O multiverso da Marvel coloca diferentes versaµes do nosso universo “la¡ foraâ€, em algum lugar. Nesses filmes, com a mistura certa de tecnologia, magia e imaginação, épossível viajar entre esses universos.
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Qs0743ThS9AmlNUMJRBGaM5V0MrAi8xFNDY1CCqsLhumLhES7Z+Zi4l1aX1cxGuvSU51tLjqtaEWG+TSg02qCTdz6HuTzo5elzRqLkiSSVJJVkNiRVDUOpNSwgKukkkiSSpJKl1KuSTZSxJZDUMTtWtipuXVmzEjdGN2jy6E2WbcOiz1IgW1nNFjMN5DpoVeLfNA6b1zXpGkFqkwzNKGSSjlHVa8G2stmmjUQ1KuqCSGpdQZLqmLukti7pzst11m8gTXW5yRo7SesdjTx+zjph5He4ppElPOSRpJKkuFUuquSVLqUd1LVwbq13IoSFLlSrlQrkky6lXcO0N0wVy6giG7dVRWZV1JkJG5VhUoluHaspCdwOnEzUGdOUbtGfewt82ZmsLCvVzEgSDJIUlxqhyqOqKVVVKkqVJQ1dZ3JJUl1UktKkuqkkXKubqFVSrpmnJK1IujSBMSqXKq7qoVVVyxqpdRLq6uwurswmpVRYkLSSRJJUkuYV0N2MtS4MFBObqUN2Moqko7qG7EhoksS40MCGtmTSO+a9TNPTjx+mms703WbWNSsi8rVxVBCpqklS6KoQwpY1UlXVVJR0MoauZ3UkqSSiqrqSRJJdVLqrsSmUwSG6jWYszpQGAyXSVcqJcqrupNXJAy6iSraSSoVQoJC0kkSS5opY2MlWMuiCSrISmSSZUlXJKZKs3KuCIFbiMTpro2h/Tlk6ea3HXXj0DzcHS5UkMFG0t9RZhUC5VWQlI7PJjUKXTKVKursqZN1M6s6fOWS4q6lXJEuSVcoqGSU0Ro0a3Ji5DoQKjdy4I2JRVXSSVKKpKklRKuQMuml1KkkiXVycqzQySKurq6uqqSQViVqrlTJJFySTurN1JUDYlZZVqt7X5NGuVLzu3zq2Zx1Zl7EzC1Q3cegCFiVWNQSGiXIVyqmXUiEMoqkr/xAAsEAACAgEDAwUAAgMAAwEAAAABAgARAxASIRMgMQQiMDJBFEAjM0IFNENQ/9oACAEBAAEFAgJcXyG5rdPB/SKHmHEDDjZYuRhHdSt2sOnqEvJ0Qg2e1avN6s5JifdlYgrp4n8nppuZoph4gglTp3KZZjJExPuV5lW4/tUaDmVCKmRlZDCKg9rMUntriiwimEmcmEAaLtYtcBIhN6tVxF24zDP24QxIAiYyhJ3SoYCFjuXOvFmBx0D41GQJ6XQ9tTaYBGFHxopgyx29gJMA1KAxsfuIZAMxgyKdP/tkw7pwcEvhAdTklwi4BKguAaKalXGQPFw0chGOK+6MPaAWJUqYolRtkZUKKAWygKSxIhdRBkSrxxRjJ/w3sxw4lgwpXR2nZNpLspUz9mNdzzZun8bcriipmDY8bEAwwsY6hTKlTpGZMGTEKm24VqH0xCA8eYRRgF6rtqpU4hrRfMHni6GniLRUQQHsX7w41MbCYVKqgLT6x6qLyxYBNGTQaXRXSptmMzjTMtsJXtHBPuIlaNCJ9dAZVQqGNENumBZl9s3RSDCJcMDbXz1dieTMLhHPgeC+0ZlR4y8INgBIhcmcVqRFYZBxBU9R92zO2LS9EJVswRjt0xYzkbPhXF2DzAhhGlxfAqfu6BhBWuPweJR0blvAUyrYody+fuunMdQ08GGKeIsqVDuU48pJY3BBpUXzCeW8nkbef3kRtp9PRguNjQMgpcwtMdE8hw8BuH69JiOm0GoFzFzinqOAFJi7drLR0rg9mNtjbZ4mTmBB2BIg9uRAo0sicmDA7TNiGNYNGdXS4YLMGMWMXt/YBNsqfthIGWbtP+wLjeMCkZsmJWmRSjYG/wAbtugA2c0F5yYwQRWggMEfJUtyTvWILCiAQRh/kiJOIROIbnmGUtAy5ubTeyzeHDYqKq82CUIEvQgrhAENTHj3krtOM7YB7s6Q3p+EVpZEOtQYGMZCscQ+S08kJK0ANM7PpfKHHF26eqT27BCNASMYm5RBkFbtkXLuBXked4veIJk+oHBAlT3QHm4QTPqSo2ZcHVXHaOq7o4UHrHp4+GgeeZSFqSf4iq9NTvxMFAYnGMQDJBWmVfdL40ZaBhh5lwC9AIF0NQPwsqNA3vVgxyZEbDEXcWUKTPxcm1RkucShNsIqHzP2pUHE6rUXMMYXNkoLLB71NT9GZlGXJvEOu7TCvuC73SqPYFj/AF90Jm4aL4PMplhLRcm1MmcOP+kNR0YT2lC0VC0pFIyEC4ezB7WxZLmTH03UcugQLdaZnGKK1w3GOimHyODKgUFKhGg4gyQz83UK0BqbtTrvE3QudAa0qEe0jaNXoTdG8fg5AQmFYQRoBZIo4PSnbmx7Ro3YoMxD2PViVY0GjfWBbm1ZWMwLDuik2zTcszY12zG4SeSatcbbQSYViDnKoXIBum3cNE/1zEQ2OuVXX8yL1Md7YvqCTtsCr4uvbPyYzTZRyRK08kgqY1XoIBByZUY1DZ1/DovSqxtu9dkbw2j+CPZ+K7IbTOuRShjIRojsQboyoYdApniNkg036jRvrLly4p9sYbXOm1Y/tbcJjYI5UM9Mh+s5oSoooapXTguKIvb6jHyqVMZp85iupniFa1HnIQTpUUVG88dn/ImP7VGM2ytFXdMi7SYNFNH9XCTNoWGNGlcnlisOhM625oNyyiYlAtkSN6gEdYw5bhyaK1T9gnM5nMUMYTU3CMw232L9QajPuy6XUzAsuOt4KCCKrNDhcAKaUTifldlRVgErX/kw+4bGjKZYODZMSW2Sg1SuytLI0qVKnFGyIpqbrlwiVDFNQ+9PyXLnp8iroRCI8PmvcqVodCJUDETYZsM2xMfPRSdNIVW6Gg0PhedQQWdiE0yVs2gzpIoxhVjDlAds91+6bjHNgnmCoDCai5eA/uybQQIVhUiCGYxFxzZwNDp+RV3FhtOTlUzCbRBw1SoRCJUAm2VNs2ypUOlkwitRBKh0UkF15OoMx5mxxWVwwjiVzwI2SEsZ4ghEIlaY9pPSQBv9phn6YG0GnmczmcwZGEsyzPtAxQ7+S83CKwq6AILblmb246uAc6cbthijQYiV2w3CWLBFhRYiCDxBp51E5jAxuFxYyxqKvFaGGVFWDibZthWVPGlSpUMrRZWhgIp2uEQ6ATfEJ3kR1jCFYTBjBx7JVQGEQ64szY4jDI5hn6dASIHiCyNFUtp+aN9U+uqzcdvh/wBzuHWXosG2JkmxIBMX1oR3xsUSmn6BBqe9lBCgSoBKm2FZtm2ASuwiETbNs2zbNsAg4gHJMJ7TChET7+WxN/iJqcMGSoyShqYNGHYCQVy3ONG8aozBt67ojlQPJ7E+hYCdRJ1RYdb6iw5FvesGLcPUYtsVKyb6jvzuYEE2Itbcnqkxw+oyOcT4zBVVAOag0MMPYdQIBKlaHRRK7TNsrTIx3Kb0MDS4TqdTB9G+wNHcYh3oONGSHGZ02nSaNhedF50mhxNP4bz+IY/oig/jQ4VErbPw9nCpAxEVg+DqMJ1DfVadZoMxm80eNRCKLLExszDw/IBOPI7f5cC42xkbSDEEyKXxrj4XFcfCFHp7j5NkTIrAeND8FaAdu2AfCRwiz20XE8nQweTCezfS6q7LF9U0/lLP5KT+Us/lCfyTOu86jGMxnk+AeJ1Ny5ahjeIfLYoRXcHgKNOks6KzorAi7umsCKJQlgMxuMPaoNO4QdVoTugPFkCUJjEHLZMUCCOZ6QTMJhWoNT8FSv6GVqhC1xWfhkMI0Op7T8RFaHz6bb1CahYQn/MzXDDp+iFQ0fCR3plKxMoaUYeH1bwOYw2xSEx/7C7sjI+3Jw8vbAL0x8RD/kSeoHTAJaYBSGjAK+QfGGB0Pqj1dXouRxVTOPctiEQjSoVhHaOYFUxkI+An2k6YEARpkyqsxncTDP2DS6m6MivHxMvcDUx+ojP1Jum4QKSAoEbKAKtsqcoNqZNpmTyrA4HKtG4X828YK6yvbcMMnpKyYUKoq13V8TepQH+SJ/JSLkVuxxaYmKPMy7MytePQro26yttysqMJWhhEI7UhKzgyptMoyjqTxoM9Jm37ontQw6HTdLgggmT06kdwYiLlisDNyhWe4WUNwcYYhnehu3RvsAqr/HZYzCBTEHswgX9QhjqHCYwnz5Mi41z+qbIVPO/jqUeoZhzmedc2OY8uyepZHfFlYzdTaNG0UWahWFZtjrwYe26hOlmK40Ey2uRiwbc1IpYsqCIwV8r2ALJ0PhRZdafXdA0S56nJ3gWYrkQZrigNMiSwqExmsMZgBIxYdzCZsIJExrAPdBFPzsdq+qznI8ScCZKgawkxfTXIlF1nKnC7NlXKDkhEZTNkRK7CsYVGEOhEq4wKdyPUVgZkTczKtVuY43o42GhMx/aXD5RlEY7nbwdUEZ9qnmV3K21jyYJhYsQ5JM5huAWfTA7sL0bnkKkraAKnGi/P6ttuBvIEDOs3tZeYjEbbMDbk19T4aETEwSK5348yssIg7mEZYVm2HjQmzDoLh0QwGHmAVoxCh23GJ9RGO6CHRvNcGCKZkbcYJtuHHKrXGm9jDBF4mNax8S4Rc20Os+GY/U5FmJ96DQ861AKKZNzfL63/ANf9Yzc0Lk6DcsVzfo2/xxrhycvk3giGoYGqK1TDnKlWDDuMMYQwzI2ixllRFSn+5iQTdFcGPlqE2YqAgcQmHxP3QeCJ5jewaqBZTioccKkQGtVbbpv/AMcqVKnTdnbEVmLLsVTY8wGwRwNMrcCxEbcPk9YR0W4m24MNzoNeD0qqSqGZsWzJ6f24Q0BjIrjJiyIWc3vha9QZgylYrhu9hGhmQ7RosqFZtjcaY1jGEy9Dpj8mpU/ZcY8RNAvuY7m0qL4gq2hhUGFT2Yuceipc9UaDA0chtrieoVIhGRUG3VjQ3XD/AKcQofHnzhJkYtDEixTLMFgZibyZduDG4CLlWBhNwjjG09R6XFVa3EMxtwj9xjQ8TI29tF0MaGAc+FfILvtTxqdG8xTN83XB7pjHuqiIOGsQE0w7CAYuMsxFH00qBIoFZG35CSYAXOyxkwnHPSk3rne2FRTx8eZ9oYRpXKMt/gqB42bGJkAyYco2zfN0GQiHI0swtcMOoMRorTG1pephMaZUdlbFkA2nRYIxjNPM4WO5bSpyIr1KVhV6nU6VL0SMsVplFQSuAeN5APYgBLefMxDZlQWdtn1bVjqMu0LYOPLbn/OyKEAbTNk6aKYtmBDsB4d4jWPgyY90dJkE8F15GR1mNXyIXyGY8W45SMWMEu8/BBDyTxCZ+aCb4jTF/pEuXLjQmbyIXJhg+z2jdRoWucTwD3ciboMpm64FJjAro2iiCASoGqCAytUajAaLGzNrQ9Y4pvtuFUHjLmvMWJPp1D5QBLmLN0yrhhAZmzHJkTEzQYIlqCdFaiOR8GRbXKseA3GUV6U/4223u2TMxKYyRCZvnungQnS+NLgM9Gpy5ah0OjRoZUMWg+Q298afh+AeOYgO52PUB3Q7Vn2bjQczZNk2nQmpZn4n11xOMbHO03NCb0xtvx+pfbilweRAos8FHKnFn3TPkpMfEUzqBR1uVe4RxtiePhzCZBDLmL1AUPk3xeZmayvjyIdGbvE/8fi2YdDCYrQmPDF80Y1iJ9sv3iC4JtqV3r5mIcnmG0BJY1th26Dib1E6rTcW08jQdpoTli2J1ETL08blmmPG2Q4fRokzejVo+J0dgUMGm8tAZ1KG64DAZjywVL+LOJlEaGVNsDVPMWeIYYT8GEC8ZBxwxjUJhNQEsPwcttqMpCnURP8AZkJXIWM+ynsqbTCpEAsjjGeBMCUD7BDdaqal6MIos9J6rsJuKJyNcHp4RURw6iEBhm9KSdPyXLlzGN8AniY3m8RTuHeTUyvMhjQwwVUCQLK4YVLh7xF4npfUbZ50fw0JlyzE/wBmQexcm0M27WjqJYnmEdimMrY2xrYJuOeYjHcx3GEk9qnRClB+mz5zdyjPE5MCw6VMGHXjGS9DaWgnqcCZJkwviN63ojETH4aAwPMPiF1E6qQOphlwtMmSZHjNCZRrQCY0JjnGMZPB5TUa/kEuKxv0mbeKjEiEElvOmL/YZVNPBLbZvO5j7tCTWmRRWpPtxky+I+PYvYDfaDONkMUC8mW4Jtav+NMSCtLgJcuWpWDCyYqhZ6/PvfsAiLBPw8FBDlVA+dmm+BouSDLDl533MyMAzQmY16ju21KubTBwx9QhTdULborbeyqhlX2/mF9jhrVoxKw5L1Q/5MtLCYv2yLvnMfsvhYbgJnEuXCDWJtjmAQ5GdDS94UnQHUtoo5GdRHdnDngLESY13zIuw7oBypm4CU1owK+pzdPFVgY2MX02YxhtPE3TeZ6dtw6C1kwhQ+aoWJly4Gm+b51Jjyi/aEv0zFh766KdT2J5EdLXRYdR40/IOwXPRveJmFO2Mzpgw4jDjMC0fUDdhIgJUk3MwO29GFEmpYm+pvJGoXgLCKlmXoezYdkEZydEW5daDTHV2Hb/AAF82JsORBwiF5xjV2OQjQOAvFgwgg1jzQJjGvqUXJHRkYCKtn02LZMmYKuf1DZTfZcubpum6dZungxjI6hMAZtzNorlYnqF3ZNpfsAstwDK7RB5nozMh9uQaWZvab2np8m7CS0t7w7tsyKyvsECrWqHStF+sYVCD3Acg8Pj2HbBxOZVSodbnpqOcm2v+RhxoWZ8uwC2J0smLQly+AYVs4n36O9QCplVWRMRaKiouTKMYy5GeE95On5LhN6A9w1XiHnt/dVM9OadmmV50zWqsVlx7bFgY9KGio6RPtXHDoBcVwYqMyQaN5jDjUwtxNwOMFYoWbVqrJUjQxm3CekF5kWKdrQbifqlzIAOwQQHfNoIfJkEwhqqdMmGhM2UY1fIXJN99w6V7PkEqpcOpg1EJo42mTcCW05Op40Vdx9OpqZlI0XxfI27XUqdMTGts3cx4fEcUez80U0BlIHmHXb7JhOx3bcytUomFV2XQwlN+R9+QQaXFBeeJuCzaL2UcYuNtAyZajku7fHfs1Tn4V4jcweewa/pg4O+1ajNizpCdGbWnunuaVz6c+9uJlyXpfCqCASpLXLsVF4KtccC1BMdjfUadUxmLaHTgQm9QpbUHs21rjTejCfY0SyHYxO4+CJcoy5uqJBAs8z1GUCO9Qt338Kmvg8yj8A0OjnlDwTop4Y9mNS0ZDjnqOF0Sg5HPmDGsbEk2Q8RW26uJtO3T87QeAxWcQ8GKdbm0GEVL2oJkO2dXnQHi4kPMuoBBEUy6mb1SiPmv+0sbgdh1/dBYj/bFyrenO02IDFw7vTwGOQx9Li6hY2+QkswAOgW5UMOMhHbXG9Q+CLbJ9ew1WtRqijkKIeTAdFG4lGUUYoDHaUhvVTRbyDBLgEUExE2zN6tMcy58mU/CdR/Q/O/8GrTAeceXaX2uOlZTLgxMYmMtEQLLGH03k5NDtONFswe7R8lLr+I8UncfIEbsbzpuM8xY59uoFnEAoSF1vbjyhsC7OnpuKksWb/ggUvlfIUT+VhxjL6t3+O9Pz5hBDXadBr4In4fKGoMnKt7dwBdxX8YUKhg35sT4gqnnRUh0HhmrsUWW+w5GNNyS6hPwiHnsxrGmBrmfyGIjMYzGgZtfV3UHqTqtCSfkHaT8wMPf+6GDwZ/1UVed3B8dRDj3mHMuR8xi/8ArHz02aBK7GbjsFTdaRcu1HYlvj8roOJdERDCA0oVsaz5mDJuBVTM2PZGl/MNDoTofl51Gh1PYIfP/VxGEYFSn2Xy2VnDJ030xpHPA95IomM1/D+f0N03wPDkNljNx0BmNtr3Mv8Arh+YS9CdT8f5D8B7BqaEXmMCNKuISjDyMRiqF18TIYxPevJ/Z5/siB2E3mGHz85gEP8ATPYewafsWWciRbM6DEXRU2uh5nU4LXG5+dRcKkf1QY0P9DiX81/MIfAn5cHCKgi8S5mx7ph+jEVuqMxm7ltDD2D+ifn/AD/80RvFQSucAEetxHOLaZsWUAcp2ufOinStul9wr+woJhFajzYJ/s1/T/IdV5GMzjaITMfqApY7pnTcsPnRQWj2DrWg5TUeX8aVx2V8objcbA9upg/rn+j+6HxoNAabEfewBlgRnJhBUh2EHqGjeQL1Fx+DD2XWoPwiL4+QeYP9Wj/Y+B/cEPkdhn52fuh1XT/pfOgj/fTL9P8A5Rvtg+2n4fl//8QAJxEAAgIBBQACAgIDAQAAAAAAAAECERADEiAhMTBBE0AEIjJRYXH/2gAIAQMBAT8BLOmOsp87wkJGwrFFYWPDeOSNyzRWH1h9lcEdrneV8VWVhISx6MokIWPRxNptKKFiUfvLWHnzNjeEs7sUiuNDXCjaKLFi0Nm7o7eEVmsu0Qtn/CflG12NHpQxI6LLG8pkSWY4eUbeCwuFElt7RJfZYjwi19cE75SxtNqHw2lDFFMawvCWLExy+JYWaLJzEIeFqP7E7WEqx95RKLsXWH6PDeEMaKP/AE6E/pDfFEsL4Lx4b0PUbxEQn2NdlJI3EWOR+Q3m4TFhiY8NDQ+hFYksxY81l8ooo6xLsSaHKyTGIXCUjcRkSkXiMjed1ZuvEYiRQyiSPC8tFG0eU+dliwsNpYbW6ieEXixsbxZebI9l2NUrE7EJFDQ0MaxbO7PWMeUVwVYoqsUfedf3o0p/TJel4svFjErNjzCG5M0Ipt3iDI9jf9aIyFIjLDJDQxjGRHIfBEqrhYnhF4jLuiXSJdskvsbvkyEd2LKsZGW12aaje5Gpo32NNGnInqJIsWoabFhjHh4eHwRKVvk30LCGjdYyQ1XPT/xHKixMmuyMdxpJpUz01dFTJ6ctN8ISIyzIkMY3jzKESlhcWIQkir8zGN9mo7V8oxcnSPx7FRQorGyyUHEh/Ia9RCe9dFkkpKielWUQIqkMZIYx8VirKwuUcR978NR7pWsRVI1O/BxaV8dCUUifZdF4030I6HJI3G4dMkuyiKIprwUn9jmOQ2PF80WOhF4/rhCExf8ASWm15i39H4/s6a7HwTpidxGWhvog+hM3UOdm4cxzpYirK7EWP/Y3ihrhfJEeKEsJn5NqLIsTJ6d9olGuOnaRLMSyUrz9koXHEM2NjZZFjw0MXJG7ghZslOxMRZFmpHcqRH+I/sl/Go/CyEEn2NlXhYvgizVX2QLxfQzxjLLy1h8aKx3iMeDXR+IjpojFf6NTaoGmpes3imOY9RE6kNWOVCkOsrhY1aEjssrDPRiy+NGw2jWIPodF3lMsuiLN9eF16OYmWOQ5Fm4fwoRZZZeGL0fxWxSwyxLF9FllljkQW1WyUreLLG8PkhnoxYfXZNUWNm4j4SmWWWXzWGhPGwplvgnjfRKbl7hC+K82VifSP8kNYUW8S9+dCw/cem06Q3fzsiiWEI1OxWWM3dWN4sXz3iPZXX6aysPEumJ2TL/Vj+heEPjPGozcN2v1KxEf6K5PtiNX0sXyr4vv9dDNTwrL+L//xAAhEQACAQQDAQEBAQAAAAAAAAAAARECECAwEiFAMUETUP/aAAgBAgEBPwHwMnTGucfuceFvVJPZPggWMWn3rPu6vA0U3eU/4U3nOCPDGLXoWS3RisYI1zrnVPkjSxPBEk+RZxaCMHadEEEK35aNc5UjQiB58ibVVQyu1Q9rEtbV4wQrvGb/AARVTI2/gmJ8kVIVMsg4j8CWlrFZsggaKWOqCrt2pqglVFKu0RdaXZLeusn0TJI6mITEx0I4xb4U14zdWXjYroTxrmRESRaMYIFhBBx8PeU6WpFaBLsd4III8ryd4nCRPBuD9Fd5TZ5QPBaI0pYpwf0P6s5lTkSJiztGSwWMberN48zkNn6Mgg4nA4i6EhoWxWWySb/oj5eLQQMVMkXgi0eFbYsiL/t4Is+xLY81aCBiRFo28iSMWQR40fGTZuy8nw5edDvBHiizJ9S7Q0UkeWr0K1CIF0/M/Syj5/pUfd3/xAA1EAABAwMDAwMEAgIBAgcAAAABABEhAhAxEiBBIjBRMmFxA0CBkVChQmKxEyMUM1JgY8Hh/9oACAEBAAY/AthIsLxFxw6jZGSpqnhlqGFKbSAhrMeyLHYRQMqSmT7CObOLgoUfk7ve4JddOVn9pyyjKxKZMLvUccWg7IsP3vc42E+Ap3Ggu/G00U+qoz8dvM3KgSuFOyQmpK5UrwnQJ8LVTlVhmY3BvG1tgqGVibAAW+LMdvwmAWXUrDr0r0/2sH92leor1IvVKyF6gmCY7ALwZTG2moIikamUkBRU+yENYZ9j1VAHxdjaLzeVGwWhTbM76jbCgoy3sjUOF5VTZsFRRSGhz3JuDY2ndlebygWi079QWoHK9Ka042anlaaZR5PlRvkOsBYtpOPO3VTwhV9Pnjxdl63O82de6wndcKYXqF399gUCx+JTAJ/Cpr/eyOxCiU1Y7E2YAKVC+U9IkJ1hwVm8ogD4uSnhY2/FgvA8phsffm07JTBD+7xbwhOx8QoULCZ0+2CU1RXtsNn5RfwvHwtJRhwopFPwn908pn/KgN7qdrU5UlllPsNnWVlY2G+TYU+Eyi02nFiRTlHVChfhMhal14Ha4R9k6lQoU31Ouo2lelQ1qdmhoXClaaafyuHs7qbZsbYUVFcFHKYLCkLUvHgoioH3t0lf9PITsGVU/hSvS/4UUBRRC5CxUmL/AKWmmvPsg9S9QWRYHa+1ms5Xi0JiFF24tVS+BYBaaTfE8LqvHY4TE7JUdiF5Qje6d28rE7fCMrhYN3dTKbAK4RcJnZOg2XRLoAM/K8p+EX6l0/rY1jV4C0fUmkpuOLDTUpuHBYp6U+2LQo2QupPaM97Gwebsp24tOzVUFHZjs5C8piygllkKRwsFZWv6f5FpodOowtYn4QhdOEOEwtFN67NXLbjSvhSE4ldWzFwANjlY/FunaH8399mb9TuoGNkqI3QtOCtJt7ebGnUd7hAhMLSo2/naLZ4viwTmnUF0elaX/R7NQ7Li0lghVSXpKmFCGwbHtjsR2oXVCjcBeEP+pLWix1FkAPKDUrCxvzbC9KwbZ2ixKm4+r+ENWEXpnheyjlYfwmqXsFz3mWFK0PNgmHdC+LOp2Nb42sR+e6R5UWZB+bYWFjsCPwumPOzC6oKeXUVFepcL/Fen+16Sv9XleywurmwQcrKanFmWO9+U1VP6Up6U+7G+U2B2XUY2+Qnp2wpO9qyyikIew35tFuFwsOsL0qf0sqX/AFbK9Sd1kYWQtXm+UE/+KA82d5Ti4lYWO1F3OPup3YVLedkrwn7HkeFVULnsdI3DYflaV+LYjjbKADuPZSZszKUwP5T95j9tHaD4sPb6g247ThdVjthZsW535WbGVlCVlB8LUEBVS6Omin9IMyYss/q2F09RUkN4TVBj/Ax3QoTr5QN4WFhYWFi3C9VK9YWo1x8KalkqDunJu+oAj+7R2wGKhEHlfCNQZSJU3NILI+UxhU6Z8pgvZPTP3xdMLR2iNnSWXUHXpK5WCvSvSuFlZTICzHk7unsTCyubELCwsBCLv5thav2iNATWDF7NytVOeU6ZE2YUgfesotSyH3HUZ4vT7TvlRI7VP62OosJwns5wtODz4Xveb6hhP91FmHnfSh22JZZXnsNcVclSoko1n47M5Xked/UJX+ymFlOxUoU0kQprflPSgpUKmr/OmENILoWB4U2ZQY4Un7HysbiFNj8oVbIWVJ73Kys2wsHcKPpifKeuwHb1Dp7EzYB+LeF8r2tJUKqPZahhCLN4Tuvc2YrnvvUmwFlYtCarZqCY4ThU/TBhT2443tvys3zZkBsZNtxbRTvYbPKcLT42EthTin/m2qgJkX8I6cfZEnhe1/8AJQhYbnCBrOE3fhT2Ay6goCzsdljZUd77xUOE98Si/G0tjlaaj+bN9rV72lRSpXlNuFy4TrP2j7Yt1Lxb578bGtFo4T/+rbp+mWfKZ3HugbPuI7xvkqbatkWlTucdzTtd5R3dKm7d6U/FotF4zan42Go8KclAcqkVO1pTj8bGCB7xHnYzJ6k2kLpwpzeQoGoKfsX+wyo7PtvnHY+DsFA+SqaiXdOFTQSGZ0w2uUfdBP3Gpyps27SEHWVm3XpK10Vafuo+whRlMeb/ADYgU58qTtADSmVVNpwtVUAI1HlStIU1aSP8eVS+Sm42aRgKE3cYZ2THvbNpMpwqKXc52yfsOkJ9Kxvle2yQnHdcKf2nz77G2yotSeDFm4C0DNVvV+E4QrqE0/2ieUwu/PCzb37j7YKNTppZdSZE7W3TenfCzZkz2xaN8WwsGzHZ7WlZ2Rd7vbBWkiLA8BahY1Upyuvw6NpTg3anAXUWUVLqL/YNYi7nlRZhd177wOOe2CcKohN3coIrC8mzcDdlYU2gZ2OQ6iETqv8ATHhe5jblMnCY/pNTk7o+wlPhlKbvajmrtyhcjk4tPae3SbaR6itPi0ryoYKTtO3KYJyI82YZKc1OmoCevqKf6fSVpqCY7J3x9/KDbzb8okHlTsEp0fffPKexua6vwiSZOO1Cxsm7PfVX+kKvphiP7Ti3UEavovUOxlZ+ym8Ju4xxvZBFEMOxmdzVSFBzhE+M2awerF53lxPCLYK6IFn36qrmtnfIT6al1/q3/wAnsusfndHO+ags9l2u6dnZVNT8L8d3Qc2wsbAiFNpC6aQFJRuJcC4NP62ZXRm4J52zu/2v1YTUQE61MW87Aas7IwECzgGWThdH7UZ8rQMU9uMrKztlOJuyNAHS1+rCFI+l/a9P92I47gKcWgrqpBvT8p0ShCcKcbWKZ1hZ2OhWFi1NB4Tc9+Po0rRx4FnKc2Ad4TBTZytVIanmnyhpwoycJ+VAXpTEG+VpqzxZ3TUqTvarC9kYTUym/wAjlVPfU3x32tPCfheoKD/d5ZCoWdOs732yoWN+q7Xa02laaRK/8OWDCKvdaKlNphasDF49SBObaqPyPKchRSLt/nwtNVmATnKde3a0OmqLBPmrypN45DIaqYZk9GO8LFNs9RWSq6SnBKabs8HCn6gUEn8KbtsFnUZ36fJTE9qnUn90Kah/3KcJuAgKKVN4/e3VTFSb/IWbleTyurizC092fueNhbkNb6dT4DIj3sRUMSskLocvzb3uAUdPGwPZ+drWnIU2kqFN5t8A28nwF48psoim1O7/AF/5Xwmg/hGqrJsHwmC9+4/3LhSLe6O1gVX7Wc83ZD/nkKZ97s6hMe8R52vZ1lYT6YTg/wD6m/tMaXCJ2+3i0olP9M6Sv+4NNo7oGwjs4tPaCdYFoWbzYg8pk13NV52dJddKyuFgKexAxvfi/haXDJzFITYTp9j1Xc5tNtNBXv8AYv8AajZ6X2wgUK39VwSHti0HdqdP2fdFuU3G/LKVpfObCjnlPaLzdzmzlSVppq/K6f4nV9Mv7Jjar6jyOLCE4DIyzBGSQpKgvu1bGNmCHaiz7WCgKQpWuD4U3he6kTdzlQvdRNS6j/F+y6g66VUGqpcTfCfmrYOKlOFF2G1iid8bH3xZinIAX/mI6ZAGbvyn5szolPWdIXSU1MD+OFgKqHWofoqbZwYRJ+pST4F5u2FnaU3KJp47o2wmqzs08Czmk3/+l6VEKT/INaluFOEw4TKoe9sbW2yvew0wQjUcn7BxswuP3duQmIXSXH8g92qwmUlgmc/KFAWnU8XGv+Bn/ncDY/ybIPeMpypUC3V+lC/2U/wmVn+UY5GLQn5TFA7GpyLe/fy3/sqFN3GU3i/hRCcYNn/hZ/k5lQLdULCgLSOVl7tac9ifuMbJTDH8mQve0LTWV7JxxaL+6ntj7XCcon+WlZWVGExysqZWG2ME2p90d098/P8ALm1KqvT8lfm5+Psf/8QAKRABAAICAgICAgICAwEBAAAAAQARITEQQVFhcYEgkTChscHR4fDxQP/aAAgBAQABPyFa+cwVAQXSmKZZJVqzqA5CAttUypvzKBk4wWur+Jtc/MP6yF/EBlWQ1BwB+pLFcrhCgpdqiO19EDKUj4DvhLWMdLwMumaPmWMVxVgm4fCZ8Bdw5uKFtQFbGxLyXj3FCwlBe4sARGJ1Uwfr9nDUEUCqjUuECsJlt/6mTn4lqGP9TBVVtkpXRd4gVQHiUKGGqJ4sH9yp0qWFetxDLfxLps1KDI+iXUtVoqWlhe6iUvrloVorikduXJdFjDy4rCowOnpXcdW/oj5QVBFzkl+fwePwAeRwrhBiTljyet5AHDcMMct64pg3qeiXlWXdErRGOal9GEYUeYgCBq2XZLbOWyoZlZLNdcVNGS3xl5gCqeWB0Gb9+0UB6SuwrI8Sw4vBi5Iavr/qM6EJ69W5l1me4vSpZ3LO5RiNmpcWZQxKlolHgCf5yhhcV20TrqMlO0rBlZQmmVcoJa4Hm7fFxEiCfO4SzHtYEBojc281DBmDwZfcaC8FuqLoLcAWCxVssjcn9ZinYx6lsrHrTHO4tViugiHYcYFviwNbfibLlMtSqLHtFYKSYrTUZ05ZafoTI9BlhY92XeXMYpmyyNuQxwEaZ4C8IhL7j0hL/wC8A1zFVFbAnCKgr65CesvxA9vqLoT75GBIJZLXJGUjk1MfGC4WtqaB3FUwQ5y+Acbn9IDU/MWlu69pZO/N8wWnkZnyln9PBBOlzM0H53