1460 lines
3.2 MiB
1460 lines
3.2 MiB
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url: https://www.academia.edu/97891862/An_Enigma_for_Physics_and_the_History_of_Science
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<meta name=citation_title content="An Enigma for Physics and the History of Science">
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<meta name=citation_publication_date content=2019/01/01>
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<meta name=citation_author content="Maurizio Consoli">
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<title>(PDF) An Enigma for Physics and the History of Science | Maurizio Consoli - Academia.edu</title>
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TXCHZc+9hY4K4r2AO+oVK1NIFavpV32eqjhol+jMSbNJX3JlK1dXa/ZnZpPE0nwI7NAuV2pdxmoOV88XLFOYqayC9lgxM/YXPdp2fHYZM+6cfDhMiUIYohDg3nkpGlbcANcdFUiurt6nQ1ORTcie3aRimYSyzZ8C2p8Ao4CSklOZhWUjQ7kK0dmsul/79yI7sbEz9O5gTZkA3X7VJ37J2MU029gl70/CwbkSSg4pMCUdbnhlY2PV6tnp6tv/ju/AytCRKs95WiePEuc5Ud55MCgDHcDO3ScMpAFSWNmViRVgJzoiFdAedHvVPgjX5AzWEC8XF6GRyBa/lf7JERL6QUhVaagdvEFox/Y8w06px+eBjB3ihm2SbE7GUtBdiWuDA/6oCSpSYtAO/PJntfvwiFWKnKgN+kyt1aK1tcnN1ZehucjOYrcZWpWMy7vFckmW52uzopFItMvLxs5xjUv4RQEI/5biV8+YDGeCPqNu4yTotHoJ0G3+KwN1elIposXMjZXXb6QUY2IkzDDcaE0Q3zGmewBrwc4fVd6uXNTQf5nQge2exs4Q9peHPxuacSaEoX05+7MwIfaP2Ero911FUJEWi3biF78Cq6W859ptrAeru8k+lH1Kkn0myJQ+IsXjkAMlDqXFcxL6QZDAaC7lDi/Hfw1u402PQZ3bfAO9KcDp51Fnj7HaB/sqsO22LFp0itYQpnOPOntQaw39gyNyiqlFo3OHoEZj2wanjhz6QciR7btWkH6vbRtrMiupAkZz6QchFxSyeFrDTReeYOlIezIjii8aT8lEutDWceo/HMnpnOyzIQ4s6QE0D5ncoZxXcCUn54oa6wUxA5lo0Uoufp5DGeeBwjhP+7Cz8HhCIlIEJr2TXPUYm3vwlxs3opXI8fqA/2ltTPUFfbPb+AH0IQG5tySHKrG4WJkuRBOR/emZ1+lFXMbp7i/N6Db8JSjfgRUmd2PTMk5UayYUv5D6C5mtvZcXuVMoRLTfwUNl+apDlnuN33pRjxI3vN7di2xFJoaITRKCoCIvGcnoSSAHypXsMynUtuM89aOekim9sbOfXJKEDHuHNxEiJBBTlZ2L5O5KAnUFLwP2Q3rUw5yb6slCdNpWBo/afiYOiaynbpTcOMuIOm3Ihl8bS3qfETrRtnvsk5ljkoxD/g7E0EjhOjQHv5KrHkUS0nMp47ws8P/urxemNLo2hjhqThAvieEIecUas7wYmcwQSpLyTHCMjCkvFaBjWG2+unKpw0uXph15QsRnCyXq4C6iYNKtncZeVgTNop0MkYV8uJF2tpgRs0CPADohi2Gtyb3O1KA7TO7R+vgHcBFdHRZNgpmZdZi8IBRU/4d2oCikApQr2NYqEzbiUbsTG1HwjEQzbPNInjGM2BVFEMcFVeMKi0UVnY6OUneGuNeZa8EQr/EK3+Op1fSdeNsYrNgjWGZ48dY06UNRDzoFAue++/ZbHDNNStFIZMTO1mnDrtRTbw2SyNlkCT1DoZ579yRPbvNWxM+UfNC8yEj4LqxoFLuGq65ZKqs6tqY0K0jR37BvOtC9ES9HHxZ3kdYWE3zAaZqVhxxLXBbhHf8ypgxtQfp2kjZS+pBD1/8CJYhWKmxKxPIRaSEnNYPCav02OoJLkK3p7Mj++/9iY9hhULosJ3ziIesu40opaGyWoLux3ly9oPYKq5LYAGTMx8nVdMUHaLxYQ8kkRaTHW5t0FaPnD649HEsLq5MT5CfD4izvZCx0ZcI2IVRPphcSLqOTdVYyY1vRKAhdmrhdCJuu5OURbxDO1bmQjqgPojvcorhCNaelnpCPXmxPp161QtvtY7n2Sjaarshh7IcteOi8GqT1v0pVaajZfYPQhu2dwc6oB+tqvCvsqei/hEciWwNW+Fk4r2KIzTSlEg3poC3m0CRmy8aisX1RNqImVl2ZrKOy92x0HT2yjqKD5ucd0c09kj/ey0p6ZAXPI5/nobvWI98WrddZPKULI/eTQdWHTf4f7PcS5a6bKoCpbmP2Fp0aYM+YmkfSw3mCxKQjjFhTyd4dhvLhO4yy+wuA0yc46sAQHHao+JtbeHVy6MunoPBGLvgPSOkbiJxdR47XYz63FEXRy/2R7GJmIdVPp3+W9sTaOiXRGZ8Jr+YMKPjx1A5ZR4ylStD1aFMztZzoSfbJfcPZdeBwA5LuzFIWC8z8kEwJK73ge6Kq7L0T+L/E/OekdTJ/IX96a6mzpxR6jxxuQujBbJUIWpSouFIukYafARFrN/KuT8hV2s8sIFDt6QkUEWvH5eN96E3sVr5a2Dqb5w5ViBT5si/eSPk4u0b96Liz+r7ehDL0Ydl2dPFAfaV8tFywYt3ZPlhi8uCtrIMRe9fo4RpkuSNLQTj1yR/JrJTPkvUzGpaLGpZfz959+GADYhDKVoqKWBVZWCSfSy96B06sy5sev2N+FB92rfqlE1aM7QNoNnIx2jY6hVxQqdiQAJx9W8dqOJwILAKNlYtQ2GRsHp7Byjx7UfqsFytHH5V1kk0jcBvdQo+LnfGJ6BWcrbfij/YkLB7znMCy60Ip4XGsAiEwGtd3pnMUPXBP8rWaINnTfVgldrhm3Xf5RobGgon5f56sE80fW/FS7PaeOEPGFrmyxp4MbAB/R9mIeMLad9MpRRVKPWJQOXfoyKCsZFDrKY/6jFCDTuaF/Uuv26YQBmfpJUixj7dU9m8fGPia9jA7G9pbyOSWqCy1jaW904SuttYr81DA3zvBkWJ/NBObzNYQkTLpucobQmTCwziloJjFo2a1KO45eLAK8dnPFsKndUhWIbuImtUKOjoexdhYje9nuTorzR9LzSfwA4TjC+l5OfGsB9lRxlW+uKotGTtCaC1cuq6phpCFrEcvHlsznOjBqt5wDIzHv1ISoWTszGgy0Gh/+KCla3jpZAJQKVjACZwaB2Cqe5uWt6smF8tG6moJGSLAPT1DvBE/iA2V8wKGOIa7QOdeX8RQA+4JkJ9IRHwlmV5uMQmIG+KVlenrJo7x9LS01jfkO4isV9msNHDjw1fU3rA4ghQh4+KMbr9B9LNZ6sL3CsGcUH52XYULrL57lSZMy1inqRPlsEpD387yfhBKi8yQ+CJ6N21W3NQN084DQ7OFDjv9UkBWNrBXZgHIvFELD7Lk+Xqaq4euy13n6mxh7qel9tHFyzJOfToJNE1vsQrm1tOJHkSXPMptObf16MYAzBW1F/kFkIfA6MYL7sKKXKDu4ATYz9zsI7fczOHEe+hxg7zsHH0H9sGlJz7UJKXdAYI7CCP2MiMmFFKXaExRkw/LBR1U3D0iHzykdEHl1q8vH2J92Ng9+mA+NT9jswQrQocOsberTIbJBwcr7vYDP6z5KkM8uWjicuaghZwvC1PXLuQX9pWlfeXAmQyHCFeXoOpXD4oK7DNdt0RMqP6ZIC+aqKkTP9rmsdiPYWZ4ESKFDx7m3lTHkqLQNAcSFi2wQWIQQQN1Q86NDoMJyqXJaRC7SOTvSp3hEHb7EnFXLxiycwzYD90/1dxG+u8eYm5mtNTsayZMA1hi4zoH35SceNPOEO/xf/KIIXp/TTVfTlXhimoeS/UDQ/SQ9GQPQ9zGeJNHe7P4yJscnXmD/nVP/iY+6fN58svzyVv8SYvCaYP1hVglfuPg3LK0AqwIHsmxkAQkAK64XIcVDmtysapySh6RT/IysZeYOMZziCf344EgO3pn4+LlouG84mlJcoErUo70tHN2pG7NSduseuPy9X0YhHjHeBeQtR3OMkRn1PeeYYhOL/t6CXbeK16UtfiN6SEH5P7eBgzRMFR/Dtm5z33ZhMbeMyDb97wdzCtv4qnwof5BUe1WUKoG6zlnHSQkXWbrOaO4zpXDf07eIuY40Wrqk2g+rUg1XKrSL7MwjmPldzUVEx6DSZw1mAsJnA16t25bdztkmZajRnxKev90CKfgvxCVnqkQhfz/Qm0l+attfsco5P+KUe3507/1fsel5F9B2TorKMw0MNBOGVO+wkbvA5/ssui2RPterhp6vGm6VonUgktI5YRRzrzSsnd6z3O0rhousYh4r6R3WQLtviJz3zxz3wvMuAmV1vCSx06U/38ebr+aYYyzr2k9f54Gyq3iNb+FsHdKyuyh1/YMt2JpAK6sQryji1oq403xSkzUrcZoaXlIob7AHP8a+h7K83dHBWjMoGytu9LEj6jj8awyzC8uTBJMqLevEkk15duXmSO2y9f1nvPLYW+DtQftVgXGs7JpXpkUN5W98OgfP4bYD/SeVzXOHRa13EHsIsKtbDyDVTRDw6wsfX3trXEfG62dxvalmk6gzFnmbuIQzYxQKJKwKtjrIVYiHWaIhzM798GvoUG6TOxy8r1QgiiD5bDC79UKW/Em+92k9b86wBAf0JBKuNLlwMPsXpFZdvm0PxmxT85bd/n0wp4Zbv4rEMYxeNHbmC1ro35rbctJW5p+zraovrwUTLC0+3O6UULdpRx+7VEK1fAsUpbJ5F+fmkv5xotIDvt61iGKchwTXolYOZY1evhiie6Z3WqnkAgD08ooouRNY0JRMBH7tcvG9qm/8UeK20bfVZvp5IcRQyMuizguhL63Xa5z7TZapWAHYL+dkXAAJrDA0m4A2orgWnTCLEiq53tZE2FqGALiQA01IVPXsGOludoOIwTNqKkmgKhRo3iAfi7Ru9AMLtec9XPLe9AaXDSBH5MERwT5d6I+0Q03EweeOjRB3xAfIqMZ+hBXopE0fISEkKu/cQBLboJSyC0jZQskzcFtON//Kl8JJxdFDCRN8REzGHKNQ4KRiNTLZP4tgoHYslsqyLab0YQJweOy8BwzJFzNRVxsCCXuWTtL5mtZ0s4/4XDD6g03LEvqWtJyCLmWu99yM3h8jYuv9RF426dk2yw6q2caFVUFRCu3KBcAkanBqVouOQ2otd4nNE2Q0HLztTHAy7IncpqRlCjJOsmMVIVHCLJ2/cQQqFMWaCsaAMMaTvChbuH/v0Nzs/v/YU43btAx5rIeKQSQinQDYESG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n3tDgNiKppF7xGmx0NwRhqOVUkPoERwOhaOXSNmiwcxi9UlDP7+W6WCA0T/gKI0Ggwu0BeiKdp2cR6xnwnMPzORuGzsTyw3oQh0xTSb8Ki3kAQ5ajyV/s5pC8YDHcqzZMad1ZT2yFKmzIl2gkSqBoLfiF9v/GutzCo+ZxeR/Qy4Lkkn1flKRLpdZLsSsmVCqeWBIll12nj89/kVPTlV26SNS6MJsa4NnosVH17N0gIqsHPuQVzKUEFd6ORKck6QZeY51pWp+VxFPtyga2EhAVE+/Qq+LR3OUJck0+bjh3VgSDAUMiiUeKGAWNHmt+Z8djyGGzwDl1vQg9G+sd2ltmZQ0nzgPv6+HJ7FHgCNlZpWAkUqKMg6jm5e/kmqPVnndJnrm3ph4RBSLdr1zioWh6gZU8+f5hHRJKNu5tREPCBdQbDebNsXJxsQ1pLl4YtUDociirWbs9tmGGtW9Xa10cLUmgC3fWrM/8oUHjl48fsLwLmFGXb/I071mav+p8ZNW8dIfUE7Qvf/X/D/bU1aFhLFa24KqQRJQxnGRG7CHJQqG/WK3aZfQnD89PurphJW4xHLcSr/GXTDgFHWUIOzc7Jy36Nqz1t5v6VctHf7dzP6ZPZCwSYp+viGEeMo4yAm3W9xsq0aTWo197IqdX5SmTC4B9TGrUS9YJVJZLkt16JQ2z4mHVBrJrsYDKY3deQjYmmey8W0XmoSZKj18vseM1ri3p40nG3pQoYY3xijANLo5TTyxpWIFWQMm1UcEpdIqiH2dRJ5NwKrTH3JDBblYRgVBLH2JlEcnq4UJzaTNW4IHDK8xO8JGUmplVMXpSkf7SpsccFF2yo8sOKFFrPsn1TsniwS1tByGyqth9qXCiCWGeDUYNUU5DqYRORoThcW29mtVIrWxFSrsjFv/YlmnNdHGOopzKP7q8Kk7c8HRi6kkxt+8Lf71Zc3gueToEP2Bo0YUD+U5mT6vjW5ERabkRGZbnHHKlKC8tY1S2tSAdpmn/dnZTlE+PAJdfCsxMrDaKAwJRXi46+ocVCbeK2WxtMGSjwG04MkFu8EQU62A/mkVjJemxTUNsp1ChVCo4k368bV1dq4KAL1IYTZcK6urirWR2RpVFJNwwOFC0g8H/aX2aZ6YWvpvYDi+4eiSWSRrMwoyGGAGBsf6FNjAzvXTtKr/U0ZzzRZg7mwUJJ8FzL7HyNxGAgLOchc7Of8F3/fkWjer5OiunioSG/6PDHZYagW9H+0D276ru42414Fulgs9S79EM0uKDeE/vHGi1k3+A5ux2nbXgQgz/cG9N1zRP7iH5/8KCBZFOcdMvE9hskH80q8Fufu9G2cBQTSLQn0BQYydZ8X/TBUs9CDoVwz9EPhWH0vF5TKkGyLZ2xW515VZqy3gGSDVEGuh7Wo3G3S1ykLXzX42CBxr2VjTElbb8pvlS2w/wWAHKNR3hTV0bWq4ZFX2lBXwKV72i+krVrONDBP+2tRxYhPQdY2l7EmsVUkuizevEwuiDby8ImIpXwhTvtQi1fSGOcmnN2efzMIK4bE2eiaru8bD47nP6Z4U5jnawJurxxjciVDuRBKlJ9F2ksIX0FoaD5fDMni+A9AWmxj5opE0lIiKhkjZRHNGuWhYiOJh6QFSViAk+rsm2kNXmJBCDxJzFPN3S7aFLpCfRg2VT9rEyD10KAMmo8L9vT05MvKPDAtQItx7cBEC/iPGzyXZATrD5GR6sJgTMdAxwQnuhMlplBDyKxtdg11RlhpA9txqVVO3ZkoateniRCPMQk3tYsm0gfsNDTz9K3F18ieiuX83H2xaLAismtn3EI3BJzdpB0jRHVdf7jyIDTeb3BnBDA+UMYtZwtYOYr0yjb+neyw3PZASK2bnH+wQAPOKgGRhzDY1H/uJUKBODJJw7Yr+UFKwBofQTLJqdkDZYb7eYuv6afJFCn6ASooBn0yNBAZrXqVKOJ7J+X/ZwENHej/swl8nbAvdqWzfltB6maqI/KiuQFb8g3qUeqB6+takcJt4xwxGhGfiwDov4xbNvzc5moGMhRHxuEM7Xwp3vhwUjxtwuSkELJa5fmK+ZL50RbJkFfc0WHG+zQ65DTSslblczZsqnE1W8COgZSTqS21OAJfEk7GeFNtXqIwYpSanrkHd+gAXIdF/hFfQmmS+DupupWuyVD0l5B4Qe/CrmOrPjasYQoKfWGVaUyTWQLz8WW1ZQ5uTCoyFDKvVrTUSKf+OS4MOASMwJfb8BU43MyO/LweVoUsnVrUnAumz9N8zcBydv8caEJ9dWDLWWQCyY6sSYdOtDkYhPb+oLQeVwMk+mZIkIHmE8vIUPILmnzCHSVGNowW6MWtjx8gC5iT7wxw6iV68po/xqYXto2WoAc2P0Gup2VVNdWTTTAB0au4+YYc8No0TbI9rEDPXGfu/SDv4MSIjXRM38PbD4XPz7Fi//A98l2Z4BM7g7DnxZwTWZSRCF54dSYDlZZ05qAlN3WcepreUnS1CzSgvEhgfPUMN537ErdY7SDaJnqBE2Jdm/5CWQwp1mTS12lszjQbwK88Yh0k+3FmT5M5+C9OwFPikVD6ExqMl6p3NSwmC/rA1bM9xWgKru+gG2JESpSMZlac9Z6fEDO0G5hLmlJRGUY5OhGbUcbFExim5N9fRafT4PuMwJWtoulZ3t4bnkFgYbYy4MIkOoot36H1B9JzOoQLUAu8dZ5Qy8tp7i2ETuj9C1LGhJpf2ClAJnDhIz6emlLYJYAGa3Q/0v/XY+8+Fh6ME2Jdr94iay6gu/na3IAceRLNvCDewOIUTW3kFmRtxLSpv/U+kq8CdTUCXS41T6alaB4sms1Ag7IwMn6HGUUK0Rclh4HZZ3EZJ4asMVoB+brp0AdimY7KJE7HJG9/IidgIdMwbM9UlUn6ksQINajKk8oBbDS0mYGhun4u/dpgfLT6sKhIlws6iVamJQHrg3fwAakYH5hk97FOn98f7R/grdE87Kv2xglMc7mrAPQMcbki4w/gQwm6X6GZPV8wHi8gmZFCGmzI/XKiADjDZIKfIRMwBtzHefTYCdfUF6hFPEU7yOd/Kj2CfUYPEn98EccLJ9HVfm/eBQTTkKuXa6HUXToJVg41mN593nJB3iz10CTuHSXXV6F26lxVxf/qHLh5gHmuG+eIH6tbG5YqdcUUd+BMdpU/A8GZz1oOmQi09UQq7QZRaC3TISBLYMu+KWsAN/PY55kFKQtX+tI08xaQTJAFjQmLh+dfTvJ1+oPPeAKuWllXeVISCedtAGzzbQs+R+U+PrA6A9cvz2i8M/rwgnEWvaaQFzJHsIDuqcOGUHrWtG7uO3q1MJUIwum+6Hc3hUpobaPLzaDdMsblYExGKHSK8O6V/ug0vRBoY+j0cqyl1jC3crL43QR5LsabXP0eg5d+y/j/apliqUKpr7nQ7AiacU/U817/YvER/czGc8G8Bqg1g69n9tfx9aSkh9qX2fY9ePdghOmTrLxEyhF2C/7KpC7grxVFmQF3LNxrD59HnJcKskNg0NNSCLuOyGuvJ0m1kU2iJzZ183Q0BXpJnJkhn836CPempJ1V3rLgsLaFCFfkZ4On9UwaMf4rSKd9Xtl2i/plHp9G5F+zpNEZN/r4iVIrmJ2R7AOXGxyu7UfqBkZJIb29G6PWdr1BYUC4Fd3mn2Dy9XJ/pQMFKxGnA1AuxgYyZYrP4Keq7fvpzFldahTHCwr2AcP6aXS/o9S/S3zIPhbx8Rb5MBabil9EnDnkJOVOcxEs2aY5MH5kl4oXYhYy4T3gl5k51lWpRvnpGh94sc9s0C5im2c83R0Zj8/iq9Zv+U7kCgi6JFrrRHVzKZC0ONriEudT2SnkILhOeLrKmxC8rvXnnF74HHHo+ymll1nUeqEWxAOhpat9/673j64qScCoA85mxy4Qa5Eqxl6yXvzCxnd3Vj11Gn9mkN+qfxFUH7To5u7KAWbrjxWZeFHYRl9m08Y/yFd+5kbe96DYuvWUdBcz5tUX4AXtbj4BHH15xphk1Z263a/wOo+clneeB1kfjrGpWWcdQC/IEwCg3Rur0c89JywdyQokPpKSa0U/+hVgOdik+5BwlLZ1eN3i4CXXAF/XMHFpYbfVRvTe241ep1RRBjei7XxlWCp7FxZ6lZKcxmqaPOKPFNuBsZb3AOGqddvwIWOSEmwHXARGl7qHK0hbyC1SOXUn3fc4qpdQ9TqXkP5HYP3Cjm7CP8HWOO0o5twykxxSerbf8r1RjjSiF0yBKB00FxHsed+QLNseSCgxYV11fylqq5KguiVJIP4SUQoNSxf6kFFKoKA2sV7FbDm22vh31uFQ/daXf5P0maL4UeDap5MvUq4nX+smnBapJLhSWgEZeKIf3L2uP2eyiGif8HNMPrAuTvcLesXyFFWoh7nnCAtDcRbHi5zfHAYpHjmUqackKbfgTy2P5KlCyYmzTFXbd8+69FwOeh3izQ7wB987bkFHpInDdSpJkZ+cy7RMHi+GB/aRssci89q8ejU8AO50aKyhMRilwRCi5J0W84t8jB+EgGp9hte5WFPNY0y/3ZFcMuhBvxlv/aRIcW8qhCkiesQnApFdGGWIak3gE7N6t5qBUF886Bvjxe0qP3Sa0on1PsXPMSD4k+mO9gsN89Ailv3R9tzqwPDwEq8cuLIMbzilovFQ+JUG++89sL8rDDpc4fac3G1HDnebym495JWID6Nx9wkA8gBmFLUkoHU00BUhibVh3yTDwU5QaKiNeys7EAmDHrs3uMf581jEQJ1tVPnSD0IgOvEJT8hGpQMwc2qNifnsMisX2RW3Z7fH/6sCC2DCsCb/0bfV98Eg8F06Ue32jlSvRGxoYS5V5mBAOZtsv0EvEbD6uY0SbnC9P3gMDsBZnU3MrQxu/C4Eg+E8ufnVGZzQJqLMr9l4BuZSxByPsoEMStTKd04eqYI0NW2JPlk5IXi4riZP9Lzvob/ZOBqr1zoFYl/tmT9W2OGrIOs7ewus3YrNRKPTV9NMy9LK1CmsdQHXo/KlV3asyq/ovEZrQ/hdohnAk3+/VyII1wRfrExxJRsHoUOi24F1/yQYWxPOwZvzCTyBel9927TZqQxU3JY6nTPFTZrx0WYdFeDg8mmOZm71kmBeHD8aE1DtGAndD3NSFFYZZN7h5ulCBVL8RbfG0eONQXwHqNhOn74lVGkGq92iLx5QMWZ9lTNYPlMUdAWUKXUU7mgSsY0BA6buWnnCvoUv8SnJ0ARgTJr9zFALJZCOl0Zr5JygBNsawg2xDZmOTYAtWP0s7JMWfFqSc9bYUFx3FUuGV3lWp6ZcFgsurxd8QE+FcnVJM9msBddYISM4aqZywDj4TGQV1wbQ/OezWstvb8Ld792KF8Eylxy96A0d+RV3vNn4Ue0iA99YLaPytFwoTgrEoeCQh6Tork8uebv1Ri3Xhb8GqO+C7hC/st9N2Dl7HZ1k9ipVrLj9ym9CEhh5i84xIY5mRkv/nMn5aEfyxrtSjAhQOD0QahXqRFH1KAwKxavzCK+VLwJ+rDHGNc7g/7HDR2KlcG8+yeiQIXVPadZnQhA48Q2flI4WA6If18Y/y0R50IGibr7e4gk9BRDDWhl/8V+462KRzlxefOFGqGJn9BtbflCkqB40CBoODocpH8HAVs+S4yUHtZWfaKWLR+/09sBPOjRBr+ITAgtQYmNgWSfZk5AzrZKiYS73cRZsSy70x2E/OiYajLn41BH8+CCtJEULhvmggL+msIfGQFfRQcFM+Jhh7YSaGB3XPhMOAStpe/o2z7KBpTQnw796cnleEZqzhnsRk0jg/8bi7JdEnIHgnJsAvC+WDSMEsIXXWKBk07V+9UJOlImEUxJAw4gP3v9zX+sqMbQkjjhkTQteHSQUbZSssGoWJJXlTo1ct7A4T0zWKA2ChwH+8/rSMLLfg5XzCfO3VTQxaAWgaXf29tHCD5Vubmt7UYOjaQQ06to8YeMW+kS6hlglqQwbZIVuZfloqKaHssJWiP3hc06Bd+okzpPBql594bSeFGrZEWvND6ZeeryeP7byi1bSVvqjcmnRN3k5t3rRV4VWmLW3mgBnYSw9lvZ4MBXstkdcGbcW3KvfmnU5bxRLttzrKL0ar4QHexW6Kig41Ons/iI/IL+7yFa/rEKPwPpCVkcJrPW/PMOCY9x+n9fBkDuJjCaG73e0tHEax9W95kNMuOpELk7C4QP/ddpaO0A0mCySSwbHDcVR8Vbp0SiiLweJO9p+/qybBgrMAjZVw+QlyVY9Od3LUXgk3vg5kzyaHsk+wRWHe7292Smx4JFR7Ui7TeI1QHw9Qen5rEtqPP6ZIfcKcOwtEoLpAlSY96hl0B7J5l9hhPiB+g/wzVcljbN6Y6irZa/9+G0d9aPweayiNlpbYzkeZ2MhxyQFVcSc2D2z/kj/VeguFwBP2lrZjHTY+x9pcjsjOKywMjBcM+7rm7Z+omEeB8MgOS8vZYVu/2SH3k3IXZO91iHL3+bkafEui+qwd869s8gnBCtD3yp7fnDJWtsfy0ZJUlIs+Fw79AzhPn92sInzazPTyUbnsy/T0NrRIN7TwYnp6qlz2YnrprHzKB5BOCkZCUhKi5F8Q5P8UAPOe46zzK1QbzDxJSijqX/LMx67Dd69Zc3zIqNs/3g7r8PsVzFSyJy8tQ61H11kBRosvsc7/8igLYR0lxZUMLnrmYxfQ3XecaT69umWsEnXC66WMVMnBOYf3zp2GZfuv9OWrvVsrc4rmG5dry1tKZVcmUr2o3qkFbVqARUh++9CVo8CyvHJA6U3ELyZ5oHwFWN4K4DSNDZahClT/mN4n5ih++srjBliMKgcplXvYT6ZRBKzpZxWRg2g5gf2B2Bxxw2stzU2SD8Ql5+FZ5P1uqkLiErOi+MWdtHysCmNk3/kVomVBkZx9tSfg6iw6AuVmy/ylJmWuvg/xmT2DjiPp2bIAUD0ZoL4nKocnTCH44Akns7qLQYX2dnpUNGYPYy049jwCI/pQZhZMRsJGSqrmFoYv2cvAOcE/XH5/JojKdhGzsbMyAfq5eQItuW5OhBTIvSlzbcnP98IMEsHVZysDpKbYjRWyz++w4iowpW/JSHnJ++JS87ASo2Xe/StMg9lKLyl69SAjH6vEmNk3v4VrXNTW99pDsrD+Dgrw4jRiHDm/zd5tAymITrYHCop7LMQJ1vZEO30HB3TI5wBwhcm7SLbijROgEwA9ve2+zEAfwKyfQRHtbSHQB6ZVoCAQam6CgPvnF+Bn62Fs4edPsPC19NlmGuQP1lmYZLBC0y2Pxu5ltczQGvUyiyNLfN/MDNkMaps30Z0TTWOCyG7ZNpbbXECwF8uex0zaV5wC42COgBhITKzPWfo61w8k690cvDCenq+fk6WZOQixYJvyACOsVxDfGi5OfiWk9FjkbSQU4JGHcjJgCqzKQDyeuruzo1ukC9GcliPCXQCQ+wUaAVUyDgCpEKPwVIKzBundMWIqms6QjyFZIMnqO1q2RXj4MhrFbYR+ZDF5uQN9bzE3cBu++F/yktQ9TcLzBcC8KwKHr3AUuWuuiyurczWvg3xJs/JVhL140P6oagw4BWCJZqkkpzA2b1MmuNockVj30ZLlZx3OBqoNc0WobppWR97DaZmdqULwlTtJqSd5snovzfJnqLG7C3fDAFRUxkileJNjdhd5YcGwoJKWDDaMMqLcavfVWVQUMuto/JjyaBiDOvbKZiYDmaGFuUHUgw5eZbaxpyZHSgROjtJl0059YNQUh/uvNusqCOcCOe2CrcoFzVZWIgd2aI81dys71NDZ74CTUs1fxNvagHW8NYbl52FH9yvxtXAv8V0d424rF9USCbZJHEZJftmd8aKHIW3YcxBo3XffosMqSScXC4CHzc12FO2Lm1rWiCankPmsRMlK7t1JI0Z7J9ylSz5mnKkV/NE3cwxdw+UMN1Dkxg1zk72k3TX7Xng6VOP52MPsFtKWbIIrkJsT6WpogjTsTKj3cUoyNbt0cimsbDswtBAw74o066MTtEHHUxGrklnYvK8YgW4BTYInN//waT9ehnoGKNnbFHbGnpCz8U41jK6rNRU4k+o/TvUil141g817wp0LYTIcLqCFR22Jra/aLiSYmqp4+Leo7nIhu/klu6MUvKVPqh3seCGeCk9Hqfm7RLwNy8PqYN8gaS+1Dx6//gdQvei5wTVRKA2KMqTiEqni9b/HDuN82JkgEdB//ykaRyeAzCVG8BNHioOYHTW9upaP7Uc9wrVejQXbcngecNx1h53ups+g+kIZNYnknxCxXaclGzt/bMsJHt23ghGYFgO2ECSL76PVGF9Tp/h3oGWCSylKQ0ezPB9Ts+k1Re8f5hUgT9hlrbcDfUwf+166zulJRgxv2kIz5KFNVfEt4TqnU7cUd9buDoId6N4ziRPslsaHJagBv4qvfkyyAGaJBZclki7/tuYocjVfqCirc9eKCv9Zvqo3W8FnYF2ySwzy2RzZFQxKryRkEC5hVyq2iY13YkHAZ0NUdzAovpyaSrxBOFdhQzopP4T12gdxg1fv2OAE0rALjQm0q9uwRgse10LGVNEOnkB/m4HfEr6wb2K2sEDSoFsQ51M2OiFzG9r3HM5s91ZUIeY05zSJrD/HC48KOUXRuyNsxC9/BYcD3D+VAE8TbPrIMa9HNzq8WZJdGmqbpF0t3kFn+IxjwA7/7q/awOHVh7n+taNbMhirpNN/fE9h8qcgmaW6vHkNxYPkzqjuGwLrxp2K0blaZeGuwqfl6fAY4SSSnmWEvmIGkezpmSVNMegUoT5NzbWmbBmlw/lqFb5bwdvSIlSAjpW7/mZWsxWg+pbHh7GmqvFMlIeu7Q/XZrUzC8tbEpAQnatJknSE/TnYpSn94WgndnnBSaA9+5MaBXLGZ8ZiAJ3+vy1gzkVBN36Ss31YJLSHzslJbvahYU5OJtvVNW0tQ7brm27WsLcFBnev0oPjE3cqqgZZ6iuom5vc98LoAYl8N7j2pummm2t8VVKBjIe4pV64UDZNei+fFS0/BRi6tjsMItJXZUgXprATFM4BuTfm+mF82XSZUj5bwD0J5L+Y68cVSJetqudL1SjOOhXZG4anyRbLdQtW9XOPg/63BLfIMBcHb39XnOASvsfVwSfAATxQncsMeJHK8UlPBMzboueZ4s/FdpXM5gODVOv32dtCC02gZa7ToET1pLgyC/pbirBAmK4EIvnykbAR3K7Zjcu0ak8BptfJ1X2nWd7juJge3VjtGwyFWQrSUeHKYfAU9mtB971cG87a3SDf1wwsf66/XcW1H7AesPWW8XIeWhjy85Gxabvd4XTb1vF2k5hlFjDpHdnMCd0MkiljD0ZZQaNMoeyB2yf7oBDWGSmE8vUSYSqoKeQksoW/WEE/62wdR7pRo5SaKPFHxry8HFbyS5wjfNb7FnMKJbunTrRCL+glfnwDi/Ag+SVwlDn8OsXPJSR3AGfEC+T67hztgimw0VgxNM0g/h4rLCSZ0b+HzF/dJv+AMxSm3qiuM6dAamBqvP6VcqKffli2kHivJziFkj0zxxuhW7ZciwqL8EDIbKiq5Xo195SsoH9LbQ/MityMv18/vgjnrpt++Wr00MB2rU+RXc5gY0N1VynMusyp27glWzfA19jbVN3H4aL3pQOX7MZwHAdqnYuNwx19031GsIzS1DQs7Ri9iSbgHBo6noc9PlBGMz2Ts3/gWKCRJDsvCd8JI7PpQs4wGdlaud9wwxYh/ewGSyck/H+xnzgZTM907qkIpVO5yPSRTNJtyLbJ2QM8qhIL5ljekXYLVio7Y7L3EqIImUONGSgSFqXB4BCAmdlbmgEXGBki5kGwdfawBc7QWRuo7FSgeFWvhn4yPj5JkAf55YRYguBATwoSwpJ95GyipcxVtHxlPlIUYvTKmejukuxoHxVLcCLY2fuCxvvP7qc8OX2H6WUOQp2IgnqrCDMfBTxyOCsLpmFlSXgAee+QFc8ARRMietPiYdTexLqrDt52O5zjdhLNnDytbV1i3TQPWDtbb7fa4xhg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gJH7Bleg93Mj/6XXk0tezBMzXhIb9x1ohLnEa/zWR3Uskcweh7v4xxVMP7aQTYBSo/NrCzn8Zh6D/8o+dlqPFo3YwVhxVGyJv8URM19uP9U51ZLiJQwXFfKd8dleN2qptBKZDWticldUmh7IM+F/7n5LG4+qA0+qLmseQUESYo69bt68Rp0kk8upxyVO/98BET9KRFhqWEoBNWESbgLQCSspPaSVxI6hAsnad0bZAluMnP0W5UBqDnA3E3r3wo4KtgsGiXiujEGXpZEoJZM2bAjQIstP3ghNAHbgc5UbFgSb7RjtOz59rKiEj+MX3p4+BCghLTSCLwKO3NXZkw3HOeQMrN2go8S80A15VpZATaIRxTFmwjovdDDyCiqFOINeP8C6ayeQBqr2dwWj1pJeQf8v1rXteGJWPcOvy/whXkBX1SVnF9P72ylzO8oxXrx0TmRIcyWZEv1mZCsLb9ShnfgO+viN3Ai7yQj5pUUrLfNoEUc1kpsS+0FXyVZfg3hckEeJsTDd6nn9oraqytelf55ibgFzUZbBsQlR+7txIvxkzzFSmZ4WRkfj8Hq47zH8RzWEBOr2dSagHfhmd1+n6zrWom1+MgP+k2QZQ5VN5/Geaj2MuN01qQge8bLhV5Zh/XgOf0i0QQBfQgEsDgoOmk1qLX7xkUD2tFQfBiFtoF8jJXYbSGz8UBHObKzk5Soc75RIt8ktiRUUqBVf75xmU0Tzo8JoftLdeHaDHOfhFScm5xSFP7202X/pGlYHKT3ggDk7K1lcnfuOY/HoZpAljev/yrehTfdYPKzpwezZn2DGDvbsSjUWSgTl391KGdGLDkkJxIdwqPbROpkBaKTViAXYy1fsa9jGG/E911KZZduLJ+vSj/vtMs9dqKxPSG/aQ3SjLaGv++rq/EdaHxP4A+xetpBnuiH2idOySQOJSu3MgYLxHhh8edomeRgD9HcvMoYvBKbmJcZglV4g5/IiehWEV9k/PPtBLC2pXNbcFUPGNGgpexaLTR7700eJdV8H+pF+9HlM3jDACCvhNgNKBRx9N9RnMVCi/SC5Ib1W5qIacSYnIYZj1TsKHoyiTcPQnDGltgotCcAlOdsVxOn5GomUzt1pUnuHqoJ4lxbSc5mtLlZtHRL2zm5mnOriXAlsbB0Am/G6+cYpzPOCDJHXXUJTq7eHGyMmNAtUiYV6A91R8GmC6TrrIRKt63qyLiRXLRRHdnP6jhBXUsO16qFbrocU3dWR+PDdtINzNaJLtHwzB8v8NMPs90qOqg+Cq+5ESzuOrm9q3zppgqNirKVIN4TKN76+fpFGls4//Rw5yrxtvlPZyT0z8xfvwAWDjLVMjXVoPAdXhpqdsBBx2JFfDsWezytAcM39xAlYkQd40XnVpfD5lQIZEcoEiJeOWjyu1m8dps7NiyuuSPjuIdq7mD4DXCX6sEzPbc280ZeJhwhPIcIg5XZWP/p+YhC7ApenFd6gHtt2SCDkid+yF84b9Nul8Lu+Is2K/msiq5yi28hCAi/mCu/qp4z2ueEu1PdVxpnu1im4WcJvzW1xaVrwQmkctHpECO/Q6eY+D506BilitLxZ+D+PIj6i8b75wbi8WhPIs3/JEOC+6tvGCWh7gBVt65DY3ghOr7N5RF9l2TWWRHOHrHE4oJ4CESt1i5sk4pdOTb8BgfU7mxnoff+IuT2pIoGibgEBlgPmG7BDreatFHDd0RSPWODQfuZVxwK0outL4M9V7eUkKZkyP6MlnbSx53VaCMKUQO8sKouZ20lXVYMVlYnmRr11VPKjIIuDid9bsWvMwIYmIuS/cyATEklNvtQ6YxYGHhm3jgl7nejh5FRXDVM3I2fmGD0s7XIGxjtNZSrZdsm1l0xJiIWd5nFE7B4p+yY/di+LS1xqAPP7vb/sqj08mNN4PuspkyuulRUA0YyO6fPYlQQpUqOoeqokep0WcaIzZf0KbWxaVgkWokAOi8ne14e4rZ5yOuC1/ULr1jSGeq3QW6/p7iPbJmYT8TqfayTVrVLR3zOV+hktI+CPDPxgLVsafea4udDmW0NpjKl9WZFjwUQIM2nZ+NyR88LubjpOuaKxlTdco0ReqiyfbpYTLpQYoovUC5PFfNLBTkpa+nmyv6zeDfeuCA1Qr6FS/ecHW5AN2+jUosnu0p5cutPf33xjv2Edjy1QmRxdZi/YICx2OBR6SNTE21IP0papUbYvyEzmR4rdvsYeDCPo3cHo9jyo8yt/wC+UipKJJzWMnKah/VgF/zV9nLYt0yLsVMITqbayU+JRynNXHFSOdzacYDw/9Krnw2LURRtI8VTonj/XtAxPjpJuU1g9p4Z5iK7mwr7PPUqlK9Qbv3tla7pFU+VOjF1joeMg6UU6zfrDCo+EouagrXM3di10vQlYgshidWrenXSVqqjF3uGb2+MpqSXM4o6Qc1FwU5+E2ETkedWc1pHokOawyVO1N+tx0cJf7Q0EaMQnIhnGxbq8AnCL7bqH8lS0NHwnMBzK9aLe0cxCvZK1OXuz1KWXI+vp0xXB4iOHMB34merN/yQqNdQ/WNserCjKqdzC15FmF1gzSbj9iK5WVWx+Bb8eE3QD/CJ5a+4lyyeXcnY0wgyV27MnaOmFEjXtT/9m8vD7uNfafJ3Dwwamncf/zjW49cOK7RSB56D37N94ge72g4QKdEOR2USC0on8Race1dqaGrtcp6ceOCLc1B2exApwJdZDKwlK7GYWumeUSEPed9csc9Tb7f6TbGYCtDI9NiOhJX+32j1xvSGeni2twQ/TzxHlr8lmTtQEE5JyigOxw4Ra5PXbMvPvkklLF6Mxg40mXF/Q3BmKtV9UyiY2X+i1aLUQ30HGzG6tHgiqBMD+AfbMbEV9OQrErQGBCZTd0ULjtQW4fmodh/KrQXSvmLcEbz9RG2B/txPv+3zjvAbe77/HtBNc1FQ8bZAn/QMf7SxeGugX3papN8/YSvZHo7eoeZ2emxPZ5DGbNl5gSIbk23Rp3XyeC5Hz9cjLAZ5Y3zpErB6/lg0OW97qOZVwWMDP0wpKY8kuqWgMgQpPE2wRZ0ByqnAjl3OLdkDxuwrIuwOkPnpEh/raB8YxnGKinJ0CN3o62BTqKLcGWcQrqTZCCqD96UbyxIpFDuqYwstoQSrDMe8SCVdiqJOYOL1k9Y2n8SSOWVdOynqXQIKs6tc9tasVdbQ+dm3C17MrRPhyNb5Rl1Eiq1vFVvWoU2aGteojkdAuqCLubNduqBJ6oTcZelv54gH8XPXyfwzQEqMzo3Ck/GmXlqB1Akf6QJ35s71ELD/2D15XjLqng/m9/LU05dcfSQ7t1i8myreHCwQF7zDK3KEduoG5px4dqHukuP7hc4OXl7AqPqErmJvIkQMHJ1I69CVIbl5qrhQeXaSHEhEm+tFd25pK0nOrpqEKBOBxBw/EnKwgeCgXkLKHmATBauJU679yX2Qg5oT1k2IJjIOCcmTAGsGbi8cfDg28LBYntfpMnaBxXs5ND+48Pjg/IDk/EsWb5Y41sXiFdMeniI8fN3zsE99v9lm+7GTa8bi7ceOWY4dgrFoemyYCUXqVv5NVxVRiUvDY09Z1F7Tw8AetGgk1FxmnDNxFpi6hitQ6vcRbBCV2bUkv/DFpKyKHgli7HXRvPZSxglBWq/c7MUrR3Cos4yyFIrcMjgvzz1PDx1jcc/rfn0HPfPbtDI/sLinoPbxecTi3gLet5Cs02VlIBFaANEfO1FaoAOS2Oj7zBSZe9QTAmFdA+M5aIXicdec2/YY9y+fuEfaai5+vzWNmTGPvsVetATnNkQM2RodjyuDc9susOPgFHfW7fNurMPHkQtKY0T6whZV4d9k+WrYoiJcTrbyHVn1PzlNRUhKk6v5/RfV9Ails4QvUhofxRPBkJOSJdNb6/eu0pXitGJYoHCYuZUYR63cxAtRKL4sKL7E1Zha1rqnekWgdJqtZ5rwWk17VgDHGPb6DKE+44JC26xcxUWF1tnCe7/hJun1W/qo5A29L5+KIFvhIKlpD03jLfTdEnk7GrbhgQB+UqXEg3XMYjEP2gbjaFYSYvbFoM0qoSqyguOzZVgqnneCsoPNmF5On06lR2UaIT/vSE9CUti25CoKcT+etI6whSj3DBw6o1yC8qVzad7HalbchN+7E1ncRNA0S5v9JihqfuwYE+/E2Rhi7xAR6+gQHOTNIXjaqNbG2TDV7EGR9E9cwPotzFjZskF6muJ5CExvErK4wuTC0+Prbmv6uuH33ev+X/B9ugQr629+M1E42M4Vj7k5yeJOnJcuUOQugTXH/InIorkQ6te1lmsWnJMyuepTzO15CqGBT809Dw+zpm53bmi7rTR8kNjjB48j5/iHzEOs0Sx62TSTapd47cD9vDuZvdq/uZimry/2Zqz94OBErr99c++RTdsfKvyEBV/ok11uciQzgFLzl9JSQrZSBir8X1J332NdMbH/5mrFZ/vN7jfKtI98bTCtjxMJb/FL8Dh/73vETzS5uVvgE/n9kU9yJ1KZIVfrX/TqAjtjAAtYdk1AU4Ggo1IaNVTYs1TvUTMIAdmMZzC4SeQ5WR92zC0pnRAQtWGWsyGtGPQASecQOzMO7MvSNQ8JB0jVs8Al8tmowOVo5Ek040Y43AroiM4bTCBrAzez3isNEZ+L5CW/Qdwk2G6p5pq2rCM1aIEv6eJhZ0bvMvaU8Yr+oHJ0VtNQWx+jbKSWUJGm8C22AF37ZSJSveLp6BjZyNRpOtVeWaUH4Rc7JwrtUTueI1uqwQTMUjOoXW89IZhDQm19DTwOoR8JgMYS7l9RvKq2+TbU7nPlm3W+tBimBUC1r5Z3TizWueiNKTqqMvIeiw8sglb/eXVW7q1eAE0bio1hWiMkhGtJIqK5OmKRr/NtmNbcx5luqwbTuMZtbUq7urA25OmNVNOOGWtlGEKY3hZ2oFbOhzYnLrGLuU1IdFPbLhyGNEhqg2jG1mtnM74MJVU8Y5nWhhrLxjPcWPQ9zYEZvbqhzlGnaCTNg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)format("woff2");unicode-range:U+00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only-height:3rem;--btn-border-radius:1rem;--nav-logged-in-nav-home:false;--nav-logged-in-nav-mentions:true;--nav-logged-in-nav-analytics:false;--nav-logged-in-nav-upload:true;--nav-logged-in-nav-tools:false;--nav-logged-in-nav-premium-button:true;--nav-logged-in-nav-user-button:true;--nav-logged-in-nav-user-dot:false;--nav-logged-in-nav-premium-text-link:false;--nav-logged-in-nav-logo:true;--nav-logged-in-nav-search:true;--nav-logged-out-nav-logo:true;--nav-logged-out-nav-log-in-button:true;--nav-logged-out-nav-sign-up-button:true;--nav-logged-out-nav-menu:false;--margin:2.5rem;--gutter-other:3rem;--neutrals-100:#ffffff;--neutrals-200:#f5f4f0;--neutrals-400:#e6e7e9;--neutrals-600:#d2d0c8;--neutrals-700:#b3b7bd;--neutrals-800:#676e7b;--neutrals-900:#070a15;--red-100:#fff2f2;--red-500:#b60000;--red-900:#920000;--green-100:#f0f8f1;--green-500:#048c16;--green-900:#035c0f;--misc-annotation:#a35dff;--shadows-primary-button-shadow:0 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"></div></a></div></div></div><div class="mobile-friendly--title-in-cover-container--hide-on-desktop sf-hidden"></div></div><div class=mobile-friendly--work-information-sometimes-title-container><div class=mobile-friendly--title-in-cover-container--hide-on-tablet><h1 class=mobile-friendly--responsive-title>An Enigma for Physics and the History of Science</h1></div><div class=mobile-friendly--author-container><a class="ds-body-sm-link js-wsj-grid-card-author wsj-work-card-author" data-author-id=12260005 href=https://infn.academia.edu/MaurizioConsoli><img alt="Profile image of Maurizio Consoli" class=wsj-author-icon src=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAABBCAMAAAC5KTl3AAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAxlBMVEW7zeC6zeC+z+HB0uPE0+TE1OS9zuHF1eXP3OrX4e3a5O/c5e/c5fDU3+ve5vDd5vDM2ejb5O/P3Om8zeDN2ujH1eXG1eXW4e3J1+a8zuHU3+zB0ePc5vDK2OfL2ejL2efI1+bD0+Tb5e++z+LX4u3O2+nD0+PC0uO/0OLW4ezV4OzC0+PY4u7A0eLQ3eq8zuDF1OXS3uvT3+vJ1+fI1ubZ4+7Y4+7U4OzF1OS+0OLR3erY4u29z+HW4OzA0OLH1uXT3uv///9oG3zCAAAAAWJLR0RBid5sTgAAAAlwSFlzAAAN1wAADdcBQiibeAAAAcdJREFUWMPt1l1TgkAUBmBWFBSQFTVAgUSDNBUFSyv7/P+/KsgZx4E9cJYu873wbp9Z53ywgnDNNf8thJA/nW+IzVZTbNQ9LsntjqJqqtJpy1IdoNVVdXqKrnZb/BfoGfQyRo/zGlKf5tPnIgZDWsxwwCHcqAxBNfFAw6KsWPiy2pQdGwuMxoAwHiEFRwEExcEBxHQBwTVxQ0I8CsVDCj1QuEUKE1CYIAUfFHzkspjOAGA2RVbzLgCEAN2UISCEWEC4Z7eUMkcLwCXwVxCExQMDWC44BGG1LgBrjv+QZZpfERa2kudEm/Oqzpb1JuIFBGEbJwrVs1Alibf8QGaIfpjsktAX653Pko7B4Pe3ztlC+M5Ljuw/XsZ+iiPskkwTeUtFy7eDtt/ZyJZqTA7sudJpx8Z8+ebPFI6bVLdFfKClsVYVwMueViQoHw8nqALSEX0tAUbHaqB8TZgqRihZVdtExwgllwC/uLm8QZ1FbBxA1RgakiPuT6QvKgBYrJEAXbKbm8gaVjCAaoRYIH1HMIH3DzSgJ8y1NzfQAt0z6+nhAfaDCtuQp7Da8rNyri/DeN6SL5dHYL1m+jxA+iYr1tLiAvTvcz1/AIrWabc5Kfb2AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDE0LTA4LTIyVDE0OjUwOjA4LTA3OjAwKGXWjwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAxNC0wOC0yMlQxNDo1MDowNS0wNzowMDjvD/MAAAAZdEVYdFNvZnR3YXJlAHd3dy5pbmtzY2FwZS5vcmeb7jwaAAAAAElFTkSuQmCC>Maurizio Consoli</a></div><div class=mobile-friendly--journal-container><p class=ds-body-sm-regular>2019</p></div><div class="mobile-friendly--button-container hide-on-mobile" style=margin-top:24px;margin-left:0px><button class="ds-primary-button js-swp-download-button text-download-button primary" data-broccoli-component=continue-reading-button--work-card data-signup-modal='{"location":"continue-reading-button--work-card","attachmentId":99392025,"attachmentType":"pdf","workUrl":"https://www.academia.edu/97891862/An_Enigma_for_Physics_and_the_History_of_Science"}'>See Full PDF</button><button class="ds-secondary-button js-swp-download-button text-download-button" data-broccoli-component=download-pdf-button--work-card data-signup-modal='{"location":"download-pdf-button--work-card","attachmentId":99392025,"attachmentType":"pdf"}'><svg xmlns=http://www.w3.org/2000/svg width=22px height=22px class=cta-button-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0V0z" fill=none></path><path d="M20 12l-1.41-1.41L13 16.17V4h-2v12.17l-5.58-5.59L4 12l8 8 8-8z" class=arrow-downward fill=white></path></svg>Download PDF</button></div></div></div><div class="mobile-friendly--button-container hide-on-desktop sf-hidden"></div></div></div><div class=wsj-loswp-column><div data-auto_select=false data-client_id=331998490334-rsn3chp12mbkiqhl6e7lu2q0mlbu0f1b data-doc_id=99392025 data-landing_url=https://www.academia.edu/97891862/An_Enigma_for_Physics_and_the_History_of_Science data-login_uri=https://www.academia.edu/registrations/google_one_tap data-moment_callback=onGoogleOneTapEvent id=g_id_onload></div><div class=wsj-related-papers-header><h3 class=ds-marketing-heading-sm>Related Papers</h3><hr class="wjs-divider ds-divider-24"><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=0 data-entity-id=101815018><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Atti della Accademia Peloritana dei Pericolanti : Classe di Scienze Fisiche, Matematiche e Naturali</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/101815018/The_classical_Michelson_Morley_experiments_A_new_solution_to_an_old_problem>The classical Michelson-Morley experiments: A new solution to an old problem</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2018 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=269796351 href=https://independent.academia.edu/ConsoliMaurizio>Maurizio Consoli</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The classical &quot;ether-drift&quot; experiments in gaseous media (Michelson-Morley, Miller, Illingworth, Joos, ...) have always shown small, irregular residuals, usually interpreted as typical instrumental artifacts. A recent re-analysis indicates, instead, that these small effects could represent the first experimental indication for the Earth&#39;s motion within the Cosmic Background Radiation (CBR). This intriguing possibility, and the overall consistency with the modern experiments with vacuum optical resonators, require to perform a different check with a new generation of dedicated experiments. Without such definite clarification, the classical ether-drift experiments will remain as an enigma for physics and history of science.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"The classical Michelson-Morley experiments: A new solution to an old problem","attachmentId":102251331,"attachmentType":"pdf","work_url":"https://www.academia.edu/101815018/The_classical_Michelson_Morley_experiments_A_new_solution_to_an_old_problem","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/101815018/The_classical_Michelson_Morley_experiments_A_new_solution_to_an_old_problem>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=1 data-entity-id=44104626><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/44104626/An_Alternative_Explanation_to_the_Michelson_Morley_experiment>An Alternative Explanation to the Michelson-Morley experiment</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=33563582 href=https://independent.academia.edu/HenokTadesse4>Henok Tadesse</a></p></div><div class=work-detail><div class=wsj-abstract></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"An Alternative Explanation to the Michelson-Morley experiment","attachmentId":64452265,"attachmentType":"pdf","work_url":"https://www.academia.edu/44104626/An_Alternative_Explanation_to_the_Michelson_Morley_experiment","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/44104626/An_Alternative_Explanation_to_the_Michelson_Morley_experiment>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=2 data-entity-id=71321947><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/71321947/Michelson_Morley_experiment_A_misconceived_and_amp_misinterpreted_experiment>Michelson-Morley experiment: A misconceived &amp; misinterpreted experiment</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2020 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=3047201 href=https://independent.academia.edu/MohammadShafiqKhan>Mohammad Shafiq Khan</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">A thorough review of the Michelson-Morley experiment reveals that the experiment had been not only misinterpreted but also misconceived. Under the theory & methodology adopted by Michelson & Morley the reasons of misconception and misinterpretation have been found to be: 1. Doppler Effect of light was not taken into account and 2. The motion of the solar system was not also taken into account. Since this experiment formed the basis of misinterpretation of absence of luminiferous ether in the space and as the consequence of absence of luminiferous ether the concept of length contraction in the direction of motion, theories of relativity, space-time concept and big bang theory were adopted.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Michelson-Morley experiment: A misconceived \u0026amp; misinterpreted experiment","attachmentId":80715371,"attachmentType":"pdf","work_url":"https://www.academia.edu/71321947/Michelson_Morley_experiment_A_misconceived_and_amp_misinterpreted_experiment","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/71321947/Michelson_Morley_experiment_A_misconceived_and_amp_misinterpreted_experiment>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=3 data-entity-id=2368933><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/2368933/Michelson_Morley_Experiment_A_Misconceived_and_Misinterpreted_Experiment_www_indjst_org_April_2011_>Michelson-Morley Experiment: A Misconceived & Misinterpreted Experiment (www.indjst.org; April 2011)</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=3047201 href=https://independent.academia.edu/MohammadShafiqKhan>Mohammad Shafiq Khan</a></p></div><div class=work-detail><div class=wsj-abstract></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Michelson-Morley Experiment: A Misconceived \u0026 Misinterpreted Experiment (www.indjst.org; April 2011)","attachmentId":31438801,"attachmentType":"pdf","work_url":"https://www.academia.edu/2368933/Michelson_Morley_Experiment_A_Misconceived_and_Misinterpreted_Experiment_www_indjst_org_April_2011_","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/2368933/Michelson_Morley_Experiment_A_Misconceived_and_Misinterpreted_Experiment_www_indjst_org_April_2011_>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=4 data-entity-id=65794783><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/65794783/0_51_21_60_v_2_1_9_Ju_n_20_06_Michelson_Morley_experiment_revisited_>0 51 21 60 v 2 1 9 Ju n 20 06 Michelson – Morley experiment revisited ∗</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2006 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=19498636 href=https://lodz.academia.edu/BoguslawBroda>Bogusław Broda</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The idea of the Michelson–Morley experiment is theoretical ly reanalyzed. Elementary arguments are put forward to precisely derive the most general allowable f orm of the directional dependence of the oneway velocity of light. According to XIX-century physics light was supposed to prop agate in the aether, a mysterious medium devised especially for this purpose. As light was to travel w ith respect to the aether with a fixed velocity, an experiment was suggested to detect the dependence of the v elocity on the direction in a moving frame of the laboratory on the Earth. The experiment was proposed and the first time performed by Albert Michelson (a Nobel laureate, American physicist born in Poland) [1]. T he experiment is continually being repeated, known as the Michelson–Morley (MM) experiment, with ever in creasing accuracy and improved technical realization (see, e.g. [2]). The result is always the same, n egative, i.e. no dependence of the velocity of light on the direction has b...</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"0 51 21 60 v 2 1 9 Ju n 20 06 Michelson – Morley experiment revisited ∗","attachmentId":77237095,"attachmentType":"pdf","work_url":"https://www.academia.edu/65794783/0_51_21_60_v_2_1_9_Ju_n_20_06_Michelson_Morley_experiment_revisited_","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/65794783/0_51_21_60_v_2_1_9_Ju_n_20_06_Michelson_Morley_experiment_revisited_>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=5 data-entity-id=8885052><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Old and New Concepts of Physics</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/8885052/Michelson_Morley_Experiment_Revisited>Michelson-Morley Experiment Revisited</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2007 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=19498636 href=https://lodz.academia.edu/BoguslawBroda>Bogusław Broda</a></p></div><div class=work-detail><div class=wsj-abstract></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Michelson-Morley Experiment Revisited","attachmentId":47966198,"attachmentType":"pdf","work_url":"https://www.academia.edu/8885052/Michelson_Morley_Experiment_Revisited","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/8885052/Michelson_Morley_Experiment_Revisited>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=6 data-entity-id=65794778><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/65794778/A_ug_2_00_7_Michelson_Morley_experiment_revisited_>A ug 2 00 7 Michelson – Morley experiment revisited ∗</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2007 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=19498636 href=https://lodz.academia.edu/BoguslawBroda>Bogusław Broda</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The idea of the Michelson–Morley experiment is theoretical ly reanalyzed. Elementary arguments are put forward to precisely derive the most general allowable f orm of the directional dependence of the oneway velocity of light. According to XIX-century physics light was supposed to prop agate in the aether, a mysterious medium devised especially for this purpose. As light was to travel w ith respect to the aether with a fixed velocity, an experiment was suggested to detect the dependence of the v elocity on the direction in a moving frame of the laboratory on the Earth. The experiment was proposed and the first time performed by Albert Michelson (a Nobel laureate, American physicist born in Poland) [1]. T he experiment is continually being repeated, known as the Michelson–Morley (MM) experiment, with ever in creasing accuracy and improved technical realization (see, e.g. [2]). The result is always the same, n egative, i.e. no dependence of the velocity of light on the direction has b...</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"A ug 2 00 7 Michelson – Morley experiment revisited ∗","attachmentId":77237085,"attachmentType":"pdf","work_url":"https://www.academia.edu/65794778/A_ug_2_00_7_Michelson_Morley_experiment_revisited_","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/65794778/A_ug_2_00_7_Michelson_Morley_experiment_revisited_>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=7 data-entity-id=23337219><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/23337219/Alternative_explanation_for_the_Michelson_Morley_experiment>Alternative explanation for the Michelson-Morley experiment</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=41451610 href=https://independent.academia.edu/DaquanGao>Daquan Gao</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The famous Michelson-Morley experiment has been reanalyzed by us. We show that the transverse beam of light follows a diagonal path because of addition of light and the movement of the source. If one adheres the principle that the speed of light is constant as generally believed, light in that experiment should have kept the original direction when it is emitted. Résumé: La célèbre expérience de Michelson-Morley a été réanalysés par nous. Nous montrons que la poutre transversale de la lumière suit un parcours en diagonale en raison de l'addition de la</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Alternative explanation for the Michelson-Morley experiment","attachmentId":43794046,"attachmentType":"pdf","work_url":"https://www.academia.edu/23337219/Alternative_explanation_for_the_Michelson_Morley_experiment","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/23337219/Alternative_explanation_for_the_Michelson_Morley_experiment>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=8 data-entity-id=57321910><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Henok Tadesse</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/57321910/A_Modified_Michelson_Morley_Experiment>A Modified Michelson-Morley Experiment</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2020 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=33563582 href=https://independent.academia.edu/HenokTadesse4>Henok Tadesse</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The small fringe shifts observed in the Michelson-Morley (MM) experiments are dismissed by mainstream physicists as experimental artifacts. However, this interpretation is increasingly being challenged. Based on a new insight, simple and modified MM experiments are proposed that should give much larger fringe shifts, typically more than sixty fringe shifts. The mystery to increase the sensitivity of the conventional MM experiment is to slightly adjust the angular positions and the distances of the beam splitter and/or the mirrors so that the angle between the longitudinal light beam and the transverse light beam at the source is as large as possible, say 10-2 radians. This angle is very small in conventional MM experiments, making the experiments insensitive to absolute motion. Conventional theories such as ether theory and special relativity consider a single beam up to the beam splitter. The new theory, called Apparent Source Theory, has the potential to consistently explain many of the previously enigmatic and controversial light speed experiments. However, getting a non-mainstream theory accepted is a major challenge in physics today. The only way to possibly convince the scientific community is to test and confirm a unique prediction of the theory.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"A Modified Michelson-Morley Experiment","attachmentId":72279995,"attachmentType":"pdf","work_url":"https://www.academia.edu/57321910/A_Modified_Michelson_Morley_Experiment","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-131)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" 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js-related-work-grid-card-author" data-author-id=8570398 href=https://auth.academia.edu/GeorgeMpantes>George Mpantes</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">the abandonment of the ether hypothesis leads to epistimological diffculties....W.Wien physics without ether is not physic........ j.Stark ether is not a fantastic creation of a theoretical philoshopher it isvital to us ad the air we breathe</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Michelson Morley experiment","attachmentId":106691449,"attachmentType":"pdf","work_url":"https://www.academia.edu/108263092/Michelson_Morley_experiment","alternativeTracking":true}' title=" Download Free PDF"><img 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<div class=text-container><span id=t1_2 class="t v0_2 s0_2">World Scientifc </span>
