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physics](data:image/jpeg;base64,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)
Fisika merupakan ilmu yang sangat luas, penting, dan kompleks. Banyak anak SMP dan SMA yang pusing terhadap pelajaran ini. Namun, tanpanya maka kita kembali ke zaman yang yang sangat rendah akan ilmu dan teknologi, zaman mulainya fisika. Namun, kapankah mulainya ilmu fisika? Kapan mulainya pencarian imu pengetahuan secara umum? Bagaimana perkembangan fisika sesuai zaman? Mari kita cari tahu.
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mesopotamia](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUUExIWFhUXGSAYGBgYGRgeHhogGh8hGhogHyAaHSggGxslIB0eITEhJSkrLi4uHSAzODMtNygtLisBCgoKDg0OGxAQGy0mICYtLS0tMi0tLS0tLy0tLy0tMC0tLS0tLS0tLS0tLy0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALEBHAMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAEBQMGAAECBwj/xABGEAACAQIEAwYEAwYFAQYHAQABAhEDIQAEEjEFQVEGEyJhcYEykaGxQsHwFCMzUnLRBzRisuFzJIKSotLxQ0RUdIOTwhX/xAAZAQADAQEBAAAAAAAAAAAAAAACAwQBAAX/xAAvEQACAgEDAgMIAQUBAAAAAAAAAQIRAxIhMQRBE1FhIkJxgZHB0fAyFFKhseEz/9oADAMBAAIRAxEAPwD0nNX54jpPp2x2DIwPnaZFNiGKwpMgwbAnHiJ9mWpWxlRzANjjKmXEHp0/tjyXsx2uzHfIK9QulS3iix2BBA62x6fSz6qpZzCqCzHoAJOOcfIf1HTywz0PfyruC9zDhkMlZtsYaJHSxAIn0tM4zhtGVTW0n4jNoMzsInSbXmCOuPN63afOVc1TiuyJWcFVgQqsTA84iJx6CcylEVHzDqlPw6STHi8QeIuSYU2/vhrWwOfp5YpKLd2r2GveeIJGobz0x3m4CksupRc7SPnhXwvjeWdtFKoC5vpbUCw8tUT7YK4rxWhQUCtVVdQsCZYjbYXI88Ak7QLi1tQs4hnIUFdVS4ZVPK+kXnxRM32wNkcvUqrrr1on4IRL2BLeIMdJNgZFlmYYQDV4hQqTSpv3jFtYUhlsRMeIeJS1iOhw84nxHL0WXvqyqT8K3LHlOkAmMUdthThLVTQRluB0mOppcixltUwZgyAfUc+c4atRiSDE7+fz/KMLOFcdytZ9NOoveDkQVY+zASPTGs72hyyVRReoNbGApDr5b6YuRHnhLbk6YxYpJ0ovz47eYWGvBAM9CD9Dtis8d4waMtTcrYkoyNBj1gg4N43x7I0WNJ6qCp/IAxKnzKA6ThJk6LZl2c1KjUk8WlipAXl4m8PivJ5CQbG7sUEBljkSTae/GxLwXgbMe8qRUc7giVQG0R1tz2G03YuzwunrXVTDqLAyRo8tJOkj0H2wLk+0uRVb1UDQFZqS1IEbAuolo/m9cNM3xDLpR741gVNleZBJ2EoMZOUrpGxwtK5J/TuTNkTHhZWhgwLC8qZgstiNxtNzviKnVpnUToLKwLAlTpNgJK2naLTtjzhO1K169Zcy9OnSI8JEqbHSD52AJkYd8DZUpsVqJVyxPiJMQeZk7mw9bR5lp9nk3JhniyaJItma4crkOykMvwkX09fK+23LCnMcFpsQSBYbkkEnqSDMiMJM3xfKsxFLNmSbr+8A/wC6xWJ6SemC85mzRpL/ANoIQm7uGZgD0Kg87XwFSXEgvDlaTg9+PU1T7OaDIJ8XxsRa8k85HT5Y1U4RTGpi5a8WJFh0wWnHqS0u8NZRRIhWM+IjcARqJ64S1+Lis4KOHAvMsAAN51RAvzwifiNhrG4x1aXV1x38hhlctTUFQzgEglRpBM23iRymDiKpXPesdJXra19hhYnF6feylZGJPLVG9rkDV7HHXaDi7zTCZmlSAs6srHVfcwpG3mAN8KUZPZ8jlilq001tfDGL1mLBVIiQWJ5gXj54IrOXqpvAHtvefpiOooprqLIiWJLEBb9N5PlvgKj2jywJC10I52dfqwAwWNy8haxuStJse8JyS0tSrZSdQGC6XDVDSLLG365YV5Xj1FidJYleSqWLeSxc/bBWb4mWy4rU6gQA+OYJUHwnUOUTJHTDVCer4i9cUis8V4++YLU6Xhog7jdxO56LYmOdpx3n+KGnTQ5d4ggEDfoARvPnzxPk6tFarUaqClUeAGX+G/NSD+GZtyM78sKst+7zYkbsUceth8iB9cVLH2FOae4fxJ31U8wNXjA17mCYFvKLcsNcjwNswe8qMUvIVTcchPT0/tiWnmEpg0yI0jwzeRuB/UMdcEzVRBAXUaj63J6ECB7RvflgMknp2OhHex5k8glMQg33bdj6nc4Bq8TDMyUrhbM42B5gHn6/2xNx/Od3lKzgwQhC8jJ8I+pws4cwYKiDSqgarQT0AHT+xxPCF+0xkpUqQ9oGCGPMhfc2+WDqtaDhLmC2sEwFQao5mQQB6z+r4lpmNyJN+eGRddxMtyVKkb4h4xXjLV26Uah+SnE7CLmOlvSf+cAcXyL1aL00cU9YKkkSCCINj16iDheweJqMk3xZQ6vBS3DKVVfjpEsTz0kyfkYPzwxz/GWzOToUadqlc6ankqGG9mYb8wDi08L4a1OgKVUo4AgELFvTFb4N2XfKVzUFVCh3LrsJgKL7mRf7WDHF22VS6lPElL+Sbr4P8PdfEUdrcotPOZNADpC0xCkg+FmBggjf1GM7WZmpW4hSpvSMIUC0iw5rrMsJFybkTsN4w14pwSrmq1KumYQoI7uUOwJMbi++4mx6Y12j7OiRmVq9y8yzLTqVNTk6R4UEreBYGSepuSfC7jV1OJ1f9mn4Pz+mxx2iyeczndNRyqUmpzDd5cX8h+Ej7jHfaHhebTNJm0pLXIVdSG8FV0nwyDHOx3JwbkqWdVwuZzgCSI7tAgY7QSB5A33nyOGNTh+bWu9SjXTQ5BKOs6TAWRPWNsZLZicfUyW1p0q42abtrz9f9CLhHFqFfNIatE0MxsoMgHcwLAqdzthV2PqGvxGpXreJwpYAibkmfkFgdI9MWnK9lz+1HM16xq1QJWQAo3FgNiPzwrzPBalDOrUy1UIahJZKi6heBYjkS33wadvk2WbCozilVqPrut2vOn8+CD/FOsqNlq1IaX0uZEAyCujbzJGAv8Qa1RcxlnA/e9zTIgfi1NB9Qb4tadkO+rrmc3V71ljSkAII2gDl+eK9/iPLZ3LKjaG0qJsdPjPngElexTgzqVRXuwkvrbN8R4bQp5eqroO+CaizQTqPQ+vLFep56ovDGVTC1K7zHMIogehImP8ATh5xDheZzVZqFSsoUAM7U1A1bRqIFjBmOu3XDgdiKZpCkXYBf4bCLexJn1MfnimcEo3fyI+l66OPTFq0pOTfyra+/c67I5OnRylFiqkuAHWJkPtq5Ez+LkTF7nFa7EUmrVK9FTNIKKkHaRIWZ5kfli25Xs5m/wBn/ZjmkCRp1LTAfSeUmfnhVwfhw4c703LKdQIqSYqzt78iOXSN13qd90AsyxYpQ51Nf4vf4srPYtaZrVTUAI0LuJ5n88PO1lejlAndUlqVKsMA0lAAdCQARz1W+HcxiTKcErUa7tQzFKkHIgVFUm52Bk2BttzE4P4z2RrVdDawtVbh9KkG83RSIvsVnzGMUmkkPnkwZOpllfDt8cOtrXoxJx4Vv2Qd/SoISwKlEKmZI8NgCpE9bXkWBYDx8C1t8WlL/wD5Fg/LDbMdla+ZpMMxmQ1QgBXCjSIvZREbQcB8Q7P5tcouUpVqTLYMO7MwGB1c9o2kTffASalJpDMfUQjHFfuyb47bcfQA7BcEXM0RUqrrRCURSJG/iMHqZvitDJl85UyyGKbO2qNtFNjF/cY9C7Kr+z5Q0O9p96NQAPhggw03O0zBg/ME1/IcAq5fNNVNUB7+EpGpSbwZgi97CLTbctL1biV1UVHKv7qr6/gU9teG06Aod0gTUNgNyGWPe+NduMqEoU4ABIe49Fw67c8DzFQK+tAqGAoXaSDMz1A3nFZz618wipUqKAhI8W8NzmZ5fTAKOyd9x8OpgnBvtFr63X+xxxXjaFMslOitSsVUMahLKpPICY5TJnkIxF2t4e1KgjOtEFifFTEMYF55FbjlY+uBBw6pUem1OqneAgfDqErtAm/1xZeJdmKtakRWrt3hi5pGIAIACiIF8LnNJhdPnxY5wmuEt9t73v5ftEHZzi9XRTGimVKi8kE252wXmM87VwKoNOSUDCQdJ21HZhqAOm8X88MOz3Cu7ILVAdCbBSFkQAY9MB9ouI6FUMaZDv8AhgjSxIQ2g38M9JMEwMB/Ue37KIfCTW4N2gySuoIGgRsttJ8uQwXwKvRqVJqD9/pkn8LRYsvQ2uPO0i+FnFXdgKa6gsA7beR62++AHlKpIUkII6c7nbeMPU248maaL1xbKahIPiPL9c8aHERCiCCBBHTFByXaiudRaSpMKGAsAOpF8MBxt2+JRq9L4CcZVTNjJXY94/xYHRRCFySGv8Ntp69fYYJ4fKqwX4jufM7/ACxS+LcXIYNAiI2Nr+uG3COJeDXbVFgbSbjr5Y6b0xTB/kWHM8SFKoVfxEqDNuRtH1+WCKHEUcagMV2nnDVYd7SBc7AapgW399sWjJcEIWB4fL1ve++BTVcAtb7kPE85VCQq6WsVJEqVE6rTqJMnYT6TGDqZcqC9MhjuFaR9D9LxMSd8R8U7NUq5BbXI2KsREXgeXzxT8vnswlPOkV6miizrTmWiGhb3iIj3+VM3jlGoL8g4sMpu2/Jem5dlPkR6kf3OB8yoYFWTUpEEEKQfUHcYV8P7R0jSHeFgwRDJA8evYi9rg2OwGOc7x2n3NaqihzSsytYzMEGJj154n0OxnhT2Vc/cj4nnRQWrUquAmligkKZUg0wgVZOkfEWLXOwWRifgPEGq0hqILhm1EWuWZlI5QQY+k7jEQzwq5XvAoTUtl3EkcwLH332wh4bnqVFFNXMQdK6CLswg6p8Cg3EwQdIEkgG3oYcUcsGpbNV9yGSyak4JtblzOltwCDIKna8AqQeWCqLBBpJkrAE7kHY/Qj1Unpip5ztQq030+Kp3eoMo1IP5dQf4Zna+4GOM/wAfqBMm0ACsrExTVjPh0hdQME6oM9PLCJ4XHZlOLHN12559FZcmrFeUnYYWrQD1NbXglbbiOfWARYeQa9or2V7TnSoKd7VChm0GrBkwY8UIQLyRvItgI9oczqzJV1ChywBAJCpCt8U+EqoHWSL8iCjS2Gy6abdSpbpfUvtXNhRF2J2AEk/L74qHFuD069fStMa4lmdNQT0PUb7wJA5jC5+0lfMOUXUA37ymFBEgKQFMRqXUJvznENJs0aRanrklQ6aTPhJM+M3N5tGwwUVp3Bl067zSLdw7JU8tT7saVEaiWYeMbST0vHS/UmScxxajRo98zzTGmCt/iIEgi0AGcVChwisalBgrsil3IZgLuZiBsJvifJ8Arfsj0GKqS+sAyRYz7YyW+7OUMUWt/wB3/wCfUs9LtZTWsyvHdBEdHAaYeJkHYCRJ+mOe1WZy9cJT77Q4qgJUgFda/h3nqJiJG+FZ7N1arVHapTUvSFLwr8OmOp8sGcJ7Imi5dqgqAkMQUU3F5B3wKaTtDZ+E4+v/ABfeyrVe0hpPUDIhWmBJ1GWmxgTe0naIxZ+F9saJZUPM6Vgc4HxTt7SDfbHWc7CjM1K9V3C97GkBB4SsXHy++ENb/DzMgO6ZhHLQQ2nSLTffePvg3pfc5yw7bdvt+S4//wC/SZ10OuhkkzIIP4L7AnaDvI8p7yecQUzVZwzt4gEIZouFAjbY+W+KTX7J16c1Kml6QVDUAZgxggEhR+EaefQmLYXrkgKdWqTpY1JWHBEGTsfiEgCBf5YzwkY5YuE99uf3sXLthmxGl0pMUXURI7xfCQbHlDbgg3thbwnhmaSjTZzrQnUOelSsAKABpAgGAGJmDI2B4Twp66GrVor3wcKA5IKgNyBNgRaDcSCOgvfcrSRRq7oD8IIjzEGbemDctEUluTaU5P0Aq9UNQ/eqV1AAjmNRAWfOYx51xjIwxWRMgfni+8cy714AIFKzEg3MXHtOKXxEPIOouqtz3GkkEG19sJXoE3RrhFEpmaAESrgwOYF/sMen/tLN+Bhz3W/pe4x5TwTPKuYpsSQC4liRA1So5bXx6ocqdKlSGY7+h23NhfEmeTiNgkwWk71axTSBTAlmP/lX0525jCjjmVTUYIIHhEg2kz+c4skCmjGJIkgWuTfn5+2Kfnc7mG/+Va/PVQMekPJ9sSRbbv7lEe/kccLcnNVqVSiW0RDcyGEggA3vP6GGtXJ5WrBNN50zHiEj5xbCLOZVnzCEAh2e5E6gLiSYt5YsOYoskBTqWy3I9dzH5e+HPJxQEobglLh+XFlRiBeTrI+o++DMpwulDQp13JMMd587WwEvGE2YC245WkWsIn0w0o8YVVFhp6SOvQ/39sEskL3YDi1wS/s9NVsgJ8lYweW4xvKUKUmVSRvIHL2+mNV+JE+LuyVsDcbEdJvjmlmiQ92JJ2GnoLWaxtEeW2BtXZ29Boy1C+lU1EE9J57xIxWuI162oSpBi4UkAXNr4sdOoZDENYX2Pl1Mb4rfajMCnXIlFlQ0HzHkDhyb5SA+JemoTvMe/wCf9sJ8x2Wod3VpoO7Wr/E0kyfflh33g3J+v9sY0kdPWf19cMToDfk804t2RQsNVVwqqEkhfCFnSdvh5HbfneDK/BP+z1KSugNSJcKoBi/K3LfFtzeTJBJI1Hl/wAY+vrhRVyT0gQvdjohZgB6QpInpFz05u1WD4mRb3xwVnNcIzLLSU1aYWl8KhbbAflvfc4E4f2bam6E1F8KsEOmbuTPW9zvaL8jFnrUqqgkqPQG/yKrPzGBDnGHx02jrED5MZ+mG48jg9S3FTyzrTZV8twQUv3NTNgPUQaxpCruogF4Lb+GJkLOLGOzoZaCtWqAUAVXRAN+oF4Nri+29ziVyHNNhpJGoKT4gpZfC0SJIgqRIMOwkSTiXJZnTU7g94WVNfeHTpILECb2JvA0xCnpg55XOtJiyzbttkWW7L5amQyrcc9RvzBtY4jbJUzmNa0wCAdZ/mDBlE+4nn8LSRaeuJZmqjwHXSRMMpBkmNw0GecAXi0k4j4bXJgEeKCGF/FfwxuY8VS24tvbAvFk0a62FvOnLS3uM1VVenpCiJkdBBn/zaMGtBxX+I0Xa6NUlYkU3CFiXm5IPh+Ix5eQwWM+5IAouQTuPhiReSJB0knTEyseeFuLa2Hqq53GSrjo0sA5HPu7aTQqIB+JgAJgGBeTvvA5Rs2lirYBprZm0dZdIOGFOoOtsBo+O3SbjC2MiMFre+ImqAxTHwiAfQYWNVK41+3Am4+WNiC5IYKpbMFkMIqaWPW8iOkdT1OAeI8MpZioHoGmKqWllYqPYEKH87mMSU80W8EEKfiPMj16nDLLVFVYUAAbAf8YZqadoyk0efZqpWpOUzNFlPw96oJVhyuQVK+R+VoBvDeKKQy92pGkjUupiDHMGdI5c8WxcxVdoWAgPibr5L19cAcd4DQq+KCj/AM9M6T7xY+4wTku4OliHhvFwopUGQyFKk2jc6edwFG/W2F/GMmq95UBW7kkE2Kne2AeIcOq0mMP3gAn+VhfyMz6HljrhefQDxsJ5qx9v1YYXNb2hkXtTFVHJ03OlVUsxhYvEkAbHHqnEeId0+XU21EJy9BsesYrXZ2iisawWVJ0qpUmepAAM45/xIzCq+XMnVqRgo/0sJ98RZFqaiPhV7ljzjE1G9j+uQ/XuqzWZAbTquNxFxymMM+JKFV7lQRcjcFjIiZEA9RH1xWMznaavFl2BJIm1tzufT5DnLGOrcqg6RZMm6gBiY8BJJm5Y+HmdtLWHUYH4tSZ6FQqdLAFl2JJB1bMCCTEbfPC2pxtFDxqOkwGKkAwIEWiPMWxPwjjuVX4zBNpiduXUjp64PTK7oB7J7lGqZ47s5DRqPhphZPomJTxyoybkAfyFQTPmFmBgqki1XaEAooxgFQduZnbyuPphxk+HUiLimo3HhAPmdNo8rT88WxSrgnbZvsXrq0nlra9MOS7SQPcDyjB2d4qlBmBizEAgXJFjAm/O3zxBRrd0f3VUC+wU3J9BAsAN/wC2BOKU+9PelZiRAJJEnUx3MX3v9MBOF7nKRa+H1DWCsE8BAdYBt1uCRq8hPthF2u4Lrr6mSoZRY0gRAt87HAfC8+1FZpOVE3BII6WkEzywXX7WZonw1tI5DQj/ADYQJ8ox2FxkmZO09i6JWjYeLlu5/IAfL5YnSmWu4n1P5Cw+vrjSKIss+6/nOJCGj+1vqZ+mG2AzbMIOm8bhY/QxEKfkF8tz+vniSnSMbx6T9zc/TEwpiIxqYLF1RE2EScJOK8LV21cwNInaLnqDz3nkOmLO6hRywrzanf7YbjySg7ixOSEXsysUeGEsTJUA7AkyRa+rz95G8fETUpun+oedv9q/l74l4fmldqlIHQ9OVAYXgCA8bETPqImNQxmTlIo1C7MAIrVBSVapcmAmg3YAfDAIAHXDsylN3LkTCKr2QYgVBpYCd4N/detpBtzuACJir5AQBERYEEnf1387XxPXpG4J359OSn1kz5R74hzWZbu2il3lQR+71BZkxIJtG5B8osZAGGWcNrN8NTdbfP8AINTqNIkMDG3WYJ5Eh1geG4jYGRDHK1bSP+D6YVZmvVplg2XZ6RKgFXBYEjxM3QA2DEx4ZJGNUK1YsobLwzR4xUp6tJ3JGnxhb2gkwCYtNOTp1KPiY/mvICEpRlpkWDvIx0Kk4A0skESRzBM+42A8x8PSIhtjPoPiYL/UY/3cv1fEVD1MYasSpVwsbiFO/jAjqRFgrGL3gOpJFoYY5qcRRblhd+73/EZMW5wCcc4S8himhlUwOVxDluIoxgOD5Ajz/sfkcSyDscZpaBlI2GIx2c0R1xxHXGOuBdmxZLS4iw54yvxAkX+2B9HljGp74zUNSFueCupIMGYsLnn1wmHAzVqAMjDmzEFQB5md4xaKVEAyJ+mDGd2UrNiOQE+vrgHloZpK/wAZ4gioKGXbRo8MgyoEQRYb88C8ayH7RnskGYEBQ7QbHuxrMeRIA98E5rs4EUspJWLzvv8Aq/3xI3GV7umqU21UClMMR/MVVo5ldLH5eWFy51RDhzQz4tUB0/zC5MsL+UHqP/bFWr5dNUgDVuZBvpMlQSTMj6gemHOY1QCbqYsBYTY+ZnznA1PJrExLA72+keXTEcHp7lenah3Syi1cq6KxAYDbmGAg3uOR9ox5dRod0/7xlAMoBqIuDE3Hlj03h9QUpViFAUwTF0aQACdtLEj0M4pfEeB661U61YsxKeEGBqJi59PyxX0+9ommqYzyVMd2kA3vMG5+x5CN/vgFKVRmZS0CSS2lrjqBIbexicS8PBpypiNXg6w0llkgDfUR5SNwMFuA6qzRZvi1AMJ8MNAIvI2A9r4qWOSdpCHT5BuHrS1woYlBIv8AikT0v5t1w0pVdwRYW28pjwgyf7W5DAWWq05OpQWU3O0RcTtJ2g+WJDm5Q2EATcHnBlgVmIPKPScc8c32NTSFeSGlnOknxNEk7SLxe/iHI+mCnrhLM7qeh1H7gH6D0xFApOFE62sSDdj+KYaxuTMi4WJ2xNTrlRDMgPmBeLH8fWQfMHGvFLyO2PVp646L+uB+9jpPX/jGUmLbi3v+vYDCaYLJKjj+UknzAxwtANcz6AtHvNzjqnC+ZN/10GOSwJufb+846mdaO3URYwOgMfbCziXDFqUympgTeVZrEHUDGoAD8pE4ZCqNonGMwjbBxcou0C0mqKBkciadVSFOoEEyDuDJB8yOYP4pBMg4sNahSzAVwlP9oUTSNRZ0kj4hsWgXtB81knBWdyCuxf8AGQQAvPpJ8oAm1uRsMQ0OGqGBIBvPwiCevWfU/bF+bqI5ab2aRHiwvG6XAI6iokg6otq0lQxHMAi9xyt0thTmkYkhY1i8kkQDMAAfFJXY+GxJnY2Hi2WJZXVm8MeEGAbzG9pmGMHwi190rOWRG0FKugMaf4hYEiLGJ8MkAyNhtiZbq0Nmq3EjUBIestQV6rrrFAmBAVVMEyU0omo3Eg+YwO2TpgKRRriQCqADcKwkqBokrA6QtOQCGiwugZSDDA8+Ubgj6EH3wOrsnMke5P8Az6zO29zh2LLOAOWUZdq+H7sA5JXpkFHcU2YFhUOreAZLSdXWDM7nDmsgIIImbH8xHPEepGMws+0n3xsU9PMxsPObD67YPO45GmlRPjuN72QmkTswMGYYa4O4PxAgwRzvINufb5luaesH7SAD6kj0xDBpttu3i5A6mZp8oLRcybC8jDFGG2AzY3jqnaYUJavQXpny5IUXFjq5dLAzytOmdweeO9BO0z1LHV/x6CB5csc5kENIiQIg7HpO+x+58iO8nmFZVJlZAMMdiQDEmzcr/O+FpNrY7vTZ2arL8dQLyHwj/cDf6eQ3x0eIBfxBombjVYSYgQxgMY8O3PHWdpFxAJHlcg+okT6AjAFMkMQwhhBkec3j1BEdCedsNx4ozVN7gyyODHisOWN6hhRQraTGwNgLWI/D8jb0tbB6PiNqnTK8eSwxaa9Bg6hSTphWlSMT08xfAMcpDY5dCCCtj5n++K5nOFJTlgDOtSL8gR8x5Hyw9o1pwi7ZZzQKYAPi6coO/QcsKnbi0h2L+aYNWrCSTEbRtvbz64Bo5tw0qpYGzQYiwg33/wCMBUq8FhedMwJ9dtzY4lyLtExFgASf6ffl74lUUi1uwypVV6VYswAVJmC2hhuYJtGnbqJg7YGWnpnVTYyIjSsAmSvL/SLgbxsJhpwSkPGrWDCGZfCQDaQeo64U8RpUCCVCsNX4TqkgaDsBIOvpvB5Y9zpUlhjR52a/EYHXpFaRMvqGmmZMAxpOs3uoHiJj8Rxw7gLqsq6So/eAgBQG1TAltgLm0C15LqNSOgMAJ1KLEWBCvN7CSoJ6kDnfee0knUCSVZdOhzIkagBq5moNt5HTDgAcN4kjSTqqMZMBVUC1wCRflETY2GIamYhQWZAWEEEgaTsSIvpFyY9pN8dNVazeIFgyiRe8FuZKzG5641Tae7fuwC4IU2DFZAIM+e4t9MZ8jWB56rqaBAUs0SQWJLAJAFh4TqgyBpjzxGmTZ5iqqAGIZzN/ET8PUkexxPVpmoZK+JvCIO0Du5E/06Z9ORwHnqGtg7m7qGAEgAMJAAC2scduaertmSf+TjBnGiNUemFz1sR68Pj0tkbzDVs9YCT7f33xz3u1yPnf5YXq/THaPg10iXYF9QGtWm1/bb6z9sSiuSLz7x+VsAq+IK3EqSkhqigjdZk/IXxj6aMeTFlcuBujRcSTtMyfrjDVMwPc4VZbi9F401VJJiDIN/y88FpWWLML+Yv/AHwCx429mgnKS5RP3wiQGMjmDN/IwR6YAzuW1A3KEkSVsxg7Ei+0iZtODQpxHUp2sL8sHHp64FyygFVAp8mNvI3J9jc+UHqABxBJAseYP6uMMmAIPz6Rz+c/bEKUZ3AkEwQPy6HePM+uD8BLlCnkvgS1KRDQDEyRHWeh5mfeD640tI61OtlgNtHikRckTb6W9cMKvC1bWDMsdW88ipjpufYjG6PD0AMLBJk3JM+u/OPphcsRsZaXcWCNwpqkD9pqLvEkkzbTJBBKwCpmSQxMhvFjlOHPRYFq9RlEqFMACfECYHiiCvkD1BbBjUWQ9RjGzKkHUVI84I3j03gYCNxavdeQblrXqR1EDL4hsYI9PyO/ocBZSCCCNPiI08tvIg9W6eM746LhfgqI3+nUJI+d45HzO++B3I+MNKnxTNrCfcEWnlI5YHJjUZXB7CnN9xhk2AJUAD8Qiwg72ncH7jecQcQrEkNpsOYF7gTqkzGxsIspmwxpWDMBqholSD0MGOo+hwcKoCnXHVjI52k8htEixM4StUHdWxkV4iqwGjpewMNGxIkxMgi8iTP1BgyYjWdFPhYrNrAMOekA2MXi4sIEkXlzOTAfWjiwnTIJUEwWgGwgm8c/TGqlXxKWEwb+UiJ8wNvfDdKzRcmtwHeN0wvJo7j4kjyJaPUQsHy5eeC6gSmuqpVIAG8+0wu/LrvgHNVbK6+IAgEEwwibqTBDAXjYj2wN2gzRGVqq0a1QMrrs194iA1iYE2m+EeCnVfP0KIzC17SZVfhzNP8A7zfmdvr6YUdoe0WWrBP+1ZcMh27xWEc5Bi+3LCCvwuoQNFXQTWZAjaCCgimseHUWLyB1F7RON0eHatRao8QCDTekgMtFgA/+q5PK+GPpMbTergfjyTUlUfwT0+MUEBP7VSltzrEdbQZmcTUu0dC4/aqImBJdC1r9AAZ9cL8zwevVqGlkv2h2Cy01rDznwACIsZMk9Lb4LwGugqnPtmKZUBkXv31H4p/hsRcA7kTpiRM4XLoMFW2OXVZbaSLr2Zz9KqHZKiuuxbVqvF77c/LCksNFgSgUgd3TphCt2bSDBAhfIm0jHXZmj3NKurvUde8MayxMaV8IknmdwTecQZzLnujqHiKkaDVJYbwpIMTe5kkWMnThsYKEdMeEY25O2cUmZSoKuw38WnxFdIYHxXL1JqSIm4MXnrL0KjaKcsSjwzM4BOpluYt4TyEfhE2xpaCi0U9KgCwiAA7gySSx8UR1AO8HEKoCCAKICMzQQIYgAIYsBqEzM3Akb4JM6jurW1GoFkg1TGpoUAAWEDbY9TPQCARWIKjTBUMR4ifjMAQDsPij8O+8DE+YzFFahfXRgHSo8AAGp5NzZmsxsN120iF9XM09KhShJFykyJY/OxmR18sc0zU0Fdx3VEuQpclkszM2xvcc9UeirHkNmMoXOoU0uLgvEdBa0AQB5RvuZe71qQtNdI2JFyZJ2MiLj/wm0YjbMVkZ9CNDMW8LAb+q7gQPbGo6yw8N46WOlxuCwNh4RuTFheByw8pOGmORgz85HUeeE+dya0VY1XpDw6F0agWltTSsXNh5DBXATFN6xIWkgAYmBEQBI2JnmOuC6fq2pJS4JM2FOLa5GipiZUxrM5inSXVUdUXqxA+95wordsMopgM9Q9EQifd9Ix68smOKttHnqE29kG8R4vRy/wDEaGjUFAJPlIGwOKxw/IPVU1am7qz01XS2tgZZZmBpEkqTqgSAYOFPFKr1alR6oAZjcfyxYKJvYW+eOuB59kWrSmAw1L5OkaGHQxI9N8eR1XUPJxxZ6WHDoW/JZexORNV3YCmyqNRBm97QRYbcwQRi5ZxI6RzmOlzYxYfbCH/DJYWuxMQovbzOLFnKkEaoY1DCLAvbysB1JB98eVlftFCBadOnAKrY+IafDI6wp9OfTHbZcxKs4G3iGoW8yJ+bYmaisKSwCXJZI0LpsZYkhelukSMV/NcWyTGO+Rxpg+Kv8Q2bUgIjyHrONx5Mi4bMlGL7DQq0wdDH/vL/AOrG2kQWpsJNoKsDPoQd/LCKjWYHVRzBCALAqOKtNmuCur4qQ2gvpJJj0c8I4sruaNZDSzA/CdUMPI8z/pva4nFS6zPFbuxEumxvtRIXWzEx/V4f90Y7OX5gfrfC7tSrCixSp3aQAUEgmf8AVuL8vIycLuxeSZ0LuX0gwCHIEm5Fmmee0G2KIdbqjckKl0tcMfaQeYwI3DaZA0qum9oEX3+w+Qw6fKC9gZ8v1bEJpFbAW38h6e9/fFrgnuiZZNqYmqcPF5VTNjIF+k9cC5rJ+HSFAW4gCwBEbe+H1RGvYe//AAcRilMyAL29MY8YDkV45JAVe4KDeTbTcG58ViRe5DDnjmjSy4VgFChggYgtDXLKCdyQSST1YybnDqpl48weWBVyihgQNvIf288Y4KqZsZ18QSnXy6OX1AOVAJ8U6ZAA9Ji56zznHT0FYB0JHlEDpswlfpidMuqiNCi52Ajcnp74gozJOwYAxhHhuNyi+BjyqSpojpSo6HcwbE8zHKecf84TcfzDPl6iAeNldVG1ypPPkY+fvhvm2Pt64R8QQQAxvyG+/hIPlB/U4mWpythQklNJcEacVZCVZ1KU67MupFa4qvUKyzC4DqLbaZG4g49pAKxKoq+A0zShRUtLaiQJUhSQBp+EnraKtw2gaaoxvUzIqMCzXNSsQQYYKAU8NtgJibk7hXdPnqtVmGruUIbvSQNZqIxQDYlVAkdbQb4fqx915ltT7egmzfG9QeoCioXksgKrJOsoSEIMgAETMXkTiDLZg027vVUlKYUoS+pdB7wuxNDXMb8oO1xDzJ5Ch+xUaLFSDXpFgziW1VQh1AQLqdMeVtpxJSqZepm3rhqcvTpgN3imS1R6Z0gGxIpgTq5xG883CnsdHXfYF7OZpaqVagbUGqEkgEiQqJtpWB4ZgDefbsu2nWTWYKrHRKBqhtAtddW0X+IXGm8nB8qtPKItKIMuNLA/FM3iCZgTbblgZqoQMCoJ9rHaLHy5YXJq9hkU2iOrlXAEzC0dTEMLmFLHa5M6VFpBJiwwJkMgoaXr1JgNDUw1vJhUBFyLaNvXGnzQYwqqu525bdeWOqKKpHw3Ok3jcczqX742E1dBSi6AOKdne9fUmaogEyA6VxbcXWkR159MYydxWpVCabKoAc05IeQZsVW5UkctpxbMzlFhXam6g9CY9pSP/MfphJxfLIUlKjWN1YpNpjZ55xEGMNF2TZfOCq57lG7sgHS0WPwz4QfDcYlSsygAqJ9T+owP2YyVWoG0lAsQNTKD16zFvrhuvDq5J0ssAx4QSJgTBAOOOB+2GYViii+8mZ5jYe2HnZgrTyTsQ0sQIClpk9FBJsOYjFT7R1dVUeIEQIggyL3kYu/Z+qlLJoag8OoWg35DYbkmB1NseXkVRSD7ifNcHyFUKzqisFhQXqUyo3gDUAPTbAuX7P06XEMucsrtT0s1R5LgESFEiIJ3gnphjxXjqUFNTUtMSyo9QmGPMKglqhG1gQOuEdLtQlUyr0X2s1Ej+qRCmNoE7z7dHxNPoFsQdrCv7TVOgoJG8chBNrb4SZBvE58iLGOlrcsXvhmcyuY/d1MugqR4ZsreSt4TMXgzaYJwm7WZOjSCd1RWmz6i0XmCAL/mMMjk91ozSWP/AA+qKuXrMJklVkET9fvgrhIFdmqQf3hKUm0AhUptBlgLFmDNB5RiD/DxCMs7DctAJjE3D8vWpKtMJqVQYJL/AIpJJVAw1SxvHS+JpNOTNWx552o7RGu7U0acujnQvJoMa2j4idwTsI9cIRmGmRION1QFJUGQpKgjnFscBvtGPRgklQA84VxBtwYdbGOht8jzGLHSqpmFWmWWmyx3TF40MLhRN1pGJUfhYQLEAUTL1CGBHod8WHgtRjUlQJUAyF1MIYTpA5+UGb4ROFO0Hyi58T4sz8PqMSNVqLlY+MQWkA879flgjsfUK5SBAL1ggtYeGST1hQT6gYqWZqMKWZBkDvlMEFLkN+E/C1tuWLj2PKtlFJG1QsCCQQY08iJ3jmL4TNaYGNbhGe7XZXLN3LirKgGQkgg7GS0nHVPtfkHE/tAUc9SVB91icVztZwY5qvQWh3YfRUJJYqGCwQvhDRBJj13xU+McDzFCEqsgBE2dTYmBAJDNflyjF+DqvZSJZ9LFuz0p+1fD/wD6lPZX/wDTiCr2syAIiuDM/ClU/Zcea5rgGYQ0VVQ5riaUMsvaSACbEDeTbAFTJV1ZlejUBQlG8LEKbAjUoK2nrij+pvihf9LE9F4t2upDSuVRq1RxaZRVnadQBJ8h8xhRwOtm6+ZIqVIYCWVYCgL0Ex5ddwcV3PKFYX2sCPIYsnAc+Fr16pgzTEjqTpA+ZMn3xPmzSaGwwQiPawqpdmTT6D7yBvgejXVjaT1K6SPocD8W7R08vFPStSu41MdQ0AG6GY5i4UCw3N5KscVFVtTqEbk6QGU9ZET/AEmZ6jAY82RLcGXTwfYdV+7jxO68pjSP9rz88A1aFNlJphCY3LFm8tzI9gMdftrVlCfFVV1SJ8LBphh6x7YY5PPp3IpvTZSBqDMvnBBAuDPIjbFUJ615CfBUGmJaGXr1KqiEhqlc7VZULUIEBHhiWYE2EHVgL9izA1CpUoIAAWWMwwA3N2cG1zfn1OGfDeM0FaqHLeKo5WAQRqYsRba9/X1w0yeay9cU9IUuWBKvqJsSTA2J2iRFhvbAu7ooU4VyVXJ5XO1XY0jSCQzLVd60FVYKRKOw1SdWk9CeUYb0+C1WohqbFCUdvG9UgMryZ7t4KaSZvOqDFyMWrNivWGlwNJkQFgAFSOS+K5m+w874iyXDGp0dBGwgaSwBuWg+HaSRsZEYKSbWxkJJciLhAqCke9KsyzcagJmfxEtIFonecLeKFSQbQekc8WDjdIA2BUR58yb8rR9sJczTUAQTE9egiCOQGESjZTF90Ja5QAiJAtETHt+tsd0KoFRNviB/UQcS5yDKho8+f26dfLC6vRvq1G3SL+tjbAQpMY7o9E0CG0gMBeV0k+/d62BH+p1wr4nnCcu8OZG8PPsQMxUI/wDCMGUqxYJM+IeHUGM9dPeB2J5+BEHnhZxepKFXjVMjUV8WkzENWqMLD+VMVE5vgZbLUQ5ImoRCTeDz8Lj6jFjylQDVDC7TuOYB5uMVXP1hWZatJQ8rNi/hiN76RztPLDCrxjuoDFiSJtJHTdakcsYcVviWl6p0ggSbapvMbwLeuLdxCr3aZWkSqpdyzatIIGlZOwuxO8yMVilR7yqsbSB6c8ekVFpoAhZZhd+c39/fHl5nTQ6J4J2yzjVc5WYhlCtoRW/AiWUAch+LodU88LsnVYMCpg9cTdoM132ar1P56rn21ED6DHPDqUuon9DHo17NCU/aLbkGYo7Sf3YLT/LaZHSDHzxZe2jae7TmFDG22syQDzAiMZ2I4Frp1XYLpmFJB1WiYixBnn088BdqaDmuEa5QhQwO4AnxAje+4+uIU05/AcXHslQjIqY3ctzmw5f2xPleKQtRtLUlpqzfvGAZoUn+HJZV8z8sHcComnlcuomSNXzxD25zYTIZkyQ3ckCf9RCG/vtiRbzo5vY8KVbDGwvniNmxiNj1QQzJUwWg9OuLT2Toj9pTw7K1r9N5Fx64quUaG9sWfsy/72ZNlYyNNo3Pisbchc4RlewaLB23RVoUwvNy3LpG4F585wz7J0JyVP4rs9gWHlcqRhT2xINOmNYY6jyIMRuRFvT74aZAFchTFME1SrBAskjUwUtpG8CTMSPfE0v/ADRzol4lmsrQ0VdSq3ipo7VQARI1KodXZutlIsbjCKrlMtnKoZ6ro7tpSoKi1EY8lkBdB5AEAche2PPe2tYtnq4E6abd3TBJ8KqAABNxeSR1OC+zmZOpUm1QFGB5yJ+c7HkcUeBpjaYF2WjJZuc/RR3laLCnTNrAEg+7QJv9MXP9nbLioXqp+9ZqjGCsFxBi58PSRjzvgTNWzwJlmUaz1BQTNt7wIwFxvtBmVzVWka1QU1aAFJXUYu5g+LUSecdMdLG5PbyOVDvM9i67w1KrQdPw+JhMecEY32ZTu6tfXbQkEg3BVlFtN7HpibsHxB++AvFQlWEWJC6kb+rwkE8wb7YI7JeLOZkGCStT6tgXKVNPsbRRO0TM2ZrMxBJcmZ5fh5WMRbEuWrMwHy9cOOJ8INTiNeaTd2XfTECdIKqBBFtYi2Icnwh1iqU00wwJ8QJUTzWdX0xWo3FC21Y+z3AKqIUFZO+0yyi5Uf2B/PEfBUahmGqk6KXiDFwwAEyIsZ6R579bZn0pZqv+05Wm9ZqWpSNQRHFQEEEkFvO0DFR4hWr1K3cZzu1UxppoDEqQV1MratxveTyjD0klsJe5dxxKkK1KgaQc1WLareEOzabFZPKdt+cYY5zKZShpZ6dJTMqQizI5iBIjrgDszlNXiq0Lr8FQwT8RkBhBF5MQOWOu0ADB1sZTTTL+K53kHYfCeu+EaLn6G9gNOJIERmrwKjaFJPxMWIC+tow24fltTGSSI5nzGBMnwXKmjTpuk6TMhnUaiZLQCIlpttyxX+0vE0r/ALnLsRUBIZAxJuJGxmRB+vTGKEtVA6SydpeB1KyqKZ2JnaYPSbTbn1xTOJ9nM0IVaZLbhddMsw2MDUAYteB9MWbsZ2i1JSoOrakXQXnUJUXveT5dCDzwn7X1XXNvm0B7uggh7WKgmADfcxMRfHNNOh0ZUU/Mdn66ND0irOABTAkuBItBBtI2U87jn2vAswrqrU2UkgjWNIvIEkwFkgmD0jri1cMqDKqlZi1bN1llZYsvisLTqLAQL7aom5nrO8Kr1EqZjOMGqU6Z7tR3ZIMGB4FgQW2VmkxJtgpUluFrYBwXMELTTeRfSPC0GLFY7w2/EwWMS1apFMlRq0zAXWRcQf4TU6Q+bYW8FY63QSsgNBAOwj4SPFtzsIOOM65dWkaje5CtHTxOdHsBhqdpME67JUWKs3iifEIdg2/xCm8/fBWfyS1irFgCBpN05E8nIYehn1ws7GoDrBQNHisEaI9CrfI+2Cc9no0qswqxaDzJPxCRvtf1xtbnWOuC8FdKgeoAoBmJk/Q4sfFqWt3CrUtOkjTpJKeHYloB3t+WBuNZmrRp61pq6T4pYiJ2jrPocI+KdoqugIqd20gvckrBkiLXI59DGPN8NyeoLUedP2Kz/wD9JWaOYWzRzF5g73viLK8CzKtfLZgDzo1f/Tj1DK8eCo0VRUcKWK1FME2hULczcERtcG13vD+IuUSrrIVxq0ahoXe2rRrgGZIuPPFDzS7oGhJ2OyLjLS1GAHJYshJJ22YTYeRGK7XyNZ65VaTFpY6IaQOW56Xjpj0V0aoqhqqVjrBnWRfSQQCijRI/EdvfHVPhoprqKUVqHd3csy9DLzJA5k+2ERSTbD1slp02FCiANICiQRz+U/QYT9tadarw4U1RndnXUEUnwgkkxvFok4a5aoz5tnWdCUtIK/AzEgtBFm29ow2pvUsAqlebajqEbm6wfphUYaZ2c5bHgr9ncwN8vX//AFVPblibhvAGYsa1OqiKJJjS3OAocDWZiwvvY49sfLu8lHCg/wAh+99/SMR1eHt+Ou9za5N9wBPORI2xT4oNnhmRpFTexi/6O2Lr2Eoo1eSJ0oWHO4I5CZ3PLHo1TMVYjQI6mWJwLRczOhP6oAP/ALYXOWpbBJlN7aq5qIrtMIBJAB+Im8Ejli1dn8olGhR0rJ+KQACS2+5+uJM3w+hUYNUpK5sCSxFvICJ/98GlaQVQvhAECJAA8o5fPCZK4peRuo+euP5Uvmsw9oNaob/1He2NcHpBKiM5gCfEpuPCYiLzMbY9mq9kspJYoZvOlyJnf1memAq3+H2SJgd6v9NQfYqcVrNGqYL9Dy3h/EKlPMd5qHeRBMA8oP6GNcSitVeswh2uYso5CF2Atti/5/sPkKcFsxXSTvNMielqUj6YGqdhKJJCZszAYBkWYIkGzAke2C1x5RiZW+zDMtamQ7SXCWYizeExezQT4hcYudfuslW10j8a1A5dtUEKCsc5mbmZ2OFlDsicuhrmuCq+MQjCQtzsTFvlgfM8RWuqVKoq9yvhEQSxAKPJIBCnw8pHXGxxKbvsZKYZw7N97mqgJUAKQDUPh3kQIBNQs0zMfF1EDFnpVHTMUtMoUhSAvMBtMGGv1GDezHCKFVi5Lamc90oOwphajGTNzK77e+Ic9UpP+0AkiqtQ1IQKY1FgAZ67kAk2noMVPgUXr/DvKBckT/PUZrW+GAPqPrimdq8kXrjQjFwdVhJMGTtJth4O0y5PJ0qcDX3cnlBbxH5Tiv8AD+Ms5rzU0O6KqMASSzMB4QoknHJUqOZZ+H5pkzFOkZCGiXbwsDJmJYGZk/fbEHFeHsprVg2o1QAJI009IKqwEfELzflvyxWe1WeZRBapTLD94ZWZBEjSr2UxtOxjBGQ44K2VqMqkIKjKqm0QQTtexJx1UcMeG8SaBRgQolqrPBC2BYk2MTtz+uK5xvL0qObpvlqznvVDM4OmdRItpAOmAOvqcGcVaKLotPSQAtSqWjVMNaTfxcgN9PXCXjucRxlmVKoKIKTs4YDwwEAm3wgm3UTfHVucWjs5RZajVqlQJSp6NxJZmaFDPzAgCb747rZZa+XzffF1/egJpbSJuBrA8LJNzIsOkSFVLODu6dMqjI7BjrBIEbESYkCdwR5YtXBcuuap5tHYkMQmoEAxpFvCAIPP3wM3Ss1cnm2Uo1qdRQhEFA1MsxlQWME+Ayx5dQPLFuylZhTLCq5rUz4qdRAoMQ0G5mVgyIMEwbYq2a4DmqVd9ZpUmcnQqsxUgtLFdJBTTYifKcMeH08wlWrQFRa0w7vyNr738tyJ64FtPcalY4PF8vVzL1dqYpCmoYFdRMkySIF25mLYWdqKNJFJR9TtBAIDD1WwAHzwdnOG0mpwjNMRoI+Y9MKaPCloP43DlQGsTN7QDpIkQZmNx54yLsJxSBOzWVcU6lRj4T4QDTBBJ8yIX1xupwpsw7sC8K2j5AHp5xbpgnMZ0jTSpJLNJSmhkuTJ8QUxIEmwEC+H/B3qUKK0zTzcrM2SJYlmjUk6ZJjBynoVipM649/Dp/1H7YR5jep/UcZjMTR4DOafx+y49Hyvw+x/3YzGYDJwaiq53+O39YxZMz8db/7dvyxmMwPvIFkvZX4T7flh5R/hn3+xxmMwEuTuws7J/wAFv6vyGJe1P8Nf6x9sbxmOXJxFlcHZTl/TjWMx3cJmj8Q/XPCeh/lX/qH3GN4zGnBWV/hL6n74hq7H+nG8ZgEcVrgf/wAb+mp9xjXE/gHoMbxmGox8nB/g1v8ApP8A7Tjz7tT/AB6P/QX7YzGYrwfxFy5LV2e/yCf9Qfangrh38VPb74zGYcCJO2/xH9cxjOyf+cy/qn3xmMxxxP23/iP7/fEHBf8AKH+tvyxmMxxwx4L/AJKp/wBRvvhBxn/KUv8AqnGYzHHBtL+APT88ehf4e/8AzX/VH+3G8ZgZcGx5E3+JH+ayvpV//jCPs/8A5iv/AEfnjMZhXufvmOjyHU/if0P3GEfENn/ob/cuMxmCx/xNnyH/AOG3+aqf0H88eh0+frjeMwOQS+T/2Q==)
Ilmu pengetahuan mulai berkembang sejak adanya peradaban, yaitu sekitar 5000 tahun yang lalu di daerah
Mesopotamia atau yang sekarang disebut sebagai Irak. Mesopotamia bersaing dengan Mesir sebagai wilayah awal dari peradaban manusia. Bangsa yang tinggal di Mesopotamia disebut bangsa Babilonia. Perkalian dan pembagian sudah diketahui oleh bangsa Babilonia sejak 4500 tahun yang lalu.
![Image result for ancient 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)
Fisika sebenarnya berasal dari bahasa
Yunani Kuno,
φύσις, yang memiliki arti alam. Dari kata inilah fisika sekarang diartikan sebagai ilmu yang mempelajari tentang alam dan segala interaksi yang ada di dalamnya. Fisika mulai tampak jelas pada peradaban Yunani Kuno, peradaban pertama yang memperhatikan ilmu bukan hanya untuk hal dasar seperti jual beli. Thales dari Miletus mendapat penghargaan sebagai
father of science karena merupakan tokoh pertama yang berpendapat bahwa fenomena-fenomena yang ada di alam ini bukan lah disebabkan oleh hantu dan dewa, namun alasan yang bersifat masuk akal dan alami.
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archimedes](data:image/jpeg;base64,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) 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Archimedes |
Fisikawan terkenal Yunani Kuno diantaranya Demokritus yang menghasilkan hipotesa segala hal terdiri atas sesuatu yang sangat kecil dan tidak dapat dibagi lagi atau atomos, Eratosthenes yang berhasil membuktikan bahwa bumi itu bulat dengan mengukur diameternya secara akurat, dan Archimedes yang menghasilkan hukum Archimedes, mengembangkan ilmu statik dan pengungkit, mencari hasil pi yang hampir pas, dsb sekitar 250 tahun sebelum masehi.
Setelah Yunani dijajah bangsa Romawi, perkembangan fisika melambat. Namun, agama Islam memberi dorongan kuat dan mempercepat kembali perkembangan fisika pada masa
Dinasti Abbasiyah, kerajaan murni Islam terakhir dan paling perhatian terhadap ilmu dunia. Islam adalah salah satu dari beberapa agama yang tidak bertentangan terhadap fisika dan juga sains secara menyeluruh terjecuali teori Darwin. Masyarakat muslim yang mulai mempelajari ilmu sains menyimpan hasil pemikiran Yunani Kuno sehingga tidak musnah dan menghasilkan berbagai penemuan baru.