xwBfmXZJVMEqYMOZWYWjhKioG0N8NGiiNg9QNkbYswamBMg1vqBuqzxCrELfi2WJmqj9PWY6cGOUEL07lxcGwncRccpxKzDLaYMxh6GFASaVPAJmoZ9cXA5FPqEMJpuEMYpVblO2dwjbfLUVtVN2/qV7F/qNDqXHPFoEDA5qb/AOiVdP1Ff0l2rDny9c2quB26MYW7KncqobKHuVQX+qj+MEuvqBdDI5hMC2U1ND+0o6LMuYeoWvp4MS5t8iFmEhwbfkoCDRUxnMALwLAFAp6mRHDAj7cXjMyUX1LlYO1SzCtlUP6mN1LleDW5kilaXueSXiHEwGXnktdQT00lEB8Qq1BDmd55TKKQzSB608ahSmJGr6eImWtI8cplY+1Efiq8zCKvZKL3GT1DItUXeHUS6/rxEUNetADBZqZU6y5fWOKifCPG7/wm6g+TMyNG4F3dt7nwUqVUv6JSzi45JqO8RS6v4j5U9Qev7n/QPJbqJFqY9HbKlW0weKhsE+JS9rKiyl9xVsq8bRISdrK/cQtpzhfMCN0SDCu3wy86yXnK40KtQmPO2JNhBH+VmZfoKxcG12/qKyF/ct5lk36CpUwTFDA0wk3VDnF/MU5+/MTNVTZi4ejEIa6g9ZoeoDVj+kwpBq+/mKKwSJiOrPEsjoIg3OFD9iULzPTM028oMyoJmqlhbBKgSw+iLyjjnfUJBEVKMRNDfpjsmGNdf3Sn5mAONj3CgYfDEj1KgUB9SwJ2uvMQLVJZc9oho214ljjiXBdVaZ6UkorruH8HUuyYOvMawlGiDWot5cCvMCIOGbcVBLREs0+5s3skzUlvB7nwgiZBOz9IAMHGN0qMXZx2DHiLMkiW/wBJWvmI5O57mCGu4zywXmYFWIkyX4J2jezHGPwVcC/FuE8S65w1oT1Eu3zUVwXmdSh6yEaZ8xWxPUfOZZ/+EuZDb1K1gUw5lAWq8wsWGMNywxY2Q0QapPOrISt2VuZaPDfUpYRbuVZSp1BWVxNtB3RxLCLs/YYKLGOhiY7O7I0rL98qK6AnU/fF1b7geJ8gJRRFBIscwR7eOKbzBs4O4qZlD8RKUgU/R7j2Kg8y8Ju3LLqQhHpaPPco5dn+IDuICiKK9iIjSwbdaFpV4lK7WZ0KMxAWsvH4lLsIybZ3cvymKOFK5oJ9T3Rj0goslFMwAX6iy0niBWVKmRW4F/wIeC9Spim9/kFct2epU3CNYRjNfuMG3LFGoW5l4XUS78jqI3ljXvglDsGHQmHkYEzYU6UXv6oXZa+cRMD5hcFG1/uBtQgUDBz3qeYj3MkvglBu3ZMFG9X5i0eheorQS8owRMHKloXprERymyU8DuC8c7pqOWQL8RTF4myhKjwssr5D1H7C28wEXiJDKwLJKiYIpcdhBFmGYIsjKGuoaqX6jbl3Ktz3EXlj3PIxH9uConJU+SY6/cixkIS7XlhY7I9oQjd5inUpWu4kylTRbKiruGqDPTjN3bqZWbb4BpvLM03US5lwgPLPgilxgglModu5plXmeHHzNIrh6iYCx+ImmyYzqA1irP8AMYzT7jAjLGsQA+YsX3YIYEqrHZCBWoLUf9zigWVwIyxQopKtbpADCfJG4tGww+xPiXdYrWPJwrgv2y13Xl8TMrCsen6SqC9+GZvRLSxbF+IMqoIyan+yjCZW5Yq7rhd5U9QtgYiLrE6jGDU+oV23eEqZfUUmN6mhavUc1LVS6s5MyoBtl5lTAdMKQyZjSVXUdJdupYGow14lOxPcd8C2per/AFHSpdNRIwGO4SWsSmEX6IhYVWWPb+KDSF/8OMrjLBHj6jqmD1xDJNJP2WBUXp/J5mbfDHr3UcwO9+DXDGo3VwL7G58ajaEx8weJcEGQgCXZcwftYoYLwJ6a9wW7cwirMx1qDf0l6hRufCek+yJeKi1NuFB9xbr9Q4TRoYo4YrMpqQyR3VMLvqYdt3gZlXaPULWOtzRALD9wzW7lq3P6gSsTIaFbuY8XGmtHiUkvVdSsRnVS6jOte4Ocqvcz0tLTuIVaDyXO8u51KtlgMrSMbmUTXnrEK5dRpoRNzqoEqj7ZSoBHqaWtEZxif3Hgq2VsYbyztLGKKpifExrDOZbD47lCjUHEz/BAkdEsOggjGHKmaDiq/Mq9V+422/U0ZVgw7mcboLArKd3ueL+8WliJ6mPn5jahA2uXWWKjH7lLv9wPM/U+L9zRuvNy1T+ifN+prO5AOkgzeoz+tAQpcZrwQbcq47JUyrbHjxGUr5zMZt2wS9tKLGITlnpFRm8IZAh3XUBdYLyzsjZ6nf4igLm+pUq3BB3KczCVDvKjPD3wAiiDt+ph0Q+I2xIbIAmEa/zLkrA4YR4q+AQBQ4iR42K9iUPj+nDulfcGrUBLdRgOxVRniZPnIl0grMYLjikM0JZzwhsS/wCkyl3EAjjniR4gQLQpnkEHdxoZS3IpRPpfuUSI0dRDp+uNmE2zRXc01cJ5oMAQFIfcCDKP7ngX6j+oBCF+i1qXNlcP9ICefzMn6dSzuFRW74ig9KZZi4WocCxGjS4KejEYadR8GoFqWYrzNRKd3LF/JmCLSKVIUCvPEy1uW1iUAQ+InB4sWoxDou5rxqSvO0yXrG3l1Brbv8YPPL+X4RnLFQSjo/U0OTE8y2EI5lGBc+ZTMAvszDmMOLEfTLWfJ4/B1Uti6M6clRnMPGxkmnPzC8R4dwYvK8j/AI8Ddwzm4PaVTbmGV4e4HmfqEj1/aBUge2Zf+cPIhuYkCas9VuY3ye4Jcr+uNvv6QNjF1iPpK3P7pYRgdDB+Ae5RZa+JStuXmFGFFb9wChXTPUSB6Sx8eIGNloAa7ljrMqc3iAgvEMGEdA9ExhhqLEh3Lo4CHCowtblVvWJW6j/fHM4VDBbC8vYegX5/FNFrIkeFnIMahAVwbESCY1anROA8VUsvqkuliwX/AKl+uJbxOxzq0g6qMWb4LjiMYzD/AGpqsoAmPIeHjUMDvDCzOIax4xCX2SobjjiMyXkMSlh2cXj+p1LUL7TtiviZC4KopGF4dItY43PYgq0RfESmCJKlCn7eCuCkx61P+G5MoNQIlxRMpUYovh5yajcz7iPsmilBqPSYYYVwxTLcOCQEqJKuC0zjLbkeIX5lEYoEdRjGGBWkqK8HMzQO2VE9yVbiZH7jqNce60tiQzB5Xm1FMHHB8wxbLep38uS5cNXg9cL7YfIwcrwH0fg8PWIBaI1aQf08wS6MPDmFaMv6wn+yHh47JgYXmmZsANeRF7Bzr+osjY9TDKgXTLzZiNfAP+Zf2eNqU4fdBQX8RpyA40/IEqPDYwNQiocRORUrkXMoyFQXiJRtKlepjKuiZy/c7l3FLizIllN9MpbpEIbJXYNCtIIrhJ7KPE9OoL5ep5T9TxOYYs/85S5H7lZ1+4s2PuKFofczU3yklG60gOwPiaxvqXGX7hdLnUPP4GgH+mLc168YvCC3Ebq2vc+KfBA7Bi6DAtx6XcMyoIoWNSjV/wDEchC5aiCmkBrQqVp75m1VxuGtTPWMSwtd7Yz7f8Toc1/cbrfxMAlDFT5E3VxCwVtGjJRH3LG4CejFY/AxInLEhFcQcpwo/BJUqVEiCZkwMUQWsxpKMqVwUsPuEsuXLghe38N+wbT76lu4YtW4N6F9sU0P3Fjp9S1maVW/cyQyrH4AqLae5UTwHHdE4O/9WIqSuFXf4ObzP8wEG7T2Qe39y1TAWZ46GCQ/66aBpxBrRGv8XEH4BgI7i97nqXPVqN2u78Q6QXNFJuaFis+p6JQwloT3j9ogpBBjHDPZBCPW2oKK/gVyQQFfyVKlSgQC+FzLw4AjgbhR4JFxqacvqbgT74YPByEAulnjtPcPEUbfofcDaeZKCOiv8QhHHaHuM2ooTRuZP/c/Ia1ENyiHCz1TNfPICrWfrNwosWTAza9EEKXhUpS0pSY6YJgK2OplxzqDGEdAIPMwIFts8Dep4d0yzTUZDy36jlnbCGolRlLEOX8axKgQfxOJu18XheH4bLRA1jVTNMfgOJGcHAxjxTQDuWtM+YJYg9ck1AzmM6i+iIy4Xc93iPtAeWYB/wCKN3SHHH+sWaQgIzgGFeRMjXofkisYeW75Vc8KrDTAH+6eO3xC2E+ppFse6pn5lQW7E0TDf3RMi3uHXlLweDJd8nuYQOysFFeoI47IUE2i4OgmZguoiVkcMRSpZUL7ZYV2/gyuFRhL4CHCgWyjDbiCNFzQP4MVtIT6aYIlmmIPxYh+YLgt/PFbrEfAllLxCyRfAzMuUsYqZcwkYxmaktOkVtv1DxEPV+4nW0p/4OLitGMWN8+E+YarUWsz6NFwO3zNeBS7K9sr44t1F/X5+8JemgmlY5+10iPwRLqxnPctSWiq5WswsHsCGwH18ylhVHzY0UXonUwTezay9qVNOXj4YVX/AGT/AMHXD/aTxNQp9v8AC/gQlgIoD6ZfnCNAkfJJgHFmMiwaWc5ENxVt/wAZY5iG2Z+J2/xBHUS4aMTaOXuVRUBVS+LN8wqo9uRjEiR+9uWMzAmdiDfAppZzuVe+psb8YibABth2V+5fKxAEN9rPYDHFjylfoVM1brOIldsrMuoUjLiA3JU7zHf5oAW8IblQLoPEK2/Jlb0vUDD0qANjMZ1KcDmZODxO5Qh7vmKBUMEvuLGH3LnocoGRjO88LMfwvNSoQdCFx3TXQlz5/ogbH9IDlfSVMAOoFSXzcpZUd/ESboiRPKSN9eLoR1C0LLmoSRtJhgiShqDVDM1DPUSPFzUsZgEdvTcfbRBWYuiYAEI1K9SjUyXQRvyiLmQPuUd/uewWOoKZlQ1riyfcywo/Jt4V5is8m+HXWZTDJgpqDZ/7yxpjL4J49EWljx5cHPbZKt7jYPOIEfe/5LzUqYFvCbOERjr3FMFPpjZFo+Zbd4DMzLfgdMsFMvdxXKviZ5QPhm4SZgDX5X8WaOEFo++AqGuLrQsNzSnDXxANOoQocW5V4O2XqFPE2wVbyuY5dS5mAykeJoqOwRDA6iCDHp6hBKbETtFbHKGMHbCDjUpeVwW1E2f7pjHa40csTWCWIfYncAZwNV7YLjoFX/ccSQ4rvMSmGYWam4gfpP5v7EYUcfuBa/dNilrABRiLO5bSDOzL1K/BIFFMQO08Uwc8NwlzLGzxAeQh+WkP4HVh9wgvjUSoSr0wUPmbQTCNZ3EHDN8xrEr7jLNdxbPqXRVGio5EYtqzKLCAbQ6dsIEDJGAVHmKV5vQxvshek3BEVpOc92Yl49wsV4gL4AMsAGiLiCUvvLHtj6MxMZMB4b3MxChHtBr4SwLBHDMnZWYPazI9/wAtupcBXAInlkE53xD7VfE9sahq+zgtlQujK/oSYQo+GM9SagzNNK2TVuf4RrBftom3MONE4qEArlWzFmVOIBuLfiXFwDbDudQxEdY+I9Ls3GAtlUsVkcxt/e5aPXUqmoELkytKxBTV8qlLwUdXw6CC9/gJQQJ2IO5P/RCf5iGpQWFecxPQpteYAEoYJeTvD6laktMHqOXMID9EFcxVjnHf8gjm/wAY+qu47wwX7ECShgsVimKF2Sg2LUF1bUQ9I4wJ7CBYfJLUNOuppjgqHUlLMPOSO7YZPwWKbR0V0RbOujg4nBVM5dBHCG/LKPf746jwKv54WGc+Z/lx0cMSgxp8oDxePmZpZFRxOOp1GSr/AFMsX9ES6/REDUeNpFLyVlqX6rHZFb5i4XxKs6JY9ir1F3ZSltqFBt9EAiQKNkwroLTxMb03HzzSheyJVFgeoFGP427RGdwVMpwObqA2rHklMVOq9zF3+BmVbrxL/lCfKLrEaaWOaGC5aonxiomly4PDWHtn9MqGFucOQWLh3mWoqntfqA+HkoJcwtTt28TbvwiDuPjwHI2BT4n7NSqwcZ488bfiKi5SkPNgvM3KnBXpnZobJ2lFx5S3mo38k8wEJBmg/wCoosXiiJPFdyuhD3KMEmYckaXcH9k9srk8leJg0iQxSz3TUQ1p8kIqe7qADqbI8QMVMIC/BGW1XOhTKV6zAuWtE+S/hsUlHAxosQ2mDxBDFG2jqdkhv/CMDOJedS0sROZ5+ImjMOWfvg9pcuI+EMr/AKjt33McGUuLPBrG0NRogyhVKhmYtVssTavM+D9RdhAbkr3KudroZtmP4IMOxjxBGdM7NoeE+omoRh2TRH1Ls6gO9NzaZXpMNQojziYKop6iLv8AWDBS6LLmEGor5me/c0wJlgmm+p0Dt53LAt1M2wmvEV/aWRDP7lg7NFkstb7mF1BQsS/EehiVALPWyU8V5/58Qw8HqqEywQ//AEzEwWRKtlf4ioT+EExmUXDNhBWlNSBU7mOzMJbVEbgVzYwwpuOFqQaP3LQ6XK//ADEuaSXL5HRXmKVR1BxSBm+LzHbC0HU1JDAzI6ijDzW3BlLoWUm+PfDFlUbdv3GfNL2+ZeoyljJ/jgOIMz/Ze5qNFOZ5LUD5ZWXWIJ3l6l7H7S5tfqXWDE0LGF5eNVUeonakLkWdtz6/Hrhn6lsDWFMdEt1j4i8kiLM1/qIrn7m86lmagZVf+ambOm/EAaOAsFmfpDUvtA7xLlX+FyTbxYMUmeo/A3MUB0e4oUA0TwbhUjDHgjn4ng61FuXLlxZcS4Jf+Z+uOpSuMXcu1FmKLR0y5QLSDSqHfq7jb4gWQHlog2JF55EfAiMRiPHcZ0eZVNM3GiVTcQMF7mQ5WY92yPuo2fLA8EwZBOgP9I9X4SGQiwjDWJcaAjv8DoueamH3aJ9OJrh2pU29cHufzy+JVf6Mln8T1CCR6msTCM7gnRLFu33zpbzxISrDGswZfxDwHgWZessS5LtP8IWr6mlzIlRUXimuXhR6RRpVdTEUoXw7UQOg7j/wTAPcUlcBRlofQp3E35RW9xV3Mmrq5hZRHZ5hHDzif5gQCwgpzGVEjCCdNGadZ5n2cFnwRZGOcwBGdGGpHFw2OvwsQCahOyohguWpudxWcc4C9Iy9QUV+peAq+eRQirgdM6eIY/R4ileBPc8xD/8AdykadwlnzhCMmb+prYtXiY0yIRT3CqHZ/BUgZgrFwHhjKyWOWaFQgd7e4Us3uUdj8S9RXy6qbYxgmK/3EY9ze3NtieSK0OGYrOpl8k6OKKl+SMrQKOovHoY+ri3uUsXrcM2Wf0kwKZS31E4qBSVv9QAYskdkT5hSP6kso0cKwwI9v642BYiAvcPfPVCVK7uXE6g2UR23yO2Ku7lhg15im+/ETM/3O/cqaiXLeJRQ56IYgzAehDp19QzXjx19zwDE0Rlry+ZV8P6TaDL4DGEdaM6IcXK4lxnbcuaYffD0jKOmFYAT3fhQ7BXmPFAYMtfPXDyhstRBz6Fh+ocnWzEX8D+AzHEIXqeIWpaWOxKaMvUsIly534bEyVUVRDDDdUEbrvcvGq/Eub