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CmoUg5bBwc/pF5siQyQqjWa+3M19Yuoy0pABc67P8vFxqUldKQxBuWsAeT+mIGjDGSlSpkxXUi5o9g58w+kVWk5MygK7fD9qQZU5KbliBzB9C0LSnnBUoKUhVy3skq1ygGw+p44n6gwfh/R+8TmCwb+fWDuoTFhJD0Lkk5XDWf1cA1gRLtFpyUgJCVsAHIFgFYYc7N78oRlKOInzM0lJCiUhVCcoFCSNDzd2hpRZIyKJLOQXu9W6NXnANNqErdhcHNuIYdgPfeNFGEXKYZnSLOHUCTuXcbMARxgc5OVIJv6QAaJKiCQE5LIs/Uj284PMnlKT3Ys17EG7Ea8N9IuJxSDV9K1gfiGlWQDKVSoEPb6r2JbkYFh8X+ofTbdmq4NquOkXkTUJJE0OPblzi2lqUA3CoKNaQSGe/ZvL13aWpKQ6h5B7Dh+YpMypVWoNifnzhGggAMawAoXHI7A7EHmHzHniucqaAlJVlGZBJGYpN2JDk1qkseJoYsZYIbPe7PcaH8h/eKppJNLqAuSNsbOWzDn60pCBiUlOZw252ehqKsQ4gCpSq5agcNOPI0haYli9VwrbDH8wvfraNGUlLhLGgo/5v0MdScwZrj14W8oLJkJdRSwUOt1VEYzbzhXG4iZLIzA5NSA4Df7hQjmH5CLBKpib7U9Kcd7RVU3jUkkkgg7e2/k8My3mSgtJBJ1FKab+vpFDLITZtP7gJWkK+paCS7EGg+ZwfSOqz5ikgKDU3439COsFAJRoeV/S/l1hxKAf/AD/JaADvUyj3gLDZnbkC3nThCzl4xvFvB5c5RTMQUzNpiOJ+Tn8XmOxgH6Qzld45bYgA9eI6RpycVMw48CgRsftp5HpHG+LeCTZFyykfnTcef5T3hOdKMtTH2MbuHxkudQUOx+VjMgUNxIkSJEiRIkSJEiRIkSDaTTLmqCEB1H+ueQjhLRSZMTLTmWWEdn4L4NLlG1MyaCAVEshB5J5q657Rr4TCqQc62+4+0YGMxa5l3SjbU8+Eb7qqpttYOLc7Z35Q3kyqztT19YyaZXhCfqwkqRKDqOSHJF9y2fOIAD4lOOBsG5fmGkSSpIXMoPeNHQy0oAJCkpZ1fiUS33dr3zC2JnzFMnDBKl3GYsAHbNudbecUTkmTB3xOXhToPlIpqJiHykKUGvlv6/rDEgLAdRfl/ep/GkCSlWgLCB6qlKACpISVABLABvyiOhWYspBHNvz0/isXl5lLcAks+rvvBJi1BJKB2BsejDm3PzjoSCs/H5/xaBpCSplfOcU0yJjXKFG9wcdKj2Z/YQviZqUyylTilSNBpQF62oKwReRS2S45+/Dl6weUkuSQA52L9eWXf+2ghmMgVJpdqceUAWUm3z4IX41LJdQlsQxAbe/a3vFsvdoATfTVj/HQQbwJQ1M28F0EkkKXQBUXLYpcAO/Nw/eE8Z2pJw0wSVmp2r5gVsIsuUtYZNQnff8Asw/KQFcCaUJsQNioMMqNuZu1ox8Yr9IU4la1LWSUu3+B0CRQtQA7kuaQWUTiHlpYc97O5tueUHUpMopCVJUr8SkpqCeQSVNdnJNtuUZ0tM7HZ5s5KlAUSh2LPdTOQKMLknYVhoLRg1JEpQKtVAOAdMuZuejQvN1DpCGumzvYXcsAwL5JLk3g+FwuJRPWqVR2OUNW1CSaAagUGghedPlrkolkOQ4d6dAAL7lyT0hNSwQXIAIZ97i33j1KZakKQkh7nkfTU7QiAQaQvJ1IXR9d3sQzgMLhn32tYwwEpS8xbeXX5xgq5RRmt8eLrlpH+YsOtKSCXZxlv60APemawSMhu7atavNwQ1bxAslPdpsSGga0EqSrjQohiPqAS2GL3cjaDJSJaAHtv6elH1joUAkpoQOlf6gmjBopdncdRz9/vAcStCFjNqR5/wCPR6NW4iswjO7QaZpkrDFiwzuNngQbCr18arcWc9AAWpeKpWuqhRvZ/wCYHO0DpFKkhdKnfhB7nbHk8UV2mJJX3oLJYgtcK138JvsBqYZQEnKynepGqW4mhcNF5Slh3Cb8i5IdnxbvHV4dMxQnSDetCQ99RrwUIWVlFB6gekXnhkkixAGez3v5d47hMQpa8i0lxqQNeRIGh0cVaIEgm4Y6D+oGZlwQDaxxZju5+0PmUgsFV1HzyjmWhENCUFJU/wCFmFu27PnIc8+ceUeanECUlCshL1ulTOcprpoWB0IMHCUqllZIcbNXStvMOdw0JGaErpYhxaxIV6YZ/SPUf6qUrDg326Fwb66iBBBKc1D9vzFp6gBZJp3KM+bXI7QDC4gziVODydvPca/aOJDm9ePz3jBdctSl8RdzYBw3S6X3hogpc7xq+CalKKBqV4+RjU0c0zJIUpQCieEgNSdgQ+duV+0L5O7AMum43HKtRwZ4SmpRKnFIDjm/UfKQ2lRpHzFpBAFRYMSehIs/PrHFZyjNKIPC3NjVj57EQBKUd5QHLXnGdrJiJSgkp+ollC9B6XsPSGSpm4/OkMykLnJKgbab/n1jRlMUgEhT/i57XDt/T0bNODEqf3yPpp4Q4Y7htNwXELrUzhmI8/m33hjSSFTP8oJqywLcQAuPTa5tAO0p8jDLTPm5gNdq0BPL2JaLyZUycrJLZ78abW5xy3j/AMGMkzJJCV3eQpwSB+Rwz54X2tyjL/UKXOKUIzJDeJBzCu+o+2tI9FhMRlk//IUytAQRQava9P5jiCGsYYjQBePIkSJEiRIkSGNDo1zlhCA5PoOp6RIFOnIlIK1mkfRfCfBJcmWEi5J4juohjfklyWHTzhlOJyJKcMnMRUnb3JN7DhU0PmcRiVzlZ1lhVht9uv2jTVLAIwTfAxkcs725xeTNKEqM3Mngogu9ePxtGdNYJLAvyf8AiMzXakVJSkEqcFQG7BwCeX95xo4eWopGcEHalPK2w4QeTKOUqUaaPx2gMzXhClEcTpcAfQkA3vT18yYLOTnSUgs9dDbzEFThjMSAaMW4n1+CGpdRSFTXqOEg77Yzzu454gcsofwptQnX8t96CF1ZQspl234fOu0BnhXDLKgZti5AAG+ALlv6IYohNKAeX8ekERlczGOXhf8AiNKdoxwrVSSQGcgl+ZT5Rkyu0lYieZUseFNzVm2BtennFTLmS5YJNDoCHb3H9R5KQwLdXIAF8bDnDQnFU7IWDMTXQu3zRr1hdblibQrppapRJUsAYdzbskWH7wXES++QUoN7/cHpTrBlrC2yCt/hvHo1xnTCoEpSQ6lWNSupvtduo7QLB4ZWGkJlp8WW2lNtbfC8GxQqVrDqJ49fMweTS2X3ap3DWzBlKKEAzCA/TV9PhhNeZ/4gk6YrAuSwYmzDcty5QjLwUorVNKALn/2qTzPy8WE1RDKUW/FhHhLlhyyMZuD13gwlgpTNA8QegYZnrro9YGA149Ui1iejvk5jPxB79Zo0yjXs+rWBrRRtpFySANvu3HpAzJJINTAO7ML3ycteHETZUlTLCATchtNNzSvXeICWNH/EM/IalagkpJP1A7Wc9un3DRlTcZMmz5spS8oQLJIBOoZ9TRwSOWsMolqly0TWopxV24u2nL+ICrTspRI4rhyXdr+V39I1JGJl4xCVAukMTox2I1DGsAmBcvwKt8EJ/MSopFSuFV0lrliAk9MnfEPy5RS+VgKM3r9m5QTKUglri/3HzWG9OQAvhpKrsRu9lFj094ysZhivESUkuhLk+gZti/pHEzAlJBL0AHv6QdMtJQXcKcmzBwQzkgbMMnccoRTi8SrHgpQAksPEas70qA5fRy6eEGQmV+nLk5gXbRvJ6FthXTVORJQgEJAT+bodr88Ru4mUVVbM1QGFa3rsOIeFlLWs+I8v62gs9Lpek8weZTe3Mu0IYedlxapaK1ObNcE2Y7UDJjoFATR6DbYxXRz6khQ3NwrIPR4ZOGlSjmJNKhybmjGtXNn1isxGRRT7NEpUFFiovfoNjg9faLzpyJMsA3LBhfxah310e0cDKTa39xadISpJcAkhrWx/RElTpmfKoUb6nGU18xTlWOJUUsQdbQJKSCnjxwkZd8HGdr2zDSgkHMOcdJBBpx+cPWLmWup1pZP4TdiCMn+84QTOw82VMThzmIDEC/KvXWmkEVLKUjR9x7Q3rNQFkMlKTS3CGSSHYgDYhr9PTG7NkpwaMk5SgSpw70BYMrSpfceTwbFzROWCkAMGLAAFnqOjQohYNRppp3Pu3tHpQnKEJKydNK8aQqoVYa7ekJImkkzAg8NinDg7/wC617wQygU5C7cy/nDBTlGQqFdfloMhImymUXJsW77jyHvC6l93Oy5aEO9AHGh6WP4ihJlLzJ8jygGm0ACXCiDuxfHf7EPmCzZ4kvm6HTlzi8zEEqZnh1EqkPTbYswOLEbFuULTsXKIYKuAW1GxahZ77esCIJGYu1uvO3SD6XVlBIpCqiWcMbbBQuDm4IhfFYAYuTlUooUNQXBHEGik8DUacSSJwlHMACOOnEEMQeUTVTxSCVKNIA4rhP7C3SAdn4YSZisiUuQbOM1a5gRcHWvrHFqXNCaktodOVbUs2kc18S+ApnkrlEGaz2//AKY9Ff3sY4NSpaShGVhUU6Wo21ulofwePMg5ZhdO+3z5x4VSSCxDEZEIWj0QIIcR5EjsepSSQAHJwBvEjhIAcx9Q+FfATJlpSoFKpp41EWBFiAf9tTWyYBPx+EkoWwzzACKHcaNbibtwjz+IVOxU1KTSWTR+FH9bdLxqTpyElkJJS4atgdzenAYAN35xbC4DFTSqdNOQEVyPYAMw1YPVr7ihUmTJKfCgEgf7me9bdPW0CTPlkCgKqALnId8Y8vWND9LipcwzStJTUgZXVwrvudNIDMEoIAAIO736aCF58tAIpNyoXCfqtyItu5PIQfs7GzJiTnSEpSOr8dLNaxeItgMoOZug0trd/eEDpEiWOIFRLlRTaxsGFh09Y1Mqn4QXvlGYaFtgeHrx8o81OoUZyEJTUBfdsAVEk3ucdcQIlMo5t2/Ab8R2VKR3KlqLfLAff1h3/DAEKc1CkWGefmf07xWXOM0rTSlPQGo6iFhMcMRSvz4IfmoYhVrk2e6eT25b7xkYXHPMMqYpWYPVmSpizjgK/ktEnSMqc6WY6PUcDbpCs8kEpSHIFkpIcnkW8o08PMlqR3zUNcyg1OLt7M1YglEEJVvz8mik6SqpNTWepPIixIHPa947JxEkoK0EEGzavVqXjn0Zk1B+UMATobhmSyt9kjATsl7uctHZuKyJUR/iHOw+cA9DBROehqT7nfdtrPWHJoUkAindSmN2Z8B73EZvZ2NGJUQrMS71DUtQbUqz1PKKKlAMFNZg1a8fOBlQUEniILHhcNaz7xqy1y86kg11fX7a2FoHlKCRSm8ARMRUJagoOWA2cEqJfv8ApHZiVnxINa3HCm1tng2Vbd4GLebGjQ2pYAccI62AGB+kLCUounOXFiAAfarG/HSANmVZ+EPaWYlCwoHhuGUWUbXBpxc2OHaPJ4mXMXhRIUnxk5gQCR9RBrq2tyXpGlhpqJWI71B8NQxLGqeFnemm8CGpKbkqUkCmnBKHKmcXz2zB14ZeIxBQgZSTmzMcoWGckEXa1W6xSVPy5Soun6SlwHQ7s443pAlFyaU5UWSLl9he/IPDiZngEuccpFSpqPoTZnZ2s1GaFcgUvMgUJYC5bbc84FLAuwAN3y5Va/8AekbU5IJRMKrMzNUVcMLuPggZJFDy6R6qWEgf3c2EZeImkTj3l08Q6gGqAKjM5LatpHSHAO/P4f5hnWEIWQmYXw5NySOIPa7kxzCy/wBbgQtcpj/iKsP9qgCdq8dNIZxCe5nqEtRI1NdR4gabuITTUWURSxLjmOZ2Bt12jZWVSwpKcxJtwLNTYUfnCxKR4RW0OzpICDMpZClslRP0gOaT/wDEuf1jzeBmKnY5Ula8ygnxUZ1DKKciDXjW0NTZJ7nvQmhPhq7CtPb4YTqVuGY