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OpNnIZf0TfMT2RAazMHLeib5ieyIDWZiiQ+h1RzjS/6U50dkRTiLrS76U5/T2RFLDjF0Qhy/6MEPyMk484lplClrUaBKRU/7QqzbPcmHUMMpvOOG6lPHvO4AYk8Uen9DdFGJBhLbaQXKDWOU4S1UxNd1chGfyvLjgj+SKVs5lo/4FHDRc6+EDMtNcJVNxWrAdAjfS3gyspAA8TSrjWpaj7zGvrArCHL/ACGWb7UWqCItl2YzLthlhtLbaa0SnAVOZ44kqEAmEmMGTLbt7kqIcxIhWKSUKGRG/kOEVnjbrblyYSFtKHAfRUEKFSUup+rxKGBxyi21ywaKRUfaSa9aTiPfDgUlQIwOwjlGRiEcmnZ/JKitma0FzHby5xmbZs1iaSpqYbBGaTkUneDmI00ynUkHHVk033ScuiIk5I6zD62NCDhu6Y04c7g+SEsS5PPGmGjSpNwCt5tdbisss0njigEd8t2w0zLC5Z0XVjzTtSuhukU2YRwuek1suKadTRaTQj9eQ5x6fxPIWWP5RncaGhAgQRjYdDgQIEAAi90D/eUl69Hxiii70FH7Sk/Xt/GIZOrA9R2uqsu/6pzsKgQm2QdQ9sAac6eAqDhdg6k2cglvRN8xPZEG0c4KV9E3zE9kQbZzjPPkex4RzrS76U50dkRSgRdaXfSnOjsiKUw4xdEIcvdnZv8A+fbKTcmZop4QWGUk7AEhSqct4R2GMD4EWAmykG7QrddUT9rhUCupI6o3tY8p/I5XLM7+C2C2BAgojvTiUqCVAiuR2H/eFrJkiGnmyfNUUneMfdCFPgi8lQwzHF+kPIXUVERewENU4UEBwUr9ceb07Uw6tkK4Qz2EHPpGcSFJrgcorwgs+b5lcuXduiLVs6mPaytULwJwHHFatRQS2oUB807uLDZFpNMhaajMYiGW1pdRRXnZdMWwCzPz8qa3wOEkVB30xjA+EywhMMCcapfbHDG1SMN2ZEb20pg01SqhSRWh2jKvGNkUstS8Wz5qgTxblCG/hzlBqSIZI2rOCCAYtNJbP1E060PNCqp5qsR+o6Iq49PF2rM4BAggIOJACLzQP95yfr2/jFHF5oGP2nJ+vb+MQydWB6htk+Tv+qc7CoOCtgeTv+qc7BgQt8fq/wBk5HH5b0bfMT2RCmtsIlvRt8xPwELZGcUS5HsOEc60rHlTnKOyIRonY/jk4xLY3XF8MjYhIKl8mAPWIc0q+lOco7Iid4M7RSxaTClGiV3miThQrFEn8wSOmGjbWG1zQhyf6P8AZ6Yl2ENNpbQkJQgBKQMAAMBFfa9stsDG8tf2EAFR5SSAnpMJ0htLVMOEedQBPOUQlPUSIgWSyEIrS8T5ylYkmm84x5J49T1yNEFY8xpS0rzkuI5RX4GH3LXlXUlBeTjhncUDsIrSh44j2rZiFo+yc8MIxFp2URUEmmytMYnj8bHN2nRqjhjJbHQG5JbdLir28mlTxmFNzVxXCwBoDuGwED4xhbAtdcsoBSyps0qCa0H8vdHQgEOt30kELANcwRFebx3B77mfJGUHuTIJaLwIO2I0sooNxRqMknk2E/AxMEZtFMgnZFaVcIBAAUdn2v8AeK22UlCqjAKxqN4zi2m08E0zzHLEKYSXWcfOHVeH6GLIcbgnTKN9/Wi6sAqT5qxgaGtQYqppNwpXgLpB5aZw8tH1ssYiPzAKaHaMP75YYY16OtnOvCo0C828AOGCk0/ly+MYeNt4QTeQ0rjoOkYj3RiY9J4/+aMrVMECBAi8ARe6BfvOS9e38Yo4u9AwflKT9ej4xDJ1YHqG2V+Tveqc7CoOEWu2RLvVOTTnYVAhb4/Vk2cglfRt8xPZELZ2wiW9G3zE9kQtnbFMuR7HhHOdKz5U7yjsiKasW2ln0p3lHZEVIhxj6IQ5P9GdOsDwlX2RLzgVfF1KXRiF0UKXxsOWIww2R1JLKkkBKqclCeiowjy8qPQ2jdqlck0/eTUtpKgo0N4JAIPFXGFPnePGKuK5L/HlvRfOKIFVDipiVdMUk+268SlLZAG0i7n/AMReNTl5DTgoQsgYZXjh8cIiaUTqZVF5xXnVNxIqtWym4AYYmF2GMr2RujlUTNBpJwNKgxo9GnCyMVVQrG7uJ2jujMSL6ZlNX5pphtSqobCkpcIGIBVXGLR1lLLiSy4Vk4AFdUpHIBjXfF+aKcdLONfUN6UBQqKEQwp0owXUp+0MxT7QiodtMtpSpAFTmk5cfJE6zbZQ8KiqSDRSTv5dohY4NIx5MLhuWN4EAggg5EYxBXVJWgUoUkjl2+6I0+8phQcRi2Tw0bB/Mncc8ITOTQNx5BqnPl3iCMdyl+zPOqCkhQOePUaU5cIzFovFLzaQOCq+k8RIvCnSPfE1M0oLdQcAFFQ5FkmnWDFPpDaSWWS8RUhSQkb1GvuoDDTx4VKi18WY7Tm0Ly0MDJsVVxKUMB0D4xmhAccKlFajUqJUeU4n4wIf446YpGXlhwUCBEjoBF7oF+85P17fxiii90C/ecl69v4xHJ1YHqC2lfMPCo9E5y+YqBCLaUNS+K/wnOUm4qBC7x+r/ZNnIJb0bfMT8BDjO2ESo+bb5ieyIW1mYzy5HseqOaaU/S3eUfARVxa6Unyt3lHwEVUOMfRCLJ3YSso6tpFpdJy7UqmRZacBTeUFLXUAICEjA1SQbwI3iOUwpoYimZIHXhBOClyV2/g6/wCDbSpUymYk5keclx1tQFLozUmn8poRHNbQS+2pxlThWEKvKIUTe4ySa0pXDZWOjeDKyC0xPvKoVBSWEnGuxSz03k9UW1jWKyvWVQklYoqu0Go90K5ZoYckqWwww+O8sLvdGY0X0fmXVNroTJqQpRKWmE1VdUEhF9JJF6mJ2VrGoktG1MpvN51qQkcHowGO/CFWZo+JU3EqWhJqQ3eUUcoBNBmY1tn2ggC7tGEY8/kub+3g148LxLVyVbC/myFKBPWfflFnondJVRQpgkjjNT3xTaRzwBokZmh3E7MRDGjr7rT5aUjNIUmiseFW6aHMVPWDEMWFyVlXlz+2jS2sgtqIqFNqy+0gjMHek79kUQdLZU2SbpF5I2CHZq0FOTiGk1NwHWCmNFCg94ittiaBcKB5ySQK+8RJYNzCo7FDas6Aq+eCKGpOQuipJO7OOa6RWyZhYAqG0VuA5knNR5fhFhplb+sUWW/NQSlSwfPNTUD+X4xmUQ38bx1FanyVzn8IUIBgQkiNxWGkwcJEKjgJhxeaBn9pyXr2/jFFF7oIK2lJj/30fGIZOrOo9P2ufJ3sM2XOwYEC10/MP41+ac7CoEL/ABur/ZORyCV9G3zE9kQtrbCJU/Nt8xPZEON7YzyW49j1RzLSn6W7zh2RFXFppT9Ld5R2RFXDjH1Qiyd2CCg4BiZWztugKlGyUqJxddcUo77pDYP/AOItZE6lvWqSoJ2rAJAFczTIRndGtMpYSErJttuLfS2pKkITUhVSSo0zBONcsY01nylrPJDZZl2JdSbnDVfeSKecUp4JVxVzhDn8eUpt/Azw+SoQSNFVDiEmgUCApJzwORBiO7JoAJFN+MMIsB+VSEsVU2kAButcQMVJriCfs5V3RT2xbC0i6pKkKpUhQIoDlGP+vK9i+GRVsyvm2UrUtlSqKoVIxpjQ8HfuIMW0rIhxpp0k61ACQRhuwPEadYjGOszC5lt0JrqynEjzkqoCMP5QTHSpuVuyZUk3TdvbOCrDrANDDXHjpJC3y8ly2Ka0tJmGVrBqZgBISKYrqDRVfsjbGB0gmF6p9d437ilV5c9u4mNLLDxpSCpIvIBCxSh46HlxrthufsQVIpgUkY41w274G4wmEN4nEgIWkxYW3ZJlniyo1yIO9J28sR2JJS8G+EqlbuRpxb4aJpq0ZmmmMwKQkHfCo6dQkwqBAgAFIv8AQH95yXr0fGKCL7QIftKT9ej4xDJ1Z09P2wryd7jac7CoEJtdHk72OTTnYVBwu8fqWSOQynom+YnsiHGTnDcp6JHMT2RDjIziiXI8h1RzLSj6W7zh2RFVFppR9Le536CKsQ4x9UIsvdggoOCMWFbO3eCaz2mbJfnTQrWXCrGhSlqoSgnZWhV/UI0th6crVLh2YYLKaYKKgcMLpINMTXECOG6H2g8FqlmqqTMAoU3mFFKVKSab8Kchjt8nZod1CFoBdaFA6UJvBApQEEbMB0Rizx3IakuSBPeFAazVtsOuXqEUFy7nU1VjToOUX8haLb6lImWuEtNLxGaVV4NRln74qZ7Qxapovl0KrjUC7UjJJPv6Yk2pKuNalSDQpWEqA+sg5isZZzUZpUTc04/ay7k7GSgFOBRQJTvA313wxpFMJQyoUIwNRsKTgr3GsXsqjgJrnQV6oy+lLnnoWMMAFcRH99UWrbcz3JvcyVhunWE3cRRNd4GA9wjWvMAgGmfujK2aq66kUqMq98aNx0gGpwpXHKndGPyZNyRtxezMab2HLusKU5wVJ8wjzq4Upvyx6Y5ro1ZvziirICgIyrXMRptNrf1qgyiopQmppQHk2kV6Ir2CGm8aZf8AHXjG/BqjCmdnUnaM5pRKpDl9J87zuWgxEVCTFzaqioFWYp07urCKMRtjwUvZjsFArAjp0EX/AIP/AN5yXr0RQRf+D9P7Tk/XI/WIZOrD5PT9tHyd71TnYVAhFsN+TvY1GqcPTcVAhd4/V/sskcjlPRI5ieyIcb2wiU9E3zE9kQtoZxS+R5HhHMNKPpb3O/yiKsRaaUDyt7nf5RFZDjH1Qiy92FBGDgRMrNr4HSj5Wl7+0OhPP1aqdOcd8l2gl5xeNSlXJmD15R5Uk5pTS0uNqKVoUFpUMwoYgx6a0Ut/xqTZfVQOrQL4AoCr61BsBzjLnXyUZPZcSc8h4EDMZj4GFMJF5V6hOGzZjQxgrJtBTU6GskqUSTsKSTXqjbzs4AgKQocJVwHZerTH+9sYpK92iDtcFm0sERl9K047wpNOrI9B+MSLEttK1Fsmi8wNh30hjSkhQaUCMzlmQc4tu4nYt2ZOz2aOioxOERNK9IglpQBBbQaHH0jleC3yA58kItW0Vt1Q3ipVU1wqE7SK7dkYy1jrXENJKtW3Uk7L311GmeOA5IIYblqZti2okBhGby8Sskiu01JrybuKkImponEnAQU/M3zQHgpy5IOyZIunHzdg66xolstTJQjb0on2LI3xeUKCg5KZ9MMW3o+g1LWC86fVVXHAbDF8XA2LuGwD3iETDeG4nHvjKsstVjJeLFxpnOloKTRQIO4wQMaq0Egiik1vb/0jPzEgpOIFRxRuhlUhblwSg9iPWNB4Pj+05P1yf1jOgxofB3jakn65P6xLJ1ZSnuen7a+jveqc7CoEItdNZd8kfwnKbfqKgQu8fq/2WyOSynom+YnsiFtbeiESfom+YnsiHGtvRFMuR5Dqjl+lH0t7nf5RFXFppQnyl0/zfoIqocQ6oRZO7BAJgQNsTKxQEd48GdooVLMAUBSLquUE5xwhYoI1mgekWodS0tQDa1ecckqOGP8AKcOQxTmjcSrIrRubef1Ey4VJJLILmH3at2845RopCdQttQvVCihadvGMNlajqiPatnl9QeoCQLqtuBFD7ozMo6psKaFaDgpruGCf74oX38EatGitV7UzCCg1xBBOYJ2YcRhFvToQAVYKONP7yiNNzSnikEC8AMd9AIoNJbQLrgQCSAEoJ5uBpE41wTxw+7cgWtalElQIC18FONKAg1OO4YxmXZngXUnA0GGZAw9+Z5Yk24vhUGYFNnmmhPTXDoipJpy7I2Qj9pobDQm8Qkk3c1bTxD3xqLIdCBeKdmGHVTjigl00AG1WfLE198iiYpzfdsaPH+12Wl/WLvbq5cpiRSqa48X99ENyV1KQDnt6YkTK6Nk1odnf/e+Mb5pDbHKlZX2jdJCRsiGqVwve6HWOGojr90LnFBIwi1WtiD0z3ZnpmTvEUoM+KLDwfIItWTB+/T+sMKVjUZbIv9B2gbSlDTJ5J6cY0Ob00xZkwx5R6CtlfzD4H3Tmz+QwIK1q+Lv1H8Jzb/IqBGbx+pnZyOT9G3zE/AQ6gZw3KD5pvmJ7IhaBnFMuR7DhHNdJ01mXed+gimUiLrSMeUu879BFURDjH1R5/K/vf7GaQ42mDuwsYRMhYFAZGGliFPGExxgeidD5xKZdrG8lTaQFHddABMZy0ZUa5RTtOUQ9E3VKlmmUki7dJO2mdBxYmJU5aZbCruZqmu2FElU2QjGmQbQtEovJTmRdrStK0rSIVlyoQ0t5WIQCecqlRXpiMlpS+Ef+VH+/fFnpasS8m20kgKWcanPKvRiIsh6NUdkYKZeKlKJOJOJ9/wAYi38YS84axHK4YxjSK2yfLvi9U5Cp6aQ83MAqqSYqm1Q6yCYjKKJxm0aBM5e3wuenrwpXZSKlDlNuMMuLNcchjFP01ZqWdpFzJu0STXE5w1Ov1pFQ5OHfBCZrnB9Leyf9lVpRMvYV2HONNoIoG0JXjdSenGsZhwcADfj3RfeD1z9oSgrk6OuhiE+rOSPQ9tD5h7H+E5h/QqBBWsnyd8n7pzo4CoEUeP1Mcjk0ofm2+YnsiFtDOEy3om+YjsiHWRnFMuR7DqjmmkifKHefTjyEVBjqb9kMLUVKaQpRxJIxJhk2DLfcN9Ubo+ZFRqhbP+PnKTdnM2xU8kBQjpgsOWGTKOqCFhS33KPfB/dj6I/86ftHLl5QthNVAbyB+kdNXo9LH+Aj398H/wBPywx1CKjHbn1xx+bH0d/5818obsu0LpKa0w2beSJCJXXLonLGp2D/AH746lIaIyJQlXiyKlKSTVVSaDHOJ8vo3Ko8xhI5K98YpzV2jNpo5m3JJ1iEAUAx6tpxjGeER/ym5XBCRTiKs/hHoMWDLA11Sa9PfFZN6BWc6orclUqUo1JvuCtMslR3FlUJWzr4PLazjCCI9Oq8GVkk1MmmvPd/84T/AIXWT+DHtXv9SNq82HorcGeaWzhlnC249Jf4XWT+DHtX/wDUgj4MrJ/Cj2z4/wC5HH5kDuk84pNTicYKYcj0ePBfZJx8UPtpgf8AchJ8FNkfhD7eZ/1Yj/bgSp0eZDWJciwVHkxj0h/hRZH4M+3mP9WDT4L7KSDdlVY50fmK09pHZeZBoIKnbPPVSTvjQaANUtGTO95P6x2T/DGzKfRVV3a+Y/1Il2d4P5Blxt5tgpW2q8g615VFY40Usg57RFUvIi1RoeSLRb2zTUPZ11TnJ5ioEOWykeLv+qc7CoEcwdTMzksr6NvmJ7IhxsZwxKn5tvmJ7Ih5G2Kpcj6HCBSEKUBiSPhDhiLPoJbWEipKVADoiKRJuh1CwRUEHjGI64FIgMNLB+sAXFKJAAJFwUqPq4imHFvMIQp3aFhJKScMRgq8E7TiE4jYcI7o/JD6j9FhfG8HkPR+kKMVSWnAKhKgaUJpVVNYtRy20IPTD6FLCkoKibwvVoAUhPnAjPGqR1xxwr5D6ntHbZN9IQ0CoAqSLoJAKuCDgNsS6xlpmWWXUFpCiVS5QtRSLqQELLam1nJd9V0pGYVU5CGpVE1VtF95LYabu1bqo/NnWBZAold7DhbhSuMGhexI3uahM0gkALSSa0AUCTdNFUFcabd0O1jDykhMtICkJcChLyaFVSCQAXNcEhKalQBFaY47TSLBHjYIVfdVQytBcCUqSt5QeKkkXqpbIrlS7WgJMDxr2cs1EHFZYKnC2S7evX14qF2qa4EJIBSKbDu24GLOK6o6JUYQF/7DbC1ccBKRnAAL2+CvdUFq4Mo6oAFVhtTgyEGUb4WBHAE3s+qGkcdcN5/QQ9dFKQlKBAdIltq8ne42nOwqBAttPk73qnOwqBGzx+pBnnSWnXbqfnF+aPrHcOOFidd+8X+Y98CBFlGtSYBPO/eL/MrvghOufeL/ADHvgQI7SO6n7CM6794v8x74BnXPvF/mPfBwI5Qan7C8dc+8X+Y98KM45nrF/mPfAgQUg1P2bVi2Ji6nyh7IfxF7uWHPlmY/EPe0X3wUCCjEH8szH4h72i++C+WZn8Q97RffAgQUAfyxMfiHvaL74HyzMfiHvaL74KBBQCTbExX6Q97RffC/liY/EPe0X3wUCCkAPliY/EPe0X3wfyxMfiHvaL74KBHKQBKtmZ/EPe0X3wYtmZ/EPe0X3wIEFIBt22Jio8oe9ovvhz5ZmfxD3tF98CBBSAYtC15gtOAzD1Li/wCIv7J44ECBE48HD//Z)
Ada puluhan ilmuwan Islam yang diakui dunia sebagai ilmuwan yang sangat sukses. Salah satunya Ibnu Al Haitham. Beliau disebut sebagai
first true scientist karena beliau ilmuwan pertama yang sangat memperhatikan kepentingan untuk bereksperimen dan jangan hanya memakai logika. Beliau menjelaskan cara kita melihat dengan benar dan membuktikan bahwa Aristotel salah. Beliau mengembangkan fisika bidang optika dan astronomi. Terdapat juga ilmuwan Islam lain seperti Ibnu Sina, Al Khawarizmi, Al Jazari, Al Biruni, dsb.
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renaissance](data:image/jpeg;base64,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)
Setelah kerajaan Abbasiyah dihancurkan oleh bangsa Mongolia, Eropa yang dulunya berada pada zaman yang hancur melanjutkan perkembangan fisika. Pada masa inilah fisikawan-fisikawan terkenal seperti Isaac Newton, Michael Faraday,Galileo Galelei, Hans Christian Oersted, Augustin de Coulomb, Ampere, dan Maxwell. Ilmu yang mereka hasilkan mencakup sebagian besar apa yang kita pelajari di SMP-SMA.
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physics](data:image/jpeg;base64,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)
Seiring waktu, pusat perkembangan fisika berpindah dari Eropa menuju Amerika Serikat. Walau pun sebagian dari ilmuwan tetap berasal dari Eropa, mereka kerja ke Amerika Serikat yang telah menjadi negara Maju dan sangat mengapresiasi perkembangan ilmu. Contoh ilmuwan yang berpindah adalah Albert Einstein.
Fisikawan abad ke-20 melengkapkan fisika klasik dan memulai fisika modern. Ilmuwan seperti Neils Bohr, Oppenheimer, Schrodingger, Richard Feynman, Hubble, dan Peter Higgs membuat kita kagum dengan menunjukkan dunia yang sebenarnya, jauh lebih kompleks dan aneh dari apa yang kita bayangkan sebeumnya. Perkembangan ini berlanjut sampai sekarang.
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fLXjoBeaZSd7HSoUIumpbS6rch+0dwqpINCsidQyMwP0YZfSanSpvlYvxx+Npq2ZSXetfzzJBsvD7To4cYenUwVNACLiliHc5iSSb1ALkk6zdHLGOVHNrdtWrdrO1/TQop7rVqv/AJrEl1+SmoRD/uD0bN5yFZbIylGc/wCSXktjZYndwd2Fw1qdRfg6Ppbu6pOrK3Ak35HW0yi3c11oRy6LYiW3t8KeDy0CwFcqFFjnOEzWutbk6re6qdeF9LE57lRNxd0bzcjeM1m9kxRX2oLmputgmKpj/Ep20DgfEg8xpcDBx6FmGIuvaJt7NbS0WMu0uXEo21k2MHO5WtGLGLmXqNLWSka5SKjR6SbEZ+pWiWghu5UVkmNwBAPYAgCAIAgCAIAgCAIAgCAIAgCAIAgCAaKvRzOx6kzS1qdKE8sEj1cPFiHULi4eTYxdQuihJsYOoXFoybGDmct7VdwA2fHYdbk+9iEHOw1rKPL4h69b5I0S6nNtj7RyZcPXdlUMGw9dTZ8PUB91lbpeSYnc9x97TiT7Li8q41FvcaJiaY/xqXK/zLy4jThFjJSJmKcWGYqCCSRcqggQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEA8MAw1ozCxYcy4tGTYwcyoU5NiHIrVIMWz0JJIuVZYIucQ7VtwBRLYmgv8AZ3P2iAf3DE8R/lk/wnTgRYCFbE2nYph69RqbIwbC4gGzUXHAX+WAd03F3wOKvhcUBTxtIXYDRayf+tS6g8xy8oBMYAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAU5YJuegQQewBAEAQCitSV1KsAysCGBFwQRYgg8QRAPn/ALS9xDg3zICcLUP2bcTSY690x/6TzGh1FyBodh7ULGnh61Q0q9I3wmJHxIw4Ix5qeGvWAdy3E3x9rzYfEKKWOoj7Sn92ovDvqXVDzHInyJAl8AQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAMbaGBp16b0aqh6bizKeY/Q8wRqCAYB87b/AG5r4Or3bXam1zQq/MB91rcKi8+vEdABibD2o1VqdGpVNHGUTfCYkaG4/wAN+qnhY6EG0A7fuHvkMaGoV1FHHUR9tS5MOHfUr/FTP1Umx5EgS6AIAgCAIAgCAIAgCAIAgCAIAgFrEYhEGZ2VRwuxAF+lzIbS3MoQlN2irvuMfDbWoVDlSqpPS9ifK/H0mKqRezN08LWgryiyK7zb/rhcQ2HWnmKBcz3uAzDNlyi3AEc+c0VcTkllSOpguD9vSVWUrX5f2ZO7m97YmqtHuwSQSWW6hQBe5U38B6yaVdydrGvGcNhRg5qXkyXSyccQBAEAQBAEAQBAEAQDXbf2LSxlBqFYXVuBHxIw4Oh5MP8AsbgkQD5x3w3aqYWs1CsLOvvU6g0WqnJ16HqOR9CQNhuRiq2OxOHpKHXGYeojDEpyw4I7zvTzGW6gHiWA5wD6PgCAIAgCAIAgCAIBGcfvauY08JT9ocEqXzZaKsDYrnAZqjDX3aatYgglYMoxcti2MNtGrq1fuvCklKmLdPtBVb193yEE5Yrd/D8RQ+zcYvDGvf8A5tE/g2HtIuZKmn1+H9nj7Ux2H96oi16Y8BTe3UVELU2PgQnnJI7PoyjaG+6Gj3mGsXVwtWnUBFSkGDWYrfUXWwYEqeRM1VZuCui1gsNGrVcKl1pcjzb+1la+bN+yUUL+GsqfuJpnb/8AFUJRta3ffUw9/t5PaqGFWwUsGquoN7EM1JPyqH6SK9XPGPxM+GYNUKtR+CXo39CN4eoxSxZiDyJPCaFsdOVr6GDWxDVsQS5uzuzN9bn05Q7t3ZlBKnTUY7JWOsdmez7JUrkasci+Q1Y+psP3Zew0dHI8xxiteUaa5av6fneTiWjiiAIAgCAIAgCAIAgCAIBpt6d2MPtCkKWIU+6wZHQ5XQ88rW4EaEfqAQBXu7u3hsDTNPC0hTB1Y3LO56u7XZuJ4nS+loBtoAgCAIAgCAIAgEU2xiKmMrtg6JK0advaXBIzki/cgjUKARmtYm4UEe9YZKOl3sbajhqGDpjKoFgFFgASBwUAaKo6CwExlJLVm2nCdZ5Y7fI02P29xLNlXoP61leVU6tLApbLU0WI3q+Qerf7CaXW6F2OB6lmjvhXQ3DLb5SuhhV5ImfDaU1qinH7LpbUptVw6ijjKQzZV4ODzXwNtRw4X5GWoTjVVmcrEUKmDmnfTk+a/OmzIUKpYkMMtRfddehHMeB/3HKUq1NwlY72CxKrU781v+dHyMHH1TnVAfeawHgCeP5zWXI7m1Sw0HIfh/QgwbMHYuHJq1WtcmoUUdfe4D6qJNjGU1l7kfQWx8EKFGnSH3FAJ6txY+pJM6kI5YpHi69V1akpvmzNmRpEAQBAEAQBAEAQBAEAQBAEAQBAEAQDxmAFybDxglJvRFuhiEe5RlYA2OUg2PTSQmnsZTpzh7ya8TC23tT2dVbJmzG3G1tL9JhUnkV7FjCYZV5NN2sRavvhVLhVamrE6KLEm2tjc35crSuq0pSSOpPhtGlSlN3dkbrcqiqYbN98u7VWPEsTmJP1v5kyzB3Vzk4mDjJQ7lb88TS7d2tmLOToOHgJVqzvqdnCYfLFIgO0dpM7XJ05DpKkpXO1TppI2mxN08XilFRVWnTPwtUJXMOqqASR46DpNsKE5q/IqYniOHoSyt3fRfU0dZHRircQSPUcRNcouO5cp1YVFdG/3IxBTGUSODEofEMCLfWx9JtoO00UuJQUsNLu1+Bk9pWxlp4nv6drOD3gHJhYtfp8SN+8x5y5iI5oX6HC4XWdOuk9pafb10IQaF6wfkEt63P6Ezn8j1Gty9QqXdvID6f/ALMmtEaoyvNkr3B2eKmKDW92neof+K/u/wAxv+7NlCN5eBT4jV7Og0t5afc60jy+eXaLokmIgCAIAgCAIAgCAIAgCAIAgCAIAgFFZSVIBsSCAehtxkPYyi0pJs5Ht7bvdPlqd5Ua1xc3HEjiT4Gcuc2nqe1w+Gi43gkkYu7291VcVRCgJTeqiONSSrsF1Og0vfhJo1WpojG4KE6Er6tJteSudN3xp3w9/ldT9br/AKpfrL2TzHDpWrW6p/c5LsRAu0HuOAxLDz7iowlCnpU+PyPTYv2sL/1/yROtj7TtgsRY694F/iVb/gDLFOfsM5GJo/6mHh8rkN29j+C9dTK9R8jrYWHMu7h7GXF4q1QXpUhnccmN7Kh8CdfJSOcmhTU5a7GHE8U8PQ9n3novqzsteqtNGdiAqqSTyAAuZ0m0lc8hGLnJJbs4VianeM78MzFrdMzE2/GcyTueypQyNLorehutzaV8XR8GLHwCqTf62+szor20auISth5/D1L+Mfva+0AeAqE+HuUa63+iD6CW3tI5Uo5Y4e29180RHArndV5XufIan8BKEI3dju4ip2cHIt0Nl4gVDamSpvYgjrzvN0qTexz6WMjH3l8Doe5OFaijZvjdtbcLAaC/PifrN1KGVHPxtd1pLTRE4wr3m9HMkZyzI1nsAQBAEAQBAEAQBAEAQBAEAQBAEAQDjfaZg8la/wC0w9Gs6/rOXiY2ke14TVz0V4L00IajlSGHFSCPMG4/KaFodOSTVmdS3i3yNXDutOkACt7sbnSzcB5dZ0J17q1jyuH4b2c1Jyuznmz9pZMSlepqA4L6cUIyOAB+wTKillnmO7Ol2mHdNaXWnjuvUmuC2dVo4XFBgcq16eVuTrYgOp5gh1liEHGMr9Tj168KlWm1vld10fT0IZtpvtP3R+sr1PeOthP4/MlHZdtWnRqV1qGxdaZXQknIXuNP+IH6zbhpqLdyhxfDzrRg48r+tvsbbe3bz117qmCtL7xPxPbgPBfzmdWo5aLY04HBRovPLWXLu/shb2HPQTTY6qJZuHhSFfFMLZhkpX+UH3m9SAP3TLVCHM5PEqyuqS5av6fneZh2J7mKYNY4gtrb4e80sOtlNX+MTdOOjXUoPENyptL3dfgarAbsrRuQSxIsS3TwHKaowUdjbUxM6vvM22HwPOZGhs3OzsPYesySNNSRvcMkzRXkzLEyNZ7AEAQBAEAQBAEAQBAEAQBAEAQBAEA532q4S6Z/BW9VbKf5WlHFR1uek4HV0y9/z/s5ZKR6K5eWpUchAWY8Ai3J06KOMy1ehhaMFm0XeUVaLLbMCL8Lw01uRGcZe67k63I3iFSkcFWufdyp+0mgCjl3ikgL8wsOKgG3QqZo5WcHieF7Op28dm9e5/Z+jv1NNvTsxqbKx1U3AYcGsdPI8bjiLTVWjbUuYGspRcfM0QFtb2tzva3rNJeL+I205FmqM39czzmy7ZrVOK2R7smg+JcDXKDrbkOg8ZYpUXLXkVMVjIUFZe9+bnT8NUFNAGsqqALDgBwAA/ADnL1kjzs6t/aZssPTYr7wtzC/LfkfHTX6cprephHqypsPpIsZZipaEiwzGbg6fGZI1zZsKSzI0svCSYiAIAgCAIAgCAIAgCAIAgCAIAgCAIBGt/cJ3mH+q+jqR+YWV8TG8Tq8IqZazX5ocOtOaexOo9meMUYRgAAy1XBNhcghXFzz+Ij0l3DP2DzXF6f/AL03s0vsQbelbVGHy1Kg9L6flNNZHTwEvZ8kNzKirilDgMrrUQg6ggoTYj0kUdJoniKzYd91n6kz23sfvkyv3jJcEMr2qi3C+b3a2ml2s1vvmXJQUlZnBoV50JZoWfc/p0+XcQrF7o1F+CtTYf5gei34gr9GM0ft3yZ048Ypf/cWvX7fIbO3aIb7Y0yOQWtTIJ53sb/SbadC3vFfEcVi1ak/R3JfsvZpWwRdBwCrlX+JgB9AZazpHIk5Tei82bXaOwnqUgyteopuqfcOnAg/EeVz9BMVK5rnSst9TRbs9oWHOIGBqkq2YolQsCobQLRZvm4gNr90E31howjPkzoRSQbLl0UNPGTYxzF+jStJsYuVzJUSTAqggQBAEAQBAEAQBAEAQBAEAQBAEAQBANXvHTzYeoOilh5r736TVVV4st4KWWtF95wXHplqOBwzG3kdR+c5T3Pcwd4pm/3IxzA1KSfeyt5WuD+ks4Z7o4/F4J5ZeKL+2N2KtVy4cAsbte59R4zbUpZiphcYqW6uZ27+7CUaiObs6nQngLi2gHnzvEKSi7jEY2dWLjsiX1qVz5Tec5HtPC8pFib2M9MMEHD/ALybGvNdnlOlIMrmStLSZJGuUrs452u9nXx7QwidWxNJRx5msg/Fh69ZmivJGx7H+0L2gLgcW964FqFVjrWUcKbnnUA4H7w8eIhM64BALiiSQXBBB7AEAQBAEAQBAEAQBAEAQBAEAQBAEAQDExuHLi3KYSVzdSmonPto7g02qmoXYqfuDQA+fG30lZ0I3udqnxOoqagvibPZGxEomyKFFuQt9TzmyMUtirWqyqaydzYVMOL6TI0Jl2jhdRFiWzMqYeTY1qRVTS2sEtlTLeSRsXKdKEjGUrGWFmZobBpwYtnz/wBrnZ0cG5x+CUigWzVES4OHe986W4Uyf4T4WtJBNeyPtFGPUYXEsBjEX3WOgxCD7w/zAOI58RzAA6cIBVAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAPCIBi16WswaN8JmO1CRY25ynuIsRmKxTiwzGWacyNGYt9wZFjPOipaMmxDmXQtpJhc9gg9EEFNWkrKVYBlYEMCLggixBB4giSQfN/afuJV2TiFxmDLDDFw1NlJzYape4Qn5b/C3oddSB1fst7QU2nS7uoQuMpr9ovAVF4d6g6dRyJ6EQCewBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAKXW8hkp2LWSQZ3KzTFtJNjHMy2EkGdy+BMjUe2gHloAtAFoJPLQD2AWMdg6dam9Kqgem6lXVhcMDyMEHG8L2R1sHjTiMPWJSm4bDWLBxci4qkDUAFhbg1xewuIB2tL2F+NtfOAewBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAPCJAPZIEAQBAEAQBAEA8gAQD2AIAgH//2Q==)
Walau ilmu fisika jelas telah berkembang sejak ribuan tahun yang lalu, mempertanyakan dan mencari tahu tentang alam ini dan segala fenomenanya termasuk fisika. Oleh karena itu, bisa dikatakan bahwa fisika bermula ketika manusia pertama kali bertanya "Kenapa" dan "Bagaimana" terhadap interaksi-interaksi di alam ini. Teruslah belajar fisika.
keren", ilham masih fokus sama blog yaaa
BalasHapus