Does grant Congress full power to “coin money and declare value.” And a subsequent subparagraph grants Congress full power to outlaw any currency it wishes for citizen uses as legal tender. For decentralization miners should also choose their own blocks by running as a full node and filling in the details into the coinbase provided by getblocktemplate. Am I to understand that it takes about 60 minutes to pay somebody through the Bitcoin network? I reached this conclusion based on Look at more info the 10 minute average block confirmation and the requirement of it being 6 back in the chain before it is considered confirmed. On 1, it’s true that in different forks, different miners will have been rewarded. However, over time only one of the forks will become the accepted consensus for confirmed transactions.
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e7uNHZcxyHnbVSdvtpmV9ZSVkDHsNKIzkmyDO6KczgXjc6zToPFeQppL+qfcfwWdC0um0FOE7O9OGEd39W1vwOsN8sFJzgqweYApiAeYBMwJHuCww+VTD2PfKylqGSyW3kjYqNskluGd4mu73rk9THcZuY+1R0OQvRLp6vaMlf8Ail8zqe03lLpqyFkLIqljm1VJNeQQZcsFRHM5vqyk5iGEDS1+i3R8q9J/Q1X92n/85cYpWjU8xy6d6kIZy9FdA4KDjK0W2vafe1/wR1im8pWHxOc6Kmmjc/6To4aRhdz9YtlBKg7VeUOnrKcQxxVDHCopZrvEOXLBURzOHqyk5i1hA77LmqIZU/RfQwqKqlLKLTTcm+ODsB8q9J/Q1X92n/8AOWCPyl0DZHTNpp2yvFnytipRI8C1g54lzOHqt4n6o6LkyxunA/YhqXoj09cRlv8AxP5nRdvdvosQo3UkMUrN4+MvfNuxZsbw8Bgje67iWjjawvxXMXsym3gs5qB3qO5xJuUOz0/p9HQ0vVUVZXvzfd/8BERC6EREAREQAK+OIk9BzPwUiKPKO/mVegLN03ooz2WNuPRS2m/u0VUBSiw8vGYnK08NLk+7kFMGFsAOrr24k8D1sF0fyW7GQ4jEyomla6JrHtlpon5J4pA4Nic8/wBG5okdfTgBrrbUeUcYVHRluFuldUtqYw+V7pS18BZMHiMuswjPujcC5toSLql65ynijqrTQhSzavsc2Kzta3Lra9lZAwEOv49E9HPIghXTlGaGUOGuh5j4LDM3X1eFuWuqejnu/f3LPAzKLHqgIrLXF+HNS2NA4W9ysmhzajQ/Yf2pTxlt78+iAw1H0z7vuClqJUt9a/I8PBZaVxIseA4H8EBmREQBERAEREAREQBUc0HjqqogLN03om6b0V6ICzdN6Jum9FeiAsMTeijyRlp6jkVLRAEREAREQBERAEREAWKaa2g1P3JPLbQcfuUVAXvlJFvuVoHBEKAlxxBpvqr1EyP7/FVZIWnW57j96ASyk3GluHesYS9yT1KIA02IIU5QSpEEt9Dx+/8AagMyxzS5fb93tWRQpPpH2lAXOmJFtB7FjsqogKFSWQtIuL+I+CjoLjggMs8YaOd1iQ96IAiIgCviZmPcOJ+CpEzMbcualgWFggKqkj7C5R7rAnoo7BnNzwHL4ICtOCXF3Aa+9SQLoxvIKSxllvo0HUfgaatZQXidl8l+xj58DM9LNJDNVzTMkqIYt41jWhsb6GVpt3SaFrhvQQbHXw3ld2IkweWkp5XOeJ6QVbXui3Nzv6iEsDC5xAa2NrtTrvR3LqnmV7TOgxOtwpxO6rqc1UTSdG1VJYPyj858D3X/AKs3ovUefFhbTR4PX/Xiq56InqypgNQAetjROt/rHqsIaNQru7unx+vAsT1znp0krNc+P/JxfyH4NTvbU1EjWyzRyMjYJA1+7YWZs7WkWDnEuGb9DTiVXy2YVBF6LPE1sU0r3xvawNaJWtaDvC0cXNJaL894L8l4HC8Tno5DJTSOhfbKSwizm9HNcC1452IKlx7SVXpkNdI/fzwm7N8MzALFpaGNsGts4/RtrrxWDVtjy0ukar9ovWxqXjbaF2r+zZR9yjfe/wAL7mnRegbPS1naNVXPdBVvBlpo4IjuZJSHXYQGusLhg1LfpE3JWursHnghgqJWFkNSM0Mhcwh4tmGjXFzLjUZgLjgoO9DUxbxn7MtlZ8N2u1Fu2VvD3MgIiIWSjmgixVWiwsERAEREAREQBERAEREAREQBERAEREARCVbvW9QgLYpg7TgVkUBTmHQewfcgKoiIAiIgCIiAj1TNb8uHsWFTlZuW9PtKAiIOI9qy1LA21tOP4JBHfU8B9v7EBJWOaLMb3tosiIDDNGMunEKOpxF9CsT4BbTQ+1ARlRVItoeKIC8zEi3ieZVgREAREQBERAERXRtzG3ddAXRRZhfvssZWaAlpyn2/v3Kk8dtRwPHuQFsMmUnndZPSO77VgVdMvPNdATVDe6zrt/Z/6IZXEWurqeO+p5ckBsKN12A8ze6ujJub9yjwnIdOHMfvzUtpva3M2HUnp3nUeK6NCakkk7W7e8oVouLba57nQfNynMe1WCkfWqJoz3tlo6mMj/e+xfQfnosB2dpyeLcXpXD2+i1zdPc5y+dvICLbU4IDoRXWIPEHdSggr6A89yUjAKFg+vjMN/Y2gxE28cvglb97Hy+ZNNf9No+QJY76jisJWSOW3Fe88mGy9PiEdbNWB7oIRFGx0LnCVkz8zyRluAMgH+UGU5tNQbV67pyh6xc90WKEZ5qD49/Y58p9Jij2uphNmqaemkD20ssjjDlzAuYGm4aDa3D3EaL0u1Owc0U7uzmy1tNuzKHZWmeMMa50rZGNsXhrWl2drbWOtrLxaqp3NlWlGW0lf9W2fl3R6WOkgxOorpmPgwuNkYmip3kFryG2c1hu0N1bc5QbGQWBXn3U7xGyVzHtjkJDJCxwjeW/SDXkZXEWNwDyKxLaduSvgp6OdxfRQTNk3TQwPy5jna2S175XyAXNhm7haSqqdSjZQeUdlZ8xSVtnZuTbt9Z/aatF6fsOPEq2aPB2lkMcIly1Uha64s14YSXON3OFsx63IFl5i/j0Q20NTCrstpJJuL+tG/F12YREQ3hERAEQlWRSZr25IC9ERAEREAVJHhouf/VVUSo+kfdbwQGT0nu+1PSe77VgRAZpKi4ItxHVUghvqeHLv/YscY9Ye1TUBBWWCW2h4fd+xYkKAnIsFI46jkFnQBERAEREARFTVAHsBFj/AOiMbYAdFUIgCFFhqQSNOHMc/agLt+39wm/b+4WIQjLfuv8AirIGZjbhogErruJCtWWWINF7nu4arEgCIiAIiIAiIgCqx+U3HSyoiAk0ztCT1N/AI54cCG6myjX8OimRNsBZAI2WFvFXDRCrJJMo7+QQFXSC9uf781csAaH6nQjQ2/aszQQLcfagKr1Gxe1s2Gx1DIWQyb4tc10zC8wSsBa2WLX6VnHQ/mjvB8ut/sbQR1D5Wy3Ia1rm2cWkG5B4e5SnBbzV0Pb/APG7M2/kixZlFj2FVk2YxwVrHykAufkIc17gBq5wDibc7LqnnCbfO2gpPRooxBSUkwrIjJrUSSRRTRlzy05Y27uaX1BfUi7jy5pVUsVAI5ImgvknihzSFzi1shIcW66GwPitri/8nqP+wl/4bljqNY5TjKGyQoabGLU+TlazUdVJC8SQPkgkAsJIZJIZAOgkjIcB71hVrX3JHMfapBv6/bHEKinfSzVMr4JMu9Zlia+YN+i2onZGJqhl9csj3NJANrgFaJEQBERAXMcRqCWmxFwSDY6EXHIhbXtxxoG4cWRCNs++9IyEztu4kjjrxIv+aA1ahENVSjCpbJXs014NXs/ibzGMHiNZDS4XI+v37Ygz1crzM8uBj4AWADXEmwaHG59Uldd2X8i1KyMHEHyVM5bd8cDzDBHYXcGlo3j7c3EgaXsF43ze4GOxSWR1i+GjldEDyc+SKNzx0IY5w/2yvqrYCsaWVkIEbJjA6ds8zJJ48kQyysNM36Z3Ms/DU5iFTr1XlgnY83rtXWjWjpIVGrR3k7ZSe9uLL8PE4Btd5GIHRufhj3xTNBLaed4khkI+qJCM8Tz1JcO4cVxCoidG98cjXMkjc5j2OFnMe0lrmuB4OBBC+5dvaWJkkFVTZRTVse8iYyJ0OXdhjHndO1a1zvWHLU+0/KHlzp2MxqYs03sNPLJb+kLCwn2lsbD7009WTk4S3NvSNbX9fLTVnlZXUvDbv3TTTRsKahpp4Y3buN7HRsy5o2F1rCwJte4t4hWnZ2k/omD/AFS9v+Fy6v5CNhcPxHZugqqgvjljkxIVMkcrYw4NrakRiUvBawMiETgRbQ66FeGxaGOOonjhfvoY5pWRS6flI2vc1j9NNWgHTqsFUvJpX2PoSpJwjJpbo5Rj1IIKmWIaNDrs4n1HAOaLnU2BtfuUFb/buQGrsOLYmNd7SXOsf9lzfFaBXYu6OLVilNpe8IiLI1hCbIotQ45rchZAZar6PvCjLNUyAiw15rCgKsNiD0KzvqBbTio6WQBERAZqTifd96kLYbHbLV+KOmbhtNU17oBGZhSQSTmISF4jLwwHKHGN9r/mlMfwSqw+c01fDNR1AY2QwVMT4ZQx98j8jwDlOU2PceiA16KZg2GT1s8dLRxyVVTMXCGngjdLNIWMdI8MjYCXWYx7jbgGk8lL2m2ZrsMfHHiNNU0L5mufE2rgkgdK1hDXuYJAMwBc0G3DMOqA1CLLSwPlkjiia6SWWRkUUbAXPkllcGRxsaNXPc5zWgDiSFvtoNg8Vw+A1NfQ1tHTtc1hnqaWWGIPecrGl72gZidAEJPOIvR7PbCYriMIqaCiraynLnME9NSyzRF7DZ7c7GkZgeIWgqIXRvfHICySN745GOFnMkjcWPY4HVrmuBBHIgoQYiFULebM7H4jibZH4dSVVcyFwZK6kp5J2xucMzWvMYOUka2WtxbD5qSeWmqo5KeohdkmgmYY5YnZQ7K9jtWnK5pseRCAirHPLl05/cqVEwaPdf2DqV6pvkn2gcA4YXihBAIPZ9RqCLg/QQk8gyb1S09ND+CxtJHDRF6XZ/yf4viEDaqgoK6spnue1s9NSTTROdG4se1r2NIJa4EHvBQg80STx1Re1/8AZJtD/wBFYp/3fUfKn/sk2h/6KxT/ALvqPlUXJseKRXzxOje+N4LHxvdG9jhZzHscWvY4Hg4OBBHULdbMbHYlijZH4bSVde2FzWSupKeScROcMzWvMYOUkC9ipINEil4xhs9HPLS1cclNUwuDZoJ2OjlicWteGvY7VpLXNOvJwUzZTZiuxac02GU1RXzAAvZTROkEbXXyumk/ycDDY2dI5oNkBqEXvtoPIvtHQQuqKrDKxsLRme+EQ1hY3m57KKWR7WjmSLDnZeABvqNQeBCi5JVEWSnF3a9PgpILTGeh8FKa4WHLQcVcsdQQGnqeCAuLh1HiFbdp42PtsolksgMs8VtRw+79ipFMQdbkfvwV9M/6p6afBUMN3HLw68geiyjFydkrkmfeDqPFeo8nv+XlHWG/hIz4ry0dNw5nvXq9g4yKh9/6F3+ONWq2gnGjKcuyNlNbo2e3b7RQd1Q139xrj+K3GNG1PUE/0Mv+By0u2ozOpWdXvP2xtH3lbHap9qSb9INZ/ee0H7Lqj9HvCiv9bf4pG7uzmp0USUWffvBv3LbGP3rE+Hp4LpV+n1Icb/iVnEwgohHJLLnmIREugCICiA3OxePPwytiq2DOG5mSx3A3kL9HsBPA6Bw72NX03sJtrG5zKzD5I5DlsWuax0jGuLS+OSN4LoXkAsJABs51jrdfKmF0EtVNHT0zHTTzOyxRMF3PIaXG19AA1rnEmwAaSSACVttoNka3D42T1LGMa52QmGqpql8Lj9ETeiyvEWY6C5tfTiQDoq0FN3vZnJ6j0mOqlGpGThOPEl+lx23Po3b/AG5ihL6uvkG8LGNZE1xfNLu2hjWxsc4uJNgS7Rt3Em1yvmTaXF319XPVy6Pmfmyg3DGABkcbSeIaxrRfnYnmteeJPEnieZ9pVEpUFDflsnp3So6Vym5Oc5cyf5Lz53Pd+SnyoVWz5mjjZHWUNSc1RRTuLGOflyGSKQNdunlgDXXa4ODQCNAR3On8kk2JUMOKYW5kMdbQx1tNQ1ecPjfPAJoqYztGseZzW53NBA1s7n4/zXfIXHj7Di2LZ+yo5Xw09LG50bsQliNpXSSsIdHSMfdlmEOe9rhdoYc/2vR0zIY2RRNEccbGxxsYLNYxjQ1jWjkAAB7lMqUXK/3+J3oaqpCOPbtft5H5a43FNFV1MFWDHWQTyxVUTy3PFPG8skY7KSNHNIBBIIAsSLFRF+lHlS8muHbR0r6evibvspFPXRsa2spJCPVkhmtctBsTG67HAWIK/OHaWgfh9bWUE+s1FVVFJKQMrXPp5XRF7ATfI7LmHc4LaiuyKqOcBqVZHKHdywTOJPQcvZ1UkGd0wAvx6D4qI43NyhCkQxDLc63QEcKqoFVAEREAREQHb/Mi2l9A2shp3G0WLUtRQuF/V3zGisp3HvvTyxjvn710H+ED2eyVuD4q0C1RTz4fO79Onf6TTDvJbPV//jXy9s3jD8OraPEIb72gq6esYAbFzqaZk2S45OyFp7nFfePniYSzF9ipq2n/ACvobqLGKZ7bawXDJpAfzRR1U7v9n2LB7SuZrg4x5hWznpOOV2JOF2YZQiKMkaek4g8ta5p/ObDT1IPdMOq6X5/Ozm/wShxNgBfhlcI5Xc20uINELrEdamOhFu8qX5nGGR4LsdPi1V+TbVy12KTPfYFlHRs9HjN/6Pd0j5QT/Tkrc7GYk7bnYCYT29NraKtpJm2H5PEKZ8gp325evHTyjucFi3vcJbHyx5qGz3aW12FNcA6KidLicoIvYUTL07vaKuSkPuXZf4QXaMiLBcIYf8pLUYlPZ1iBAz0Wla5vNrjUVR9sA48o38HtgBPbWLPBBvTYZEHNs5jmt9Lq2m+t7SUWnLIuS+dltH2ltbibmnNFQ7rC4SDf1aNpM47rVc1WPcsuZEdj6b8xr+aUf9o4h/xWr4l20/zpiv8AauJfr06+2vMZP/NJn9o4h/xWrJiXmt7P1E89RJ6fvKieaoky1uVu8nkdLJlbu9BmedFF7NktXR43+D2/kOO/12k/VnL5/wDOWP8Azv2h/rzf1SmX3Z5JvJfh+zEVVDhm/wAlXJHLL6TNvjnjYWNynKMoseC+DPOek/537QtH+nNv/wDqU2imLu2Q+CH5veyPbm0uFULxngFQKysuAW+iUf8AyiVrwfqSObHD/wDXC/St2IxCobSF7fSXwvqWw39cwRyRxPlt+aHysF+rl8q/weuyOWLFsekbrI9mF0bi2xEcWWorXNJ+kx8jqVmnOlcPZqsX8rOXyrRT5/8AkEEjdl3anIY5CWSuPJuXFHtJd+bThYy3ZK2RyDzndkexdqcUpmDJT1MoxKkA0G4ri6VwaOTWVAqYwOkQXRvID5yFJszgcGEz0dVVSQz1cpmglpmxuFRUSTNAEjg64DwD7F7z+EG2R3tDhmORt9eimdQVRA/+WrLOge88crKiPIO+sK+M1kvaRD2Z+oXkb2+i2lwmLFoIpKWOWWoiEMzmOkaaeV0TiTGctiWnguJ4j54lBDPNAcPrnGCaWFzmzUlnOikdG4i7wbXaeK9Z5jf8zaP+u4n+uzL4M2k/l1f/AF+t/WpVjGKZLZjxqrFRVVVQAWioqqmoDTYlonmfKGkjQkB9vcvr3+Dq/kWP/wBdo/1Z6+N19kfwdX8ix/8ArtH+rPWcuCI8nAPOov8Axy2hy6u9Lhyjq70CksPFfbMEWHeT7ZN0ojc6DDoIXVBga30iurqiSGn3sjjYGSSolYMzjZjbAWawBfE3nUNvtjtCOF6uEacdaCk4d6+rvI15bMG2pwuPCsbdTQ4jJTtpa2hrsjKfEDlDHS0jpTklDyM26B3jDyIDXnB3sSuTV+SzzsKLFsQhw/EKR+EmqlENNU+lsrKcyvNomVDtzE6nL3ENBAe27hcgG64Z54z8BlxoT4DLHJVyb0YxHSMBofSGkZJ2Tt/Juq3XeJBHmBLQXEPzZu0beeZ9hlSHyYNU1GGvcPVp6j/3hRf6oMjhUtB4XMr7dDz+VPKn5OcQ2ZrRQ4nGGF7S+mqISX0lXE0hrn08paCS0locxwa5uZtxZzS6Y2vsHc8kjXEG4RZaUetfuWwwKsc8gkW9lvuSOMu9Z37/ALFIVQEBi3De/wAVVlKDoLkrZU2GuOr/AFR0+t+xbGGkAFmiw/fxXW0nSKtbeXsr4/2+02xpNmggoObtT0HD9qmMpvcFuRTqgpl6jTdKhSVkjaqdjViG3Bb7YwH0h1/6F3+ONRXU62my8WWZx/6s/wCJiw6vp1HR1H/CZKJdtKM1VSt6FpP+1KB/4VI2wd+Ra386QX9jWuP3kKmIbs11NvniGLeUzJZ3AubDG6cB8rgNS1jXlxHQK7yhPp4asUkNTS17ImNeaqil3tI98mpjZNYNe5oAvbS7rcQV57T0YqppFJpJRcndpc3a+98E2PKbpUMK2G6TdL2MtKpIxwNVLT34+Khz0rm6jUd3Ee0L0G5VrqfouVq+jQqb23965/uYulc80i3VTQB36Luo/Ec1q6mmdGfWGnJw+iffyXl9V0+rQ3auvevz9xplBowWVUQqiYHoPJxTVE2L4dFQvZBVyVTGQzStzRRlwcJDIz/4kZiMjTH9cOLfrL6rxPySPnbVMhyztfE3d04aRG4uNqiKTOS5sVvoHMSNLm4zH44o6l8Ukc0LnRyxPZLFIwlr45I3B7HsPJwcAQe5fV/kC85KF8noO0W6o3yBgixRgLKWR7S4FtYy1qQkEHeA7u4dfdi19NRTcli9u5ZpSpKEsleXb3frufMW2GDPw6vqqKVk0TqeZ7WsqYpIZjHmIjeWSta4scBcPsA4ai17KBQUklRNDTwN3k9RNFTwR/nzzyNiiZ3Xe9o96/SLyleTvDNpqRsWIRtl9S9JXQOa2qpw8BwkpqkA3YfVOR2aN1hdrlxDyS+blVYLtXBWVL4qzCqKKeqo6lv5OV9X6sNPDU0xJLJGNlklzNLmkwNOhOUbblY+hdhNnY8HwugwyE3joKSGnzmwMjo2ASzOtYZnyZ3nveVumm4BHAi4961O1tVu6YsGj6h7KZnW8pyuPuZm99lt7KCQvzx87PCPRtpq6YCza13pIPLOHyU8rR74A498nev0OXxZ57GHC9NV/WZidZSk9WziScX62NMf7xUg+aSs00gIAGp093csSqw2IPRSQZ44NPW4qsrw0WHuUd7y4q2yAqEREAREQBERAF+gXmxV0e0OwcOH1BD91SVmAVTTraOON0EDT0PoctMfevz9Xc/Na8uEGyUeJ09fDVVVNWSU9RA2jFO50VRGx8U7pBUTRjK+MU9rX/yJ6rGaujKLPoHzn6tmzewLMKpyAZYaDAoORfEGN9KJH6VNT1Fz1evC/wAHrtVmOM4M82N4cVp2F1yQQ2krCB+a0toeHOXvXNfOe8tFPtc7DY6KKqpaWhbUySR1gga6Won3TWSNEE0gsyON4BJB/LO0XivIJt6NmcfpcUkbJNTMjqaerip8m9lp54iAIxK9rC5s7Kd/rOGkZWOPsk33PvzBcJptksGxeoFtxFUY1jk1hYZZpp6xsTQNTkhEUQ5ndhfmtiVZJM+SeY5p6iWSad/500z3SyvHte5x96+m/Ln5y9Hj2BVeFYdT19LNWmBj5qptG2IU7J45Z2fkKmRxc9se7tltZ7tQvl+r+iPb+BUwRDZ94eYh/NCP+0sR/wCMF8Ybc4/WjFcVAqqxrW4niLWtbW1TWta2sna1rWtkAaAABYdF2vzcPOHw7ZjA24XWU1fUTNq6qoMlIyjdCWTvD2gGeqY/MOB9XxXzztHWCpra2qaHMZVVlXUsa8APayoqJJmNfYkZw14BsSLg6lEt2G9j7D/g+MQmqKHHTUSzVBZXUrWGeaSZzWmmJIa6VxIFzey+cvOev/HHaGwLj6cyzWi7nE0lNZrQOJJ0969p5q3lqotlKbE4K2CsqnVtTBPGaJtK5rGxwmNwk9IqIyHX6