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<span id=t2_2 class="t v0_2 s1_2">NEW JERSEY </span><span id=t3_2 class="t v0_2 s2_2">• </span><span id=t4_2 class="t v0_2 s1_2">LONDON </span><span id=t5_2 class="t v0_2 s2_2">• </span><span id=t6_2 class="t v0_2 s1_2">SINGAPORE </span><span id=t7_2 class="t v0_2 s2_2">• </span><span id=t8_2 class="t v0_2 s1_2">BEIJING </span><span id=t9_2 class="t v0_2 s2_2">• </span><span id=ta_2 class="t v0_2 s1_2">SHANGHAI </span><span id=tb_2 class="t v0_2 s2_2">• </span><span id=tc_2 class="t v0_2 s1_2">HONG KONG </span><span id=td_2 class="t v0_2 s2_2">• </span><span id=te_2 class="t v0_2 s1_2">TAIPEI </span><span id=tf_2 class="t v0_2 s2_2">• </span><span id=tg_2 class="t v0_2 s1_2">CHENNAI </span><span id=th_2 class="t v0_2 s2_2">• </span><span id=ti_2 class="t v0_2 s1_2">TOKYO </span>
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<span id=tj_2 class="t v0_2 s3_2">Michelson-Morley </span>
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<span id=tk_2 class="t v0_2 s3_2">Experiments </span>
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<span id=tl_2 class="t v0_2 s4_2">An Enigma for Physics and the History of Science </span>
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<span id=tm_2 class="t v0_2 s5_2">Maurizio Consoli </span>
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<span id=tn_2 class="t v0_2 s6_2">National Institute for Nuclear Physics, Italy </span>
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<span id=to_2 class="t v0_2 s5_2">Alessandro Pluchino </span>
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<span id=tp_2 class="t v0_2 s6_2">University of Catania, Italy </span>
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<span id=tq_2 class="t v0_2 s7_2">11209_9789813278189_tp.indd </span><span id=tr_2 class="t v0_2 s7_2">2 </span><span id=ts_2 class="t v0_2 s7_2">16/10/18 </span><span id=tt_2 class="t v0_2 s7_2">3:06 PM </span>
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<span id=tu_2 class="t m0_2 s8_2">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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JrcpUtF3W0iJj0UnO8QIKWKbpiNdOxuvkqEI21+uznu6mYboFLkmlTs10M1vnzDbsUbfP1dkeKdN0z+QwA6Jbwl7ZB6vVDeftw5iDYtX/Pd2mlfrqJu9Vfzg+07n3F83ilyzV1KXKYJuJcbpL56OLqTfnbd6vLbMRhgB4nI1UTW/bRhDdJRVbluWYjmNLltJ22Y3U1JLifgVVFdchRJFwIRSIHAUgjRyor0DOyacA6Um3GGsHyE/oTxi6PVA55Q/0P/TQY1P0krM7u5QUqYeiAkG+ee8NZ3Z3RKv+uG09OPh+/37tu+q39775+qsvv9i7WymXdj+/81mxcJt/arJPPv7oVj63k81sb93cvLFhrF9fS6+mVpLLS9cSukZJ2eFuwKAYQKLIDw8rMuYdJDpzRAAMKXfRAyxQNrbotND59F9OK3ZaMyc12D7Zr5SZwxn81uAsosctD/GrBvcZvFP4R4VfK7yG2DQxgTnZYYMBDZgD7vOhcIIGvi5cTdncHqQqZRKmVhGuIoIMPw1p5oAqoGWcWqiR5Bo2BTnecGCHN2QHoBecTh8etjynkTdNv1IGavd4Fwivw3pJWYitysCSDcuqDDuRqyHnLCy/FReRQbpBKd3n/c4TD/SOL2tslLBuAzI//ZH9EOLLb9jey3k1rwsne8JkKMRLBj+3vHnVlHffx3dgrlZwA+Fi6Qu5idk9bES2L5cSL2rAHckEzxis8DofimcBnkdOADl6YV7mctb46neSc5hoe9yEB3nudxq3wptEHL34ZcdiO4tKpRwaG/FuhtfXJyC9Ng8GM00hZZeoeTTbTio74j/gFADrMezE47iQqrwNqkT0qmjDn08xC/p4DCewYgfCqEle5sO1gsGZeE/w2Pm7PxeZzoRZKhjviYRyOGbzhfoUQ6kEu7tyLpZtPEjs8UDF9yrl55H2Fz81GD5w+8hDD9P82h7uuWnKUz2PLNLFAEYtL44Z6eYvibVX8kELpPJ2qmw9lspoqszSA47j+yuhhJAtSBZn17qxvekMa0C3/0MexHrzEW+2jj3miGCyt832QhTr1Zk2QbBpe3pemyAtrysVJ/HJzCwDLw2JAl5LapL70XISR1ExlLlgBIfx3U+Z5v9Miq7+llnq8SFt0ibUSovx/YV4ob200LHhRFFrto+FSC1oLn52hHA5c0UgOtHVqMuZwcVYBx3EqRNMTzS6enOeB/fCx0UMaQ2nVSP1kNOzVmjRs0fH3tgghJ21vUuNanZQ98PbqHljRoilWE2ykpQBkwFpUhz0Sy2p/PmxRchIqQlFqLgXUaK45JSjpBdpMWfEhYqqkEU0VBKxYk3dCeSSMTeK3Xcm7iQqhlTeEPySEyXGP/mpsNve/DyoP5lf+QcA9rU3eJx9egmUG9WZ7r1VJZV2lVRVKkmlpaSSSlJL3VpaJbUWt8rtbujVbbvdhrYtbHYwBtMGQsxqEsDYBExwHAibzbBkgm2WNjaygeAkhnnOcsJ7ycucLCfJnOkkkKGfc84Yhkxo9btVUttmwky7b/1V1arF9/u////+/wpg0AeAzqcDAAckqL2OwU/1ZAO7SqGBjvgUByaS+BQCj0Gv+xTDG3D4sPEffuNOUp9U56vLqTPVsfkqqKF96jO0yWZCjpAjijbQR4DPBPzEZ4oO/A0IxAkAF/6tuQAp8DpgQFqxAIY5XbPBu23Q5jgObwYEduQN0Gv2sNd/7E6iG499NDsH0vXpOepUNkMWigU5H5OkmCTnC905F8voSXYkHdETGZysxBO1r933L+F8POq0GzJGhyvZ25ebOpoDEAwsfIieeRiYQeAY+h9+fUZvRv+Jm48YPZbFB82B2nw2U9RuKobVB7yUrFQ7OiqVwxV1iwYA2MJTABAbddeBMIjCryv34CxwEW48ZAibRH2EtIgwLdbEcXGDuEW8S3xYfEJ8U/yT8Ilg1oV0oi6SCXWHM5EB/0B4Mny9/4rwVZEvMbeE/zH8c/b/hv5Z/EWElsIZJsNm/UQCpPi0L+0nYoqnnJcUupyno6KTiYgiGwqHBZPT7Df5Q6EGxivD4VDA7zdCg9/oY3m/T2RZMRRmQqGw6BRZZwACBkIQiTJRkaaNYYD7fT6TyWjAw44wFgZiiGUihFPKsJBtLJw4bC7n2Qbe94Z4V1jx8Plw+1y4gfceAeoZ0D4DGrBPsUKFKuftMA3HIQ4b+PIj0oNiGAjH8bX4OuBOJqkz9eSZZPKTZPLMH5N1h5MrOZylOvIWCv2rVZ2l9Bza2WHrShrupE4i604SaMcNqDlInTi7NXx09oi0UVVSR1WrZBX5Gkwm6/U6qINpOA1xPctwLlc3GSp254rIX4rFEKlHJ10cOlUoFNE7hojg1QY7vXTMPP9nM7c04afMJqp5x660O181N7eYh6dvxDuea94KJ3XX/e3xcU+c9fuiUR+dCt508M1a0S10YdEoXn+cWN48PP8h8q7diDk53SgIwaQi4orTXLOGqdIRK6S9jJ92mh1+pw5/ABMeCGEU1EP4Jm4AJhBaOKGYHaUQBTLgRoCBBm5QKJ4ymc0BL894vbzRZ+Ib8CmFAVjobQgwE+00eMNxnjL/H6dXhaA7n9dssqtlxUTLBgTNKma3N3+3d5/3FS/ubWCBN8JGL+cNm64+hg9rwFTR+KSeVH+Wrb/4iFdhLDX1whmu1LqfUzt8w0n3epWcp6Z9cgrOJatJBEWtmqxVP6tS89Wqhp4OgZa8jfpLHbrTSXXv92inJ3kSUnPUfOl8NBFm6KkwhIsanUURqgB1L4KGQBLDej0pwhSh3yLRneGHrmue6VZWdlnmZ8ze5R3+dAf0rLxl98W+qG60+fh471DU99naVxNSNhr1OKYewX9Q3XotmtHMwgf49/CdQAIy/KXiNgqGkAzvhfd27IWP83s6Hu862H00ac40Fn6rcBam9rzr+SxW6BgWMEvYI1ts4Xjepv6thHZq3Di3gcOXZKBFQYcWxSMfc/1S+kDCIUYQwOXiopLEWqyuWDonRV1Elk11+6UGvhfFz1gkHAZkHBBEkJUYlpXSjYXfHA44a+kG3qVYvV7KzBbiEktZd1nehstQDMQBi2IN/oZ0iFXQ51RWKjYxmgcsxWZY/BGNqNtnJmT2bWwvSOH3ACfwI8C68nm/+llOiuX92yfkff7TfsyfK7AcWzDlftDCfLlKSA3xY9pFK+I19aLDCGDNutvHrNiy9vZ59CKapVvHr3GlZPtnauzDM8n6NCI4QvqTOfUhmn9Qc0nVMWyqY7hrAB1Ts9Ch0t9RQr8A7UDq1A717wbkQtTJk6pnAMTnrYjUyToYebVjYuTV8sq1F78D5IWfgzwa8YUPQGzhgx70MwXqSViHOKmRXuM7p28F72JRT7b2nEU1U3BFMkzqMdXNcmoSkfDv/cCFmwwWKxtbGh54tDeZdLFfvWF8dGjTO3tuumrJSjbyrjJ41b7+1PXbD/ThO+fXrrMaKYuR8q9zX3N9MpFdMXKgP7tt0z546abVyvBWX3WyObOjf/zZX/zL5CjCDhRU39M9DDgQgTqFWsdDgwmSxpXgIt2bPkJSJ9IXyKtWUTzevEMHoRhxuwE3YPtz3JXhxtxWGPJCGwBxgM66g1YbY7XaQpFAKRQjSOusN2I2W6Nxm5UKNPB7FDuJ8N5N/pTEgiQkL3O/hZyIgxFgRQ/qyOStKq3jsmYkzaiPt2pRAj3+hPV961+suLUBK0eiVs4aNTWw4Gtth1mMEbNz8/V68sNFeOfmai18DS18oVND1Fn6eC75GfwY4Vmt3qkiOq1CiSDFC62cjRFiOAZb1A+TMo4gKTgRJIj0JDb+7sbdy2/4WqP55x2P7YMZkeI62WTiitGL335wXW99RtI9PD92xfCjdz7b/N7MNMFtY71WJyn956fFe2DuqfXX7L0PxeMqmvvNiPdxaFUuAApnq8XVTRdIwWSsK94LemFZ1xvrjX8NezC0M3YAez5yJHg4QgWBF/MSHp03Fozr75PgbbFdsRdDuEsHO9R5c8iacWkG8VHeF38ljsURQlaPowGJ1/0RExlFEeMwT9WQ/Y0SDpSiMdwMTjE3emJWBFDaWrOOWzdYCbs1aMWs3o6wil1Aj/5U04/rN+i36Int+v36V/Un9O/rdXpPIrlGkyeIXWMfLqeaqp2bm0Wzn0wiBCCa8BJ1qq5lweS0ypgQYkwXYsybIIiYElCZMqWmRoRhtE0OZ0TDoU2QXqyFhJ7UonCuUMT5a37+pYf3HYChB6/fLPkSwYQ9baL98mUn+lfdfMXYY5f86s5b9u/4FowfW9fXmwrHA7TQyZhZG7Pr7ieeuOrWsSuR/yOKEquR/6dBBX5feYYMQCbssdfMKHCa0DArhWrepG7M7rycNyu5bnSYk/O8yWu+1nSt+Xem35r1NXac3cBOdhPnLguX8wV5KDBUmezaIX8TPsk8wb4IjsKG6Yj/9fxh2bYaQAnCf5ehxY0+alI/r120RInKSxQxgnZ8MsOwYkSS6M0maDKnm1ID/rsixbsy6TGR6S5lJL5cEBmcVrmHgzQepCWGpqXuiECWGgu/mgmUSmrkNrvdNjNdjUs0hZI3flh6hTarnmEqoPfMPZM37zKp2bOA3nzZM3lTAy5TTPhsei+gKRqjWwGcPo4CeAH5gI1HPsCjl+QVfyTPt+iqGsWBovppHvKeKs3RVVPu259nJQq907PzSF3NqVLrc8G3Nnc+PVVXcarBV2Vpm6TIdTSeGjSitqL5tKqmkN0Kty4GeFCHrRT9P4ZYui3PNVKrdAbaJYBY3fxHn8NodYZXhAf3KOFUIPb1W1eNjE5/96nbry4sly4zkxY7G+Jkfrh0V/N0X9c1iJ4P/+2KjQGT0+reyF5xRyZV2njH79dUdty8F67aNJnqhuujrriXtTnI6PxNyvLmxu+OjMPvq3FXQdyfRtz3gihoKgU7ZY66KXeUAAbKgDknDCuNWNzYEe0xVgKD5JBhyDhoWme4iJqM7iH+gXiBniGORqmYOu1LJNkY9jlqhjDScwajwajjgcHICmAXrxhMvVbez6d5nOfNYsRJ6mJms1C2s0EWY70xMISptOZsCFLb9viKmk1BN9qHahyPlPyBezEDj/11djlCUa08UChFOrienGujBBwqrVuQoNip5WojCizoVYxqgHGYaoa2JVVrtPSqxzPItjIyQqxOL/KZ+y+0J/UxBFWhFXLPkHetHbzvq+zcPz/6jQZ07dl0Vd9F37nx5Dfqt98uZ6/6A9yWC03dWbnS/2+NLXthz6E1lYnRy5ckvI5E8VsDHflfAgCbTzYvwN9FXF8Grz8GcPQ6aztruDqH9GSyple4pVxfCRDOASWeyIvqea9HzKNKQswPIMoPKC403GjYqPyAqiys8mt6bNnqixVLiCAG+qGooPuIDXidQkUiQN+9d0mkE1B7+YjRjoq2WfUXydBkVZ289E94JRkKx2JBHFvWR4gRIogti/Uh7RWMMWigy1rXn3dXj3pX9W7B/ngsSBXKpWzGbTRik5kG1pzhstYGhitUhlYQbQ/1B7lgvyn36zYLz9Tn5+aTc2d5N9d6FfRO1Oyi+IGq3EG47jh50nZyh446aatOnaVbW4kRaNrQ+2Cq4OTRDhGuBmqYUmVq4XDn2lpI3Qwo9KLmmtIUNCniGKmx8FxFvCiGCmrxQ4vF1k479bYr2zZL0ZUktsH56A1Dw9duW7++2hHsjvJRliKNdHLDcMi25OWXbRN9xVSlMPzc4Oj6rkgw5jVaPbXcMpkfxKf7miPN3z3zu8mlEU9cSIddLtpGGnVk4borO/4Ne6GPWzr15b6pqbFOMRPxUGmDjTTF5enKn1H9vXCqeQGRRCxNgyVgFJqU0qPLnnW+RB9wPbfs0IWvOt8JvBk8vMzk3ERtGtlGbRt5YuTgiN5htwd7h5ne3mG7o3eY6A25pdIuQwPvnkkBxLc9SjD9XnckRQ5E3HangxnE0oRByhR6Q6go30sMZpm38RzwgQxSywSeVYwJS1ncnFha9r2FZBIKwSCBYm6HnFAd1C7F81QCvp+AiWNjPxpVGx2qvv0QCVxV435IzSMpq0KqjZbRWHwG1bLzc4jBJa60CH82ozH4yEjY6qrZVbouWjvVS6m0RbYNKoK0TVEtG3Oci1NhU3FTgUNIakZqw82RGoc1nvdiUL+IPaJ2TCKS/m/TN06/u0lmIkPffzbfve3Dh+748cWlJH9X18qv3nDPX386srFzbGpwes8ly+TL++PN0MqJ6poXd/9oZHMFH7mmkL736qvNQopyMCFHp5SXB1Y9MFa5Qk7WA/SFkWR8bYF9+KKHfx8Qnl6x/l9vH7usfNUz87dEb+7pS/ZeOha7wGVBSiyBovFBFBkKcFy53rmaXJN4LoFfq7/WeF1gc2ybcVvgdun2mGECXCdhE7KqEGQaDQixjmQqBWimMNC1Ni5nCmNQ7IRdAJAWS5AXGJ4XQAoUUsHOLqazs0vMEmRnyuQ288W4wHd1UswuGmXbwxYyKjRgZMYS5dU0m8LwmcLPOlXtiyRvZ6vQ1YxP1s4idaDZjrxmFWdZPt0JOz1Fnuvk+KIpd3+7am4HcDWGzyLIkUtoVU87BNSqKPHqzmtnIAvO6uPFxLuDst15EtU9iw2MkVdzSLkVkHJ7TQj3IFdALqMYodtS6kIDKYnfHqWZXibcCgFTEDrbfMfPZWYb1srMdCu2t9yIRIV0UTskZWyq+aejP65nFN9tnMNsdZR6guFtF4WjafEml4fxR/un3A908Mo34ZCYDDqjrO7hz2TofL2v2HdJsz5qsDmtqeW0fHc2HU19GT4ykmTcro6twV9fMPET4st3eON6PKbm4IsXPsC6dC5gBgkYUWLcDWXZ9aWy7EwqTjmpNpCmLNAjQheXGAitjccziTELuFHfwJ9SvBYybrFbEvZgIMQEAiHeHOiIhwIUt8uFAH3dbrwRtzTghTP4RnsDim8kNjsDCi8HVNDKlXygDZ5qFSNCM6AEhdYRTbvymcDuABbwdAS4QIfp1vs/Vw23wrBiDqiZOqBY0Ua9mcuq2XatOzU2Oz/7R6qNtob1eQILfDJHLYKrVj31VleFUyxMzarBV+IQeuruEXuJU+yldiRHgfy82Eyfh+eiwDoLqAx/2FGuJBKVcvE9hrba2VJZ7F/f35vIe74iBHnXgM5V7khUKomOcvOm+WUX2iiG6pzgrrlQzkaja+CJG3wunxlhBAGDmPknxMxueETJWMJMSVas9ryssLKsULLJbLK4zR7LKnCf4wWKLHI1+QJuDUfwUY/k7cTb6TkIY0ghx4OoQEAZBUoMEbfkMt1jAFj0cVPYjKhQq308p7b8NF2T/qhbNbwSwzGCgDTDuFGYisQcEBKxeMwRB4Gg1WHLWC2EOWPpbiYb0Kewce2WjNsdjEhMJCJBAgJCTds5R4xxOGIwhh5siUFUiKG36Uavk2QSiaTVok/ETYG93ljYnExQVq8c2BVswGNH3bORBjMrfRdPI199CMRRoZyEb87kfpbQIgOfT7RCgnaIFEui7VVaYjCV5YQnn+A0FY58px0EZuf/+AkKA/Nzy6k/ItcAtTFVk9Sqi2GgRX/E/1ZWOBsZbK1GZ8ttzm+RUadIA1U1VHeo2ztV2aC2R6Y0v9L8FcKiJrclSRS1FqdKdJeaLs6J9JiEkzgi/6LzYMPN2a1v9jgtYko0wyOmkeu7rxTWuIQCTTMOLl8Rr78508HF6zuvfgqO+nRRkcuhAJC49JlRj9VImSSJiEkj/tHBe34RjzukCc/Oi0IV+M1bm08Tt1zqod2CSVQ9axyx/1LkWX6YUIaNADpBEAYVr7warPadDv6VI0yCOWNWzCvMhNk/wK6N+zJ+5DKo0vLjQSfLOJ2s3ewMxFknde6Dm03H4ZvolhHFgkedwAlPON93Ys4GrCimgNHJOQOmW0fP9TSnNU3lRMChut+phYOcp+ZU4ox2dDjqap2lRRadDaGzaoPAqVB86+92T/sqG4fOWlufPuIuORXX2a7XYjd09sxH9f8aDhDei5jWT2ntTjitxRez+hyTuoEoDrwmltppH34B6eFZ3C5tvuShbSiElQIbVlRkqVuA9pAU59KoTFo7xdgZR2JN8H5ZyocjN+Iv3eRwB8koQkJc+EB3A1JZE9iAcq8HZYyeTjhlXGfZYL2IWd9TL9crl1QnV11DX+valNpm2ea6LfXl6k78wdSD1Z3LnsaftD1ZeHrZt+EB67PF7/S8Unql/Erl5epL/c8NHOk5Wj46GL2ucE1xUz++Ckz1r1qF7yw80P/4AH5l6bbCLeXb+780+FxJH4fRUuzC9OSW1bpQeKI5ovJ5dXxVZmIMWMskHFpqNZUhGMlnHY6lWZKceA+QjMcTTGQQgTOmcjlY6WUqlV4wCCYGg0MjzNDQiGQeGhysVMqmxGqUOHorI0NUeFdIzfYeJpppqA7iiSYUm7wx8bsElmhg+aNbyvCVMiyrIp6tKKJcUXhffksFVlag8j/ae6hyHJ4Agxj++sihVaeGWrJAM6KsmaBmDqOLtENP67AjpR0qXDqf3zJ0eggb8qxOcBVuiEusPqcUzssvapiYO3Nmrk4hJTlXn0bnz1MOZ8t2dVHkrHrQtWPEeTJiFlX26FcNqO1aHv2en3jq2k/L3xxWpB2qaICwpTSMbEH9H9hLdk11loiWAa2TEy3DtaVGOEyf7+tqSYlrpURLdpDO4nkChPs7BVI8v8oQzyoSVK/gIr0YkmLwra9ctGTDWrmc6+MufO7RleNdFecNEaPeZPKUciHP3WslMZ1YF8Rws8Xekd715fGBxw74XFQoWn0777nkG8fcZDxorRjxnc0l+1bc0SMouex4E2Zv76/1lZc2b7/bZjORdGqQjX8tlxEzX4dLt1hop8dmS979h8c+wuqXhXivO7YAbik2f4E9sJo2ukSLypwYyo6HEHMKcHdLg3W2NZjyVFuEGdIuwGN8mlhJrjKuCqwUtsHbO3cGXow9Hz+OHZfM6+H6+DsQX2tcG1graJJ3U6AlePVrOlbKmyXEm88L3qSmdztbeheVpykIOveJEIlbApDnCd8kKCSDqU4mlepMJRdFb2fqC0Sviud6mW9ge2fkU51qmZNEyS6lOXiq9UfNlDWj5rhUWwanWikwpcVIJJZPp2BKlcGp/0YGJ8fmZmfPJP9eCX+BDkbOuxW2XZf6nBr+H8Sw2s+Y1vIe/gW69+90UisdnvU65Gcn73vzn9bnlvpvYymjxSHXgvWJclc0Fb7Z5aV9seH9U+lg7ptHBdFrCUh65E4lyL3aJ1evaK4bomy0tWMNfV8p1illboGPjnQwHnfnT5+dvPIFbOs05woR+ghSvWrX+TDyGSvwgEPKUgNmxPUm/Hn6Zfd+fsY54/quW7/OPeW5j/6aey/9tPsFJ1mgy54L6SHPRYY1ztU0abJYHBEziet0XIQwM2oLyUluH5nIk9uXybvJfSRGerw29XRMa2oDBf0NKMtkoOTQCMgACCADFLAf6MAP+Fanqd0lVJvHKlhjH6IyVQ0x6qYVLNDUai35xQ6RVlK2Vkqc+OF9zdn7dx76DuTvvffAi+sG9/zHxqGH/gNb8c3mrw6+8uAeGD/48gX1y5vr3t9wNXxOXR8PNIfx/4VmQQQ5OKGMTMKHLE9bDlnesupK7Ai4wHYBO9gxqb/Sdottm/dg/JjhrcSxjlNe27LwCrDGhmdAPqwAHFoj2ZzNBlxeLuNibUyGFQf4Bvy2YouHM+IYiMC0BAGfbuAPKWGVHnFgA6It2Fo3lSImM7rK7oXe7jjvpVLHUXFPIofukknVrxMtE9OMwgoyqQTlcRIq5AryRnI/eYLUkcfxClIkydd5UWxoa6A52asuxWnrqk4fOuD9+dNeyHu6vZy329TAy6+tOdsSUmf8tg/caWpuvuW1i6sm00ArDs8rGtqhXOvJfoEO1Lqz7XWUFlZku5UDEGIxjQPaanehcK5IoNVuAN5eUYHvDlx/YGrqruYT/y83lhlycfkxYzNhqi+NzHNBwZ+/offa/OarVy0dym7+WRbf+cftVz00/ZtmyeVrNkc5V9ARjRI9d+ObJxg+QMbm6eHy1r0/vHzF5KcvqlqvA03SEoR2AvxVWYqhGBlCYyWcxC8xXmJalXgJP2h/yf2C13ifd693IYnvJL5FYIFgEIKB0J/jiQwYgxgjYEEMhtJWaG3AfUqYier1kIxD9KFgUAgxghASgqZ4SKAyRsW4wogbj2MKQBlhJnFKUNHo4kqCkl+SF5SULCgRNMJooMJPUHz+PBAgEPYJ7wjvC6eFBUGPYuMDR5IClxttfTVhuh3AUGWnqbhzIauFDjqtpdrzw9WOxa4OVLU4HcXPpkI1DMWk2LnaezEKaaeug1OPvLJ7ZXdICrs7uRCBkQazw+6VJy7tCHTohW8dE+xMiO3BV/Y0vTB5a38s2lftDARpvcFgUy57qm9iK3cXdv3mLqeFMqLZX5hDSvtPaPYz4PsKn4OQC/NUzWAm7G4zay/HdHGzaP8WjkNtucpq7ZtMwxochxtQBdWAhGLqeg9kSF0kQXoaqArMs++5ObM/4jBju8B7UP0awwoI4Slb+X3h98JfBPxuYTeayRMCIew3lKW93l2e99xagsjLbiWDRiic3+8+4cbcd2SPw354BXAnqY9VMqgtkjP1+jxixqzW7a7OzrW29aTm2OoKAy5K7V4W52qVw9qkiXS3q9XSinVhWtdL/X5Hroj9aUlUd81Y75A/+5XRQ/cOXhJydnLRJVH91stHpyjf4e6Htghe29WOpB9F85/cf1t/JlQtPPyIcs2zYUsX7H/8rsneeLj6803ypffr8Fha9ebVaD4vJ+4BAag/BnQo2U8jpYTq9Od1p7G/2fBJfhf4BOIRfxmss+F2wS9gdyOnwgLAZoeEjiSB3xfgodfnD7h1HgIaUPzyeAgC3wP2Y1BPm1EaD7o8iLAeVzDucVHYkB0P4tgCDvHNAniFtO+yHYcQkEioWpwupVDKn3C978JcWpUTNKJ5CX6uytFaFnaXWtW41L6FS41QWkEx/8kcNat692wr7ix+PwOlXzTr85rKhGpdDlqL8ZpH66pVSJ1qaUh1EUhNtt2k+IV5VlQDDsYsf9rx1EEfZfYk3BOh9at6Sqke4duPmW54dC1xT/MvtfmZDT6HU2Su9txflIrJwhZsWSxw6x7QXqM9iXy3Ch9T7jWUPWXMKWcvzK6ubnJtY29zHWTfBf/JGie7Vlc2GfERdjVYy+IFUGWxUDxRwg4YYUmqxcfjG+Ifs5+4Pi6RTKVapY0mKdZTKrs4XTdbpaUYv6Sru7utm5JkFegBjgfpKkPTVbfNzNNLkHKq0pRpl3EjrpYHfPUQjfIprbg9eVph5SA9Tm+gd9P7aB2NKgnF0h3llS7YFRX2OvmWcuK1r0x4tBW7wwzbsqm8ZhWPGM9neIXfz+O8Z4mR52gOPdR0a2th/XPlgdoq4hXRWdNugLin2tdcrfpwTK0a5rRPqv3GRYGl1gvnIVutnVtwaLWmEcAqoGoSacWraa02UN3GzbrNJbZdGVTQyKARQOPs+gLEz60fLeKOMP+80tKTsULx84KsFysW8ZMvx6xmR2IiMD5R7I6lrNTIS3+4rEtJXSQ4TGzHcHBktVKIpuOXxDxsaNNrNy114dPzB+8TnY7gZu7OipQSwz3DnzY//LmSHXkSylt4iyOw0XVzMZmOFh5svn2vSHN9//pPvxxVPSmFPGmX9i2fvylL34AwrlByXLGgYZOnsIvxo8QvQ0TCV/ENYXhPGBqMJmix2kg3SUIhgiIdC8mgYA46086aE3eiHPSGPeZW9ZUa3GY6ZC3G8ZJ82r3gxgS34t7ufsT9U7fO7Y0HdwlgSPsOh4WRa9K4tEF6RyKkt3BRJTEQVFfoygut+2jJCtWmKC+hm68QtguPCPtRMBUygiLgQgPzHY7lfqstNWguMYcIPkvNLW8fj6FMpKqH6pk5j7rOBRG4Z9tBoE5HteYPp1VoWnl1bkFIq8AwLZqmYChI8w6D7U73vUzIaq53ix0K5X34GeaHUfeop+zpwkd6h8emn1z+2a7Q4aAcD/De/g4hN9DdnR79dYP739i2p7uNKPdsbF6A349mvQfSyronszDrLstGj9eT8CzxvIi9jh33vh5v5N7D3yN+6Pmh1zrET/HX8jiRzaTTOn8y4M16HUQm3dWZjPt4Qyir05MIGLPFwBHyrp73GEBGTiVjATuq7E8oxaxDMTvzdkfQgTnills4dQIf4fZz2ApuO/cqhwtcBp3DuaFyz9A7RVgrjhc3FPFiAxcVK/GHrBobs2pszGoFO4Lgkez+7OksviK7PYsJ2UxWyeJZFYDSIgD1FgB1NYiiA00czILa/Efq/MPWlxi1LzICrf7W4idxsqWok3ArdLWWw1tQtPOWmtQA2V49b+WxdtlcKOJSqxweCXutqerW4sqsWW+rxDKRVO/m5o9//dij+WB6qcRYDbRBR+rtxaGNXT22nj62gErf8pXfaDKDT41+dYVAOcw2ujuUyA0p4z9qrv/0ACprYopRlzboTOHhy3qx257u10fB/wcVgDcsAAEAAAAHAACxsK+6Xw889QgZCAAAAAAAox+4vQAAAADWepIN/AX9jAqqCDAAAgAJAAEAAAAAAAB4nGNgZGBgS/uXxsDAtfNXwK8ArlUMQBFkwPsLAJL/BuUAAAB4nLVbCZxP1dt/7j3n3jtGKjVRZImYbCHrWDLI1r4wSVJJEsoaRUgolBhFWSoV0ky8UjR2hRnSkLK8KVpQVCJ7/vye9/uce+9vfvMbS//3/b/z+XznuffcszznnOc8yznn56ZYVxP+7BAZNFV1tCpqoleBNDeDJrgp1NlaZBXBt5ftDL5Gk1XO6UorbOLfkVYX5VrYKbwU+QcBQ4CywE1AKtAGGA7sA24HGqLMIOBa1DEZWCcU6dleR3pY7+bpwGYnjcY6Obwaz18DG50cegXvX6D9VWocL3HSeL3uxyvcDF6O5xx8H4R8m0Cljs2o72Ldj8bjfYfebRH68TfSByItC+VOq1JUxE6hHaoU11IPUX1NfNDOsLqhXA2grhonaZQMmmqnRKbh+3q8V0KZ9nifgfQkPN+B+stLPqAR8pQGrYa6K6PeA/jeVtKRtyr6Ux58ZwEd8S1H1aJxdi06oGrxY7otJQX9fkv6LX0O+2T493kqANQrdafGwucvD3m8XRA7wdMW0L5ATfTltJ1Lc3V16qkp8qmbRC8JvO2Y9wxrCnCR7kJXeaX4NfDY2vmE6uBd0AnogPKH9XT+Wh2lVHyr4k6miUhvbdeEjNWhBfZg2uNWoPvR32pozxE5wbhNMLLQxYybDVpa7+U1eJb3Cl4pKzEYp+kyNt44qobyddHWn+DjgO5njQWeAm8LgHThB+1Xx5g/hHn/1EqLZKKeopC9/sD16NcQH7wbMvw10poiX+kEomFBO1/H0K9F9mIRzE+IHSHM2GdQBMgGjoOXisBnwBCU+w60OtLBh3U3ZDEb+WuJvEIuDvmyyTkiG5D3r5BeT3g3fYB8i4z568YaZHel94BewEiX6J0AzyOPWS8is8JnUPcBkS2RmZAGsrHWzrT+NP0UuQqoWXu7KNnwgL6LbEUp1p3IvqH7saaFTqI2IrNSZ5TmGH3QSNajrIkoDfiR9Qm9sdzQ/ZQWyHqjkIZjEaXjeBG+DXGL05u6FmQ/C2sgmYqpw9BBOzGGT9DNso71JJpqj6Ik73eqjrm8A3VNiaNvCLytVnfUtwrjma1zaQroG3qrXU5vtRwnk/frA9YqJ9MeKs8FaTzCvEIFsd/+3fT/DextTiZ1xfNvzlZmvZUmoq/k/W7VAMqGFOkLgOeAyglVrDcSelhZXju6FHJzFOilU6mBkwqZW0VN9BVGf1dAejuXIA8W3aLfon7WKquIamdVdDOpp2qHNYq27G00QiD1g/aOypEvaw1CWkCWAhrKaxxdJzpf9G5IzdqDXg1o+/zvnC22QfSz2AfR0QJfXiE7oVxOhA35Lk8+88spvxEjn6/aDahmvFzGU7Etot/FtqD9Tmj/TdQ1S/pv9CN0nOhI0XNY87eF+eNptHyGtRz64VOjh3OpQ7iuAVnn+/Dt1kCPQA/TJ0Yf9qIH3DS6T9Wj24w+ak2dnE1U1tigwKbqBfy+0WVYT6EtNXZ0K4+P2tFSfNjXZ7zW6JvPeLGsT2M3YT+dGdblznoqafRKP1pm1qGswZPUAG21Ux9C557mgUirqRpD9yJd/UkdzLftVEYNRDnNr4lNVE9QBWMft3Mv1YSamLKjOFWfhN2eDVsR1GfygDqTIJPwBdyH6DOjCzqIjNDFoT6Wufd68FKvE3/udqFs5070pzP9hL7kmjHI4mwzDlK2OFeTsfDa8gR1nCPI86WBlOnBi814YIxix8LYZvEpUKfbiyaZ8ZAyI+jXhPa8R+B0owHuKbSDtpzGsCXNeIXTjNONbnVh455BP8vAtl1EjUXuvT7MqgxvDO2wWkEV1BCe5ZTkmRi7SkF6suh98UnE3xAfwpkntp+zTJnN8NMSKVWgkyGXPairmgm8SJc4M+GLZPFI4ytspeuU5gw1BP6N75+Ij9DOrJdePNtZYHRzJcMD2pC1j/lYDV2aBl3S1HuJ52ibbiCK/IuIGwD1AzSIQZBGA/13OoH8C+0TtArvRyCvDxKpQUivK36g+oa3qmG81k7noepeWq428mb7alppJ4CPNXxKfUP3WQcpWz1Hn6k28Jt6U45ax3vUat5lF6ab7Ub8pvqIeqgRnKv60h3qSdQ3gdaq1/mQeoXHq0mQ0WP0udrAo3R9WqkLo65dlG29QNPsv2iaeytdKu2Z+p+j6ag/0WAE5ATlYmF4DVGQ58fsCqQCfh/Lx6/wGvIZ8ngW/gwfqNeUQx7dmm7GmH0PVPBp5C7MSQfR60ZntYDuSYAOeoAa4XsJojOHgU/wnI68x4E9eH4aGIvn0f68Rd4FnkS+o6imDlAG7610CXo60DO9kL8K0noCKHfma7yXxjPm9EwucBXR6V9B+wBN8Pw3gPTTToB2wCUog3wsbdUM0g4i/3RgB57fAb3HTzv9MZ6LBHQJ8BowFKhh/Nc4v+T/gZ7VHv1TGmeHasbblH+LtvhHNL/tCeb/QjSwLR0L0GAcwn7E8HNemxdSyM+KWIhuFf0melV0m+hT0SdRCp1q9JrYEygCn/IPoktFn4kuFX3mjAjs/njoiHFUMuQLa+tTyNVWVZd/wzruLLGacwulGN2O55BCV9cKfI764sO6jSUPVTQxXRYloL1f1HFqqHdHck1s+R5ixItNfHdHaBeDGO9msVluC3rRSYvkij0zsUdXlOmGcbgN9UrcZ3xzuhz+bTGxmXY51JPCnXwfFza4H+XCbg6Cnd6h36SdupjMQeDX3sMPADvR/7nAIYmf1QLYiqL8sT0Zfsj1XNqaSu/YTegdK0KJEqMnNuDVCXt4tVeKkhMIcfCHvEJDtyT8wjneeM5BzC6xa8lwfjE3R8LnGJ9EfKwnoj5X0OcCfhH4A1/dxU7EthuW817DXOVw09C/utAaC2TtmrPI3FnjhQJxQf74YYs+DH/iGm4T9RVbImbci3jgLrozOsZxvIRtYVw+PteaDNbIQ2qM8d3CuFv2BooifVEQP2GcIb/LqaTxg8SWP8Yb1UrxhyIzMD65AnUM9ncTtVfv01NBHyppfz+hsNEfFU0c2NLIXwq5ugdi6hzDSyN/jyEy0rR3Ce8zPD4CwEfSaai3FH8fg0zgtP0DJQPpsDHZahtQiufYt0RmGGjI9S2RdRi7E6YthAm6EvyR3+F/jaPLIBuXC1UO1Td7FQLMP7BC3Uwe8CxAagziDoyV6o36V5IrfdRXSj8i05F3uSpt1mK1sIx7ESW7HYFE9GMwdVCTEKuUorbOpsg03RFxWQmgFLVU30IuWiCuBay7+AMrBzSHGgvsVpQKmRhuJ1KC7EnJXlUY7/t+s7XToBptAH5GTJcMVADWCOwM2wv2L7phHb0HGbwPYOA4xuJhO8WqhfQTAWbHIAFQ6mLLse+lDKs4eJpPaXYz+LZoR11Kk+OB/J19IP7IoHmyN6HvpclxaB4PlBVaPR5IF1ohHkF6iXggXWizeCC92Vn4OFe+c/FxrvSK8UB6xf8AH+eqt3w8kF7+PPzdEg+k3/Jv8HGucb42Hki/9jx83B4PpN8ezwds3VRgDPwo+Gu8D/qqL+gm0JKgZ0ALAeN9P467+3lMvjuBykB/AO8R+N+R9/LA4oPPxfOB/OlnUGcEPjpvAa0HzAbAQ+SlwLdviDyn8F4VED8NvmDk3qDcRUAinuGvRqoDEWAvUByQMul+e6a8tH016sN3ejTo3yE83wE6xeed4TdGToJ2RJkr8/pgxgRjwOPw7gZ8o//U0gfDt+QewFMAA/cDDwH9gzHqgDIbg3rAC0us0tzXCzxN9gHVaehDcOoUp4XuZdRFqL7W6NwyehipwEbI/uMM9QpVlbhULUR8XY5uU9OR/iYt0tXgT7fgM7BLJ/Qs5E+m190a8H+G8nvQ2zcYHIcduwG6fhoNMDaiHHT3IrpI2tCXQG+mUyPo05lGz6bgewq/Y/aHEXcamwpbUKgY/IriNA36rT/4SfYWwH/pgvjzVR6v03hyQjL8l1TOdr/l/k4xHlloOK/ykqCzj3Ma7FU1ZwZ9h5i7d9T+dbRI96GqIU3YCX+nJHzJZnS3nk7XSXvuALGdkXrRtgNfC3HOUozlAGAe5qILGRt7GvHE6VuFZ2P74KNJfBrdzywGn/EVxKWIw8HPzKivyDQAMVsj9zDs+imqlFCO1zovyv4ivZK3p8RHYacniI0M6w99SHckxudBskIq/kacX3qpxPom3jZ+KS8L/dNoHbIPgFhct7Zy4/2a0I+K+hSBrxq2EfRno6Gwn1H+ojTO72hMpU3M3pl+Er+jAA15OoW5RYwPf7aV+ATu49TKeRe0Hv3mVKPn9XX0G3zw570GvNipyLPEP3MmyB4axg0y5jxJuV4HKo/5E/2ggGuBfmT+Ijfi3yOYvywAaTwSaViTVJTIuhjv4n/XCY6LELdFuvtxYiQVa/BH0Gf88lJnBOuXsNaomq87ZP3KWqdmwHsBPvZh3QQUkbSYcd5sfPr89JroPrbsUZt95ny0SNy7OnvsZnxCeaeY9I1y1pO3B5l/7zE/5bdj9iRHw5fqH/VnQz86jgb75pfnp+zvo6dE2N9zkv3A/LTAvrqh/Hfwrs7lv8b405vyYhRD8+/H56NcKOpfX4jmxTbj/f5QHfTnPtDi6M+xOL/9uoCqAv78botkP1Dvpo+FFtgXDWLDKA388gLnAz4djj7uFb6CM7eHTHwre7K10Nb5EJ4ttYLeb2XkYnosjH9/FjiZNA6Y6m6nYcDikJq9z/PAHU/jgIneUhoGLI6hXwlizvGax5/rCVRfGi3Qb9EwYHEM/crgHGd9aHM9cCxszz0Cfo+AX9l/PQ+chpTubkB+H19J/HE+uOloJ512e8vRznKUOYZ2jhn6lSAc9+hYBuMSc3bp74mG7Qf1/p/n8ST/63y40Lz8p/p9Pt5j4cc21DSg2XL2mp9nGTfwfQmcoUtoM+byOLDZ3+On3T6s2jGy0yhA++jeleyfb6M/gM3IWypA7QJyIHv1guDdP0+nLFdZ2lVoM5NelzMJH1a3s47PEUuLbnKPga6nkv55gonJluuDtMSc/Zvzf1/3JfThzdAF9/ln/jRe9juwxufqz6hrns/nw4+nTdy9JtiTSYZOSg3oIn0z7xagv2cAOaO9FqgN2MAkIAmQvYmeoIgLrbeDcU9E2kF1Pc8GZuJ5PtqrBXSDbVsU+MniS4s/XMJPD/mKJIa6V9XgCTqdJ4jfoJrDB3kTc14UcTIAX0EAG0SFlEeVVSbeb+Ad+kugsImlG6l1yF85wOvmLLeuGoX0PwO0RJmDQD1KUol0k/qDRsKH6+4Moecwtp+qTvQydMPLqh7/ZW/m71VdrI+uvERVQ5ma4E2BSh3HaaJ6l5eptvSIfo0eUffTGNUB2AY0NRgPH26X/R2fsovTGHsxzVGHaYS6Af7HaBoJ2RirjtAolYs8C2iu+CNqMNKL02EVserrl6zbVA34MyGuo1F2MnW3B6Ouq+hF4AVrDz0N9LbbUB14B/fbqdRLpdGTdmWgDQ22k6gv6Ajgabs577Da0xt2e9TzEqVDL46yG9NY+1t63G5Jyvpves5uiLx9aIidzCdRX6J1kn+22/N+uzF87pbc1/pv/hF0vd2Hv0eeB5xCvFWPoOX6FPyOp2BfplOOPsp79AZapk/wKHyrEHvmIfcQ5A6C6gh/GhMv+/QhtTN9h8lq56eZZ0QflOl7XSLvYu8x1w86m6CjHfhzCca3nG7OneReBvwEYJbYXthrrfbSw6gFcVBE5C/J97V5A9Zn7egakrLBnizytPXPZSJ77N78jc+z3J+QtWH8nsJ4TtKI1dDGPPsHfts/J+JNxr4insL4XqfWcoYzlVcHe1aFjVz/QZV0JaytsL5tkWl6abiHyh/m3ZNB3lJcwtS72dyjqWruxZj6o3ts5t5NsJ/2qPjUxt6N49n2LZE1Zh3IXinkxi4BOShB1e27abDIitWFJwP/ZY9Gensah3nuAbwKtPbBrwdpVay1aLsKPQr0tSvzw5CrXkBtyNMgyOFgjGxN1DUdcmWhru52Z1NnBjACsjXcOkhpwL12SaF8GOUQ3/JdAMY58hPoDHPX6V709SronDbwS1ryBjz/aHxM38+9XOYI+uTAheza2XyAfP7ABez3BfMPofrm7lUOYoutiB0Dvzh6pp5hzlurBf7iFdDF75r7TOnQNYhThZp7IYG8xfttst+ONoqHMRfGZwWwMDjjmuSPG0OnRpb5+xeREt7FVBYysEvqDvzmOmYdiD7dTbf6vh30aeib5/nap/19S2qANfWFagH5fELO0wjxCkFXUzKQiPbel/Mw47dPNPv+Oc5EehJpX+Lb1aA/A3KGuRP4BVgb7GXsDZ4XmDtnGJfQX3We4Y9QdoSzAv53f9+fdR+l8pCF+aoxDbQW0buA7PNPEcC+DAcGA2Jj+mNcByJdzow72IcRE/5ARdUm/gXvxdU86KQrSfaCPwF64LmuTqHXVXlZtxirt80ZR6paZfaXh6ssgq0M7t2JT9Un8oY7KfKBOzGSqetEprtjIx+o9Txa/czLdG3kmwOd/wHQE+8D8J7DyyC/y+w3EEt1RvpYxMi1MP5TsV4HUBv1scnXWifiW23EuXOol55Gk9VqGuB8Ty9ph6dg3oWud1rzbKS1kTr0AP7VlEV7sD/zDQ9ngfBk+ImB4ScGIS8FAD5iIXzE150Pc3x+4tsLYcYjRE7w/mEBfsYbnhbkH7NYGH5DDDX15PGMcQxhxjMec6iLjLHBAnomvo8hZOxjYfoeQOYihIyDzIuZj0AOVBqwnT8xfZZ8fl9bm36hPzqJM0MZULv5K8P3Z1jzmE9gpeFN2hmGtYr51zNhQ8fxWlO/1BnIlCkn6cgr74Y/+f459RUedD3MPfocHVuMp/Mez3XW4dsSehx+3Apdh9rpdbzC1L0BfkzAv+7It0ldznzYy468T2cjr0DK3I86hP+cgIeAdyNrIr9S5wsB7+vhM95Ks9xxnOu+xrk6nZ5xPkI7X/IS8He5e5/wyWOkTTuN0oBRwM1AW6B18Hw3MBu4Ncjzj/LpTVTDW85rzgX3E/h/l9MggdcGPsPcs6AL8mygcd5r8IdfhB2JxyuoqzzyFOFfBYW2432ZD+d99PUscKtQW4O+JoYf4v6CehrzQoHzLtr8/Sy4jBolFAXtBz7m0rNRfMt/Cbz7qFNs38J+Xah/0rdYSD//aV9DhP2N77P0K0TYP9n7EEg/Y3HWPv/u9zkWBfoNfrz+iGlG4tt1sFNXm3PH8bo8DcbYdtaplOxcb+4eZxt9T3zG+44XO/fwLO9W3uSM59LecE530nmksX3bqYx3GN81z0q4lb9wBpr9qrVm38g/Uze+nkDuT7qjeZWuD5vdgwapeWj7DG9USyOrjS+620qEDaune8uZG/gVv6sM/2LdBf+wk1XYjAXsrNy7A1+Zzlra4kyAjt9Ca5wj1MYZjvc1sEOneL7zFs/2yvEctzi1c+7g+foynu/1RvouGuNMpT36U/4Kfu9tyN/G+Yyqu6NoK/yNwRjbxc6L1MnJQr2v0gZ3JjVxFlJJ9168ZyHPfrrHqU73O73x/gJ100N4oduERru9yHX20XPuM/SYNcW6wYpYza22NI5O0ARrDk20dtCj+inrW8SeN8K2ltVlqYmKUCW1j5rqYtRYpdCV6hT83GL41oxaqTNc1mKe5xzjsuo0tUQc1kr9Cnu8HbH3GZTbQin6ImpofRMZqX6hVvZ+LqJOyfkuVwW/jdRQfgzjXAlpDRGvN3Z+RNop1LWZT9gvUjWMXUNdmSvrIpTqPIUx/wjxfgp8x6O00htELQRuMWrjHaaG3lFqmFAIdBc1TrSoofHnY+4iyV2i4P7VOszLDnNfPieSrU5GRiamcLWE5mj/deivJO4f3f+uS1c6zbBu6iEOqE99zL1+QS7ts/8FObgIvgnR1wlBPHM2JC6mYdYq60rVziqBGGiFPYyXJpA1xnufM733rcvl3RtBEldXlfv3cvfe/Yqy5f6tezVNNT5NdVqnZlBvQN77wee+VsrjeRvwjNyVx7vc0XwPGKxHIdb6g6Y4pcz97UHepbQifLZy/NjqfDyfD9BZqXZXmm2l0augI+SeNbAQOA1MDZ4zQ1hTqK01heVedlGgot2Vj4BqwANsoBTQM/heHigeIlq2BW+zU3mbVZx/g03Zat6bc1NrPi9HHEJeOerpfkM94Wemed/SDPjAbb2S1FPbNNRpTA282khL4sVeE97v/UrPQofUDO8pOMOx/p/Aesmgq52/qS70wl9uEo1w/oCe6WfuLqV53ekWtyPKpeE9zdzl2Ow1pdYJg+R3CfQycI05yzhMzzuTKQUxe32zL4NYBmXTnSqw4UlUBXPSF+vfhn7ITfgDsWoTxBbL6X09iB5Tt1ErXQZj+Sbd6H1BkxO2UBP5bYAaQ4l6BlUHH9Xl9wRuCi0EXwME4KVwuK+f9zsHxCRX0AfI19utRzcmdOe54T14b3X0Pnyv4O7siOB9pMqkd8wdnyRe5Q0FHoAO3G2R19+iQrssSmxJa7zJksYDvRk8MDFRfjfCK8LfpIhuNL70DdQedrC987nEplTV+ZKqeogpC63Ac66JV7OcDZzlreEsiYvC35RILJyw16/L0DSqBx9trINxC9PA52w/HghB34dUPUk/GnSkL6IYmgd3odzRjN7Hc6wfWe4SX6/30UNA8+D3NhLLdZE1LmsK5SoLzG9R5N2sT6qhSllXANeH69U5SknOUd6mS0IWSnJZWWshZB1qsu4An4vtbfQ89MX3QFUgHagnaxJt7gR+h146CropgfiAwPz2KIW/AGb58TAVk98VYe7lt0NyV2yL7fFeayliIo+OWEutsuasbgns26+wl5uorYkvj/NqNZjqq8F8GH5cfV2HD0ssI34k/Irpzu18KOFR0DV8yPtG7k3zIfcdxOEr+WA8BR/PYg5Pnes8xylPT9qP0N7w9xBuISqKfv3m1kQ/H6RGhQ7RIPetvPMXpxVp/Tl3d5+mjRjHsUHcWMx9DnQubEB7WqL2U1fnSsRxOfA7d5OL9vtFz0HuoZI6wdzpyn+e04lvUl0ADV2veaxuwB8BImsN8X07fMluTgWsm9rUzv0N8el1eO5BlZ074R/bGLeF/u9pkL+eGsPXY23MVWvpMrWWPwf6Yg4+R/9aOK+w/C7ogzCPcwkNUH1hS3KsamqmrNHo+dRJ8P1zIO+VnG7wE1j2YyO5Zp/pJeqir5X1DEqg0XeJccN7aLwyOOf6ITiXWheeO7mYV3NnewUf00w3mzPYfibWL4I2TiN/E7mD7qXQA2bP+Q+qpV6g2mq98anKY1yPAq+YdZzBzROW8de6Jq91GvEh+F/10fYm/SD/aXyk7fyR/QJdDLkE76hrHpVXRzF+P/FHqjRvB+aDLw2/Re4cGsicC9RSPilxnD0e60phfc3gvfoF3quqILZYQnXkLlZwxuH559dmj6yR3IE3eEL2x+Q3Y5EhAR6X/RasjQn2ROpkLaBmQHt7NN3o9MA8yJn/bqrv3mPqbCaxlTkz7cev/w/mq9lyeJztwjEKglAAgOFXaupDTE0RBKcUoTnyMm7i4NIdWryAc+DmmTxCJ3irz/bCA/x8nxDi/tdTG/c4vPc49r8Ys9lZ1am1c+fh3mQplVRe4X384TwF1zDTluh1qeMmSb8UAAAAAAAAAAAAgM0KJFVsTwABAAAN+gDyADwAlwAGAAIAEAAvAFYAAATtAlgABAACeJydj71qAkEUhc/4ByEhZZoUmT5R1EIhRUghouIuiy62sqyjDnFnZF0R2xTp8x4hdZ4iD5KnyFl2AqksXJjlu9+cey8D4BqfECi+O56CBW5ZFVxCDY+Oy7jHs+MKMy+Oq7jEm+Ma/TuTonLB6gkfjgU6+HFcwpWQjsuYiQfHFXTEq+MqbsSX4xr9t29lbLfHVK/WmdRmadMkyrQ1cmn3ZtEIdaJ2vjpMbBKZYFofZtFGx1447x4LHAVqEW1k0Ou3B6E3licaTlzNVLrLl7YazRMp+LCQiPnf4ogUGiuskdFpGCzpUySIaDTZ0OduT1qggZA2gcKOcxQOmPAuTxsEmKKOIfsibJiK4TE9R5db/tsRk4qz8lqSe+ijjQGzHsY05204r2vGbMqev5e2+MLmebN+AXIdhm8AeJxjYGYAg//NDGYMWAAAKJgBvAB4nK1VfWwcRxV/M3O+W39sfLnE8cWOb86+243tjT9u9xo71zq35/gc6JHmwynyNWkcoA01qajpxRVVk17SNhKNVPpHES0F4oJAinKhXu/lYx0b2xISEipREP8hIRKVEBBS24AQKh/heDNnNVAh+Icdv/ebee/33puZfefNNMB+do060AacXcPxU/YOPIDzd8r+Ng6ZBrYI/Sg2ylsoDkpNZYUtlLNZ0/YQjV6JbmeXOS8dLbp5MrOOLcAMyizKdRQfAGqOQtkCnYXNwJE8725olVGeOzy8Otk6WJ2Uu3vMG5k65sEHKJR5bB46q1Hlzl7zTqYRDQTTXgGCwhTA9EtsGQxJWnbj3eY8u8xOuSnemGlmZQgyF6Ioe1CmUG6i+HF3ZbiB8gFKBcUHIXbOffdlvsRmyFHyJmZ9A15TiN3Ai75iDS3SIqMTC3hlpLJCmt2NR0yvslJ+vOUI7vskKQjDD9lLpFlsqLJCZ92EZXsIvRLKeE8S9c1VbNequCkq0Y1V2RuttxbxnhyUm3T2ErNZexcW+mM5pQ+Zi+wFMSClwCVuawetiIfnPPgYEt4va73WelyKFzO5xE7hHZ2Reo2w9ZlB4dt7wGwQ+NBes0Pgzl3mGpFi1KpDsGv1nWZI2zEuSa5piRi32woJ6sCQGVrAhENgVf5kN2lDVli774AZ1PSk6de6rQas71X+Yce1Hqsh1WeZ39DOa1e1n2i+Gm0res1Bc2OqKzWYYmGtGRNe7NQGNd8iOyUGaArYQd7Ixeb5lzmt5/0WnuoPZS6PfVIM4Ehq4gMTgdkAnfDP+mnHBeTXXujDwr+06y7wDrMjZuwTRyq6XZaEDnEpRTcSxWy/vRIxLDOClyE6rXj5U7tNU99iZeoq77MibMODfYhoIP4eQ1JWFCPL6VEzIrAvZYZEpl5LLrFLZX7d8onlJx9MCsSLlNBuhRHshjarQ+83zQ7dGsT6H9p1Ohav1VvbzTNLWIqwohig48F6+QD39/nTfjZDZ+kyvU59M2yWLbPrzPcUsl5ljLM+lma72QSracyk6Hv4cidQz6DcQGHQhzqN8pRczWIPEdiNGjMCRe8sesUsLboYGlFzFCo5Ex/jiF8KYS5z6Xs4HByYz24ZINBPbEIJgVpCQYHmZgAIrVXsTD19jsYgCSoZknpA6la7Jam+mlRfSqpPJNV8Ut2fVD+RVLck1c6kmgnS+yAKKm0Vmvxd6h9JvUfqLXZLVL0TVZei6tei6rNR9QtR9TNRdSKqjkTVjEq2k0FQYUjqfqnbhCZ3LzbuaoTaZXIXdoHK5vCSm/CwTa6e5B5d7+ppBMWNLPDMRuqHiELQW4NSQvGtIgPuE3YCCfH/gPwNYuTTiG+7ejf3yA+qUBI5M03kHOgiinwfIkRD/B6U5Pq7kJD4nVX8tht7EsO+JSBTS74JMVEEC1iyyDOu3ovuJ93E0zyzlhzFmsL8BMQlLYvNIjC9GhZzI2f5ImmHCBVLuKg/y+9ivObyv1qeQlz+l7hHSy7/ne4RXP0GfW+6/FYCV3Y9/3XiFn838TL/ue5Rcpn/TL/Gr2meD4lXEpL4ti6TXIigEflnE4f46/pZ/lo195m4JL2Il1my1/EX8EjTsVt8CtM8FnuaH6qmejQmd/Dwbbkaw/0g7Lak8SFdJF7HdyY+z0f1Et+RuMa3xw7xFEf7Zb4tfosPxGSt3pgM747g4XAnXbES35wo8YcHFsmPIUDOoBh2b6AY+FJgMnAkkAvYgcHA1kBPoCPQHlivhJSgskZpUOoURfErPoUqoKz3KjdtA/C3sN4fFOD3Ce2T8yAVGpX42lCiUHgQnHUsR3Njw86AkfMClX3OoJFzavccGJ8j5Kt5knNWPge5z0adP4/FPFK39xGnJjZMnFAOcvuHw0h26Fc8AvvHPVIREadbndCOcfycEfv0K60C86dfyedhwzPpcDq0fe220ZH/oA6vauPeEzb+/Qm3OV/PjY0759vyjikmlbZ8ztk5Fj04Pk9P0OeyI/P0uID8+DwZpSey+4SdjI7kP6JhQx1HGjb18SqtCBFBw+4uStqhKo1jNNI0AYJ2DrikcXJO0LDNBG+uxLMjc5xLjm8KSpJT8k1VOZrk3P4XTk0QbkvO7ZqgLNcsKfE4UhJxQZnriCNhLt4h3XvvuWNV94mq+4R0f/Ge26q6z1fd59Ft/J+ex4f/FyM7OTZMcnvG5xQYzu84WMU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TP4/h0xuD1WIsQXgeyykBrJrVy86SM7RfR1GhtWGwGElWa6jqFs8eiB8udJX9HjpVWvzEgsNm/AY//4yMAeJyMvQl8G+WdN/48M6O5NNKM7tE9uiXLlmRLsi3HicbkdhJsyOkEExNSoOA2trmvxpQjDbTES7fcJekBpYV3ExwnUcJSXDalpW2WdMtS6C5LtptSjrib7ab0CHb+z/OMnJj2/34+r+J5nkfPHHpmnt/x/R3PBFAwAIApYAKABhwY3HdvdsMLFHyR+j5gAUe9PA5MTI36/gQNRA43DkDg5VnTy2g/BWiYAQK8Dl4O1Kzyced058XKmc5V052gitrKJ6hoLvhfAEyN++X+QQA5VL8wCIGaz+azhea+iC1iS6ACBhjwiUZPfqKbwFmgMZMAQLBmppu6w/QgcIAVeEx67GHbd2zUfdJOGyU+KtjAo9ABARCFZ63RXhayo841l+NB9E9Nd3YqaART1anmAuiH/f790IGOV6tV9JPQlUwlqbIC2lwsS7mcnhBF3fHIZ8aehC0f3/7UxRFf950z2xIrr/o7eP8bsBWe+3zDolMzD//wzb33f+dxPKocGtU6MqpuMqp4hmngl5loNBwbGpYDQCiIaEgaW2B1lmZHXRu+/bfDwoMSHHB2UI6y2+O2uxTAlVtb7eVSKkflHv3MridnXv/j7btXRbwr7jBtbVhx1UMzN//rzE9m4OcTiz+C1/3wX/fd/wwZ0+dnnoOPgh8DD/gcGVOqj+rzHHXTgmfAe9xLCxBwDCPzdnDQrktmpkN2hV2jLtpVgw26OSxvlinZqz6Jholmr3/VdP8UGuVJewXa7J4KHisc9h9Cj1qy2yUzGnExbyvmi2TYra1osMlYlGNj0WS51Fpscbuc7OevHhY4zpywO5s7VrRedPWumecao7t6HRbBKXQUm5dcv/nqF/C4/+7cSbgNvALMYB4ZdwDorJnWBb2jLOjV8mYB7hb2CpRwr3TtbfgZDo9ks3hsiKbGAUuGgkaRIL9p/D4Eeb0rl+vqeoWUubwOEJV2n3ufPmS6BiggDv4N/9L4FbxWg+y4yeTClcXiq0FZtws+kNSTlJ4cSO5JnkgySRvutm4G28B2sAvsASbgTRyBIYgo2HhWUxcr/cMfr5qqT+vCW/WVMB6LR+MUS0EaUiyXCPiD/pCfZh1JOWFOql6Pl2IjjG0LCLO+LdBpRS23hFpxqG2Bfh4VdsW1BXhFVGTRB+KigWwNDXf5XzBpNe7DiUGTyeKqcR+MD1os6Dlkq5idHCV7G5oCj9vmpNADSSXbFI+72NLa1mpDs2TME9X95Rs2Djx5xxNf+sWWV+763NHFleHWG0K5QryS6VhUXlainnof9lzatfuHM3tPzRz82m9+8MeZ91/42hUjz8PK+09cX4jMXz3zJJ6700hcsOiZusE4mTunrg6oe9QTKgNUXaVuAvcBytrlgJ+FXUhC7AFRJCtwm0ftGLrAn4AMPwvcqAfA3+tWKMuUQEGTwEsUDY7AP6LDl+t2q1XWbeWCvF0ek/fIjOz1HKHi8GT98Wc7VylTJzFTdVY7bZhgK+APU5/AP2SzhPOH+/0T0MQJYo3+9figIOEH1UL4LVG0Od1ujytSXkCV8cPBz+Y07I44Oi+boQba3SKX8CUuYn70jbM7RtpDVCJBBZtvo/797xu0UBjdfSO6++fQ3Yfg18jdf5FTzRWPGphfUnVUeHEhh9zuDNfJLee+y7G6tonZyG/ybFSv42+w3WB/0vx162O2583PW18zveb5sfq25231hPZn5s8elwsGGa/J7/K6vZ6gygkes2oOlrxLvTs9uzRO9VKUx+eVvKyF9lImVvUg6uccjKUGr9EFQXdK1VEBCjW6qEuKybfLC3d793op7xG6iB7pV/ZDSgrV4Fd0C2B/3ePY7Njm2O5gHDXI6Q4d3ZgPaLo2qtED2h6N0rwvwj8jrWCBuu7cTG2jtlO7qJep16l3qf+meMobPgIfvMALJzsNbuhfdaZ/SkEs0Tk13T/cWZ0efoGlFq7ZcGiXAF8WXhco0D/clz2JhQuZM3ulQinGIRN3er/iRfv7rJ07FNOdR61HkfgZHulHc4kYAGT9hywWJRSiFKHG+yYGFRPlRY3xQUoyeMBeydsqeSzl6UgZgHIJTSvLxVoNucSxHMVFWlpb2+jnNn9yAl4Btac+v3V3MuF9/Ymn3yl0P/PnBXDL4PolPmiaOZuAF8FHv3vXMzcOH371jbGrr/7mgZnT7UpzE6b91UierEOz3wK349k/DMRzJ8alilA7N6l3SpUuYbG4xLwiyrwuwEymPaOXBkqvl06U/ihyoAS7hO2x23Lfix+OH8m9lns39m7i33IfRj9ISMv5TA1+eX86rYAadXL/8QIs1OjSAdqkuKG7BncfCOrZfClYgwv3K5ZM+kV4DXACgfov3dyLZowaIzOG5n3/PglKNTiG+ptGm6ixpj1NVBPqP7CZ244eQI36jS7qJbinNFmiSqAGFxzSHS87KIe3iEXb++enk8zlVP/wGVycRHodCbns1Eh1qn8KPWdD2rXm8qGkKDNsNBKLxCOJCMOaEtZkUkRiLM80bYEhGbUi5tQWKAo5trAFhi1BLNeUTkOwZRvuQh/CqyNgOJtFapFOZxC/HhhED4Iu1HjHxCB6BMEa94fxQcVyfp7Rhhm5lcg7NLduMsGRuhbyIObGkq9M5F4yFsN8jqmBu6bjhXu+tf6iI3eODj0089HOK/MRr892iyfRcNUjMV84+/DFWs/uZXcNPHEN073za9f2bPz7p5oP3r7vrmcXpYKNvKnKmp8a7FnRHkx3hcTL7+m5evszSL9oSBocRvQgIk6hiTxIuy1QBostukzrMmyQoItDygDSgomFjGS2AEayMKxkQVwb0O0c7+Q4nqcZjpV4ELZAy4vwSYS+zHC3bjFBVuBZljcxksS8CJcjfuThVbpZEGQa7qb30hRdg3/UVVgl7CvDASQpT8i0zOoc5LzWOTw63EnmtBMxKGq+p2CcVq3kFYRLlClleqTTVrERhtyRyzJ3KkdxU5ZlJEtHEIwaHvEfkBiesrA13qOLg5xosTB4WBjEoBkpFrMtNjIr0BWzxWyRMiyiCtKHDz49/Qp14+efnonDMw/OPA6vGqW/+MmXqW9Mb8ba+ZJzJ+ln0dPzgBQ0cEDx9tTbpl9G304x1zC3mu7kbxNulm6x3Oq4WXuAv9shCvyuDDWPN6XUSEo10aEEAzjTEXglUKE+kepFd414RBfyiW0JJLhBCKt4qwki5prweIBFPQIXAB+UDwG7YtfstL0GP6PbQUbPjGZoPTOQ2ZM5kWEy8AjUQQQdposvi5ToTX+KO6YM9pg+icScgnQ/uv/+qRHlzBR6AliyEbFGWKTBH+dtUlJJBJKxZNgS2QKCMlb3PGpp5hDS+TZURIXEFgBm1T363HUXYgnQ73+BS9S4Px4Y5DgrgDXurYlBYLGGEAQYH7SaLnADeuoejB3bDCDUVmcLCgEziLgA6zcWgV3ME4NfPPHzzNe37/rZVbe/+p2bH/qPV7/xfapov+jWVX339XVtzn0hkKBuhPG9n3nn0PgD373/ubO/nrn1rmupw1+8+Ir/vGXPU7+4eV0jnjUF2Qz7TNeBAAhTawybAUtw3Q7DISoUBIFQAATDMBSgnN+nfw08aOPQJtK/1j08FQjRMh9wB0F4CI5CCkJepniQx2TUf+z4sXweP0Nlaup3p2De+Ch37jh6VEEbAn+6n7fKskURQ0K4N8K6ZIfis/n8/oAaZCNICI8nyrjaX9hQInU2R+rxjNGtJY1uX8jo9pDucRep9EcUR8kim9HFK3K3vERZHuqJ9MnrlbXODaFr5auVa0I3KaPMDuv98g5lh31n6EvhJ+QnlMdsT4QOy4eVl3yHQz+Vf6L8OPiT0L/Jbykfye8r74f+LP9J+XPwz6FGQV7hp8IIQKKHBIKhUECwin7BHfD43TzF+XmXzel33RKSFU0JBQJRm+K0DdmgTZGt1hr1mm6jQk6KCoWDTwNgPLgaPKBLvCLTLreb5wU+UIN/0QUZnUM9bdVtNaqwvycEQzXqlG7VdGuv9bSVtn5Hu+5+YpN4fQjsqz7E/BjzYzGAgBQi704kGnZYc1kTEgI7+q05NbsDaeOsCpQpqEz+bblDufNoJ9eJ/rC+7s/OfuBIf5//UEgOBgU5jKh3SpcGw2EkuDiPkyawbP+gW+AxkM96WvDsZ21Eh2MhEuEQxRKMhgBsGyxCA7ARk8NM0d+d/t/LovO2zKxd6y0ugO/E4FuV/tXTH1xSSX/+vVPw1Td7UuE8l0jIauGrzGVnH/3SJaZEgslFGjdDCxWf/nds7UYBYN4zrQQhkAXt1D8T2VPYCDaGdoIvhXYWH/N9PfW87/nUB74PU7/NS+3gttStxcdbHis+Hf9e8S3fW6m30iLTUaN+u1++urUDU1QgWsK1/l8uT6moRxpR4Q2VWvRYGhX+YGlRfFFip+9t+Gb8V8XfJDgmDhOWFoV2sX6fM+SOu9OuQq5lcby7tB5u8G5MPUzZFKB0rIUb4wMdQx2jHXs6eF/B19ILaIXzxUNpb55hKTrkCfUUvxR/PP52kdM69I7ejiupK+kB0wA7wA0UbmKv913vHwrdEL8+dVv6HvY+/32hXcXRjp/kf5X/KP6XuLePl8N+IRJVwn53JFaMA5ppBOVsOE5HM+2NRToXTZfLgjuT9njcVC6NqWwsCZOYZTrKpLoIV6P7q10l/HX/wiWk1p2of+XmABRDhQAVWMtkw+2NzXiHsrhs15k9DAVQcYKhGdwpWmwlwECNgUwN/lxPNLIOB7W2UUKGASotFlRGER/ICrVW1vBX+alKxz/Cn4MIuAKqSC5nLz6TRRbBFKI7hDuz/cMLETJrpps+8JNqqg+Bjk5M3SNThDhHDNGNNkxzUwSOegwF6KlgCwIJ7658KZZWQ5Dz+b1+imWTcaRSism0mizCPNdchLFQskiXYHORTvkzRVgw5YogEYwWQaiFLheR4kVAp3OOWDfwDlKmcGRkBIwMnzfxABb24yBarnGnDgxGo4I7W+M+Hh90Z4isd7sQs0wMuimhscZNI2MmV+M+QlXdtMEshC6CN8xEhH/cWAGwbCxSLra0tRIrB+GgCMZGqD/hxrqg1QBFNgMrES3B0eNfWXLF6Lu/mR4trk14gqlVRar721c+/NQd07cnNlce+urFrxzZ2nvD8IHvr3tl14INfmoidNFl937m8NpEa2yEHvxCpDGhxg/dfNU3ZI6rfnHVzc+6z27zf+uWnofWMCaEULrP/adJRnojXtf1FwmhPMxTeTofflh+LPQt+Vv2g/Ihu5kPoRuAd9K3u25xf4W+3/11+mHf8/SLtCDRVoYKLqP7aFOeV2xxP4KwpgOUH8IjoEavOKg9bkoHaFij3j1gy+5ToFKjuw7ssuy2UJYandfzToF6HkAIW5Tn99pg2Fa1UTafjgha6NRUKKthlVIJuanLE1uvJOo+2z9CLP2PR4ZXTZ0ZRqJyGqHiM+9Vp06dQeJv6syU8hohF83lZyVkOSbNSXeC9QtNQHKhgveamqDosTRhDQ/n6vcRZKIiwawFFCVAUc5AnA6Y0MRODAZop4VAXqdgKPmqIRhn7RtHjEwW5XLaiYXvYZmYlkKa3x7Hmh/PeBvz83B4wXvf2PGrO2+aevSen9wavmrm9Iszew/ffxBWX/rqrga73+kzm66bKb5+cOfMG+/WZn4/Nvys88CzfznyyU/hmheXuR3+ApqxBiQlJ5CULMIxMmNVvXx14ObAE4Xvqs8XXiycKPPrvEPsELed3y6MsqPcLn6XIMTD/mAkmgj7s5EYryuIafmI1RoW/DyHmT2Ce7gIRYVZPxdQ/BSMIY0eLIKnsznQpGCDhfoFEqCNWXSHTwf97wcCQV54nufZ56vYigGcwvVwNLrWe3ovudZNuecbs+GmPDp10Pe8hjDCu37av7q3PFTeU6bLQCHiRCHiRCHzq0QTcQmfGyedcR/ujD9VOnEY7iDuTDRLndO4QDPfP3Wm/+T0x9n+/qlOYtsqp5CORNUMUZZobjqnOzHoU6ZOAeUPWViv654INMtyLpdl2awgZH2+YBbKSBseGIQwmAWoNT6YbSAMnqWCTvI9GCKcHTQ4u2rw9QUaqJOBLYInGsFsYuVEsFOjSBw+bUXa4PsLjI9JBrXg87DhhlSJTSSsVvula2feVNLt711/TWFBV/rGsx8VClnN44uvKTAuOeUqtqQ/Y6Km34/lbphJXxmIpWe6NqY8Wn7BnTPPJzyKfiU9fFconZj55XW9LhlbxhFEK2FEK03wFoIJ0/kaDOltia2tAiOI+/L0o9kj2Vezb9O/yH7AfCCeZc6KwpBpiN2OqGfUNMruQtTDc6LQgAx1CRmxSd3C+7lg2O+JRFlELrgnY/KzVqKrQmF/MhLLNqZFXmJMFCIiNLGeJhBLgrSSptKYhhKpVJJye/hUNv08yECQKSCgP4Tw/RjLhjnYw8GXicFwQM8BK6ERKyEHK6ERazQUJDQSJJ1BQiPBp3JX1AUDVjiERJBFNdKJENUwsQgQXfyu/zxZEJOAWATZOl1Mz9aIOIaxaZX161ImkzSZkjzvSULE+r/HxOFJGsSRTBCLOEk5PSohCw9v+LL+miwITWACQCSRo2IxG4L8SBoUXXOUwCw1oP3wW39c22NJJGBq8aI/WkStsdA8faSwJqlaxDAiXPp/LDHf4s9ci0jgoxXbZso93YmZdVdHvHY1kWjWbqMHjfbMm5v70nj2Y8gm+Dqa/cXwyAWL4NBSHT80kKid+/gAfr6JUu3cJ7odN0vkeZbIsy050AG6A3c7YFTCdZTMQbR27n2dTEKUHBj1dSnIkgiirRFtebTlgIRKAW1VtHUiG8M8H8TjuflULiBSoJonlsUxZFCcOkUKmMcyePJYFtfvZCebC2gGhoeW7ll6fOmJpYxj6VMBvbUXNSl72G+ORKNhfyASLYX9uUh0cdi/IBKlwn4xEnOE/f5IDIm5pkisHPbPj8TQU4jF4/4F8+ebzSKVa2oKBPy83RGl9Ch8Nwq1aCE6FN0TPR49EWWjNUrTfcrSgaWTS2ltKVy6OBEt95YGSlTpqSVX/LuaXaWcGcHhFGV4hBAYCazUUTr6Z5DXLLLAnvosRID7QBUpyQWdiFAODgYb87TfR2gmjmlJtwyi0YkLKJFq4v08sv+rRLNkEf5GfwR3XyASF/YYs66/oaLI/52u6qfAp6mbEEFlCwVqEZEpiKIaC4XpfyysTnqn7ye7mqdfrNMa2kMtRnOAdO8v4T3XGBTmUbq2fvK1C+QGvz5z5Rziu27OYYj2MkjyHEK0p4H/JFrKj5Az1IAG9eh66mrqZup+7THtu9phTYLRGnxQL1q3tq6lLgtRQthPR6LuNr9tflQM+5VITAtroAB0ZCD8NmBTqECMonnwPBykatRRPe/2ECnhIbToIRTqiQqCSChUJL0iIWvxqcgV/RfEhGLIiTPEMYrm72R/pWLM2giaNf8BZJDYFZkoAYWiAzXuzPggQsZ45uhZJdBiN1jcQ/8VqHMl69NExH8r83DkhrPvFdclXAEM364aXK8pUsvdVz75hWvgzdzMWKJdu4G+brvWiFi/Qb/1k+dXh13O3I2Yh5FNxP4ePccCxZDn+L6sQivgPVavJS1n5AamwNnnw/n5PnUbvEb9XP5W9RH4eP6n6q/U9+FHqsWiIqDDFpYU6Fa1tbBUpd2FlJos0KxqKng8dBZk0Ld5oMNTUcvecqHa0tNyDbgN3KTe6r2hcD/Yqd5beAw8UvgueKawp2Vfy888r6mTLf/ueVs93jLl+VD90Hui5WPwF88fC4llcLlnSX4j7POsy1/rucX7qvrDwpvqm4XfqL8pWA2LRgv7fZFoLuxPE37lIzHDxomE/alIzKOqUQCdQPUC6FVVbF8vKOSdBdVTyKsIk6Kxe3xer4cSeB6AQiGV5gubAKC8+VxU0yJ7Ivsik5HjkRMRNvKU3gJbIIUvYVFkTbZh66QZczCefczBqzCGwI1OJKVnEAkQBp5lZOwvquzg6wY3j+xt3FAv8HX/MPogVbHwMkTZecUpVaFRKBVVtVVUxV4BvFrx1M4dP+CpeArOiuEwJ1sfxLaFLkE1TwteN4XwaADRlS4Meik2kZk1xNMXDPEsFgoebEVEIKaqTzN6EhEchAanu/5qN6SXTJ/xJ3oLM+nCurjbaV2xGo7CU/AkHM2vj7sDid789GRhfcw9/Qfmxk9uujPckEiUtBH6po3pYCpx9t8Y8vWT+8/vuP/sA4gqFyDu3oeoMgxDhCo7NsKN1MbgxtB18DrquuB1IT4fqUZ6Io+aHvE/a3rGz1EwGHJjbo4i/pYjMU6NgTClyHykRk3qDgFmge6xVu0yCINesBcwoEaldR8vEOYWCBsLhLmFqMcdzoYwarXiM0BICW0O7QkxoSNUGrjPndLNmPPdhOfd6Or7ta39Bnw8049N0BCykM1lfIFxs1xC05E9qXTWQcPCDboAdHMZbbO73iP4AYt1qLyG7QoyewepUEjhwyoSCwcGw5RFsRHJoMziACwZinXDgDi8/2peiFTmYg7mG3LS7AhfveZlf7InP/0DPEnf2pwudXNJxbRy5pU18Y62s2dmnz4jWR2Dl8EFgALLz03RO+m9oAXMpx+Y4+/TqkS9V3X83Fx+LpfgzWak5MmzSwCpWDt3Wjfb7dTaohsfgr7/xwR+YKhxRnfh51wkxxYrHKm5phx+1pqATkHGdIjJNBZKki6gi0p6MIhLG9ol1c69oYfwQZLEbFehSnpVcoSqJEJcZyMD8lPVqaPZbD9RcNnssfw0dsu+kT2G9P8x0pWdnHwnmz2qvHEMqR+EAbaZA/cXKfvqVmjXwpXR6rPCQZG2Z+13gjuL94EHzA+U2aDd3aFUR6uMEFhpWsku1hZHV3bo1Z1BXrRyGoguhyvE5ebl5RVtCzuWz19vvtp8r3CPeI9ZXuO+202Fq5ur1ABfBKXOXKap9CL0AwlI5yYPChUpba5I+N59HWVF6pUoHRUDEq2R6iaJkTrV2rm39Iy50qNuVrepdF7djqzVL4SRlYvuuNCpd1Lotodw2KepjJ5bjV6i2xhzbrIJNg0kQNEiSaUSevCfoBlg1xZfhFeDOEjgX7RWQCKcGE2MJRg9cTpBjSZgQsEHJV6kFgIOuBD1hiuuGrxaD/nzlWZOt1Y0rpcb5WiFg6c5iN3uCxcs/LzhHx8eGckiU3kqi7Qe+oLtqLrAQxgZgZgz0yf7lanh6tQIdtXYKviYbDZvRAHHaQmC/j7DlV73oi8tzwvETI629tZ2ihV4kadYJN+jFFs2VzRgCzoCwO6Qw5YAjMbmmSoB0M6XNFgume0BJQCtUVR0sJ0BQMw5HHtCBfrLNjRghwwcgUi6wuERgDhyvGpHKAphKTCCxO1EM7pTRJEnxhVSHbRW2jR07wiUjku4OqGbzRVVM1c8aAtgaveZKyKayrY0rkVUi6gWUC1UQPbTnz6A8ZqqMiGpVOPePzAoSYWQgloTg2g+MzXeMjFYMDOdNV4YH2TMdVfAedCPsx9Ybtbl39pmeHNYl8d5Ph8D4zQXsQuxpejC/SkbiyGaE3VRS78Sb52/+fZQ5qen1q+uJpJUPpnI79t928XzAnbRIyuSq3PoquYO+Ehjz6J17Svv+ZzN+8VrFzYvumVdfOdV0WhjR66l1LRuLBO+KHvvzGt3z3Nyls72hxd9FfZ3ehsHKstwhOfc2XMn6cOmB4EbxOHHF2THCyETlgEKlgYmpwRUkbhdEAu8N4FFhYQJFXeRBpYUEj7ego+XJNUDGEpwYEVmc+oCOszpAv6EYI70URzJx6i+k50isRjC6QjlK68itscJSYTM9CS6BI0ugc7D5+BzQ8gCSwDs/2HXqhSmfzycP03g76jxu0O4S5KSCQMzI9ExiVvH6r93zMiY8eu3Kkn4bfYge4D7MMyYkgst/a1a8kb6JuY+egfzDP0czy3lYAfvTFm6HCHnItUjAcbvBkoEnh9Jc9g0ZqIGTKOmvSba9JHkBkCNS5Ji6bUMWcYszCgq9lloYFEsmqWAmpOW4xbOguTHoc6yZSDxyoq67wrZDQh8Ytab7h8xMlVGqjZPhWRKEOZKezXazCU1OqRBn6gGgFc1SwEefQszEQ16zf4ACLJ+rR6gwmxMPFiIZRCX9MORvj7/fhegIjXeMzFIcYKfWK3CLL1ivTQbgif0RzyNXCpRtNncddcjpls4797Hv/Iv33zgud6n18maGmiwQkdT8XOVTV//+tZyOU19fPh/fn7ma6MdHfSBJ5f5lNjQdHr631uKP35530t+J0IJSxCddSMdFaGiJMuHZ+CslqJ8LAHoLNHsLNE0rDshC9xAZChC4cgPMU4jQaRXJhxOZOXXzv3kINZbwWYaKRKkJLL91aNThJiO4SjUC/YYFtbXNzSVQAzPsMey3kQFHGuY1abV7Bpug39DgLvadJNpFIxGJvw/1I5rJ8BvTEIbXArXqWsDm2MD6kDgJnUkcL/9QceYbUx9Bn6b2hvbD38Af8T9yPsBfzLwoXYGqizVbV9vfyD8gDYaOx3jbBr8x3MngIa2MBJLIAiwmC8g2hmIjEYoEFEiWqQ3gu9rbA5KPR2xRK4KvitD+UfuhMCh23tr3FnBld5ur6CbNEd+FpZgj7RLoqS8QiygATAExsA+MAlOAAF3UOB71/vu9lG9PrjbB301KOn20ywErMIaCW8mdmF04WHq74w4KfaX9o8MTw/3nxwmpIeMmKmpYaIgTtrrbCiuDl4ZvD5IfzUIcWYI4p/29nbYTsKfcAQgxYDFMFDUih9J14OOigmhXojhlILl7+QLSqXuRe/rw5lqsixEIrTgJmlSAkcHa3wA2VDmv04RYREtUuUSKNbzx1LJeooUkYxIWNLdibfufvJ9CCd2/ENz47yQzRyLLdg6/5Jv7NxycVsJXnbgnyD77lvQumtVMp903RQOdW/5xrfPLszdiuOji86dZExI5oVBEzUyBy8l88QbmmFVQoK8QY6ENIEWdBMR6DZrWNDZMPVpxBOikaNR7590QsCais/QAkewIwSDB+yiCtuxMFQcumCl1jqcIIGmubGRJigIy8I82mAd9byDMM8kIWXs+qjPxKV2dBbQzDSNTw0MBaEeHAhSwbAZXcbsJlLRzWARiEboxLXGyDIqKbxH0/K5DDmG3By7lmXzOSInj2UNcYkdLlksgN7p7z9WxREXJDIRJx0G+XOT+5cuLeUxQ12UzZUG8ncwd5juZ0bze/OTeU7Pj+YpkHc3uLJrTWv5NdmHOW4ZB7V8m7hUXCc+ynynYU+em8yfzlIasvkjRxBvmJFmXtyp9WiXa1eJg9pt2m6wW/sed5h7tcGc5B0pqcsecixyBVPurkAouCiMTjMzjS7y1MKNsLExTJvDwByRNAx67K4B96h7r5sOu8fclPujTC+LQ13pXAnXh5aW2YW5hdvr1v6qqemRfgTh8Qdb+yPolpHAVYjEBcoFwetLZhk+lUjyGQ1kGVSkuYQGG0yN2mykAOfGtGN+QNwwDEdwbBUJ2wNOEDYLiRr3AaHwxhpvukDhJKM0wRoIwI4QQPmCuDVwgMcUK9ty1Hlap360cLT74RN/+qdbe5DY9WUt0NYkR9z+JvPM6RzbeWV+w+JN+wY3Xb1k/tkf/hAuXfXdrxPpe/adbywN2GLDr8G3Fg1Veq758U9+iSl/JZLCq+l9wAmC9MQcyk/zbqRpJRzAA1ZS1X2sroIOIHa5UAAoqEAPlEhg3NBtNmRMA2D2J2wc9vpTOH4wgc/miMxGx3FM7dyb5AzU+MkhzDVMs9lMxA1G/yQ7A9X9/YT8ERDIH5u8AAOCrlGwBwk5etbrQwZh/KIRrYhjUlc4jdvH0YAbQKB3D8dwDzHfZMYZGv8Uh24Nc2wSk73TGQ6h+8RNdLeIPfDdosrqxl1Wazj0afCQPXYc44f+o/39yJIjmSSIPTCK8No3q/3eATDgfJM2ebUAgpiBilsPVMIkYLqwu8SHseIJE1JMl0j36oZcyc96hQ2Oy92bPRvVTT4O0gLLCbxkci1nd1JfZndI9yv3Br9FPacecLxBvS3/SjlD/S/tsA9wA/wQurudwg+4H8unOaQ/Ocs9FC1gfmIRP3W3CkuopUJPeA21RthCjVA7HTu9jzm+LXxbrPEHhH3ij6jfUiekM6KTP85BwB3nqGFc42c3hh7aPo7l7mScoOB24aE67BX7Ztd2127Xuy7G5fL/Asd+zx1HaonB8NqBq7f0ZfYKfsaX+SGeEe5nvDvtr8huuM293b3LTbvPOJ2jPCzwYzxV4Hfx7/K0wus8uhN+H3+CZ/nvWV0M2Inpim7U7QUrzoKggVWxalb6tBVa8UgE9CytC0ML65gJmS+rpocxYBrGmVJTyEbBQR/MyDhwjBQIthO2uZCdkMWJ7mf6kUIjqdKgvR179BdumGABpKjhPmLY4A+xJg4DDv2aOVaR9KaKBW081mPpCmdUWJaM+41vfmNf/ZtofBONbwL5pluFikvxVryarWJBGxEZn7Iw+rCs4DizzQVq3G8ODLpcZpufxBdtnJmp8eHxQfMFvThrUjhYTz2maGhIO9aQiQjxK0TZX8GtW3dsvLcp7PrJo09/9D8HH391egd81qR4r2xdfTc172c33HDlLc6d/wnh2x9B7qff69gQb9fvwp7FHgDo20xfBlmqa45USDQRfdikY7XWRHwJ/ixUrCzkrRnI4+/QjuboQ92OGdtqJyLDCNGwRwyvvy7y8UTIA4CckWvQP25ncS7R1KQyWT02pUwZSm8SGwBHlVfxv6PY2J9Ve4eBTM4B6FQ9mGHj6Ep8BhIGhizmXEgsATKMt3Qz4WLSj77/ilgEVmtT46yKewcX6OePHTNywv36gge0x1yPJelF9CJpmfde+l7J9DgD803bI2PsGLeb3y08pTxl29ckKCySb5sbNmepAG+dCPEPReFEiKvRvB6OhXaHXg5RIVs84YHZXmTwFxoydhvLc6KCGKMGL92/Cxn5NerjcdiQrUFFt6Qz0C7blIdkGcYxke8fGCiRuqPDqKtVo443k1p3ByKlMSvErLHZOmSdtB63slZv4xGapbl63ptBzKumEMkTa74TVe/1nxwhPqvOzumRzuo0subz9fQJeyLldCcTrmTCnQ6AlDMegHWthlUZjn4jAn3BE69xp3RhMBSyoTm0IfP3o4ODGRtr4gXi5OJFw8lVzBopQiTIdcG9hUOcsXIRWbv1pDes+QiUQ0auq+iCzwQSC1ZPv5NJX+QdH99wYPizGzpKIU+xOxxO5vTAKXrl9DOj0cZ4PL1oC7VxWefO79+4qKk9VI58zuFovvrNi5YhlTB/Zgn9b8iymAeWgz562sj5trt7H0k+1kqDJmUTdVPDTasp0MDm2Esf0JhqW8+mbW03Joc27WJ2me723KPuKt+/4O7Fu1bc1/M1z9fUx3pqzGHThGdCfa302orJTcc3ndh0epPfp7mKStnZGt5k+g7f3Vr1AzfdGun2A+9CO04Cs0hmURAcDqfAjyagPYF9aXak9xJ4Gp1SFde62W6u7k7sTbycoBM1+NSBDdlRZFaiQ3ULPta+O7I38nKEjtTPITU6JYKO1dWxbtiNc8i7ddTV3YhZrrvXCZ01yOuObTzczqOGDV2GL7OPLYQLa3SzLnm7xbwX9npHvZT3JepfAIuYchXoRLtElvNeAi9pbJRXfZ8uIP0aQmUFrKILelgpwG2FXYXdBbqgYn1ekDArFcqVHD26Bq7B92ZBXI4aP5lQnKTxH8RvtQY7WUQLYsA1iXAapgntenylXWnYkx5KT6aPp5m0FR+Jdp0hjgPU+J1ux4ImfaO2qbBJ37QHPXPTJnxqwCyVNll3PbwELiEeryXNmhvK7iH360i51M79XrcR/66EgYibjNFdo17SHY9VYbW5QPfSVC8NAa3gRFz0KL3BEqnRVWn88xi+48YhfI/0ZzduOgJvAREovrBTzWZxjgG20KdGpkljKjtyUskOf0y+ZI1EpWHlJMKUyHRXpupKaPo9rJKqCk44xRkJIwo+Hh2MtNLE65F3IxTSSyNnpnAiHu5JvJtAPSOYYetZ9+cz72f9a7etWN+xOF4OBD0qNCUTLc3F5lIzzXYle5K5RENyXWJNAAbmhQJgRXmVBi6CVQ3MN1UDoLdpVQBcml2jwUXqkgBcm1ofgOvWBzv86HD/PLCyuVuDK7rLrTq1UMN+fKYzAC/OXxIAqzOXaGCxZ2GAOBUMd9yF4kK+FMmZyt5FPnCkHyvXYaJKdTGnIBotK3bslzv9gp1YgUic8M4a97GeGESkigh2Mw97eFjlYZ6HYR7KPLTTPKu3djcCv3dhjXv3wKDX2812khbLXdIo4yCIoQ/J4/EpxzZf3l//ENmTrHvWkFokqedITcbqJiRxq3nIv7q3I0Vcc+gfOQuez8LFmemQnfsNfS+v2Xhsz90Dr2StNGui5ezN7UefXrS0MRwpBIb+eX7/tmufPPuDe1eYbWVucylbga7urYtKvSu3LC7O/Clf6Nj60sRzxdLj/wkvzny170tHdRMreHyiiV02NHrQmaw4bRrH0CbBMnTp8JUPrW9pVdXERcKV4eZw7HJqx023PbX+opHbdm+86JO7ihsShfiC7ctKbjeDYAywIM39v8iWbaVemqO5g+06Fg+KaBOJmhbVOP6ukkCIir1mmPNU7CEl9q1qxaygJrEuD+OOZKRUTjXBCCNJ1NoIuUakScXXaKqd+8sE7kWNj4kLsGmWk1HjlC4TyECu1wSRDdolIiBgR1sCbWm0pUAJwQK5TPyC5VaQsgUbGewVzOexJUxyANDc1q1hAsWVo6+2KEezRs8xZB4fnWMZbyjZMeOXSYl+MVVCF8WXtKVEAg5EAghEAhrEuueQdNV9iWp7G4yQ7gjpjpDuCLqb00SmocbvJ/AO1PjkEN7X1NTeVscUBFLU28cwlER3YXgbMfdCHLfIt+sNZbF9AFkDckJOjraPtTP72ifbj7fTWRb2tg+0D+EuvR1qvJoJ2Wq0rNuiTZlQqjsqZkJKdyySCSVrtFXPxcqpXFcpVF4EtVQrIHeJkJ/NpoheNS6MiXCfCGVxSNwtvi4yIhaFiSYQiefCTb1NA01DTcxo01gTta8J4kSuyabjTUzTQNsz20nCsZHEgHH13GSGqWqnrVKpr9yqQwenL2Di2YQ/GTB5A5DjfVwQg4e655G46nHeDLGG0fyKTLDGiwhEMJycSNM2O0EONoIcjIAmQQ1kJRBxiONQuQEfSFTTSH0k9jHqredN1c1muGrbF7suHvI7rGJBn1ng0ltEOryo0Hxtt6uyZKZjfsypymGfK2+FdtOD01tuW7zuMv17M/+4XlMD8XgqqVwMFz18eb7UMxO4PBeOxx1i+zp6vmFCY3u5ExUc4i4ziFLbLvDXYRBHyimIid9uIcxhiRCvT0TFfBBxqLSAtBrRL6hxgrCJgC1hErusnfvng/howaLOaiHU+PVEnTlPzDLnmwcIb2rYdeTpiWyLbEfQILoNcf0AC1mCyomHA1+AjbIOhGzfRIrmWL/yTn/dm2RE0o4hBkJyPIuXbJ3nG4tGOCZCSnydiRUr6o2uLqOhe9va2LU6diLuYSn8owBokSjnwLf3sR7AZwpCPGYh3GOhMJNYCPfgOzO4R8VignAb6jlkMFw8NodjDDsbjf2dY9VjRrCpzjjesTgciA/Fx+J74qfjJi3eG6d0XMSxEm9pKZG6vcOomwpGHUuQWs95fSXETo7uqCUTsiMmSnm7tFBkkeSVHGPoVioARCXOYRfHBChUMC4YX1jGlS5Xy/R1kmTxWuKqnq2oJO7X2lEaU2GvCgfUIXVM3aOeVk3qeGz8W4R5yPJXzDEIDkwZkBuhAZxzeH7Ro6E2EWMYTvnDgOWbD+loEJzN4SQs4aiD6apvCnPEnLWzjvPU39p6fk0kov5Mw7x5DQ2d877gbe6aWbgw5xe4kC+QtkKn6UG8o7OhYd5MZFpbV0Hk7utcC6/4WqPmleNDiIZsADASou02+s9zNEfWRxSCl5QacQLZSAlJiXpQf9iNS6Qt3ic0ixt61lAbralcGNYVBkOYgSUqJEc0Qs6NVUhuVnPkZjVHDnMLvgBqzOgK6VKgLcwkRY8vkSY/hKHii0h/JEEZ8YO9leiP1jaQ9EqSEYmif31QkCyEw+hfvyCyZFFctq5WprOTk5MXQk51yf0q4gykWXAmqDE9mO4Oy5VwhbKzCkR/XxW+Jo6Zx6Qn5MdtT9gfD++u7BfFirfi26xstm0ODyrbbNvCT1DCR6GpMDUq3GV9lX5V/oD6QJ6y/bedr9qqajXcrlUrS+QR8UaZz1MNipbQkvlKO2xXOJeyFl6qrNGYmLIerpffU/6gmJbbloVfEV4R/0s0eQS3Eg6Gw4upi2TWbJMdFp8UlEPWMLuaXsusNvUpa2xrHKxXDgZD4dUUU2ftfKtKPMBQocVUGT2jOyQo3Y7IXGS9KUlCP13Xd8T5FcnhqB7+jsEa4VXU+Avh1Vyu0n5B0xFFhzXcMSRkzofUkEjR1yoypGx2h0Pxhn0hbw4pr1RUpISQiHVXKtaayneVQ62LQB6YHYoS18JODVJaGKGFAqScEFI4ISzsgEyKkkVFUcU2ADw1eEpfqUo/M5tFFtG816uK5oI0KlGnJXhcOiFRQ9Ikjoh4PLtVqPrCFVhByg7E83mQU3L7cpO54zlTbw6O5sZyVG6gvVKDt+yPPPN5siBheKQfr1FWpi5WRnD+D/YU9Q/PyeKbwisQvPiWMRhHhINs6h14wY11NhMINwA6QK1zOVlwY5Q78L6jHNeHk8hGhnHAZAQaQBUMg2Hib1IQ2zgRTg6nEeJHW1BHhJeWKxTJR6mYcWWryEYlGBVOQnjBRlKIsrMk24czC3UzVDQ6hZ6bJApGCpHIJnxuOpUmKUTelHg+hahlNoUI2jD+LZeSqXLExbIc5yD4uDi7lgfOLsVuabugi7Hg6fmgW+IjSfjgpZ/r+uijLdFC3LtgZmHSn575rTe3aia3JOYyy1bN52qwQcX04CfDbyyyS5IzSGkalZv39swvb4/krWI8Dl0OTxFePXO8r12F8bjN7IlcQl+0e6nfFsMyaj7SvzKSUS74/Fzt60HKh2hfp8RCru6JItIGEmkDJQzZ6nHqDwlalWYVrITVMAlTI5v1AIlcm15CYoXHq+CAA+enOs7HrDmslrIt5x1VhsY6in1VcxBoykF0qJOEXXDIGgCu7qMyvFMkEoMHZahEyRB7pGGoREnyuD8FIqsk+oKl0aExz6TntIf2ELfQkhKu9Y7KvBL0jFu2tvZ6oO7p9Qx4hjxjnj3oQE7KhLjuKMyE2FRsNoiNhsSxIoBxi1S/jJHMUp5XGpNgrwQHpCFpTNojnZZM0rh7jlIzoGC184IaQ0Ye8RQRLTbhAiaOJ9qLE8+v4YefVlezRHO7t7R0plrN+axh1Ze2QZvpwbNd69qDRDXR+hNLCewimokt0HvBeoafo5k8fcSm6SN+SI+NTLpt7crCrA4p4KnGE4t7dBnPfiFLjso2ty2ZPWrJ7FG4R4/go5Z0Le0ix3UREuoiJNS10ol/beXseStnddbK2Qugxl90Lz52pYgvszJLTs+S07NtJLcKd7Qp+LQ2nBNFstHaAvjCbcTUwoe2UWQ/ha/RZiPXsJFr2HAii3ENrVCPMb5iXENrIPHH2rlf6WZ8qEbV93+CqBfHJN3efMviZVgMaEvXrNXxMfm1sGfttrXb19Jr17FLm9VEo5nrbDQZ+Rh5rCWRDX1MmZ7En1klicnxb5t1JsC+gaNKltSvEnR53nGrd6LLo6ubORO3Zu06Tm1eaiO8YNNIkFLLElMrS/qybV3kWxf51rUS3ceHh4yw5YY2bKzi7jbDaiWN35O9bW0bVmLcgDtXzvIWavyJ7F25sm9DnaVs50sFjZxs6BYAuedj1SoW9Iiu91lWrNnwMlhy7n2wGG15tBXOvX/Ap3pVZCIaHyRmAyXueN9/u+lRROV92KbLWuBYHzLdtExIrVGfTETbMqFm1NDN0ZWZ0NLuqC0T8iDrbSKWzYQKNdoyEevKhJaghr4gtja1qmtNaO0iPtO2Sq9k0jzgEkvXrccTk2iURDPHMiZu6ZLmguoR+zwen2KLRwoaHNL24RcKwLIut2Vy2Xh7oQ0Ote1ro9pwn3vV+q74ypXhVb2rqNFVY6sosEpZRa1CHH/Q6S6tGtjQV6M2Ij24Xa3BrfeSxXnnM1HOYOvvpFF1Xrz4M4twziP+VMnfKqIUZ1dRg/N24axlGI1LsiURS8alSABa5ag1MdcyRIZhFhLHsi6u4xa35L1u01JMpYcGm9WlYsLUiQzF/YNmRJQqcSkXib4iOSpthn34/2Ml1lUT8SpznOeC7Dnfzc0xHz8FoIuwd6u96ZriujtcVz+4YvlwxG0RW+fPdDrmRTwi40+tK1+3kqJcHUtmmldWzKZIY09reXWTt3nFzLxqi4+A7ZQMnVnq1FY52bB18y0rVqztuGPmpnWaG1mTHiVm64X3D+X08jJzdmYFMTGRkrsU9TXrwca2GdfGVn887p+3Fl7+SGOEAHMk/yQA6D8i+Vekmbnyr0zkX4Eg82ZSWnnZHcOCJIe/xYLxDE8EGU+kCE+kCO8mrp96DizJWHDPCjX3bMKnG/tgk/hwNwiSk4PkQkFyiWCGeH4yBMJnZqF6xgCLpGGIxgyWiCI+IwMCVLxAUEizjhMgmlsseKk5XhwSNXxBuhCX4y2cr9HICMvnjRUgJC+s8mmQPkfqKFjsKIYD6IKwuTzvJv5p4gFuJm0ygGbj+nKcJ9qYJ/KFJ7KGd5PECDfpcvO4y+0ul0CQHBkkHUGyM0hulOROzAqZDBZB+IhMplz6f3UEIZTcUdYbynwZS41Cubc8UB4qj5VNTQzUSXsUfdtXZveVj5epfWU4gDomy3SQd2dCsuEUymRC8e4onwlZu2PBTChmOIWaUw1dhVDzogCItRTJHcdjMVm2ih53nBvj4T7sWx3id/Ov8wyPnUL+TDEYbwhnejMDeL3VaGYssy9Dg4ySoTIk5IrERGagZDiGsv/vjiG76qVZJuGlPQFoYlWTb5b5jWW1/cM4a8jwC7Vwskj5aryEcCrFRRULHU+QBRayGMdAYq5r6P/qGMLLY+d0XoAaRbjiGw+tGNTcVnPzRTPzHHpRZLpW3XyT2YpZ17mkWQ7Pcu7UKyvWdd4xc+v6sJe4hOQeePOdw1+cCfa7g4g3l26Fa55e5iOcSSHFcJI+jDhTBkGqaQ5vBhAQNVIfCaA07FEFJ1tLPgZzG96JG7oDdzLkMMaT4M1KAhga2EheM9w1FxIgBLwfH+fDJ/sxFfoYJ6FRp6QQDKkQAMkQvIGbDBOSJCORgag8TI5I54HZkOdi+6gLfsd90P1D+JpwNPi2wNp/K8JlwmL3ete98MvCTvltPxfWW8oMSWDYHYavul7zUXoYLudnR2Mny8KzyHbpQcTLwOO47GUGmCFmjNnHsMwpCQepdGk3Ms/Ox+5x3jF2M2ZX7EuvXrGv95KNL0ih5S+EmeWXbtzwEs60BgzawucmsapduOEfgY9uAQxw0i0fKB/453xFWqjvwnu9WmHQnrAmqUQgKSbYpE12aiAIfRp0C6ilcqjlsCga9NOocJk9GvCaUFG392c/JNMYUSeiU7hwg267kbqRvU28zXqb/Rb3jeqNAb6/DxlxOLohBBRbxY82Fw5umI3gBo6WAoUktgGO95Al4Lz5/Pu/YEt9yTeJOrS2enAE1GmvxxcocPwL1930+vbXb7v6zp+tLl930e4vXvGFzy6l9z61Y+/tn4w+/cD/+cKfb+6qPnXHj2f+Y88/nfnyAKDO/Xmmmz6CaDEFKtTqObSYmUfy/VvEBlxh5zf2/zu8QKMzDiLVHRpJ99ewJ38WNxJJrp3P4dXodNbOWFnfEeMFIboZwaBcwtrax3IpItcBkesAIupFMhshyCkiwj+V1DupvIpEdf5TmWyHQcu5Tw5gQm0RMc2SdDRRnNeBRkfo2kGkrkMztAqLB/U73U9Ao4aOSrPWFIBeKxqMGY8GD4Bk+CqGrIXnM3iO11N4spjqvyDOw9RcUZYrm5SdNua+RjivsTpvReOmxmtt1zZez99qu7XxHv5p7gP+z4KlMG9Dsa80WGL0eTDP0+mM3YHgnfe+qAOBvFQMpCI9qRBYRNmzaZrJKa0Qj4Ti8Ji8qrWlOSyOidSAOCruFWnxI41y4Dw1v6b14oTW0QjEiaBG8qcpMtCB04GJuYWXK9czgbGAxR5Ez3kPIm3F70joNBaz58uchU+UklKykChzLRrMW1BRFFo12GzOaX+1mJ3E5rDY3Q85tpVkArOcNVfjfntg0Gr2eI1FiF5rfcGKkRZMJ4qu869wInSbmgVRRfccJ7zJEMF4KUsdbFHQl1y6q+f+y4a/NPS97tZ0i6eyYkbztqUcLiUWUhOwJFg/t3rrgksu0zcU8nG6MvLmrVcM3vPG1BPbXXLTzAeXF0OJBHSbm7fSW/oKqnX7zPe2xTo2XHzV4X8Zvli14wzOmW4GINoPgixlmkP7viQRvUmXG1cuFnKhunfAim0pkrVp9RlpKmQ9Mfa2EySFzAbiDLCajhjOAF3hgqwcsscSKpvps5s5q0FniMSqc90Bk4TCDSKb9DdgkexvwHTrb8A065N9oXUKDZuIqaCpqd4mSm8abfp2ek8TU/AVItWG9myPovv0SE/DsuwGudfXF+qNbGzYnN2mbPFtiWxruEMZ9m0PDUe2Z+/1fSX7pPyw78nQw5FHG57KPut+xvdc4P9kD7u/j0bwq+yp7Nlsg9Z0feL69C7HI45HnJNN3GoHjPLWTIhL1X0CflUOhemYLwPxbcUSQZXjWKvfD8JhKybTPAjDMUgNwFG4F9KQJx6Mj5LNiqvXRb3set313y7aRaLxroWNs3mVwyOrpqaz/SPGkuo8cRlMVacx/dpnX9ihxtMOT9yT1EDagYqEO6bBlBOnV2JaNULI/YhY27M4sTjb558IcoZzYWKQs6qxGndqYlDl7Jka7x4ftJ9fcfFpl0N9YX09xxIQm6GNts2+ZglHdOnr1GL3TIujPehUN31p+b0/h85/qgwkO8p3p7ZWh/Z86/p5l9F7z161oSWQSCjmCoLrgz2//+kHMKFpgfh0Hv4DQgzf/8HhyaIRf6UOIUpMw1/NzadsIDKYDXtsKQKnU2oY1l0Wcy388CwSD89i6DCWdiSrIUwcEGECusPEsicHQoVW3V7sCFdBEpGptSe1LbU9RafSnCrRSBgew5b8FLLj/wZH4yiQ8ungaQxfLonO3SZsFygBXUBl0UiJILYRSx2P8S9EEIex5wPTN26Q3KpwuCEzxzusHCW5Vf3nUa9f34bMVLmFapF1Spe/yHB6A9zcAMNYihK7+L5YKqV1JUOpRUA0N9icmgIZFb8ksaJIUOqjacAhy3czC3UWsrlwA2wAtng4HNbgqDamUUBTkCU8qR3XTNpA5pnzK5wMW3bk5LARilGmRqb6bfU3f4E5IZkRhEiRWBx3q15CZqqYlmq8Y/91dNowQRF1kZemtc5mos9ak57z0chP+UVXXn9r27JSPLbeZXc1FRyWixbMZJdEvaLJEvOFUyJ00Xv/+Z8XNqZaFzszl88sX5lCEDPuJnbilXvmB4zIzNZzJ6l/RTTVzFw7h6ZSRUJTRR0jSAqSeCMk8UYo+318SsL9qYg8K9JkrMxb8H65meNTcoSxZ03wVhMcNEFTIg8hbOC8N4fglSEYSmg+OOAb8lE+xFbVo/39CKflUY2qfpwKjskIYdNjbxxT3jC0+XkKaonIKZ5pcIfsORPV0MwZl/HaV5jgdabbTZQp0cAtCsGtoRtCVChhN0M8wt/rPkxRslxs8fFWYpul7LhKpYotda191KiP4vzbfrwpR4/2V5WjZOVZfS1PRmj0NlJ2e043VxrT5orq7JM2Jp9Q/j5uEjkxLWYGikPF0SIrF2tQ03cgEfxTy0+tR+NHE7+MvRl/u/E95r3Ye/EPGs32amN/4+eb7mzcBXdRu+hR16hv1D8a2Nm0K2eRoUyJtCCxAbHxx9HXYnyAdjvtAXfQm/E3PiY8Jj6hfTX21bjZnrWkG7sbe4qbi7dkbmm8z/psbG/xffq9gJThm0PgJSoEwzBPXgyWHQcv5WrQp9sa1JD3JX/IF/ZBxaehJ4d3el9y451Ruz0es5gZOUUqUwj+COTyDc0A4Ifq+4LXq+LlJU53Hj9Y6md2CO04xei/cQYZ7dTNQ/iNg0PymEzLNdiqe1M+by7MQ75xdwoOpIZSoylaSxVSVOoI1EAL1F5YMctAq6ZGzhCTbxpn056LwP6+Sh5h3/FzEDXJS4jPkJfrYWPwpDJV9wh5Kgg5i8j6jFvMTovFjF9UhgMhfSpQTp2Z6h8hb+Qx2qRZf7doThMsJZDtI3oikM6ENcXGcmFbJADZDB8A+JVrgEubAnBWWWCLEq/QPct9rHxsO5tm+vvgCBjGiwR17264m9pN7zY/bhlzjfnG/GOBx6KPxHY3SQjCZ3GOEs690s35WD7+QOMT8ScaTf19GNjb0pq3IqS9FaiLFQptfiOx10di4WIlh7oaySZUJCVkr1o1XCAYO+6vkMpbiRvp0TGjklB10FFpVB3GtezGtWQ7+gk7+gl7pVGz43NO67KMDpMrtGJBv2PBFzit2y3odyzoGLSpNrL99TLFT3+gsW6xz69bKCrn87lzzZxXbDDVuPcmBhs4ewg15ujO2TcXEQUaO/8mQo9ndtkNkmoxW3F2IVg8NbtwEZvg1FgkefNlS9Zp4c0P/fSlG9cMRlweSyQSeGrL4vVXzPxHU9MTt7euKtoUu0TvnfnxV6/tbmpPZ3JLr/zmnY+FRB9c+uUHL6ksvnyso7J++FGPbFWR5HOe+x+qk/kB8FPpuXnIQd2OJF+QZCObJeKMklwOaHKQpoOoSMdsVpMD61Ri5uAnSPxkDjPfKLudDE5ABpBFOnL6+LH81NG6dnxndvXhBanm9RjZhKR0zWn7cSyaALvZhhcjSxL6GTJDs+yHrs864XInJD+nIwJGv232QxMxa0zEsWQi+tXkMFxpLBkp0ayO2birwxEMzHEskVUI1enj/f2TyjHlaP9sNgEiBv9hYEED6JIqm+FmiqoGH7M95n3Z9bK75n3fy+0Owp0+2CP1WDZLmy1/UE2s6lJTKu12qV4fDXHh9O+BtKtQHy1doCjISmU8aPfrrncJ2vuM0/8zYMbR2EYNqeVcPrgvSAUBhAxjijt7HXDUAYFDcexzTDqOO044WMdA4Lmds0bNtLG4uJ+8ehi/wRBUp08a8VW06yREihkQnGi8cQdbKyPYWDnoh0i2QYbgPsjKPFlpK9dpl2T/Ge/UccVsBNe1FQnqS+Kc41byYsLuN98spiMLbKnY6KLchoa/a7u+yZNhfjDziyXT/9C3IJPecmVx85XUNRH3Z5clP4Pojzp3kp6m/x4kqA1z6M+dIp5Xvm5KmLV0PfpSx2RaqG5Fn9QdxHj2kQN9dhLpsc8Spn3W3kaNMyS1xx6fNa+taoI1a1aVDTZazRxeQXAAm9e8CPLvZHG2umF21F+OY7wbh6wUm4Pl1nPG0gqaF82aWbXGEx50VeOS5jqOF41IJIlNaj4Sl/QRmOcTiW/JzvNJjdCoxhoRmKQdx1LxIfbZTB7cIFRqt6eSc2MsqFCIlxYXk5hkq4hcCRhEmJSsmynDFLaEtBTWP/tSTMncFu7QloWXaSYf7+jB1nWkJ5RIxfgU7OJC/CLNnAjyNbhYd4ggkUAqD9+PVTSLZnOELP+ygn0QynAI7oavQwaSpDe71xe323sdYw5qFBX7HDQmT61OoIg8k69s/zRWxK/Drv8vAMabB8mLd/HIz6NFpJoUf0C2BWRfACg2vxIMAOLeJC9JJvb1eFz1kHAGMhpFszVY46VxZGETisUBjfOGirHQa5ZcEXzkypE6EdtwNJ6+Uo64wynrzO+abrpj8arhxkDbMtjVV81+bkVlI/330/+6myzvemX0or4vj8LHulr8MDH9xGhv60qKu7iNSuAoKqLlKUTLGvXhBVo+KAjAZ2fJe19taNPQRtG/fgHgZJmpU6eqeaSZ8hf8j82qKPh5QYhG0HlmJ3GtOx2sjdi2NjtLkR4kMTTS0PB1jmUv/BmpzPl3jilkNaEu2FeLG9RNXtqL17iay1GsDa9wlZ1epy8mRMWITbPHVc2r+TqEithhx6+i6fB188uFReJidbF3ue+z/JP8Y8LXfY/7d0e/C57lnxa+6f2m71n/9/kDwkHxoHrIe8T3on8y+q/qx+LH6llf024BRkm+2ECJ1Nlmow5ljHrpUqNOpYw6FjNqm43Uuu4NlOToHWAEjlBDpju0u0z32nZFhQ6+JJbUiv9VdjLylo/7krhT3eGl2+zLVMqhOkMO4NdC4P+r69pi5KbO8Dm2Z8b2XGzPzfbMzi0z9tg7M/Yyl8162TKm3BLCkgUlFGiHUAElVFEhESmEdpWtKthEVZuqhRbxsvSlEUIUcmGTdIUI0iLxUGgeIAJUlDwsNzVLU5QiVLKT/seeDYHCjOxzfMZjz9jn/873H//nO3FeyoO1PObWuYxaVFR1hOOTHMdnM5kKx0KODQUDDMMCNUzEgb6hYEYNK0cxNHhbeCzyFX6On+ff5AP8NJcllV10g/bT7DH2DbDyaU7dmSEiFUXEwe8V4m1uEOTuxYo0OyQ5Eukg7ji4dkfxy/PiGjyzxr8asBdJ54VEu0SgWhVrNaJkRXAls6J8oIJtKOcyyyTdoSz7bpRnEwSvZ31aNxsYBMF8k/ysp41DwkD9l2ciNUzCw1/ki+loF0DuoyOQcpUwCbE7DWyJJwHJfMJhi0CXYBlEuWC/e9WNchkUD2bCRSlJI9rrs4L65keRdn156wSRviEcJpHwuqOIHk4qCB4bLmMy8KQq4eeHqmbqrZMyG17TxrV2sjzUXzD7x9JGQWrSj2t6sTzSD1LRsVyME8Kaxkj5a89/QgdGbZFjydO56IWlwGGwq7o/1mRgV3opL8WoOukajSFOV1jG0ApBIUgMotu1bdkRV07A6/gl1nUM6dByX+3FRA55TpC3VrzOFdZfKzrHIMM7+K46rqOdGtbCOw1shP2j1+uNUslqDHicpxnW65IAUO9kfoCWd/2zB+KeeMtQt5OugtssadWitcW6j3vA+lj72Phc+9yIkB0OJjrefq9lC+2SZZl3j+ZUtZAtixbD6zm9rjv6Znm/vF/Zr7NhbW1lbXUjugFPhtaz11WurU4ak+ae0Iw4I/1a22PsMWesp8THyc7agnhMO2a8bL2mvWa8o71jnLAKKMCEgilG5rRQlTOCZke+SrxKmgrcHLpFudncG94n7lH2qnvLe7Q9+owlz3KPybM6HeVuww+JD0kMWA/cUk3jcQjsR5SlvFgsl/JFZNbzSOBjeaGg5vMFML9DrFGF5nnadRWtUmRDLBeqmEbSNA2oElp1hOWSLMsBM1JTFV5L8rxWrlRGFDWpKKqpl1VF5sFSebgPC/gMmFsenzlUwIJEtkQUA14E7aooFgrFIqJIIUZ12AXMWVnAP0YaYvGfXcFw4cdWKka4eF64hwcv8MDh4+ges0zG76TcrD2l4qdV/JL6d/UU4OPvKjYAQfZIUdCwCDd9MG5FW8Ai0lEKsCDi8vYWHbv6jE7pQM4Oc9NVm/0rAAILVI4vIgPPGGeJ1iKwCfiq8XTI64aeMvEMUVsUzaLpmi+Yx80TZsi8s3GRsS2TeAA1s7yyBG7a9gEKQFEGCuBjZSkDNI4sq8LUGT9WjtC7VSkZP7/se4aAEz5ekOg5dhU42EtLat+uYH3pOiSyE+yEL7uFe/7jxBoAC0EVnchuEVeKDJ1KEETJEdWti0mSJGcPyo5GkpS3dSDlXHwE5GMMWBxtUDEpXwqguteWFwQU1AxvShs/IMGPnUuQiDkPacj4kKqPM6vIM9jGZdoHniiegQZ+8dW2Uk1P4MPr8kn2xCvJqoNL3zP7b5jv9/+j9d/NjU0AADH5oUJ95d/4udkJOUZrGi2L5WRq5VP8xWgxQaY7id53/p/U+pUjNLW+FSWIlEWI/hAQaYxxL2GtEZ1X2jrTQHA4m/RuNRIiNUaCZFEjL/nAZNsElY57K//JDWmkZ+PX8HhfdF9snzSrz7ZPhk/K71bfbXGCpfNauBLZwe8Mf9AMDY1bwu2jjNUNdMWuNKZ3Dac9Mr4+vFHcKF2bX6/fYGxou+O3qLdoU+M7Q7vDu8Xd0u70bvmJ0Jw4J+1XFvR8LCCIgiTUC2JBKtRN3pTtcV4c38zdPjo1vhrNWoHfvWsMj5E/8lMb25beVngGWeQ/5K1czrGscWcVAG3b10fzEPC4vyb/6Rc62LKcTlfb7Q4fjkRaQGxCIVVvd9qtjhbfl7YlLHWAGKcjuWl1Ko/ztnZ/eXeZKu8r47KqWZbTanxqmtXWFFzx6Q7uBAIhTQ2FKh0t2elokXS1OtKKJFutCNx9hYvIraqmhsdsXeHpSDvUGSKgWue4724WhvBQAe6JbZEbAiRBkkjLbzWK5FOmgRuNfD7HR4D0vnh/Gqct7SiOHSqqWCWHiIgdV31BPa2eVRlSQNp9dYEaRS0Uwvce7FhVwJNDqIVbC9QryEHj1OSh0uvegLYeUUNeqfVq25fPrYrK92qrDTvRRBA9CtyrEdLmuWXEeGNWbTY27ZsqyWAl7kzbyhlxqUeu+pJ36eNOz+5Biehtij8/A7kQK07EJmZj4sT04iJJFtnFECQslHpxsT1PomY1HDYMVsmTqNfPj3COTHpWIP/RIUhTxMXmhqRu1M2KXYWUwgZJ3YQc6wbIs+aQAqtRkiMy70cgNQ2BHO3svOBoRYGQi7cPCmSQ9mlImkQvKgofRL0S0iOjF8kiQZlEvgf01CMkB+N+Ivn0JBt1RLgAEiyyG3dEUXAkWOpuykn4uJL2k7g3cQHp7znrJlLOKJtyjJGkY8IisWkSzwsHSzumK8GScppkgTPL5OywxC8J9P3/19d7gfBXPiBAFuEVvc1YlAi+D7F6l98mAV0oDNGW7QUE562LAcFfAbXVLiAvLniVPoUSF+OAgVZVvyL/v5bQrCx+3iyVw+krN6xbo+PRyyqXbZ5e2rTO6U811IT72O+vbjT6b1Wy+u3H/3L9Td8BmBuSlaa4ZuvWuzKpHICcsmbH/v7RXZfRlUoyJsu9xcXvS0qVqlQCydxDF85vW0viovrX0ucA55rU5ktwDlh0bZhGD1dxNQeejdcvTsZTzEtelojxzVNeliLZppdtHl11emrLtTPw7tqv91YBcIA7ea6GckmJeqSJm8A7UbD8CDmHkEy2EGq3LlKu93qL4Od6SOM/9nhB3LDp1pdQ9sLnSL1wFmWgmeHFQfjgsxwZGRmrPWFSibaVvnv0l4FHgxTHBeKsyma4WjKjc5V4JaPXxvBovJO9Lr6V28rfp/4oc1d2a/1hdhe/S30o82D24fpefq/6JHqS+2PmD7UFdKL9frAMjKhWqw8P89jzKFTihtSbAzdEZ4tqJjMyzCdhh3qt5jkgtWH4ynCGY3i2DqkKPIctD1yRqqdjAL+2apednNCW5YxKuEp2H49P8WfJA+4H+H/xND/d5TZyWziamwZHPebmaieFIhaKc0WquG9LHdv1bp2qq632MyTkkIQb9nZMLvW2L62c6xF1hpVBmOHkylJtIJ476EwmspsXecNg0ptvpQlfUgO8ncCKbwU1Lgf3rrnqMRwGjyFXPcoWD27LCX5Hkkyi4Z1vdx487yF4iWgbcdLXYt1r9SP42VSjUTr1uhRi19TwsGYonNr/1ejzN11+w9qRkmPw+esqV/aPCCVVlFtQ7au56jX9Jv6vacS5cBTcC6UU657/yaN7rq4Pt9LCFbfNUYcKVjkiRpCvnEtvgxqfwie9ce12nGUUZo6Zi87FnmGOMqE5GUflndHLRqfQrcJUis4yciwh3MHcLJxiTgihQU02MC2naYGKBSIbAvhnATwVuDNABUYiwasF/KCAtwj3C5QwQvGouwKg7K2+VMZ2wG1Hn4nilak86QSsuM1A4DCfDzMxQajQTJKmGTpMMQKOxOQoOQszFcCBkWgkKG4RsDCCKV5YoK5AMcRQV7h1GltzZLLGqSgeibrRB6J0NGPLXXmjTMsRK9xBFKbUtPwnv9G68dz2yXNLROAfKs253pIIbzKD5Y4Jb7X6GwfjpsEvnZ1eVAYK74PEa2rQjho4oF47E7twwuWgVaFHYOUFMkUhI7hkq5Im4y3+MZ92GCNJsm/PJx3mgTjJ/nY+7jBKimQ/mk9BVvCyB4SvgjRRdc0eCYcjqRQVCXidl5EgJXhTRVD8N0yGhktrSB0rry2lcMkTiKd/ED7/NnVn/80fTiSyjBGk0cpT+Mb7NshiGKv9Dyv0sFpuXt/Xzr9ZrhfvvXDB77cMjFE6uhWRkJzfoGegdPgghT3ZpoQkBTcft/EMsKf85etqmKLqx6jnoHpBwwGNcAcuOnKYO6kdAQeFkYzu8GpbnVY3Ve8ejbi74ziO3N1BHFQBBGj3BHeaTP0ouFtS96eo1CZl0+2rE1R+1huYs92bXLZ7y97woMMoEgnGkWK3WlLra0PbSpfkqWCj2200XLf/N6vr1htuN+C4jUHZIEX4wif4VUaiYohGTX+ON4quujxCmQC+l7luHXgx798ofobsSRLvdoAik9sc2EaRmU09De1OiZG+eI8p41fXo/8BNyck8AAAAAEAAAAHAACxsK+6Xw889QgZCAAAAAAAouMdwgAAAADWhNhg+3T9jBBeCFEAAAAJAAEAAAAAAAB4nGNgZGBgS/uXxsAgwPDz0s9LAnEMQBFkIOQDAJHkBkUAAAB4nN1cCXRV1bn+75nuTUhISMIgIcEQkhimQBBoJAlTApEZCYiI4hCxiiDKUOusCGJbakGLQhXRRxVD1TqgFm0FfcpSG5wK1KFWRUQsap1AFLLf9/9n75vDSULA+tZb6921vvXvvc+ezh7+ae9zvZJIJ8LPMqilD+0KWuQQ5QEXebVU5ZXQqMglNAHPqoFeSF/mLKQ85J+N+ETQZVYJ2UgfCfwb6AFMBI4HzgGmAKOBK4EJyPtH4Ndch4G9lKZFz6Sz3S2U6k6mLsBIhHOdndTNmUs5CFdxHO31tbOoG8Jd8KwwmoW8W9Qufo58XSTfZJSbS9fieTnirYC06FLKBE0B0pHeEfWs4z6DjrI387uqzxFegH6cjPD3oMPR1wrQ0Ugfh3AZkIwypVaJOhfhNgiXYWzaIJwEVKLcAS6D/MnoYw2eZyBucV60mwyayXlRZ6G9I5IZWUV32zvoYaeaMuS9t1Brfm9+Z/NO3H/uUzMYzv0Lwu+fgPtqNfStEawQzrP7ylxdp9/1DquO5thr1JcI53oZVMmI7qBsvN9eoMSpoeOiWepj9PFk9zHqh3gM6CDgOu+gxfbXNBjPunsrsG5qqNzqgwf91HfWFZTl5dEIvC/GmwrQ99N47WEtdEW+iVK+hrKdXdQR4cGMGNFHMkY+qjD3o0CHYdw/i5H6FHUMY6CePwGbUb492i/iMeB5j0yuX4+8e/DsZ8BcrJHjgPZ4/ktZw7X0MpdHO0O4DX8eKFXWIMBrDyg20PNj0MpAxr9W0A5oDwwAuN0VwFPAWCCL86DedsifjX5czWuG1yavD14bsv6xnmTN8jzOxdjwGvP3zO+tGbQEyAB6eESLNbohr+wXnkfuM+8FrpvXFq8ZQ/E8X6/7vfyevKYCNNftIW3LHuS1FaCFvPaZ2oPlHQqtTVTGa9Yfa0OlD5W8H3lPGGr6w/tT9gioPZPSeex43g01YxGnaygPz0a7b9IIpw+daj+P9T8N4fGgAzA+q2UPfu78lj60FpEV3UQ9MJe8d1eG6O2M6LbIhahvE8Yy36mjlUK3WV2cbRHXXa/2uOutq32YcJCGEdnkP2PKCD471vQfAmu7u55mIPyJu00pZxstx7tS9F+R3sDxhiL9EeBaoFuse+T22MzIk9FJlIp18zVwsTOYTnIH0wBnEw1y2sq+y0P6JNTd15mJud5GdmQT3WRPonu89XSivQ3ziLas7bSQwfWDzomvo/Caa7yWhJr12gTlPZBsqOypEvWu7KsS9U/ZkyWq3qdUyrKB+bPIBxLe3Mas1/i6vJPy7W8C6zO0TgPrcyDKpYbXZZhq2ZJs9inKtGNZw+8v/HGy7Cfhc3j2iMkfpvHytfSkVaveFj5cR1PNvgb6AHl4/pzmI+DDmG+WHUvVNO9napo9Uk3Dez7u3Qj6pXrUKlAPx2VqHhVrXtbRyFIeJ7eOOsXlaB6N0/wsj+Wpsw4y3Jej6SI/d1MH90vhbcXSX96HvAeLwPcKIMf3qe+cNJpt30RkY19yOtbIBH7mxKit/T547kiaZ69Wb9jLhAdV2vV0mt0dexhlMWYdXIs6uRU0CmVI6uM8oJzG/fccrE/mBVWIY64MX+a5976jZKDA/Yz6453z3Fp51zzh47dTVx4HKTsfcgV1RbtTmmNRd50nT8rMgr4g4wEeGBgLLZvLuU7vFFmzKVKmr/oulkYlDPde6o/286StKhoYK6F8d7L6TPSKNBprb6HedhV1RrijrPsbIaMKIS+rIB8BeydQj7WZ6sdFVgtVB0TeXyPyPMktolNFn+BnHmV7hdSL4eTi2VnU074X9VyMdfUdwg8qJfrBP6gNt4304Vo/YT3Bkv3yGsq9SD15j3EfRN5wf1Zhvb1CnVkmRu/BGCZSMh3VTz3g0whEq9pqvUmTQQda1fQetsxDCM9kPdB+i6bbazF/D1GOPRXy+3nIxoGQ4SMxVq/SFHsrwl2QvhpYAN1vHqU4KVRjf4B8xXg2B+XqUMc9eM5YjDLvgD5IZfZLdIG9CfrBB6wjUI4zH/QMoIKGRf5AM60DNNPrD5k8UNfPmKdOE9wDfveBLqshfTVoqs8/h27XRH+lr8F+ch+b6J/0A/VKOeRxHErBOL0D5Pm0foK1lNYDa6y3kHcM/TyyTm3EIA8PoSoYd/pFrgR6Of3oCeA6hHuA/gV4yI/TKuBtYBHq3gT6qEcRYlhDsZ5BkbYauB142TwLgttpKj0IN1NtPCy+AbIGiHytNjLC+Z3rqD/a6++UqY0Mew9kCOBdQxnRBZRhFyA9G+VCcTcTfG4DdbVJ7W+pT0cCfr0D4zj4aN7xaMF7l+Xzj1Xf0cJaquowx0XSh/2U7q8h6Mbb1Q7QyZHtkNvzwUsBxHsinm7G08wT0m+R9ND8Ya0Qj3k4PRwPz2tLcetRmh6EWQfx9bCcyhnOIOQHwvHYi1TO8J7Hs+cbx537WsBU6CiruE9YgwWN4944KmBYXdHXjlwGew6Ix18BXwU4r5RPhrwEeO8yrMcgi4H4837g+UBgXPvzuNqr/Odmfsy8hOcH/evjbKUhoPmgvUEn6rjQ4J4Nr+lwmuElTeUJ7Y3ezdX5/wnYOy8BW4AX/rfbihDWKpAKiI46EDZ4P+ick9lVc+ivRAczQNMhF7DzDkKuHvobwucA3RF+Amm3gy4BBas5WI90BTlig652OkJ/J1oCoI76OX7ZQ/uAn/l1HHqK6Pu/a8zzyx/8FYD5PQTN7OBjwDrgQaACZUw9yxC/BPQ5xEf4dR1E+ND7wI3AKOA2nx78BcDPE9DGDtZHmrBDf1TanP1xtNTYGYY2siGOhQ48KnqYrWHmvyVqbIkmqIyD7r8X6M8RbRxDsX4SgoAuncs6JevRrMuy/sz6Y5yy3VYlNF3XY2gKy0DWnVl/dfuKv5FtoO4Be7DSyI0gb418TauBVCBT05nIcwC2zlbwnhTw1G/wfmsZiKezXANl/fMVhFMg657hPKB1iGeBfmNkmuGtjXhsCzLtx44fq4z8ATK1WGN6CM2lG/xE42RGWBYfK1qS3T9Yljcjo4Ny+j+NGzlvkFBOxYzoYLWREdZLG+kBLcRb0nOPNR7WO445HtJLTDyMRs/Da8/oMx1hAxuE9t2xgm0LZ0OD7m/6EN7H8f2m4xijyiDAB06AzCoE7gG+As/IAtKA5YhfHTtIJ8YeoGLEIVcV27GDgBp+Bto/shTMbZ86hPj1iKc6dZJ3ikZNS+s5vG5ZPxf9EGMmfPA33H8qAgYCacDDwCwz12x7ou0PrKeJ2M51pqpvnK1ASAdskfajS4AHEE9BPIXPRDxIePZrgC+v0JTknMb4+MDrvUWSp0LOTp4Xf1+RY9EkZ66apX0paV4hJVtR8dnlGj8dZFFP9g15SzhNXW78x9EZqH8J5EBf1Mu+b/aBz6XZdhbkwzo63tpEjvYhk/Els3+K5ZU3SPqRFPcfj6fuwCB9bjJen1N1s39FJ9pn8VmNOsB+d2sQ3R2pp0Q+j0hEHxOqKTe6lCqgRBVGO6GeS6ks9qHaBd1sl1ci5zmjjVxlmWjCAd9flYxVg0+ziz4TOkwn4P6hXA77Y4LtmnLRlZClV/h+uqAsb063sWrVG6jrbuMjbc7fGadh/3vYT38djbILqTruk2WZ/Tfddz3G4b6YtrAm9x5BF0rX52KOU4Q5K1L7eY3p8xw5h3P8s7iTXIdGs78RGOw8RoPtX1Il3rN3PM8aOdtqg7xsY5szt0xeX+yDBO0PnMD+YDnDuEvO8BI02mAN9Ja+fOefm7mJAPsdZ0k7XzVA/LTJ/vmO+sreDZ7GYL8a+sOwr1K3gu7ksYufBdbQDPvZw84Ek+wvyJEzwf0A5h8oBc7Q6/QMvbeqxHeI95V3hE6FOb0G/f3angN+4Y+P5PVmUoX3LPAGxmQR+P+DlOH2oQxvDI1zbsQ7Xw5kIf1N6LHLKRvIj5Sr1yN/pmzAZVinUbY9C3vrLHLY32/tBfS5mu+fpv2MyEGUAQJnuRMZVm0kR58TLtDhLD+MtBJ6XKDrAO4NAPnU53ZrzNcUtF2N+h9FH8cjjHbsVKyLEFDmHA3Wy9vzunFOBY86HMPCQFmmRWEgnWleGDq9YxhIZzo0DKQPbaIfzeVrrh/NpeeHgfT8H6EfzdWbGwbSc4/Qv1FhIH3UMfSjuXHuGgbSux6hH2PDQPrYcD/Anz4CnoFd+hkobGl1q5+m2LaFdKnfxX5sYIaOv6fzLWmA+L1PB87wy6npyAObV+0FYIuoCQ2o3wz8wi9j2lGLgfO0rrDVL1v/lN+29E+3KWVNXzeH4u2ADX570jb3fyNoLrBK53lCt/us3+/620Gv9/Mf+tB/Ryn3bAPYb6BOwfPOoCivXgYmAlGgLcB+gwPAKwgfB/ouwP6Iboj388el/k3gnQa+QG85aTTB3ieyMT3a2adOf+G5BFmXGJBVs8Hzs/guiH0LtXd+B/51B/jaW5TozCbyYIcK//4U8qI78o8Er1iK/JMRB9zB4Jn3Iv/tqI/PYerwvB14MtqQOPimPjesssvAd8voBH3+nycyFfw24WzoL22gn5yJclMoO/oXKnBnUk/kIedJotgw9OEP1NPYwgnrIb+vgE5vUQLkJrm7kc5nW/qdvOvpJOdxKjE09hz0HcgbryN1A5+uTHiMqrzJ7E+rHxBvW+ta1h8oG+n3Ak/rdQMc7A6MlvMqPheCjmY/B8rneNBt3GSkd6bOfN7FZ07aRu/snQz5sYKSvK3YzwepV2wo5XnjxYYfFTq7LefzJ+8s5H8D+oe23aNRjOF0SjSU9Y2gPwBt9uIzNTnXavAH+NTUwedt/pnXO2G9xuhRAZ1CfASmDfM+QpfK3Yc83Yahh+sbVTRQzsZq5W5JUiOq+8TneHyWZvRZbzbQDZhJM9zfU7VzG2T5XVQdHQKd1qEk1s8gY6U9ltHuMuj5r1IS5gY6ueoNzPLPxRTmVLE/Yi7mbwcwDZvx3IZ0Gq/30jjEy3XeK4EL/DA/U5fp9HJd/wV+Hi576B8Iz9dtaV9N/Qc+1M1ATlBPlTNR6PdN0Lhe75C+C3IEetS+NOxhvlMV0IcPO+NvjqIM9Dj1ifZdWQE9+jAavJ+C/Hs03a3TU3itMa8I08b3V5q5z9IMNfssvt/C+nVz92Capmc1dU+mgcKm0/Gj9d2x7aXHSWgT9w98n1wDTT/MfgpTuQ+nVFyPZb9iCbXjOwFHguvfdUv1qsG3m4DW7xvBPQgeCkRLDwffMTgSPEhMRuz4piF2gUA9pKE03mCAhxLDtZuG0/T9ukrzPtFvNXr7kHsOR4D0tVsD2P44EmD7EyP6vcbFh8OMuxlHMy7mvU1/Tfum3v90Hv/Tefmx3vtIfQ8Ce/Jt4O+a8t29dk31m9eglw68D+wXnYX3c4FGO6yZL4DXgK80XhX491Ta2f+NNfCW3LWNl2m0DvhODMPMiX//Jj0KTh7tizZ/xeWZFwo/XNDk+NShf0UANDqvGGX8ezuse73tfO7LdYbhfbFXxd+Q6fp3a8vZ34F10dvZTDO0vvey1v2eEHvavweb4vM7qhCey/eXbgKPUrAJP5W7oss1XtO4Tet+YzXayn3gWro/CLsX9LNeUv4ktHcFsEbr27k6DtQ/4qfH+/Zy/I6kS65bCEBvsJ+knvYbWOPFkOWA/WsA+oKc40yn45wJiN8M3Spw5wb5ezqTUGYMMEl0inL76oa9Lfdr+F4Ng+/kjEb+ROiCZaAJco9G7Hux69EW3qXSGUcpcveHZRTfrUEdzklIg15kn4X1OhbrogPemzEH777Ph70AWAw7eCVwAOFapH+L8T0FYdjG9o0A9FHrj8B9CI8A/Qh0DfJAN7Z6I85YiLTOoJcDVwHJPiKf+7B+CjoOFG3Ze0CHAGOBJE3H+uUiS0DvAi7V+aaSay0FhiLcGbQ76APAUHK5vsh2nX9qIM+ZDXmiV9HwxBnQuReCFmFdDlEbI3uo1JlKbTCnyb79UL/Vt1vqX+RzHIB1o9WIv9ToXoA5J9fU9Wi6sxi2/hew+/hezxpKcQdCru6lYW4PymG/RfDmEt8nFt/TJIoa37eBN4XSE54HD0W+mOT1qbXevz8fmeSnSRjWFq336+R9Zn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<div class=text-container><span id=t1_3 class="t v0_3 s0_3">Published by </span>
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<span id=t8_3 class="t v0_3 s3_3">British Library Cataloguing-in-Publication Data </span>
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<span id=t9_3 class="t v0_3 s4_3">A catalogue record for this book is available from the British Library. </span>
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<span id=ta_3 class="t v0_3 s4_3">The cover shows the scheme of the modern Michelson–Morley experiment by H. Müller </span><span id=tb_3 class="t v0_3 s0_3">et al. </span><span id=tc_3 class="t v0_3 s5_3">in </span><span id=td_3 class="t v0_3 s0_3">Phys. </span>
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<span id=te_3 class="t v0_3 s0_3">Rev. Lett. </span><span id=tf_3 class="t v0_3 s4_3">91 (2003) 020401 with the portraits of Albert Einstein and Hendrik Anton Lorentz. </span>
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<span id=tg_3 class="t v0_3 s3_3">MICHELSON–MORLEY EXPERIMENTS </span>
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<span id=th_3 class="t v0_3 s3_3">An Enigma for Physics and the History of Science </span>
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<span id=ti_3 class="t v0_3 s1_3">Copyright © 2019 by World Scientifc Publishing Co. Pte. Ltd. </span>
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<span id=tj_3 class="t v0_3 s6_3">All rights reserved. This book, or parts thereof, may not be reproduced in any form or by any means, </span>
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<span id=tw_3 class="t v0_3 s7_3">Christopher - 11209 - Michelson–Morley Experiments.indd </span><span id=tx_3 class="t v0_3 s7_3">1 </span><span id=ty_3 class="t v0_3 s7_3">17-10-18 </span><span id=tz_3 class="t v0_3 s7_3">8:42:50 AM </span>
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<div class=text-container><span id=t1_4 class="t v0_4 s0_4">November 26, 2018 20:53 </span><span id=t2_4 class="t v0_4 s0_4">Michelson-Morley Experiments </span><span id=t3_4 class="t v0_4 s0_4">9in x 6in </span><span id=t4_4 class="t v0_4 s0_4">b3435-main </span><span id=t5_4 class="t v0_4 s0_4">page v </span>
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<span id=t6_4 class="t v0_4 s1_4">Preface </span>
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<span id=t7_4 class="t v0_4 s2_4">Subtle is the Lord but malicious He is not. </span>
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<span id=t8_4 class="t v0_4 s3_4">A. EINSTEIN, 1921 </span>
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<span id=t9_4 class="t v0_4 s2_4">The Lord whose oracle is at Delphi </span>
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<span id=ta_4 class="t v0_4 s2_4">neither reveals nor conceals but gives a sign. </span>
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<span id=tb_4 class="t v0_4 s3_4">HERACLITUS, V Century B. C. </span>
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<span id=tc_4 class="t v0_4 s3_4">In 1887 Michelson and Morley tried to detect in laboratory a small </span>
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<span id=td_4 class="t v0_4 s3_4">di</span><span id=te_4 class="t v0_4 s4_4" data-mappings='[[0,"ff"]]'>ff</span><span id=tf_4 class="t v0_4 s3_4">erence of the velocity of light propagating in di</span><span id=tg_4 class="t v0_4 s4_4" data-mappings='[[0,"ff"]]'>ff</span><span id=th_4 class="t v0_4 s3_4">erent directions that, </span>
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<span id=ti_4 class="t v0_4 s3_4">according to classical physics, should have revealed the motion of the earth </span>
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<span id=tj_4 class="t v0_4 s3_4">in the ether (“ether drift”). </span><span id=tk_4 class="t v0_4 s3_4">The result of their measurements, however, </span>
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<span id=tl_4 class="t v0_4 s3_4">was much smaller than the classical prediction and considered as a typical </span>
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<span id=tm_4 class="t v0_4 s3_4" data-mappings='[[74,"fi"]]'>instrumental artifact: a “null result”. This was crucial to stimulate the first, </span>
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<span id=tn_4 class="t v0_4 s3_4">pioneering formulations of the relativistic e</span><span id=to_4 class="t v0_4 s4_4" data-mappings='[[0,"ff"]]'>ff</span><span id=tp_4 class="t v0_4 s3_4">ects and, as such, represents a </span>
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<span id=tq_4 class="t v0_4 s3_4">fundamental step in the history of science. </span>
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<span id=tr_4 class="t v0_4 s3_4">Nowadays, this original experiment and its early repetitions performed </span>
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<span id=ts_4 class="t v0_4 s3_4">at the turn of 19th and 20th centuries (by Miller, Kennedy, Illingworth, </span>
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<span id=tt_4 class="t v0_4 s3_4">Joos...) are considered as a venerable, well understood historical chapter </span>
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<span id=tu_4 class="t v0_4 s3_4">for which, at least from a physical point of view, there is nothing more </span>
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<span id=tv_4 class="t v0_4 s3_4" data-mappings='[[5,"fi"]]'>to refine or clarify. </span><span id=tw_4 class="t v0_4 s3_4">All emphasis is now on the modern versions of these </span>
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<span id=tx_4 class="t v0_4 s3_4">experiments, with lasers stabilized by optical cavities that, apparently, have </span>
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<span id=ty_4 class="t v0_4 s3_4" data-mappings='[[3,"fi"]]'>confirmed the null result by improving by many orders of magnitude on the </span>
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<span id=tz_4 class="t v0_4 s3_4">limits placed by those original measurements. </span>
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<span id=t10_4 class="t v0_4 s5_4">v </span>
