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Laman Teorema:
https://jurnal.unigal.ac.id/index.php/teorema/indexTerindek:
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)
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)
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)
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6Avlq5cuYL/3lJKI8T/lx0Op1ykjS2y7o8y4dBxw+I1UxOp7iWUWpuvCALtUeyyizrNZT4KmvdQrRwprteEq1dBwD03CQl2a8LooXkFwUYjFDtQtXOTzNXDK0c6cghVAUOfXpmcazyjX5vnVA1V6PlJNDyyd8MS+a+wdaK1rugRZke5agZBqw/5xf5mCRE3F5bgYGqBTTr6NvICfXNvYWmBJlf7HlifBAiQXEynVoNdhmohg9LJCHzFoYmjEjx27ULuQQVcmzfq/EiW4uWG3ujqzIOgSFdHn+7JfS1NFoU5Azju2EUxfFae+wdYc+T97SfMBaNNJ5DS93voqBGl4WzFd0wRJsM86IHVyWrFTVmNrRFKmGTMuGCsT2NbyBBZD5gJmiAYFmXc06NAXr7xhIBgiGnWIvFg2MxGbShXBJfUcHWXb40v8mocWxyBgatWzEPH/BWIWIA+mlHrIVBBzarCx6OmGIkXy0NOadQIadVBFeoZTimJleHnIsb6+tbXU5KUsNIinQx2wdvEFohb+nRfAIt0lBrG6pLocwnN2iVDSxMUtCtnZjKTQ3MZWRnQtIgoEn0MuHEoDRCydLOP9EZaaX5LcpA8kIZBMtMxDQ+Mrok7uEKlPSzLjFBI6NK9hLCwqHcziFaNgYjVdoQs0BM1cNu7rLAcA5jpTVwQDDWYTYR0Zg01Gi59SbTpFlQU9hTTCtjgSduVmFZpH8vJgk1Cz8hCemBhucSUxc9rcHjWrupFcKYAkXqEro9nUNqUrZmaFAc8iGebAbgXGKOtTW1xE9vQz/gOzCEfYLKEDPiJpCg9z9/+/CK6OGb15fnlBoV5lRfgtpyl1Gnz5ZprmhXpZ6FhJZZGHaYJlWPhFekNWK1sGqx+2G73AxpklNyzuXQR9TP0DqOFo0dW+kaznZXpHJycd1CXdWzUwocU20jikY+jxZzHwluLNPp6xvEWiyevQlOIKYW+hRx0nlLc7jobUKrlEDrdWDMDD+wrI/HelP41SXKOWA5YB0MdE2vv/rhbH5MiRycXIjZbPOXX91Yel4EXwHQGWgZ0ZoKnYitM013FEZPQEvCaH8kCZFpWjrOUjRjVFCZbQWK+csMtFoMN47fC22IosuH4YpVSXpjMcP7j+aYmiqfJQn5FTE0VT6NV9NXpRi5rhL38V4op0yRbZFle+BA9bOsx0gbhK9fz0mns6wfdXLuxR36CxFX1AMD8enH/5CSuKYdVfoXIPbDtS75a7AJ/ierGzu2x5kt5O0M21WOKes1t1jMJdAyREXliFEeTBQkz+mgnocxf7m4brHAZc83hUFDtVLG3aj9Ikf602aganSDIywFtWZ+DlqIC69Q1VgQL0rFyoWdoDiYyijChi1T4zGL8HyuLS1C59Ka4eoze6kTQR/vaU/xjLhK3J9chdsm16LEQ+WyAgP6h/OAvIov4co3WXVWtjnyQ2HfcLSMinLYYUdhouOktOMD17JV4heHIYqqyyQGSSPGtJsMnTDywcMoN2zSNApFN8dxrVB01g5U6IL9ioZujGrRQPn8VGmLaClthe6xXt6z2VIohLKYWYuu4WQsRpF+DV8x525kxYr0FDDEdxeRNpgvfYNqnbTOr1T4o/TOD6bEbfB99PGR0zxTW7qYK1VmwNtrYFnxPYrJt9OsSTfR08s+rHCIRHtypcHpd30X4YqvW7AQ25x7aDsxIj8SpxeBSZDIVsuOmKBTroB6tVmXMXBlzDjarii5qTyVjAwnKOlVLY2WFqlqLUSWbajcUFDVtePJoPrJUnDSpDNJUfla5i1EW/YylGaoq9+AcAyso0dlYx1/DUMfUHjfmn08I6CWbppUCbvzezAMXuNT84yjGaSoFV0lAMw6xhKk2p3DGjWiVSOwErw1YJPSczdStH3A4UmM+fOkfgqtCoOCUbFmjLOMUPlRmqjaNUQjDw+NHc4NdTf6abRAM6irpERFVGjb07k+5r5WPclOoFixc7Cd7odb5CRHivplgiWQYb7WY42S8B2oEzNxfYbpMBeltatrDPRbmDhjvT8LjzVZDhdJ04vvgp/QP5K/WDS4sC9lvdiDodvmbqikULWOtNnmjS0hlQ0WVHavlqK9vnLqF4t23Hu6JBrZBllInvGiPRbx7XBlzfGu1xC8ZSkMmm1C7cjZBZ0uEuctzKKJKlCfBq429okd9fBz+L/gbm/upbtRVkEcSpFcgpYhrdPYYB9/L4yZdf2rymz/loAiE/ro9fzs9fvj59Dir4fz/9BjF9cLNeLs97cZLlhybLfTTybSiEq/uZHTvKWHYUBvFL1if6FEAoCt6f0MeyuBloGoeBhzLuacjUo4jAaGenVauuO0KokG7RzoDEZ0k6fRgmpTXew26rajJySwVmQmeDHXWYr8De2xL9QW74ZjF0pCoP/B3Qs3Z2o75C3FjmGCTS3jq/dgcf0cbrl7EqzSBWfWlI4znBkoKUZO2BnX9oY77RoPT6U2GrfWPcfh7C63rkfNJ7dAcTF7kOTUkCKxMPfjaW2ZaAEr+etKL6SURY0W5aBFbdputftUt7/XHqzbjsrlDB0dcUlYdA6joMF4vLVbPXAcT3tkMD01NBTQ244ZMxtpYSdpupDOVARbZIlOiH19cxEON6xaMwUWbi8RlsGGKemOlnWPlpXeOx7LmE984vwbisGUfs1Yt2g/8A7qZhxjyhUd09moD6u93rC+kTNNVyfHg+A52OKh2UUFGlgCg61GsjDo6MjjgJXnrPMmOnymqsQto6U9TPh0DoUq+pmUd9jg4ZqEthuMsWlv1KFF1f1t13TY14iR5kNfo2tEkhBAjJQF2o1GcoCNdiXNSahuohmJzttWCixcsjFMyy95GL00sjwaoGZcH4e89QH1wStmkbMkX2Ac/xG5ak1vJNGZ2AnZGHqASxe4T3JRJ1Q0MFX6pXL32GQk2o5b1Eo6eficAfEiKoS5MHcw3nwOGlftIgdCYI3Qe8jDXN1dIWLblGWosAAmBD5rCBLzPArKnMWiuEk2qRdqJ4xrjvUQyggtbH9E7FbKqexWhzQ8qlcpw+jTPEgn5vI+FMzDwgz9AtkiWd5CWJHOz5gtLkp5TJt5xUvT1XmQiHcAd31MmFehJ7iktvmzwaWSNgjFtZfLwMKmKcGT8rzra6AcmQdl9rzqOBa7rZOTzfAlWjEqF5QnPztPNW/tiigRnfdu75s6KwONm9BEbqME9ooZ7cmRGe6aUUwgjlZW+9nnZDuKe2lO1ZC1CpwMnkoe4m3ndZtNR0yRlHIxex49f+JRs8UV56qBMoi5t7PkLLasechCazqKwl4M0urp7C4NGKeP5n9YhhWa+uumUyxkYYUEMmV7sCdYdimFMIcbE5MzjjfOiwrnvSrblidyVeWZE1ohR9IRAG30MmHOZY7Ct1Ir/u1C5KZfmD5FG6MyGnX8sRwtGvOiba6PeLaxQanM5aIzTllUhmRteKh3EZp1Q2RIQorAvtI88tEKfmYcTvBUmcSOOVIxYgJP2c5hZlsYBYv4K5/p1dWzSVTKB6ZdzBgckDjmwf64EiZ19hSbuLlxqg9q1vbdotpH5xZHvBqPCuz3yTkvtKThcZEq8ER7djyzU1HWFT5R23dNN5PZPdPc3hLhphccbD2HsrAFmWyCqlIRKgCCk2XLdtlT5pSFSIZxlccM9whRCi/HzBckIXrbxQOF99cwpeyeA/o/4gHIqVnMO8gVa8HXGp12UsJTdo+Pj+dAZ0hvrx4fH47Vg0vRUqPWrINSkeYqgKpXpgw88tFXGlXTUaFkc2OnuyAKRXfr0HZd9Yx5MNjEnQ+Hpo4/29