AjvXmMV20oKvbN20VTDUuw12KQ4iaQNpzWOFNDEYY3NM4hN6iCMuG8tkzcTolt2T2PuryQbNxbObOYbQTOjh9EpYzVyvc2OP0uodvapxe42ANRM8C55gLxk/kk2IkkdM+KhdK+R0rpO2KneGVzzI6TOK2+cvJdfjdcF85jzhabaXB48Jw+nraVslXFNWOrG0obLBAHvjhYKeokJO/3LzcAfke9fNhpmfmt/uD4KFF8hs/UnyjYBBtFgOI4dG+OWOupJoYZmPbLGyoZd1PKHtJDjHURxu48WL8vJI3Mc5kjTHIxzmSRuFnRyMJa9jgeDmuBBHUL6E82PzgqbZbDKjDMQgrKqM1jqmjNGKZwhZLHG2aFwqJ48rd5GZBlvrM/guQ+VnG6PE8bxLEcNjmp6SuqDVNgqWxMmjmma19VcQyPYWuqDM8WdwktYWUwVnYh7n215jf8AM2j/AK7if67MvgzaT+XV/wDX639alX0X5u/nGYbs1gMGE1lNiE88VRVyulpWUboS2oqHzNDTNVMfmAeAbtGo5r5uxWoE1RUzNBDZqmoma11szWzTPkaHWJGYBwBsTwUxXIbIy+yP4Or+RY//AF2j/Vnr43Xd/Na8tlDslT4nDXQVlS6tqIJozRNpnNY2KJ0bhJ6RURkOuRawKS4IR5/zicNfW7e4vRwlgmq8To6aEzSCKISz0lFFHvJHaMZmcLlex8pPmp4hhmDxVlI84vXMc44jRUsN2thLQWGgYRvatzHBwcCA54e0tY3KQ7kflk2oixvHsUxWnZLDBXTskjjnyCdjWU0EBEm6e5gdmicfVcdCF3ryPedq+jpoqPaKGeu3LWxsxKjMTqqRjRZvpdPM9jZZALXlY8F3NpNy6N7bE7Hg/N1xPamgxjD6PDmYp6I6rp4quiqqes7OjpN60VLpG1LN3R5Yi852ZHXa0et9E/QHn/U8LtmKaSS2/jxelFKTo4ufDUtma3mQYRI4j/qweQWTEvO72ejjLoY8SqZPqxMo2REnlmkqJmsa3vBJ10BXyz5efK/WbWVcck7RS0NLn9CoI3l4jL7B888pA39S4ADNYBrdGjVznQk27k32OcxszHu5lSo22FlSD6IV62GAWSnLg4ZNHcjp+KxqoWUXZpko9HQ1HAS2B/Ob9H3jktm2G+o4HovMU1SW6H1h38R7CtrQ1XOM3HNp/EcvaF7Xp3U4tKMt/wAf7lunNcM2m5VNys1JUNfofVd0PA+wqZuF6OEoTV4u5ZSvwa7crNhuKyYbUQV0UUFX6O57pKWri31PPE+KSJ7ZI7gmwkzAg6OY062sZe5TcrVq9LHUUZUm7ZK112GBpO1TiUtTNMyKN8sr5XQwR7qnYyRxc2OGO5yRt+iBc2DRqsb8EiP1SPY53xW1p8Kjje57G5XPFjYm3G+jeA16KSIVR0nTI+ojT1UYTlFWva+ye3KvwMTVwUgY0Mbo1vAE3534n2qphstpuU3C6sacYpRSslshgazdoIlsJIw0XdYDqf34rU19d9WMW/SPH3A8PetVatCmva+7uRJJclanKwet7gNSfctFikz3A5bNj5jmfaeY7grKuusTYl7uZvcD2u5rXOnLyS89LDgBx4BeR6t1FVIuMfh+b/IqVZ32KIiLyxWKEJcqqoXDhfigOmeRny14nsy5sMJ9OwzNd+G1L3CNgOrnUU1i6jfzsA5huSWEnMvsjYHy3YFjEDJI6uCjncPXocRnhpKuJwF3DJK/LMwfnxlze++i/OxUt71Fgfo1iWPQ4hXYc6lkZUUokgfHNE8PhmMkjHbyN7fVkjyhlnDQ620XQV86eRao3OEbPynUR4fhkhA4lraeFxt32X0TE8Oa1zTdrgHNI4EOFwR3WKgkuXxz57M4bTxRfWkxqR4H6MdPVhx8ZY/7y+xl8C+eHjraraaaiaQY8ND2u1NvSapzZpR0NohTDuOYIDiKK+cAO06clYsiAiIgCIiAIiIAiIgCL0Hk4p2TYtQxStbLG+SQPjka17HAU8zgHMcCHC4B16BdoxigwijDDVRUEAkJDDJTU7Q4tsXAepqRceKHA6r1+OhrxoernOUo5LHza457HztZVsu/QYJgmJskZTso5C0APdRiOKaO98rs0IDhwNr3BsuNbd4A7DKuWmJL25BLDIRYvifmDS4DQPBa5ptzbfS9kM+l9epa2o6OMqc0r4zVnbw+/vY1MMuXTl+/BZhK12nXqu0eUrAaSHCKqWKnpopWsgLZI6aFkjSZ4WnK9rQRcEj3lQtjqjBBh9GKrs30gU8e+3zKUy7y3rbwvbmLvahUh6TRqaf18KM5e24Wju9le+3Y5IyEA3424dyrLqLDnz5cV9E0+DYbJEJ44KJ8LmbxsraanLCy18wcGWLbA6rRVlbgO5l3ZwzNu5MmVlLmzZDly2b9K6FWl6XxqyxhQquzs7K9vO3BwkgtPesram30uHXgvQ7DbKSYtK1jXGOGINNRNYEtDuDGA8ZnWNr6CxJ5A9cjwrCMHjaZBTwk6CWpySVEltTYvBe72MFh0CHS6p6Q0dHUVGMZVKj/AMse3n5+5Ju25wFlQC6/K1tCNFWae4sOfG67/DU4Pip3DfRKl9jaMxtZNYcTHma2QW6tXNvKbsH2cBVUpLqNzgx7Hm8lO9xswZjrJEToCfWBte97oatB6SUtRWVCrCVKb4U+H9u2/mvLc8IqFwHHT2r1vk62MfisjnvJio4nBssjbZ3vsDuYriwdYglx4Bw0N11h0GEYO1rHilpnECxkDZamQD6xLg6V47+CGfUvSKlpavqIRlVqd4w7eb338k/Gx89NIPDX2Kq+hGR4PjDXRsFLUuDSSGNEVQwcC5pAbMz2hcr8o+xL8LeJYiZaKV2Vj3Wzwv1IilsLEEA5X87EGxHrB070jo6qr6ipCVKp2jPv5PbfzS8Lnj0XT/IbhVPUsrvSIoagsfTBhmhjlyBzZswbvGnLew4dF5za2kjj2gfAxjGQiuoWCFjGtiDHtpc7N20ZcpzOuLa5ihbp9XhPWVNLi7045N9ntF7f1Hk0Xd9v9goKmkd6FFDT1URMkW5ijhE1h60MmQC9xwJ4OA5E34Q8EXBuCLgggggjQgg6gg8kHR+sUepU3OndNOzT5Xufk/mEXcdocBpGYFNM2npmzDDRIJW08IkEm4ac4kDcwffW97rxHkn2OjxJ8k9Sb08Dms3LXZXTSEZrPLfWZCARwtmJtfQ3Fah6RUKmnqaiScY05Yvu29uPO/zPHwuGUexZF3mbE8Ion+hudRwObo6ERssy4BtKWsLWGxv65B1utB5S9i6f0aStpGthkhbvJGRWEMsXF7gxvqteAc126EA35ECnpfSunUqwp1aU6aqO0JS4d+Oy524vz7tzkqIVRD1Zc1xHBSIZddPVPtt4FRgizhUceCU7G8pa/lJ/eA/xD4L0FBXFoGu8Zy11HsP4FeHjlI7x+/BTaOqLTdht1HI+0c129H1adN7v5/3LFOtY6LSvZKPVOvMHRw9oWbcLyOH4m1xGb8m8cDf1b9zvqn2r09DiRFhKLj88DX3jn7QvVabqcKq3/XyOhTqKRn3CpuFsYmh4zNIIPMfvoo9bUMi0OrvzBx95+qug60Urt7G9xSVyPuVra2vazRnru6/VHv8Are5RcWxQ2JlIjZyaL6+GryvLYhi7n3EfqN/ONsx/Bq5Gs6vGntH+/wCvMq1ayXBscUxMNN5CXP5NFtPdwaF56trXPvc5W9Bz9p5qJNONbak8SdfE81Gc4njqvJ6rqMqj/XxZz51bmR8vIeKxFEXMlJvk1XJdP9EfvzVz3WFysNNJpl58u9XVX0feFiQWSz3Fm+PwWCyqEQEmmkvoeI5rKokL8p14FZnTAXtqgPrDyR7bYTJheGUjq6jo56WgoaWojxCY0AZNBSxRS5ZKlrY5mZ2usY3OuLcOC69tL5atn8HoCW19HXTQU+WGmoqmOsmnljjtHGW0pfug5waMzy1ozXJC/PIrGT6wHRWXp4qz33K6rN38Dtu0vnL45VUFNQ072YeY6WGGrrYfyldVzNjDZphM9obSteQXZY25hf6a41iFY6rqZ6iUlz5pHyOLiSfWOgJ4mzbD3BYXnQqyk+kfYo1EYxskTQbabZZKzKbeCtWepjJ9YcuIWBVzeEREAREQBERAEREB6XyW/wCecP8A+1l/VZ11TyqbKz4oylbTGJphfM5++e9lxI2MDLkY659U9FyvyW/55w//ALWX9VnXUPK3tNU4aykdSljTM+YP3kYkuGNjLbXOn0ih4Xrv0h9ZofRsc/VvHLjmpe/2XIvkx2Dnw2pkqal8ZJhdCyOBz3Ah743ue9z2N4bsAAA8SvDeWrF46rEHNhIeylh9Hc8ah0rXyOlAPMNLg32tcvReT/yh1lViEFLUiKWOoL2Xjj3b43NjfIHixs5vqWII53vprg84DCo4301WwBsk7ZoprabwxtY6OQ/pAFzSeYy9EMND9IpdaX06zqTp+w4fVXPa1+Ivnv8AD23lV/zJWf6lP+sQL58X0H5Vf8yVn+pT/rEC+fELvoV/hKn81/hE+g9j/wCb9P8A2c7/AIb189R/RHsH3L6F2P8A5v0/9nO/4b189RfRHsH3IR6K/vtX/N/OZ3/yVUrKTBYZf6VktZKdLnNmLfCJjB7lxXGsWdWzyVUxzyzHgTcRs1yRtH1WNBsAPbxJK7V5K6llXgsMX9EyWjlHNuUuDfGJ7D71xPFcElo5300/qyROtqLB7QfUlYb6scBce23EEIY+juP7Q1frP3me1+cby48Pq/AsaLEFvquaQ5rmnK5rmm7XNcNWuBsbjothj2N1Fc4PqpHS5R6rTYMZpa7Y2gNDjzNrlQWNLiGtBc5xDWtaCXOcTYNAGpJOllOxzBKiicGVUboi4eqTYsfpezXtu0kcxe4Q9ZP1PrY5Y5743tlba9u/uvY7TheXCsEY9rQTBR78t4B872b05vbI63sXAsRkkmlfNK50skri98jjdxJ69AOAA0AAAsAu/YaBimCNY0gGei3BdyZOxm7N/ZIy/sXC6ymfDI+KZpjljcWvY4Wc1w5d45gjQg3CHkvRPH1upz/e+seV+bXfwyv8PAgU00kL2TRF0Ukbg+ORujmOHAg/hwI0PFfQTnDGMDLpAAaqjLiBqGVDGkhzb/mzMuPYuFU9O6Z7Yo2mSSRwayNou5zjwAH48l3UtGD4GWyEE0lEWkjg+dzSMrb8c0z7D2oPS/HLT4fvfWLG3Nv/AKt9v2nkvN5N48QPV1KfFs68vtn/ADlf/aGH/wCGjXqPN4baPEB0dSDwbOvL7Z/zlf8A2hh/+GjUjTf971X8r8qZ3PEa+On3RlIYJpmQMcdG7yQOMYJ5XLco73Bcm8tmye6c7E6cfk5SBVsHBkp9Vs9uTXmzXfpWP1ivUeXP/NX/AN3B90ir5M9o2YtRSUlXaSoij3VQ140qYHDIJSOZIOV36WumYKDzPSI1tDQh1KldxUnGrH+Haz/XDt4k3ab+bs/9lD9XauDYZXy00rZqd74ZW8Hxmxt0cOD2/ouBHcvoLbqARYJXRNvljoJI231OVkeUXPM2C+dEPTehuNTT1rq6dV8+5pdjb7N4JUYpVbqG7nucZZ53XLIg9xL5ZTzcTmIbxcb25kdk8omIxYfhRpAbyTU4o4GE3eWBgikld+i1l9eGYtHNeN8n+3lDhdE2ndHO6oc58k72NhyyPLiGWc6UOLRGGN4cj1Xh8XxuarnkqKk55JDy0bG3XLFGOUbb2A951JQs19DqOoa5OtHCjRd4e+b9/lt923LdsdkLgBfkor5iRbh+KtLibA8Ah6slteCdDfRXKCNNQpcTiRc29yAvVQVREBIiqbaO17+fv6rb4biTo7ZTnZ+aTp7jxatArmPLTcaKxS1EqbumbIzaOhYZirHAljt063rNc7Ibc9b2cO/l3LXYjjIF2wjMeb3A5fcOLvb968zDVgj1tD3ag/ArDNVE6N0Ht1Pv5LoT6pNwsb5altEqtqMzs0hL39+tu7oB3LX1EmYG9gLHTl+1Wk8zp1UWaTN7On4lcudWUuSs5NlgREWsxCIiAosr5C/QeCxq6N+U346ICjmkaHRUV0smY9NFagBVzWAjTV3TuWSkizE6X058FlEBYdNe9WaOlnU44Mki1vAe5WNbrdZFeYtCei6EaOSb/wBJSpxupPwMM3BW0p9Y+xZ423Nu4/csToOY0KrVdNOftRNunXs/aZ1BPE+1ZZ3u+i4W/H9ixBUGmnZm4IiKAEREAREQBERAeg8m9QyLFqGSVzY42SSF8kjmsY0GnmaC5ziA0XIGvVdqxirwmsDBVS0E4jLiwSVMDspdYOI/KaE2HgvnVEPP9V6BHXV41/WShKMcVj5t889zv9LWYHh5dPC+ghflLS+B8UkxbxLWCMukN7DRvGy5R5T9qu1ZwYg5tNAx7IA/R7y+xklc0H1S7KwAcQG9SQPLohPTvR6lpK3r5TnUnayc3e3l9njwdz8peN0suD1UcU9PJI5kAbHHUQve4ieEkBjXEmwBPuXDERC10jpUOn0pU4Scryct/FJfkd02VxulZgcET56dkooHMMbqiFsgfu3jKWF2YOvyXCY+A9g+5XIg6b0qGinVlGTfrZZO/bnj7z0Wwe1cmFTmRoMkEoDaiC9swF8skZOjZW3NuRBIPIjskOK4VjEbc5p5rXtHUBsc8Z+sA19nt15tJB6lfPKlQWLRztxCFXqno9R1lRVoylTqL/NHv5+XvTTt9h36GlwnDTvm+i07gDaQva+UX4iPM5z79zVz3yj7bjEAKamBbStcHue8ZXzub9E5TqyMcbHUm17WsvDBoHDRVQ1dP9GqWnrKvVnKrNcOXC+y73839h6ryf7Xuwx7mPBkpJXB0kbbZ2PsBvYrm2awALTa4A1Fl1B02FYs1r3GmqCBpvCI6hgP1SHZZWDu4LgqEXQz6l6OUtVV9fTlKlU7yh38+N/FNeNzvUbsKwkOkaaancWm5YRJO5o+q0AulcO4LmPlF2vOJuEUYdHRxuzNY7R8zxcCWUA2AAJs3lck68PJgWRCOnejlLTVfX1Jyq1O0p9vJb7+Lb8LHSPIlX09MyuE0kUGd1PlE0zI82UTXy7xwva44dQvK7XVUb9oXzMex8Pp1C/ete10eRjaUPdvAcuUZXXN9MpWhRC3T6RCGsq6rJ3qRxa7LaK2/pOseWXGKafDckE0Ez/SoXZIp4pHZQJLuyscTYXGveuT4Bi0tDUxVUBtJE6+UkhsjDo+J9uLHDTu0PEBRahgadOfLp+xY0Mum9Ip6PTPTXzi275d78ryO7bVbU0dXgtW6KaIST0UmWnfNGJw9zbboxZs2cG40GttLhcJREI6R0in06EoU22pSy37cK3wO47DyYX2LGJDTbrc/wDLhLu95vso329DvXL7/Rtyy5eS4e+1zlvlucua2bLf1c1vrWtdW2581VCendL+iVKs85S9ZK9n25+fPuSCIiHVCzU0v1T7j+BWFUIQE9FRrbaDgq3QBCiEoAqPcALlVUFzbEgoC+aTN7P31KsREAREQBERAEVWi5sNSeAGpPuU+mwwnV+n6I4+88lvoaapWdoK/wCBKi3wQY2FxsBdTIaO2rtT05ftWzipbCzRYd376rM2nsvRaToqW8t38DdGma+OIjhopDIrjVStym5XbholEywNC8WJHQn71NmZZjvZfwWCWneZ3QhrjKZHNEWU7zNc2GTjdbin3AmZHUOysLwybiC0E2ddwHq2v7rLkaKEWqik0u2+3vOdRlFKd/d8zSUv0h7D9xWwjpuZ4r1+L7ExUVM6qvO/Pu46d0jQ2Jz5PXGVzWAPcYmSEa2sCbaaaARFXdFonGnadufMz6fNVKba9/yNTUwa6jSyhvotRbhzHwK3zoDxKxupuiw