4AszNY7bx6sBwwo/m/EfHhNk6G/vCs7TLcrCyC9VCWKSAPcnLjnAsqVNLUCQNW4enS0HRNQwQUg6ObiCSJvzBUxSxN8ffI59otkEpJykAcdzv81ga092Wd/nD0hpKWThr33fftGHhUS0SjIWlQd3NkunY3rdg4vHDfMGp94idTU6brUkUtuHL29TbrHMRhZuGQZwVQ+JdACaMrRgbeUFBJCQtL0ZN93+DjDA09nDk8VSd00h8noD6eQEMfLzrSaAhOUipKiWoWqHYXpsHifpiUAipq4szVr0eA6tFLpCgTTcAA56uQbRqdn4hc4GZMQyQWBZrXJBqK0Y6i5eKzZIlLAd9608xfmPeAygkTASFEkEFSSwcDhqDsQ4YmGp4mLT+yzgh3Btq3Fi4Na0iIKSghZpVhq/lZ7jaLaNAvUKcuwch3Ldb8ucK9oYialH7SErL2J0atN2NveojgCFK8Si2/tAl1pmNwKQQ9i9JYHbLg74IMVXOGIw7y3TRhmcHY01HGopqDF1y0JFS5DcQQfx8rGkAVIl4AeguwbBDl33ydm5R5eSleDxKwalIcs7NZTMwOhYXN6kxozVidhZaE+EOxqGKg+U8KFn24Rl6/hCqg6UH8ORdg+2Xx3j12DxWFKUhCkuQKB9noD+KaxnolK7whN7F/wAj4dNIVnaisUv3LPUAc2sD/ekPpQE0SL1iyJeQ5m/iL6DSqFyhKQzpZjm/5Rb0jilpTRr7fKc45PmpP+RO7/2Y534s8JUqqeEMR9YGCPzDe2/cHYxkT8KgJMyWaajb4fjRq9m4xIaSVPt+Px/UcnCMbcdh/wBPfDHWrUqxK4ZfWabjyABJOzjdoze0JoIEh6qqf+ovvU2AGt6PFJmIOGT3uUHQOHBURTa1zy4x1s+fN2UHSX8z9VwWcsA/SNrASsKUGYtLlkXFAGdIA4X3ePIGaoHKomhNjqbnjA1S3+q73LWtnHK0Py8T3yypIZQAKX1Cq+dGarQIHKxEP6KVKUhcxSg4dkKsSMOfzG5tbFyBGL2lisdLxEnDyAcxABVoTWlXZruXNXagjTweGwpRMmTltldhqS3h51Z6iM5Or+YsuFAJCmsybm7bG55c40pOHOBwylD6y2Y30Ack3a7awnOcgOQ221y1BT+ooZDKQpDgBRdrN2bLEN5Ro5gU93PbxOG0I20qRUiBiYWL3o3zTnHv+Ic4IAuxDYbfDNt2jsnD92mhr7DQAaMPzFe7YceEFKVGmlJJe6QxezM/eAFMmWJhmKDAOTam51JpfpHJac6sgroL+0GmtypwG3FruSef2hDAYcSxmWsLSGZQao2pYOzR2aQVeENwr994CrUCkBP0B6TSDyZm2L2uzvDuGwqkLVOmHxKFQ/hud9hTlSLrJPhP4PX3aLS5hDFRCSDv378v0gGLw5mJmS5YJttqagGlfYCKS6LBTHi5ZccXcDfA3+8W76VIH7pDqJIoWDbXf7xVHiBAEFnLYOx9Hh6T4jnf8jhSBJDloWCnLEsEkMpW5wd794pOIysHJVoLs4tyo8GanP8AsRXXySpjSks7ku/RiMDPlFUYnu0FU0M3O1nPWOyVhLhz8vDMtH5gPPa792H6QtNxahiVoCXKQ43Ls7G3N28qxXK4BB/jnDMxZSgJTSxUoVA3LWY44WIseW2/lygJxudSTTKQlQFHOageqnHDi7RpLWU4cS0tdTqBPi0q9gxpT3hbUzuMGwqawFhba9rt36xu4HDKUFGYVlSdVE/Ubs1CCGpVrQlMOd1ABjt067+8RM4pWFAkEmx6kM3o8Fmyk4oLRiS6UCuxLk9GA3djHJZWggy6H7RVKluoljfh83z+8NmXIKQEp+mjC4BDU8+FOMCKg4NX1hJGpnGXVWnhA+oFiVEhWPpAaLpw0pCv20VLueQ1NzwvDqkyirKsmhoPWmnt1hiVLKdklRNSyDdzYqD7bekGlMUuzAUDcPlq0hWYvOXctYP7GLKVlmIKgTvceX2hZKJxnGap3AUEjRqX00pq0QEhOU7fn8/KQxLIUSlS1BAVexIH/EH+5jKxUtcmXMmoSO8XUaLZhmBOwuWPIwSWScqFqOTzGum54wjqECop41VU3OAHOHuHciN+RMC5aV2cfaKgsHDUfmfjRZUpQBQDyAZnwXc7Da0VkzhPSFpFOIII829ohIzBSuu3SAS9WsqLtQdx+FWGffGYFiZCjJUmXc+ZPzXSLqkoCQ31bbjeHZi1LWVEBmcEFmtewszgQORKRKkJlIeg+nXkCWsCzvzMDWvOXJqTWnxtYNqZRKgSEpUaSlrZYA327wvg5qESpiM5mJS7ucxYO4NK7UeLrMzvB4WdiAKBtNac4pOkqSqlSiCCQRYXblu3fcxzDHC4qUmbLSCmlahgKhn4gO14pMC5alIUGOsJSptCwSuytme9r77n0DRqT5KJyMq31sSNxo2nSCAKKfAm3zWmnWGHTWSAyjmzVXzsGHSB9z+0mWC9mN7DVm896wBRUoObe3zaLLSWt/HnAZE1KHClOQ71Ls2vSwOlbiKi7mBoCgKlBTpdwC4O5tyy0EXMEx0yspJFDQsSKPXlXjBC2bLofnnvDak4dXEWZ7pZVwantkODGHhsRNVMW6QAAssKqd2Li5cilbDkYIuUGAetOTM4rw1Gl4vPmlCPlAJL/UQzqGQ5YvZmvHJUrC4jGDEjOCWy7BQ8JYUszKBHG0MLmzJMoyPCNyGLiig5s2obrWMZXhZCmqUmlVSSDc23PK/mI9CZwXLC5firodXY726wM4gpHiTUhiCN6+ohyUAHUEqCzlzZy2M2sPSKKn92fGoMSGZ369aU3tC8wghKQaD8mDyJRQT82WlRYghQYMcMDtgtvGXi8RKx8kJkzCEk1UmjUN+Zpz6Owkqw8yqbVZW+/wB+UfM/iLwpWlnqlKBAyl90nBHPcP0MIScRKnpzyi49eseqkqWpAKwxj6H8JpTK0iUKSouh3cgBUy/ENw3qw5AgE/DS5mJkqSpIrVw7sS7cAWTpruQcmb2kUpny1Id/CD/t5PZ7uKlgLQfTziUupASSQxNy2Hth3Fv6fQqwCBOTOKjmAI4GjVHAcuPDEKkpBlhiN2qOUHUgOAmkk3BTUTyYuMb2/wDGDKn92oT5zhnDqIrRRdk8WTQjheDLlhQ7tDF60d9mr5xbxDTUlkKCrC4Lh8EjBt+94Z7LxpxSmxDoIKvCzAUcOrdrClNIvjMPKlKHdnMlg5cVOrcH5/hWdNCEP23a72F/L1jQwOKmqmdyUltCQbMHq5diWFjSFe6CmY8/XTkIBLUUrCbOtSiOYYOAOe/rDmcTEHuifDQXFRpX3jqkhSX2A/uGV/Tc2a+GPt3MBVNmzSgoBZTOQRRxsQ9NLVMCADkvWFjOF0pJWo5zSCHyduUMzpCZsrIsU8z/AHBAhVFKoB5194YQQSTU4sf3vu5gRwslKZacpDGjXFXajtx0YXihzHnq8K6KUpCZhUXLqUBaz3a20GVLExaSqoD340gs5aVqSEhqARZczjJUBQEBizqc+fPziJQsS8tuR4nU1tU8Y4EjIAgnMT0oPnSHvmpSLG5TcsQQdxyJYRl93iMRPSFIypQo0dwQwKTo9dBtFhlQkhJckDo5qPLXjGWFj53EbzBwCrYXZsXv7xrTEJMsy6VcdNYtlV3Lp/xNaamH5vFSWakuwvkEXPR28hGVNlfpJawpSllQSLUGjgBuZrFBNqyUgX931hPUTgmY9RICUgAhnUrkHO5Afp1hvCoXNwoE5I8V2sxLjzDU0gndpy5Uc35AP5V5w8hKaUABQLcTl3PPoNmfaFZylFcxKsqySyQKEDLVJPHi932EDmFBylII3PU1HT2g+nmrZSEmynTd3Y5bkDSNnsIy+0ZEkzU4rEIUaOQDZQNiRtUA0BqYawhmrV+nkkOo5Q/HZ7OwfW0eanSlPDZZIcpD8LEj7B+xiSe2StBxA8KUsACQyqaUehPlxgc3BqlKCBVR2dwx/jWBTSxN3pLAgsLWHbnzg+GmS5qHmoYLqdU+MakmjX02EAmpKVsFWpxpt84wrMmlIJSlqSM2e7k+QLxuqkoXL7tdXBHMUD821jkseIEmv309aRg+LLK0kyl8KVC2K1K3Bdudjyi8zMUjJT5SNbBgS15ZqakeQHwVhyV4gspJLGkEWuVGw9CQXHSC5aWtCqsNLzADXoBf7M0HVMCSEspISHZL4sOdhc26R0OUMk9b+zQEJUoFRIJO/wA5Q7OmmWzVF3Avudj/AHELrkS57pWARQjcNx5+UBlEl2Lb8orJmFyeEXYpBuRdjjpiBzcSnDICFJJpTbSlfPgHrSIqWnLf4b/N4GZajMywYWGbH8T822beLiegye8Atwq9i3K3nFgpIls1ePHblxeNHS6CXZK1BRJZCUByHLB3YAYwd+8efxfbmIlt3MshhmUV0cAVZtX1tTaHJciUT4luTQZal9y9G6vUbRkzkLE5KU2uFKFrNw42GY9JIWVyQoKzPVxrC4Ke7UViopDhmpSoBRAKzYEu++fOBygT9QY08xW+sLBClpJSDS8XmygpnZ3LF2ILerXhPC4mTKmdy9WTSybn6fuHszRYFQRm3Nf5+bwlqNGXIWE/MSOyWUctsTf1eHcNPTPHeS1BSTZtN9dfMaw0vPIORQUncG9B8I4Rr6LSpmqKagFgOkk26pdnch/Row+0e05sgJnEftPlU31OHqKilK0EdwWDGJJlAsos1fDpQ0vtxi2oR8oo4RZJBLghSs36gKSPTuczCz/1SJiQtVVg5qghJLanVn4V5QfFSf0i0BaAFAVdiM17cAofKwfQykHTqUS6lKAA+llBz2Ipz57wnPxE/B9oIlqH0O5Ll0Ft6g0uDto8N4TCSZ2EmFagCbaeJIJA2LhrjWlTC+l0a1ropNTEkDhNgS18OwHnG/2r2gZGGE9K05VH0NCHSXLGritLxn9nYEYnFpw63S9zqNXYwZcoyyshlFJpLpskAslxfLA+13jKlhWMypV4Enxoyl3JYqALhsrkkXazMIOoHCZlBlKDpIUmwFASCCK0Y6EavCmomfMLqADACwAdtyOZeNrBdljCOJUxR1ofQ728jCGKxszEKCls4AFOFB6QkpkOoq4DcA/v/O8actfeICJiQFkVHC33to8UIznKgVhpMxKkuHUQwfI5sTsGFoxJWGVhJ6ZRCcpzUbS7uHspgbUboaYUqlErCs1GL01DfjkY5j/qLpeGUp3KSU2IUGPEGI2er17xRExM4melOUK3BBzD6n02AbQcI1+zZikEyFF2rdw3Dm7x0ukn0gCWoEJAt9QwRcFxhxD2O7PwwSnvcxcZXGhfMNaVFBaz2jERMnIJ01qOHG9DHv8Ahyq4H03LXYFvu9+UWldqy8stE5/H4a6kUrZn4XcNSOCVMVnKQ4ActoP4/uLfNc3Cip/q3DBgXZ2B68htCMvsvvFd3RISGbKfEMzuXLEkNoWc7xb9RdRcm7vwo1H/AKG0M/4RPyyTVZJuQAxqAGCSbPdQa29ozcPiJicSMKgpLqc1JBISXcmzFiAH4xoLwmSR301CgCKOG/yDNvQ1JajNpC83SGpKbVFQDPg7FVsXjbkdpSVoVNWkhGU1e4FwljpW9awovBzJUwSyRmdm2dmc2q/GxeEdRIomIJYm4K3spxgObXbyEaWHUMRI8IyoIDDVuIsLbkERRQKStDu21er603asaehC3JpBCUKJdNQAAyexvbkbHB8525PMsCX9IcZWOUkOQ16U+DRrsfCLxWIyywCS/wBQcO1HodWbjekKKkiWSycqIPJySXVzxG9h8WZ8lIcBZTmZiPfZxXW8IzULzKSqyaeVGp8pEXoTSFVEO6UlyTchRPLcC/PFoUw/baZuK/TZX4j3LtsbPzgipakyxMUA23IfyNoUWhCSpZWwpJZX0hi1Q6M2Oka4nqBqmmpcUo/Pm7RVJUpIQBV9L8jA5s2SqUgqmNdPDLDqpBsDVal1B3L7tC0+bPE092kkM9SMrvwBU/Rm2hmTJUlZJ4it7XFhXSr9Ia8SmFCZlKgpSVMg5SvJOCSGx6wPCd/NaeQwUPpNCDTzBrrSjCBnDykzcjuNxsdX8qCl60hGVNK5iUrYAEl0PYl7Ks4wR6RozFLCfCHNNfP0fnHTLSlBKT58Nq10jUCQrdmJBI28nbF4UViFhylO9CWJPA6A1rCSQxGax+cIXmyCUFILE/iIupm98duUXRiT3iklPhGo5DTz00gqVMoLIp6Q6ioJKS4wovZhse3ETeMtYlTMV3iSEhyhJSAXVQqrVj4QA+jvFwmZkUgJNKnlp5lXqI80fiiEEqKmSoMVU1WxZWBlixwX5GEu0+x1T5X7afEC7Zrg1qLUU42ptGl2TOTh5pOIQVJIKaXBpbWg5Xi+nFRcFw1yAS1rOOv9tDeLxKcOgImhL5gwUwGWzvYsz7jXSEMNhFzlMM1i5SCovWhtc02veMXxGbNTcS1AB0uA73ud7W5bRrS1YbL3aSlVntrYn7QWVhMqR3lHs7gU0FBV6GtIuiRUSJiiwDio2S7gkkniZsxediEyk57p52297XtFUy5iiEykVPqBXoLvC/8A+LlrCik1IQDxOKevn5WvFJuKw8soEwsVUAv7e+jwzh/1a3KU1udCAK6to9HrCeklEKllCq0Eu7VKcMVP0NW/SCBYQQM1NzueP25RaapKkLzpZVtg2jcm94Y8P8bSqYUBKncuTZgDZ3/2m/aLInpUoo24QDEYBSJeckadaVbrb3h6bMC1f5f0pIC+Jmd3QU9sN1jgWjMQCMxr5MH9vSFkylol51i9qeRBgwUZZoQN7k2ACrkD7N5wrMlidLTMnBiKhjV9wzc26RV3JXm0bnRq/mCeIauVLQazSuoAm1LEBrjkVA8r7QvhjO70TQr9qt6KzuQaGwL2ejaCDDCqICMpz3ozZWpbWnWDS1OHTdrhQ88EHnv07whjZiEzhKWbsMt/CogG5dxU8jAZUmaUqUEnw1JrTbk5brCq5BUy1EAi7CzAYDizOHxG7h1SZMpCJZ8Nga86n5WkVM6pAF/loCuXLBkk3BJMsG4IZyeuLGJOmIUheVTEUcVYt7gQZJmpzuNA+j1Yedi0aUpRShQABFg3XIYnBZ79w8YIPf4xC5hyrBVw+nU7g0o714RVKlCWqzFuNTtsb1jyYoFVOVEDqLBmJOPtDOCniThZk2rAqaguSSyQNyWD1Lu0VmS1rUG2Avw47DagiS5lKrMeeFAC2zsS+I5isLJxeEUqW+6akOQWNN7ptaKylGSty22h+N7wwxC1LmJUoLBZZLXtcOejM4YeUZU3DyZeHV+nUkKQzoqWcMRxZRzAtcQ4FKK885zndiaa38gxD2MN6KUErShaqV1AAhlUqvcEK4cpLkEHyLZWNxc/GDOgOkJJrQlIvm3q9KEciH18LhcNhpYlzCe+UoAAf4F6EaEKSQ16iC/4JMyaFJUUp3rPEWcqUCnIIKTt9XSF5XaK5WHVKmDM7sBYPQCtmLnWofjBp3YufEyzJUCFAKB1N3dugNr0pFdcspJUKVIUomXUyyaVJcF3LcnOAbXgmDwhxcsIlJIWkeJqByFEHnRi2pGzwljlKw01eYuHLZqnwkAg36ObA7wgomavACiCWwCwelIHQMOeOsbuab2bhsix4HFHrUXJrdRdQ0q0ZSiMZOcfUXNttAOVB0jJ17SyyroDunNPIlIOA2Lx6eTOViMMmYihIBe40PWKJQoqKR9T3304xbSamsEJLgEv0a7clZiTkIKnoVFhWtHDhj88opNlqRRVHb++EeT6VoBLUkhnDF23fBvCkrCTJedKg6SXAGl97PzjoKkLYCvCB+ByapaKLKIdRcC4AOCwbN4axGIlyZWaY9QLXLkCjcSILiAVzinyfaup2jX0aVBC1ikjCw5JSCRcA9QA4fMYM3ESMRi5eHUVFi6TRiRQhR1ateEdk95LlLmSyGbKdwDw9HrFdTqQhIDqUCzBIcILnNnIZVzZiTyjnZ8mcvEqmkAZfCSQXULFmLJPh40bQxJmVUvIFaOzily1nN+FaVaPZ2sKwlOaTlnJJO5z5/tB5XZErDzJkyWkkEfSTSxox422qIpOxs6ehCZh+nXVtK8PxB560CUlIprN1MAbbg7u4GMjfLZWCTPxWNViVA92kvlejkNQMxeunPeGsSuQjCIloAz6kai7HYilqGM+YQrhbN7jrz5x6VGIBQmY4FC41D6sTaltbjjlgZS4h2ZrAQkSwUAMFAKZyn8RAsC7se0YaOz1gzTPUmYovVQqkEE0vdx4RRwQDDszFjwCUCkBnY3IaptV9b2jxEsqCyH/AAuTZIJ59OR9YF+oxGGUmUPES4TRWYsAxTQCwGZL3iJlInJUoOKjUZQS7v8AYxSdLQtIls9KTxE5AFRTw2y9/eLyEzcDMTiJpJejZbOwBcsRTK4alQ0QrSsd3LFUuXPCpDBxd2PKsB1ElKgUkAi18g2Bs3T0Mb2BmEyzNUn6iWYM7OATzah2MLTAZKxlU9NDv+NRzjC1WoUiefloLJQQoE2UCKTY7fTftDK0GaAldbGhZ6uG5ED2jRw6UmQ61MSaFnb+WJp10gkiXJC0LqpW9QSC7kkhRbkf3gzAKoN/a/GsBWueZakM6bPwADQadp0iakixWSFDcjLnob527RySvMnNfiNfxyMDRNWZRSagW4afOMaWnkKdt8ltznA6Z/iMydipYUZ6yQGIIO7gBhrV6h36wsUlaglIfbk28KTFkqLXayGu2ynHPf0jSw0kS5QBawc7wWmUaDUH0b2gOnmLKhSlipq6j9ISTgEvBFhOV2+MbfxF1pQEkKLgWbUlrmHNOUqqSZYASSGxZsg7ZMLzAtI/buwY3DjqCfOAKdJSoqJeNCTqLgKDpZiwY37EOoWsevWPK4zCzF550tWpLrsCKFLKehrtRqlofwmN7tSErFBTwUO4LpaoNneEp08qYc33YggP7nlzjc7PwgwuG/fAbV9tM3IU1AhSZNXNXmUTw1qb+d+ceFCiFV/iyCXBcXscJ/mCzpkgKTLQphQ/SMraEkhhRNOAs7GKmasHOkmjjj/N/tHPGSUKKSigrBTYulbWSCfytDyChVUgfLRpZ0rSFBTsxtUPduMX0skyJRFJSom6gXsbluR5Pz6R1MrKliA33is2YMROcFxt7c+PKE9fq5JSumpCVAjkSfy2ztYwJS5fdso/yfmkNyJE9K05mJHx/eohNOsCaOI0iwJGSLu3N98RQTUpAL0tUfPxDCpBXmcB/saN5R6PEpq5qaiSoGpLbDA7RVE1ZWEtx6R04WRLlqAoLHjrHXeHrrSK1JWVZcAMOTbh3juJmzkEJQgkVL0a1L2c7x5yckJX4fCBz841Zc90pQAGF2Js7guxsLClnHvHncZgkqnzJ61HNQgpD0YpyjKXKkkg5m2hqXjViUJKbG4JoSDmcvTRmfjCmpFVYBfLEWf2Ddo38ApGRCcpSWBytRNN/lYRXSbmJet9+MZfg6CgqlF1B6gSRYuzW3x6QxNlKyHJUnXgfxDWLWJgEwU0YPGwmcoBbcnNqmIe7De9mjJ/S4Zc1MuaGIsCdNiXObM1U1cCwrAJU2YHaoN/zwZ76QTSJL8QOCwpqByQDcbA3viFe054T+1KV4SwdwAkAgEJYUIcAgixvBcOjx5yH2o7lje3FuItApsmlALly7uLAZzvYvgZEXwc2ZMXNlSVAFNvFcvWjUq9d9jFZ2GVLRLWsEZqijBrUOsaOpnASZRptUcKy1+IYc1Ev36x5xEhacbNStQzmhdJoVu5H/X1Eac1aU4SUctHcMr/AGmxFgTU7xXRzCVhSygl0qFSibuwBIBIblsPWB43DrlBSJaFAAMWHC9WHiINd6cIthJ+ZbzCkkkKS51dgDQlgCfC40OkPpWj5UwIS04kgrSk5Cm4SouCrhtzvmM9aJgmS1TFAy6MCdGq4H+3jcCjiNQKeXNMoZZlQpQDB3IYHddGSPSMubJSUJYorUS/FdslwQwbm/lvHrpeMWjEzUTQUy8oAZNNAAGYqf8A2t1Eedm4ZPcoUFArLv4q6/UCGHN/OE9TraUEquEJcPkAAlgdo0pXZuHUXCClNyNC7XB2y+phdE2bNIQ7mgHCunm8c7M8VKvmKSi1ISH86v7eNRCQEMkFhD4wSUFCFKq5P4gulnKSZSqCJYTSpiOHIctzfqYuoOAg0d/n9QOahCwsZnUS4vXVoztT46U1JQkHidSibE4sNuV72MLzMRVwDT59obl9nJUApZalAPn8Q78HakGSE4U5v2ADdbN6x3CTM0oMQ4p86Qr2rKUJpVp+f5eOmCiJZSCRU1my33u9+sZKu4M9JnITlTqKZVFgoFjYguKMYUlzFplqSknxM43AqCKaEact4mpn1AKJFW4pa3Mlm6c7bxMPKGExBkSkqKHCgxzBrEbitdajpHZ8zvkiYpQzWLBjwNKHbQwmqYEqA2VdJy5wzs2G/rxuqSV/WkGttOfNj8vAAkqQTteLawVJAuVG21g27jsHGLRn4RfdTzJACE+ItucxLg00uG2aCJUB4iXNPTT5pAka0ISx4Qlndj0zl326w2rBoVOM8ly2UbMeH9aR3ItVE61+dIujVJJAAVVkhmscOerbwpNk4yWpakZVJagq71D8wGHEbRwygEOfjbRqavUIMsIQcLP4bkEOkqIyQ5S39PnMEJ0zF99PeqQHeiVcAGoogKY71eGsTNlCQJUvRRNqkaOdw5EKytJUivASQQKS5d9tgADnkI0v/ITMPiU4ecrMVZgS4yvQim9R4WF9YD3BVLXM2alXLva4ahq8Uml2YCzGzgOB79Yfwi1SkpQqwcErLEM6ibM1aVYBtYXUQVeQp8v94yvE9OSl6VKJBsl7Ni9t79Y1P20pIS3Rr3hrCzAFM4HP4eXCKICKEFQLlJAUdmwLDd4sxcERZXeZ1BJDPbd/xAdH4gpRJWlQSA3EHunNhcguQO+8cQp3o3z7wSdhkJACSCeB3tyZq/aNxZYOR2bbYQgvDFaglQKr+JwDUkmlLWBDxm3NKRSQviANIBDnie/mGaJiVSEYdlqLJcUvQGnlURbK9Rd9RSKqlqqcWawU7uMsz9fYQxJEuVKEtBJHPq5MTMMrHXTjDmpKLBL0si5d3a5F7Akm18DGI8tKTPzBWIUW8TB7C6A41Nq6PB5hkmksNZzuWr0f7WgiZZmLA4UKVhIFIwCmkm3E5YY7Wi5xaMJhFJIVMCbKdJANXDs5YNmLOXNKRcSTPmhmSpWlRszf9tKt5iLeJITUClNPqz3cgKZQF2vyIcsTFOw8RPm5hMUVl0vZgnjpxcVatHEWxyEIUMoyiu9T1qNq2s5YxkylKSCVEIUCWIu73fmGsfKPWDusQhSbixHzf5SFyRmGRzbgQ0KzNQTSqYoqD1JWAz1Bv+4uT1i0mVLkoCJYAGkMFLlWUV1BqaGp5bwp48BMZSH4QlJI5XFJA5ZgQw+VJbcnXW/zSGcFMUik3W3QX6wpqtLXZUtKVCyUgu4D8QfPMvBFSwoMpNYNKnZC6Vki5JHp/UIajTKMtJLOCq2yfOzvkNC65aigE3D8vm0OS5yRNIFqcz/Wrw9L8OC0Jr4ZhAdTE2LA1k9QMczBu4zpdQq0JqxZlzDkqmtPx/OwjoNPpAkAGp0Cx5g2It9usdm5VpKFENbi/SMeZOKiSGY+nnB/FdSVJSgBQtSFJBJADnyawDlrRldkYKTIzzErcqOzDmOZqTZ2GkMrxJnZM4ACAzHWpIfUs7btzhdOnUsy5jKY3ubAixtgm5xvGsMRLzqSSAQ2u4o+z194Co92gpPm1+R8ukElaWhZWnd3cMck29WiuIYoKc2Unj83gapxWkJOlttBDC1qCgABh3O4sWZsYjOTJkzsMpU05suYE03qxNQBua0vEAKDmDi1Pbz2hqQpSwlClcKTsbgXJUBuQH9BGDiUIwEpZKUla3bhRmLPq2tSSXpD2FE7GzJcjMWBAAfckuPXSHNRIKkolJIUHCioE8AakOCSEuSpVmexjIl4ojELxUwsS/8A9i70IFWACQagHhGnPRNnyZWElgKCdUiz6q51VUuRtCZWEBaGSQU0lRIWys1II2YfzGpMk4jEhC1FQygrCQGDAsApy78ddBGUkolZkAAvQksa7htPhMD1WqWUJAAACiX3JO5O52HlG3g+yZCp3fmzAZT9ISAGDFmq5IOtoB+tWqWJJIYEm1Srcnl6Q7rPEqkAMmkBLqJUUpIGUD8JpT7Fo85huy0Spveku5OVFMyhmatK1L7Mzxoz+0DNlCSlI0dVaFhatKBma7tGaF2boGYXci12xfHby9Bi+zJ0woKFAEXclnBd+dAHPSMmWtKQUqF325eUJ+KLV8pbAOzAE55X8xGvKQpJJQxDdXs3LUc47hUp71Lmkcs5B+VMmBCUkLG5ci4J328o4fCrKpTChj0DBQ75CHJp0Hzzja+HgoylEjhUeE4sLOO8dTP8PhLkVYbel9H5xl9o5BNDXF+d/SOY+JpSJZShCip3UXS3QNz/ABQnjiEskcz8842MBMXNBUoM1BV+f2gXw3qEiYJcz6FkbmytsYfH8QLBzkoVlXY+4i2OQru88u49tfzH0BGrUglyKWy1jfDbjr0EOTcBhp8o5AA7kEbkXpztappHnULIbLyY/OFotJWsEsQUh7sxYggpOGN3f7RMVKQqUZaUVoabu4Y0diN4CCE1FDb7OL8oDP0CVEXCS1mtbfh97NB5cxXdpUqu5LijfKesWRiFIG/zf8wtpCUrVLpKb1AuCSxvY3ULXgq0jMN9PL0+atBprKQJjvpwH4MaczTpWSkpd/PPLr2hQzgmXnJpV30Z35h+DawqgzEkZb6N6RVSCGuQUsCphdi1JBu7vHcNie+QZoDgmjbOz/ehNI6sZSUkdK0P8RchVZdgGDNZudswISpIUlUtQJS4JNSQKM+4PPlHFqDVFdtK29IsjVFSVJKXALBx7pLuxP2hPFdkJnze+SrKTVxY0N9HD3vdoZTilok9yplJuH/xrps7VFuDxFkUhvqcg3DqDBg2256ueUBk4NQnlKlFSGQedVG+wLBnoOECKgUAgMXPkwFvOusL6iY1jw7u+WIAFr7+UbQwstKysBy1t9Q7+8UQHFK9OH8QDUJUtLywU35ZYWx6sYvKVlVlUoE0HEFnY871MEllKFMusBRKQVISpJNyezNdYwNsdINMBIYQQrmJSpSTt6vYw/ppYSkBIYXCv+TlmJ2YN1zGapOfEqStVW8I0yeFydzmfkGZngc4lSX5OaXr9vvwhrSSQtaQFAOGLsAm/MnLXex2742NmLTh1icg5R4kmpejZSwdjUOTYvBcOgKWhKSATd2DcQSeRo1aQvr0pNgHFVqSeIgkhXnbzjY7LUqZK71dFKtZgABQMxLG710sAYpMKUTSJZoHDnUOz6s42PKLaDWsDwBSV5BSQoNfILjiB6bQtPwCVAKCyhaHU4Ygu7uk8Hoa3aLS5nc5kEAg3rsaMdNOcM+HVAsLqVZJCimncnYYy/Mwn2v3KUS15f2UnMQz2IYMbOToCX4RbBZlLKZQOc0FWPE0vbU24xWdNWs0uFUg3tcBuuwA7tvCGDOFkutUsoUohqmhJIZtg5v6UhnFrxE79jMFiWFMR/tHiJ42d4VnhwLEsXcFmDctzHpsKqaZy3WnLoGqK+E8iCKesZqSkBhc/PfV4y/EtWUECwSkVIKg4dmYMM4AMPJCU+IgZqAnl/frDmHlGak34gfOFd2hObr3Rf6mdYCWqUDYuP8AixHWICwrVoYRhiJlLaVsCK35vBPCakKCy10AGm4fr3JiCWVfVwtvFMWUrR3Y3Jrt/ETxzSpXSzAhQCUh3Zi4Pnt0jsyVmA+dI5gZ6pRL6ip4waZOCEplkVVKdNIcgG4JKssRF3YwJMvOorFGFX34NuIf00/5gSrYJDi4AJJt13iiJSJeZaE1VU8S38QvNTkOU7sNaX+8MmUpbIQcqDNuM7mzi2d4xzNRhpInYoDwp2q5PiGxalavUxJac0zIir9OAvt/EFnSS6LskgHfDs752fd4Hg8WFpmqlhS1AkOwALVAewuwd2ESYjLlCqAgHWj0Ps9IuCaSkpQokO/Jw7DF/UOPVHEmfMQqbNzpKfCQGZQzD/E6HQi4vpF5RCP2wEqcO9XFHuGrwLgGHfCVywSVWWE8JFgGuVE/mYHNu8ZPa+FxciX3aSVIJzF71LBN7Oxpc8o2uwO4nYgA0mfSlkvzP/bYmgvsIrrVJEqWpIIVTYhRIvdgqzqIUkk0jucRXskmfjJhxBCkkEKcB+BatAQwYk2gnbknD4MiThwoKQWzF+opqXd6Ai0VV4irTJSkKlsxum9yemVg2GzEQ3h+y5HaajOyqAza0TlA0F60caVtCgxmJwSRIlFBo7hiXL3O4BI/MIJQagk3W9r5LsegufKPRpxUhMpU1FUAJFKs1gB5cS/KMYy5il5WqT684k+aFl08KS+C4tYmre/3tA0YPELw4lmYSu5UzO/+LA7UraOzcoWWQ3B3+bwKfrkoSylAAOqnJALAluX95uXD4d5ycS2Vgzf8bvUUr/MdQmbMT3aQ4f15/OEYkvxULUFpcAGnH0osGZss5vjlGiZhUhRRU7HfSNEYJKFBE2xqTrxPy+8WGp4yVzBVSynNSXN7K2sALDlEky0SkhKWAGgtFVpUtFEk1puw9+ptHstCNQVzFoSl+BD3L7lhzcRRCQw8L6OWtqftT0EcmKXhsstKuJanSNNM4S0FRdCEJP4WCQN2ye0WWUIHiPn7adIzygzFsKqJ3uTHzTxLWGdNVMO5t0Gw9Iwpq86ifjR7DDyRJlhA0hWBwaO18J8W/wARJMtZAWAHzxAfj6bP+2NTAiUpyzK4WI5Wjz2Jwv6ab3iLHlTh+Pj7WhmsikCmYPzYV1B3BEaZGb56xnTkOvM7p4af1CXi+vUlQBRtYgcQL2brn1ECUUpDMSD8tDeDwqZiSoK5jRvjQsqZLW86oA5FX1AuxbdBsIs8tQzfB+IKlM1BElj0s2nMXja0RrQku5DENkKHZrb+kLrlS0gnI9MrCoY8DQVptvSM+YoyZhakXUtfzAC4Sbu+d3v222MWw/clBEkg6U4U0oNqbcIqpIKSo/Vx4/Lw2gBRcKFsl/Lbbf1hHFBaF/6ZU76A1FRRw1gxs50gctB1Lc3safOEe6xNBFg5DpBU79yLMbcn2inZUzvpBTmJL+Is1TXUaWO0HnyTLWCzJvcGltN2J0cViilkkDdu3IZ84IpK+5MyTUgv/wBh/kOrPSjwuz0PL5yiviGgqABKSqoEMXZg71Cw5EO/SFcP25KUr9yWpIAuQXoaUv1AbjDaJKpNlAvRgdGfl0NXjMGpMupMxhawOM3cX3OX3uzRvJVLWywQeIiGTnIKL6/Ps2kH0eocKWoUAlw5fLXba+8AmIWwQLerixf87cYFOlsQhJeG5Mo1kJclTPd+LFh7wri8QJUkT5rJZw+wI03qBThA0hUxkJqdIaRpkpmprLNepCgQXYuCMFxnva0Yq8fiJmCmZWchmUC9AyqWsxCersaOIlolT0oWaPdJFtGOmz+lIGvSKQyymmtru4wDdnv73hqV2zLmyGw4zGXlccHajm1GEBm4aanL3lAbH1052vAhOXWwTwlOeuWxbEPCR+okhaySoFw4I6M4zMC1desCBSlJIN6N93L61pFCWnJWFqsGADgE5q5PbnBwgTcMRPSLeIXq1Rzex2iyVmWkhGhcK1pblDSNQwISCFKBCj+Z1VODtgDHOPOnBnETSJ0ssKpAozABiKuTWtXYM0HGK7pP7RYkMri5emwsG5xWeOFIBGMjYubG31N7MNoPIVOTOmzkoJBUBxIS1A5+k1po1zaBTCnIhJIoH9Satrx5CjRnayWpV2PCCU05IIYhjk+2I9DLxCFJSagq01f8elo5JUAWpW786W09Yy5Wl+WlgCX/AO5Sg7dSHv0g6QlPhF/WHlzu9W5o3kBrDEnSUrqDhKSGseJ2JsOsccBeTWv9wFc4qRlLEn0agrGodOSk0uKeI4cEl8k89oTXjpUib3c5QBNvnAan7wvKQteZQDgXOjUHq4A1imk0ZlKNdVRCc5xezWcl4Ge0MPMSky1ZnOlbUq3zdo7iSr6MrM9w17X4QwvTEMpIAvboCQ+zZt6kC0KI7TUjEfpZpdTCqQ1SBZzoHL26kCDfopisIcX/AIO16v8AcDhr5wxp9OWdSU0KqFSrBwM2LuLsN4z+1O0ZZC8M6isFNE1JAuCSNdSLbxXDYdRImKAylw5NBfbbQawZepM9QUtQBAAS6bKZ2BYW9G7RWfhB2ZJVLkS1KQokkhVQ4agOge9z5QXvji1gzlAKSAB4aGurW8mhSWcrNLuClLZO1sM4e9maxjuLmy5kgScOkksApVaM1MxqSeHMkNAJYynvFEbtueAsAOPkYJJ1CpanTwqBPodmIubbwSZhv1ZRh56gpASDdnOlXq7GoB11aJKxCpCjMl+FTtyGzfOUCqK7lyotZ9+RHpDisJKwpEwMEhwf8aAhtWZ3u5UYGuYuco5iVKJ5vuYsJJCgFAJAcmoWcHoehHcZEVXiJeIwSzhAXLBk/wDJnLaU1NhUDSLIlGXNAmU52o+1609IWVLStJcODlLM+7C7tB+zxNlKEmd/9bXapU1yOrRRSilTpofQRl6qYhf+XLWpJluXTcAAPnPT0jVQ5SyjXhDcpEyX+4tIObfjGeCiZVMSDUprkuSDzJGMY5HMROVXiTDhEyW0tZDB+XRvvvpFf8IsoISG4zUzgtzJNgPQ4jhSWyjeLCfLEzMrYM9Q8Ukyyk/KKAUhwRzsBtk33MRKW8DUi0xQUO9Cq+143vDypMspEsJNTsR5M7XtytAl92ibnWpqMz0vtvYekZk9YWWKnG+v8D40cv8AFfi4V/6eWeFJ4y71EbDoPv2hDGz86sr2jV7NwZT+8u5twH8xzMIxsRIkSLyZqkKCkkgjBEWSopOZN4qtCVjKoOI7nwHxQahLVUzQ9hYs34QbKTbGR7xsycYmaAk0UfIx5vGYX9Op2dJ+V1B42MaWolCYkpITTYvhzbiDGxxYtffeDsKlTt80vTzhRCzLUFAl/lK/G0hWd4QEJKgKiBvc98X83MUQtOYoaos/Hf4YYRjVLVlJYHb57MIJppiQsJpKb/Vdr4sTnb+MsnUNA5qVFGZ34U+fN4PrNUQUhDMfqcZGGY4PX+YBJw4ll00fTl5Gur/mBSZQKSV9Ofz5aLaHVJUKU1GnJVkMWv2sHgGIlJW2ZXLnej00sa3rHZ0hYJUR5fP4jREixZgWch9sMH3/AKIylT5pZGJzMCzpBd3oSRdJFLM92NI4EhQJSQ7PcW2rqObtaPdWgzJYKymwCCzObvfcnryaB4FcjCY1clKVVcuXagctoB99qQedNmTUJnKIOUBI3YOz7n7Nese6fTVJ4SHqAAKiCbPZ7YDX3HOB9pdqTZE9ClghLPTUOLg1BGo47WpIwvfoOVszsAep5V49IxviCQQFiZX8xyAwJKTkkj1c3eNvDGSqQFYYASyHDb/LjpBsP3iJ+VVG+rMb9faE/BEpsFEubAgljsXA6w4MyU+GpjuNUoklIpf+vnKOiSspUKSzAHq75FsZ9IxphAw60T5ecZiGFQAagF2Y9Kkjd4SQwIXLcGlTvw9/OBzVm5dj1sH6t5xSXIE5QCyooAZrliKHNxF+LRUKObi70/HOCHVKKQlRBpBpthxh9+nKIrs3DSs85IUkm5cueOUFr6W3EXXiJiglBqBy+evWCLkAMKgotUpnNDG1wWJJ9HEZ2FxeIXMIBoHAzeHOC73BYjS2pgsySiWBVyalq5dNwK67U1hGbLM0UpKnJGBxO4s2zsGaPRlRwkj92oFL/wCO5JZyB9UBQ4WGDk+r7NzhuepyGYFmOc5JbDPya0ZfZ8qaFFVQgfS5bwvRncl2chRo9BExBSWpXXn7DYNtEly1FKgKSq7nHJmBLi7YucCIvFyE4gLMw5ARQ5mdTkENQjmGDPBZEmZMBRKQ5qTYlksTThdxevGFNUtY4kUkDm9ySBtyvaNhMiWJjk+LRzYDbhX40Lygg+Fb+m0Z4QXKpi0qNT0vwhwzMA9djfFoLLVnrX57iGyoBITLSQGvr+G+PGiWlosFGm+d3x3vFEeMqL7j4ITDzF3FY2PD9UEIqWsVXUmWAxqakV0iyQwOc37+D7TwMybiBJQlaiLrUaZSXo78Rmto0bmDxKJMlS1zBuEpF1CgzMAwFwOsK6malU1SgSUvwi5JSLAO2W5xudlyJycAlEv6jR6EJdyS1qHZ3ppbNnLlLxClGqQdTUgWDttqbe9Z+oquUpS3IfV1O1XVhF8L2f8Ao15ZKirMR9TMCHcg0dmoAS3GBT5/fkOAOWvPTrrCUlZqCVm5u4tZ8Pzb+83sRI/US1qkGjMDx3JqQB5nlFGSPE1PWNDQTGUAUhbndgzXsVOBZ3jE7YGLCQVTCkACz1NRZJckUVtDWBUjPlygvu1hW6qB6xRMx6lLvg7uom1j+/viOLkT2TIkIcFN6ZU/7izXUN6tZnjshclWeZiCXuALk6VNgm53tFXdgAxs7qfO5sGGTDmHOIlSlTSyrJSlAsxI6tr0pC0wIWQAG3Kjd/nrGasH5tqWCbkqNnw4DA4FzG8mZnQnMCX868qdYsMvdVdyaU86wyQ5S5ZiLm98MBYPeBE91mSlL0Ja1qVVvYa08oEluh9vmkL62aFhSEEFd3qfe2N4OjvCyiwp7+VPfhBZSMhC1Pl4N8EZ8zTFCaUFQmTFMdgByA7d2gjf7TQw2maFqzLYpSOvx+UD8O06hMUo8CBl1PfYpZma1z+0cSFBRLUi+JmpMpKRVR2GnG9+H5hnSGZMmFTEywGBN0k8gCXPfdjFFzUpUeX9nkN4FMQiXKCR9RPXg547ekMTdEkFySHsBkkvhsczyzHBiAsDJUnhQcS7U4XO2oCiaogilPl4xPir4gCXkyVORZUwKcNySQWJ5mMdOOzyvCL6kMW5afNaxp4LswhWeczaCOMheNyJEiRIkSJEiReVMKSFJJBFwRYiJHFJCgxtHbfDvxShZQjUH5an/wBUAMepxSe1vtF5ylTUsL6gkgKF2erHYtThGHN7MMteaWTl4VI5bjhfnHZy/C+CpMxKhawNx3vbaMjD9vpRPzTUEOC5YFyLaMeYq+piJ7EmTkq7qYlRGg435H/s3FjGfqtPwEpCWcApK9/9t3TuQcWjdl9phK0SlzCrMHBADN/yqz6FuBArGblcmZ9IFOL8rkGt/OM+bpwpRqCkjCaS/m7WJO/N42BPStLy/Fw16P8AOMRMzKkZWOpeGtLJTJSxyc7uej3iEFdAKXD6HrqOIgE2Yqcpx8HSLTZ4BAHCAHBIZA/5HblA5clZQUzavdqH0PqCI6lJJzDyuf5i2lKiVVc3DcuT4/husDnoCCJgIGlaF/etX9oqsJozxSZqjKTWCSXDMwL4I5X8o4uTIxAVJWHcBw5IY2yk0oduEEkhXeApLNr8r85wfUaqWtiAwURYHBbZmYWx5Qt2b2dNwiO6JBqXO4Pn1eL4pfezlLSnLS2mgN97tpGXqpVZSKmUFG4sSMgAhntvGsEJSmlhz/uLSpmQEtQi2j8RXWNIzPwKUWH0jDc2584zv0EkIUtQyk3yki1iz7b+WkLqWpSEjQdb+0DmKw5DFhbmTZz/ABC02TLmD/4yiFUJ2IG7WP20McTyNHi89AQtKgFHbLWNnKcEAgjP8NYPEImJVLKkuNlZgNb0PG1IspJYpelw4YxFVJWUKBBpukjF8XYxxIkrkd4gJmAkkGmr62uTt5xxaFIBzOC7F3e2sWKApyLEcR6gCz+e27gd1p2MmyjmWP21DKnn/wBbl9NtaFx1CXlsLh77fPN6Vi65RqIckgBRLMWtkdrY/eBYPFJUBNOUFdCM2p2YkbkCjVEWmylBRSA4A2Io169P6habqwFMxFyKnuSwNm/XkY2J2DlTwBMDj03ruOGmkUloUBmSa/a3xoTnElVKhSNnaskB6gEnBCb94O4oRyb5tB0ABGZNTwsAdC/OENaJs1akh6QpRdIZjhPF/wBz/wAxxbk1oPn8vDkgypMsLN2F9rmnk0a2ilUJSlTrIGTcvlg77h/6ICtBmoCgsgDY0NNYQnTM6lKSAAfn8ekef4pAsSTxEJcFnv8AiDwZjmBpZvnr8Ec7pZqBz/qCSNYVEsCAKh9OSOZgE5aMPKUrUu1nfh8MVXIyh3BtrvBaFVElqDe9r487RxUxJQlcyhB1p18tNKQN05QBeCSdOFKs1RF77C978I36QtiJoSHmnwMCxSbuwDihJf6WJO0WSla2Ske3ympdoYWsFCUB3Q4NwzVWa18nf+MfDEf+QmrmsAssAaqJar3YMGOmnAszlBWHSlN0u50Z6abmCCcaHKStRBYqDhKRwgi18HJYW3hXCoSqf3aZuSXmbKk1Uol6t9IsHoSHGsGMxXd5lpzKIuRQC1N9eA2eEJ8z/LJSzgE3H/2s5j0KcPL75SKqBcGpIGrMdT53MIpLqCVWG1/OF5WirDKKSn6iaiConkABboIcm4gIUJSUkk8KcybADnwFYMF/UtNCN29HJJMNy9OKbMAljc35Ws79feE5mOmJUEpRmUaMLcSTYAbalxoYCkFbqKgOf419oHqJMpNDKUAzOWT5AP8Ar6QWUvGLlkzEofQOSOpb0Ao1zoVRSSyHO5IHs59TWKzSl8nFgNzz6gW6c3g47xNWJJ3NB0FPvzgKMzafPnPaBarSoWEk3DmwwSdyzvEacKJYnVyWHD+IvKmrQSBf5SsGmTEy0FSyEpSPqPL+7dhApqkJGRavEeg6cOGusUShc1TIBJ+fHji/HfilUx0SHQk2KvxKGP8A2hvP7RnT53ejLp+Pj/1HosB2d3LLmF1eg/mOaheNWJEiRIkSJEiRIkSJEiRIkSOg8C+LZ+mAQ/zJX5FEggckLF0jph7tCWJwMudWx9H3Ised+MVUgKbh5+YY+t6x3Oi8alawPKKUqS5+WohMwDkm4+YMmwJEJ4ZSsB+3OdSTzKX3/wCBG711jLx+FxOIUZgDmp/5N7nezwWgENkcjiPTCblSShRHHbewbjUEepjzaXzBrwDV6UEcSagDkG9s+18weXjE90jPMAV/yavNrcLjnB0d4lRy/wAQNToIJKgKmYAEENkhnH3h1ExE2oq2tvLccqRxs3hpbrHqpSiSUKGOTgjIwSXHuI5ORLmp7uYL1/o7xxK0hsw+a9D6R5PUrhSEoL2UFnhUOTb4x/TRElHcZUksKbENsw/LxaSUg5y9Kho9TpkoTTcBzuVUnm5u2xe2Irh8ZLWvuw+YB2NCenzk0RS1rOct+W5Qpr5SlhkgLSAARcKBGSAzu1xj9zJN8yWJvx5HVuh4QeQtEtTkkHfT5veDaeSTMSolD/SA98M3/J+gi2IUESlqO0DJzJ7tINfv9usNqUymIYGzEbb23O/rGIqYruxOw4Yi7uzaGl+YB1caQBKdDpdoc1i3USkqKfw1lyBlnvZyYv2fh5iJDzUpQt/EUgMobnSvBuloLjJsuZN/aKinTNcPfXeF0yypRVaw3LPjrxF1O1sGLTJwwYl4dAz5lEaUudBTTQ0ioBmJJe1T6Cj69YPoVhdSJJBWC2zqBIFJBP74HKMfFyVyMk/GBRl7Av3ZFq6g2LZdn30ZAIQUSnCzQGjKSQxFfNqvwaJKncYJCQRgkVXZiVAgvbbY45Rc4KXMGVnzeJgqpucqWyhNdbEXMJoxBSsEtSlRyDl3emmhtCipKQTwh8uUvt9tto9BJmLUlLsmg8IPiArvwbTrrC5URQKcRnTdKFzQdhfmBe4BZ+jbQ6KpC2PLX51hpE4y5Tb/ACo+8XnSZiQWBSE3ZJCX3Lfz0iwIsIohctRDlyaVc8vgipnLUhNDk7lgL+bG2POKhkgrt+BFsiETCF0H26PF5EtaAKjUS5DZF3V1OdrWiv8AqCh6t7P7sRFZikLJyhh8b4Y80yyAp1OlRBqcIpCh1Lk29hEUhSlBQLM+g2t96NEmJSWYVGl3I5UjUky1KNKQSQLWJ8+0YK8aMNNMyeWsC4LEsddA+oSHItApcqZOOVAJuWG0Ul6X5Sy5Y3rIapT7OLAN36wwcdKx0t5FS9HdgdC1yRcD1F4LMC5S8k1w2gOmz8XY7VppB3StYBpQkXe5Nm6Hk9hl4SnBOHkLKZq5kwgjQhz7A86AXpEQUrmCgQOtvVz01i4mqVWozFMp9yVE7Ph7b9+0ZmEQMOpOWVnNGIo27EuN9ATu1YOtSpiVLVMYbO5J0cU87D0gZkglKUlyQCarB/2u2LnEOrxK5a1TC4qcqAXHMl2B1bQXeA9wlRSlB0ck08tTtuTaF5iihSnHJsu7drdr+0PSSrEZZoUSs7UQBroacRUm1IEpIHgbz+eh94R13iqZOfrOEAiz7lsRohSVFlOWo+/LhuabQWRglz6i2/43jySymmLpKntbA2Szl/4xvDgSEpYekcWSl5aHb5XT5rpGvoNEZqyFKSBzVfqc2tyePO9q9uS8KkiWFFT6OB5truByMN9n9mLxZJSWSkOT7W15kRz3jfj+nkFpakzpjn6XoGzlT7jYA9xHEdpTp8nLkyOLlqPsK+ZbkYZldkkh1r1s2npHGeLeLTNQqpZAA+lCbJT2H6lz1gEqSmWGFeJv89I2koQkMlIHIfH6whBYtEiRIkSJEiRIkSJEiRIkSJEiRIkSJHqS1xmJeJHSeDfGmoklAXTNQk4UBUQcitiTt9QLNaEJ3Z6FZjLJSTqPnsz6wFUhBILCnAVe70+GOp8P+L9OuwJRd2mcLHotBuLnLdo6Oz+/AE5TG1LNxBSw6RlYiTOw7iUnMl3/AOT8wxPtGqhAWApATm6blxzBZgO5MN4WevDzDIUXG4y//wAqd+SemsZcxAWMyQx2r9/uXhaXKuWcHdrA9e/a0ej72yQX5/B7dIVUqwNo8+WcEVje17+x7MIWSiX4q5KuWVruXZuoaLBTkZaGLKIlpxZPcqHYXftBcktaQ6q78eTxVjMW2p5N9miqNUksQoNzDXcd/YwCZLxCEKUiqjtZxYlzTah5gwTuz9Ch+YBLkSVLWy7K3pdjl2By42gvfYlGHC1SwV0cZvYkM/A8nhlJ8SUqJCRq1W4h/vEWlJZK5rkG1PD7iz+kEAmhsgvfMS9fO3lAXIJUhNPP3aDqNIIF1cncnz58jAFrQo5ZoIBoKGnUUFbHlAB4qm3z4Y8CjyUk/Z73ex/SCIlow6SxcXDmvED3q8WITwMNypAQSS6FKFQKQC6mcHI6h7GM3Fz5mJlD9KUqBUUkEaNUVDuORcGDBJlqAnlQYOlvMa2POkAUsbKCje+Cbu5Zy/rFcB2auWWmIKbBwqnTUbNTVxFJxzVf0r13PU84ScJUaphCb1IGB/uJD0i55ZjdWgGYFZQ4sdQ/zeLgqUhkp2r9uJgxkIURwixcU2dtiN/4gS52UqABJDU56h9ONqQMTFpBr5/aCSSgAh+JyAwvVllF7bwHErnLlBUtHGpYhtgAX5FomXNVTjbbbcfeIJSQ7BizOGe98+8dlYgLOYmzWLlyLEAegeB5lG5/ED0qVKSK0sXOdxh8teLqmh1GXU/5Vs3o4589oJNZCvCb/PSC+I6VVkklLZpuezpPDbscQHBY2VjAVodhZwQDy38ov3asOtpgBPMH814HyiyVqSGFTE+TDAPQfeKYqXKmTUTVkDLYu5JN2A36mKAqIUkHn85wSXMxl2DNtd+Xf2jPTLlmeuWgEA/U4LkMwA24vTappMzAEmot56wVayo1UqUXBJHEbf8AJ7O5vGcOz0ykKQJyQDuQACd21agAIbhDSZi5ywsoJN3uWHN9buDEnAAAkF1C4Kg7/wDEfS/V+cGwhzkozApDJBSk5S3+LkuoanKzmhJEUxCQhtzUuavuwFODvyhLU+JKWAmpVLshIc4s5NgT1z1jbwnY+Fw5Cu7SVb8daF2HUxZc6asMVFhoT5W14tCK5OoJVdKXsDuPO4HkIbWqUHFGPL1ekcSvDJALE+35PUwIeDSUAzJzEbkmlL9STxf20JKxcjNWg3OvICp9oOMZiZvhkgjl8Ye8L6r4wkSkhEmXXS7WKUObbnA6C7C8ZuLdczPJUQ93ajaAfGuA8NYbATV+Ke2+5JO+nyscv4p8Q6ieKVzCEO9CeFDlthnAy8BEhHed6Q6tzU+sa8mSiUnImzv13jKg0FiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkN6DxOdJLypikdjb0xHQWtApkiXM+ofnzjc0nxjMH+pLSvqLH1L+zQf8AUOzi2xIHl9PpGevstLESyz7h46bwn4n0kwpqmfLN3CxY+YSQ3cjyjPxU/E5cqXI9f/YKCvJPnAJPZBSsFTHev2Ib18o2ZerlzSaFS3w4PzQB3CiBfkLc4x5YmiyCdWcgdWCT1JrsYvi5eHCmQSD/AMkj0IUoNyFN4TmyaVuSDfKffvHqZWOxHdAhCk+v5Pmp+EYsyhYEEcPntSAzPDyHJWpKVBwCXti538wYcwfaUvEApBJUm/hI9KwRaijKcl7fPw0VkyCEkCYq2wZx2IvfrD+cG4NeECVMBUCUj1rzhVZmOXC3yks6TsQWSMxCtgKhvmv9wwkS20bWteYrpDiAaBUgAkWA/D0eofceUBVNlS6qXTizebfeFlAZ6H+fSLrCjLCfmMQ4YhxfuS3vFQoIxHhljxByoNpSu/mYtmTcuWsPntSFfDtN8rhKlEuzHHRvvBZxmIl/tuT0px/iL4mb33iAAHCHZKA6y4JOxDM3kHjkycEJSxvQEVqeX5hdTkADTj/PzaLiQSSoF0pubCx5ud82jNxGJk4VQllkrUdKvz/BpsYuhClIJCbXL6bfPKCy6SSzJZmBcknduFvX3hLvTPSEK/cUq5YhIDVfx3/68aCLMkErBZrA1JPl76bxSagkKu13JFg+QOQ3tGjIOGw5SkKDgalzzDksNyTXeB5ll1tQ32fp6RWUulLOCCXJbfkDsOgjkyWMQsLkrIABAABy8y1DFhNpkKQ1NA/nccYrImBTlCkuLuFAENy6iBlKpSBLmgqSaGhA8kg0OrsN3iZVpVmAZq7e7fmD6VBUSWLDLkOPMloBipsqQnL4SpX+JJtsAEu3Ro7KlFZerC5DfdvePJ6gwpS3NRLv6AAennEw4n5SFqISdAg038Sqkn/caR2cZZYJS3W/QUHvGjpdWJCR8tdSlZTSzWsXL35DqcGMaf2PicbiHXLCJaaB1XGzDfW3WNORjpeClvKXmUbhh0rrGD4x4hLqqmzE1HaoB+pAaN3Cpw2EGRKcoH/YnkAQfccoTAxGJUVs6jqw9xQH48Y2t+LNOn/TSqYpvqwOwdIIHYRDjZqlEvTQMB1NST5gcIcT2TMIAJA3qT6U9SYxdb8XT1hkUoHQOr1P7QFU1S0spugaHJXZMhBcufaMOfqFrLrUpR5qL/eBAAWjSQhKAyQ0CjsWiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEj1KiC4LHmIgLRwgEMYekeNahH0zl+Zq+7wVE5aDmSawsvBYdd0D5yjR03xfqE2VSsdQx/+JEFOLWqqvRwfSFV9kyFfS4+cYdkfGd+OTw8kq/eOGcFVdQO4I/EAX2PqlXmP5jSkfGene6FpByGt5MTC01JmsVLLixOWh3+n2aBf+MnJJZiDcOfv/MPK+KNEQ6ZqgeSkKPulN/aJJnYxJKSUEHUOPMH8xJvZQKHQFA7EgjzpDGl8U060n/O4tgUKY+bWPlDUzE4l27pJHPXkf8A9CEv0BAJUWPzUH7QVU7BExB5gIVjG7DEGE4Yhpc+WpNdw3op+hDbwMyUyw4L/wA80/eLo1xUXWlKyQzkqcbWIYxEdnhFJC1S6uyQlj0IPo3KLd8alYzU/wAn+yh6vHsmYuWCCpNJyCKn68T36wLHYHDTJomlJzbgt7M/UxSVilJBSixuCzeTe0eamclAcrs1sueuIBJxImTVEIWRZioN5E/NQYscKsAM3CMyf47pwljNUk8wCfak/eG1TJhW6gydv5CgDyaCpwUxQoh1cw3lT3hCd43oSOIqWebKv5MPu0cGNWFMAkJ5F/eGUYPFhLAN1DfeB/8A7dp0hkS1hsAAJH3/AEii8Uol0kjoPu4jv/iZ6qrUCeLmM7WfFylWTLbqTV6gpgicaUigc7ln9AIZldkJSXUp+VPvGdO+ItSoN80gdLfaAnFTNKQ4js/DJLhA6wkvXTTmYs91H94EqdMVdR84OJMsWSPIQvA4LEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRIkSJEiRI/9k=)
Radius? Memangnya alam semesta ini memiliki radius? Memangnya alam semesta ini memiliki bentuk yang mempunyai radius seperti bola dan tabung? Kok bisa? Ya, sebenarnya ini tergantung terhadap pemahaman kita terhadap alam semesta. Alam semesta sering dianggap sebagai semua hal yang ada. Namun, fisikawan terkadang menggunakan kata alam semesta untuk memaknai semua hal yang dapat dipelajari. Dengan kata lain, pos ini akan menjelaskan tentang alam semesta yang dapat dipelajari atau
observable universe. Apakah yang dimaksud dengan alam semesta yang dapat dipelajari? Berapakah radius alam semesta versi ini? Apakah alam semesta sesungguhnya memiliki radius? Silahkan lanjut membaca.
![Image result for big bang universe](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSEhIVFRUVFhUXFRUXFxUVFRUVFRUXFhUVFRUYHSggGBolGxUWITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLSstKy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0tLf/AABEIALgBEQMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABAEAACAQIEBQIFAgUBBQgDAAABAgMAEQQSITEFBhNBUSJhBxQycZFSgSNCocHRsRVTkuHwMzRicoKDwvEWJEP/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX/xAAmEQACAgIDAQABAwUAAAAAAAAAAQIRITEDEkFRIhMyYQRCccHx/9oADAMBAAIRAxEAPwDncs8YPc0w2LT9JpiXemGrq7Ekv51f0/1pJxa/pNQzRWo7ATPmE9xRXQ7N/aooFdZ5B5G4dicDBPiQepNPJED1zFcgvlCLeztZfpGp1Pak5pbA5eYT2NMOGFdOxfwzQxIyP8vk+eeeaVnc9HCzZFJiUABstvpOup9qo5+VDhuJYXBTSrMkzYcsyApeOaQpYE63sDr70u0WFGJLmkmQ12nmj4a4Ix2wmZZFxKQseoZ1UML3lVQWQ6iw31Hm4ocX8IZEJLYyJY1heYyPHImVYyA+ZDqLAg37+KXZBRzPqmjE5ro7fB+YOyPi4EHVSGJirnqu6CQAKPp9J73uRXPuK4EwTSwEhjFLJGWGzGNyhIB7HLehS+AM9T3pBlNIoXp4YC+qaHWNNkUVSxjyzkd6d62bbeodGDTToVDxlNF1j5ofUPemjTaoB3rHzR9Y+aYoVAx/rnzR9c+aYoA00xD/AFz5odY+aaq74JxuGCNo5MFFOWdWDvYMoDRkoDkJsQjDf+c/umMqusfNH1z5rUPzLw1iSeDRgm59OLnUAk30ULYD2Gg7WpKcy8PDlhwiLLlUKhxEhCsGkZmN19d86izXsEFvZWBmeufNSYsQWFr6iryXmDhruGbhKrqxcJiZgGHTcIgVQoQZyhJGvpOhvUXifEcI6AQcP+WfMD1DiZprrYhkyOLWJIN9xb3qovImioMxHeiGIbyaXKo33pkVbjQkx/qta96XHiG8mmXf0296THUtDLLqnzQpuhUDCljNMmM09PMb1FZz5rQWBfSojFTZY+aSWPmmGBZQ1ouC8+cQwcIgw84SMFiB04mILEkm7qTuTWZ6reaHWPcUnTHg2fAviVi4JEaYnEKizgLnELZp2DyOZFU5jmF7MGHtoKg8zc6y4vHJjlQQvEIhEt+pl6TFlLMwGc5iTtWazKfakMlLqgNlP8UuKsUY4m2Rs4CxxKCbW9YC+oWJ09/IBDGN+I3EJUeN5EyPHJEyrFEo6cv1qMo0++9ZEik1NUB1Hl/4uzRF2xEXWd2RgRJ0V9ChVUoEZbabgA9rkWtz3i+KaaaWZgAZZJJCBsDI5cge1zVfenY5ux1FVHqIbJoqeePuNqZokqAMGgRSaMGhO8MAUVKIoqTVAAG1OML601Ska1OL8YMIiiuPNPq5VgymxBDAjsQbg/mtc3xNxrWLJhXI2LQBjvfcn3P5NKSaYzFXHkULjyK2D/ETFkoenhRkYsAIAASUkT1C+thK9vBNKxfxExkyNG6Yc5lK36ILqGBByEk5Tr/SlkDHAjzRkVsuI87YiZJEaDBxrIrqcsADqri1lIOhAtY+1ZK4Ha//AF4q0rWRDaoTsKfjw47n9h/mmzITVzy3AjyBWF704xTdCboj4bAO5tGh++5/NSl5axDG2Q3969Dcg8DhjiDFEzg6H0lrW3NXnHGwqRM84TKBY7A66AC3etH1jPo03/ghSbVo8uYngs0ItIth2P8AaqmQWNa7mriymSRY75Mxygm9h9zWXxA71XIo6iCv0aO1HHRE6UqOudmiJtCjoVAxibemWqTNa+9MMw8VoKho0VqWXpOegBs0k06WFJsKQDZoA0bCk0ALz33omSkUavanf0Yk0VOkX2ps0mgFRvb/ABS3QHUUzS4nt9u9OL8YhFCnpo+42ooMO7nKiM5sTZVLGyi7Gw7AAkmlJUAha0/AuTTisO2IGLw0WXqfw5HyuemAdB73rPjAy6fwpPUbL6H1Pgaa00yeRr7ijaA2DfDjEbpicEwsDfrhf5QbWK372/8Auif4dYkEL18IWIZtJxlCo0aElsth6pVFqyMWGZtl/fQD8mpAwaD6mB9lH9z/AIpKEmFosuPctTYMJ1XhbOWAEUgkIKAE5tNNGFUww7fYeTUlSBoiAftc/mlNhyfqOX71qoWsk2Rgije7H8CpeACu1mbprYm4UtsLgWHnzUrgeBiklCvKqKLFnYgBRcXNt2t4GprW484bDzZo8Z1xnbOY4+lGQ62BWUaagkEAdjVwgJyMS+DDZiGy2AIDg3a/6bC35tUR4rbsD7CrHiWMY5epdtP4bE65NQBbYAWNVBNRKkxoczAdvzTkWMZdjb7aVHNFUtjououZZ1FhIw/c0eL5gnmAVnJA2F+9U6JetDw7hkSdKV5UkVtWjUkMtmsVa+lzVKU3ixOkUk2a5zb0uM3W3ir/AI8IJS8sKlIw4W2ZfTmzFVtu2inXYd6o2VFeyMWBAvcWs1tR7/eiqYrtEdqXFRTDWjiqJbKROoUKOsyhibemGqwmjRfqNz4X+5qO2Jt9KKPvqf61oFfSNkPiiZD4p84yT9X4AH9qI4yT9V/uAf7UBgimkmpRxIP1ID7jQ0XRVvoOv6Tof2PekFfCMGob0HUjQ0VABEUVOCpHDeHSYiRYYlzO18ouq3