XIDMPJKcdDE5+mL8fc3umzw5AGcFyFKeSlhx+mT73l62YT+Y162KwEsaZhrvcGJJQNZfG3W47tcisdt9lPrVto1sT66drmZLzo28VtkdY7ter8IigLdK30MybJSEvrUZT/br0vXYQ+3IsfT08/XV5evnnz5v7+/hrp5uYGD7M+l+inf1Sa/vtlaGnNzt8a0EhHGUnu/s5OFA7CwOrBxrqm+vZBMj2AVK22u70e0aFbxo2n8FJdXfFi+/YAEv/FARfGd7cpSKGAhCc2d5oHsSZRo+qDBs+eaKpADfX1LKoPO7s7O41K1AOifS/2TDL0z0psZXsjXoy37y9EkCUeJM4MhUkvnFn2Y/LkVdpBHkwfWbgRWleB9cSJGNbRBaN1lpn0FGsldr7Sr7V3e8P19RfV1hiMej/9TCVB6TwTmJZ+JUULL4W7E0nipR/30xk43Ro0qTOsH4Jd0dzq18gaTK00C6VExWV1Nd2L1N2sZi3u9DZwF8jsgpeb+0/kOLoTIgGFtGazwLopKS8gis0P1pNHGL3Ps8bxTVYWTWKkM92XSXXpybsi5hiMl7usTJ22naQF42eR0mcJPd2xxeoX1LvkX5khrUVJCNawNf2VVqTHn4jH8PyZRJagQQdmvMOzMLSO8TWUtHQfuLA+sE8j/8uzh98ZqdDbYk4Cd0S5SxcGm12LMY+qoQ+JIhzVhViZ0oiuKz/gwlYBI8VHlJmUbhZdMRaIUJCqabEyYt0gjSeVhGws9iJjFy+6KAJxR2g94EaT0kuKZcWfwejWNJjHdu0fn1tPHENonfMW/7XSp+d4S6izJLS/m9Td1DyMxwxl1kimBpJOXuNTs8JqZJy5ZHqk0hNbquNLdGxLnWKUHv2snHWF4WJXI6uOLfpEJxmq5PMyI26Cjbes+3yY2ITH/qS6D3rINLhXGjpZxI/Wkl2qTPfKXL6YPYOWVEfDGdoJrzzf6WZHIcsMaBYMzSh6Eb0VLzTd9HSNPJAG85ihTpvKalZm54xk3WGZsYtR1CxW2sIcyj63wQCt4FdlPZUwoTo9OQD4afAhn9exrVL+FsPLWU2lgaX9x4x81jnxOiQrhdAhP6naq6KyPKVJmgktqAydImMwn4SZZfGSBYssGZWhxkYNbnQmoY6oGaHYUmNs6NGLF6uEY3yMDd0VbktsauhBDgV32J1Qx1aiUAGiSpHhe/qlZfROcc7xd1nyzQBoHrTLFnG9F4G1dGbBsqWM5U+Ze0yi5BU91biH5EKKE7sYtGEbn2sRWonnQ8+tNLToYyHHK4zU0NDAqLkh9cLJbZJq4JRvT8fv6Qa1Y8GTYiTq1kVzO6jFVLBhxAVEbCD0KZbR+YcyQydJEIaPyf1wGmRtPsVtrFexsMiv50GwTA7A99GcQT0+EpnY86JQkbGXlOxZgEud+JjspaEZJE3h6zJMd43YIXHQVnTmKAtaxi081CiqMSY/NY8nuhL+HfPxh7MQSvF9wVAmRHHUXkOGR5SGclKkpWKSDBnQOTT511bmKTxWlLtBoJ4IK1vLMEj3/4faOvROBJm7UXE+70w6k5YOumGljWYlOhCphgmDgwprB/D87qTZjAKw8H5jkt5tqK83m+VGOF4NsnsbO0p8Grs6Fi0Hbbjht9rsohP+AFMxW1sylIvYoGhcN8sUpNraSooonHj+LlTZijI5/dZmyJHdQacz2amwqIdusGUvRXvSbJUnu3SZUMLKQrQ2B4t2cbzSaXBLKnwgZMaZCbhJ632UJZ8vndIMXIKWEHf8PwhdvLGylHwcAH/SG/dHTR06xJBI9bAR7eNsDNvtcadJJ89JPApwZ7NRHUSixK9uZG35N0S53m5vDXf0mJZpN1urqnlsX8cy5ZB26x3uKKXUH0JbmsOu0v3Qm1Vdb0TG3HijigZys5lmLmj5cDBqD6B16lIF3lPP9Iflzf540ldiQ+4P1Et77fawPBpJLQQq1e2tUH6K8bDyJFpWIFEhvLaydwrP6OCSMFYyP7IMmbkOYk6AEFd0Ykb+lSWyzmulKCkn2Pl61RViq9zuREf0NTDRcG9/T4nzSgc4qbHuh3O2PRkNKwslA