1PSoVFuvmXXTNIYBwtr7Sm5b0+0/FbWWlB4j381GmpHAXHrDu4j2heb1XS6tHdbr4/capQaNXNHlPd1/AqxTXkcDz5LG0iO4PW49i5hgRkVeLjbmdPFVewt4oC1ERAEREAREQBERAEREAVY3WIsqIgJyobrHBLm0PH7+9ZUBS5VQUTmgCIiAKjzYE9AVVWyfRPsKAhk31KIEQBERAEREAREQBERAT1REQBLIqFANViqWaX6fiVmCjVEt9Bw596AxtFzYcVmMGnE3t3JRjisz+B9hQEIIgRAFVlrjNcC+pABNu4EhUVW2uL6jnY2PipXIPS4XTR5bw2d1P1vY7mPZop7aXqtJhsjeMRykcRwd7+q31HXDhLofzgNPeOS9102tScEmkvL6v68y5Ts0V3CruVsGxggEWIPAixBVdyu+oI34Gu3KjVc8cWjyASOAuTbrYcFutyotZhMcxu8eta2YEtNvdofetdeNTD/pWv43t8DCpCVvYtfxPc7PYtRVGD1mJS1lNTVVEJGNw6XSrq3tja6D0dmYF7JXuy3aDlyOvwXNK/DWzkv8AovcS4uaNCTrq3nx7lnGzcV7nOe7MPwbdbUQW05DQexUdPpKtRSWqUWnxbt+vvKGk6bGnleKV/Px+4jTYriE9PSUVXVS1FDQNy0VK83jgAZu25Ra/qx3Y25OVpIFhosOQqfuUECu6fSU6EcIKy5L8KKgrI1zo7qop1shAOiruVuwM8DWOphzWE0xGoW2ma1ou7Qd/P2dVqqmqJ0YMo6n6R9nIKnqnSgva59y5MZJI02O08Tbl5yyHhl1cfa3hbv0WiNzxW5xhzMpzXc/u4g97lpl4DqU4yq3SS8vz7XKVTkNNiD0Wdp3mh0trosCAkcFzzWEREAREQBERAEREAREQBERAFIpnEkk934qOpUEeUa8T9ncgMl1QlVRAAUQhWTOsLhAXk2USaTN7FR8hdxVqAIiIAiIgCIiAIiIAiIgJrXXFwqqLSn1rdVKQBERAUc6wuVCHHXQX1WSqPrW5aLFZATmiw04KNUvubch9qtZKRoFaTcklAEREAQIiAzxScLaHl+wrZUtfbR+o/OHEe0c1plkjlI46hXKGrlTexnGVj11BUlvrRm7eY4tPtHI/at5RVrJNHeo7ofok9x/ArwFLUFpzMNjz/aOBC3NFiTXWEnqn876p9v5q9Joer22bt58f2LVOse13Kbhaugrnx2H02cgTy/Rdy+5b2inZKPVPrc2nR3hzHsXpKOrhU8H7i7FqRG3CbhbLcpuVZyM8DW7hXbhbEQqFW1jI9B67ug4D2uWE6sYK8nYhpLkxOitqdAOJPJa6rrgNIxmP5x+iPYOaxV9SXDNIcrRy4NHu5n7VpKvEeUen6RGvuHL3rjazqygrLb8StUqpcGesnt60huTwHP3DkFq6irLtB6o+0+0qPNLrcnM48eZ95WB7yV5XVdRlN7bfj9rKU6ly6Rw4cfuUCaLLqOH3KUi5UpXNTZBRVcNT7T96osSAiIgCIiAIiIAiIgCIiAIiIC+H6Q/fkpaiQfSH78lLQBCURAAVEmlzexSJXBov+5UMICqIiAIiIAiIgCIiAIiIAiIgL6f6QUtQCszKgga696AkqyaTKO88B+/JYvSe77VhJubnigBNzc8UREAREQBERAEREAREQAFSIqjk7x+PVR0WUZOPBKdjd4fXOi+gczPzTq34tK9DhuIMltY5JOTSbG/6Duf3rwrHluo0UuGqB0doevL9i6Wm6hKG3w+Rvp1WjqdBijm2bKM7fzh9Me3k771tJa2JrM2YOvwa3Vx/2eXvXNsMxp8dg/8AKs7z64Hc763sK3U2NQNYHgl5PBgFnX/Svo0d/hdeiodWWPP38/3L8NQrG4rK98gsPUZ0B1I/ScvP12JtZ6sfru6/UHv+t7vFabEcWfJfMckf5gNm/wC0eLj+9lq5sS5NHvJ+4WXL1fVXLj73+SK1XUXNhWVRcc0hv0HIewclr31gOgNv36qHNOXfjre6xWXDqVpTdym5XJ6KLHOQLHX3rNDKHdx6LSYmREVHOAFygIb/AKTvafvKohNyT1N/FEAREQBERAEREAREQBERAEREBdD9IKYotP8ASHvUpACVGlmJ4aBKiS5tyH2rEgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAywzuZw4dDw/YpL64W0Hrd/AfFQUWaqSXBKky+SQuNzr+/RWIiwuQEREAThqERAXbx3UqjyTxv71dC/Kbnok7w4i3TmgLEREARajtN/Rvg74p2m/o3wd8VjmjLFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbun+kPepS82zFXg3s3wd8yvdjUhFrMHsDvmTNDFm1k+kfaVatR2m/o3wd8ydpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFm3RajtN/Rvg74p2m/o3wd8UzQxZt0Wo7Tf0b4O+Kdpv6N8HfFM0MWbdFqO039G+Dvinab+jfB3xTNDFkFERaTMIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgP/9k="