yqWOrEDZTQIhg0si4vWkbkuUjpxyRy4oSNG+EQgypkEmdiSQCF6YBI09YsTpc4OQeJk6YOT8xjsTb6t9PzYd6E0My1qlR8NnZQywyMGBYEIxBUEqWBA2urC/saDYVs2UKS1yMoFzcGxFhWr4DBxKBfRiGwyZctrqWylma2Ue7sdSN6pccpftQm0tmcXh86qxeGVVFrsyOqi5AFyRbUsPzSeFPOkmbDhs4DLcKGsHUq31AgXBIvXasLyljsXhM0uJ6quFZUmIAIBBUhUWw1AIuTWF+WKSGGQ6q2XIgvc3tlFu99K3hxdlTevgnayCHmbi6gdTGsgIHp6cLEqL2sclvOtzVfzDJiMWwllzyy5QBIwXMUUkgZUAFrltbVLxeLSE5OmbjX1m9swB221FqiYriJkUfxgDr6LEBQP6ULjhBk22UkEWbVnsP+u1aHlXhuGnkaMo8smW8aBhGHYEXBY3tpc+9ZWU2YgG+unv8Aan8Bj5YWJjNiVIYWBuuhIII20B/an2SehNNo7VguCYSTqcOjhCt039eVS4nVc2YTaOoBsLEWI+9cd4/gTBiJYC+fpsVz7BiPqt9jcftW54l8Y8RJhREkKRzlQkk91cMALHLEyWBbvckDt7c1xGKZ3LuxZmJJJ7km5NQ5go0HhnjViZELixsA2X1W9JJsdAe3el/7QkuCpy2INh9N1+m6fSbe47mmZBWx5R5OON9KEX9+33pKLbpDbSVsxhRnJNiSTfQf4pDxkbgivVvAeR8Jh8OsRhRny2d7XJYjUgnauFc84KAMzJIbq5XI1i2hIupG409qUYKSbT0HatmFoqWd6SazZZKw0cf1M9v/AAgXJ/ep2M4tG3/Zwqm2xNtFsTbyd6qWiYAEggG9jbQ23tSaOwqH8RiWkOZzc2tewGn7U2jWN6IUBSsZJxFFFRvqoNFFVT2KJPoUdHWRZGm3pnLepohvcnam2nA0UVpYq+jAgbxSWgYdqcac0QnIoyGCOy0gippYNvVzw/A4BIVnxEru/UAbCxgIxjufWJDuLAG3p3tfY0rCihilB9L7dm7j/Iq9wfKJMSYmfExQYd2KCQ55GDWksDGo79Ju/cWudKkrwHATXlTiEWHVixWCRHaSNc5Cq7BrE2AO53/epx5JWSMfKYqPFZSBI6oyLDmay52JOhuum+/alZSXbHpWJ8PsdJ64IhNCxYxSiSFBLGGKrIEaTMoIsbHa9ReO8rYzA9Np06ZkzBCsiMbrowujGxsQfBDb7gdR4F8EsOvrxk5k7mOJemvuC7eoj3AWrbmTgWAgwbx4LDpHIlpAyJdwY/1SNdm7jU96qMZSdLJn3j2SbOR8B5Sx07dUN0AbkzSSFGOb6rAetib/AL+a6FwjkuOFQ82LxOJfQKnVlhT9kVjIR23F/FZyPj02jsCd0Dm9r5f1DuMwNvfUGrHg3MgwuIEryddSrK2XOCua2q5wtz/zrpjHiS+sqcPypPBD5jwyYXEhgpgVhfIkZWzA9s1r33v5vWq4dhUkwyzyTDNlBRWDSHKWIAve41OyjTNVF8QuYxjIY8sbgAl+o9hcgBSqamw7m53tVfyfwvF4pSuGcqVuoZiqopbXKratcgE2AH+ajzdW/ETz8U5RUeN5XpPbnrGqWw8aqQlwLq0rIFI19P1AMNCQbX71innDSsXkMl/UzKCpZiLsPUBb1Egm3a4vVljsE2GxCwYtAmV1MjKTmZLm9nB1BBPvoPFX3ODcN6QOHjjRwLKV0ZjmA1AJuuW5ue4pRy7M+XnlFxhJP/RhVKXYtf2Xz7FtPzTQ6bk3PTAGgAaS51229qkIpBDh0Ui9r/jYjXfaopSzB5FZUckghcoPnJfQgXG1Q7RpsseX+MnBPKssTWljCMR6ZoxfMGjJ2PkaX01FOJjoc3/ewU/mEsUzFgdwQAwvrbQ1Q4oIbkOxYm5uPO92vqaf5e4QcVMIQ6oSrFcxAzsouI1uQM7drmmptKiGlljHGHhMznDgiG/oDXvawvvra97X1taoJroOH5WeF1hODn6lxnYhWax/TmiK5QPfWxqk565cTBTKqS51lTqqhGSWEMdI5Uucp8ebbConH0afhnGOlSsBxaWE3jYr9qijamjUuTVNFUa2b4j8SaPp/Msq2tYWBt4vvWXlxDMbkk01apeFwJcFrgKpUEnT6jYVNykFJEW9A1qMRwmGGCCZ4p2V2kR3sBExH0iCTudNdLaVmWFDjSBOyx4m4aKA5szBbE62AsLLqd1ta9tf2qsowtdQ5c5BwowaYjF5neWPrBFmEPThvYNoGLuQCbHQbamobKOXigK6LjfhothLDjFETH0ieORHFxmC3jDLIbfp/FZ3jPKckEQxEcseIgJymWPMOm/6JEYBkJ7EixoEUqfT9qEW9HEuhoRjWqlpCRY0VLtQrI0EY020FQ1Qk2FTMcNaTw62etNIVXKgDhxtqajTYcrVuy66g1dcG4tgMOf/ANzAnEHsRKy5f/b0Vv3NZQ5G2dHJwxjG1/0xNrVZYfhksmixsSdtCL/ua7ZwD4icBQAJEMKffD//ACiDf1qn41xaDE4sNBKkilhbWw/fuKfLNxg3Qv6bhXJKmzP8vfCPGyMrYoCCLdvUrSkeFVbgE+SdPBrscPDoIMK2EgjEaZGAGtycurFu7d7mpOGgbpKCANB50/8ALc3Onmq6ZwCx207jx7AeK6OOHdHHOXWWGU+CxryQLJdtPQRfdrDbz9td6r8U0bs9s1sunpBynQEMO49xr3tS+E415IVTqPcZgvcZTcZVCi5JFhcnbSmOIQPGfpKuVLnIQLDRgSij0aWr0eD9qvZHNFKbObRQLndCxDZ8iLYWJJsMzswCL79qveVOOphM+aJWZtLm2g2IBsfv76Vn8fKepILKQXOthmBv+rft581MSAoVAQlmT1A5HcEC7sqi+XTbMLjWuJYbRtz8a5I0xvisqyO/Ttly3JNkDEbkDTXXa16f5R5mxOA1RQY3a9mJUZgCLgjW1v20FbbjOK4X8myqsFgp6ZUKJ82QZdvXfNvmtVLy58ODNhhiZJ0TOoZUKMwyk2GZ1cFSfsbXpTebN+PhfGuqdmV5k4icSxllcdUZVWNRmjEdrgLICdRfUHW5OvaqzGG6IVRsqkjOUVfsudfq771b8Ew8EeNWPGi8aSMsgBsCVuLEjtcVqvikeGGFPlURJVZQojICshF2JVTYC53Ivejq9nPPk/Kns5tiowFDBwSb3WxBXxrsQR4pHzrBlYnqZRoJLuo0topOwsPbQaUuWMlSQhNjq+tgPB7CmDNnyozKq3AzZB6R5ORcx39zRLYwMFaMkRsWubvmAQWN9EC+NN/f2qDerDimJLMF/h2XQGO+Ui2hF9drDXXSrnlzlBsRFLNK3SWNUK5mVSxkJCkg3YLppprcWoiu2iZUhjH844uY+gmLORmWJpbO3srOcoJ/lWwpfDeXDLKUkEskxOsMIUMGP63NwD5AU/cVIblyXDJ89hpxL8u0cmZEBCWcWY3Yn0ka3UC1LxfxM4gwbI0MBa+d4IUjke+5Lm5v7i1Em1+4lU9B/ETlnDYCSKOF36jxZ54XZXMDG2Vc6gXvdjb29xWLCEmw1JNgPen5Z2kZnclmY3Zjux7knufemswHbW9wb7b6W28fioei0KSK+lwPY+R2v2/0qymx6iMIoBGfQlruFUWCsmqgamx+9QMbj5JWZnIuxBNgqglVyg5VAF7VGpdq0FfSVNxCV0WNpHZEvkVmZgl9fQCbL+1qj0m1KqbvYwCu3fDZ58Zw3I1i0EnSwzq5jkC5C5R2G67AA/2vXERXTPhH1o+rI8ixYJvS7P8AzTKC0fRXdnU6nta4O9Qxm1wcksGKk6cvTSFpLx4hjJZ1hOefKtvqzEDLYeq1tbDMcFjxJZ3ji66y36sWW6TIzXZZNLA9wQbqfvWt4ZxSGfP1o5pRN6JZI4nyKhAYJmAz3uqi5Ox30uYuG4QuGz2WZsOy5klKdN1BBujdQhTb0HMLX0oQHLeb+BDCYl0S5hcLLAx/mikGZde9rlf2rPoNa6LzpCrYGFwG/gYiWAFgAenKonTMATbUsLXrnqjWreifS0yUVP0dY2a0QZ/UL1ANwaeZyDpRM6tvp/pWuiNji8UkAteockhJuTc04Yx+oUWQeRRgHb2NrUqNWNkRWZ22VQWY210A1OgJ/amDKB9P5P8AirfgvNMmFidI4ouoxzJOyK0sROS+TMpGyEa/rNDDRI5d5vxuBlBSWSyGzQSM5QgaMjIfpP2sRXcsLzRhuI4NpcOSJsvT6N/WjuLWt/MupNxoQD9q4nh+cIilp+G4aeX1EzNo7yPJnLuAtje50Fv2GlOy42SdoxgcCmGlUuxeAlBoA2VpWIVcoF9x9VFsElds7g3ATFEiC3py2sSSHtqy9x9Nz9qz/HY3C5nGawYsWuWt5JtsLaa1huH/ABW4jhGMeLCz5GZGzkI90Yq4EqDK1iCL2P3qx438TMPisMY41Ku/pYOBdVP1ESDQ32111rs4uelmjCUJSmjKHCsWDP6BJd1Y3Kkan+UE3uLffe1bTkjlrDYmN2xEjKQSoVSq2st8zE/iwrN8LwqSgWYg3b02uoWw9ebbXbbsK2fLvJEk4LCfpqSQCoL3IF9bEWFKEUouUmdHOm8RMNx1Y4s0aKp7iQ5s9iNFtfKPxekYLmTEQ4cJDiChAtlvmNmYkhM0fota+jd9O9WPOnDHwsnSkCyGxyutx1FP0sbbkHz/AFqPy3yriOIGQYZUSMHXObhb6qgcgsTYf5qeTrdofF2ijOTgEK2YszXzgjUG+mve41/NO8RkGVEXIF3yhs5BJP8AMVFtCPTc7X71uOFyDhRlw2KgQyyarJ9StGQV9JCkkZgTbSsVxllaYlVyiwvoVu1tSFOoFJKzDvP9RxcWv5IZCMCHkZbH0qELgkg/+IZdQo/f2sYE0bIbMLHQ2Ou+ouP7VMkePuHvYdx9Xcg22/xUNHZCH77i4BB97HQ0SKBiJS5zFVGmyIqKBcnZQO5tc+w7Cuk8s/ETCx4NcNxDCyzMcoEgCDPEpBjuxKklALA66Aa6mue8RknGkmZQwNhplI22Ghq949xZ52OIYmSCTIMpAtG4UBoyR/2bLbQjcWIo6pp2L0lcy86K8bQYRI4onDg5EYMVewKvJLdmuBqRbTTamuF8trHBBiJoxLJiDmihN8ixBsokksfUWOw8C+t9MvxXCiKQoCWFlIJsLh1DL/Rh+962LfESP5OGJcIPmoYVgXEF7qqILK6x2+u3nQHXXap7VL8vArGDL8wwRpiZlhFo1chRckLoLqCdSA1x+1VJp6SUm5O5Ovb96egwQZQ2bdipJD5UJF0zMqm5OoAGulElehrBEjUEgE21Gvj30rsnBfhfg4opJ8V1MRGqq8bRNlWVGH1IsZva57tXG5EKnKQQRuCCCD3BB71t+SPiXisCyRuQ+HsFZciGRUGxRtCSL6BiR20qItLYpJvRfc68Kwi8PMkAijRnXpRnDqs6lPr/AI4Ys4OguxO4BrlbCtdzzzeMXKTGXdcuXqSDKxubkLEGKoNANPc1jyaqbXgQTSDFde+GfMGCfDx4SYpHiIet8u0oPSYyEMCSDYNcWN+xrj96UrVizQ7rzi0DhrpImJjHqikLurbao9za41BvYjtTXLOELNG8MqxuSAme5yXuDlDIw/cbaftQfDrj5xsiYHGBpCEPy8ym0sYQFjGzD6lIGhN8pAq7MRw/SKgsrsh0LKxJLgshsCosAL3Or6E20ALDDcHBR8NiYFnjaRpQ4dy+YrkeVX0BIUA2I/be3I+P8L+WxU2Hvm6UjJmta4B0Nvtauxcw8UEQAjzWCEC5BsGFlewGhse+uv4558TMPbG9cbYqNJgP0kjI6n7MjUxFZkoVIyUK57NqM5ioypsRaozVMacjTceDqKQWjO6lf/KdPwa6TKkRDSTUoxx/rP8Aw/8AOklIx/Mx+wA/1NFh1IppUcTNsPuew+5p8yxjZLnyxv8A0GlMy4hm0J08DQfigKSHA6p9Pqb9XYfb/NTMFzHioYHw8UzJFI2ZwLAlvTqHtmX6FGhHfzVVRAUqBs1XDfiBj4IhAkiZFQquaNGZbtmLBty176tca7X1qDx7mfF47Is7q5Utkyxohu+UEekC/wBIqkvSb0UhGrw/K/EoY+qqMjZ1UQ69ZixABEViCuu9+x8VpeWebuI4YZZMDiGW97rDIDmFxcBkIvYG9rVz9+O4kzLiDPIZkGVJC13VbEWB8WZvyasf/wA24kbE42b0i2jAXFydbDU+o6nX8CnGc1hDTp2jQ8W5h+alZ2kkWRbqqFQhADAFDqpUj1aW3AH20HKXFZsIGKlQj2ZszjTKA2awOYaEDY323rkWKxDOzO7XZmLMx3ZmNyT7kkmrKZ8XhcglV0DrmRZBoy3tdb62rZcsf7kPvJaOm8y8Ex+Iy41kTKFtEqnLkXVlKi+a+pbe9YPEq2csQL3vY3YC5vb1Ekj7k1Pg+IErRdFjba2uZQQCMwG4ax99hTGGxNlvHIHZt1Kg5dxqzffsK1XVq0Ycb5G2+QqcWARck57gZQiqltdbg77fy6666at4OM+oFlXSxDC99f6W871cY6fULIig6G6FTuO+Xv7XuKTicKJC8spcs2xsqgsFt6rjX+W9td+5qJRvRSl9KA4Riyogzs2yoCxJ7AAC5PtU3E4LG4FgZI5sOZFuMwKZ176HQ2vsdritvwTlDEphoMThzb5hZGlnDKnRRTlVDIT6FsLsRqdu1Z/nbiaOsGGilMseHEgMhzfxJZCpkcZv5PSAPsT3pNepisLlrlwYgrisZKywt1CCEMjymIHMN7LYgDXxWr4tw3AT4VXlfEpkLImIkWIoBlLWyrlJUFRZQbi+m9c94HzFicG4aGV1W92jzN0n0sQ6AgG40vv707zLzLLjnQuAiRi0cSl2VL/UbuSSx8nwKFONUDi7KV9hT83EXZQptcEWbXNYCwUG+gHgeajuaEa30rNt3SLoQxJNzqfNFauvfCz4fQYuOSTEagFQAN9d/tWk5t+DmGeK+C/hyKDo7Eq/7n6T/SpkknTeQTs8+0DT+IgyMVO4JB/alYDCmWRYx/Me/jc70q8GR2Ug6gj2ItRirzmnI7RzLcdRLZTvaM5MxI0vpsNtN96oqJKnQGu+HHG4MLiJDOSizQvCJQMxhL29eXcjSxtrY10CPhyzyJLh8XDNHcD/ALyoOZQNQjqlu2ljvauJChUjO/4rlzFTXZkClr2bqIVsT6bsGsbCwsN7VkviJgCsMBnKJiIiYRGHVmeAlpEcqGJQqxZdd7jxXOpZCFAubeLmkRNTkqEnZsunQp7LRVy2bmOm3plqlStTDEeK7DAZNEacNqTp4oAaNFanSfam2NIArUTGhRWoAKio7UpY/NFAJUXo2NKZvFNmjQFny7x2XBTCeHLnAtZwWUi4bUAjuoq14Tz1iYWYusWIDZQVnQyBEVmbpxXNkW7Hsdh4rLU7Enc7f60lG2Fmp4jzpLNFJGcNg0WRct0gAkUXJGWS+4va9qyqsb3F79rb/tag73q35Z4/8mzv0Ipiy2XqAHpsL2dDY2Iv/QU20sICIOISKSsguQSCGGVgRoQfBHvT2IxwfW7Zjvf/ADV7DzpCyH5jhuHxExzlp20aSWSQuzuAtranQW7bDSqrmLjUGICCLBQ4XKWJMRY5wwWwNx2sfyacZv0KGosTIq5MzZL3y3OW/nLtf3rQ8ocNhxTynEhxHFEZGMeQMTmVQMz+lRre58Vi4pmXY2/0/Fa3ljnf5ZBHLhYpkDOwuWRv4i5HDW0dSANCDbtWi5E9kST8J3FOR42AfCTiRHYIqtYSJIQSI5CPTrbRhYHXasi3DnVimUlgSCBqbjcWH2NdQx3PGA+RnXBiSOaZUAQgkxENdm6zElhq1rAHXt2pfhLxhoMeEAU9dGjJJCuDbMuRm0zEi1jveqw9E21Zl+CcpYvFuUijtlsHaQiNEvsGZu/sLn2qFx3g02DnfDzACSMi9iGX1KGUgjcEEGvXXRTKFIDoBqWOck7a33NcR+MXCI3nlxNjCyZEyuNMRayh4iD2W2nhfNYx/NuirrZz/gvNuLwpBhmZfa+h+471K4tz5j8QCHxD2O4vYfbSs+8X70IEXMufMFuMxUAtlvrlB0vaq7S+jwNMSaOGZ0N0ZlJFiVJUkb2NtxoNPaupcH4lyxCnrw88rlQG6is+vcr6gqn3FqxvN+N4fLIDgMM8CAWIZ2fMddcrE5e2gPapapjTsz7yswAJJAva/a5uf61d8O5RxM8ayRdJiwLCLqKJRGDrIVOgXS+97dqb5VxEceJRpY1dTdQGVXCswsJMjaNl3sa9EcF5eUw4d4+hK3p60vTEbMq7BQAClvFUlGrkyJOV0jzfxfgkmGy5zGwcEq8bh1OWwYXGoIJG4qBEtyK7B8YMLgYgEULnykwiPcF5LyGQj0lQBYDfX2rk8Qtc0OKvA1J1kRMaEVE9KiqJbKR0Lp0VTOnQriOk55NTDVLlUeaYMXuK76Oahg0k0+YT7Ukwn2oodMYNJNPmL3pBUUUA1RiM04XA2FNs1KkAqwFIZqKiosAjRUoCnRHbU/ihRsQiOPudv9aEsl6J3vSKbdYQAoUKMCooYBQoiaKhgX3KycPLSf7QedVyr0+iASWuc2bQ9rWq7fBcBaQhcXi40/hhWaPNqS3ULej6bZO1/v2w1KQUqtjNRxLB8KWJ2w+LxDygDIjwhUY5gDdraDLmP4qiwXEHidZEPqRgyki9mU3B19xUR2pN6q6whbOgwfFPF9RWYRCMG5gVBHEx7sSnqzHzt7Vnua+OS47EyYqQAF7elSSqhVChRf2X83rP0pHI2NjT7t7F1S0LzGlCY7UfXv8AUt/caGkhb96a/gB2Nc3Y6eKT0r7GkqzLext5+1SsMwVlI/ieVANwdP2NPexCIVkjYMAQRqNLj9wdDWnwPMfEv4cYkWJXvkukcaFT9SkgAFCfPvrVbNxkk3FolbMDZWOYWsPSTa113H6j2FqiDFqwTMSpBPqJLADtZLaDf71afXTE1e0Pcx8ZmxDgS9P+EDGoiXKlgdbG5vr3vVa7WFqW1iSRrb2tf3tUd21qW/WCXgomlx02aXHWTLR1fJQqR06OuM6DlU1MmnpqZau85hN6STRkURoASaQaWRSbUgEmk090G8UroAbn8U+rAj0sRedBThcDYU0zE06SAXnA2/NNM16KhScrAKipVqFKgCtRE0ZoqTGFQo6MLelQBBb0bUo6UiqeACoUKFqgA61HCucejFFC2CwsoizWaRPU+YSCz23sJf6CstRgUVYzaNzth73HB8Bb06FL6gDNqANCe3b33rGMaKhRVaEKDmlBx9qbtU7g3DHxMyQIVDPmsXJCjKjObkA20U9qdgIhxDKcy2vYjYEAMLGwO29IzpktkOe/1XO36cu371q0+GnECocLCVKob9ZBbOLhTfY9v9L1F4lybisLG8s/TAj6dwsgdj1WdFK5ARa8bXuR2801K8CaKC+UWpkipJRWH1gN4IsP+KmTGRuKqQkFS0pJFKQVmykdoyUKkdL3o65Tc5a+Dl7wsf8A0H/FIbAP/uW/4WoqFdfdmFCf9nN/uX/DUk8Pb/dN+GoUKfdhQg4Nx/8AyP8AwmkNhpf0N+DQoUfqMKGmwsv6W/BpBwT/AKT+DQoUd2FCfkn/AEn8Uk4Nv0n8UKFLsFBfJt4NH8m3g0VCqTABwzeKR8q3ijoUnIKE/Kt4ofLN4oUKVgAYRvFLbDnsKKhVXSChHyzeKHyreKFCpAHyreKHyx8UKFAA+WPigcOfFChQAXyx8Ufyx8UKFAA+XPih8sfFChQAqPDt9I2JBI7XF7EjuRc/k0t4LaAbe1ChVLCF6N9A+KWsbAW1t47fihQqRhmMntSlhNChSYHdunRUKFcpsf/Z)
13,8 miliar tahun yang lalu, alam semesta kita hanya suatu titik yang sangat kecil, sangat padat, dan sangat panas. Namun, secara tiba-tiba terjadi pemuaian yang menyebabkan titik kecil itu semakin luas. Titik kecil itu semakin membesar hingga sekarang, dan ia masih membesar dengan semakin cepat. Perluasan tiba-tiba itu adalah Dentuman Besar atau
Big Bang. Segala hal di alam ini semakin menjauh karena perluasan yang tiada berhenti. Jika ada suatu benda yang dapat menghasilkan cahaya, maka jarak yang dapat ditempuh cahaya itu selama satu tahun disebut tahun cahaya. Cahaya baru sempat menempuh jarak 13,8 miliar tahun cahaya. Berarti, jarak antara bumi dan titik terjauh yang dapat dipelajari adalah 13,8 miliar tahun cahaya jika perluasan kita tidak dipercepat.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/9/98/Observable_Universe_with_Measurements_01.png/300px-Observable_Universe_with_Measurements_01.png)
Apakah ini berarti jari-jari alam semesta yang dapat dipelajari 13,8 miliar tahun cahaya? Tidak! Ingat, perluasan yang disebabkan oleh Dentuman Besar semakin cepat seiring waktu. Jadi, jari-jari alam ini jauh lebih panjang. Setelah diteliti,
jari-jari alam semesta yang dapat dipelajari adalah sekitar 23 miliar tahun cahaya. Wow! Selain itu, jarak ini berlaku untuk seluruh arah, maka bentuk alam semesta yang dapat dipelajari adalah bola. Jika dihitung, maka volume alam semesta ini
4×1080 m3. Massanya
1053 kg. Sungguh, angka-angka ini sangat susah untuk dibayangkan.
Hal yang perlu diperhatikan adalah bahwa alam semesta yang dapat dipelajari ini tergantung sudut pandang. Dimanakah pusatnya? Alam semesta yang dapat dipelajari dengan pusat Bumi berbeda dengan di galaksi Andromeda. Alam dengan pusat kamu berbeda dengan alam dengan pusatku, walau memang tumpang-tindih. Tentu ini adalah ilmu yang sangat sulit dipahami. Masih banyak misteri tentang alam semesta ini, yang dapat dipelajari dan juga yang tidak dapat dipelajari. Ilmu yang dapat dipelajari perlu dipelajari, oleh karena itu, teruslah belajar fisika.
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