3xdOdQKU0Jd5O4N7iB94fBlcVGANg0TLciNnqK0jH2hQL1+BJQOK+ON8DUuI4qdtTe5gygtUUqqYaLbYo8J4Yl1wVuI1x1wKsrtahKma7e4BBsBtCCiPccenvqQvstrbKt/N7eLl8WytlSNMFwxltgLadtU8EBcH5gHcDzPIgRWjNBnOKB+3xMyXRL6TzYlTOyYQZqKWLZbbhEjm4lzKI8BbUwVBklIYEGBeYYUQHcqu4uZkftf3KL+rzGLe2Zp1DayAy582pezKmCXZBC18NamB+HsDr1HehgDVrgBMLlievD+xESqrTY9yjqk3eSZ274e5VoX5+JV/j6IJfXFTBl1mB1FVzLIqy553KcKTsu4GDhuYKGnUpf0jHSXVE7YLRq7GW2y9dQA9ypZRG4hcg0+3qNVfGpZK6oaQ+USzs0rr3LUxOtQ9IU1UF0oTZ+6p37H1Opf4RYHAIPefKA7CDYUwiDWX3cqfco9w3X+J6gLnmqIjdoYMX1Vl9xKtL6G+K4u+TVp1nhaonGlzHcu/iC2+Uqwmph1IrI6f8AlT/UEYX4H/M/8CeQfplK4D3BquPcWjX7IVCY9yuAq5QOhsjpm69SjFj8hN0YdMC5Z+4+b+pbTcMkltZz8y72H1wjaVFKyLc/vLVoYlvO4bxMuO51M7oNVwzsuA1iI5gPdSy9Iq7lL8I4YWR0dyhyDURQUgGISfS+ZWPHRGMa8xcz8JiGgB5ZQ0QgwovYwFQI8aOBHvf/AC9zAsVinqaX/UMaltQEpl/59REFMv3GC0wL5K78Qsn6lFujwuXB/BeUwjtlRlRC9zJB1rr4jXQ1olIXLbyMoB1rcD35lpsRg4jrmKeyKmeU28d1MEW5i3uG5XW4r4oObne5RplOv2T/AOtLbuBfqODJPmLZLRXtqe+mDjeGZEdi5/wC2Mdqa6Rvrwq7lbbuHiLP8yoIan3kNvkfuUttfMI8BMbF3qA2uQlrJfyR3cW6uZCZz5g+3AUXLmYUj0ju5d5W2jWFPLyRKR2L4n7CHUyat8vUWfB1B7gXqdwAxCAZXx5g93n5ll12HGAMvRM1W3aIqejF6GjtlYd7YpzbEbdHieGXCXLly+C4K/CXMdR3lL8SzcXEeBqLweEiyp5JpliQhDLjq4YrxExF09S/9z2Zly0S8Kiy6zHDTL4VXcUtVXiEAE+QTIWYcFx3UpBp0nz1LYWFS8V9cVGghG8lRFghAqoq/MrRdv1KmJx2FEdwLDHp3BqXAmB8y+qfMxS8fsiO86NzdrfZiV9iM1wFPqZrfquH37X9Si1M+YRU+DJLawqY2D/hLKgnb5i36hgfFwYV1wqiiYlnlCIVXSsVH6KXV7MZsbuPaeK7vuAKKlGW4vDgjrkl8tCLgV+t1B56eL46i8dcG2IyjT5gTZCEVE3YmSbxPF6lBAsTMWQEd3BvvbEbFtN8UuoHbhaldXnEpWM/Mc4jaGmXquG3L7lei3y1UsstrpHPFHQ7gpZq+L8PEs+UwqUEsdTrFYX4hufDsIRc3xWV9cipp8xmgnpBNGab4SyVMmeGGwPuMy3/AKl3EXQ0XRC1x1UXHGtvhAZKiJ/UUUuUC1xMg46J3KtXiDjb0dy5itt1on3IHT9RMvjXhjyMy8iz5mcMpo/EjHE3Hh4W5coF7MfhcOLxw/ZFi9TKyjq2HG3h3NEyH3MoL2rjQTeJ3/0S+8VLNmXbo4LlWpj9TNl8wWt/MrY1l2jc1LZOoIpEICuu2XEamdih2TSP3LVcWQ3KOMPdQugqLVt8w/mOmOrp6n/zZ0iBi54Rl+xljoPBPXF1mpcKzc04Zbvmh3HUb8uBh1WK91EKxncC30iZuedVLQXrrqYx/wDZVg9eIo0MwSgo6IQ0+Xo8wN71/UdwiosFS4+ZD73Fv5EcItzqPF2R5zPSP4aOQtHR1FrEwwhFonUJmvGsM1KC8S8nXBcMVj2li0URZfDjS6hy1Z7lqVQx5lHiVjWJXGPEC2JVQoV3GbIAMspWFmahtir53Cks1HGZgsMuvEfU8BFD3h+OqG0OtrSFkTUCwjiWYWuKlaCvmDcD56iOovQ8glQ9sIg3v434il02cVWf0hr8zCP0vr1GQ/I9Ea//AIOBq/REDCTpB35TW/aLyQJ3x1FtgSsx3/KQE/YnxGHCzUWEMcEsi2ZJVtH9EcKF7blmhE88VMZuniMEbBpinJdRRXNiksFC0W7howBR6IjBPmLioTzZQDwTbBRBi768SjBuZ+4z1LqG38SrdQ2x93euKrfU22zvMJFNvcx3zbFDcIoizJqFIVjH1KcMsjHnZQcEbbViiyHcCt6POBPkwGVGtAvuBbSGADz88Gh5XqVP/wAERoWzfcwGnwiawHgj+BCEIEVyq5O/5THF8DPDgm2BbKqJDshuVNiMLxFod5pQViUyX2MpLqAmGUvupoteYN29sufixbFxBp74VcUtPuUOZ2mDGkUOPmKzZe4+XlyIaXl13Gad7CO4vJ4GpceKbL8zUxAsDiZUIGaR8fglRK3s7Y4ap82Q9aFJb9PcUvYzAsNAfcYPabSz5SgGW8QmaG26LgMX29xoLPjjSWX+XcOHCocOpdR3/IIM5gBdR3Khw7ahqbM7hP0s2jtN8J7hIKxU/UROHFxVFOlnc0+wgFlhDARVlcEOUQrDqAhhjJE7PFmdITAbrh5pU/3CVZeyLeXmhMfcKAlQj9GSKIul13KtY9G5sKG+NcPiPX4YR7OTLUIHz3LXe8oaBDdBxMArRFrThlNfBGGzM8UeanxB867Io/wjmvb3KtT4R22X3Gv4Cd8jcZccEt/lKqB2R3A8w4cHJwIbI48JWU3jUvUtXJDUYu5Uc0GahXlQjrd2j0H7iC7lGILq6hZpY76gu3LOpl3w6AtS/P4bM9YrzHEfT5OHB4NlKHoxNfx/08FdlyvaXsI1zPTMoxv4Qzq/REXpuDMj0fsg9H6hUUTyZIW7mkv+QgndTbHcqpihNv4zUqoU6m2JydtcE24OO8SQvJmkY0ZYlpM0lptYA/UJZgusdxcItq6jcLdSi2XqC1CWoDXfmNUxUWxNdfwBNWYZyxeN/mnvi04Klkw1BHn9zstR+0RaibRX6lpvizc8UdwCfOpZC+ozb+Z1ubQu5gh5f5FQxBlialUTuEuiHOkOe0rENyoY3wKkH74wVLeILkZuIc6INBetsBvCyGlX0hOH/tENYV+YBImVQ8up5dcM9f8A4N8D06muWwajWK7UENfzqzFLMs2lxMfw6jOp3iWsWEIra/DT8NOBlyQU43PAJalwJQtmRIdCZwIkLzpMvohjJFe4i2Xs9QO+fLDW7sf3+fc3li2+uF/DLK/KbDTx1XNfw742ez8BSA//AIQZW2IxfC4/MywqMq+GdkvlaIfg6/DSKlNoA6QzqpZPLE9pK64hfE9b/wBx/chsSmPcxWXDxLUcBDqMKZGUcIKlPNbzxv4jL4Gh9/xiq/g3DDEp/wARbfwMyT+J/hI/mGJcZ1w6rghNv4vXPU04NI4W2qUH+yPQAeIwt5hPs9wrwIvIF7xL8r6Mw7EXtizGvTKprUxXs0RAbWen4bgyy7VHDwiApudX/Pv8N5PuYAsR3zRBpH6ATqEqXK/A5eK/E46/EjF4i9cMPwOOvx7OXaGpm1CUjZK+6VwW9VJBFMSCs3/U2rD/ACjhtiw1K+jmlpAeXcsQt+5vDKqVFBfU3KodnJmUpeosHJa5MfgOv4d/MrgsbhCor7imxLbeudTz8wZ4qMCVyR/BlfwEEAmuGGYlahnkh/GO3gE0Er9ktlX1BWEfcw2EVlhGxwZQI2uByEzHQbeETfcvckxtEmHqviUTfG96nc/cOMVEHGeLXga1D8O/I6/DrnudnDNUZ/Vc7Pgmjl1HcNf/AIiOiEZ1GbcGjO4Tr8wg41jqeeRy/fB/djx/6XqduGz4J/ZxniOvzN51H8T8v//aAAwDAQACAAMAAAAQtwk9Id/pT7/doN2GUV8vSwur8gzQku7ljiLF4fuj/M6WWIXPQOyViNbitbAXmFxfqTcAEFwYdLWbhYXtezu6ImnDXwRh8QiUBoZFAqQHpe7HnxvCEPPxX08E07W5xpgWPLYcW7iXCKXB9D8YhPbacvp6C3TxjYiFgx+IgQH0+dCyATxfujfCoebZDPm0kx5IXR1ta8vkyBFRpwmMyl9mDLHKIDbyht/l0C37R8Mz0Fg1isIdYy/yYfGdwbM4GzoPo7EgUbkk1IPvTyIAlxmUZddM2i8ttyb4J5jgU+pLxBgixsqErecmApI27nAfY3YqUbYY/pcjW2Z/+wz/AJYUWjhTG/aQ2EUCInxq7oW/WwFifUVxrREZdFg4gos9polVHL+n+5m64T5gQe9DnApK0mWliEQMTvCIy1s0MEsomSjigb1ak1hQbQb7RueIj13Hf6KdpGxtc8joCyxh03KgQwsrJtvI6Ug1j229y4qAC4O++UmukiHhE0ZjfoU+k1PwqH4GpAgwAIXnurY3yRTPxZiQw+Sm1QILk9g/rjCB2+d1l4RBo/KuhrHZgCgAmRA49WQI8uKnZAAexhijtD/DCRQnQhlb4VRkX7yAxEX6lD5kwQQaokSz3C5eqsnZ2EQTGqG+WY8vBNDgLK0zYvWB6N9HKxZs4iQwwxCdiOftEBpbysOiPm+N4xUx+nsusT2BEiSc4pTYkMCz1TISw0SCoGknf0coKn2BHynOVqOb2VyrUWXl/wB/cSLutDtM8YeRfH9O2094uJAfy+35+VWSKVQUldDfocQWe4FXWt8QIjCaR7tLNUwp/bzoFCyJFELaI/L4JjJfQFOms/8A6+7rh1WNuabKKLm+vRjIai2fL/kqfF75TMpzgaMHWTz8HMJAdj2bl5aRWn7kK1SP07CSjMQJBvyi2nC9KG6sbhb75N41Cy7foWLL3ZuyBt25bAN27SVBzAjVBxakMph+uxzexpIbH1NWqta6FwrANEluzuNFwis2pshkZtggb/AA9OCkL0/O+vAzjqQj3dXNAHj5uJmXeGKi3X5u+x+PiBljargN3/Dvw0mRB/2vQK+9r+KlFY1jUsx8gew4KOfLGGG56/ubelBf+yPX/wDz6ZyAw0B1NeKyl9oj7BmjXv8AfzyQuevn3O9uoS4aRfRqYQdMSu+gw+AMzJv65lhxVnKKHjkVb01UnN2s6qi+nsZUGUvddIyo51xiUvyyMQiq4cM2T1wUEcSm1q3pm6AltKkcr//EACARAQEBAQEBAQEBAQEBAQAAAAEAESExEEEgUWEwcYH/2gAIAQMBAT8QzLRf6exHCyCSC/I78OS5L/LN+n0Rg7BiMA5+zieMQG9OW47I/wAvRH4wiz1tfCfkD1ENZcyW8+CdLNksy222ZiEm2B1uNlkET0j2Dtk4Tlyz7fhMWFj2WORduiCELpDvJGYXHbD5PcPyzWQKguMHcspFY4zZsEXY5Y8m3PiMmcm78s1kD5QghiPhzSBbO2H24gSzkpCGnzAmBFWEMFhs9WWZ2MXD25DRuzfYNZ4qOp8LDyHwzi92j2Q+TUZhM+xz2eykh9ImzDDZCGMfBrHG3STt/wDlo8gsbYMdNILoy1/l+l0NZOmWTikEc9+O5YNk0szhJ+WW85LuMGvLP7ITs3eWSMdTDfsdsHLw6THm4ZYH7Df4WrAhsexCz2ItzkO2ZCz/ACC6njsDLbu4MbUdIn+rMW3YBlsfphj4RxLxbNP+ISZ2bYhcWk4uLA8bERs9tLf9+rH4Pj/kXrGfA5HmT1rB/kueyRsxLr8LNZffltxHS+0gvXYLHPPhjbdnaXm/PhrDUoDOX+E24w7L5kf4sxxgOXv4Fi2MjAe3fkJMkPyWMmN2VdseS7HYYSwygbY8mKku5O4Wx9vMI0vwkR8sST5OT+rN26uRVk0kltr2EfMLdl15dWCLfoC3IY35MdjrpI3iDnzmJsY+ej8ESn4MRKwu2tgmwQE+bRfgICXJrVhlcbiUxC78sSItvbIT5PLbx5HGy5DsXWB+QZ+kgbsp6xEI7MUvi/4yJ781w9IEiIpEPYvG3B7vzv8AC29h2EJI2T5eyB1tHn8D5A2/D4I7d9l2RuzeZt6ljS92zDiRa/wWytWvkYcPhJ7DFJ8Er9zeR5O9i/bgPYY7L42Z7O0zYCafPMowkIEdZfP2Czf/ACoI+Y5t4zxQ7IzEhzSV68lvZGZOsf4GX4YCy7vybBS+InABxhP/AJdx5Lv1iVyHZ+i7L4LrBifglYGEXDOLJO/Hz47YB2X4SBu2uWz/AIg3ej/WKLW5svsKTLZ2S05cLaPQRi3ad8+7349T36v4KwsmX4IckQYdiWfFs5s9Ij+wd7a6ULB5ZrkOFhTUP5yR7KOnS8eQOa2Grr2OvInJ12MwkdZau2NhMWXpkdtK1Ph67Mv5HX6oB7L8Xu4dIxezjgr865LDPgDMnR6IwdtIr1Dggxz+G0LpSgj5E4JU6yOpFPzLqQpLBHU8JTLGa220sZPvqA+7fsos8fn7KfkR+eZdOXWttdfgLEITp/gNchhfnhavJYRdEPx7McPSDPYmSW5K/PuOTLp8p8HkP5ZY28y9NYGIbEhy9ljpO8fg4m0+R2Ua78UePxQjhLCyPwOTxN4fB+2jGxQfsnOew32Xkh1K5C1jF2bLdukS7z4WxsqIEbE/Iwe23W8YxiZwew3q2rsfhNgfZbpyPwfDjElg7J55ZuQWnSG2/wBS75exy6tkv+9v+vhWXjE9uKPZhLb/AC3IDAz2c2FuPL0tmjLf/Pg/Aj6MF2yJ6qL8T5322eykyUQ/PbwxujHDY8hnJ+ljJGcmat1I5ycY+TbLL/HnwDy04z2Odt5kmdl/y6nEUp+r/KOPUYYmMtJltrPkRbb9l3YfUvyXhJzZA1a9PGJ/jCJ51fjHXw0DLb/GXrkjuWBfiykh8gvY2sdlhtI0LC0NkNgy+F34/M+HwjjI6xwlMKMSHGVGX8+Fdi9Jt/LrBnw/h72HLZ78EjezrY8StjcZ7CHCX1/Aww5yULf6Mn3nwXMvMvdw5eBMcjUujnxKE7vZxdNw8/8AFn4Noe2Seuyx2zH5lln3mQnsq222/QgE2y4L12fPlelvYce3TkM4z42zW8/8c/n29+f/ACbiMnbP6G/62z/AZE3Lpl+Qy7DPpLoWh7Fo/todIt7cg/23+M/8H5nwn9Hz38Z/tn8Z/D8yDJb2Xbg+kX78A3jC9QsCYF8/8hr/AHrk+F/2ezIOz8/fmfwex8PZ9z4fSJe3q5zIcsDN+jA+H/h//8QAIBEBAQEAAwEBAAMBAQAAAAAAAQARECExIEEwUWFxQP/aAAgBAgEBPxCy7PIV7YZZCeck4wtllxXfONt+M3gFjPG28DwOXaHjZjJtttllkC28m8t4W353LbZeDNgyLYnk6iDnbq7