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<span id=t11_4 class="t m0_4 s6_4">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t12_4 class="t m0_4 s6_4">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_5 class="t v0_5 s0_5">November 26, 2018 20:53 </span><span id=t2_5 class="t v0_5 s0_5">Michelson-Morley Experiments </span><span id=t3_5 class="t v0_5 s0_5">9in x 6in </span><span id=t4_5 class="t v0_5 s0_5">b3435-main </span><span id=t5_5 class="t v0_5 s0_5">page vi </span>
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<span id=t6_5 class="t v0_5 s1_5">vi </span><span id=t7_5 class="t v0_5 s2_5">Michelson-Morley Experiments </span>
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<span id=t8_5 class="t v0_5 s3_5">Though, this is not necessarily true. In the original measurements, light </span>
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<span id=t9_5 class="t v0_5 s3_5">was propagating in gaseous systems (air or helium at atmospheric pressure) </span>
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<span id=ta_5 class="t v0_5 s3_5">while now, in modern experiments, light propagates in a high vacuum or </span>
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<span id=tb_5 class="t v0_5 s3_5">inside solid dielectrics. Therefore, in principle, the di</span><span id=tc_5 class="t v0_5 s4_5" data-mappings='[[0,"ff"]]'>ff</span><span id=td_5 class="t v0_5 s3_5">erence with the mod- </span>
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<span id=te_5 class="t v0_5 s3_5">ern experiments might not depend on the technological progress only but </span>
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<span id=tf_5 class="t v0_5 s3_5">also on the di</span><span id=tg_5 class="t v0_5 s4_5" data-mappings='[[0,"ff"]]'>ff</span><span id=th_5 class="t v0_5 s3_5">erent media that are tested thus preventing a straightforward </span>
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<span id=ti_5 class="t v0_5 s3_5">comparison. </span>
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<span id=tj_5 class="t v0_5 s3_5">This is even more true if one takes into account that, in the past, great- </span>
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<span id=tk_5 class="t v0_5 s3_5">est experts (as Hicks and Miller) have seriously questioned the traditional </span>
|
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<span id=tl_5 class="t v0_5 s3_5">null interpretation of the very early measurements. The observed “fringe </span>
|
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<span id=tm_5 class="t v0_5 s3_5">shifts”, although much smaller than the predictions of classical physics, </span>
|
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<span id=tn_5 class="t v0_5 s3_5">were often non negligible as compared to the extraordinary sensitivity of </span>
|
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<span id=to_5 class="t v0_5 s3_5">the interferometers. Therefore, in some alternative scheme, the small resid- </span>
|
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<span id=tp_5 class="t v0_5 s3_5" data-mappings='[[23,"fi"]]'>uals could acquire a definite physical meaning. </span>
|
||
<span id=tq_5 class="t v0_5 s3_5">By starting from this observation, in the last few years we have for- </span>
|
||
<span id=tr_5 class="t v0_5 s3_5">mulated a new theoretical framework where these residual e</span><span id=ts_5 class="t v0_5 s4_5" data-mappings='[[0,"ff"]]'>ff</span><span id=tt_5 class="t v0_5 s3_5">ects could </span>
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<span id=tu_5 class="t v0_5 s3_5" data-mappings='[[14,"fi"]]'>represent the first experimental indication for the earth motion within the </span>
|
||
<span id=tv_5 class="t v0_5 s3_5">Cosmic Microwave Background (CMB). In fact, in this alternative scheme, </span>
|
||
<span id=tw_5 class="t v0_5 s3_5">the small observed residuals show surprising correlations with the direct </span>
|
||
<span id=tx_5 class="t v0_5 s3_5">observations of the CMB dipole anisotropy with satellites in space. </span>
|
||
<span id=ty_5 class="t v0_5 s3_5" data-mappings='[[19,"fi"]]'>The possibility of finally linking the CMB with the existence of a fun- </span>
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||
<span id=tz_5 class="t v0_5 s3_5">damental reference frame for relativity, and the substantial implications </span>
|
||
<span id=t10_5 class="t v0_5 s3_5">for the interpretation of non-locality in the quantum theory, would be of </span>
|
||
<span id=t11_5 class="t v0_5 s3_5">paramount importance. Therefore, we should preliminarily explain at least </span>
|
||
<span id=t12_5 class="t v0_5 s3_5">the key ingredients of our alternative scheme. </span>
|
||
<span id=t13_5 class="t v0_5 s3_5">First of all, one should not compare the data with the classical predic- </span>
|
||
<span id=t14_5 class="t v0_5 s3_5">tions but impose that all measurable e</span><span id=t15_5 class="t v0_5 s4_5" data-mappings='[[0,"ff"]]'>ff</span><span id=t16_5 class="t v0_5 s3_5">ects vanish exactly if the velocity </span>
|
||
<span id=t17_5 class="t v0_5 s3_5">of light </span><span id=t18_5 class="t v0_5 s5_5">c </span>
|
||
<span id=t19_5 class="t v0_5 s6_5">γ </span>
|
||
<span id=t1a_5 class="t v0_5 s3_5">propagating in the various interferometers, or more precisely </span>
|
||
<span id=t1b_5 class="t v0_5 s3_5">its two-way combination ¯ </span><span id=t1c_5 class="t v0_5 s5_5">c </span>
|
||
<span id=t1d_5 class="t v0_5 s6_5">γ </span>
|
||
<span id=t1e_5 class="t v0_5 s3_5">, coincides with the basic parameter </span><span id=t1f_5 class="t v0_5 s5_5">c </span><span id=t1g_5 class="t v0_5 s3_5">entering </span>
|
||
<span id=t1h_5 class="t v0_5 s3_5">Lorentz transformations. This is the </span><span id=t1i_5 class="t v0_5 s7_5">ideal </span><span id=t1j_5 class="t v0_5 s3_5">vacuum limit of a refractive in- </span>
|
||
<span id=t1k_5 class="t v0_5 s3_5">dex </span><span id=t1l_5 class="t v0_5 s8_5">N </span><span id=t1m_5 class="t v0_5 s3_5">= 1 where no ether drift should be observed. </span><span id=t1n_5 class="t v0_5 s3_5">Instead if ¯ </span><span id=t1o_5 class="t v0_5 s5_5">c </span>
|
||
<span id=t1p_5 class="t v0_5 s6_5">γ </span>
|
||
<span id=t1q_5 class="t v0_5 s9_5"≯</span><span id=t1r_5 class="t v0_5 s3_5">= </span><span id=t1s_5 class="t v0_5 s5_5">c</span><span id=t1t_5 class="t v0_5 s3_5">, </span>
|
||
<span id=t1u_5 class="t v0_5 s3_5">as for instance in the presence of matter, where light gets absorbed and </span>
|
||
<span id=t1v_5 class="t v0_5 s3_5">then re-emitted, nothing would really prevent a non-zero light anisotropy </span>
|
||
<span id=t1w_5 class="t v0_5 s4_5">Δ</span><span id=t1x_5 class="t v0_5 s3_5">¯ </span><span id=t1y_5 class="t v0_5 s5_5">c </span>
|
||
<span id=t1z_5 class="t v0_5 s6_5">θ </span>
|
||
<span id=t20_5 class="t v0_5 s3_5">=¯ </span><span id=t21_5 class="t v0_5 s5_5">c </span>
|
||
<span id=t22_5 class="t v0_5 s6_5">γ </span>
|
||
<span id=t23_5 class="t v0_5 s3_5">(</span><span id=t24_5 class="t v0_5 sa_5">π</span><span id=t25_5 class="t v0_5 s5_5">/</span><span id=t26_5 class="t v0_5 s3_5">2+ </span><span id=t27_5 class="t v0_5 sa_5">θ</span><span id=t28_5 class="t v0_5 s3_5">) </span><span id=t29_5 class="t v0_5 s9_5">− </span><span id=t2a_5 class="t v0_5 s3_5">¯ </span><span id=t2b_5 class="t v0_5 s5_5">c </span>
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<span id=t2c_5 class="t v0_5 s6_5">γ </span>
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<span id=t2d_5 class="t v0_5 s3_5">(</span><span id=t2e_5 class="t v0_5 sa_5">θ</span><span id=t2f_5 class="t v0_5 s3_5">) </span><span id=t2g_5 class="t v0_5 s9_5"≯</span><span id=t2h_5 class="t v0_5 s3_5">= 0. </span>
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<span id=t2i_5 class="t v0_5 s3_5" data-mappings='[[15,"fi"]]'>Then, in the infinitesimal region </span><span id=t2j_5 class="t v0_5 s8_5">N </span><span id=t2k_5 class="t v0_5 s3_5">=1+ </span><span id=t2l_5 class="t v0_5 sa_5"></span><span id=t2m_5 class="t v0_5 s3_5">, which corresponds for </span>
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<span id=t2n_5 class="t v0_5 s3_5">instance to gaseous systems, one can expand </span><span id=t2o_5 class="t v0_5 s4_5">Δ</span><span id=t2p_5 class="t v0_5 s3_5">¯ </span><span id=t2q_5 class="t v0_5 s5_5">c </span>
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<span id=t2r_5 class="t v0_5 s6_5">θ </span>
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<span id=t2s_5 class="t v0_5 s3_5">in powers of the two small </span>
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<span id=t2t_5 class="t v0_5 s3_5">parameters </span><span id=t2u_5 class="t v0_5 sa_5"> </span><span id=t2v_5 class="t v0_5 s3_5">and </span><span id=t2w_5 class="t v0_5 sa_5">β </span><span id=t2x_5 class="t v0_5 s3_5">= </span><span id=t2y_5 class="t v0_5 s5_5">v/c</span><span id=t2z_5 class="t v0_5 s3_5">, </span><span id=t30_5 class="t v0_5 s5_5">v </span><span id=t31_5 class="t v0_5 s3_5">being the velocity of the laboratory system </span>
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<span id=t32_5 class="t v0_5 s3_5">with respect to the hypothetical preferred frame. </span><span id=t33_5 class="t v0_5 s3_5">By simple symmetry </span>
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<span id=t34_5 class="t v0_5 s3_5">arguments, this expansion leads to the relation </span>
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<span id=t35_5 class="t v0_5 sb_5">|</span><span id=t36_5 class="t v0_5 sc_5">Δ</span><span id=t37_5 class="t v0_5 sd_5">¯ </span><span id=t38_5 class="t v0_5 se_5">c</span><span id=t39_5 class="t v0_5 sf_5">θ</span><span id=t3a_5 class="t v0_5 sb_5">| </span>
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<span id=t3b_5 class="t v0_5 se_5">c </span>
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<span id=t3c_5 class="t v0_5 s9_5">∼ </span><span id=t3d_5 class="t v0_5 sa_5">β </span>
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<span id=t3e_5 class="t v0_5 sd_5">2 </span>
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<span id=t3f_5 class="t v0_5 s3_5">which is much </span>
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<span id=t3g_5 class="t m0_5 sg_5">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t3h_5 class="t m0_5 sg_5">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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</div></div>
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<div class=text-container><span id=t1_6 class="t v0_6 s0_6">November 26, 2018 20:53 </span><span id=t2_6 class="t v0_6 s0_6">Michelson-Morley Experiments </span><span id=t3_6 class="t v0_6 s0_6">9in x 6in </span><span id=t4_6 class="t v0_6 s0_6">b3435-main </span><span id=t5_6 class="t v0_6 s0_6">page vii </span>
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<span id=t6_6 class="t v0_6 s1_6">Preface </span><span id=t7_6 class="t v0_6 s2_6">vii </span>
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<span id=t8_6 class="t v0_6 s3_6">smaller than the estimate </span>
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<span id=t9_6 class="t v0_6 s4_6">|</span><span id=ta_6 class="t v0_6 s5_6">Δ</span><span id=tb_6 class="t v0_6 s6_6">¯ </span><span id=tc_6 class="t v0_6 s7_6">c</span><span id=td_6 class="t v0_6 s8_6">θ</span><span id=te_6 class="t v0_6 s4_6">|</span><span id=tf_6 class="t v0_6 s9_6">class </span>
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<span id=tg_6 class="t v0_6 s7_6">c </span>
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<span id=th_6 class="t v0_6 sa_6">∼ </span><span id=ti_6 class="t v0_6 sb_6">β </span>
|
||
<span id=tj_6 class="t v0_6 s6_6">2 </span>
|
||
<span id=tk_6 class="t v0_6 sc_6">/</span><span id=tl_6 class="t v0_6 s3_6">2 of the classical calculation. To </span>
|
||
<span id=tm_6 class="t v0_6 s3_6">have an idea, for experiments in air at room temperature and atmospheric </span>
|
||
<span id=tn_6 class="t v0_6 s3_6">pressure, where </span><span id=to_6 class="t v0_6 sb_6"> </span><span id=tp_6 class="t v0_6 sa_6">∼ </span><span id=tq_6 class="t v0_6 s3_6">2</span><span id=tr_6 class="t v0_6 sc_6">.</span><span id=ts_6 class="t v0_6 s3_6">8 </span><span id=tt_6 class="t v0_6 sd_6">· </span><span id=tu_6 class="t v0_6 s3_6">10 </span>
|
||
<span id=tv_6 class="t v0_6 se_6">-</span><span id=tw_6 class="t v0_6 s6_6">4 </span>
|
||
<span id=tx_6 class="t v0_6 s3_6">, and for the typical projection </span><span id=ty_6 class="t v0_6 sc_6">v </span><span id=tz_6 class="t v0_6 sa_6">∼ </span><span id=t10_6 class="t v0_6 s3_6">300 km/s </span>
|
||
<span id=t11_6 class="t v0_6 s3_6">of the earth cosmic motion where </span><span id=t12_6 class="t v0_6 sb_6">β </span>
|
||
<span id=t13_6 class="t v0_6 s6_6">2 </span>
|
||
<span id=t14_6 class="t v0_6 s3_6">= 10 </span>
|
||
<span id=t15_6 class="t v0_6 se_6">-</span><span id=t16_6 class="t v0_6 s6_6">6 </span>
|
||
<span id=t17_6 class="t v0_6 s3_6">, our estimate would still be </span>
|
||
<span id=t18_6 class="t v0_6 s3_6">about 17 times smaller than the classical prediction for the much smaller </span>
|
||
<span id=t19_6 class="t v0_6 s3_6">traditional orbital value </span><span id=t1a_6 class="t v0_6 sc_6">v </span><span id=t1b_6 class="t v0_6 s3_6">= 30 km/s where </span><span id=t1c_6 class="t v0_6 sb_6">β </span>
|
||
<span id=t1d_6 class="t v0_6 s6_6">2 </span>
|
||
<span id=t1e_6 class="t v0_6 s3_6">= 10 </span>
|
||
<span id=t1f_6 class="t v0_6 se_6">-</span><span id=t1g_6 class="t v0_6 s6_6">8 </span>
|
||
<span id=t1h_6 class="t v0_6 s3_6">. </span><span id=t1i_6 class="t v0_6 s3_6">For helium at </span>
|
||
<span id=t1j_6 class="t v0_6 s3_6">room temperature and atmospheric pressure, where </span><span id=t1k_6 class="t v0_6 sb_6"> </span><span id=t1l_6 class="t v0_6 sa_6">∼ </span><span id=t1m_6 class="t v0_6 s3_6">3</span><span id=t1n_6 class="t v0_6 sc_6">.</span><span id=t1o_6 class="t v0_6 s3_6">3 </span><span id=t1p_6 class="t v0_6 sd_6">· </span><span id=t1q_6 class="t v0_6 s3_6">10 </span>
|
||
<span id=t1r_6 class="t v0_6 se_6">-</span><span id=t1s_6 class="t v0_6 s6_6">5 </span>
|
||
<span id=t1t_6 class="t v0_6 s3_6">, our </span>
|
||
<span id=t1u_6 class="t v0_6 s3_6">expectation would even be 150 times smaller. This could now explain the </span>
|
||
<span id=t1v_6 class="t v0_6 s3_6">order of magnitude of the observed e</span><span id=t1w_6 class="t v0_6 sf_6" data-mappings='[[0,"ff"]]'>ff</span><span id=t1x_6 class="t v0_6 s3_6">ects. </span>
|
||
<span id=t1y_6 class="t v0_6 s3_6">The other peculiar aspect of our analysis concerns the time dependence </span>
|
||
<span id=t1z_6 class="t v0_6 s3_6">of the data. Here, the traditional view is that, for short-time observations </span>
|
||
<span id=t20_6 class="t v0_6 s3_6">of a few days, where there are no sizeable changes in the orbital motion, a </span>
|
||
<span id=t21_6 class="t v0_6 s3_6">genuine physical signal should precisely follow the slow and regular modula- </span>
|
||
<span id=t22_6 class="t v0_6 s3_6">tions induced by the earth rotation. The fringe shifts instead were showing </span>
|
||
<span id=t23_6 class="t v0_6 s3_6">an irregular behavior indicating sizeably di</span><span id=t24_6 class="t v0_6 sf_6" data-mappings='[[0,"ff"]]'>ff</span><span id=t25_6 class="t v0_6 s3_6">erent directions of the drift at </span>
|
||
<span id=t26_6 class="t v0_6 s3_6">the same hour on consecutive days so that statistical averages were much </span>
|
||
<span id=t27_6 class="t v0_6 s3_6">smaller than all individual values. Within the traditional view, this has al- </span>
|
||
<span id=t28_6 class="t v0_6 s3_6">ways represented a strong argument to interpret the measurements as mere </span>
|
||
<span id=t29_6 class="t v0_6 s3_6">instrumental artifacts. </span>
|
||
<span id=t2a_6 class="t v0_6 s3_6">Again, however, there might be a logical gap. </span><span id=t2b_6 class="t v0_6 s3_6">The relation between </span>
|
||
<span id=t2c_6 class="t v0_6 s3_6">the macroscopic earth motion and the microscopic propagation of light in a </span>
|
||
<span id=t2d_6 class="t v0_6 s3_6">laboratory depends on a complicated chain of e</span><span id=t2e_6 class="t v0_6 sf_6" data-mappings='[[0,"ff"]]'>ff</span><span id=t2f_6 class="t v0_6 s3_6">ects and, ultimately, on the </span>
|
||
<span id=t2g_6 class="t v0_6 s3_6">physical nature of the vacuum. By comparing with the motion of a body in a </span>
|
||
<span id=t2h_6 class="t v0_6 s3_6" data-mappings='[[0,"fl"],[66,"fl"]]'>fluid, the standard view corresponds to a form of regular, laminar flow where </span>
|
||
<span id=t2i_6 class="t v0_6 s3_6" data-mappings='[[26,"fi"]]'>global and local velocity fields coincide. Instead, some arguments suggest </span>
|
||
<span id=t2j_6 class="t v0_6 s3_6">that the </span><span id=t2k_6 class="t v0_6 sg_6">physical vacuum </span><span id=t2l_6 class="t v0_6 s3_6">might rather behave as a stochastic medium which </span>
|
||
<span id=t2m_6 class="t v0_6 s3_6" data-mappings='[[29,"fl"],[68,"fl"]]'>resembles a highly turbulent fluid where large-scale and small-scale flows </span>
|
||
<span id=t2n_6 class="t v0_6 s3_6">are only </span><span id=t2o_6 class="t v0_6 sg_6">indirectly </span><span id=t2p_6 class="t v0_6 s3_6">related. </span>
|
||
<span id=t2q_6 class="t v0_6 s3_6">In this di</span><span id=t2r_6 class="t v0_6 sf_6" data-mappings='[[0,"ff"]]'>ff</span><span id=t2s_6 class="t v0_6 s3_6">erent perspective, with forms of turbulence which, as in most </span>
|
||
<span id=t2t_6 class="t v0_6 s3_6">models, become statistically isotropic at small scales, the direction of the </span>
|
||
<span id=t2u_6 class="t v0_6 s3_6" data-mappings='[[58,"fi"]]'>local drift is a completely random quantity that has no definite limit by </span>
|
||
<span id=t2v_6 class="t v0_6 s3_6" data-mappings='[[59,"fi"]]'>combining a large number of observations. Thus, one should first analyze </span>
|
||
<span id=t2w_6 class="t v0_6 s3_6">the data in phase and amplitude (which give respectively the instantaneous </span>
|
||
<span id=t2x_6 class="t v0_6 s3_6">direction and magnitude of the drift) and then concentrate on the latter </span>
|
||
<span id=t2y_6 class="t v0_6 s3_6" data-mappings='[[22,"fi"]]'>which is a positive-definite quantity and remains non-zero under any av- </span>
|
||
<span id=t2z_6 class="t v0_6 s3_6">eraging procedure. In this alternative picture, a non-vanishing amplitude </span>
|
||
<span id=t30_6 class="t v0_6 s3_6" data-mappings='[[8,"fi"]]'>(i.e. definitely larger than the experimental resolution) is the signature to </span>
|
||
<span id=t31_6 class="t v0_6 s3_6">separate an irregular, but genuine, signal from instrumental noise. </span>
|
||
<span id=t32_6 class="t m0_6 sh_6">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t33_6 class="t m0_6 sh_6">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
|
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<div class=text-container><span id=t1_7 class="t v0_7 s0_7">November 26, 2018 20:53 </span><span id=t2_7 class="t v0_7 s0_7">Michelson-Morley Experiments </span><span id=t3_7 class="t v0_7 s0_7">9in x 6in </span><span id=t4_7 class="t v0_7 s0_7">b3435-main </span><span id=t5_7 class="t v0_7 s0_7">page viii </span>
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<span id=t6_7 class="t v0_7 s1_7">viii </span><span id=t7_7 class="t v0_7 s2_7">Michelson-Morley Experiments </span>
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<span id=t8_7 class="t v0_7 s3_7">By implementing these two ingredients, the classical experiments in </span>
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<span id=t9_7 class="t v0_7 s3_7">gaseous systems can now become consistent with the earth velocity of 370 </span>
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<span id=ta_7 class="t v0_7 s3_7" data-mappings='[[69,"fi"]]'>km/s deduced from the direct CMB observations. In particular, from a fit </span>
|
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<span id=tb_7 class="t v0_7 s3_7">to Joos’s 1930 very precise observations (data collected during all 24 hours </span>
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<span id=tc_7 class="t v0_7 s3_7">to cover the full sidereal day and recorded automatically by photocamera), </span>
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<span id=td_7 class="t v0_7 s3_7">we have also obtained some information on the angular parameters of the </span>
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<span id=te_7 class="t v0_7 s3_7">earth motion, namely right ascension </span><span id=tf_7 class="t v0_7 s4_7">α</span><span id=tg_7 class="t v0_7 s3_7" data-mappings='[[1,"fi"]]'>(fit </span><span id=th_7 class="t v0_7 s5_7">− </span><span id=ti_7 class="t v0_7 s3_7">Joos) = (168</span><span id=tj_7 class="t v0_7 s6_7">±</span><span id=tk_7 class="t v0_7 s3_7">30) degrees and </span>
|
||
<span id=tl_7 class="t v0_7 s3_7">angular declination </span><span id=tm_7 class="t v0_7 s4_7">γ</span><span id=tn_7 class="t v0_7 s3_7" data-mappings='[[1,"fi"]]'>(fit </span><span id=to_7 class="t v0_7 s5_7">− </span><span id=tp_7 class="t v0_7 s3_7">Joos) = (</span><span id=tq_7 class="t v0_7 s5_7">−</span><span id=tr_7 class="t v0_7 s3_7">13 </span><span id=ts_7 class="t v0_7 s6_7">±</span><span id=tt_7 class="t v0_7 s3_7">14) degrees, to compare with the </span>
|
||
<span id=tu_7 class="t v0_7 s3_7">present values </span><span id=tv_7 class="t v0_7 s4_7">α</span><span id=tw_7 class="t v0_7 s3_7">(CMB) </span><span id=tx_7 class="t v0_7 s5_7">∼ </span><span id=ty_7 class="t v0_7 s3_7">168 degrees and </span><span id=tz_7 class="t v0_7 s4_7">γ</span><span id=t10_7 class="t v0_7 s3_7">(CMB) </span><span id=t11_7 class="t v0_7 s5_7">∼−</span><span id=t12_7 class="t v0_7 s3_7">7 degrees. </span><span id=t13_7 class="t v0_7 s3_7">This </span>
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<span id=t14_7 class="t v0_7 s3_7">consistency gives good motivations for a new generation of dedicated exper- </span>
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<span id=t15_7 class="t v0_7 s3_7">iments to reproduce the experimental conditions of those old measurements </span>
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<span id=t16_7 class="t v0_7 s3_7">with today’s much greater accuracy. </span>
|
||
<span id=t17_7 class="t v0_7 s3_7" data-mappings='[[30,"fi"]]'>Meanwhile, waiting for this definitive test, we have tried to obtain a </span>
|
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<span id=t18_7 class="t v0_7 s3_7">di</span><span id=t19_7 class="t v0_7 s7_7" data-mappings='[[0,"ff"]]'>ff</span><span id=t1a_7 class="t v0_7 s3_7">erent check with modern experiments </span><span id=t1b_7 class="t v0_7 s8_7">in vacuum</span><span id=t1c_7 class="t v0_7 s3_7">. The point is that in </span>
|
||
<span id=t1d_7 class="t v0_7 s3_7">the </span><span id=t1e_7 class="t v0_7 s8_7">physical vacuum </span><span id=t1f_7 class="t v0_7 s3_7">the velocity of light may still di</span><span id=t1g_7 class="t v0_7 s7_7" data-mappings='[[0,"ff"]]'>ff</span><span id=t1h_7 class="t v0_7 s3_7">er from the para- </span>
|
||
<span id=t1i_7 class="t v0_7 s3_7">meter </span><span id=t1j_7 class="t v0_7 s9_7">c </span><span id=t1k_7 class="t v0_7 s3_7">of Lorentz transformations. This might be due to several reasons. </span>
|
||
<span id=t1l_7 class="t v0_7 s3_7">For instance, some authors have suggested that the curvature observed in a </span>
|
||
<span id=t1m_7 class="t v0_7 s3_7" data-mappings='[[14,"fi"]]'>gravitational field might represent a phenomenon which emerges from a fun- </span>
|
||
<span id=t1n_7 class="t v0_7 s3_7" data-mappings='[[11,"fl"]]'>damentally flat space-time. This would be in analogy with some condensed- </span>
|
||
<span id=t1o_7 class="t v0_7 s3_7" data-mappings='[[31,"fl"]]'>matter systems (such as moving fluids, Bose-Einstein condensates...) </span><span id=t1p_7 class="t v0_7 s3_7">at </span>
|
||
<span id=t1q_7 class="t v0_7 s3_7">length scales much larger than the size of their elementary constituents. </span>
|
||
<span id=t1r_7 class="t v0_7 s3_7">In this picture, one expects a tiny vacuum refractivity </span><span id=t1s_7 class="t v0_7 s4_7"> </span>
|
||
<span id=t1t_7 class="t v0_7 sa_7">v </span>
|
||
<span id=t1u_7 class="t v0_7 s5_7">∼ </span><span id=t1v_7 class="t v0_7 s3_7">10 </span>
|
||
<span id=t1w_7 class="t v0_7 sb_7">-</span><span id=t1x_7 class="t v0_7 sc_7">9 </span>
|
||
<span id=t1y_7 class="t v0_7 s3_7">which </span>
|
||
<span id=t1z_7 class="t v0_7 s3_7">accounts for the di</span><span id=t20_7 class="t v0_7 s7_7" data-mappings='[[0,"ff"]]'>ff</span><span id=t21_7 class="t v0_7 s3_7">erence between an apparatus in an ideal freely-falling </span>
|
||
<span id=t22_7 class="t v0_7 s3_7">frame and an apparatus on the earth surface. </span>
|
||
<span id=t23_7 class="t v0_7 s3_7">Then, if our interpretation of the classical experiments is correct, we </span>
|
||
<span id=t24_7 class="t v0_7 s3_7">would also expect a very small anisotropy </span>
|
||
<span id=t25_7 class="t v0_7 sd_7">|</span><span id=t26_7 class="t v0_7 se_7">Δ</span><span id=t27_7 class="t v0_7 sc_7">¯ </span><span id=t28_7 class="t v0_7 sa_7">c</span><span id=t29_7 class="t v0_7 sf_7">θ</span><span id=t2a_7 class="t v0_7 sd_7">|</span><span id=t2b_7 class="t v0_7 sg_7">v </span>
|
||
<span id=t2c_7 class="t v0_7 sa_7">c </span>
|
||
<span id=t2d_7 class="t v0_7 s5_7">∼ </span><span id=t2e_7 class="t v0_7 s4_7"> </span>
|
||
<span id=t2f_7 class="t v0_7 sa_7">v </span>
|
||
<span id=t2g_7 class="t v0_7 s4_7">β </span>
|
||
<span id=t2h_7 class="t v0_7 sc_7">2 </span>
|
||
<span id=t2i_7 class="t v0_7 s5_7">∼ </span><span id=t2j_7 class="t v0_7 s3_7">10 </span>
|
||
<span id=t2k_7 class="t v0_7 sb_7">-</span><span id=t2l_7 class="t v0_7 sc_7">15 </span>
|
||
<span id=t2m_7 class="t v0_7 s3_7">which </span>
|
||
<span id=t2n_7 class="t v0_7 s3_7">could be detected by measuring the frequency shift of two vacuum optical </span>
|
||
<span id=t2o_7 class="t v0_7 s3_7">resonators. More precisely, in our picture, this is the expected magnitude </span>
|
||
<span id=t2p_7 class="t v0_7 s3_7">of the </span><span id=t2q_7 class="t v0_7 s8_7">instantaneous</span><span id=t2r_7 class="t v0_7 s3_7">, irregular signal. Its statistical average </span>
|
||
<span id=t2s_7 class="t v0_7 sd_7">|</span><span id=t2t_7 class="t v0_7 sb_7">⟨</span><span id=t2u_7 class="t v0_7 se_7">Δ</span><span id=t2v_7 class="t v0_7 sc_7">¯ </span><span id=t2w_7 class="t v0_7 sa_7">c</span><span id=t2x_7 class="t v0_7 sf_7">θ</span><span id=t2y_7 class="t v0_7 sb_7">⟩</span><span id=t2z_7 class="t v0_7 sg_7">v</span><span id=t30_7 class="t v0_7 sd_7">| </span>
|
||
<span id=t31_7 class="t v0_7 sa_7">c </span>
|
||
<span id=t32_7 class="t v0_7 s3_7">after </span>
|
||
<span id=t33_7 class="t v0_7 s3_7">many observations should instead be much smaller, say 10 </span>
|
||
<span id=t34_7 class="t v0_7 sb_7">-</span><span id=t35_7 class="t v0_7 sc_7">18 </span>
|
||
<span id=t36_7 class="t v0_7 s3_7">, 10 </span>
|
||
<span id=t37_7 class="t v0_7 sb_7">-</span><span id=t38_7 class="t v0_7 sc_7">19 </span>
|
||
<span id=t39_7 class="t v0_7 s3_7">..., and </span>
|
||
<span id=t3a_7 class="t v0_7 s3_7" data-mappings='[[28,"fi"]]'>vanish in the limit of an infinite statistics. As we will illustrate, this expec- </span>
|
||
<span id=t3b_7 class="t v0_7 s3_7">tation is consistent with the most recent room temperature and cryogenic </span>
|
||
<span id=t3c_7 class="t v0_7 s3_7">vacuum experiments thus providing further support for our alternative in- </span>
|
||
<span id=t3d_7 class="t v0_7 s3_7">terpretation. </span>
|
||
<span id=t3e_7 class="t v0_7 s3_7">Now, as it is well known, symmetry arguments give often a good de- </span>
|
||
<span id=t3f_7 class="t v0_7 s3_7">scription of phenomena independently of the underlying physical mecha- </span>
|
||
<span id=t3g_7 class="t v0_7 s3_7">nisms. As such, our view of the classical experiments in gaseous systems, </span>
|
||
<span id=t3h_7 class="t v0_7 s3_7">in terms of a light anisotropy </span>
|
||
<span id=t3i_7 class="t v0_7 sd_7">|</span><span id=t3j_7 class="t v0_7 se_7">Δ</span><span id=t3k_7 class="t v0_7 sc_7">¯ </span><span id=t3l_7 class="t v0_7 sa_7">c</span><span id=t3m_7 class="t v0_7 sf_7">θ</span><span id=t3n_7 class="t v0_7 sd_7">| </span>
|
||
<span id=t3o_7 class="t v0_7 sa_7">c </span>
|
||
<span id=t3p_7 class="t v0_7 s5_7">∼ </span><span id=t3q_7 class="t v0_7 s4_7">β </span>
|
||
<span id=t3r_7 class="t v0_7 sc_7">2 </span>
|
||
<span id=t3s_7 class="t v0_7 s3_7">, does not necessarily contradict </span>
|
||
<span id=t3t_7 class="t v0_7 s3_7">the standard interpretation of those old measurements as due to thermal </span>
|
||
<span id=t3u_7 class="t m0_7 sh_7">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t3v_7 class="t m0_7 sh_7">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
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<div class=text-container><span id=t1_8 class="t v0_8 s0_8">November 26, 2018 20:53 </span><span id=t2_8 class="t v0_8 s0_8">Michelson-Morley Experiments </span><span id=t3_8 class="t v0_8 s0_8">9in x 6in </span><span id=t4_8 class="t v0_8 s0_8">b3435-main </span><span id=t5_8 class="t v0_8 s0_8">page ix </span>
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<span id=t6_8 class="t v0_8 s1_8">Preface </span><span id=t7_8 class="t v0_8 s2_8">ix </span>
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<span id=t8_8 class="t v0_8 s3_8">disturbances. Indeed, these disturbances are also known to become smaller </span>
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<span id=t9_8 class="t v0_8 s3_8">and smaller when </span><span id=ta_8 class="t v0_8 s4_8"> </span><span id=tb_8 class="t v0_8 s5_8">→ </span><span id=tc_8 class="t v0_8 s3_8">0. </span>
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<span id=td_8 class="t v0_8 s3_8">For this reason, and for the overall consistency of the data, the small </span>
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<span id=te_8 class="t v0_8 s3_8">temperature variations of a millikelvin in the air of the optical arms assumed </span>
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<span id=tf_8 class="t v0_8 s3_8">by various authors (and never fully understood) to explain Miller’s Mt. Wil- </span>
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<span id=tg_8 class="t v0_8 s3_8">son observations might have a </span><span id=th_8 class="t v0_8 s6_8">non-local </span><span id=ti_8 class="t v0_8 s3_8">origin somehow associated with an </span>
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<span id=tj_8 class="t v0_8 s3_8">absolute earth velocity </span><span id=tk_8 class="t v0_8 s7_8">v</span><span id=tl_8 class="t v0_8 s3_8">. </span><span id=tm_8 class="t v0_8 s3_8">After all, our motion within the CMB gives </span>
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<span id=tn_8 class="t v0_8 s3_8">the same order of magnitude [</span><span id=to_8 class="t v0_8 s8_8">Δ</span><span id=tp_8 class="t v0_8 s7_8">T </span><span id=tq_8 class="t v0_8 s3_8">(</span><span id=tr_8 class="t v0_8 s4_8">θ</span><span id=ts_8 class="t v0_8 s3_8">)] </span>
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<span id=tt_8 class="t v0_8 s9_8">CMB </span>
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<span id=tu_8 class="t v0_8 s5_8">∼ </span><span id=tv_8 class="t v0_8 sa_8">±</span><span id=tw_8 class="t v0_8 s3_8">3 mK. As we will show, this </span>
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<span id=tx_8 class="t v0_8 s3_8">thermal interpretation could provide a dynamical basis for the </span><span id=ty_8 class="t v0_8 s6_8">enhancement </span>
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<span id=tz_8 class="t v0_8 s3_8">found in the gas case (i.e. the observed magnitudes </span>
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<span id=t10_8 class="t v0_8 sb_8">|</span><span id=t11_8 class="t v0_8 sc_8">Δ</span><span id=t12_8 class="t v0_8 s9_8">¯ </span><span id=t13_8 class="t v0_8 sd_8">c</span><span id=t14_8 class="t v0_8 se_8">θ</span><span id=t15_8 class="t v0_8 sb_8">|</span><span id=t16_8 class="t v0_8 sf_8">air </span>
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<span id=t17_8 class="t v0_8 sd_8">c </span>
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<span id=t18_8 class="t v0_8 s3_8">= </span><span id=t19_8 class="t v0_8 sa_8">O</span><span id=t1a_8 class="t v0_8 s3_8">(10 </span>
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<span id=t1b_8 class="t v0_8 sg_8">-</span><span id=t1c_8 class="t v0_8 s9_8">10 </span>
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<span id=t1d_8 class="t v0_8 s3_8">) for </span>
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<span id=t1e_8 class="t v0_8 s3_8">air and </span>
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<span id=t1f_8 class="t v0_8 sb_8">|</span><span id=t1g_8 class="t v0_8 sc_8">Δ</span><span id=t1h_8 class="t v0_8 s9_8">¯ </span><span id=t1i_8 class="t v0_8 sd_8">c</span><span id=t1j_8 class="t v0_8 se_8">θ</span><span id=t1k_8 class="t v0_8 sb_8">|</span><span id=t1l_8 class="t v0_8 sf_8">helium </span>
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<span id=t1m_8 class="t v0_8 sd_8">c </span>
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<span id=t1n_8 class="t v0_8 s3_8">= </span><span id=t1o_8 class="t v0_8 sa_8">O</span><span id=t1p_8 class="t v0_8 s3_8">(10 </span>
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<span id=t1q_8 class="t v0_8 sg_8">-</span><span id=t1r_8 class="t v0_8 s9_8">11 </span>
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<span id=t1s_8 class="t v0_8 s3_8">) for gaseous helium vs. the much smaller vac- </span>
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||
<span id=t1t_8 class="t v0_8 s3_8">uum value </span>
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||
<span id=t1u_8 class="t v0_8 sb_8">|</span><span id=t1v_8 class="t v0_8 sc_8">Δ</span><span id=t1w_8 class="t v0_8 s9_8">¯ </span><span id=t1x_8 class="t v0_8 sd_8">c</span><span id=t1y_8 class="t v0_8 se_8">θ</span><span id=t1z_8 class="t v0_8 sb_8">|</span><span id=t20_8 class="t v0_8 sh_8">v </span>
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<span id=t21_8 class="t v0_8 sd_8">c </span>
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<span id=t22_8 class="t v0_8 si_8"> </span><span id=t23_8 class="t v0_8 s3_8">10 </span>
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<span id=t24_8 class="t v0_8 sg_8">-</span><span id=t25_8 class="t v0_8 s9_8">15 </span>
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<span id=t26_8 class="t v0_8 s3_8">) and, at the same time, could also help to under- </span>
|
||
<span id=t27_8 class="t v0_8 s3_8">stand the di</span><span id=t28_8 class="t v0_8 s8_8" data-mappings='[[0,"ff"]]'>ff</span><span id=t29_8 class="t v0_8 s3_8">erences and the analogies with the most precise experiment in </span>
|
||
<span id=t2a_8 class="t v0_8 s3_8">solid dielectrics where again an </span><span id=t2b_8 class="t v0_8 s6_8">instantaneous </span><span id=t2c_8 class="t v0_8 s3_8">value </span>
|
||
<span id=t2d_8 class="t v0_8 sb_8">|</span><span id=t2e_8 class="t v0_8 sc_8">Δ</span><span id=t2f_8 class="t v0_8 s9_8">¯ </span><span id=t2g_8 class="t v0_8 sd_8">c</span><span id=t2h_8 class="t v0_8 se_8">θ</span><span id=t2i_8 class="t v0_8 sb_8">|</span><span id=t2j_8 class="t v0_8 sf_8">solid </span>
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||
<span id=t2k_8 class="t v0_8 sd_8">c </span>
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||
<span id=t2l_8 class="t v0_8 si_8"> </span><span id=t2m_8 class="t v0_8 s3_8">10 </span>
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||
<span id=t2n_8 class="t v0_8 sg_8">-</span><span id=t2o_8 class="t v0_8 s9_8">15 </span>
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||
<span id=t2p_8 class="t v0_8 s3_8">(as in </span>
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||
