qXSjyp5eqcyu0UgxsAgMwBqAH1e0tEvag4ytRNf74vVZ1boU2ioHNYGBYozbO3JuDTb1nB0c918Zpa+NRJvTosRm1Lk17x2aqlcxf74KeGHd7DLbwgNLeelA1BPosedB1f8XQycKPVudmfE3xYKvdjGvU1AlaD9YHv3uuKXlQKzTl6Ixaa+e9bT143Pz1bsWDP3hE4hiA5hhMOXU++GtcbHXuB28pHvwJBoY0CjizKQYjngvQ1VgqVOTEjFp1H3jVelDN/PUexYO/eEhraz2oEAJ9ATwww9vOCZnBXl/kqc4dqaPiwTYw8EmjJGeh9SAnOPq5JIpBpdBbx2fUup5ezHpQw/z1XsWD7WAgem6888vNAfYCajor3nmXDPS9OC/QsGSWHZXTjYFf7lhwgAc77JqpzVV/jjUwP7gs86r/DbouwMCMnc2tgbrmr39VDPwNBiLb7vAvsQZygtmZO/w8KoOByGI/WAP1zV//phjYCQZytw36l5GBjZlBPw6qFayBbmu/sAYyzF+vUAz8AwbKtf2aDKwKzsr8mkan6qF+xkDcoletgcbmr1cqBnaBgUqrO7tVeDPY2c/jIxhYVG6MNfC8+etVioHd0fZ/DHN2Tu5tF9/wxYBHb7VydzASaVifa/565B1LXzCwBxffnzu7wcChSjmgC9gf1m1gF9+5yMB889ejFAN7wQC85+Z50M+5Yj3ADYgvafUeNH89WjGwzy59wx+hB1MTc0CfElV4gQwsNn/9tWJgPxjYPm24c/xWR9v2WVOHO4sm9bZ7aYeXvJGTJ3aiHVSh/oOUQfVfMPBxi6HOFl8nA9UIHWk51Hl8QQZuC5vSc59ED8YYA0Mi714zHQADe6cNIg8qhnpNHeTkWA8yQs0b1835gzyAAA5VPDgIBj5s8Zmzmjw43PIz8qBeaInw4BtjYJjiwSEwsGtaf+cixWDA1P5uDJovr5ezMhd6AC0wQvHgMBjo2qKP68HJln2cdOtBhm0F9mCsMTBS8eCIXXw36mUy1Y7Y9g17UQzqhaq/3SunLMUAmnCU4sFRMPDP4q5koGpow8KuTk3rQYNQtvEgD3kwzhj4WvHgGC95frVVKGOXPGd9plM9lJCTsW1fsPqZE3ZuhEnl2zvGRBDHwUCf7EwyUD20eGGmk3O9oZ0jTkckByLIg33GwATFgxM2xQk3ctZbA1XtkucKeGDy5v81y1ujZdYu6wFMKpMVD07a3f3sDGqFCqH5CzOcBdaD+cHISM+D/cbAd4oHp8DAzXAd6spl7JLnNMVgQbutNbpO6G7nBZhUpikenLZ769lprgfBhWnkQU7wexGDf42B6YoHZ3BEqkIxqGiXPOdtDO7JWVnvVCj11OPWA5hUZigenAUDM7ITnRetgejQvIWJ5MHsYIcrSa4HB4yBmYoH58BA2wZtnHlmGION6ZMZbZzN4SxrYPsvX+QUXj2hFveD5Xf0RPif57kj/WINVLUdaePNhrYZW5ueyM/qQj/4JfLuVdsFMNC5QVPyoHrocEZTZ7v1YH2w9Lr+OS1XoAfQD1YoHlwEA0VM51liDZSxHWmt9eCenEyxboR+sFLx4BIYeKtBgKpQJnQsI+BsoBiEnhuZE/07egD9YI3iwWVeO6MBXDuzB+vE6h36wVrFgyv2XluDJGeWNVApdCAjydlqPcgJ9k4ZnjN/FXoA/WC94sFV7kgYgwq2I9lWOJSQ86nwAPrBBsWDa/Y+U4OCThtrIE/oo2cKmhXcu3amLrA9qlavzWOtB5Cd/KGMSNfBwMQGUc4qa6BU6INnopzZ1sD8YK3wvMCITWgAspPtioEbYODd4Yf8GMTyobMjD/mzrYGcoN8YuLYFDUB28o9i4CYY6DZ8pZ9b4crIlX6swvLgqjmhnKpkALKTvYqBW2Cg+fCp/lXUE8Mjp5IHy4PrPx2X88pfaACykwOKgTAYaDV8ABmoEDo3coBbhcqmCpvJA8hOjigGTG5gkqxF8c4C+M4L0w9GZMe7rbC58siaSXTz/hdcdN72qC3Ysw+07+541b/MGqgYKvHGVT+3wv15v3UNQCvAz6HfaSASDFztuMO/whqoESr7xg63Cv0rjnENQCvEKgaiwICvU5A8qBR69I2gP0gGql4c5RqAVsirGIgGA+s6fk0epIeefONrtxU+/3i8awBaoYBiIAYMbNjT2b+AYtBpS2e3Ck+1/M01AK1QUDGQCwxcyBzqzH4yyaY1P7001FkMX+NhljwvnkoKrKQkC34YdYyy/I8FA+czP3N+sgYahCa+9Jmz0BoIWAMV6WqEnyj9RjEQBwauZfZxgmRg7kt9nDnCg+3kAfze51jFQG4wcCTY1VlgDdQLxZn84LlwKROD40Ew8L/86AH8vuc4xUAeMBBVr41zIVzVjsS96rZxJpIHk+9JDhShZzDgNz5haA/7bjeQFwzceLKpc9YayAm+U7epM9YaqGoN7KYHHOEHM/crBuJtR6oXcA30qBtwplsDlayBI2QAfn3yX8VAPtuVn0wiA7ODH9RNIgPowTYyAD/leEAxkN9ejb44Z66FqodApy6KN/lBpZxaYmqbFYM/MnjnoFoADMBNSi4Vbl4mg4FDFXP2i1F5dgz+3N+dBhLAAOwfoAc17P5BZTBg1g4zhIE5MfjDe3cauAcM2C+HosCBTiQDXcXc+FMM/gTenQbuta3gm+NfbQ2kh0CzB3PEqzhzY/DH6O40UND2g/Ao1wN4yZMNyF3deTH4s3B3GigEBmDFjgYq2tV7IgXxiohBdgz+QNudBgqDAXjZcS5VAbT1wKzgXhQezI/Bn0q708B9YABeO5xO/QA0B7GuMLAgBn+07E4DRcAAvAA41RqoEAJtDZgV3GlRhYXmD19RDBS1MZj4qem+PhvEFt9+6tS58k06XJn9biQFyhZAAxti8Jdz5C0S+11hYCB2Ym8yUDWU+W1vp641sCo4zRgoRwY2xuDPz9xpoDgYKOm8Z4Yxnx0Dfqr9nlPTGsgJzhUebIrB33K500AJMBDptHEmkAfza7dxGlAV1goDm2Pwh1HuNFASDORymroGZtVuSgZWBYeIKmyJwV8ZudPA/fZydgLOeGsgOTS3doCqsCqYJQxsjcGf7LjTwAN2THSSXA9m1E5yDXQXBv6Iwd+/uNNAKTsz/RztTPv8UDo8QvTosminWsSydBihnzqTFCgdhQbgG/ZmKaNyaTAw6uOz/nHWQL1Q46yzfjRQ3Ro4GEmJpjEwWzHwIBgY/vEO/+j/a+9coKuorjA8CQjUB1CDVlnoUpSHlUJ4CBcT4N5JRcAgCFRFI6JYfGIRtIiCCZaqiG9LLeUhakVEa1DUJDegiUWhrQ/wjVR5FITwUBAQJMJ09pn9z2zTuZxD12pXdZ29Fmv9XPi/ObP3mTNn5s49owCF6W4lK1MtFSCZ7u0DsrgFtOrcghhASwI8PrE6VcwtuKikmlvQQwGOYgCt//Z8DOAUAtw98enUFAXom25f8nSqIwNoFw5nAP0U9YUYwKkEmD7xwXAXxpc8mBqgAAWqBbkMoDXRFsYAWhGAljsambVGJY70vbUzknTFIg9nOphm1zkaaX7QmgCn1Y7hXShIj3HGptqpFrRVu9CJW0DLm70Y04I2BDip1k09rACD0uVOAeegUAGOZwAtMPZSDKCtOhacErdI7UKPtFrBiHdhhRhQ6HB+PGYXTiNAz9qjeRcK06VOTqofJ5FaUMsdidYKezmmBT8lQHNntDuIk0jrCakkjjy6skS0gMaDuTEtOJ0A13z9enIyd6S7s99ILnGoBTmqjM34FxS0uFhZTAvaEYCeweiuWpBUF57IwTBRRhpQ5se04GfqcPavFYsZQPoRArTO+c41Ew0opTGA9gSg+wdFnAO67LuNAXvFuZEGlIUxgA7ByTXXvYDLSBqAoWIXaEApiwHkEuCY4Xe4ST6ASn2NEWme34nWbu8cdmVaSrzug20d1fygaoIbjAEd05dXTwjPC/0FgDpSVQygk5qhVF3ntuNR6OLq68LzwosCQP1gSQygMwGOrSpyz1KAM9OXVheF54VeAkBlXBYD6EKA9lWFLkahC6sLw/PCXAGgMr4ZAziDACdW5bttuAVF1flhEkt9wDoGUBmXxwC6EuDkqnZhDs6vbhcC7hMtoDK+HwPohonmyNHTkzS5THsNXfrNf9aVF1VcfnRWYklnJ7gB4ZvLD/v371wTBKDJ5SAC+JMKmnQO4d1pvqRp4q5R96inxmkB1YoYQHcC0OTyAgL40xrSQafqkk4uapbo3e9K9eg9LWWajgGciYlmHwaQRklfP3BC4pn+ExSAFhWtjAHkYaJZxIBtXikDkumBT/4k0fOWHLULtLznohhAPgFocoldoElnG+7WK7eckjh28nj1wzhaaHNxDKAHJpoAkD6BO9UN9Rokdh+zTAFoyctXYgA9MdFUZRyZW0k6ODP1Tc/POjkxvv+ecgLQ4pOvxgB6YaLZnQD+7JR0Hs8PxpzVLJG3dbVqAS3/WBUDSGKieRkD1vt6KCfxo2saJ1qetD34DYcPqI4BpAhw0+wp7mVZfVT33TVritsg21HdeulRXQrW1wZdmRYffDvmmsklwLjZk9wpCvBWxdezJrntFSCZXuYDCnhYpxX83okBFBBgY/5Y91oFqKxYlTfWTShAb9UCAGg5vOUxgJ8TYG3+iLAFX+WNYEAP1YKdvAu0ttyKGMBZBNiQP5gBSyuW5A3+DgBnJlqo7d0YQG918Z1fECbxlbwCTmKBAoxmAK169l4M4GwCrMvvHAJ25nV2m4oknswAWkLs/RhAHwJ87A8izTyvF+WABpdhJ/ZXg8vZU07tcUnJ/ereOg0mtGZV3fvKfTGgnM+Zp5/idCWAf1xMfOK8dPGy4IdxNJi0jAH0w5VrcwbQgALAqjc+qxh0+yIFoMGkVQzgHAwoAJBuyYBzpm8vnzvpbHVrnAaTtjGAQgwoCc486X4MuLXPEenNV/dWABpMTo8B9MeAghaQxi6My59bMePcrgpAg0n7GMC5BKDHZwJAX3XlCsC7H+xODLx6i8oBDSYdYwADMKAUKkChunJVuzC3Q+XAlrWJ/rM+VgAaTLrEAAZiQGnPANL1CeCPDZNWj0o/NqSF2gUaTLrFAM7DgIJ+QLofA6ovXldRNTj46pwGkzNjALQ+unoGAwvGS02X//RnfcPW4bJrjZs0aRwAGjiZYjBB6Z162c6R6sdhUgOaaNRJruWGaEQXJupOp/+n/IjoHzZn+HxLhs/pt+T4vGmb6PO0+PyKjLtgw8b/R9BRWr/O3+tp/n/2Qf5/lhOejDL+f/nvNv63kXSb+Gelw/c5Lc5trOowOJgDHu58d7yydbJhw4YNGzZs2LBhw4YNGzZs2LBhw4YNGzZs2LDxfYghePx3j1eaCl6pGGndwwP0HD2+GJNf+m8TDwnMaRJ9vinD55nCPjxg4/sWhx3k3+IeJsiu8/eDPWxAIR9OqOvFNg62/TiPjf8s7MMDNmzYsGHDhg0bNmzYsGHDhg0bNmzYsGHDhg0bNn5I8QusPKBW5+GVB6B1Dw9szbCSwCXiS//J4tvQEeLzTbpvSR378ICN73eYfGms+7Jft/KAwWFk478U9uEBGzZs2LBhw4YNGzZs2LBhw4YNGzZs2LBhw4YNGz+kOD94F8JVbrbT1g3ehRBpPDwwvVG7uIcHnAvInOVc6O732qj3HEitM1+oXr7nbwkGqXXmocFbKJan9pHhgeO7Sa0zX0TmVk4y9S0bpNaZL0bC6jvN3KyZx5dLrTMXIWH7vJwwYdA68yVImEcGvzxS68zDkLD9vDWpdeZLkTCPDVLrzMODtS3mJOs5TVVTpdaZLwuyfar7jeelqDxS68yXo1QNnb1qJQ2pdeYRKJXn7VFbk1pnvgLN3uGt5i1HWmf+JZkPc+oHBj/DUuvMI1HnnWyQWme+Em+XQVOl1pmvQidRhmXPdpNaZ74apcrym0tNlVpnvgalgkFqnflavLawlpZb8Q1S68zXoc613lNhnaF15lF4w5oy+L1Kap35etR5Lxuk1pl/ReYWzgOBwd9PqXXm0ahzQ2deKmtm33KpdeYbotHzrrDO0DrzGNQ5mwx+hqXWmceiVPu9O3nLkdaZb0SpvvSKVX+WWme+CaXawAapdeZfo1S7yODXVmqdeRxK9Q0bpNaZb8aaRDu9XipJUuvM44MFWG70y5PkrUl9cPMt0bSiV1hnaJ35VtS5hpsqtc48AXXe5HVQBql15ol4O9geNkitM9+GF/3tIoPfMaTWmYvxRqzNZPAzLLXOXELmfd5Ud4VXnCSD1DrzpKCT3OwuZYPUOvPtqPMGNkitM/8mKFXCXcgGqXXmyajzAK+4F4ZeaJ35t6hzWzZIrTPfgTovOBAYpNaZ7wxfpUgGv2NIrTPfhTq/5E4toy4ptc48BXWetqN3WTAYRFpnvht1Lq68vgx1htaZp6LO89s8WhYMvZHWme8h84+dquDSwG+q1DAfaNSzjjl62O9eAhzpn9xqyeRPWKU2AdxHAM8/zezlrUptArhfvQnWGR5s1R8ApTYBPIDXJuI6Q+rMgHoh4EG8h3UXmfySSW0CeCiqQo6ognkLHkYVYJLaBPA7VAEmqU0A01CFnWTye57UJoDfByfEh4L5itqq1JkA3UPAI8EuTA1mS/61ptQmgD8ElxWTw61KbQKYToAD3q3BVv3eJ7UJ4I/IwT46HavOI7UeMAM52M/nc6lNADOjHCRFDpLGgFnIAUxSmwBmB5cbx7lf00WsutyIdGZAXgh4NJhNHulfEXoq81KbAOZgPNjKl9FSmwAei8aDoNlSmwAex3igTH73ldoE8ATGAyROahPAnzAeoNlSmwCexHiwizMvtQlgLvpBDV9eS20CeAr9QF3c+2cjqU0A89APYJLaBPA0+oG6yOfzArQJYD76AW5uSG0CeAb9AM2W2gTwLPoBbnJIbQL4M/pBDe+31CaA5zATXeF5Ser/UmcGpEJAKcq4lEx+s6U2ASxAGV8jk584qU0Az2M+/ByZ+LoH2gTwAt6KHG11wSG1YCHuW8EktQngRczKF5KJZ+XQJoCX8Fbkxap0fculNgG8jLciL+RmS20CKMO1wWLOvNQmgHL0xGl0EcU9EdoEUIGeOIpMPNGENgGk0RPHkYl7IrQJoBI9cQBvVWoTwCL0xHGhSWo9YDF6IvZbahPAK+iJ2G+pTQCvoicqE/dEaBNAFXpiPpukNgFUoydO4s4jtQngNbyfew3dqlK3cCINQNaPCuoAmoeAvwQXnI77Id/rktoEsAQ9cRWZ/IFUahPA6zi1rWGT1CaANwhwnDMn2Kq/31KbAJaiI2G/pTYBLEMVvgjvbUc6M6BFCPgrqrCVTVKbAP6GKnzBt6alNgH8HVWoYZPUJoA3UQVsVWoTwFuoAvZbahPA27gLO5THAKkzA04MAe/g+w0MIlKbAJYHgNHuCDKpmWqkTQArgjIOdzEGSG0CeJcA9ZyBLkZiqU0A7xGgoZN0cS6Q2gTwfnBeyBWm3EMCfIAcbPPe4a4c6cyA1iHgQ+QAJqlNAB8hBzBJbQL4GDmITLmHBFiJHOwID+dImwA+QQ5wAEltAliFHKhD2O99UpsA/oEcRGOA1HrAp8hBDX3zdEWDhNQmgM+Qgx1k8psttQlgNXKwkbcqtQlgDXKwlUzqZCK1HrAWOVhHd254PIA2AaxDDj7he0dSmwD+iRzAJLUJYD1y8CmZ1C1AqfWADcGwfpKLO7lSZwZ0CgGf4+yMh16kNgFsRBWwVakzAzqHgE2owm6+my21CaAGVcANealNAJtRhWiruYfUgi3Iwef0XAePSNCZAV1CwFbkoIZNUpsAtiEH2KrUJoAvkAO1VXVKl1oP+BI52MNPEkmdGXBGCNiOHOB+utQmgB3IwW42SW0C+CrqBzmiH5gDduJo/JZM/mWO1CaAXTgasVWpTQD/AoLMSpzU0gEA"1959E86C11836F94AE786FE87D6E0F60
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Author:
The Dutch Actuary
Collection:
2024 Master Class
Game version:
0.9.27.15466
Copied:
37 times
Created:
about 1 year ago
3
This blueprint requires
1525
structures
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