h653843IduiOPL2DONQMk/qXIdiM2wrbW3jJYYZ64Vtlki9gs7uud5QZ0tYBLAltbsvUMdeW7Fsf2ss/uBPDqX8vHccPIYdOVmexw8K/DDDzmyJy84RbwcbDFvw2GWQ6XtidrHCMqP7Xnxny2y8tkRmL/ALB/CJnJDwfA22odWv8AU6+wbGzlNhw8Pxs42TxkA4eHMl1LrZJByZPJZZEQ2OSIvbGIi/1yfDwvDtsicsyCCZ+Askgs4ThpskS22/D+3kZQCAxPCbwXUvz3e8MW35vF6mzjIImcOlk2XQvI05wsttsMWGDFYZ1eajuMO8Mtvw7+cLl28v8AtvdnXDw/YgpkYeGfASh7YgPGUfkkBLTqLko92SyTkhhIYgiphYRyzG7186QTwXLdh26E/wAgzy/eGTwTif8AYIWLTYDjCN2MUITQllnw2INsSG2F4L3jZsD463gO5mRjR7vLIlpwxJZF7jXI6OAzQjSbcFyx5Dg9ch4CCDL3lTaOzPyTNrt/2O+uFu7hNhye+EDW7tlkjqbthD5K7Gde5LtaX9sTMzp4PgPlmFJdeHnfyJmfL/EcO+G/1B5xkWX7J9X7EbfbDcJ/EkkG2TFTQJZkH2yeW4UGQWWcHC8tkb+zw9Ea4ZJP2WP72SW3Y9Q6fBDLo5Z31b3iepgjgJneFvzjIg422Oc6l+CSXGcGzJheO6ySSJ+XOwDWXdE+OjuVkHJGHv4fkdkEF62EMW8F+RmTt5LyyT1ZZkkyTehnPhMd3Z+G6ZDNPIIx8MhPemQss65+nGcA4Hg5yYZZZw7Hflh0RudzMdPd/glSQ7EeHBjqIr8kdfbV7lk7jy/18j3bdXUs6nyXV5DPfJ8e2zxDwkCdEBwyYl28n8QwmhiSyITIh8+/Cz/dljxlmEpjrnIPrCeTG7LBZMsmOOBqwsmyOCyPj+kHVmRPB31PTJOQd8rOGQcvLEMlkY9sWOCyZb5doBwzBP8ABn12bYBEJDreIsvL37e4OWSyNyMtPV6lX2D5ePftiY/vhnziBshY0x2iCb3+I5xtQ/l1dJT/AA985ZyvLy8Eml+ywu10st/8X/YeR/Efw59ESyncOq9l3yD/AMDbx5j+I5eT7Oi6dzmZLex/4s7j+V5/L8+/yY7vwl7zjLf4v//EACgQAQACAgICAQQCAwEBAAAAAAEAESExQVFhcYEQkaGxwdEg4fAw8f/aAAgBAQABPxCicDYF7JQhUbvqBcRNmq9+JXsFrH8QJRFf/XUIi2ZqXewKDj3KBReRGsJOklkpT8kqBA5cYphHW0QtKlRWVsW1qGqYOUz3KtqURyqrTVZ/cseuGy9uXVXMxQPFIlfjJLsaqSjPhhW6GrCVq1bXmpthrcDOquKmIHVnTKvUnnf4gExcO5ePmOFV0YIw2eh7lgkoVRwywJ8y83uKb2IAZBwbp/3ccnjny/3FgQ4lo90t5h/EuFbq7H+kismdDto+CHxDG0ivBhlCLNVNCZyVByAHOqf5zFUU3kCLGBpyTfqVFRm+X9o1JK1C15y+ZkYCyIL2EVnbqh14l2VwL800nMKK+j5isheqG8xIaqocrKu7EHg90wtHS4eSMCIbiYGM+4kphgWiadKrKuCCnRCvrTGAGry8uYZiLFD9zX4r7wpcd3GsNUyx36jgr6hOWuTECKIuzMY6gawBGLAj0ktahr0QF1bipqsCgKB0EFDCn1sHFRTzU1IxALkZKW31r8w0Ql2re5rUw7s+hoGy0AYL9/QF0SgUK3Eg9Rigo8dfQ6GaJR/++ZGQsLVsJwjCr9Z7gzWRKfoZNFcFVMoD5NSjAYBQfDXUfiBV+Il7jTl3A4dxwgeY98zKDFxwzKbJsNROgfswALDxj+YYEQLZA6ZdVu5H1bCsV9tjfj7zFQlclc2M28sHZi6ymT0y8Zdy0wFpn7QAUKN0QAFDRo7epdo64vmXLVr3Ki0dHEIRSdiPLAOIx/qJRJaGVI7RyeZuqCCQFc+Z3miQm2phfcZim2+hP9EKiujygZizceB8jECtiVZlBLPsirvPmGiATiNfibigWZ8vplOOWwuFuEJlyNRG4DOeJSmC9P8AqHt4af6wCLtbUvKDWOe48Etd1zMGF1mE3DgWl3LakFmT7JmUG7pE/iYJTU2fEBOtkCU4KDXn6b8X+Flhsc6o3EVFHJUaURYaMSgikYa7lcx8penqW19dmnzLs+P/AMBAC3NCqi3Yp2rLDhGJ0uCoxDNgF0sPcOVX4ijkfTGqEeVmBFaVzKZZdON5aGDgT5TIGOCIppv8kSD2rQLYlT5lyFGkcvioJ4PMAbVjF8mCmfvHAVm1tf0RTPP8P0XAiKFzGEQob2R95DhjW3GuPvBWjZ1yMYEwK9VuPyTWYxQMpTEoUYbvmK8w1DDPUkfgnELsx7wYIpHWDKsxWjQfOoyICnI6UeOY4jCgJprn5moFAivR+4PMGewg7LhPwYC7Zyc83Cr2h4lAAWvbVe4Td/OKuNoSvcBSIqn4l7LgdwPnGk0amKm/poo3nxFeiQknQ35hgABwRD9tj2NwGCki28paghT5Z2ile0GyMv4lhZnGqgOu20o1H5K8jn58Rrh2UlcXKylqyzK/JMBgLY0OOpaiNaaH54n8ERFbiIowqnaLDmxywez8wyPrWY6q5jkZJPITTb4tG6+LqUVn+VYmaFwJomZq9BnylmzN2O4zzsytnK1FNAUAu/MMrB34H8EDi4dKHgd+4zenfn3AkUHjCI20tEBFYOs6guJgplGZRjpBdJiUEavCILp+ErK0cdQCnkyxwnrE1LimivUdQoG21rHzFKqbRtAtrZQYAgo12s18QHnkdTu7h17j9NfsjBr8u9TmRcNJ6+i2G5DP/VALBUW9puNVt4lbANoyfFxLqHLIf7gUI+HE/JAbjtTSUbgtad+ZgLVYjgEu3qaWWHGIw0REeXX8zcuCMCwW+TR46jK0XsAgcAlKbDbK68RpwhmWsIGGqsU+CWBFgY5CAXimUBVHrhDbCeGtj3+8poCJsjDMr3PeI3giDKIAXCt866JgTaK4WDGvCoPzEx6mGd4gqjYcwW0xBYxKVrUAdJ13G4cHNyxJtRS3t5gGubLV45gbGuXlRxFyqrKdJ5JVQDvre6YhoIsWiyPjjUVHor1CdGNTIe+pgFYbHEUwWlkGlU8sb0qg5pfPxC2icPZ48QKprmXTsoe3H/epnYWDaU7idxiq4oPeorAgaKzI2bhDgcNxCyDX8IUulYlZbDKXPIRo/tlIa5Ll78R2CFPqNGYEFVjh1LNgVl3FpxdTCMoiIrBfSLaa/wCalRiX3QndJNNSBEaG62PBHb9AlC4jKrxKXipaWviIOhFSP9RIurpqMq64VVNCK+WJLt2P4hEThUo19D+n7IF6uCCmjL4H5ms5QctaggeBhljqQoogkEwDvNSyQPiyoAFYUH6TqFMlxYc7kw/3DMLxg/MC6qdMHt5mRAXBe39QWmuwMvu0W3hjVgrtYKu9H3WxkMncLTQVRfiXNtkvOn+JS7Wy6mKKKa6O4c7QaMmTHivlYuHDIy+3mY+URTaVwQ5FEYmXi4BsJBAnlCeQgrYdu4vBwJkeo/krJYPUexDf8Nh96fQhNcuLslIN5JRWPpUh6hd02QBU4ZepR+YmXVrsixbZ4JZdI7t/qOpKHRggEK8kfqB1d8xH5YHNsp4SmtR3iDaW66MViBxQNOkSFGiZTjwyyUldRVtnxN9n5vUXuAuniKb08rcNwLu1gl8IeM4Lr1+NymIo+f1Ni5Odno9xGsCsYPCpjaRy7YhbSDF2nEREbg71PG7DsdxYLvIvEKpEXBzDhwwGCMrUKo44ev8AUbQxMWx8RzxhTuMcOpVtRmhFsJWy7YOSHETjMtW3khaFQyrgmSyBxe33GDBYK6PCVACJUAwX47uEUV0cHojKIC9DRDCzdClwD+Ai1B0l7Ap8XxANp+JdzIGVvmZaFirZyLJjJxAICXdXcBHfH9kHkttVR4m2NBTi8ZiOtJFh9IAUtVVj6iE0DeX8f7jjBBQyY7xEQXs5jELoXcohbYl8MPNLBayr7i12u6piwvxCp+Y7AXYqlhLTYswBxcCvBWcH1KMYFZkAf7IM/gaXpib4bS6zOJAoKr/UZmuc4z/qE6rYt+Y2cxTdX4aloamqsqIAkw4ZlFWG3Nnl1KIieCmz5gg9oUUuKEJWBM/hIZAAcKXxtmmEsm/WI4HeRP4JSN6UKfIw1ftQOLGjVbRq41LcsPsRllYPqUFrQxJtrvOoYlBM1Lor0FviKRzw2hHBerzCBQ4HEFXUCLpqXyisBjmohJjVOSTJln7m5lYF7RK3uFqXEmz2QJQDltuGVHjL9povmOfYiTtNgIvt09FS4twRq6ge901bxXeZQ2I0dRNJRc5qw3CPJ5mVNeLzBI6KfqKZsWy4DzFIqWHlBihn5lwUu9tVKDUXef7ihVX3HqIEFqivG2CkMpv3EYQPeI1mkeSXSAqcxIvcsmfi5K5Qj/4QUev+zKgx4XzMk1XumiXeT+o0Ym86Vr5ni4xc5jBWSUyIlAOYJuga9nMPiQt6gxDj6fv6Mwy+W4BWMGU2xwWBccjzW/4V36gIZMPk6hLBsFkGKGAR5IMCzSD9RaHEqkHnuMAwTtP7gc+9RmCsPAf2jnAyEmcVE08odSndlSy7PBKYUeNzGQLojL9QERBI5JjIX/MbGajZw8wzueoNVd+IytuBFftcJRynF1kyxQIDbUC1t1uNBTIWufvEbElWravsR2ym8BRiv9zNQWI8HcFvpclBcV4qHjqHIG7FdRzSX3a1L4eIayzl5XmLnaL6EAGC6WrqcO4bIZUfbAwnr5lkZpup8wvdG/P2ituOa3FVlWbYSlvMJVt+I6JRKQQ4wrhzM1FWtqLeAFnaBEXnbghpyycRDODOiWRQqooIHNiMtBA6qz8n9QcIJbGx6/McWAgPqIYINL0RKtE1iWFlziP4JfyzMrs1mIYrWJg1glLjVgB2y5sSVZ11HBNesxNuF7Ut/MTbf5lqwsZpZ7g2Fy9RZhYqx7mQ2aLrhmRTNKwHEuphpukwwldRKAW6aOZsh7788Eo2VwShMYbpCOL6mLtwbApUyOVMVG4el8xI6YGrtaCAhq86Qn9il6jep0F50gxBuDD0/f0sp+oOsniELbKY8BZYwEeA34+gLPHT0wqFTcwQABWABbV3UJIuzqvMHHqGwTheSYZroSOFTkppH4gHNF0xV9MtPxJ+ouoUGzefNSxhbQt8/E0PhWoBADGZXknS337mOt7NVxxGnoWxwHdS5NhBv/vcwd03ypzTudgBzq29moWIV2tRb5/+QWHTKKBgXd5zt1BJVVpdQJpDksNUc8RIIadxtIC+iiIQFULWdy8ZV6uELitXPhAZqTggltRy1AAlYJpFh4ZtCS08JqJhSYG76mCjdXsefML07+Hs4iOB0TaE5IwvuJRFFKeItROOoJDW12jQRxHsGTMDQMXZNCpjgjcGIUUUGxaruUUOcsnyfPMSWqZ3BkCBaaz6jtNAPBxKilBIZrWlxlaWgYLzk/UtXE4AuW/wOvczJdHBFQTMLQDg14hYOGQeYyuzG+2E5V3jEUqQ1URl/uU4XibVANDRFOdzSCmgmUfpy/PUVC7BZfbA3OK8zHuMUK7/AJ5WHRLAwdmoF35y2R7O4tXade5eg0BzUwiNpb+6JTGpags7iBTKfLk7jFpKvZzEWOJjVbrxBdvhgjDjxAgtzjiOZo2dTIeh0TJDQnVe34ijHsN/6nKx3c21Hxc4jZEp7XmVGlodHuOqzHRqUAckQldIUOFaeZchRTcGyEAsLDFNzGvOYUWGGbJaWF70/UUwsLyKuGKkV425j+hQdF9SnLlGOX7iu8QugwLIPKsfmChgbDOWDEFAXFb6lLR0f4riBm29niJhReFHP0TujtBFJ4Ji0e1xCByumJQ43BuuV15hHCKvgmT3iCMTHwe/mPZWx7JkGNQjxgjDv/uIASzfJ95RNFsFaSWVUG7Cq8QHDZdxVn6gSaWG24ZY8lKruOoZrjqC2lCbZF7Z7+JQkrgry7fzCiNErcIQFeIKPGlu0mWJx6UR8ag2FsQwzZ/Epgh5YG287y/qIZpjjHIYVOJkOK9RyMBYyjxDGab3cwMahCu2H1AnsOKNxofo2X9S4ouXa/Mzr4hx8zIFQoRgyHJMJcjKiawqN2HEHyWb0jyn7iWjXoRU1jsyH2ShiCNllb4htVYK8x1gUAbr3HgDorRxG6yGEkNGyB1l6lopD0XE0qC8TKsy3XFwpsweJhDl5b+IItV+UBp/dIJ5fVP4gyvGwKPmIoaNYtDEKPb/AKjqFbYDXJNsvTLNZhaDJgQTmLD4/qVEAjXcAarqOsuId9IGn9S4XZUG6iJ2jKocO+Zs8UKXYiQdpcDQHlOYTvIWy+Ioc4m2K8wIgkVRU/415gGAtQ9M9MftqVrq1x5hYEZAago9luDwzECrTE44FFYI0MQFWDiKqEdCGPhXzCBQC5jQm8svQvlOWJeXkr/cZF9cihFWbmlsRAOFYDSfmFZIxhScEHFYM8PcumKgBcdNkVYXQ2Fa6nhjJVtnEsXGWXcR8Ita1Etwrt3MDzgaP2mI3JUJlLIl48RZVSzVIpeIAArlWYqQN8MNcP8AoSKCINNl166jRxL2ZpQS+a88/h6lEgjkSYmOExfMoEsrWINZSiCDe4Mqi3dbgNhgklQOSXiqPdMPlB7vUuqU7DmV8lxerAvE/YqLmB8qwCoWXHqa77aAnM/I+gfbmC40IgoDTVmmbkqYgN8PvLMKoVrycVLXla8z8UMhbMU7MS8FhwEXW6lmFmIQw0Dz7gqIXbWX7RLalVSWYMW7L/DEshtKLlb8R1P4/tBXcZqz+5Uug4Ba9eOYhFIuHHELYODtgE2EVjVZr51D11c9R/KAunF+ocNegc+Vxi460xE1uMDOwN34lw/XMtmASmrsuALIOnEzKxmUaKqJYIzWjzGuNQKAEEipmTEp+5dyR+lDbGNtN7hQF0DP3lVDGir5dyoXjyBtgomoao+0YZFc9ygVUwsqvELcQVwa8cylf0QeqYJsD7w7Eq0S9g1eotVLcVDTt6jQrQUOfcsUmykOJfqe8Q3KCVHiWlywAwMP4gS2hycJ1G4cLxCs1jqJCq5uLsmFGOD25br08TOjWzD7EuvEQvHMMK8Ms1TKFl81EKoeMR3WvlYzCC3q5TqJcLLGmIaH2DfjxO78Vy8y17/KIQ5fodvwf3FdzDKvDAJCquGZM0wWYJrsli9rv8QHP7X9zxv7kV93y/qV+3Bkr8SxTFj7Kf3M1on3fL/qFKPYhZ9n8wFNktUf4ixdmnOh+0rLQexhKgFpXDLKZENsKjSWU5pMsqhAbm19sjjG4cN8BUY0g53lypTbyY2