<span id=t2q_8 class="t v0_8 s3_8">the vacuum case) is presently observed. In this way, symmetry arguments, </span>
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||
<span id=t2r_8 class="t v0_8 s3_8" data-mappings='[[62,"fi"]]'>on the one hand, would motivate and, on the other hand, would find justi- </span>
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||
<span id=t2s_8 class="t v0_8 s3_8" data-mappings='[[0,"fi"]]'>fication in underlying physical mechanisms, with an overall increase of our </span>
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||
<span id=t2t_8 class="t v0_8 s3_8">understanding. </span>
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||
<span id=t2u_8 class="t v0_8 s3_8">We emphasize that this book is primarily a monograph about the </span><span id=t2v_8 class="t v0_8 s6_8">physics </span>
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<span id=t2w_8 class="t v0_8 s3_8">of these experiments. However, the </span><span id=t2x_8 class="t v0_8 s6_8">history </span><span id=t2y_8 class="t v0_8 s3_8">of this research is also interesting </span>
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||
<span id=t2z_8 class="t v0_8 s3_8">and sometimes even dramatic for the strong personal commitment of some </span>
|
||
<span id=t30_8 class="t v0_8 s3_8">scientist. For this reason, several historical accounts have been included as </span>
|
||
<span id=t31_8 class="t v0_8 s3_8">a useful supplementary material. </span>
|
||
<span id=t32_8 class="t v0_8 s3_8">In conclusion, our work should motivate the reader to sharpen his own </span>
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||
<span id=t33_8 class="t v0_8 s3_8">understanding of both classical and modern Michelson-Morley experiments. </span>
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||
<span id=t34_8 class="t v0_8 s3_8">Then, it will become evident that their standard null interpretation, pre- </span>
|
||
<span id=t35_8 class="t v0_8 s3_8" data-mappings='[[75,"fi"]]'>sented in all textbooks and specialized reviews as the most evident scientific </span>
|
||
<span id=t36_8 class="t v0_8 s3_8">truth, is very far from obvious and most probably wrong. This is why these </span>
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||
<span id=t37_8 class="t v0_8 s3_8">experiments represent an enigma for physics and the history of science. In </span>
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<span id=t38_8 class="t v0_8 s3_8">view of their fundamental importance, we hope that our book will induce </span>
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||
<span id=t39_8 class="t v0_8 s3_8" data-mappings='[[5,"fi"]]'>to refine substantially the experimental tests and the analysis of the data </span>
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<span id=t3a_8 class="t v0_8 s3_8">thus contributing to reach a higher level of collective awareness. </span>
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<span id=t3b_8 class="t v0_8 sj_8">Acknowledgments </span>
|
||
<span id=t3c_8 class="t v0_8 s3_8">We thank our friends and colleagues Evelina Costanzo, Caroline Matheson, </span>
|
||
<span id=t3d_8 class="t v0_8 s3_8">Angelo Pagano, Lorenzo Pappalardo and Andrea Rapisarda for many useful </span>
|
||
<span id=t3e_8 class="t v0_8 s3_8">discussions and their precious collaboration. </span>
|
||
<span id=t3f_8 class="t m0_8 sk_8">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t3g_8 class="t m0_8 sk_8">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_9 class="t v0_9 s0_9">b2530 </span><span id=t2_9 class="t v0_9 s0_9">International Strategic Relations and China’s National Security: World at the Crossroads </span>
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<span id=t3_9 class="t v0_9 s1_9">b2530_FM.indd </span><span id=t4_9 class="t v0_9 s1_9">6 </span><span id=t5_9 class="t v0_9 s1_9">01-Sep-16 </span><span id=t6_9 class="t v0_9 s1_9">11:03:06 AM </span>
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<span id=tb_9 class="t m0_9 s3_9">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=tc_9 class="t m0_9 s3_9">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_10 class="t v0_10 s0_10">November 26, 2018 20:53 </span><span id=t2_10 class="t v0_10 s0_10">Michelson-Morley Experiments </span><span id=t3_10 class="t v0_10 s0_10">9in x 6in </span><span id=t4_10 class="t v0_10 s0_10">b3435-main </span><span id=t5_10 class="t v0_10 s0_10">page xi </span>
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<span id=t6_10 class="t v0_10 s1_10">Contents </span>
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<span id=t7_10 class="t v0_10 s2_10">Preface </span><span id=t8_10 class="t v0_10 s3_10">v </span>
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<span id=t9_10 class="t v0_10 s3_10">1. </span><span id=ta_10 class="t v0_10 s3_10">Chapter One </span><span id=tb_10 class="t v0_10 s3_10">1 </span>
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<span id=tc_10 class="t v0_10 s3_10">1.1 </span><span id=td_10 class="t v0_10 s3_10">Premise </span><span id=te_10 class="t v0_10 s3_10">............................ </span><span id=tf_10 class="t v0_10 s3_10">1 </span>
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<span id=tg_10 class="t v0_10 s3_10">1.2 </span><span id=th_10 class="t v0_10 s3_10">Lorentz vs. Einstein </span><span id=ti_10 class="t v0_10 s3_10">..................... </span><span id=tj_10 class="t v0_10 s3_10">5 </span>
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<span id=tk_10 class="t v0_10 s3_10">1.3 </span><span id=tl_10 class="t v0_10 s3_10">Classical ether-drift experiments: Just null results? </span><span id=tm_10 class="t v0_10 s3_10">.... </span><span id=tn_10 class="t v0_10 s3_10">7 </span>
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<span id=to_10 class="t v0_10 s3_10">1.4 </span><span id=tp_10 class="t v0_10 s3_10">A universal thermal gradient, the CMB and the vacuum </span>
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<span id=tq_10 class="t v0_10 s3_10">structure </span><span id=tr_10 class="t v0_10 s3_10">............................ </span><span id=ts_10 class="t v0_10 s3_10">10 </span>
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<span id=tt_10 class="t v0_10 s3_10">2. </span><span id=tu_10 class="t v0_10 s3_10">Chapter Two </span><span id=tv_10 class="t v0_10 s3_10">15 </span>
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<span id=tw_10 class="t v0_10 s3_10">2.1 </span><span id=tx_10 class="t v0_10 s3_10">Some historical notes on the (a)ether </span><span id=ty_10 class="t v0_10 s3_10">............ </span><span id=tz_10 class="t v0_10 s3_10">15 </span>
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<span id=t10_10 class="t v0_10 s3_10">2.2 </span><span id=t11_10 class="t v0_10 s3_10">Descartes </span><span id=t12_10 class="t v0_10 s3_10">........................... </span><span id=t13_10 class="t v0_10 s3_10">16 </span>
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<span id=t14_10 class="t v0_10 s3_10">2.3 </span><span id=t15_10 class="t v0_10 s3_10">Newton </span><span id=t16_10 class="t v0_10 s3_10">............................ </span><span id=t17_10 class="t v0_10 s3_10">18 </span>
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<span id=t18_10 class="t v0_10 s3_10">2.4 </span><span id=t19_10 class="t v0_10 s3_10">Kant </span><span id=t1a_10 class="t v0_10 s3_10">.............................. </span><span id=t1b_10 class="t v0_10 s3_10">23 </span>
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<span id=t1c_10 class="t v0_10 s3_10">2.5 </span><span id=t1d_10 class="t v0_10 s3_10">Young and Fresnel </span><span id=t1e_10 class="t v0_10 s3_10">...................... </span><span id=t1f_10 class="t v0_10 s3_10">26 </span>
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<span id=t1g_10 class="t v0_10 s3_10">2.6 </span><span id=t1h_10 class="t v0_10 s3_10">Maxwell </span><span id=t1i_10 class="t v0_10 s3_10">............................ </span><span id=t1j_10 class="t v0_10 s3_10">31 </span>
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<span id=t1k_10 class="t v0_10 s3_10">2.7 </span><span id=t1l_10 class="t v0_10 s3_10">The turbulent-ether model </span><span id=t1m_10 class="t v0_10 s3_10">.................. </span><span id=t1n_10 class="t v0_10 s3_10">34 </span>
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<span id=t1o_10 class="t v0_10 s3_10">3. </span><span id=t1p_10 class="t v0_10 s3_10">Chapter Three </span><span id=t1q_10 class="t v0_10 s3_10">37 </span>
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<span id=t1r_10 class="t v0_10 s3_10">3.1 </span><span id=t1s_10 class="t v0_10 s3_10">The idea of the ether drift </span><span id=t1t_10 class="t v0_10 s3_10">................. </span><span id=t1u_10 class="t v0_10 s3_10">37 </span>
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<span id=t1v_10 class="t v0_10 s3_10">3.2 </span><span id=t1w_10 class="t v0_10 s3_10" data-mappings='[[28,"fi"]]'>Albert A. Michelson and his first 1881 experiment </span><span id=t1x_10 class="t v0_10 s3_10">.... </span><span id=t1y_10 class="t v0_10 s3_10">38 </span>
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<span id=t1z_10 class="t v0_10 s3_10">3.3 </span><span id=t20_10 class="t v0_10 s3_10">The 1887 Michelson-Morley experiment </span><span id=t21_10 class="t v0_10 s3_10">.......... </span><span id=t22_10 class="t v0_10 s3_10">44 </span>
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<span id=t23_10 class="t v0_10 s3_10">3.4 </span><span id=t24_10 class="t v0_10 s3_10">A closer look at the Michelson-Morley data </span><span id=t25_10 class="t v0_10 s3_10">........ </span><span id=t26_10 class="t v0_10 s3_10">51 </span>
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<span id=t27_10 class="t v0_10 s3_10">4. </span><span id=t28_10 class="t v0_10 s3_10">Chapter Four </span><span id=t29_10 class="t v0_10 s3_10">59 </span>
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<span id=t2a_10 class="t v0_10 s3_10">4.1 </span><span id=t2b_10 class="t v0_10 s3_10" data-mappings='[[4,"fi"]]'>The first Lorentzian version of relativity </span><span id=t2c_10 class="t v0_10 s3_10">.......... </span><span id=t2d_10 class="t v0_10 s3_10">59 </span>
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<span id=t2e_10 class="t v0_10 s4_10">xi </span>
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<span id=t2f_10 class="t m0_10 s5_10">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t2g_10 class="t m0_10 s5_10">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_11 class="t v0_11 s0_11">November 26, 2018 20:53 </span><span id=t2_11 class="t v0_11 s0_11">Michelson-Morley Experiments </span><span id=t3_11 class="t v0_11 s0_11">9in x 6in </span><span id=t4_11 class="t v0_11 s0_11">b3435-main </span><span id=t5_11 class="t v0_11 s0_11">page xii </span>
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<span id=t6_11 class="t v0_11 s1_11">xii </span><span id=t7_11 class="t v0_11 s2_11">Michelson-Morley Experiments </span>
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<span id=t8_11 class="t v0_11 s3_11">4.2 </span><span id=t9_11 class="t v0_11 s3_11">1905: Einstein’s special relativity </span><span id=ta_11 class="t v0_11 s3_11">.............. </span><span id=tb_11 class="t v0_11 s3_11">62 </span>
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<span id=tc_11 class="t v0_11 s3_11">4.3 </span><span id=td_11 class="t v0_11 s3_11">Einstein and the ether </span><span id=te_11 class="t v0_11 s3_11">.................... </span><span id=tf_11 class="t v0_11 s3_11">65 </span>
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<span id=tg_11 class="t v0_11 s3_11">5. </span><span id=th_11 class="t v0_11 s3_11">Chapter Five </span><span id=ti_11 class="t v0_11 s3_11">71 </span>
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<span id=tj_11 class="t v0_11 s3_11">5.1 </span><span id=tk_11 class="t v0_11 s3_11">After Michelson-Morley: Morley</span><span id=tl_11 class="t v0_11 s4_11">−</span><span id=tm_11 class="t v0_11 s3_11">Miller (1902-1905) </span><span id=tn_11 class="t v0_11 s3_11">... </span><span id=to_11 class="t v0_11 s3_11">71 </span>
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<span id=tp_11 class="t v0_11 s3_11">5.2 </span><span id=tq_11 class="t v0_11 s3_11">Miller 1920</span><span id=tr_11 class="t v0_11 s4_11">−</span><span id=ts_11 class="t v0_11 s3_11">1925 </span><span id=tt_11 class="t v0_11 s3_11">....................... </span><span id=tu_11 class="t v0_11 s3_11">73 </span>
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<span id=tv_11 class="t v0_11 s3_11">5.3 </span><span id=tw_11 class="t v0_11 s3_11">Tomaschek 1924 </span><span id=tx_11 class="t v0_11 s3_11">........................ </span><span id=ty_11 class="t v0_11 s3_11">77 </span>
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<span id=tz_11 class="t v0_11 s3_11">5.4 </span><span id=t10_11 class="t v0_11 s3_11">Miller 1925</span><span id=t11_11 class="t v0_11 s4_11">−</span><span id=t12_11 class="t v0_11 s3_11">1926 </span><span id=t13_11 class="t v0_11 s3_11">....................... </span><span id=t14_11 class="t v0_11 s3_11">78 </span>
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<span id=t15_11 class="t v0_11 s3_11">5.5 </span><span id=t16_11 class="t v0_11 s3_11">Kennedy-Illingworth 1926-1927 </span><span id=t17_11 class="t v0_11 s3_11">............... </span><span id=t18_11 class="t v0_11 s3_11">84 </span>
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<span id=t19_11 class="t v0_11 s3_11">5.6 </span><span id=t1a_11 class="t v0_11 s3_11">Piccard and Stahel 1926-1928 </span><span id=t1b_11 class="t v0_11 s3_11">................ </span><span id=t1c_11 class="t v0_11 s3_11">88 </span>
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<span id=t1d_11 class="t v0_11 s3_11">5.7 </span><span id=t1e_11 class="t v0_11 s3_11">Michelson-Pease-Pearson 1926</span><span id=t1f_11 class="t v0_11 s4_11">−</span><span id=t1g_11 class="t v0_11 s3_11">1929 </span><span id=t1h_11 class="t v0_11 s3_11">............ </span><span id=t1i_11 class="t v0_11 s3_11">92 </span>
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<span id=t1j_11 class="t v0_11 s3_11">5.8 </span><span id=t1k_11 class="t v0_11 s3_11">Joos 1930 </span><span id=t1l_11 class="t v0_11 s3_11">........................... </span><span id=t1m_11 class="t v0_11 s3_11">95 </span>
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<span id=t1n_11 class="t v0_11 s3_11">5.9 </span><span id=t1o_11 class="t v0_11 s3_11">Criticism of Shankland’s criticism of Miller’s work </span><span id=t1p_11 class="t v0_11 s3_11">.... </span><span id=t1q_11 class="t v0_11 s3_11">96 </span>
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<span id=t1r_11 class="t v0_11 s3_11">6. </span><span id=t1s_11 class="t v0_11 s3_11">Chapter Six </span><span id=t1t_11 class="t v0_11 s3_11">99 </span>
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<span id=t1u_11 class="t v0_11 s3_11">6.1 </span><span id=t1v_11 class="t v0_11 s3_11">The non-trivial vacuum of present particle physics </span><span id=t1w_11 class="t v0_11 s3_11">.... </span><span id=t1x_11 class="t v0_11 s3_11">99 </span>
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<span id=t1y_11 class="t v0_11 s3_11">6.2 </span><span id=t1z_11 class="t v0_11 s3_11">The Cosmic Microwave Background </span><span id=t20_11 class="t v0_11 s3_11">............. </span><span id=t21_11 class="t v0_11 s3_11">104 </span>
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<span id=t22_11 class="t v0_11 s3_11">6.3 </span><span id=t23_11 class="t v0_11 s3_11">General aspects of the ether-drift experiments </span><span id=t24_11 class="t v0_11 s3_11">....... </span><span id=t25_11 class="t v0_11 s3_11">108 </span>
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<span id=t26_11 class="t v0_11 s3_11">6.4 </span><span id=t27_11 class="t v0_11 s3_11">A modern version of Maxwell’s calculation </span><span id=t28_11 class="t v0_11 s3_11">......... </span><span id=t29_11 class="t v0_11 s3_11">111 </span>
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<span id=t2a_11 class="t v0_11 s3_11">6.5 </span><span id=t2b_11 class="t v0_11 s3_11">A stochastic form of ether-drift </span><span id=t2c_11 class="t v0_11 s3_11">............... </span><span id=t2d_11 class="t v0_11 s3_11">115 </span>
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<span id=t2e_11 class="t v0_11 s3_11">6.6 </span><span id=t2f_11 class="t v0_11 s3_11">Reconsidering the classical experiments </span><span id=t2g_11 class="t v0_11 s3_11">........... </span><span id=t2h_11 class="t v0_11 s3_11">119 </span>
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<span id=t2i_11 class="t v0_11 s3_11">6.7 </span><span id=t2j_11 class="t v0_11 s3_11">Reanalysis of the Piccard-Stahel experiment </span><span id=t2k_11 class="t v0_11 s3_11">........ </span><span id=t2l_11 class="t v0_11 s3_11">121 </span>
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<span id=t2m_11 class="t v0_11 s3_11">6.8 </span><span id=t2n_11 class="t v0_11 s3_11">Reanalysis of the MPP experiment </span><span id=t2o_11 class="t v0_11 s3_11">............. </span><span id=t2p_11 class="t v0_11 s3_11">125 </span>
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<span id=t2q_11 class="t v0_11 s3_11">6.9 </span><span id=t2r_11 class="t v0_11 s3_11">Reanalysis of Joos’s experiment </span><span id=t2s_11 class="t v0_11 s3_11">............... </span><span id=t2t_11 class="t v0_11 s3_11">128 </span>
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<span id=t2u_11 class="t v0_11 s3_11">6.10 </span><span id=t2v_11 class="t v0_11 s3_11">Summary of the classical ether-drift experiments </span><span id=t2w_11 class="t v0_11 s3_11">..... </span><span id=t2x_11 class="t v0_11 s3_11">140 </span>
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<span id=t2y_11 class="t v0_11 s3_11">6.11 </span><span id=t2z_11 class="t v0_11 s3_11">A modern experiment with He-Ne lasers </span><span id=t30_11 class="t v0_11 s3_11">.......... </span><span id=t31_11 class="t v0_11 s3_11">142 </span>
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<span id=t32_11 class="t v0_11 s3_11">7. </span><span id=t33_11 class="t v0_11 s3_11">Chapter Seven </span><span id=t34_11 class="t v0_11 s3_11">145 </span>
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<span id=t35_11 class="t v0_11 s3_11">7.1 </span><span id=t36_11 class="t v0_11 s3_11">Modern experiments with vacuum optical resonators </span><span id=t37_11 class="t v0_11 s3_11">... </span><span id=t38_11 class="t v0_11 s3_11">145 </span>
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<span id=t39_11 class="t v0_11 s3_11">7.2 </span><span id=t3a_11 class="t v0_11 s3_11">An e</span><span id=t3b_11 class="t v0_11 s5_11" data-mappings='[[0,"ff"]]'>ff</span><span id=t3c_11 class="t v0_11 s3_11">ective refractivity for the physical vacuum </span><span id=t3d_11 class="t v0_11 s3_11">...... </span><span id=t3e_11 class="t v0_11 s3_11">148 </span>
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<span id=t3f_11 class="t v0_11 s3_11">7.3 </span><span id=t3g_11 class="t v0_11 s3_11">Simulations of experiments with vacuum optical resonators 155 </span>
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<span id=t3h_11 class="t v0_11 s3_11">7.4 </span><span id=t3i_11 class="t v0_11 s3_11">Gaseous media vs. vacuum and solid dielectrics </span><span id=t3j_11 class="t v0_11 s3_11">...... </span><span id=t3k_11 class="t v0_11 s3_11">160 </span>
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<span id=t3l_11 class="t v0_11 s3_11">7.5 </span><span id=t3m_11 class="t v0_11 s3_11">Summary and conclusions </span><span id=t3n_11 class="t v0_11 s3_11">.................. </span><span id=t3o_11 class="t v0_11 s3_11">165 </span>
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<span id=t3p_11 class="t v0_11 s6_11">Bibliography </span><span id=t3q_11 class="t v0_11 s3_11">171 </span>
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<span id=t3r_11 class="t v0_11 s6_11">Index </span><span id=t3s_11 class="t v0_11 s3_11">179 </span>
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<span id=t3t_11 class="t m0_11 s7_11">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t3u_11 class="t m0_11 s7_11">by 193.206.209.7 on 01/14/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_12 class="t v0_12 s0_12">November 26, 2018 20:53 </span><span id=t2_12 class="t v0_12 s0_12">Michelson-Morley Experiments </span><span id=t3_12 class="t v0_12 s0_12">9in x 6in </span><span id=t4_12 class="t v0_12 s0_12">b3435-main </span><span id=t5_12 class="t v0_12 s0_12">page 1 </span>
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<span id=t6_12 class="t v0_12 s1_12">Chapter 1 </span>
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<span id=t7_12 class="t v0_12 s2_12">You, my honored Herr Michelson began this work when I </span>
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<span id=t8_12 class="t v0_12 s2_12">was only a small boy, not even a meter high. It was you </span>
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<span id=t9_12 class="t v0_12 s2_12">who led the physicists into new paths, and through your </span>
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<span id=ta_12 class="t v0_12 s2_12">marvelous experimental labors prepared for the development </span>
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<span id=tb_12 class="t v0_12 s2_12">of the relativity theory. You uncovered a dangerous </span>
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<span id=tc_12 class="t v0_12 s2_12">weakness in the ether theory of light as it then existed, </span>
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<span id=td_12 class="t v0_12 s2_12">and stimulated the thoughts of H. A. Lorentz and Fitzgerald </span>
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<span id=te_12 class="t v0_12 s2_12">from which the special theory of relativity emerged. </span>
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<span id=tf_12 class="t v0_12 s3_12">A. EINSTEIN, Speech in honor of Michelson, Pasadena,15 January 1931. </span>
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<span id=tg_12 class="t v0_12 s4_12">1.1 </span><span id=th_12 class="t v0_12 s4_12">Premise </span>
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<span id=ti_12 class="t v0_12 s3_12">The Michelson-Morley experiment [1] was designed to check Maxwell’s clas- </span>
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<span id=tj_12 class="t v0_12 s3_12">sical prediction [2] that if the earth drifts in the ether with a velocity </span><span id=tk_12 class="t v0_12 s5_12">v </span><span id=tl_12 class="t v0_12 s3_12">there </span>
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<span id=tm_12 class="t v0_12 s3_12">should be an anisotropy </span>
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<span id=tn_12 class="t v0_12 s6_12">|</span><span id=to_12 class="t v0_12 s7_12">Δ</span><span id=tp_12 class="t v0_12 s8_12">¯ </span><span id=tq_12 class="t v0_12 s9_12">c</span><span id=tr_12 class="t v0_12 sa_12">θ</span><span id=ts_12 class="t v0_12 s6_12">| </span>
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<span id=tt_12 class="t v0_12 s9_12">c </span>
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<span id=tu_12 class="t v0_12 sb_12">∼ </span>
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<span id=tv_12 class="t v0_12 s9_12">v </span>
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<span id=tw_12 class="t v0_12 sc_12">2 </span>
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<span id=tx_12 class="t v0_12 s9_12">c </span>
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<span id=ty_12 class="t v0_12 sc_12">2 </span>
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<span id=tz_12 class="t v0_12 s3_12">of the two-way velocity of light in the </span>
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<span id=t10_12 class="t v0_12 s3_12">earth frame </span>
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<span id=t11_12 class="t v0_12 s8_12">1 </span>
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<span id=t12_12 class="t v0_12 s3_12">. Michelson’s idea was to detect this tiny e</span><span id=t13_12 class="t v0_12 sd_12" data-mappings='[[0,"ff"]]'>ff</span><span id=t14_12 class="t v0_12 s3_12">ect by observing </span>
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<span id=t15_12 class="t v0_12 s3_12">the interference fringes of two light rays propagating back and forth along </span>
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<span id=t16_12 class="t v0_12 s3_12">perpendicular directions. </span>
|
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<span id=t17_12 class="t v0_12 s3_12">To introduce the argument, let us consider the two-way velocity of light </span>
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||
<span id=t18_12 class="t v0_12 s3_12">¯ </span><span id=t19_12 class="t v0_12 s5_12">c </span>
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||
<span id=t1a_12 class="t v0_12 se_12">γ </span>
|
||
<span id=t1b_12 class="t v0_12 s3_12">(</span><span id=t1c_12 class="t v0_12 sf_12">θ</span><span id=t1d_12 class="t v0_12 s3_12">). </span><span id=t1e_12 class="t v0_12 s3_12">This is the only one that can be measured unambiguously and is </span>
|
||
<span id=t1f_12 class="t v0_12 sg_12">1 </span>
|
||
<span id=t1g_12 class="t v0_12 sh_12">Actually, Maxwell’s estimate is larger by a factor of two than the standard classical </span>
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||
<span id=t1h_12 class="t v0_12 sh_12">prediction </span>
|
||
<span id=t1i_12 class="t v0_12 si_12">|</span><span id=t1j_12 class="t v0_12 sj_12">Δ</span><span id=t1k_12 class="t v0_12 sg_12">¯ </span><span id=t1l_12 class="t v0_12 sk_12">c </span>
|
||
<span id=t1m_12 class="t v0_12 sa_12">θ </span>
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||
<span id=t1n_12 class="t v0_12 si_12">| </span>
|
||
<span id=t1o_12 class="t v0_12 sk_12">c </span>
|
||
<span id=t1p_12 class="t v0_12 sl_12">∼ </span>
|
||
<span id=t1q_12 class="t v0_12 sk_12">v </span>
|
||
<span id=t1r_12 class="t v0_12 sc_12">2 </span>
|
||
<span id=t1s_12 class="t v0_12 sg_12">2</span><span id=t1t_12 class="t v0_12 sk_12">c </span>
|
||
<span id=t1u_12 class="t v0_12 sc_12">2 </span>
|
||
<span id=t1v_12 class="t v0_12 sh_12">, see Chapt.3. </span>
|
||
<span id=t1w_12 class="t v0_12 sh_12">1 </span>
|
||
<span id=t1x_12 class="t m0_12 sm_12">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<div class=text-container><span id=t1_13 class="t v0_13 s0_13">November 26, 2018 20:53 </span><span id=t2_13 class="t v0_13 s0_13">Michelson-Morley Experiments </span><span id=t3_13 class="t v0_13 s0_13">9in x 6in </span><span id=t4_13 class="t v0_13 s0_13">b3435-main </span><span id=t5_13 class="t v0_13 s0_13">page 2 </span>
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<span id=t6_13 class="t v0_13 s1_13">2 </span><span id=t7_13 class="t v0_13 s2_13">Michelson-Morley Experiments </span>
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<span id=t8_13 class="t v0_13 s1_13">Fig. 1.1 </span><span id=t9_13 class="t v0_13 s2_13">The typical scheme of Michelson’s interferometer. </span>
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<span id=ta_13 class="t v0_13 s3_13" data-mappings='[[2,"fi"]]'>defined in terms of the one-way velocity </span><span id=tb_13 class="t v0_13 s4_13">c </span>
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<span id=tc_13 class="t v0_13 s5_13">γ </span>
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<span id=td_13 class="t v0_13 s3_13">(</span><span id=te_13 class="t v0_13 s6_13">θ</span><span id=tf_13 class="t v0_13 s3_13">) as </span>
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<span id=tg_13 class="t v0_13 s3_13">¯ </span><span id=th_13 class="t v0_13 s4_13">c </span>
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<span id=ti_13 class="t v0_13 s5_13">γ </span>
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||
<span id=tj_13 class="t v0_13 s3_13">(</span><span id=tk_13 class="t v0_13 s6_13">θ</span><span id=tl_13 class="t v0_13 s3_13">)= </span>
|
||
<span id=tm_13 class="t v0_13 s3_13">2 </span><span id=tn_13 class="t v0_13 s4_13">c </span>
|
||
<span id=to_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=tp_13 class="t v0_13 s3_13">(</span><span id=tq_13 class="t v0_13 s6_13">θ</span><span id=tr_13 class="t v0_13 s3_13">)</span><span id=ts_13 class="t v0_13 s4_13">c </span>
|
||
<span id=tt_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=tu_13 class="t v0_13 s3_13">(</span><span id=tv_13 class="t v0_13 s6_13">π </span><span id=tw_13 class="t v0_13 s3_13">+ </span><span id=tx_13 class="t v0_13 s6_13">θ</span><span id=ty_13 class="t v0_13 s3_13">) </span>
|
||
<span id=tz_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t10_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t11_13 class="t v0_13 s3_13">(</span><span id=t12_13 class="t v0_13 s6_13">θ</span><span id=t13_13 class="t v0_13 s3_13">)+ </span><span id=t14_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t15_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t16_13 class="t v0_13 s3_13">(</span><span id=t17_13 class="t v0_13 s6_13">π </span><span id=t18_13 class="t v0_13 s3_13">+ </span><span id=t19_13 class="t v0_13 s6_13">θ</span><span id=t1a_13 class="t v0_13 s3_13">) </span>
|
||
<span id=t1b_13 class="t v0_13 s3_13">(1.1) </span>
|
||
<span id=t1c_13 class="t v0_13 s3_13">where </span><span id=t1d_13 class="t v0_13 s6_13">θ </span><span id=t1e_13 class="t v0_13 s3_13">represents the angle between the direction of light propagation and </span>
|
||
<span id=t1f_13 class="t v0_13 s3_13">the earth velocity with respect to the hypothetical preferred frame </span><span id=t1g_13 class="t v0_13 s7_13">Σ</span><span id=t1h_13 class="t v0_13 s3_13">. </span>
|
||
<span id=t1i_13 class="t v0_13 s3_13">By introducing the anisotropy </span>
|
||
<span id=t1j_13 class="t v0_13 s7_13">Δ</span><span id=t1k_13 class="t v0_13 s3_13">¯ </span><span id=t1l_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t1m_13 class="t v0_13 s5_13">θ </span>
|
||
<span id=t1n_13 class="t v0_13 s3_13">=¯ </span><span id=t1o_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t1p_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t1q_13 class="t v0_13 s3_13">(</span><span id=t1r_13 class="t v0_13 s6_13">π</span><span id=t1s_13 class="t v0_13 s4_13">/</span><span id=t1t_13 class="t v0_13 s3_13">2+ </span><span id=t1u_13 class="t v0_13 s6_13">θ</span><span id=t1v_13 class="t v0_13 s3_13">) </span><span id=t1w_13 class="t v0_13 s8_13">- </span><span id=t1x_13 class="t v0_13 s3_13">¯ </span><span id=t1y_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t1z_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t20_13 class="t v0_13 s3_13">(</span><span id=t21_13 class="t v0_13 s6_13">θ</span><span id=t22_13 class="t v0_13 s3_13">) </span><span id=t23_13 class="t v0_13 s3_13">(1.2) </span>
|
||
<span id=t24_13 class="t v0_13 s3_13">there is a simple relation with the time di</span><span id=t25_13 class="t v0_13 s7_13" data-mappings='[[0,"ff"]]'>ff</span><span id=t26_13 class="t v0_13 s3_13">erence </span><span id=t27_13 class="t v0_13 s7_13">Δ</span><span id=t28_13 class="t v0_13 s4_13">t</span><span id=t29_13 class="t v0_13 s3_13">(</span><span id=t2a_13 class="t v0_13 s6_13">θ</span><span id=t2b_13 class="t v0_13 s3_13">) for light propagation </span>
|
||
<span id=t2c_13 class="t v0_13 s3_13">back and forth along perpendicular rods of length </span><span id=t2d_13 class="t v0_13 s4_13">D </span><span id=t2e_13 class="t v0_13 s3_13">(see Fig.1.1) </span>
|
||
<span id=t2f_13 class="t v0_13 s7_13">Δ</span><span id=t2g_13 class="t v0_13 s4_13">t</span><span id=t2h_13 class="t v0_13 s3_13">(</span><span id=t2i_13 class="t v0_13 s6_13">θ</span><span id=t2j_13 class="t v0_13 s3_13">)= </span>
|
||
<span id=t2k_13 class="t v0_13 s3_13">2</span><span id=t2l_13 class="t v0_13 s4_13">D </span>
|
||
<span id=t2m_13 class="t v0_13 s3_13">¯ </span><span id=t2n_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t2o_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t2p_13 class="t v0_13 s3_13">(</span><span id=t2q_13 class="t v0_13 s6_13">θ</span><span id=t2r_13 class="t v0_13 s3_13">) </span>
|
||
<span id=t2s_13 class="t v0_13 s8_13">- </span>
|
||
<span id=t2t_13 class="t v0_13 s3_13">2</span><span id=t2u_13 class="t v0_13 s4_13">D </span>
|
||
<span id=t2v_13 class="t v0_13 s3_13">¯ </span><span id=t2w_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t2x_13 class="t v0_13 s5_13">γ </span>
|
||
<span id=t2y_13 class="t v0_13 s3_13">(</span><span id=t2z_13 class="t v0_13 s6_13">π</span><span id=t30_13 class="t v0_13 s4_13">/</span><span id=t31_13 class="t v0_13 s3_13">2+ </span><span id=t32_13 class="t v0_13 s6_13">θ</span><span id=t33_13 class="t v0_13 s3_13">) </span>
|
||
<span id=t34_13 class="t v0_13 s8_13">∼ </span>
|
||
<span id=t35_13 class="t v0_13 s3_13">2</span><span id=t36_13 class="t v0_13 s4_13">D </span>
|
||
<span id=t37_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t38_13 class="t v0_13 s7_13">Δ</span><span id=t39_13 class="t v0_13 s3_13">¯ </span><span id=t3a_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t3b_13 class="t v0_13 s5_13">θ </span>
|
||
<span id=t3c_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t3d_13 class="t v0_13 s3_13">(1.3) </span>
|
||
<span id=t3e_13 class="t v0_13 s3_13">(where, in the last relation, we have assumed that light propagates in a </span>
|
||
<span id=t3f_13 class="t v0_13 s3_13">medium of refractive index </span><span id=t3g_13 class="t v0_13 s9_13">N </span><span id=t3h_13 class="t v0_13 s3_13">=1+ </span><span id=t3i_13 class="t v0_13 s6_13"></span><span id=t3j_13 class="t v0_13 s3_13">, with </span><span id=t3k_13 class="t v0_13 s6_13"> </span><span id=t3l_13 class="t v0_13 s8_13"> </span><span id=t3m_13 class="t v0_13 s3_13">1). This gives the fringe </span>
|
||
<span id=t3n_13 class="t v0_13 s3_13">patterns (</span><span id=t3o_13 class="t v0_13 s6_13">λ </span><span id=t3p_13 class="t v0_13 s3_13">is the light wavelength) </span>
|
||
<span id=t3q_13 class="t v0_13 s7_13">Δ</span><span id=t3r_13 class="t v0_13 s6_13">λ</span><span id=t3s_13 class="t v0_13 s3_13">(</span><span id=t3t_13 class="t v0_13 s6_13">θ</span><span id=t3u_13 class="t v0_13 s3_13">) </span>
|
||
<span id=t3v_13 class="t v0_13 s6_13">λ </span>
|
||
<span id=t3w_13 class="t v0_13 s8_13">∼ </span>
|
||
<span id=t3x_13 class="t v0_13 s3_13">2</span><span id=t3y_13 class="t v0_13 s4_13">D </span>
|
||
<span id=t3z_13 class="t v0_13 s6_13">λ </span>
|
||
<span id=t40_13 class="t v0_13 s7_13">Δ</span><span id=t41_13 class="t v0_13 s3_13">¯ </span><span id=t42_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t43_13 class="t v0_13 s5_13">θ </span>
|
||
<span id=t44_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t45_13 class="t v0_13 s3_13">(1.4) </span>
|
||
<span id=t46_13 class="t v0_13 s3_13">and could be measured, in principle, by rotating the apparatus. </span>
|
||
<span id=t47_13 class="t v0_13 s3_13">The classical prediction (see e.g. [3] for a simple derivation) was </span>
|
||
<span id=t48_13 class="t v0_13 sa_13"> </span>
|
||
<span id=t49_13 class="t v0_13 s7_13">Δ</span><span id=t4a_13 class="t v0_13 s6_13">λ</span><span id=t4b_13 class="t v0_13 s3_13">(</span><span id=t4c_13 class="t v0_13 s6_13">θ</span><span id=t4d_13 class="t v0_13 s3_13">) </span>
|
||
<span id=t4e_13 class="t v0_13 s6_13">λ </span>
|
||
<span id=t4f_13 class="t v0_13 sa_13"> </span>
|
||
<span id=t4g_13 class="t v0_13 sb_13">class </span>
|
||
<span id=t4h_13 class="t v0_13 s8_13">∼ </span>
|
||
<span id=t4i_13 class="t v0_13 s4_13">D </span>
|
||
<span id=t4j_13 class="t v0_13 s6_13">λ </span>
|
||
<span id=t4k_13 class="t v0_13 s4_13">v </span>
|
||
<span id=t4l_13 class="t v0_13 sb_13">2 </span>
|
||
<span id=t4m_13 class="t v0_13 s4_13">c </span>
|
||