5URjnYYcd5FnMRgIhRcVR3xkD1E23+xpZZ4vzMWAwRLKn1G7JTHk8jRNC63sEnl3XSHsXEoImr1sWpbZagnod+hDElWe1CgVHf0MAkxaejwDZQBvZ9E9kC7szxHDckyrDtMWgfTa3F8jSmgeVsKT7MrvRKxjcZp5VfyjnPSMWaZWgYGSccJrEEm9UaiGm01I7R2huTBprHc2mx3drQ6KWSnLXqNBa0aPrcAGL+MTEkVtHpYOKJFMmcBrf0tVabfazde6MQ0qjLVoJYP3ChaGYc5VDp9/FVuKRWl8mKsVLr2vhp1Noyh+h3dX0N0tiJr0+9wZaoXCq1Fc0s3XlpHF2e0kSdreIHlPuoznACJOyXfEK0gGRzGnULvWWN5QNbK0jKk2MPTgtrN8g57ywCRdq8C8j9caUFOlKudTTavEMtqs7fO+4ew4/0Xe7IxXDQfDbFbL0+qzYpW3hVvdbSuF6FV1bzFpo/frFaHm3pc8YSEnu+3otgjTJ9+vU2QJKYZxt46uKSJRllVip8/wuYAAARuSURBVGjxU4196N9Oudxgg11NEcFKhD7cCt/B3g90LoZCS/s8MmgmreDnr5cdP4n+jq+jw+xKVycvNX3zIZF4AVUEwQlHIu8xaSDr5CDcJw6re3c0GPoKPlFen0yq6+FBwONOfzTcZR0eebGz6fv96kiZPaJVn0x6632R9s1IWKJq7XpDg4MrFvzCgWBlPETL7+Fg+fUtlcvod6rdrRfdsEbRpAaFqgwy+/hFZdBKzmba8NchraLVUgZBZajRauPBEP3RpKwVUsVb1JrwKDLsfX3S6RyGvUe02OGWzVxSBhK96tmna+BUuJkn4pBaPcTtyXEkcKfQAwVdPqDamGUc42iUO3ijH649tWqj3R51wlUBB2eP466k7NPS0NQJ4t3eVrvd7kxCLTysXrQ6OKVDsT+gfLJmS5tOIVqijJ984leswu+NQb42hXZD1YbUoEGsQcC4vfIgWSPFtalxXZgjPHcYLfrE6Ayags2qkLdwudJoYQi0iv2ZtHQn2h0205b5zQ3e8Bi3H+KEvsRXiSyZUCq+TOZuAFj/oGjJ8Q0w1jQ7qoIrcWfUrZV7Ci1Z7uGvUchcW/j3YL/LjcaFu1YbDPfUUKGOh+v6wlm0UjTxVm+i9ZFKtbzX3dnf00qRRssQm/Wt7t6k46sj20kn7O6j6kwWa5MSMNvxBsH7zeLCukVaRa0/qLYkDz3ohOGOovH67l63X20JdlpGOiHUqPkMUCTVSLQPu6rE8XBU26z5i95mXSeoF5Ii+1n3yU//TmsZ+dJFjMtepzNtYIXD67ecip2pN0IjumU0jHTQsdLqk1zf1THeEerXfrmteELulsvlyaZ2JeJx1ih7GmmPH2hyOB616Gz1WrM5mYxYx0De0kf4SDHGBlS0wPF3R3B71FEnGVXKeLCaAVd1gygNtdJJbe2ikO9us1xujnlRRfTKUSx1hPuzdtWmTSlbSm/E1wZtjRbWQplCmidreD78buUJj4al2CpLVKJME+cqZ2YtTMEgZeImKRkAuzvK1aUSl3jp1byPLsjospF6KryrLmn/oqE9FemCDSMpH/2Kes9IaBnYAD9c3/Bb6u4biQZltj3d9LAtaR2Vqudys8deVRZ3XkQd/61BtBh9Ughd6IQ0EHfvrpP2Gf7/hZiUDRbZk56uL0GG7A5eZHhA/qL0vlS6CM+3Q7PrbmqlZBEIv++Q/y6fygP4UiR3eu3nn/prEMi1y8dSqBM+3F3S/smkFxgsgfeU3/FZ/1vMH02Rd/yvT6DhT+/vHs/mZ7/c3uN/+j6TM2OatH9BG3mbL50EeEjNn4255HO+7b8UGWDq8oFBxFT4YTpL5wRMxbz0Cyjuwef/Pw9/GBkyM+Pmr0mGEcxmlj6GkDQKOmE8/oy0LvNXUzz47k84iZeF5v+2ZFgPj386EbiiJWQFpz99zgl7K/ozkDXDw2i+dCtW9Hk0xbTeP6GptaIsmknjyUTDFf2ZaEbnW694a0UrWtGKVrSiFa1oRSta0YpWtKIVrejvS/8L9uP3L2LA+xUAAAAASUVORK5CYII=)