Y1kbHNy5Mlo+WD3W8dQE1XadpxgKzvfMqC32aYYM7pWu52RY0lYxK2VS7siJaww6qZEkpnRCjMFXNt+UBzGe4agDUT1KWtzFESD8xUh4mYUI9yyJWDonM4ZVirAFhWpY3QVbLQrQ8K6Jei8AUHRxLUwBCgPETUoNTYfTDQtY3GS+gZmTdZiniKGpniqgxCgQ1UK8QOoh4gnEqaojLGYFDmVMMFVKlagymAqL47EgIKg0u4TmUsdyppuirX4lxgHqEsNU3RAvv1LRgsWYRkV1MaRDVGX3D23fNrnEFqniCXqYh+lQ/QMMcq9qa9dSx8tjelfzBkR1Lzej/AL7yhOh+i94Oo2j3OJRKKXcMpdn8pvLemNQ3DgVm4chm3ONf9mEQKvDAN5iuRqEBZBXasW9yq9BWHK9xYBoCuDvP8zOTWsvTPuIUxVGDyf3KxSCKJcxqLRnLz9ojpxC2GCZYcKc2aIrhgtf4dSpaaEC6rOYdlaCx9hxFbVG3Ic+o78Q2F37i1wBlXiMb4YO3q5aayjEHZfzErNSiVLjEKMwPpMF0PiDmVcMtqsqApa3LvhTMy5Syuk/qOwBUAwR7wiUtlpppjGZiLF0w8QhwSgudv0azA1UUNEdu9MQrGIUalAtVEDjUsCwatM+IqIJci0iE1zuFguIlQzKbQ3Kcw5+lqMeuIsADl1cDocFcQDFiD4RP4g2xTxCCMpgTMDHCaYwKWEc2aPMVSsBoNEtHl7lKy8XJTLrTcOcxMTmElnpICV6+j/U1dyoqIGF8xNyt43L+gdVcxqN91HKYd9/mI4B2aYpQ7Vk9R4X3AsRpBR7g5lwbEckvHV1eKYHEvzuCsW9EbC0zbvqpVIoIh4/1E3i94j7SkvGMiQ1vvxk7pQHa/wCpTZRDq6jhlGgInsjseBjF+QqtpnlfJNSZ4L8TbspZQsjYF8Z3LjdqlCNwpKvwe+HxMrexQH9/Mo0Gg4+GMKaDI4ixfOoxgh9JLFioHMCEucR8oG66lw8B+ZuTEAKqAGvpteJmcSxzAHEcdQlxGo4xGjMx0YmlWIoOlXEdUoaejX9yl05dMtcqpowcV1UbdjqDaNpLhN1ubajeccFkQM0Q9SkefEYkEssuAGRAYFNYh3Ea+HmAoIsxCiUCuGEri+4jHE3D9nHkb9kWkt8I4wfGGUJX+h2wMBJZk/xGtcuhYpyibL+UY3SMDm+84m4zmwQpaR0GpYytS2NXY+ogvB1l3ZH9ssXcrcLq4Eq9Ed5YEM3ncupbbM/aVem4MsTFr3qAcLPUWWw7xUyS2qe4lARV6iUBthTUVaiUpt0GzmIRCXgGhwXBeMsRRy/aAAAFB4mLFCevMCEaQl6dkErFtUYpP3FM9FZ5h4j2NiqxprWfiYgrscNOoyKnACQ4cAikF6f1FzU2RkhXseQcHxzGxcdire64luFxOajwnkXuw8QfY99eHzLh4mvo8VMpY/QCpVkFzwxlzzAgUTkqUSvpYVELbuWMkolRCWEYfoXmJ0XNsEWg5tiIatuzUweFuFIxkUW4wfMQuMQRtjeGUhuFBWcmpjIHHudYxrAY5B6jvMdy4r8MOPtBQruDaDhC+xqUXH6BH/dEq574CHYr5TO0HUbYrmsRNj3FXEMB2sptax8QchmBAihV+/8AEYbqXcQrFVW6qVAF4K3Bj4Fgpdnu/TErkbH6UFlrGfoMHpmLJT8/3DcldGP9QgRx0iTv+5/qcm8XKJDVjuK7D7WBF401C/0JfSgVQe/4YVcKKYyhtwV4z/EFpg+lzHC3XUdGJ2yEEMlqjdN1/J8TDW3amT/37lb3mGKb9wMIUd5JQXRYOLbxEAcKqsbhtHFRYsYPQDB/sgio7EgBTWcQcDC4ilEb2OmXVSAysog2H0YsT3EtiSoUJVMAeJZLWGP/ABZcSM3j4y2yxckWmo1Wc+5RKpJGDQ5tx6iYpMWZVGYEKYJmhotWaisFNkWLK3kp5lOospF0LKlxfQEghKXP8xHGMytAHfEcCnoWR9MxMqXuMIeIsEAUgtrmE4e3uU84dxEOhe8JniyhnmKz8fSZHxLOZRD0eT5lr/FJrH+A9xFaROSFND1h9kN4GDhfDBwS99Iv2mY4uz9n6+lS0pBoNsFEJi24HP4uAkI0JplYo4pk+8VSBszf/YjiFWB3GBEOimMK+i2h5Tw5+IW1ZRTqP/dyoI68PedxcF27XBENsm4nZKZ3QRroElXLFEPBiLSWwOX9TARgpmMmSCUNNQasB6g+i4mZiA6YkQgZjnYq5k+iFf8AigKtBLGunUSaICjrcBolMqW1WyrjQarjEqaKeZVoAr5lxJkS8XiWXmowxUqKxy0Qg8QQTJeYEB2mxcCdC0I3PIgIuscwY4is7l5A56lBQbCXcDJXK64ilrLitjfcDurajtomw70swe77wmO5oDwGfyv0kiV9Cj5m7qDF5cygYgFtXLIrBFT9yvnuH3+xfnqH+AwJSYGiFEqh3nwTEq0HBXn1Bqz8cH0zPVjwX9Qyhqul/eHUNFtth7hfyp1g6Q8aAng1LWlXZJXEXLS3RUjZCgj5CugqjH2WfEVYIqyubAMsa9TEWLl3vUJACHj/AJhq1HTDMZKRg6hbhkHmc/CLL49wqR6Bkm8aX6iYhj6CAdxpqNoMTbMVVQLlEOPo6QA2s+LQjfvXdzKAykxrw4g2fVT6WHuoFtowBpYbmdoJ6NkKehilGq/D6EuFm5X1cvUaUANRZRGrY4AAuFNRp0wlxExiUOosJgqY9SiVwVBN4HGg5V0QVSXFBMcB8/7y3b92fxKmL+hAwWJlw1LigfKZyIlQylgipXj6VmStIcucEaKDW0vwlB6EHCOT7cv0UzIscl/qJEC5xOMQWCexAq+1BTFDi2OiuOoYoFvf+o4X6mJf0obwaLyeniFk9AdnxzBhNvzB2GHy3mURbHAcw0KRbWwwv6iQ8AMYP+ICzNoviYDdGLgWMjhqyG7loF5RxJdVd3jfwCyyoZF8L69xNMxtWHPUpy1bvj7wSjLVW/8A0ll/NVTa+YYEED7QBQsy8rYHK7JYKorZ9H6sqOouIJWYwhsgqOimMHLM9YxaVHJthUANtZZQoB0kGQaNR3tGv5himH603A2OmZNJqtxUgoDW5X4pcMozUoQFJkd9Q39JQqM4qWLfKBVTuD1Fv2UMwRpgKhawzqOAwFmsAZHPmHEENwfQsgFDkZ9HX0i+DCSriOw6YAsblrOIUlKilFFGxQt7gSWBRYff3CFo1nHj3NvB1tE1yxBXJNiZhc8B4JZjoxzXMtl8YQ3VHuCS0K2uAisSnJd6iCzF8xBSBUxlFlav+YJKXuGGo3OX+j9+px9Cpz9UwJoOYWONkvSvZv8A3LiZKXZ8t6g5eVSL9opgqVhqIKJYe3l+9yhzE1mtvbAe0yt6gIuBHYrr7Fxw7Mh5tvowfEWAx1BAk48e6jgYX8IVZTBdkOVgBXmZaK3uJEZWt8f+RiQtMJrFwpijyg4u0Qa3i/Mo0b9XQCl+MIJnJyEx8GHJi4Ko7MzBBsOfqCIEZTZm4Y66F9EAmkSblgBEHuAFq8/f0M3zEdyKEvO4yc6+qHZMIiyWp2QLoUzPGrUurDjZA7FaJk60UHmMquYKxBqAcOoqrHEerRgCtypLIs9ShBB6hqiHGa8swWDlLlsyrpuOeFZvxEoUfMGxNW63HXh9X+phlp6cMVFojtdKwyZzf2lI6evRqWPnEUwajlkYRplKEWgNVDa9Mx48w2qxfmplqs+h/hVqkALGu4qwCyAoL+gtcuDepnobQXxvHuCNEoiimmzDmDA1+4TnLNNxG0XTHobthMPV/Mohd5nPi+YHuJGo0D0wVWdsrMrBUt7Yshq4GDgO9QM4bqZO8kGz/wAEglXAgGFInCFfncN82YeFejlgWvxpd/JLw3Upfp/uXeGSKSI0wuy5abOuV9EABfy39NblxrcFUviC1XfJD2InOxQw1qiuC5o0tSswQWNncuw1NMgAa/xIXU2YlvSEUCKnnTHYtAMr1HZ44PELGp0IkAY05eYNHF0jNNwQR1LcsPZencPgAxiM3DtP/HzKIV4c++4lIzU6U+HH4hzSoy4EMFkAmAWivEpbzxAp8J4hmhbimmSMZaeoE3qOLYcdePo4OpSwXKF/ExqmPpxGC5Oo5xz6h8vhzuAgQVtKzEMbZZCgW1RqXBfwjX8xqos43G0ZYujcOrnCI0t7Rbbo+D9sFAvAI8jL3wNPQ5+iJlXYeZSZNqb1r8wKHD4IDQL8yp0WNxK3BjgHPv8A8UlQMTJBhFHYKmbfzMgo82zHMD5QIyJzzLPbKTQqCkzSVyyopVd7gMFKbEWQrxmGjssITIauDPEQEy6jUIrKOeIJNqT3KT2LcRuRCUOA/wAwm7lLDhxLtiTcc7/ifQe0xYMTaEyRjJYfMpMKd4lSnUaWGYbq4BTTyy/r75g9EfMDlVrNrIFbtsMVAQ4UZdkZAaI6Jvj3BD6EVDrLHQrH7HX0oZMJMeMkJVrq8TJ+lQnDiISXYLqBit8i9QhQJ5i8q34lvkOyWYiVY1Ocfn6VVIDahofcS2tywVxMxhAoxrH8S9gogqoJ3r1ACvAd9Hzr5hFm8AEvOeoSh5ofZTEMANTsfgwhuJ45lzoGcTS2y8NsXAnVQSoKE3HscrPomHaMhhjwbP8AwT6GvqQ2oAvMRnmZReSWMUe5hBBdkWeo118y1514Q1ubReoWPLWjiWgjYwpQA8uT5nUwRaeyFRxwVLJdqHleY9xGxV+OImFA5HSQAqwuv8kvDMC1iClxAWxHMFsPb38RVFWu2CGqn2qHeqmxrHEwQLL5eZhI1BQjNb8BuYTXQ+sM2xZEK2R31/MvKPhUE7e6WqmHI54iqXBaVxfUFK24IqA+kizjDxC1VDLw6l97YHRLLDPiExbfGdMNS3p9wWGa3UOjC4bJBasrhk1KBlqZoQ9mJkTDxOaSEJUnKD4HP8Q6sMdzkly7xnfwhw/b9oSVHNjgPuwkSwgoVaN8EPUiAKDJomUYBDmC7QUwPEbYrfodqgfeOqqhj0yw1pqLbN6Hj/xfqiHY8Qz9dnMQ7HVx8o7h7IdVNR6KpHmVW/iIc5NstGDpC5fXCDzW1/EVZls1SvMsSDwwpyXzAwBxiwhrFrbXrzGtrrWYvcQ2v2mKijq4uyJgyMMpB33EAmn/ABMKRGENBQKscPBx1ErMOZwmYQ4zAEVmVMNy0Y28TJ6m3H2g/GT8mNkFs00bYptqajl38cRZ5oaZt5RNUbwJgK4iGrRHLc5XHVxvH7QqMticMPafwgqoSCudkZqNbLhJVVos9m5XsPQtjAoAWq9sQKvI11j2EUEqaBmC9NBqHtiNkpLLH0wEOMexjIGOiUr62vcVhMrwcs58wHRwfapn+hAxoAP0E3iajI8ssFwFhYMVyy3/ALbfX2/mHLNeTz/3EOocyqql8x2R9s5epeLBWR7lqaSWQABQFEsNv/la2uXoiC2tmcsTcGKWpWYp8HzHoU+wMFimzIEMi44RK0rcv7aiBGW2xgI2C/q9H4Ze7eFSytxOKFw6lkJ5Ga0uhcsYouvHc5zcOFayiTBikqTMqF/0EUpHgMzle4Wn0YqXEtita4gUMpIF6MxRSNojX2Yg2/fQ7kPZBXEBhYaKksQhoQR2cBtiFVDR0f3NIGDy+8fPX3JaFw9RzjV2xfxA0DCcP5+1ygNBgIvmLAe3rmPibXjD5hOoIPcG9XqJdvvLdmF95dw74Oa4hJaU0v7I75aDXb16hfAeC4VtuUWgUgJdENoNimV2TL9KxwMp5Ykw3RautkobbaDY8MAUkhiZBD2n5lgmziof2e2w7hgcD/bX2gr0dJBkPjAV47OLigTcJSTOGMRSeXuMEjYXRo+IRCu3t7iuMxE3PWDtliIbd9sZmT4S4LyyuzqUNvU6DIQi4b/8XVra0xA41FNYqIF41HTQ5i58KU2RyhQv2mUcYmlafnLBgoHCzDDVZoZTCme1hcGE1AK003ibqyftBFms1G4RTFDKbD59R8VhbHzGzCDIquhthFW+OAQxqDceyYc5lMHfENVDNDmMbuWkWVJTOtxkwOE1ZBqwIEpUix7Zf1UUg5JQLTPWGt31Z/MCjFchWoEUKsG/khVKtvL9DDMWbQzKVW9mohsenZANF64YawjzBlOi0gsFeBvMCgl6H5i0oHGIxfkP4gsk9QbhwUzBvhJT0OaiiXILIw9lzt7PXcpY4GyjP3jK9cKcHmN3T1KIljgdnuWIu1ggpRl6ICtZ5QpKiSDW65vuDS0N/wBSy1DocLz8weGg7G9fuGRPaWOQ0XWAHX7gtJtjlGTQQXaRgpSUOYxWAaI3YO4eQf4cQ8j0FF9Dl+ImhwkXli21fCXfbKEI8OWCpyHpAa6NL1DCDL3klwtyzUHQkv8A8VwFM3UsYStalM4YitH52NY2RqkNq6gLu0SS7IdEQ1rqnmWwi2QhWa3bxFV6SOp3do2h255hDeXH/Nxfco3Mixn3jnuU5gNHbcB/uUgABRPwxaC4smDQSiIwBUVEoImd07zKC2yNsyC1ceG1Bd4qMVQu9ZjmMoXXa4hbb439Be+AIksb1mOs1EQtqM0iGq3am5yJt56cx6Fg6GPZr9aiTdyW0H+YPAL4KCUMWsq7S7Y3K5MF0TbglEbPmAYXk4PuwIUK4F/mYi3yoVQzukM+7GLgqpMCXlf3EumLLiCG6ULO37R5PFGYARrVy06jLGDohHvrPu8IXHIeuX7fuWasfbK8U8BUej5COZQU3aFMeUTVhcB/NbgQqUb7uA1rT0nSckPEYUXwPd/0/EY7uk4c+niAPudxTmUBFRTZgBmOWYdxeSyHk5/4iweSVuEoWWtNkOORlnmXly9Q2sYZZHmYatcQtUdQqnQ3EazMFQExEdTNDctaWMIVKtr9RjBHOMgZYxDIfBdfti5xLtLxEHmYbGCAoSRWvEtXERaMMAC1gXrzLFMBDcUqy8LmKmRdoZUM6+Ix1BRV8nf3uXFb/cY+VKaszT71LoFDLK07sFfzCXAQRm5e8QBmh9Snk1Euhm/oXw6gkDJBCWG/mBIDbeSMBB6bE4hN0QAVLHSXQuvBKg2CwMwZTIxYPl8/icxvOEBjzFj92Ed5Kx0Y+JSp/wDkbVtkLlcSlJVDd6pI8vf0ucRSwMLCM9AwRXarqzHLXPkHzNMz5EMgecTQYNXeviZ6BuaB5ZYsHNJ9o5+YsgT5/wCohVNJ0+mUxwC03c0uUNscHM4we2ZA1BfQlSZiOxY1UzWWx0biAWO4s8QqDi//ACoKN3+Jlaiiy7zMAD8RywOi8zPl8RSq2suW8q4EA3jsQsnRKgdSxlyy1YjiOPoC2KVMix5lGZmjQxqYZcH7johgjUvtLVLou6ipDGwm0uJdsyie0VniwVHFBvQ8whBOQDuNzPtDNFZzcctK+ZYzkVbqCtonJQYgS+gMVbF0EeAfk6gmsee4lG0ERBhXY0krXQXZhhAVtpkjAmsoV+gAVywE4IlK2y2oi1y9zgkczXb7m23bDRdu11n6kW/Y4bmYfZFT7mA4tnZGiJdBca2iNHaHjcupWHUWvptVcDlgq8DQaJ1MxUQXsFT9C2qhcuda48ys6qCo5F/DEC3hW1yPmdkWbx8PMQYmW5z0MWQIHIk9oACm7+I61HCbq4gdj07lxOogsDm4lPKw1UaqZcIRm5lZOTD4f8VDbBHX0NFZjLjjMJWDMwXBwfAIrWpZk0uttepRCkuyIVBrzDCVA2HFr+IBklHEdZlwyhMaOYAAM0VqjUfEsQmAdaEueGPTA4WxLuMHwJfKBStpQUGwvEruOG9TaurLFzXUv7QPPnd1eoZwAASyO65lmrvUQNUVu+4iVKxJWhUjglWt7DBgceYtALiVC+kqfHESMD5uzldkZglwUggFhYVR4IwGnR/PuH7A9xlxLgLwVqKGtGLdfRW1PLBAQyHuUHCyot1gKKxCYLbJtAB1QSoev7lod3ElC7o6ldRTNL329eIlpW7Zchr5piDXnx/tEdY84faAgmjvFSgVo1ECkpBVTgahK12fjyxuSIeYN7hYfAJq80J5l86lfJwcwKh5/wCTn9S4FAFAExzg68+Xh5ZfOcRlemZWnlms0qjcyxcdGDqJCtxxCKsOYwWwly1bTzKdxukuqXOovon9AxDZXOZLfe4FNRauYiuZex6KeLEX0yyVmLiY1Ud8Zbd7iKnBWt5qqs9xBojhgQeH3YLlWlgbxPNH6Eu0mmYhuw+Yq1XTAuUl16m0HhljVsXnUKyQM+zqXNCRPK2ETcyr2rDX3liGRpiu4Sxu0K39mIqsf3czUus/EdqwGCCWIlkFBQsGX3ihAIVpCKqlalwIUVbDkl2oWb0evMQDVkQcNiJUrFZf6mNN/aJBr17xLFIbXXqKC0iq7rlrxGp0OYG6MrLdsCq1EQBV1Uqt4+lSw2vp4OOpz3AVRHDURWcSjlLdxTj3LBQwwtPHEazb17nQRHbMeXouXOars28wNa0yyx2Rm3rqXkrEWq4YNZuV5b5lDUBtdE1Di7QzVHV5+IGjzDYOhM05rxDknZaUmPdJn0HL+IxbZGYvlmXZ8j/nEuFCZG4Wy5UIHcdPcai7jeiiwDhOotYnA4+Y65/kqbIfeY7X7zgv3gKx+8oVWIFStL1HSI7rZCVzDZhvFvocscmsGGKr9woYK8SpQ/ImciLNckEsHdLA+aIjELMWW+KLjoHIhRjQeJSnHV1FbcYhAywoLcsoSlywscPc2obCWOIA+CZNgObhXHQfmM9hTC0QsJk3d+45AR4isIPLT7iFtiM+9BKAAH1cFhCy2B3CvRgF8QarcooqCXhqjEtxLZaKEDyx3FpizNhktcqMqYFhp9Zi9gOElmZFNPEeZfzHqr1FPEY6ImT1CaFq5Yr+WNFt3kGyEpR2XxUBQfpyaZh1RkRkw5e5WcxIWalRaPuMaAaba+nomWFkRkaI7W05SXZLAqdGWG1yUos/cYYrRfkAdbzE4w0Q4mPkexzDAVr0PcMxNlvPiELYTxVXCru8NHtlGlzXB8RujXIljROWBX37YR/DmLxgoCq8VxH4qo4e5Uh66q/MBHoi/wBQLD8FfuouEnUYR8fvWE8B8RsPQGonFNGYptH7QooTltHqw7WBdre4raP4h5SuIRzmL8I3gBkTK8S91ktbEl7KNGleoqZ4XyxKekzOCLRfb55mEPFVLCL2u8cAaaIOoVQwCUy0HMvNa+nEz1y/iWHIyy6umK4BdVAgpQJ2PiFBRUMu7AfeNVWe+yHz1XxK2JalS/xcswuf8L/KItfyYVgc+V/Fww/kD9kRIktsRWHaxoe4UjUtrm+Za8PSarklJZOAb1xfMsC3INHmWAvxAmvxA1FvOQRQW22AP5mKy+7Y+CD4vr+8HY0GxYSGTzyMM9UvO0TgLrSV1DZFteY2QGKhlJzqExgbSourhSmsWS4FUnJEq1teY4gXBThE1gCVs55qcXCODwYFTDwR0CqalSczXzxLoBapbuKZXCzl2qC0vUz4W8W0+IgsBClG+jqE7cy3dX3CnbM8B7IuGyXoXn3K6GrT/A8wfQBrv7fMrZ/vgeIBAg8RoXz+om19UcHGawSgJO1ngf3BeSdqBqPM68oBCea0X0kV1nNbjpw9S+w4Ihr4GbrlYpIObvCdkbO4fuP2Tgizyyn8MNvqzsx1arARpYMLQ+gt3FHMaG4MeXiLVDjiVtpq10eJeoNIBXjcslFaFno/mM8RzbLJbc+fannZQWU7rqHSEw5Gq4zH2k1VU9SoSuptmEGpQFKQGaOBHpKeoBuzfUbycQLiCG1y1MGACCY6WeRuUWfklrGsJXujdG1lDIPEcKtOZctx8NQ056cbLWfaPj1lukcemWuLAfhMoaxQqsavEWpvUniLYU4HO4QyG1wS634cSrVeQJ+oM2Ahrauc6ldCIGGMpBLRRcB0o09wPy4ZXOEQsdfRWFcXEIuG1/tHrqwE4dRtKw5VphzNols/NHLqP+mYY8u1VZG/vDSFLpDC33zOQ+9GYNDBxcW2YM2gV4rwQq7YtDNbloo2SslQyYBbbwAtYipqZ7WwbaML7vmVwE0tSPV4D/8ABmOxyLeB0dRBFUYHUpL6IqLbaP1/coRrleV8ytE+0ZRleTqIbbxuIVNKwwehyQa0uZ7McjyTI1yRKHu/5eiXtq6d+DoOoqgovkGVkA5OvExiU8jNRE1/cFpTXhLMafQoRavpbYlWPpRECTLqFBenxzLojxHgmiXMoJS7Is4gOGDyhVv4ln0R2y2WgB6tl6OwRAlbjiHPUE7uiJVHSX2gVb29y81Cotui9Sp8CoN0F6RxULCsUBRNJZor8y7hSREWPhXwBJTkZXUaGDcEG6+yQ24Z/aWFVvTtgejirSV0+dSqquFbX8blPUDNhye03iG3b4oIRZQ0lVKdchb4lsCAvdvMRg3C89viZtQGXgjlvjiEbnt6hRqIuc7mWJlWLD0n8xFj7SrgmTxFT3+kGvraqG/fMxeykDlYzHZ58fzEKrPBKCXKgIa/MGO23kscWcxog2sBKYBQL6Yk022SKGrg0APXH0wsFrfhS0gWq2AjgD98/JqLbpgHDnEo0g6eCbvo8yxuAcz79dREXQqg4lgypZozqzuIaYknhzBxHUoMtVm5lDljD4HR5nl+rs+x4hq+JGgDdavMN1wbFNBrxKxBmNYrGnlcfEElwxRqOu2VLJZMEyp1LzCLEBeopVOos1RmWMuGt1QPLuW7lxYNeiCjDvBtg1lLHEzDFo5uYbNcw4y3gXcvIjlUNsG/OobzMJQnLMkhIjZuFB2jS5CQ6SVJJqz5j5WvkqEoc91mENyjx5/1LUvMe6zVy4IaLW6jFFLLPMu9S6ZoLJ6ljqrWrDxiVqTBiPU4kwoVn/tTTuGuKbJ5hRI0C6HymTdgqt49n/Yl5HPVZ/v4goKBTTuBCAVrAUggpR12zLJgNcMA2xPEWvuNkiGUNkur5lzXg+jAzo3FbPiWpDL8g9PUYwQA2cbXxDA1kbV5rv6YYULEYdTFF2z0mMhqV0QB0nGxOo0g3hCh6IVwXVNNL8xFnRtqgzFz3Nivx5qVQP700PcBuyLvacvZ4mMsWhVUGAqDWdwICrmGgN2w0MNwA+TfHiWUJWEWb3aCtXiJwD0NFhwb1L5icF+/+RAwiGjJ5b/uY3OkrEb5HHqZwUdxB6tsuXBxBsgswy3uOhZmKu5s/QWxjK+2OGD5jJ2pmeTMdwzGgxG0FxeOohpOIV1XldEZAYceZiiE1bHSS7aIYEcrwQbPMc0OCECw4wYAF5xCHaCl/UIDSLfMKKr4RsnVZTATRx9p2qMuaim0fDEQx2MDUbyoBk4PxKs1OKV8zHTiyYu7v8TJwTXojlxGjwEBbU13GQ5mQdu6ViiAmLx1GIOENPmpUCWaJn5lFGS6ik9D8yhbhuNQGItl8xNZhaFFlWHpQ1MTIaRRSFXln8xG9DeCpera0dxZDo3Ot6IUlvirRH1cDQQx4Mq2iU1swHUKEnBjyy38wQ8MGBd/RqAs95ims2unhOIBz95Rhh9G78grl6iDmNpS0r/sQCSK6bQ0fMF7QGylFXLJAsHY8/uYcKTfPk+ZVGj7M/RG1YjiFlv+3z+pjwykW0wG1ANDpaHR/wBmJQI6kWbPPUyIEdjHUmthsPBCqonF/uMsYXaS2DByT1EoI6M34lHAWJkwQpzNmMwTxDz9bvMUPbiK36X9D5H6DgjUH5gQRhlzBGQjvxFzLToI1N44Jh9EGodW+Y8iAXcxPY3MilacSKo2j7TI5l4PkjlcQ3BdgHX0mLjaa8gr7ylkwoFftBZFFPs+39RRtD7InHkvUZB7S9NkGAAuGPzJruK0h95RsnYOokg36gPcANR3izTKtbRZMStEZuDq7wuDCoRdc1N4l0pRdnB0RVfccoDubKgyoV87a74rUp9ot3Ubssyhle4qOaYGliO8yzXVYWMaVfJcyU1y7j+nrFFT7zUrMXvGRiE/isF8EQedIfgggArn6PgSvu6EW+KlayN5ilyu+D/uAJY0E6JQ22rgDbNKadOIEB4hm6UwG1mcRf2HRGjRm+IsAOkxGk1txC2ubLM+ka4oPKKqqq/QZtLGa9INocXENsVM39A2Y8zZGDTFsjAi4owfUgY+jDctLj7x0F28o0ofKC8V6gohLyOI80Jcni4ZfBCYiJSiLoGU1UPCVZlbgH8MKdtAUk4bxcE/e4cN9czeMhpPlL1B59Rv3Dpp5s9fuIw0LcjuI4RWQIseJQzDHzM0CLZtXLUA4HAXuIW+CJkUUjXPlCK2UEN8pThUgdi5dTA7ytQh5y408zCAHBL+YEAF028+IZtRKKOl5ghY5poOCFG7fEv6U2AvGupch8jB/BtykSi6L/cdS22IWxWDEYGQgxhGAVZvoO2DLx5DfmOwwcjKQFlbuGDQBoj3ndRC32W8+ZcB+8uYbmPO4pdeZsAT8vvxK3SIv2ThW5XYdIcxbgXzwOiD7h+IGlVvr1FC+xHtipXh1EReV+txTaOhhsuUEsUSwhjcCtnqHP3/AOJLxUPo3QuUBsXqOC3Wpdaq5zOIEY6wWzmYGAwl2GzM9iYlmkBSeGPA8E5KrSdeYRZcD48wp25YyemZoAU9N6dPzUrulmx3WyWpAcC4jYrmoAALnMssfZQDKcfiY7pbrUpWThXPuLHgcEaPbDUxuQW/BL4AaiJEyHGIFVR4XOFINs11E25lm8sqVSBYUpzNxIBG/bCIrVaD4l31xCuzfXjuLvrMgOJk0R6IK6cMu2IqmbGHzBiyAoYiKVBfPCwS5nhqj/AgdrAyXm7Ja0kV0azpVGloawl8Q2OExYxChlkGjGfmMaOdVzEhc6sXUr43NXRKKoCZbYwS1Lf4mcncZq2K2M06HqF0hkuD6RoB9HfzzDXN7TbHbttc3Fd/4hDEafMcIXiMAbYTNzawp3BAO7my7H9RWn/zZZmeWCVkh77iwDJFDshohMY+YQ0mMLuBqc0BksVJ3iWQgDEzbBjTu7rcoBswq+ouNVd8Tf0w8h4rMEJbAdf2ThLAc8fEMtQrfMIrydoD2xHRra16i13PbHdMBZug8+5TxAfl6jbdxKRIiYB5ie514Ii3vE25gXzDcQbyoZjonVRghs++yEsNgbd0c+YWT9u4jB57r9QgRHKqjRzHDyzRfLKlAMYUbuDIXRc2xKZaiHXHMDZpiUYOr+oQGVlYJhlCrjTpiqjQylYlRatY1lggpoOoDeAuVtjADlrmUMOFP/YYkPAqYHiFFvyIYBbLBupaQjxweLghA+T/AImdm9o/uW3bargpuXL/AMGU1LQY0/MQt1ogu65ZQKS4HdlRjpy8zJNvcd/+YWxCgwjkb6hjGuCZstZgthEKspW3bDMwZ3Az9Fj2ZlwYrD5RSfMKDRe4B9jvcosI78HUrIJvPEqw2Dg+ZQ15GcTL6SmNJgomYKbr+IdD7pWM/iIIJ9mYUr+7PyZqC98RQ0tdeIqKsxQyuJW6bzf6mfaOWDToZxL24l/0L8SoZDSf2eoXuF0qx8QQA90aHxEVbti4Yds22xZcv6XdHUcMz3As7z+jDpPFzapb5gYijpilc23Ew2XmyOFlmyNNFBKsG/5mpFa7PvHCFKLPB9DP6VLgCpTSKT5iYxNNCdMS7XzLNGC7lrz/AJVGEGYubS5blWK1UCVdsYAMsYJ3DnMwHkly5f8A4BLVdxo8sA4VviaDgluXHUFEJ4gbnMwSCizmYEdR4HTEAbOpRJpLhauL4haoVq48xhYrI9nDK03FEoHeI+eS0wj5l2gpcnMrH7ZLqK2VlyrK8EGroNnXwzEOcK8eDRDU18uvD3FAN+YbJRFEw69/41MH0sYBxXB2zIvngl2Wb9RyriL9vpivP+ABZY+hYp+jA3uB8fghVVj1RMVdfEsb3Fa4VEOjOPzEYCPWjFAWCU1i5kbIWGDL1umPRhMKXLygyc/wg2ytwKlf5VKiJPMKX6EtNossaiVrphnkwDl+JVrWo7rxj/C5cv61MKvbMp54mL43BYPqcg3zKu0UcmdncC2OJmF7g1Bix1fzG1O5jTrEA18LvzCuhbxUoGIRuIYNXp6lP1RCy6vmYZ2s3asvfgtqTFq+V3DumTQbhKdrBJU2XTGIHRQ1b9kfhk11/hz9aYXha7ogYFF4IQNA29+Iq1YGiWkVsekcY/8AJKqb+pvOptWuvpu2N+IikdkGVK2SzvqAWVpA23e8y5acz5iV9K+lQIVEeozmcy8/Qc6ho+YHBmO4DII1KNyoP/gW4IUjuMwwpzuFkluW/USqW/HU/b6KC2CDiFR+iaJc2M2e5ozLg+ZQBfNQHdRi3mKwXxBrZNcSwjoI40zuXwvEuxHSdMUTgPxiDm/uZV0g3d1FTAvacxO+6rRyr1EKLje5hsaPPh/ZK/xNwosDiGSlHP8AUrjR0RcY1LHEWsE19DaKCztCRJwI7jLfBd/QoETZh6jQGxv8Sv8ADfv6k08n5lSs/wDsIQh4YrY2cjPCvUVNkyP1NlSqnPiMIJEnERtxE5PoP02yjf3ghDMgtcfQG3mI1f8AM0EANbdzAgBawFVnECqgDLGINtEJ7BgxF9suDNXuDCcM1y5eKmBfM4IfEZNWOYi9ty6uVrautEQ0QLUYW1qCaKLPh/csSbUK6uU1eCpaKq6c3MlquOTAaJFh37hUKsh4eSLjhHCMqcDs6Yrp6uCYBYiNOGZ7gp4eY7a1L1IpxFVUcHmKQrtiL9MzP0f8DzAHZM5+hHGSAJfMqpUFGziNZB8R0KWcxrjW0RLGDLtifDGq26uCF2VA/E21Exr6cfQnMNTabIkGtyx+meJqBf0VD/Oi0unGI28aIIKniBZ5jfBFaqH6OS8Rb1P+z9CbDzD6OG+Jp9R/nBUe5eVzzABUpkQsVQuogHXirgFatZmFUcVNt+ZwCiRrGuHuOQkXbx18S636GiZLbY7v7RRLrXh7i0XgkodlHweZcRTkTMrSFPn6BA/2xaY1MFMLBejKoDfmHbHqBoylQ0fQMSoPEY/4Xe54Zr6U1ZuHTfUSVBRxKCi2aEsXc3jzfEyyk7G/pcuBScvUdBQKh2vhqZXCmWOE01Kjr6KUMCoM3OIxqDBlWykeYmT/AIAuiWF2VKQI4BF0RY8fRwstvbHUwI3VG2aoVPvX1PpGITH1TAx0RRfBiPQjFa0Nm5fBcGWI8yZhzK3nlZgC3nxPgx2Pdinwim/hAa232kqP5RhisVndtZ/P1IVAVgr4vmAAO/KDTHnnpikiUmGFoCW3MvS6P3BX8lDLzHGeYFYFeiKKdZwupcMykYezkigu/pdwFaI5IXUd/XcPM1BjuyCYOO3cdv1EtiEGkisxbbKHxqKkslI6rqoeMY0d39RV0kQqdC6jNomJXcw5gIJEWygjUU4QjCqYBfozLZbLZb39SXnUBpOpQ8xANbhu5odsNswlXSYE1HDibZhl0QNWmWO+nxOc/U3DPpDMDEenmXRLtGZkCszAOrh2rWvccSpmlqVig4yuW3iq5+ZhRoNLr3KE71ePtKnz3X3lmzT4B4i2GncGra15goiqWTJKXQQItIWuQXgi0NbZpf3AVyR2myNB0fuZOSHiOMJZXlsuXSs5Fz1LmLJVMzdVEgKoS4o4XzzEl0pFuHMNz+Cfk/wxnP6dR4+ghuP0jOP0Wk/4nn6Gyf8AA6J/w9zVht+q1zmO/obfr3Gc/EYx/wA/5H0av0bE2T9H0D9DnND19HBHc7h9DacT9hNk49pwjqaZ+v8Amf3j/Kaex+5+P/RN2d/TI/AnE/6HRP8Ah9Tb5n8f5n5OaPUZ3+JyR3Gdzf7/AEPpxDc//9k=)