<span id=t4n_13 class="t v0_13 sb_13">2 </span>
|
||
<span id=t4o_13 class="t v0_13 s3_13">cos 2</span><span id=t4p_13 class="t v0_13 s6_13">θ </span><span id=t4q_13 class="t v0_13 s3_13">(1.5) </span>
|
||
<span id=t4r_13 class="t v0_13 s3_13">and, for the Michelson-Morley apparatus, the relevant value was (</span><span id=t4s_13 class="t v0_13 s4_13">D/</span><span id=t4t_13 class="t v0_13 s6_13">λ</span><span id=t4u_13 class="t v0_13 s3_13">) </span><span id=t4v_13 class="t v0_13 s8_13">∼ </span>
|
||
<span id=t4w_13 class="t v0_13 s3_13">2 </span><span id=t4x_13 class="t v0_13 s9_13">· </span><span id=t4y_13 class="t v0_13 s3_13">10 </span>
|
||
<span id=t4z_13 class="t v0_13 sb_13">7 </span>
|
||
<span id=t50_13 class="t v0_13 s3_13">. Therefore, for </span><span id=t51_13 class="t v0_13 s4_13">v </span><span id=t52_13 class="t v0_13 s3_13">= 30 km/s (the earth orbital velocity about the sun, </span>
|
||
<span id=t53_13 class="t m0_13 sc_13">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t54_13 class="t m0_13 sc_13">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
|
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)format("woff")}</style>
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<div class=text-container><span id=t1_14 class="t v0_14 s0_14">November 26, 2018 20:53 </span><span id=t2_14 class="t v0_14 s0_14">Michelson-Morley Experiments </span><span id=t3_14 class="t v0_14 s0_14">9in x 6in </span><span id=t4_14 class="t v0_14 s0_14">b3435-main </span><span id=t5_14 class="t v0_14 s0_14">page 3 </span>
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<span id=t6_14 class="t v0_14 s1_14">Chapter One </span><span id=t7_14 class="t v0_14 s2_14">3 </span>
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<span id=t8_14 class="t v0_14 s3_14">and consequently the minimum anticipated drift velocity) where </span><span id=t9_14 class="t v0_14 s4_14">v </span>
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<span id=ta_14 class="t v0_14 s5_14">2 </span>
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<span id=tb_14 class="t v0_14 s4_14">/c </span>
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<span id=tc_14 class="t v0_14 s5_14">2 </span>
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<span id=td_14 class="t v0_14 s3_14">= </span>
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<span id=te_14 class="t v0_14 s3_14">10 </span>
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<span id=tf_14 class="t v0_14 s6_14">-</span><span id=tg_14 class="t v0_14 s5_14">8 </span>
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<span id=th_14 class="t v0_14 s3_14">, under a 90 degree rotation, one was expecting a shift </span>
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<span id=ti_14 class="t v0_14 s7_14"> </span>
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<span id=tj_14 class="t v0_14 s8_14">Δ</span><span id=tk_14 class="t v0_14 s9_14">λ</span><span id=tl_14 class="t v0_14 s3_14">(0) </span>
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<span id=tm_14 class="t v0_14 s9_14">λ </span>
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<span id=tn_14 class="t v0_14 sa_14">- </span>
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<span id=to_14 class="t v0_14 s8_14">Δ</span><span id=tp_14 class="t v0_14 s9_14">λ</span><span id=tq_14 class="t v0_14 s3_14">(</span><span id=tr_14 class="t v0_14 s9_14">π</span><span id=ts_14 class="t v0_14 s4_14">/</span><span id=tt_14 class="t v0_14 s3_14">2) </span>
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<span id=tu_14 class="t v0_14 s9_14">λ </span>
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<span id=tv_14 class="t v0_14 s7_14"> </span>
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<span id=tw_14 class="t v0_14 s5_14">class </span>
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<span id=tx_14 class="t v0_14 sa_14">∼ </span>
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<span id=ty_14 class="t v0_14 s3_14">2</span><span id=tz_14 class="t v0_14 s4_14">D </span>
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||
<span id=t10_14 class="t v0_14 s9_14">λ </span>
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||
<span id=t11_14 class="t v0_14 s4_14">v </span>
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||
<span id=t12_14 class="t v0_14 s5_14">2 </span>
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||
<span id=t13_14 class="t v0_14 s4_14">c </span>
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||
<span id=t14_14 class="t v0_14 s5_14">2 </span>
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||
<span id=t15_14 class="t v0_14 sa_14">∼ </span><span id=t16_14 class="t v0_14 s3_14">0</span><span id=t17_14 class="t v0_14 s4_14">.</span><span id=t18_14 class="t v0_14 s3_14">4 </span><span id=t19_14 class="t v0_14 s3_14">(1.6) </span>
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<span id=t1a_14 class="t v0_14 s3_14">that would have been about </span><span id=t1b_14 class="t v0_14 sb_14">hundred times larger </span><span id=t1c_14 class="t v0_14 s3_14">than the extraordinary </span>
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<span id=t1d_14 class="t v0_14 s3_14">sensitivity of the apparatus, about </span><span id=t1e_14 class="t v0_14 sc_14">±</span><span id=t1f_14 class="t v0_14 s3_14">0</span><span id=t1g_14 class="t v0_14 s4_14">.</span><span id=t1h_14 class="t v0_14 s3_14">004 [1, 4, 5]. </span>
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<span id=t1i_14 class="t v0_14 s3_14">Instead, in the various experimental sessions, the observed shifts were </span>
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||
<span id=t1j_14 class="t v0_14 s3_14">about 10 </span><span id=t1k_14 class="t v0_14 sc_14">÷ </span><span id=t1l_14 class="t v0_14 s3_14">20 times smaller than expected [6, 7]. By using Eq.(1.5), these </span>
|
||
<span id=t1m_14 class="t v0_14 s3_14">values were indicating earth velocities of about 6 </span><span id=t1n_14 class="t v0_14 sc_14">÷ </span><span id=t1o_14 class="t v0_14 s3_14">10 km/s which have </span>
|
||
<span id=t1p_14 class="t v0_14 s3_14">no obvious interpretation. In addition, the observed pattern was irregular </span>
|
||
<span id=t1q_14 class="t v0_14 s3_14">because observations performed at the same hour on consecutive days were </span>
|
||
<span id=t1r_14 class="t v0_14 s3_14">showing sizeable di</span><span id=t1s_14 class="t v0_14 s8_14" data-mappings='[[0,"ff"]]'>ff</span><span id=t1t_14 class="t v0_14 s3_14">erences. </span><span id=t1u_14 class="t v0_14 s3_14">The simultaneous presence of these two as- </span>
|
||
<span id=t1v_14 class="t v0_14 s3_14">pects gave a strong argument to consider the data as typical instrumental </span>
|
||
<span id=t1w_14 class="t v0_14 s3_14">e</span><span id=t1x_14 class="t v0_14 s8_14" data-mappings='[[0,"ff"]]'>ff</span><span id=t1y_14 class="t v0_14 s3_14">ects, i.e. a “null” result. </span>
|
||
<span id=t1z_14 class="t v0_14 s3_14">The acceptance of this view, indicating a failure of the classical ideas </span>
|
||
<span id=t20_14 class="t v0_14 s3_14" data-mappings='[[73,"fi"]]'>and/or the non-existence of the ether, had a strong impact on the scientific </span>
|
||
<span id=t21_14 class="t v0_14 s3_14" data-mappings='[[42,"fi"]]'>ambiance and was crucial to stimulate the first, pioneering formulations of </span>
|
||
<span id=t22_14 class="t v0_14 s3_14">the relativistic length contraction and time dilation e</span><span id=t23_14 class="t v0_14 s8_14" data-mappings='[[0,"ff"]]'>ff</span><span id=t24_14 class="t v0_14 s3_14">ects, by Fitzgerald </span>
|
||
<span id=t25_14 class="t v0_14 s3_14">in 1889 [8], Lorentz in 1895 [9] and 1899 [10], Larmor in 1897 [11] and </span>
|
||
<span id=t26_14 class="t v0_14 s3_14">1900 [12]. These original developments of the theory of the electromagnetic </span>
|
||
<span id=t27_14 class="t v0_14 s3_14">ether induced Lorentz in 1904 [13] and Poincar´ </span><span id=t28_14 class="t v0_14 s3_14">e in 1905 [14] to derive a </span>
|
||
<span id=t29_14 class="t v0_14 s3_14">particular set of transformations of the space-time coordinates (Lorentz </span>
|
||
<span id=t2a_14 class="t v0_14 s3_14">Transformations) : “Applying one of such transformations amounts to an </span>
|
||
<span id=t2b_14 class="t v0_14 s3_14">overall translation to the whole system. Then two frames, one at rest in </span>
|
||
<span id=t2c_14 class="t v0_14 s3_14">the ether and one in uniform translation, become the perfect images of each </span>
|
||
<span id=t2d_14 class="t v0_14 s3_14">other”. This statement of Poincar´ </span><span id=t2e_14 class="t v0_14 s3_14">e in 1905 was the precise formalization </span>
|
||
<span id=t2f_14 class="t v0_14 s3_14">of the Principle of Relativity, already proposed by him in La Science et </span>
|
||
<span id=t2g_14 class="t v0_14 s3_14">l’Hypothese (Flammarion, Paris 1902) and at the 1904 St. Louis Conference </span>
|
||
<span id=t2h_14 class="t v0_14 s3_14">[15] </span>
|
||
<span id=t2i_14 class="t v0_14 s5_14">2 </span>
|
||
<span id=t2j_14 class="t v0_14 s3_14">. </span>
|
||
<span id=t2k_14 class="t v0_14 sd_14">2 </span>
|
||
<span id=t2l_14 class="t v0_14 s2_14">Poincar´ </span><span id=t2m_14 class="t v0_14 s2_14">e’s precise words to formulate this principle in his 1904 address are:“The prin- </span>
|
||
<span id=t2n_14 class="t v0_14 s2_14">ciple of relativity, according to which the laws of physical phenomena should be the same, </span>
|
||
<span id=t2o_14 class="t v0_14 s2_14" data-mappings='[[24,"fi"]]'>whether for an observer fixed, or for an observer carried along in a uniform movement of </span>
|
||
<span id=t2p_14 class="t v0_14 s2_14">translation; so that we have not and could not have any means of discerning whether or </span>
|
||
<span id=t2q_14 class="t v0_14 s2_14">not we are carried along in such a motion” [16]. In the same address, Poincar´ </span><span id=t2r_14 class="t v0_14 s2_14">e was also </span>
|
||
<span id=t2s_14 class="t v0_14 s2_14" data-mappings='[[56,"fi"]]'>concluding that “From all these results, if they are confirmed, would arise an entirely new </span>
|
||
<span id=t2t_14 class="t v0_14 s2_14">mechanics, which would be, above all, characterized by this fact, that no velocity could </span>
|
||
<span id=t2u_14 class="t v0_14 s2_14">surpass that of light, any more than any temperature could fall below the zero absolute, </span>
|
||
<span id=t2v_14 class="t v0_14 s2_14">because bodies would oppose an increasing inertia to the causes, which would tend to </span>
|
||
<span id=t2w_14 class="t v0_14 s2_14" data-mappings='[[57,"fi"]]'>accelerate their motion; and this inertia would become infinite when one approached the </span>
|
||
<span id=t2x_14 class="t v0_14 s2_14">velocity of light” [16]. </span>
|
||
<span id=t2y_14 class="t m0_14 se_14">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t2z_14 class="t m0_14 se_14">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_15 class="t v0_15 s0_15">November 26, 2018 20:53 </span><span id=t2_15 class="t v0_15 s0_15">Michelson-Morley Experiments </span><span id=t3_15 class="t v0_15 s0_15">9in x 6in </span><span id=t4_15 class="t v0_15 s0_15">b3435-main </span><span id=t5_15 class="t v0_15 s0_15">page 4 </span>
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<span id=t6_15 class="t v0_15 s1_15">4 </span><span id=t7_15 class="t v0_15 s2_15">Michelson-Morley Experiments </span>
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<span id=t8_15 class="t v0_15 s3_15" data-mappings='[[5,"fi"]]'>This first historical phase and its relation with special relativity [17] can </span>
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<span id=t9_15 class="t v0_15 s3_15" data-mappings='[[59,"fi"]]'>be well described by quoting, twice, Einstein himself. The first quotation is </span>
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<span id=ta_15 class="t v0_15 s3_15">from his address to Michelson during a social gathering of scientists at the </span>
|
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<span id=tb_15 class="t v0_15 s3_15">California Institute of Technology in mid-January 1931:“You, my honored </span>
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<span id=tc_15 class="t v0_15 s3_15">Herr Michelson began this work when I was only a small boy, not even a </span>
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<span id=td_15 class="t v0_15 s3_15">meter high. It was you who led the physicists into new paths, and through </span>
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<span id=te_15 class="t v0_15 s3_15">your marvelous experimental labors prepared for the development of the </span>
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<span id=tf_15 class="t v0_15 s3_15">relativity theory. You uncovered a dangerous weakness in the ether theory </span>
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||
<span id=tg_15 class="t v0_15 s3_15">of light as it then existed, and stimulated the thoughts of H. A. Lorentz </span>
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<span id=th_15 class="t v0_15 s3_15">and Fitzgerald from which the special theory of relativity emerged” [18]. </span>
|
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<span id=ti_15 class="t v0_15 s3_15">The second quotation is from an Einstein’s interview delivered in 1955, </span>
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<span id=tj_15 class="t v0_15 s3_15">a few months before his death. When asked, once more, about his original </span>
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<span id=tk_15 class="t v0_15 s3_15">view and the relation with previous work he said:“ There is no doubt that </span>
|
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<span id=tl_15 class="t v0_15 s3_15">the theory of relativity, if we regard its development in retrospect, was ripe </span>
|
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<span id=tm_15 class="t v0_15 s3_15">for discovery in 1905. Lorentz had already observed that the transforma- </span>
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||
<span id=tn_15 class="t v0_15 s3_15">tions which later were known by his name were essential for the analysis </span>
|
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<span id=to_15 class="t v0_15 s3_15">of Maxwell equations and Poincar´ </span><span id=tp_15 class="t v0_15 s3_15">e had even penetrated deeper into these </span>
|
||
<span id=tq_15 class="t v0_15 s3_15">connections. Concerning myself, I knew only Lorentz’ important work of </span>
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||
<span id=tr_15 class="t v0_15 s3_15">1895 but not his later work nor the consecutive investigations by Poincar´ </span><span id=ts_15 class="t v0_15 s3_15">e. </span>
|
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<span id=tt_15 class="t v0_15 s3_15">In this sense my work of 1905 was independent. The new feature of it was </span>
|
||
<span id=tu_15 class="t v0_15 s3_15">the realization that the bearing of Lorentz transformations transcended its </span>
|
||
<span id=tv_15 class="t v0_15 s3_15">connection with Maxwell equations and was concerned with the nature of </span>
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<span id=tw_15 class="t v0_15 s3_15">space and time in general. The new result was that Lorentz invariance was </span>
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<span id=tx_15 class="t v0_15 s3_15">the general condition for any physical theory” [19]. </span>
|
||
<span id=ty_15 class="t v0_15 s3_15">Thus, one could summarize as follows: (i) the Michelson-Morley exper- </span>
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<span id=tz_15 class="t v0_15 s3_15" data-mappings='[[26,"fi"]]'>iment was crucial for the first formulation of the relativistic e</span><span id=t10_15 class="t v0_15 s4_15" data-mappings='[[0,"ff"]]'>ff</span><span id=t11_15 class="t v0_15 s3_15">ects within </span>
|
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<span id=t12_15 class="t v0_15 s3_15">the theory of the electromagnetic ether (ii) later on, by Einstein, relativ- </span>
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<span id=t13_15 class="t v0_15 s3_15">ity was recognized as a doctrine of nature and formulated in an axiomatic </span>
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<span id=t14_15 class="t v0_15 s3_15">form, free of any association with ether and electromagnetism </span>
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<span id=t15_15 class="t v0_15 s5_15">3 </span>
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<span id=t16_15 class="t v0_15 s3_15">. </span>
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<span id=t17_15 class="t v0_15 s6_15">3 </span>
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<span id=t18_15 class="t v0_15 s1_15">Over the years, Einstein made di</span><span id=t19_15 class="t v0_15 s7_15" data-mappings='[[0,"ff"]]'>ff</span><span id=t1a_15 class="t v0_15 s1_15">erent statements about the inception of relativity </span>
|
||
<span id=t1b_15 class="t v0_15 s1_15" data-mappings='[[19,"fl"]]'>and the possible influence that the Michelson-Morley experiment had on his views. For </span>
|
||
<span id=t1c_15 class="t v0_15 s1_15">instance, Holton [5] reports the following sentence: “In my own development Michelson’s </span>
|
||
<span id=t1d_15 class="t v0_15 s1_15" data-mappings='[[36,"fl"]]'>result has not had a considerable influence. I even do not remember if I knew of it at </span>
|
||
<span id=t1e_15 class="t v0_15 s1_15" data-mappings='[[20,"fi"]]'>all when I wrote my first paper on the subject (1905). </span><span id=t1f_15 class="t v0_15 s1_15">The explanation is that I was, </span>
|
||
<span id=t1g_15 class="t v0_15 s1_15" data-mappings='[[21,"fi"]]'>for general reasons, firmly convinced that there does not exist absolute motion and my </span>
|
||
<span id=t1h_15 class="t v0_15 s1_15">problem was only how this could be reconciled with our knowledge of electrodynamics. </span>
|
||
<span id=t1i_15 class="t v0_15 s1_15">One can therefore understand why in my personal struggle Michelson’s experiment played </span>
|
||
<span id=t1j_15 class="t v0_15 s1_15">no role or at least no decisive role”. At the same time, this other statement is reported by </span>
|
||
<span id=t1k_15 class="t v0_15 s1_15">van Dongen [20]: “As a young man I was interested, as a physicist, in the question what </span>
|
||
<span id=t1l_15 class="t v0_15 s1_15">is the nature of light, and, in particular, what is the nature of light with respect to bodies. </span>
|
||
<span id=t1m_15 class="t v0_15 s1_15">That is, as a child I was already taught that light is subordinate to the oscillations of the </span>
|
||
<span id=t1n_15 class="t m0_15 s8_15">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t1o_15 class="t m0_15 s8_15">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_16 class="t v0_16 s0_16">November 26, 2018 20:53 </span><span id=t2_16 class="t v0_16 s0_16">Michelson-Morley Experiments </span><span id=t3_16 class="t v0_16 s0_16">9in x 6in </span><span id=t4_16 class="t v0_16 s0_16">b3435-main </span><span id=t5_16 class="t v0_16 s0_16">page 5 </span>
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<span id=t6_16 class="t v0_16 s1_16">Chapter One </span><span id=t7_16 class="t v0_16 s2_16">5 </span>
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<span id=t8_16 class="t v0_16 s3_16">Such premise is essential to properly frame the Michelson-Morley ex- </span>
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<span id=t9_16 class="t v0_16 s3_16">periment in the history of physics. </span><span id=ta_16 class="t v0_16 s3_16">At the same time, nowadays, there </span>
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<span id=tb_16 class="t v0_16 s3_16">is the tendency to consider this fundamental experiment, and its classical </span>
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<span id=tc_16 class="t v0_16 s3_16">repetitions at the beginning of 20th century by Miller [7], Illingworth [21], </span>
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<span id=td_16 class="t v0_16 s3_16">Joos [22] ... as an old, well understood historical chapter for which there </span>
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<span id=te_16 class="t v0_16 s3_16" data-mappings='[[21,"fi"]]'>is nothing more to refine or clarify. </span><span id=tf_16 class="t v0_16 s3_16">All emphasis is now on the modern </span>
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<span id=tg_16 class="t v0_16 s3_16">versions of these experiments, with lasers stabilized by optical cavities (see </span>
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<span id=th_16 class="t v0_16 s3_16">e.g. [23] for a review), which apparently have improved by orders of mag- </span>
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<span id=ti_16 class="t v0_16 s3_16">nitude on those original measurements [24]. </span>
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<span id=tj_16 class="t v0_16 s3_16">However, a basic aspect has been overlooked by most authors. </span><span id=tk_16 class="t v0_16 s3_16">The </span>
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<span id=tl_16 class="t v0_16 s3_16">various measurements were performed in di</span><span id=tm_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=tn_16 class="t v0_16 s3_16">erent conditions, i.e. </span><span id=to_16 class="t v0_16 s3_16">with </span>
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<span id=tp_16 class="t v0_16 s3_16">light propagating in gaseous media (as in [1,7,21,22]) or in a high vacuum </span>
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<span id=tq_16 class="t v0_16 s3_16">(as in [25–27]) or inside dielectrics with a large refractive index (as in [24, </span>
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<span id=tr_16 class="t v0_16 s3_16">30]) and there could be physical reasons which prevent a straightforward </span>
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<span id=ts_16 class="t v0_16 s3_16">comparison. In this case, the di</span><span id=tt_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=tu_16 class="t v0_16 s3_16">erence between old experiments (in gases) </span>
|
||
<span id=tv_16 class="t v0_16 s3_16">and modern experiments (in vacuum or solid dielectrics) might not depend </span>
|
||
<span id=tw_16 class="t v0_16 s3_16">on the technological progress only but also on the di</span><span id=tx_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=ty_16 class="t v0_16 s3_16">erent media that </span>
|
||
<span id=tz_16 class="t v0_16 s3_16">were tested. Then, if the small residuals of those original experiments were </span>
|
||
<span id=t10_16 class="t v0_16 s3_16">not mere instrumental artifacts, there would be substantial implications for </span>
|
||
<span id=t11_16 class="t v0_16 s3_16">both physics and history of science. </span>
|
||
<span id=t12_16 class="t v0_16 s5_16">1.2 </span><span id=t13_16 class="t v0_16 s5_16">Lorentz vs. Einstein </span>
|
||
<span id=t14_16 class="t v0_16 s3_16">Before going deeper into the analysis of the experiments, we want to add </span>
|
||
<span id=t15_16 class="t v0_16 s3_16">some general comment about Lorentz’ and Einstein’s views of relativity. </span>
|
||
<span id=t16_16 class="t v0_16 s3_16">Apart from all historical aspects, the basic di</span><span id=t17_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=t18_16 class="t v0_16 s3_16">erence could simply be </span>
|
||
<span id=t19_16 class="t v0_16 s3_16">phrased as follows. </span><span id=t1a_16 class="t v0_16 s3_16">In a “Lorentzian” approach, the relativistic e</span><span id=t1b_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=t1c_16 class="t v0_16 s3_16">ects </span>
|
||
<span id=t1d_16 class="t v0_16 s3_16">originate from the </span><span id=t1e_16 class="t v0_16 s6_16">individual </span><span id=t1f_16 class="t v0_16 s3_16">motion of each observer S’, S”...with respect </span>
|
||
<span id=t1g_16 class="t v0_16 s3_16">to some preferred reference frame </span><span id=t1h_16 class="t v0_16 s4_16">Σ</span><span id=t1i_16 class="t v0_16 s3_16" data-mappings='[[19,"fi"]]'>, a convenient redefinition of Lorentz’ </span>
|
||
<span id=t1j_16 class="t v0_16 s3_16">ether. Instead, according to Einstein, eliminating the concept of the ether </span>
|
||
<span id=t1k_16 class="t v0_16 s3_16">as a preferred frame leads to interpret the same e</span><span id=t1l_16 class="t v0_16 s4_16" data-mappings='[[0,"ff"]]'>ff</span><span id=t1m_16 class="t v0_16 s3_16">ects as consequences of </span>
|
||
<span id=t1n_16 class="t v0_16 s3_16">the </span><span id=t1o_16 class="t v0_16 s6_16">relative </span><span id=t1p_16 class="t v0_16 s3_16">motion of each pair of observers S’ and S”. </span>
|
||
<span id=t1q_16 class="t v0_16 s2_16">light ether. If that is the case, then one should be able to detect it, and thus I thought </span>
|
||
<span id=t1r_16 class="t v0_16 s2_16">about whether it would be possible to perceive through some experiment that the earth </span>
|
||
<span id=t1s_16 class="t v0_16 s2_16">moves in the ether. But when I was a student, I saw that experiments of this kind had </span>
|
||
<span id=t1t_16 class="t v0_16 s2_16">already been made, in particular by your compatriot, Michelson. </span><span id=t1u_16 class="t v0_16 s2_16">He proved that one </span>
|
||
<span id=t1v_16 class="t v0_16 s2_16">does not notice anything on earth that it moves, but that everything takes place on </span>
|
||
<span id=t1w_16 class="t v0_16 s2_16">earth as if the earth is in a state of rest”. In spite of these contradictions, we trust in our </span>
|
||
<span id=t1x_16 class="t v0_16 s2_16">synthesis (points i) and ii) above) which derives from two consistent Einstein’s citations </span>
|
||
<span id=t1y_16 class="t v0_16 s2_16" data-mappings='[[4,"fi"],[57,"fi"]]'>and fits well with the historical evolution of the scientific ideas. </span>
|
||
<span id=t1z_16 class="t m0_16 s7_16">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t20_16 class="t m0_16 s7_16">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_17 class="t v0_17 s0_17">November 26, 2018 20:53 </span><span id=t2_17 class="t v0_17 s0_17">Michelson-Morley Experiments </span><span id=t3_17 class="t v0_17 s0_17">9in x 6in </span><span id=t4_17 class="t v0_17 s0_17">b3435-main </span><span id=t5_17 class="t v0_17 s0_17">page 6 </span>
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<span id=t6_17 class="t v0_17 s1_17">6 </span><span id=t7_17 class="t v0_17 s2_17">Michelson-Morley Experiments </span>
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<span id=t8_17 class="t v0_17 s3_17">In spite of this di</span><span id=t9_17 class="t v0_17 s4_17" data-mappings='[[0,"ff"]]'>ff</span><span id=ta_17 class="t v0_17 s3_17">erence, it is generally assumed that there is a sub- </span>
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<span id=tb_17 class="t v0_17 s3_17">stantial phenomenological equivalence between the two formulations. This </span>
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<span id=tc_17 class="t v0_17 s3_17">point of view was, for instance, already clearly expressed by Ehrenfest in </span>
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<span id=td_17 class="t v0_17 s3_17">his lecture ‘On the crisis of the light ether hypothesis’ (Leyden, Decem- </span>
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<span id=te_17 class="t v0_17 s3_17">ber 1912) as follows: </span><span id=tf_17 class="t v0_17 s3_17">“So, we see that the ether-less theory of Einstein </span>
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<span id=tg_17 class="t v0_17 s3_17">demands exactly the same here as the ether theory of Lorentz. </span><span id=th_17 class="t v0_17 s3_17">It is, in </span>
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<span id=ti_17 class="t v0_17 s3_17">fact, because of this circumstance, that according to Einstein’s theory an </span>
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<span id=tj_17 class="t v0_17 s3_17">observer must observe exactly the same contractions, changes of rate, etc. </span>
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<span id=tk_17 class="t v0_17 s3_17">in the measuring rods, clocks, etc. moving with respect to him as in the </span>
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<span id=tl_17 class="t v0_17 s3_17">Lorentzian theory. And let it be said here right away and in all general- </span>
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<span id=tm_17 class="t v0_17 s3_17">ity. As a matter of principle, there is no experimentum crucis between the </span>
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<span id=tn_17 class="t v0_17 s3_17">two theories”. In fact, independently of all interpretative aspects, the basic </span>
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<span id=to_17 class="t v0_17 s3_17">quantitative ingredients, namely Lorentz transformations, are the same in </span>
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<span id=tp_17 class="t v0_17 s3_17">both formulations. </span>
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<span id=tq_17 class="t v0_17 s3_17">Then, one may get the impression that the present supremacy of Ein- </span>
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<span id=tr_17 class="t v0_17 s3_17">stein’s interpretation depends on the null interpretation of the ether-drift </span>
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<span id=ts_17 class="t v0_17 s3_17">experiments where one attempts to measure the “absolute” earth veloc- </span>
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<span id=tt_17 class="t v0_17 s3_17">ity with respect to the hypothetical </span><span id=tu_17 class="t v0_17 s4_17">Σ</span><span id=tv_17 class="t v0_17 s3_17">. </span><span id=tw_17 class="t v0_17 s3_17">Though, this is not true. </span><span id=tx_17 class="t v0_17 s3_17">In a </span>
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<span id=ty_17 class="t v0_17 s3_17">Lorentzian perspective, if the velocity of light </span><span id=tz_17 class="t v0_17 s5_17">c </span>
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<span id=t10_17 class="t v0_17 s6_17">γ </span>
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<span id=t11_17 class="t v0_17 s3_17">propagating in the vari- </span>
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<span id=t12_17 class="t v0_17 s3_17">ous interferometers coincides with the basic parameter </span><span id=t13_17 class="t v0_17 s5_17">c </span><span id=t14_17 class="t v0_17 s3_17">entering Lorentz </span>
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<span id=t15_17 class="t v0_17 s3_17">transformations, relativistic e</span><span id=t16_17 class="t v0_17 s4_17" data-mappings='[[0,"ff"]]'>ff</span><span id=t17_17 class="t v0_17 s3_17">ects conspire to make undetectable the in- </span>
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<span id=t18_17 class="t v0_17 s3_17">dividual velocity parameter of each observer. For this reason, a null result </span>
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<span id=t19_17 class="t v0_17 s3_17">of the ether-drift experiments should </span><span id=t1a_17 class="t v0_17 s7_17">not </span><span id=t1b_17 class="t v0_17 s3_17">automatically be interpreted as </span>
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<span id=t1c_17 class="t v0_17 s3_17" data-mappings='[[5,"fi"]]'>a confirmation of special relativity. The motion with respect to </span><span id=t1d_17 class="t v0_17 s4_17">Σ </span><span id=t1e_17 class="t v0_17 s3_17">might </span>
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<span id=t1f_17 class="t v0_17 s3_17">well remain unobservable, yet one could interpret relativity ‘´ </span><span id=t1g_17 class="t v0_17 s3_17">a la Lorentz’. </span>
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<span id=t1h_17 class="t v0_17 s3_17">As emphasized by Bell [31], see also [32, 33], this change of perspective, </span>
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<span id=t1i_17 class="t v0_17 s3_17">which may be useful for pedagogical reasons, could also be crucial to recon- </span>
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<span id=t1j_17 class="t v0_17 s3_17">cile faster-than-light signals with causality [34,35] and thus provide a very </span>
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<span id=t1k_17 class="t v0_17 s3_17">di</span><span id=t1l_17 class="t v0_17 s4_17" data-mappings='[[0,"ff"]]'>ff</span><span id=t1m_17 class="t v0_17 s3_17">erent view of the apparent non-local aspects of the quantum theory [36]. </span>
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<span id=t1n_17 class="t v0_17 s3_17">In our context of the ether-drift experiments, we want to add one more </span>
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||
<span id=t1o_17 class="t v0_17 s3_17">remark about Einstein’s and Lorentz’ points of views. According to Ein- </span>
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||
<span id=t1p_17 class="t v0_17 s3_17">stein, the original hypothesis of a real, physical length contraction along </span>
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||
<span id=t1q_17 class="t v0_17 s3_17">the direction of motion, to compensate the di</span><span id=t1r_17 class="t v0_17 s4_17" data-mappings='[[0,"ff"]]'>ff</span><span id=t1s_17 class="t v0_17 s3_17">erence of the light velocity </span>
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<span id=t1t_17 class="t v0_17 s3_17">and thus explain the failure of the classical relation (1.5), was important </span>
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<span id=t1u_17 class="t v0_17 s3_17">from a historical point of view but highly unsatisfactory as ultimate ex- </span>
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<span id=t1v_17 class="t v0_17 s3_17">planation. </span><span id=t1w_17 class="t v0_17 s3_17">For him, it was preferable to build the theory by postulating </span>
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<span id=t1x_17 class="t v0_17 s3_17">the impossibility-in-principle of discovering an absolute state of motion, </span>
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<span id=t1y_17 class="t v0_17 s3_17">or equivalently of assigning “a velocity vector to a point in empty space </span>
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<span id=t1z_17 class="t v0_17 s3_17">where electromagnetic processes take place” [17]. For Lorentz, on the other </span>
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<span id=t20_17 class="t m0_17 s8_17">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t21_17 class="t m0_17 s8_17">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_18 class="t v0_18 s0_18">November 26, 2018 20:53 </span><span id=t2_18 class="t v0_18 s0_18">Michelson-Morley Experiments </span><span id=t3_18 class="t v0_18 s0_18">9in x 6in </span><span id=t4_18 class="t v0_18 s0_18">b3435-main </span><span id=t5_18 class="t v0_18 s0_18">page 7 </span>
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<span id=t6_18 class="t v0_18 s1_18">Chapter One </span><span id=t7_18 class="t v0_18 s2_18">7 </span>
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<span id=t8_18 class="t v0_18 s3_18">hand, only a conspiracy of e</span><span id=t9_18 class="t v0_18 s4_18" data-mappings='[[0,"ff"]]'>ff</span><span id=ta_18 class="t v0_18 s3_18">ects, associated with the equality </span><span id=tb_18 class="t v0_18 s5_18">c </span>
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<span id=tc_18 class="t v0_18 s6_18">γ </span>
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<span id=td_18 class="t v0_18 s3_18">= </span><span id=te_18 class="t v0_18 s5_18">c</span><span id=tf_18 class="t v0_18 s3_18">, was </span>
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<span id=tg_18 class="t v0_18 s3_18">preventing to detect the motion with respect to the ether which, however </span>
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<span id=th_18 class="t v0_18 s3_18">di</span><span id=ti_18 class="t v0_18 s4_18" data-mappings='[[0,"ff"]]'>ff</span><span id=tj_18 class="t v0_18 s3_18">erent might be from ordinary matter, is nevertheless endowed with a </span>
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<span id=tk_18 class="t v0_18 s3_18">certain degree of substantiality. For this reason, in his view, “it seems nat- </span>
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<span id=tl_18 class="t v0_18 s3_18">ural not to assume at starting that it can never make any di</span><span id=tm_18 class="t v0_18 s4_18" data-mappings='[[0,"ff"]]'>ff</span><span id=tn_18 class="t v0_18 s3_18">erence whether </span>
|
||
<span id=to_18 class="t v0_18 s3_18">a body moves through the ether or not” [37]. </span>
|
||
<span id=tp_18 class="t v0_18 s3_18">Adopting such a “Lorentzian” open mind was for us an important moti- </span>
|
||
<span id=tq_18 class="t v0_18 s3_18">vation to undertake a re-analysis [38] of the early ether-drift experiments in </span>
|
||
<span id=tr_18 class="t v0_18 s3_18">gaseous media and check the claims of those experts [6,7] that over the years </span>
|
||
<span id=ts_18 class="t v0_18 s3_18">have seriously questioned the standard null interpretation. In their opinion, </span>
|
||
<span id=tt_18 class="t v0_18 s3_18">in fact, the fringe shifts were much smaller than the classical predictions </span>
|
||
<span id=tu_18 class="t v0_18 s3_18">but not always negligible as compared to the extraordinary sensitivity of </span>
|
||
<span id=tv_18 class="t v0_18 s3_18">the interferometers. This means that, in some alternative model, the small </span>
|
||
<span id=tw_18 class="t v0_18 s3_18" data-mappings='[[26,"fi"]]'>residuals can acquire a definite physical meaning. </span>
|
||
<span id=tx_18 class="t v0_18 s7_18">1.3 </span><span id=ty_18 class="t v0_18 s7_18">Classical ether-drift experiments: Just null results? </span>
|
||
<span id=tz_18 class="t v0_18 s3_18">For our analysis of the ether-drift experiments, we shall rely on two basic </span>
|
||
<span id=t10_18 class="t v0_18 s3_18">assumptions, namely (i) the existence of a preferred frame </span><span id=t11_18 class="t v0_18 s4_18">Σ </span><span id=t12_18 class="t v0_18 s3_18">where light </span>
|
||
<span id=t13_18 class="t v0_18 s3_18">propagation is seen isotropic and (ii) the validity of Lorentz transforma- </span>
|
||
<span id=t14_18 class="t v0_18 s3_18">tions. This means that any anisotropy in the earth frame </span><span id=t15_18 class="t v0_18 s5_18">S </span>
|
||
<span id=t16_18 class="t v0_18 s8_18">′ </span>
|
||
<span id=t17_18 class="t v0_18 s3_18">should vanish </span>
|
||
<span id=t18_18 class="t v0_18 s3_18">identically either when the earth velocity </span><span id=t19_18 class="t v0_18 s5_18">v </span><span id=t1a_18 class="t v0_18 s3_18">= 0 (i.e. </span><span id=t1b_18 class="t v0_18 s5_18">S </span>
|
||
<span id=t1c_18 class="t v0_18 s8_18">′ </span>
|
||
<span id=t1d_18 class="t v0_18 s9_18">≡ </span><span id=t1e_18 class="t v0_18 s4_18">Σ</span><span id=t1f_18 class="t v0_18 s3_18">) or when </span>
|
||
<span id=t1g_18 class="t v0_18 sa_18">N </span><span id=t1h_18 class="t v0_18 s3_18">= 1, i.e. when </span><span id=t1i_18 class="t v0_18 s5_18">c </span>
|
||
<span id=t1j_18 class="t v0_18 s6_18">γ </span>
|
||
<span id=t1k_18 class="t v0_18 s9_18">≡ </span><span id=t1l_18 class="t v0_18 s5_18">c </span>
|
||
<span id=t1m_18 class="t v0_18 sb_18">4 </span>
|
||
<span id=t1n_18 class="t v0_18 s3_18">. The reason for the substantial suppression of </span>
|
||
<span id=t1o_18 class="t v0_18 s3_18">the fringe shifts can then be understood by exploring the possible func- </span>
|
||
<span id=t1p_18 class="t v0_18 s3_18">tional forms for the two-way velocity of light in the limit of refractive index </span>
|
||
<span id=t1q_18 class="t v0_18 sa_18">N </span><span id=t1r_18 class="t v0_18 s3_18">=1+ </span><span id=t1s_18 class="t v0_18 sc_18"></span><span id=t1t_18 class="t v0_18 s3_18">. With our premise, in fact, for </span><span id=t1u_18 class="t v0_18 sc_18"> </span><span id=t1v_18 class="t v0_18 s9_18"> </span><span id=t1w_18 class="t v0_18 s3_18">1, one can expand in powers </span>
|
||
<span id=t1x_18 class="t v0_18 s3_18">of </span><span id=t1y_18 class="t v0_18 sc_18"> </span><span id=t1z_18 class="t v0_18 s3_18">and </span><span id=t20_18 class="t v0_18 sc_18">β </span><span id=t21_18 class="t v0_18 s3_18">= </span><span id=t22_18 class="t v0_18 s5_18">v/c </span><span id=t23_18 class="t v0_18 s3_18">and it is elementary to show, see [38,40] and the follow- </span>
|
||
<span id=t24_18 class="t v0_18 s3_18">ing Chap.6, that the leading term for a possible anisotropy of the two-way </span>
|
||
<span id=t25_18 class="t v0_18 s3_18">velocity of light is </span>
|
||
<span id=t26_18 class="t v0_18 s4_18">Δ</span><span id=t27_18 class="t v0_18 s3_18">¯ </span><span id=t28_18 class="t v0_18 s5_18">c </span>
|
||
<span id=t29_18 class="t v0_18 s6_18">θ </span>
|
||
<span id=t2a_18 class="t v0_18 s5_18">c </span>
|
||
<span id=t2b_18 class="t v0_18 s9_18">∼ </span><span id=t2c_18 class="t v0_18 sc_18">β </span>
|
||
<span id=t2d_18 class="t v0_18 sb_18">2 </span>
|
||
<span id=t2e_18 class="t v0_18 s3_18">cos 2</span><span id=t2f_18 class="t v0_18 sc_18">θ</span><span id=t2g_18 class="t v0_18 s5_18">. </span><span id=t2h_18 class="t v0_18 s3_18">(1.7) </span>
|
||
<span id=t2i_18 class="t v0_18 s3_18">Therefore, the fringe shifts are now predicted </span>
|
||
<span id=t2j_18 class="t v0_18 s4_18">Δ</span><span id=t2k_18 class="t v0_18 sc_18">λ</span><span id=t2l_18 class="t v0_18 s3_18">(</span><span id=t2m_18 class="t v0_18 sc_18">θ</span><span id=t2n_18 class="t v0_18 s3_18">) </span>
|
||
<span id=t2o_18 class="t v0_18 sc_18">λ </span>
|
||
<span id=t2p_18 class="t v0_18 s9_18">∼ </span>
|
||
<span id=t2q_18 class="t v0_18 s5_18">D </span>
|
||
<span id=t2r_18 class="t v0_18 sc_18">λ </span>
|
||
<span id=t2s_18 class="t v0_18 s3_18">2</span><span id=t2t_18 class="t v0_18 sc_18"></span><span id=t2u_18 class="t v0_18 s5_18">v </span>
|
||
<span id=t2v_18 class="t v0_18 sb_18">2 </span>
|
||
<span id=t2w_18 class="t v0_18 s5_18">c </span>
|
||
<span id=t2x_18 class="t v0_18 sb_18">2 </span>
|
||
<span id=t2y_18 class="t v0_18 s3_18">cos 2</span><span id=t2z_18 class="t v0_18 sc_18">θ </span><span id=t30_18 class="t v0_18 s3_18">(1.8) </span>
|
||
<span id=t31_18 class="t v0_18 s3_18">and are suppressed by the tiny factor 2</span><span id=t32_18 class="t v0_18 sc_18"> </span><span id=t33_18 class="t v0_18 s3_18">with respect to Eq.(1.5). As such, </span>
|
||
<span id=t34_18 class="t v0_18 s3_18">this basic di</span><span id=t35_18 class="t v0_18 s4_18" data-mappings='[[0,"ff"]]'>ff</span><span id=t36_18 class="t v0_18 s3_18">erence can be reabsorbed into an </span><span id=t37_18 class="t v0_18 sd_18">observable </span><span id=t38_18 class="t v0_18 s3_18">velocity </span>
|
||
<span id=t39_18 class="t v0_18 s5_18">v </span>
|
||
<span id=t3a_18 class="t v0_18 sb_18">2 </span>
|
||
<span id=t3b_18 class="t v0_18 sb_18">obs </span>
|
||
<span id=t3c_18 class="t v0_18 s9_18">∼ </span><span id=t3d_18 class="t v0_18 s3_18">2</span><span id=t3e_18 class="t v0_18 sc_18"></span><span id=t3f_18 class="t v0_18 s5_18">v </span>
|
||
<span id=t3g_18 class="t v0_18 sb_18">2 </span>
|
||
<span id=t3h_18 class="t v0_18 s3_18">(1.9) </span>
|
||
<span id=t3i_18 class="t v0_18 se_18">4 </span>
|
||
<span id=t3j_18 class="t v0_18 s2_18">Actually, De Abreu and Guerra have shown [39] that the null result of a Michelson- </span>
|
||
<span id=t3k_18 class="t v0_18 s2_18">Morley experiment in an ideal vacuum can be deduced without using Lorentz transfor- </span>
|
||
<span id=t3l_18 class="t v0_18 s2_18">mations, but only from general assumptions on the choice of the admissible clocks. </span>
|
||
<span id=t3m_18 class="t m0_18 sf_18">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t3n_18 class="t m0_18 sf_18">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
|
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)format("woff")}</style>
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<div class=text-container><span id=t1_19 class="t v0_19 s0_19">November 26, 2018 20:53 </span><span id=t2_19 class="t v0_19 s0_19">Michelson-Morley Experiments </span><span id=t3_19 class="t v0_19 s0_19">9in x 6in </span><span id=t4_19 class="t v0_19 s0_19">b3435-main </span><span id=t5_19 class="t v0_19 s0_19">page 8 </span>
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<span id=t6_19 class="t v0_19 s1_19">8 </span><span id=t7_19 class="t v0_19 s2_19">Michelson-Morley Experiments </span>
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<span id=t8_19 class="t v0_19 s3_19">which depends on the refractive index and is the one traditionally reported </span>
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<span id=t9_19 class="t v0_19 s3_19">in the classical analysis of the data. </span>
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<span id=ta_19 class="t v0_19 s3_19">More precisely, one can </span><span id=tb_19 class="t v0_19 s4_19" data-mappings='[[2,"fi"]]'>define </span><span id=tc_19 class="t v0_19 s3_19">the observable velocity </span><span id=td_19 class="t v0_19 s5_19">v </span>
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<span id=te_19 class="t v0_19 s6_19">obs </span>
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<span id=tf_19 class="t v0_19 s3_19">through the </span>
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<span id=tg_19 class="t v0_19 s3_19">relation </span>
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<span id=th_19 class="t v0_19 s7_19">Δ</span><span id=ti_19 class="t v0_19 s8_19">λ</span><span id=tj_19 class="t v0_19 s3_19">(</span><span id=tk_19 class="t v0_19 s8_19">θ</span><span id=tl_19 class="t v0_19 s3_19">) </span>
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<span id=tm_19 class="t v0_19 s8_19">λ </span>
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<span id=tn_19 class="t v0_19 s9_19">∼ </span>
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<span id=to_19 class="t v0_19 s5_19">D </span>
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<span id=tp_19 class="t v0_19 s8_19">λ </span>
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<span id=tq_19 class="t v0_19 s5_19">v </span>
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<span id=tr_19 class="t v0_19 s6_19">2 </span>
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<span id=ts_19 class="t v0_19 s6_19">obs </span>
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<span id=tt_19 class="t v0_19 s5_19">c </span>
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<span id=tu_19 class="t v0_19 s6_19">2 </span>
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<span id=tv_19 class="t v0_19 s3_19">cos 2</span><span id=tw_19 class="t v0_19 s8_19">θ </span><span id=tx_19 class="t v0_19 s3_19">(1.10) </span>
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<span id=ty_19 class="t v0_19 s3_19">to make clear that this is the velocity extracted from the fringe shifts. </span>
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<span id=tz_19 class="t v0_19 s3_19">In classical physics one has </span><span id=t10_19 class="t v0_19 s5_19">v </span>
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<span id=t11_19 class="t v0_19 s6_19">obs </span>
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<span id=t12_19 class="t v0_19 s3_19">= </span><span id=t13_19 class="t v0_19 s5_19">v</span><span id=t14_19 class="t v0_19 s3_19">, where </span><span id=t15_19 class="t v0_19 s5_19">v </span><span id=t16_19 class="t v0_19 s3_19">is the </span><span id=t17_19 class="t v0_19 s4_19">kinematical </span><span id=t18_19 class="t v0_19 s3_19">velocity. </span>
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<span id=t19_19 class="t v0_19 s3_19">However, in other contexts the two quantities are di</span><span id=t1a_19 class="t v0_19 s7_19" data-mappings='[[0,"ff"]]'>ff</span><span id=t1b_19 class="t v0_19 s3_19">erent. </span>
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<span id=t1c_19 class="t v0_19 s3_19">In any case, due to the formal properties of the two way velocity of light, </span>
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<span id=t1d_19 class="t v0_19 s3_19">the fringe shifts should represent a 2nd-harmonic e</span><span id=t1e_19 class="t v0_19 s7_19" data-mappings='[[0,"ff"]]'>ff</span><span id=t1f_19 class="t v0_19 s3_19">ect, i.e. periodic in </span><span id=t1g_19 class="t v0_19 s8_19">θ </span>
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<span id=t1h_19 class="t v0_19 s3_19">in the range [0</span><span id=t1i_19 class="t v0_19 s5_19">, </span><span id=t1j_19 class="t v0_19 s8_19">π</span><span id=t1k_19 class="t v0_19 s3_19">], with amplitude </span>
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<span id=t1l_19 class="t v0_19 s5_19">A </span>
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<span id=t1m_19 class="t v0_19 s6_19">2 </span>
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<span id=t1n_19 class="t v0_19 s9_19">∼ </span>
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<span id=t1o_19 class="t v0_19 s5_19">D </span>
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<span id=t1p_19 class="t v0_19 s8_19">λ </span>
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<span id=t1q_19 class="t v0_19 s5_19">v </span>
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<span id=t1r_19 class="t v0_19 s6_19">2 </span>
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<span id=t1s_19 class="t v0_19 s6_19">obs </span>
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<span id=t1t_19 class="t v0_19 s5_19">c </span>
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<span id=t1u_19 class="t v0_19 s6_19">2 </span>
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<span id=t1v_19 class="t v0_19 s5_19">. </span><span id=t1w_19 class="t v0_19 s3_19">(1.11) </span>
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<span id=t1x_19 class="t v0_19 s3_19">Notice also that in the classical experiments, where one was always </span>
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<span id=t1y_19 class="t v0_19 s3_19">assuming the identity </span><span id=t1z_19 class="t v0_19 s5_19">v </span>
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<span id=t20_19 class="t v0_19 s6_19">obs </span>
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<span id=t21_19 class="t v0_19 s3_19">= </span><span id=t22_19 class="t v0_19 s5_19">v</span><span id=t23_19 class="t v0_19 s3_19">, it was customary to formulate predictions </span>
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<span id=t24_19 class="t v0_19 s3_19">for the orbital earth velocity </span><span id=t25_19 class="t v0_19 s5_19">v </span><span id=t26_19 class="t v0_19 s3_19">= 30 km/s. For this reason, we will often </span>
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<span id=t27_19 class="t v0_19 s3_19">refer to the classical expected amplitude </span>
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<span id=t28_19 class="t v0_19 s5_19">A </span>
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<span id=t29_19 class="t v0_19 s6_19">class </span>
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<span id=t2a_19 class="t v0_19 s6_19">2 </span>
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<span id=t2b_19 class="t v0_19 s9_19">∼ </span>
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<span id=t2c_19 class="t v0_19 s5_19">D </span>
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<span id=t2d_19 class="t v0_19 s8_19">λ </span>
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<span id=t2e_19 class="t v0_19 s3_19">(30 km</span><span id=t2f_19 class="t v0_19 s5_19">/</span><span id=t2g_19 class="t v0_19 s3_19">s) </span>
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<span id=t2h_19 class="t v0_19 s6_19">2 </span>
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<span id=t2i_19 class="t v0_19 s5_19">c </span>
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<span id=t2j_19 class="t v0_19 s6_19">2 </span>
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<span id=t2k_19 class="t v0_19 s3_19">(1.12) </span>
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<span id=t2l_19 class="t v0_19 s3_19">as a convenient reference value to compute the observable velocity from the </span>
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<span id=t2m_19 class="t v0_19 s3_19">experimental amplitude </span><span id=t2n_19 class="t v0_19 s5_19">A </span>
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<span id=t2o_19 class="t v0_19 s6_19">EXP </span>
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<span id=t2p_19 class="t v0_19 s6_19">2 </span>
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<span id=t2q_19 class="t v0_19 s3_19">through the relation </span>
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<span id=t2r_19 class="t v0_19 s5_19">v </span>
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<span id=t2s_19 class="t v0_19 s6_19">obs </span>
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<span id=t2t_19 class="t v0_19 s9_19">∼ </span><span id=t2u_19 class="t v0_19 s3_19">30 km</span><span id=t2v_19 class="t v0_19 s5_19">/</span><span id=t2w_19 class="t v0_19 s3_19">s </span>
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<span id=t2x_19 class="t v0_19 sa_19"> </span>
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<span id=t2y_19 class="t v0_19 s5_19">A </span>
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<span id=t2z_19 class="t v0_19 s6_19">EXP </span>
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<span id=t30_19 class="t v0_19 s6_19">2 </span>
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<span id=t31_19 class="t v0_19 s5_19">A </span>
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<span id=t32_19 class="t v0_19 s6_19">class </span>
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<span id=t33_19 class="t v0_19 s6_19">2 </span>
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<span id=t34_19 class="t v0_19 s5_19">. </span><span id=t35_19 class="t v0_19 s3_19">(1.13) </span>
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<span id=t36_19 class="t v0_19 s3_19">The main conclusion of this discussion is that those small </span><span id=t37_19 class="t v0_19 s4_19">observable </span>
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<span id=t38_19 class="t v0_19 s3_19">velocities obtained from the measured fringe shifts, typically </span><span id=t39_19 class="t v0_19 s5_19">v </span>
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<span id=t3a_19 class="t v0_19 s6_19">obs </span>
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<span id=t3b_19 class="t v0_19 s3_19">=6 </span><span id=t3c_19 class="t v0_19 sb_19">÷ </span><span id=t3d_19 class="t v0_19 s3_19">10 </span>
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<span id=t3e_19 class="t v0_19 s3_19">km/s for experiments in air (where </span><span id=t3f_19 class="t v0_19 s8_19"> </span><span id=t3g_19 class="t v0_19 s3_19">is about 2</span><span id=t3h_19 class="t v0_19 s5_19">.</span><span id=t3i_19 class="t v0_19 s3_19">8 </span><span id=t3j_19 class="t v0_19 sb_19">· </span><span id=t3k_19 class="t v0_19 s3_19">10 </span>
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<span id=t3l_19 class="t v0_19 sc_19">-</span><span id=t3m_19 class="t v0_19 s6_19">4 </span>
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<span id=t3n_19 class="t v0_19 s3_19">) and </span><span id=t3o_19 class="t v0_19 s5_19">v </span>
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<span id=t3p_19 class="t v0_19 s6_19">obs </span>
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<span id=t3q_19 class="t v0_19 s3_19">=2 </span><span id=t3r_19 class="t v0_19 sb_19">÷ </span><span id=t3s_19 class="t v0_19 s3_19">3 </span>
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<span id=t3t_19 class="t v0_19 s3_19">km/s for experiments in helium (where </span><span id=t3u_19 class="t v0_19 s8_19"> </span><span id=t3v_19 class="t v0_19 s3_19">is about 3</span><span id=t3w_19 class="t v0_19 s5_19">.</span><span id=t3x_19 class="t v0_19 s3_19">3 </span><span id=t3y_19 class="t v0_19 sb_19">· </span><span id=t3z_19 class="t v0_19 s3_19">10 </span>
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<span id=t40_19 class="t v0_19 sc_19">-</span><span id=t41_19 class="t v0_19 s6_19">5 </span>
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<span id=t42_19 class="t v0_19 s3_19">), can now </span>
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<span id=t43_19 class="t v0_19 s3_19">become consistent with the average </span><span id=t44_19 class="t v0_19 s4_19">kinematical </span><span id=t45_19 class="t v0_19 s3_19">earth velocity </span><span id=t46_19 class="t v0_19 s5_19">v </span><span id=t47_19 class="t v0_19 s9_19">∼ </span><span id=t48_19 class="t v0_19 s3_19">370 km/s </span>
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<span id=t49_19 class="t v0_19 s3_19">obtained by studying, with aircraft and satellites, the Cosmic Microwave </span>
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<span id=t4a_19 class="t v0_19 s3_19">Background (CMB). </span>
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<span id=t4b_19 class="t v0_19 s3_19">Apart from the order of magnitude of the fringe shifts, another impor- </span>
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<span id=t4c_19 class="t v0_19 s3_19">tant aspect concerns the time dependence of the data. </span><span id=t4d_19 class="t v0_19 s3_19">Traditionally, it </span>
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<span id=t4e_19 class="t v0_19 s3_19">has been always assumed that, for short-time observations of a few days, </span>
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<span id=t4f_19 class="t v0_19 s3_19">where there are no sizeable changes in the earth orbital velocity, the time </span>
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<span id=t4g_19 class="t v0_19 s3_19">dependence of a genuine physical signal should reproduce the slow and </span>
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<span id=t4h_19 class="t v0_19 s3_19">regular modulations induced by the earth rotation. The data instead, for </span>
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<span id=t4i_19 class="t m0_19 sd_19">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t4j_19 class="t m0_19 sd_19">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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qdFYqm6Zn0xu4AwiRAozBw0u07kvIS/97CP1tDDjPjOK7yYXABkJgixr9Bfzc8rEbPwDeAh8DvA0UyYoVn8ZQ20OkbbvXim12DmPMkxF2szCM0bsj4dyR46PcyVHQO9qL9tK/Xu0EQYvCy26FkUWFkwnF6mOLAHiwIqSDaEba0czstxUBdKHBFKCKEHegIY1+jKH5cz1cPQgG405HRwKLRXHK4/Z5C04fwonGpGhCcXDlUgHbcLnUs3NnrxRVf/Xhxot7rtDeP7Bx8/yrz8iwD7b940fQpn121399uFkju//+Uv3Qr7Q9T74AJ0HsmbqO64cIP5m8AHjBStU/5L7ZjSnukhuz1C9i3o/iX15Evx9zv28dhpc/4brIPQyvVR1WC44RjIdkaAuP7IrhwzC/x2Kx+n38c/AqhP+DcBAYNq5O5+rVppmrvYiS00+MnoYn0um2PEAb83ocbq/PIxURPR2In1GKLsoF7CJ4zqr6kfVT+KRwbhyutJDnk6ZT06a3EGKIKs3Df5pvD3Lis/raa2jth8klIACG1WmyE14GLodLXfgS7G77SftJN0HaKbfHLruJNOOW0Ad4P2uGZhbHgYDzfoefN7OQpNzUchvpcT8gqEAKWPDNjuf8z2IMCCJm0LuDYu7IR9zJ48i6Qu0IL1Tr1d5R3buQi1WcFX3GvcK9QpOccMCwvUhwjExbkZVNrMVM2vEiNFmQaQkODUA3L1flqmOmXV1mDNeM0oaXGi6AQam9VPbhUg1eDqntK2+ZlUun2/96y6Ovf6DdDA8vnNEmrDz9Zx+8Bi559K4fLymvMX3y5JvbHtBe067Onm/R/gIMfzn/zN/xIXIZyIGtanWyfz6N0XFvPEVX6Kn0MnoZs56+mnnUfzBu9kk87wN4BkY5K+/DXBbsREqNWqX9Jmgy5VyuYbhWtQfI3OaUlVseIpdvV6DyawyANmCFJZDBTLvb8sgDEEiDH7/RcAIETW6wJry7AQHG1cfQquhYCbwRlMBgyVtoLxU7EobZmwHqmyigqVcnOpAaUeutPb23bS4PvmvlOWz78I8GLz8vWwwnj95+38PjE+cs7Fqhval9cfViSf7lml+vXH72LRATuu6+esWaszML6Hv3PnL5orOzlVR56Y7ntfcmtwh5YPi9D/HnEOI+BqzgJjV8FQ5JK0WYMNwKIFzrtFpxaAUWnGABRFH4WbgO0MAC79nD4iRrYYdhSDWBB0x54n0CI4Zh6ekIpVLbKZx6FmOBHVgQNHabQZ/B44PV+kegt5c7Xj1RdVQMPHRINmXTBIpKAM3tOi4mKLkKjoIn5og5pCI2S/PAz/sufP31++v7iTvqU/Dvnb7mJu0xOOsmw8bjznyGbyQ3ggz4rZq4OQCLjNsDAZbyke6o22O2mOw+gbPb1zoDASGAZgSZygzDdjUkmx4IBDDBLzygeiQHR2AnZSu5PLp3u+dXHsyjsz8LUoj92dbm8g27VoURoV5FS92Q47/gRo0ks8mWTZPGDoz9OAoo1joMSyM788gfFDGOMxEpLIWkoIRykcKIJIp2cTRQkqkIxQARw1BwRG5hhL6W66+HTXJwMqKEgghRdhkeQdtgTNJZ4QtBRIwYCoA6M36/r33tL7Qv7vue18xgOHYUPh6JidwMIu7RNsx6YNqG8yZN0Q78/aLqknTr09cfvgvia3pxE2Mm4XvekG2fidwl+lvOmbh78bva267wzFCrzg0crEDYbiYXoxzGgwJMqzu/T28Lbg1tle5J3916X3Zr4cHQo+mHWh8s/KPVSrZ6W7E0USO6qK62rvZ+aqJvQmJ828T2efggcRmxlLyaWGsZsl7hXeu7gl8n30bcSt7ku0feg+8h9pJPS39KniTCSSLOF3GcJdiE3+qPV4kupZqYR873zxfmF5YRy8hl/mXCsgI3wBQUniTsHuNidm4Pk+btGat9efRpbDlIbU9hKZSdVHPRs1zcyyx/IQdzepYqdiAfHRzVE5U+NtzU8EtfxYhb7S3ZoMS5TYjrbCujGwTlKFfIUwSOiB3FsKwZZasWNLiDziLkJKcRzZrp6nr9B3n16kEU1eLIrZWEDZkI5apyyXBslLm8PiLxVZpH3q3bkIrpzl0ulbGhoQ0vzp7xgxXL4z1XXLngqh+s1T7IT3ln147nF3Vu2Hnnn/b+/C9nF2+MXrdwxaZbSr+YecvP8J7W6SsuvGnduRfsmMj2Llz3veFfrr1isDj+2mc33jGy566Ni3rnNny8duY1fBeyow2kwT515if8J/4T/Ak/MUGcHbwycKW4KbBJ3MbdHdgq7uSeSb2aOsodTdmyjJ/n/ckIDnHS7Jd5fcLIZ11og7bJNp7ZniZ5K7kZOKBDVwKt5s1JHePWTEMJDCJ4e0edlaHcID+K8EWOYeCM/MPQZAjtqNJCcVYFwWnSMaXtyB0sCaQF2BSDHINjDC0ADWjBIEK2VNZDJNZAsiAg7DCEIQqXpbL+Ull/YoDpLGD9P2IJ6rZNF61ffdf+v61ZsfGlFQ+xl46/ZuqyjVxsypKO9M5Do/uw2jSBvT75GiSe2L3lX7ii7Xj7Xu3g1T8cn/Ak+UDbxIu/PE/o9Fj+/vCb0G34QwgA8kGEIwYiKMVX1Z24Hef8uJ9w2p1cIByIpPE0kaIqeIWoUNVwNTKLneW7Db+N2MzcbLrReqPtRvuN3G3h2yLb8G3EndY7bXfa7+S2hbdF4gPWARtGMwwFfF4vxHgePfx+SATwhykuYLcGbElWQv/AHvH6MR4HPhu8CjKmCENRGSd6o4llU070ScqPe1kTI5E26PeyFMFHIAOwjI8fhrNUi0mVTAwesdtwJjbOhAK0DR5AUX4S2g6OmUA0d1zw1+u8rlSqSDJWBV27oGhXaaYvw3xj0Q5deWOSNvJapcLr1xwYhTnuhD6ihz7ZxJEbRqqbuCrNVdHFVkUxHvmIGUKkecpIiYZgU/90KDko6T6DopsH4ltGP9MWn3XWQvhYEmqF2qT6P+d1uJ2z6p/ODLcIk2ACs2Ed9SP1/5JNl3yAj566cl2ZlWXG12qf1nLglfOFDreFkpGxkLWQ7iE3kFMR/+PgPrX9UAA+wgwzw8KewJcMWWKckj0QT8ZdUsCXjDldGJtFagDDsrFYnKHOe0GE4jBG7VGstpQLqV58tyIjjiNcOE1neZUb1R8ooemaDvE66Y/iplAwHIwEpSBBEbIgMwoepcrQ5EcDGcTKgA6wZTimc1sa/I6jgF8uObiEIiGGO8iGIkwUpYiPcDSoHkPCsm363378nyOPaJ+Pb9OuWTXQtwZLQt+/wwUbrp05+ycf1w9dFrlwC1wEu+/fHCqc+ut6S2UdfvsqlVEWPKjNuU/74sJquKuZ94lDCJMkSIFX1eUXJ4YSNyVw28vmgJ2F7DW24L1CwO6H/tYgLoFAMhknpACTjLnv9QUAD/lWd9Btw/3huImXEyweV6KEy8bYlV3RbNKeZdyuTDAUSqYYLMmkUrifX2eayq4DykwFU4Yxdk/aGU4RuA5muqUJJsqwx49XkWpCgUO/6PdGudHRpsbU9UKl4mjITcCdGISjX6TTjWvzqS4eyl+h5oplUarUkdQTZ8FhPEViu6A/wyXoW93ft4ZQ6Q7h0qe0z1o9sPvGSd583jfpBu3A9P2vHTyrMnjqcWyBbAC4op9RtKObZwaTWnnGlZpy5XSNrHnn79IeQhAaOgThSX2KnsjgBXXpJxKkTSYzJfrNPjFlrphRpBW/I75qMrMm1mzOIDEisiZTyhkKBUMBFge0lQ5YzCYGAzEf7g54xWBcJj2MKkpBT9KSdHiTQjwZZpJyEkd/ICiSQjggpDgUeok9iVA408AyoYxhqXutLkC++IJDKgVdajnhZQFVgr5q3ae7dvMNJM2lCeSaJJfmmGpDlX4NIVJiHuSP36hQUNnoMNxT8m2cNOEauBUehQfgvWv6+tbUX7ymVj8u1uttkZVaWLae/zNcXdlPKaf+SZgUpn/F6dWrepGDsuNvwO89tYa44PTvHilIFlmPq7UzH5JXo7rWjKoYETyodhx0vup+VcDfch51HxXww7YD3AHvYZ54x/Ym96b3HZ7oZ5isaMexrM8kigHyvIUu6EI++vQ95ofNmPm8wDBG7g4F9Uw0iDKRwSnkpI3CtB0IftmjWBWHDHlzGeBeEnmmDc1oDs2AgNyTcKOBtTBlSDmZ8rdLUpTjEUiDwFloBw4OKTDMgZVLyEm9Do6mpAiqSCGUtX17INROPzF85tPf/hq6oefXv3njee0f2vvP/zt2P7xIOwxb4VR4FmzRDmvPwUkH9+w9oA1rTx741UuHYCf20lfanOxGnDKDFvA39apJwlsBLCHuix2IvhH9KPov8XiUJqKeqCfWIspRUmR2Bp8JYvYplkBLMs5JAXcyZpfjLRxtjkWjKWcwiFgVFcU4qv+ysZnxhfHr4r+KE/G4xeUK0Fk3FrEkA6koIwajMRGSkoyf51+hSlDSHTbDyinOrpMsk/7aYY0qsJbTOwx1lDFGG1XPSH3DiJ4M0Ato3IS4tYGrgqbaR0UxGDQM4fTyBOWTSYXy4rMgwdOzYDPbG2UhKI+VRh4H/IqS7Xo9RNGNpAHpBjWxdRf+fMuM6+cktOuGusatxMq7h94/9Bh8KDGjpu3V+DXj19UPYQeU/n1PjIv5sxpdv9Q84Tr8ysv6TUrrrI/ue0Cof5nPUDI2RGor1tRYg5NTUe14C/4Uwl4F46BFveQz5ZSC0YkJFGaJbWO3VR5lHzU/Yn3O9KrpcO5w/pjpWP5o2xem0bx9DpNpa/GJYXcYFOx2aJ/cni1V2jJ2FlBuxl2Q6WxPycz01Mzj6HGVBGfOjWtR29anci27WrCWYQyobD+fCAxE+4gBdRiDu/v7dCIfr+tFSPUThGG9+pEeJEcbZaahrQyZdaQRJZ0NMdvd0xtLWnyQxmSrQilOBdoIBdA9RAh44r4Q8PpcCheCiSRuAQqEwGYne5kQcCTcIV3VGhU6RA+9UE+PCVygi1uIMpHRhUH1Sbxckhtm0u8ZqjbWbLH59N6G8a6yp6HMEk2BBrGpa6feUU3k+9Zr4EcLoMsdXV7IZlnZE2zNP/7wi+NlxpryheSI3Nk1UMOnleafM/tauAFrUbLnr56fFqdUli+qfmfWJcl+IZCzVJhOr7U7PuG+a8d/T1vZ5U3YAh0JvzK31hcprR/ERhu+RJ8ZxX9NrkOVjAx+oLacsEDKArdZYYyBRz0zgQjviFEyHZMClMeMA6nHTAcWO8yhAdswhqlsQk5QOfd+D/QMwzONOKtXs2Mdr15npTIGPjD6O4YJeDFi4SKWkAJFDg1hq6TAoD2gAKMHkm7C6UKRtYCwQirWqAuADpHeCwKN9kDDBeg1e2lM6Fhw1Z2vaf91bOVbkS5o+n7HbZuu/cHEzcS/ooJKUfX78+mp/zr4hvb7uRlC6mo7taj191u31uf0a1gDgxzCYCq+C0RBDDyqTr7V9wAz4njL8Rb/geOTEF00jzfPNi8zLWOXepZ6v2taz37X812vOcn4eJrlfDzm4100ayWtBWTsO1HEHSeaY1hfLMwjiJ6UuYGwzlY53igAnBWdpKODKDIc0RN3pdktqjTVfyAosU4AnUFOATYJDawj5FKAPWJVjBYRZxBOz0fA2yiSclBJNMsoXSiVfWNyHxRi2Hf3ZPOxosVijUilNT95/M5Lz852iZXe9ff/298g9XIG33X9dKmSz+aLXs+hB+/520BiluOqCTef/MPvYEsDmzaEzSg5BFpBF3hHXXFv8tHk4eQrmQ8zxzMUWJG9Jntr9sfZx9K/yD6Tfjb7m/SR7MHOY+l3sm922vD0tBQWY8xHiZmsaL7DEYr4ZgbF0BapvS2fI3xENNGeQ1md7OginK0O2FFopbt6EgnJHCVyzoTqgz7k9Hur5YGftsAWHcJqt1Gn6gG2Xm0IzCbDdAHe7GsbLGteGmQrVpKZYqasgEoSDaV0hwI7U13fIJtRmaICwzfWaNSLpkZPwYO7m45qh4miASym11HOUrMrqYOOZWtJOVCwOMPntM6LcjKFQQyLjDd7zdStP6E7U5MX7vxD/em1C2/tu/a2rXfhuyMeGfbUshgueSyChbRhSyvru0//blwHxCQs3226uia0QvrxP8Hy6UcWpODjNyz/j5/vOI1ib/LMp/gF+E7gQmogCP6kDi5llllWOi/zXE2vZ75r2eDY6Nzg3uA5bTtpt85iLmEWOkaIQ843iE9MH9iZGmNifTySSZiJxSmkgVDdOhGnRHFx0EVvoX5GYdQ4qznIa1hfkPsd0ro6e8P4O5wOfTjULF+dleOjTf6ONuNrfczD0W+TxC22ACA9sqC4nUZERdI4BP08acMV4HWIaA7RQNgpwwpG37MRT5sVrdcjhaCOO6rnmojrBa2kE72MXfRG/Sb2+RuW3lGLpf788+d+858v/KIascGHzIG2ta34zpee/PSNyy+2bHwbivtegfHJF5fOWdI2dzLSokmUwDjEZQVcqZbLLCoU/WwKgaHgvUBU3otLvaL8XgyXSMXl5R1b+YIZhslKKEhTlCKzeCiShKiYJ1STLSjl6BwCcB88AxI5PeZVj5wYrHDGkULVaASPNmQ5qn4gz43w39CQsWKhozx2pKH7L1LgKE0Eod7bMxJ3cln/Y4+lz3ln7q35aLAl6LAp0WkB+6kva9fXPxfJ8SuxG/p/uuL1Cd1SRywjeIJTk+NG++vXru41iYbmdqJ9foxieh7sVb3jvfBLHzT5BB8mMFwunMdivWJ4GJ5Su6P6vvORuNArhiKxdK+Yi8TG3DUVS6dTMcGBU4k8wXnsINHjofO5cIiNx3J+QXfNdi6RziGFjSJ/e5shfj4yFHajTP7KNb8O/oZeHAQGRThZ8fKKN44ECy/7EiFoJNWmN5a/0fXvgb3Q10gCvv/7VKB5w3lOIdhp9lgz1/sXYr1tcy/5WXekbZp21pz2cfNmbOmYpU0Uzd2X4/s7izgWt8pMiK5vmxStbp50hXbpMpUVRUvX5XDroqtWOTTXqk6L2Ih9iC+YDeFoRrlxUFViFnuvRZQj8Vgkwke4mT6R3yJGwpydEGVmKwZEWo6zCUOpRMxbyUQ48i5n1xmi5HRhiPzHOOvonW6ok0aI4k4g4rflnV/ToYgbm0s0Q5G+8bFtP1LNpGu1dKZ63fJOkz1v9rSnd40XGay8SBPIUk/NePWUgy1eAd8d508RtrCtErTQTL19TRcjNuox2djTNUhDT1EjHoD3A9EXiXsjTstRosssWu5wOgicQH7n87J+tJenHM4cTui74I1dfPu4prn88jeXXCq3jy24ZbDP7K7ZJP+m52m8eoEmiqbKufjrff4WipLiVYv71NlzCrSor0tCdWIH/giYAf5bFUv+jgjmiDxsw85KnVXFuG5uengG3ltu7RdTz8NTKFGrSJmJoIpYPC1KdAFxRiQe7xKTkVi5V+yOxCZ3idMjMUuEnIm2tMXePzlQVidP6lfLpdZ4wE0SlvEzXPb28T2+9p5w2GenZ0yvdqeS7EzdeOZYPJe9vfW1VmxS6zCcqFonqKVybtzt6msqNklFd56eQLgSk3OkgcpZOYP3Q8eHBnld/Y9NGs0io100Xa/XmxV6I9k381NDPzqyqHJqy+uBT7d28RtZCJEiCPULSk7/Lw9o6Ev6f98auyPNEJKJVo/HNinxBElii++Y9p1axDOlfOHiHaVw7zlabU7ZI182TpVLlQVa8cIOt7S8NtRaPF+rCLQrOAcjp2QJMsZbB1jbpnnjJyjjpsZ7bpyyXVs0scAIIlM6F+5alD0n7S9r4OzzcEGwDNwE+W1dF/WX6u9O64JCs8eEf4j/EhRAB3haPd8vTBewu20P2VAwCktce7iQk3olUu4VpUhUJ2MhEhe7xEgkhnRKu27CBivt2VZZdBE4XXDaUz2+hJ0utEsRtoPuUORcBxEQkeWeLjkT2RyOE3pEKhX1iMQZIUkvDYz2CTIHqs0qjjHv0+EnB4lGQEokeSHJKyg5CQl/6uuANLj62/TuhbpV/j8B6StrQHlixeLqNrlsqfsuoPEFHTPOG+i8rGtAmzW5S53dXYuW1PHaVHhMNBUXIBYLCobFLO1h1nTn7EhbYtpLWuskFYoiW7sEPjZ7ddJXrL82qQ0TEZI46DjzZ/xFpAP08wc/2KJmDpo+NmF3c/d5t3OPeU+wpBe4CZ9vFnseR3YxfMGP0c4CY/Z7BvxmEqX1vQH7gB1Vu3pmDwhNUeWsjH6zHZABPqtsgXYF+HCPAh0mNHPRaGYDvAK9BBo41qkAN4WGrxsBRvweFBBlgceNxaKgCPQCyGkodixW7qgfOgiJ0y/v107C87uW7Lh91fptW2TsHujSTr99SDsKhTfhTzvm/8cT2pHfPvw4bK/qHDJpfWi/u4EFsWhEPb9kKkl3+++Td8oPJj5KnEgwrEwmpsj4Q3E4Pg6jDNdvFQtH49l+sf29GB9xGIE6YDGzOJnlsqlCa9hhYUksFGB6YnSAxhanzIV2GzmgGCVNMYRI5NjPQU6nUeNsZKyk0bNab4NATdHj+9qXG2oznsRpPEkqkI6jgUhgCqBkRoFNsakrzdVGS/OrCgZ+I9mV9eDZJJfXADChJJqEWvSdCZfdd//SKd/VXrygIBfMLueF5AhJ9rXPu/D7h/66pzOllvpWao51/X/cP7x3fkYz1R+jBibj+6elkdIMwwETtakv0vn5kZe1Z2yeTm3fxVkm1sgJJgTyblT/pMBmddpICJajMJyCujemUFjt18OqOUL0IlmwhYuGQ3g6Ho+iJJFyB12R64IwEswHseDWIJfw0SiIXidAIe1KxBvS4KldaOMtuSODRpgcGdRBnP7RkdHVg83DwG+DCMci4bcUQBOW5vGvniWbqb/skUwLqnIbKzkrV/naizSuXqkW1DZZme6NXTJzUHNJTNtM+NLiWSQhuVtMLp7lHjh/SS2b6pywuqrVZvdjUiPXX3pmFHsFcawNtENclVzABb1YylqxXmpZal1vXm/ZbGFTTF5sex25JfrMMPzRk2iOMoSk2qMtvOh/XQ2IkhBGu9dfQ089+mtpyWkFLINWbGUJMlxod9JkocXcbhfgX4UzAiZMYMa1g3wCJjqiw/AfKgcSq+zb7fvtuH0C6EBVEYJu6A1+8KNR7g0E2ejQyOBqvumojq/zSU34gheOfzwI0WwUzUaNWwJ//GPICbVRNGm4tZhMRSTOgdR0ignBiCMaAnSSDAGJC4fgWEWkBz1XwetrslQXqI3DOaNH7IqN1Zth+LU16BhcJvkSEzZNndPeu+rqddvXFzcyTo7i6bA72nPFhJnf/96bu2+v3muzOEkByrB7TW3VuX0tM2S17+b5q+5IsmbtL4tKS2Z3LZg0cd22obuTDgu+D3HTj+zSTexAKX+O2mJywEAUc2OVUJRSzRI7ke6xm1VWMsfVkASiWM4d4FVHxo0k6pFjwsvCsdoIz9VHjqAp9xYaQG996A2Bf1noPWIcViNRjsjmieHNfoxxjKwfHetdcbRlvRDUiYeZjmBWfkK8GBW8HetKQy2+FSRp4sfXVltJfNuk+v5pifFR2Rua0LW0cjF2AU6RrNldmXgvYT059h2iN1G8ToMMeESdMZWeGp5HzwuvoFeE19M/pn8cNoWtYRsWZNgu0RaJKV1iOhJzI4XpEt13+EW/EuRYE5m2AQrF7x7JnKHFBJuzZzIyZ0flGdiTBTAnK3q80k/lm61uvefIGd8sGNVTHwpZlW+FKmc0jhG4QkRhCMTiWAyxwEh56UZ7ATaaVMj1Gh1Gw9tsECW4qFKDRimsA4XSYqIow5pLXjwwTlaq82B/21nljpowl8QGOmddOGf6jKh3Evwr/tP6dQOpaa3+DBafnielujpQwEW73W2KmqgdZyeqPbU7MHpmwEGLFj0mtZz5gvwhvgN0QUa9WaGVfMVTCVSkrihlohkbY2fcpjwfTUWvdG9ymxJYAk8QZayMlwmqvSjk8xVnaz4gBsSi4PagJTNMxen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<div class=text-container><span id=t1_20 class="t v0_20 s0_20">November 26, 2018 20:53 </span><span id=t2_20 class="t v0_20 s0_20">Michelson-Morley Experiments </span><span id=t3_20 class="t v0_20 s0_20">9in x 6in </span><span id=t4_20 class="t v0_20 s0_20">b3435-main </span><span id=t5_20 class="t v0_20 s0_20">page 9 </span>
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<span id=t6_20 class="t v0_20 s1_20">Chapter One </span><span id=t7_20 class="t v0_20 s2_20">9 </span>
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<span id=t8_20 class="t v0_20 s3_20">both classical and modern experiments, have always shown a very irregu- </span>
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<span id=t9_20 class="t v0_20 s3_20">lar behavior. </span><span id=ta_20 class="t v0_20 s3_20">As a consequence, all statistical averages are much smaller </span>
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<span id=tb_20 class="t v0_20 s3_20">than the instantaneous values. This di</span><span id=tc_20 class="t v0_20 s4_20" data-mappings='[[0,"ff"]]'>ff</span><span id=td_20 class="t v0_20 s3_20">erence, between individual measure- </span>
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<span id=te_20 class="t v0_20 s3_20">ments and statistical averages, has always represented a strong argument </span>
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<span id=tf_20 class="t v0_20 s3_20">to interpret the data as mere instrumental artifacts. </span>
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<span id=tg_20 class="t v0_20 s3_20">However, again, could there be an alternative interpretative scheme? A </span>
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<span id=th_20 class="t v0_20 s3_20">possibility, would be to characterize the signal as in the standard simula- </span>
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<span id=ti_20 class="t v0_20 s3_20" data-mappings='[[33,"fl"]]'>tions adopted to model turbulent flows. </span><span id=tj_20 class="t v0_20 s3_20">This idea derives from realizing </span>
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<span id=tk_20 class="t v0_20 s3_20">that, at the most fundamental level, light propagation (e.g. inside an op- </span>
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<span id=tl_20 class="t v0_20 s3_20">tical cavity) takes place in that substratum which we could call </span><span id=tm_20 class="t v0_20 s5_20">physical </span>
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<span id=tn_20 class="t v0_20 s5_20">vacuum </span>
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<span id=to_20 class="t v0_20 s6_20">5 </span>
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<span id=tp_20 class="t v0_20 s3_20">. </span><span id=tq_20 class="t v0_20 s3_20">This is dragged along the earth motion but, so to speak, is </span>
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<span id=tr_20 class="t v0_20 s3_20" data-mappings='[[63,"fi"]]'>not rigidly connected with the solid parts of the apparatus as fixed in the </span>