Crédito: Marvel Studios
Se vocêprecisa de um novo vila£o ou de um velho Homem-Aranha, seu filme de ficção cientafica soara¡ mais cientificamente respeita¡vel se vocêusar a palavra "multiverso". O multiverso da Marvel coloca diferentes versaµes do nosso universo “la¡ foraâ€, em algum lugar. Nesses filmes, com a mistura certa de tecnologia, magia e imaginação, épossível viajar entre esses universos.
Por exemplo (spoilers!), em " Spider-Man: No Way Home ", descobrimos que existem outros universos e outras Terras, algumas das quais tem seu pra³prio Homem-Aranha local. No universo do filme, a magia épossível.
Essa magia, graças a um feitia§o falho do super-hera³i Dr. Strange, faz com que alguns dos outros Homens-Aranha sejam transportados para o nosso universo, junto com alguns supervilaµes.
Em " Doutor Estranho no Multiverso da Loucura " (nos cinemas esta semana), a palhaa§ada do universo sobre o universo ameaça uma "profanação da realidade".
Então, quais dessas ideias a Marvel emprestou da ciência e quais são pura ficção?
Multiverse lite: um universo realmente grande
Poderia haver outras Terras? Poderia haver outras pessoas la¡ fora, que se parecem muito conosco, em um planeta que se parece com o nosso? Cientificamente, épossível, porque não sabemos o quanto grande éo nosso universo.
Podemos ver bilhaµes de anos-luz no Espaço, mas não sabemos quanto mais espaço existe la¡ fora, além do que podemos ver.
Se houver mais espaço la¡ fora, cheio de gala¡xias, estrelas e planetas, então hácada vez mais chances de uma Outra Terra existir. Algum lugar. Com espaço suficiente e planetas suficientes, qualquer possibilidade se torna prova¡vel.
A ficção do multiverso da Marvel decorre da capacidade de viajar entre essas outras terras. Ha¡ uma boa razãopela qual o Dr. Strange precisa usar magia para isso.
De acordo com Albert Einstein, não podemos viajar pelo espaço mais rápido que a luz. E enquanto formas mais exa³ticas de viajar pelo universo são cientificamente possaveis osburacos de minhoca, por exemplo osnosnão sabemos como fazaª-los, o universo não parece fazaª-los naturalmente, e não hárazãopara pensar que eles conectar-nos a Outra-Terra em vez de uma parte aleata³ria do espaço vazio.
Então, quase certamente, se Outra-Terra estãola¡ fora em algum lugar, éinimaginavelmente distante, mesmo para um astra´nomo.
Mudando as leis da natureza
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O multiverso da Marvel pode parecer selvagem, mas do ponto de vista cientafico érealmente muito manso. Muito normal. Muito familiar. Aqui estãoo porquaª.
Os blocos de construção ba¡sicos do nosso universo ospra³tons e naªutrons (e seus quarks), elanãtrons, luz, etc. ossão capazes de fazer coisas incraveis, como a vida humana. Seu corpo ésurpreendente: coleta de energia, processamento de informações, construção de minima¡quinas, autopreparação.
Os fasicos descobriram que a capacidade dos blocos de construção do nosso universo de criar formas de vida éextremamente rara. Qualquer bloco antigo não serve.
Se os elanãtrons fossem muito pesados, ou a força que mantanãm os núcleos ata´micos juntos fosse muito fraca, as coisas do universo nem mesmo se uniriam, muito menos fariam algo tão maravilhoso quanto uma canãlula viva. Ou, na verdade, qualquer coisa que pudesse ser chamada de viva.
Como nosso universo conseguiu a mistura certa de ingredientes? Talvez tenhamos ganhado na loteria ca³smica. Talvez, em escalas muito maiores do que nossos telesca³pios podem ver, outras partes do universo tenham diferentes blocos de construção.
Nosso universo éapenas uma das opções osparticularmente afortunada osentre um multiverso de universos com ingressos perdidos.
Este éo multiverso cientafico: não apenas mais do nosso universo, mas universos com diferentes ingredientes fundamentais. A maioria estãomorta, mas muito raramente surge a combinação certa para formas de vida.
O multiverso da Marvel, por outro lado, apenas reorganiza os a¡tomos e forças familiares do nosso universo (além de um pouco de magia). Isto não ésuficiente.
Inflação ca³smica e o Big Bang
Como era o nosso universo no passado? As evidaªncias sugerem que o universo era mais quente, mais denso e mais suave. Isso échamado de Teoria do Big Bang .
Em Spider-Man No Way Home, três diferentes Peter Parkers de universo alternativo
(e franquias de filmes alternativos do Homem-Aranha) se unem para combater vilaµes
de todo o multiverso. Crédito: Marvel Studios
Mas houve um Big Bang? Houve um momento em que o universo foi infinitamente quente, infinitamente denso e contido em um aºnico ponto? Bem, talvez. Mas não temos certeza, então os cientistas exploraram várias outras opções.
Uma ideia, chamada inflação ca³smica , diz que na primeira fração de segundo do universo, ele se expandiu extremamente rapidamente. Se for verdade, explicaria algumas coisas sobre por que nosso universo se expande exatamente da maneira como o faz.
Mas, como vocêfaz um universo se expandir tão rapidamente? A resposta éum novo tipo de campo de energia. Ele controla os primeiros momentos do universo, provoca uma rápida expansão e depois passa as ranãdeas para as formas mais familiares de matéria e energia: pra³tons, naªutrons, elanãtrons, luz, etc.
A inflação ca³smica pode fazer um multiverso. Aqui estãocomo. De acordo com essa ideia, a maior parte do espaço estãose expandindo, inflando, dobrando de tamanho, momento a momento. Esponta¢nea e aleatoriamente, em pequenas ilhas, o novo campo de energia converte sua energia em matéria comum com energias extremamente altas, liberando o que agora vemos como um Big Bang.
Se essas altas energias embaralham e redefinem as propriedades ba¡sicas da matéria, então cada ilha pode ser pensada como um novo universo com propriedades diferentes. Fizemos um multiverso.
Então existe um Multiverso?
No ciclo do manãtodo cientafico, o multiverso estãoem fase explorata³ria. Temos uma ideia que pode explicar algumas coisas, se for verdade. Isso o torna digno de nossa atenção, mas ainda não bem ciência Precisamos encontrar evidaªncias mais diretas, mais decisivas.
Algo que sobrou das consequaªncias do gerador multiverso pode ajudar. Uma ideia de multiverso também poderia prever os números vencedores em nosso bilhete de loteria.
No entanto, como explica o Dr. Strange, "o multiverso éum conceito sobre o qual sabemos assustadoramente pouco".