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<span id=ts_20 class="t v0_20 s3_20">laboratory. </span><span id=tt_20 class="t v0_20 s3_20">Therefore, if one would try to characterize its local state of </span>
|
||
<span id=tu_20 class="t v0_20 s3_20">motion, say </span><span id=tv_20 class="t v0_20 s7_20">v </span>
|
||
<span id=tw_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=tx_20 class="t v0_20 s3_20">(</span><span id=ty_20 class="t v0_20 s7_20">t</span><span id=tz_20 class="t v0_20 s3_20">), this does not necessarily coincide with the projection </span>
|
||
<span id=t10_20 class="t v0_20 s3_20">of the global earth motion, say ˜ </span><span id=t11_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t12_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t13_20 class="t v0_20 s3_20">(</span><span id=t14_20 class="t v0_20 s7_20">t</span><span id=t15_20 class="t v0_20 s3_20">), at the observation site. </span><span id=t16_20 class="t v0_20 s3_20">The latter </span>
|
||
<span id=t17_20 class="t v0_20 s3_20">is a smooth function while the former, </span><span id=t18_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t19_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t1a_20 class="t v0_20 s3_20">(</span><span id=t1b_20 class="t v0_20 s7_20">t</span><span id=t1c_20 class="t v0_20 s3_20">), in principle is unknown. By </span>
|
||
<span id=t1d_20 class="t v0_20 s3_20" data-mappings='[[41,"fl"]]'>comparing with the motion of a body in a fluid, the equality </span><span id=t1e_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t1f_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t1g_20 class="t v0_20 s3_20">(</span><span id=t1h_20 class="t v0_20 s7_20">t</span><span id=t1i_20 class="t v0_20 s3_20">)=˜ </span><span id=t1j_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t1k_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t1l_20 class="t v0_20 s3_20">(</span><span id=t1m_20 class="t v0_20 s7_20">t</span><span id=t1n_20 class="t v0_20 s3_20">) </span>
|
||
<span id=t1o_20 class="t v0_20 s3_20" data-mappings='[[45,"fl"]]'>amounts to assume a form of regular, laminar flow where global and local </span>
|
||
<span id=t1p_20 class="t v0_20 s3_20" data-mappings='[[9,"fi"]]'>velocity fields coincide. </span>
|
||
<span id=t1q_20 class="t v0_20 s3_20">Though, this is not necessarily true. For instance, it would be natural to </span>
|
||
<span id=t1r_20 class="t v0_20 s3_20" data-mappings='[[33,"fl"],[69,"fi"]]'>compare the physical vacuum to a fluid with vanishing viscosity (or infinite </span>
|
||
<span id=t1s_20 class="t v0_20 s3_20" data-mappings='[[24,"fl"]]'>Reynolds number for any flow velocity). But, within the framework of the </span>
|
||
<span id=t1t_20 class="t v0_20 s3_20" data-mappings='[[49,"fl"]]'>Navier-Stokes equation, the picture of a laminar flow is by no means obvious </span>
|
||
<span id=t1u_20 class="t v0_20 s3_20">due to the subtlety of the zero-viscosity limit, see for instance the discussion </span>
|
||
<span id=t1v_20 class="t v0_20 s3_20">given by Feynman in Sec. 41.5, Vol.II of his Lectures [41]. The reason is </span>
|
||
<span id=t1w_20 class="t v0_20 s3_20" data-mappings='[[18,"fi"],[46,"fl"]]'>that the velocity field of such a hypothetical fluid cannot be a di</span><span id=t1x_20 class="t v0_20 s4_20" data-mappings='[[0,"ff"]]'>ff</span><span id=t1y_20 class="t v0_20 s3_20">erentiable </span>
|
||
<span id=t1z_20 class="t v0_20 s3_20">function [42]. Instead, one should think in terms of a continuous, nowhere </span>
|
||
<span id=t20_20 class="t v0_20 s3_20">di</span><span id=t21_20 class="t v0_20 s4_20" data-mappings='[[0,"ff"]]'>ff</span><span id=t22_20 class="t v0_20 s3_20">erentiable function </span>
|
||
<span id=t23_20 class="t v0_20 s6_20">6 </span>
|
||
<span id=t24_20 class="t v0_20 s3_20">, similar to an ideal Brownian path [43]. This leads </span>
|
||
<span id=t25_20 class="t v0_20 s3_20">to the idea of the vacuum as a fundamental stochastic medium, somehow </span>
|
||
<span id=t26_20 class="t v0_20 s3_20" data-mappings='[[30,"fl"]]'>similar to a highly turbulent fluid, consistently with some basic foundational </span>
|
||
<span id=t27_20 class="t v0_20 s3_20">aspects of both quantum physics and relativity [45]. </span>
|
||
<span id=t28_20 class="t v0_20 s3_20" data-mappings='[[64,"fl"]]'>For these reasons, it becomes conceivable that, as in turbulent flows, the </span>
|
||
<span id=t29_20 class="t v0_20 s3_20">local </span><span id=t2a_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t2b_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t2c_20 class="t v0_20 s3_20">(</span><span id=t2d_20 class="t v0_20 s7_20">t</span><span id=t2e_20 class="t v0_20 s3_20" data-mappings='[[18,"fl"]]'>) exhibits random fluctuations while the global ˜ </span><span id=t2f_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t2g_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t2h_20 class="t v0_20 s3_20">(</span><span id=t2i_20 class="t v0_20 s7_20">t</span><span id=t2j_20 class="t v0_20 s3_20">) just deter- </span>
|
||
<span id=t2k_20 class="t v0_20 s3_20">mines its typical limiting boundaries. Although the random </span><span id=t2l_20 class="t v0_20 s7_20">v </span>
|
||
<span id=t2m_20 class="t v0_20 s8_20">μ </span>
|
||
<span id=t2n_20 class="t v0_20 s3_20">(</span><span id=t2o_20 class="t v0_20 s7_20">t</span><span id=t2p_20 class="t v0_20 s3_20">) cannot </span>
|
||
<span id=t2q_20 class="t v0_20 s9_20">5 </span>
|
||
<span id=t2r_20 class="t v0_20 s2_20">Maxwell’s original argument in favor of an ether was indeed considering this basic </span>
|
||
<span id=t2s_20 class="t v0_20 s2_20">aspect of light propagation [2]. </span>
|
||
<span id=t2t_20 class="t v0_20 s9_20">6 </span>
|
||
<span id=t2u_20 class="t v0_20 s2_20">Onsager’s argument relies on the impossibility, in the zero-viscosity limit, to satisfy </span>
|
||
<span id=t2v_20 class="t v0_20 s2_20">the inequality </span><span id=t2w_20 class="t v0_20 sa_20">|</span><span id=t2x_20 class="t v0_20 sb_20">v</span><span id=t2y_20 class="t v0_20 s2_20">(</span><span id=t2z_20 class="t v0_20 sb_20">x </span><span id=t30_20 class="t v0_20 s2_20">+ </span><span id=t31_20 class="t v0_20 sb_20">l</span><span id=t32_20 class="t v0_20 s2_20">) </span><span id=t33_20 class="t v0_20 sc_20">- </span><span id=t34_20 class="t v0_20 sb_20">v</span><span id=t35_20 class="t v0_20 s2_20">(</span><span id=t36_20 class="t v0_20 sb_20">x</span><span id=t37_20 class="t v0_20 s2_20">)</span><span id=t38_20 class="t v0_20 sa_20">| </span><span id=t39_20 class="t v0_20 sd_20">< </span><span id=t3a_20 class="t v0_20 s2_20">(const</span><span id=t3b_20 class="t v0_20 sd_20">.</span><span id=t3c_20 class="t v0_20 s2_20">)</span><span id=t3d_20 class="t v0_20 sd_20">l </span>
|
||
<span id=t3e_20 class="t v0_20 se_20">n </span>
|
||
<span id=t3f_20 class="t v0_20 s2_20">, with </span><span id=t3g_20 class="t v0_20 sd_20">n> </span><span id=t3h_20 class="t v0_20 s2_20">1</span><span id=t3i_20 class="t v0_20 sd_20">/</span><span id=t3j_20 class="t v0_20 s2_20">3. Kolmogorov’s theory [44] </span>
|
||
<span id=t3k_20 class="t v0_20 s2_20">corresponds to </span><span id=t3l_20 class="t v0_20 sd_20">n </span><span id=t3m_20 class="t v0_20 s2_20">=1</span><span id=t3n_20 class="t v0_20 sd_20">/</span><span id=t3o_20 class="t v0_20 s2_20">3. </span>
|
||
<span id=t3p_20 class="t m0_20 sf_20">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t3q_20 class="t m0_20 sf_20">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
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</div></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_21 class="t v0_21 s0_21">November 26, 2018 20:53 </span><span id=t2_21 class="t v0_21 s0_21">Michelson-Morley Experiments </span><span id=t3_21 class="t v0_21 s0_21">9in x 6in </span><span id=t4_21 class="t v0_21 s0_21">b3435-main </span><span id=t5_21 class="t v0_21 s0_21">page 10 </span>
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<span id=t6_21 class="t v0_21 s1_21">10 </span><span id=t7_21 class="t v0_21 s2_21">Michelson-Morley Experiments </span>
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<span id=t8_21 class="t v0_21 s3_21">be computed exactly, one could still estimate its statistical properties by </span>
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<span id=t9_21 class="t v0_21 s3_21">numerical simulations [38, 45]. </span><span id=ta_21 class="t v0_21 s3_21">To this end, one could start by assuming </span>
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<span id=tb_21 class="t v0_21 s3_21">forms of turbulence or intermittency which, as it is generally accepted in </span>
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<span id=tc_21 class="t v0_21 s3_21">the limit of zero viscosity, become statistically isotropic at small scales. In </span>
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<span id=td_21 class="t v0_21 s3_21">this way, see the following Chap.6, one could easily explain the irregular </span>
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<span id=te_21 class="t v0_21 s3_21">character of the data because, whatever the macroscopic earth motion, the </span>
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<span id=tf_21 class="t v0_21 s3_21">average of all vectorial quantities (such as the fringe shifts at the various </span>
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<span id=tg_21 class="t v0_21 s3_21">angles) would tend to zero by increasing more and more the statistics. In </span>
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<span id=th_21 class="t v0_21 s3_21">this framework, is not surprising that from instantaneous measurements of </span>
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<span id=ti_21 class="t v0_21 s3_21">given magnitude one ends up with smaller and smaller statistical averages. </span>
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<span id=tj_21 class="t v0_21 s3_21">This trend, by itself, might not imply that there is no physical signal. </span>
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<span id=tk_21 class="t v0_21 s4_21">1.4 </span><span id=tl_21 class="t v0_21 s4_21">A universal thermal gradient, the CMB and the vacuum </span>
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<span id=tm_21 class="t v0_21 s4_21">structure </span>
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<span id=tn_21 class="t v0_21 s3_21">Now, it is well known that symmetry arguments, of the type used to derive </span>
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<span id=to_21 class="t v0_21 s3_21">Eq.(1.7), can provide a successful description of phenomena </span><span id=tp_21 class="t v0_21 s5_21">independently </span>
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<span id=tq_21 class="t v0_21 s3_21">of the particular dynamics. </span><span id=tr_21 class="t v0_21 s3_21">Still, one may wonder about the underlying </span>
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<span id=ts_21 class="t v0_21 s3_21">physical mechanisms. </span><span id=tt_21 class="t v0_21 s3_21">Namely, when considering light propagation in a </span>
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<span id=tu_21 class="t v0_21 s3_21">gas, why there should be an anisotropy in the earth laboratory where (the </span>
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<span id=tv_21 class="t v0_21 s3_21">container of) the gas is at rest? </span>
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<span id=tw_21 class="t v0_21 s3_21" data-mappings='[[56,"fi"]]'>For instance, a possibility is that the electromagnetic field of the in- </span>
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<span id=tx_21 class="t v0_21 s3_21">coming radiation produces di</span><span id=ty_21 class="t v0_21 s6_21" data-mappings='[[0,"ff"]]'>ff</span><span id=tz_21 class="t v0_21 s3_21">erent polarizations in di</span><span id=t10_21 class="t v0_21 s6_21" data-mappings='[[0,"ff"]]'>ff</span><span id=t11_21 class="t v0_21 s3_21">erent directions de- </span>
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<span id=t12_21 class="t v0_21 s3_21">pending on the state of motion of the medium. Such mechanism should act </span>
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<span id=t13_21 class="t v0_21 s3_21">in both weakly bound gaseous matter and strongly bound solid dielectrics </span>
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<span id=t14_21 class="t v0_21 s3_21" data-mappings='[[9,"fi"]]'>with the final conclusion that light anisotropy would increase proportionally </span>
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<span id=t15_21 class="t v0_21 s3_21">to the refractivity of the medium. This is in contrast with the result of the </span>
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<span id=t16_21 class="t v0_21 s3_21">Shamir-Fox [30] experiment in perspex where no particular enhancement </span>
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<span id=t17_21 class="t v0_21 s3_21">was observed (with respect to the Michelson-Morley experiment in air). </span>
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<span id=t18_21 class="t v0_21 s3_21">As an alternative possibility, it was noted in [38,40] (see also Chap.6) </span>
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<span id=t19_21 class="t v0_21 s3_21">that the trend in Eq.(1.7) is just a special case of a more general struc- </span>
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<span id=t1a_21 class="t v0_21 s3_21">ture where light anisotropy originates from convective currents of the gas </span>
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<span id=t1b_21 class="t v0_21 s3_21">molecules, along the optical paths, associated with an absolute velocity </span>
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<span id=t1c_21 class="t v0_21 s7_21">v</span><span id=t1d_21 class="t v0_21 s3_21">. </span><span id=t1e_21 class="t v0_21 s3_21">Therefore, on the basis of the traditional thermal interpretation </span>
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<span id=t1f_21 class="t v0_21 s8_21">7 </span>
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<span id=t1g_21 class="t v0_21 s3_21">of </span>
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<span id=t1h_21 class="t v0_21 s3_21">the residuals, and of the consistency of the kinematical velocities obtained </span>
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<span id=t1i_21 class="t v0_21 s9_21">7 </span>
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<span id=t1j_21 class="t v0_21 s1_21">The idea that temperature di</span><span id=t1k_21 class="t v0_21 sa_21" data-mappings='[[0,"ff"]]'>ff</span><span id=t1l_21 class="t v0_21 s1_21">erences along the optical paths could be crucial dates </span>
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<span id=t1m_21 class="t v0_21 s1_21" data-mappings='[[46,"fi"]]'>back to Helmholtz, already at the time of the first 1881 Michelson [46] experiment in </span>
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<span id=t1n_21 class="t v0_21 s1_21">Potsdam. </span><span id=t1o_21 class="t v0_21 s1_21">The same emphasis on temperature di</span><span id=t1p_21 class="t v0_21 sa_21" data-mappings='[[0,"ff"]]'>ff</span><span id=t1q_21 class="t v0_21 s1_21">erences is also found in the critical </span>
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<span id=t1r_21 class="t v0_21 s1_21">reanalysis of Miller’s observations performed by Shankland et al. [47]. </span>
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<span id=t1s_21 class="t m0_21 sb_21">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t1t_21 class="t m0_21 sb_21">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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<div class=text-container><span id=t1_22 class="t v0_22 s0_22">November 26, 2018 20:53 </span><span id=t2_22 class="t v0_22 s0_22">Michelson-Morley Experiments </span><span id=t3_22 class="t v0_22 s0_22">9in x 6in </span><span id=t4_22 class="t v0_22 s0_22">b3435-main </span><span id=t5_22 class="t v0_22 s0_22">page 11 </span>
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<span id=t6_22 class="t v0_22 s1_22">Chapter One </span><span id=t7_22 class="t v0_22 s2_22">11 </span>
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<span id=t8_22 class="t v0_22 s3_22">from measurements in di</span><span id=t9_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=ta_22 class="t v0_22 s3_22">erent laboratories and di</span><span id=tb_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=tc_22 class="t v0_22 s3_22">erent conditions, it be- </span>
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<span id=td_22 class="t v0_22 s3_22">comes conceivable that such universal e</span><span id=te_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=tf_22 class="t v0_22 s3_22" data-mappings='[[25,"fl"]]'>ect in gaseous systems reflects the </span>
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<span id=tg_22 class="t v0_22 s3_22">existence of a </span><span id=th_22 class="t v0_22 s5_22">non-local </span><span id=ti_22 class="t v0_22 s3_22">thermal gradient. </span>
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<span id=tj_22 class="t v0_22 s3_22">At the beginning, the ultimate explanation for the sought non-local </span>
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<span id=tk_22 class="t v0_22 s3_22" data-mappings='[[69,"fl"]]'>thermal gradient was searched for [38, 40] in the fundamental energy flow </span>
|
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<span id=tl_22 class="t v0_22 s3_22">which, on the basis of general arguments, is expected in a quantum vacuum </span>
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<span id=tm_22 class="t v0_22 s3_22">which is not exactly Lorentz invariant and thus sets a fundamental preferred </span>
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<span id=tn_22 class="t v0_22 s3_22">reference frame (see Chap.6). </span>
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<span id=to_22 class="t v0_22 s3_22">Later on, however, it was argued [48] that the required physical mech- </span>
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<span id=tp_22 class="t v0_22 s3_22">anism could perhaps be related to the temperature variations associated </span>
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<span id=tq_22 class="t v0_22 s3_22">with the CMB </span><span id=tr_22 class="t v0_22 s5_22">kinematic dipole </span><span id=ts_22 class="t v0_22 s3_22">[49–51] . This is interpreted as a Doppler </span>
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<span id=tt_22 class="t v0_22 s3_22">e</span><span id=tu_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=tv_22 class="t v0_22 s3_22">ect due to a motion of the solar system with average velocity </span><span id=tw_22 class="t v0_22 s6_22">v </span><span id=tx_22 class="t v0_22 s7_22">∼ </span><span id=ty_22 class="t v0_22 s3_22">370 </span>
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<span id=tz_22 class="t v0_22 s3_22">km/s toward a point in the sky of right ascension </span><span id=t10_22 class="t v0_22 s8_22">α </span><span id=t11_22 class="t v0_22 s7_22">∼ </span><span id=t12_22 class="t v0_22 s3_22">168 </span>
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||
<span id=t13_22 class="t v0_22 s9_22">o </span>
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<span id=t14_22 class="t v0_22 s3_22">and declination </span>
|
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<span id=t15_22 class="t v0_22 s8_22">γ </span><span id=t16_22 class="t v0_22 s7_22">∼-</span><span id=t17_22 class="t v0_22 s3_22">7 </span>
|
||
<span id=t18_22 class="t v0_22 s9_22">o </span>
|
||
<span id=t19_22 class="t v0_22 s3_22">and produces angular variations of a few millikelvin which would </span>
|
||
<span id=t1a_22 class="t v0_22 s3_22" data-mappings='[[0,"fi"]]'>fit well with the typical magnitude of the periodic temperature di</span><span id=t1b_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=t1c_22 class="t v0_22 s3_22">erences </span>
|
||
<span id=t1d_22 class="t v0_22 s3_22">in the air of the optical arms, about (1 </span><span id=t1e_22 class="t v0_22 sa_22">÷ </span><span id=t1f_22 class="t v0_22 s3_22">2) mK [47,52], which in principle </span>
|
||
<span id=t1g_22 class="t v0_22 s3_22">could explain away the typical fringe shifts observed by Miller at Mount </span>
|
||
<span id=t1h_22 class="t v0_22 s3_22">Wilson </span>
|
||
<span id=t1i_22 class="t v0_22 sb_22">8 </span>
|
||
<span id=t1j_22 class="t v0_22 s3_22">. </span>
|
||
<span id=t1k_22 class="t v0_22 s3_22">To check this interpretation, a new generation of dedicated experiments </span>
|
||
<span id=t1l_22 class="t v0_22 s3_22">is needed to reproduce the experimental conditions of those early measure- </span>
|
||
<span id=t1m_22 class="t v0_22 s3_22">ments with today’s much greater accuracy. The essential ingredient is that </span>
|
||
<span id=t1n_22 class="t v0_22 s3_22">the optical resonators which nowadays are coupled to the lasers should </span>
|
||
<span id=t1o_22 class="t v0_22 s3_22" data-mappings='[[3,"fi"]]'>be filled by gaseous media. Such experiments would be along the lines of </span>
|
||
<span id=t1p_22 class="t v0_22 s3_22" data-mappings='[[49,"fi"]]'>ref. [53] where just the use of optical cavities filled with di</span><span id=t1q_22 class="t v0_22 s4_22" data-mappings='[[0,"ff"]]'>ff</span><span id=t1r_22 class="t v0_22 s3_22">erent forms of </span>
|
||
<span id=t1s_22 class="t v0_22 s3_22">matter was considered as a useful complementary tool to study deviations </span>
|
||
<span id=t1t_22 class="t v0_22 s3_22">from exact Lorentz invariance. </span>
|
||
<span id=t1u_22 class="t v0_22 s3_22">In </span><span id=t1v_22 class="t v0_22 s3_22">these </span><span id=t1w_22 class="t v0_22 s3_22">modern </span><span id=t1x_22 class="t v0_22 s3_22">ether-drift </span><span id=t1y_22 class="t v0_22 s3_22">experiments </span><span id=t1z_22 class="t v0_22 s3_22">one </span><span id=t20_22 class="t v0_22 s3_22">looks </span><span id=t21_22 class="t v0_22 s3_22">for </span><span id=t22_22 class="t v0_22 s3_22">a </span><span id=t23_22 class="t v0_22 s3_22">possible </span>
|
||
<span id=t24_22 class="t v0_22 s3_22">anisotropy of the two-way velocity of light through the relative frequency </span>
|
||
<span id=t25_22 class="t v0_22 s3_22">shift </span><span id=t26_22 class="t v0_22 s4_22">Δ</span><span id=t27_22 class="t v0_22 s8_22">ν</span><span id=t28_22 class="t v0_22 s3_22">(</span><span id=t29_22 class="t v0_22 s8_22">θ</span><span id=t2a_22 class="t v0_22 s3_22">) of two orthogonal optical resonators (for a review see e.g. [23]). </span>
|
||
<span id=t2b_22 class="t v0_22 s3_22">In units of their natural frequency </span><span id=t2c_22 class="t v0_22 s8_22">ν </span>
|
||
<span id=t2d_22 class="t v0_22 sb_22">0 </span>
|
||
<span id=t2e_22 class="t v0_22 s3_22">, we thus predict a frequency shift </span>
|
||
<span id=t2f_22 class="t v0_22 sc_22"> </span>
|
||
<span id=t2g_22 class="t v0_22 s4_22">Δ</span><span id=t2h_22 class="t v0_22 s8_22">ν</span><span id=t2i_22 class="t v0_22 s3_22">(</span><span id=t2j_22 class="t v0_22 s8_22">θ</span><span id=t2k_22 class="t v0_22 s3_22">) </span>
|
||
<span id=t2l_22 class="t v0_22 s8_22">ν </span>
|
||
<span id=t2m_22 class="t v0_22 sb_22">0 </span>
|
||
<span id=t2n_22 class="t v0_22 sc_22"> </span>
|
||
<span id=t2o_22 class="t v0_22 sb_22">gas </span>
|
||
<span id=t2p_22 class="t v0_22 s7_22">∼ </span>
|
||
<span id=t2q_22 class="t v0_22 sc_22"> </span>
|
||
<span id=t2r_22 class="t v0_22 s4_22">Δ</span><span id=t2s_22 class="t v0_22 s3_22">¯ </span><span id=t2t_22 class="t v0_22 s6_22">c </span>
|
||
<span id=t2u_22 class="t v0_22 sd_22">θ </span>
|
||
<span id=t2v_22 class="t v0_22 s6_22">c </span>
|
||
<span id=t2w_22 class="t v0_22 sc_22"> </span>
|
||
<span id=t2x_22 class="t v0_22 sb_22">gas </span>
|
||
<span id=t2y_22 class="t v0_22 s7_22">∼ </span><span id=t2z_22 class="t v0_22 s3_22">(</span><span id=t30_22 class="t v0_22 sa_22">N </span>
|
||
<span id=t31_22 class="t v0_22 sb_22">gas </span>
|
||
<span id=t32_22 class="t v0_22 s7_22">- </span><span id=t33_22 class="t v0_22 s3_22">1) (</span><span id=t34_22 class="t v0_22 s6_22">v </span>
|
||
<span id=t35_22 class="t v0_22 sb_22">2 </span>
|
||
<span id=t36_22 class="t v0_22 s6_22">/c </span>
|
||
<span id=t37_22 class="t v0_22 sb_22">2 </span>
|
||
<span id=t38_22 class="t v0_22 s3_22">) cos 2</span><span id=t39_22 class="t v0_22 s8_22">θ</span><span id=t3a_22 class="t v0_22 s6_22">. </span><span id=t3b_22 class="t v0_22 s3_22">(1.14) </span>
|
||
<span id=t3c_22 class="t v0_22 se_22">8 </span>
|
||
<span id=t3d_22 class="t v0_22 s2_22">We emphasize that our interpretation of light anisotropy </span>
|
||
<span id=t3e_22 class="t v0_22 sf_22">Δ</span><span id=t3f_22 class="t v0_22 se_22">¯ </span><span id=t3g_22 class="t v0_22 sg_22">c </span>
|
||
<span id=t3h_22 class="t v0_22 sh_22">θ </span>
|
||
<span id=t3i_22 class="t v0_22 sg_22">c </span>
|
||
<span id=t3j_22 class="t v0_22 si_22">∼ </span><span id=t3k_22 class="t v0_22 sj_22"></span><span id=t3l_22 class="t v0_22 sk_22">v </span>
|
||
<span id=t3m_22 class="t v0_22 se_22">2 </span>
|
||
<span id=t3n_22 class="t v0_22 sk_22">/c </span>
|
||
<span id=t3o_22 class="t v0_22 se_22">2 </span>
|
||
<span id=t3p_22 class="t v0_22 s2_22">in gaseous sys- </span>
|
||
<span id=t3q_22 class="t v0_22 s2_22">tems, as originating from a non-local thermal gradient, applies to </span><span id=t3r_22 class="t v0_22 s1_22">all </span><span id=t3s_22 class="t v0_22 s2_22">classical ether-drift </span>
|
||
<span id=t3t_22 class="t v0_22 s2_22">experiments and not just to Miller’s Mount Wilson measurements. This is an important </span>
|
||
<span id=t3u_22 class="t v0_22 s2_22">di</span><span id=t3v_22 class="t v0_22 sl_22" data-mappings='[[0,"ff"]]'>ff</span><span id=t3w_22 class="t v0_22 s2_22">erence with the standard point of view, deriving from the article of the Shankland </span>
|
||
<span id=t3x_22 class="t v0_22 s2_22">team [47], which tends to distinguish sharply Miller’s observations from all other ex- </span>
|
||
<span id=t3y_22 class="t v0_22 s2_22">periments. </span><span id=t3z_22 class="t v0_22 s2_22">These aspects will be discussed in great detail in the following Chaps.5, 6 </span>
|
||
<span id=t40_22 class="t v0_22 s2_22">and 7. </span>
|
||
<span id=t41_22 class="t m0_22 sm_22">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t42_22 class="t m0_22 sm_22">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_23 class="t v0_23 s0_23">November 26, 2018 20:53 </span><span id=t2_23 class="t v0_23 s0_23">Michelson-Morley Experiments </span><span id=t3_23 class="t v0_23 s0_23">9in x 6in </span><span id=t4_23 class="t v0_23 s0_23">b3435-main </span><span id=t5_23 class="t v0_23 s0_23">page 12 </span>
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<span id=t6_23 class="t v0_23 s1_23">12 </span><span id=t7_23 class="t v0_23 s2_23">Michelson-Morley Experiments </span>
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<span id=t8_23 class="t v0_23 s3_23">This type of thermal interpretation would also explain why the same </span>
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<span id=t9_23 class="t v0_23 s3_23">trend </span>
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<span id=ta_23 class="t v0_23 s4_23">Δ</span><span id=tb_23 class="t v0_23 s5_23">¯ </span><span id=tc_23 class="t v0_23 s6_23">c</span><span id=td_23 class="t v0_23 s7_23" style=color:transparent>θ </span>
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<span id=te_23 class="t v0_23 s6_23">c </span>
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<span id=tf_23 class="t v0_23 s8_23">∼ </span><span id=tg_23 class="t v0_23 s3_23">(</span><span id=th_23 class="t v0_23 s9_23">N </span><span id=ti_23 class="t v0_23 s8_23">- </span><span id=tj_23 class="t v0_23 s3_23">1)</span><span id=tk_23 class="t v0_23 sa_23">v </span>
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<span id=tl_23 class="t v0_23 s5_23">2 </span>
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<span id=tm_23 class="t v0_23 sa_23">/c </span>
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<span id=tn_23 class="t v0_23 s5_23">2 </span>
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<span id=to_23 class="t v0_23 s3_23">does </span><span id=tp_23 class="t v0_23 sb_23">not </span><span id=tq_23 class="t v0_23 s3_23">extend to experiments in solid di- </span>
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<span id=tr_23 class="t v0_23 s3_23">electrics, where the refractivity </span><span id=ts_23 class="t v0_23 s9_23">N </span><span id=tt_23 class="t v0_23 s8_23">- </span><span id=tu_23 class="t v0_23 s3_23">1 is of order unity, as with the men- </span>
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||
<span id=tv_23 class="t v0_23 s3_23">tioned Shamir-Fox [30] experiment in perspex (</span><span id=tw_23 class="t v0_23 s9_23">N </span><span id=tx_23 class="t v0_23 s3_23">=1</span><span id=ty_23 class="t v0_23 sa_23">.</span><span id=tz_23 class="t v0_23 s3_23">5). In this case, in </span>
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<span id=t10_23 class="t v0_23 s3_23">fact, a small temperature gradient would mainly dissipate by heat conduc- </span>
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<span id=t11_23 class="t v0_23 s3_23">tion without generating any appreciable particle motion or light anisotropy </span>
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||
<span id=t12_23 class="t v0_23 s3_23">in the rest frame of the apparatus. </span><span id=t13_23 class="t v0_23 s3_23">Hence, the non-trivial physical dif- </span>
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||
<span id=t14_23 class="t v0_23 s3_23">ference between classical experiments (in gaseous systems) and modern </span>
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<span id=t15_23 class="t v0_23 s3_23">experiments (in a very high vacuum or in solid dielectrics). </span>
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<span id=t16_23 class="t v0_23 s3_23">Now, conceptually, explaining the residuals of the classical ether-drift </span>
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<span id=t17_23 class="t v0_23 s3_23">experiments as non-local thermal e</span><span id=t18_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t19_23 class="t v0_23 s3_23">ects, eventually related to the CMB </span>
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||
<span id=t1a_23 class="t v0_23 s3_23">temperature dipole, is di</span><span id=t1b_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t1c_23 class="t v0_23 s3_23">erent from introducing a preferred frame through </span>
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||
<span id=t1d_23 class="t v0_23 s3_23">a Lorentz-non-invariant vacuum state. To try to disentangle the two mech- </span>
|
||
<span id=t1e_23 class="t v0_23 s3_23">anisms, we have thus started to look at experiments where optical cavities </span>
|
||
<span id=t1f_23 class="t v0_23 s3_23">are maintained in an extremely high vacuum, both at room temperature </span>
|
||
<span id=t1g_23 class="t v0_23 s3_23">and in the cryogenic regime. The reason is that, in this limit, where any </span>
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||
<span id=t1h_23 class="t v0_23 s3_23">residual gaseous matter is totally negligible, a temperature gradient of a </span>
|
||
<span id=t1i_23 class="t v0_23 s3_23">millikelvin cannot produce any observable light anisotropy. </span><span id=t1j_23 class="t v0_23 s3_23">Therefore, if </span>
|
||
<span id=t1k_23 class="t v0_23 s3_23" data-mappings='[[7,"fi"]]'>some infinitesimal e</span><span id=t1l_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t1m_23 class="t v0_23 s3_23">ect still persists, the idea of a fundamental preferred </span>
|
||
<span id=t1n_23 class="t v0_23 s3_23" data-mappings='[[12,"fi"]]'>frame would find additional support. </span>
|
||
<span id=t1o_23 class="t v0_23 s3_23" data-mappings='[[7,"fi"]]'>As a definite scenario to analyze these experiments, one can again con- </span>
|
||
<span id=t1p_23 class="t v0_23 s3_23">sider the same scheme where ¯ </span><span id=t1q_23 class="t v0_23 sa_23">c </span>
|
||
<span id=t1r_23 class="t v0_23 sd_23">γ </span>
|
||
<span id=t1s_23 class="t v0_23 s8_23"≯</span><span id=t1t_23 class="t v0_23 s3_23">= </span><span id=t1u_23 class="t v0_23 sa_23">c </span><span id=t1v_23 class="t v0_23 s3_23">so that the ideal equality </span><span id=t1w_23 class="t v0_23 s9_23">N </span><span id=t1x_23 class="t v0_23 s3_23">= 1 does </span>
|
||
<span id=t1y_23 class="t v0_23 s3_23">not hold exactly in the </span><span id=t1z_23 class="t v0_23 sb_23">physical </span><span id=t20_23 class="t v0_23 s3_23">vacuum. As a possible motivation, it was </span>
|
||
<span id=t21_23 class="t v0_23 s3_23">proposed [57] that an e</span><span id=t22_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t23_23 class="t v0_23 s3_23">ective vacuum value </span><span id=t24_23 class="t v0_23 s9_23">N </span>
|
||
<span id=t25_23 class="t v0_23 s6_23">v </span>
|
||
<span id=t26_23 class="t v0_23 s3_23">=1+ </span><span id=t27_23 class="t v0_23 se_23"> </span>
|
||
<span id=t28_23 class="t v0_23 s6_23">v </span>
|
||
<span id=t29_23 class="t v0_23 s3_23">, with </span><span id=t2a_23 class="t v0_23 se_23"> </span>
|
||
<span id=t2b_23 class="t v0_23 s6_23">v </span>
|
||
<span id=t2c_23 class="t v0_23 s8_23">∼ </span><span id=t2d_23 class="t v0_23 s3_23">10 </span>
|
||
<span id=t2e_23 class="t v0_23 sf_23">-</span><span id=t2f_23 class="t v0_23 s5_23">9 </span>
|
||
<span id=t2g_23 class="t v0_23 s3_23">, </span>
|
||
<span id=t2h_23 class="t v0_23 s3_23">could reveal the di</span><span id=t2i_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t2j_23 class="t v0_23 s3_23">erent refractivity between an apparatus in an ideal </span>
|
||
<span id=t2k_23 class="t v0_23 s3_23">freely-falling frame and an apparatus on the earth surface. This di</span><span id=t2l_23 class="t v0_23 sc_23" data-mappings='[[0,"ff"]]'>ff</span><span id=t2m_23 class="t v0_23 s3_23">erence </span>
|
||
<span id=t2n_23 class="t v0_23 s3_23" data-mappings='[[57,"fi"]]'>is expected if the curvature observed in a gravitational field is an emergent </span>
|
||
<span id=t2o_23 class="t v0_23 s3_23" data-mappings='[[32,"fl"]]'>phenomenon from a fundamentally flat space-time. </span><span id=t2p_23 class="t v0_23 s3_23">Then, the existence </span>
|
||
<span id=t2q_23 class="t v0_23 s3_23" data-mappings='[[52,"fi"]]'>of a preferred frame would imply in our picture a definite, instantaneous </span>
|
||
<span id=t2r_23 class="t v0_23 sg_23">|</span><span id=t2s_23 class="t v0_23 s4_23">Δ</span><span id=t2t_23 class="t v0_23 s5_23">¯ </span><span id=t2u_23 class="t v0_23 s6_23">c</span><span id=t2v_23 class="t v0_23 s7_23">θ</span><span id=t2w_23 class="t v0_23 sg_23">| </span>
|
||
<span id=t2x_23 class="t v0_23 s6_23">c </span>
|
||
<span id=t2y_23 class="t v0_23 s8_23">∼ </span><span id=t2z_23 class="t v0_23 se_23"> </span>
|
||
<span id=t30_23 class="t v0_23 s6_23">v </span>
|
||
<span id=t31_23 class="t v0_23 se_23">β </span>
|
||
<span id=t32_23 class="t v0_23 s5_23">2 </span>
|
||
<span id=t33_23 class="t v0_23 s8_23">∼ </span><span id=t34_23 class="t v0_23 s3_23">10 </span>
|
||
<span id=t35_23 class="t v0_23 sf_23">-</span><span id=t36_23 class="t v0_23 s5_23">15 </span>
|
||
<span id=t37_23 class="t v0_23 s3_23">which coexists with a much smaller statistical aver- </span>
|
||
<span id=t38_23 class="t v0_23 s3_23">age </span><span id=t39_23 class="t v0_23 s9_23">|</span><span id=t3a_23 class="t v0_23 s8_23">⟨ </span>
|
||
<span id=t3b_23 class="t v0_23 s4_23">Δ</span><span id=t3c_23 class="t v0_23 s5_23">¯ </span><span id=t3d_23 class="t v0_23 s6_23">c</span><span id=t3e_23 class="t v0_23 s7_23">θ </span>
|
||
<span id=t3f_23 class="t v0_23 s6_23">c </span>
|
||
<span id=t3g_23 class="t v0_23 s8_23">⟩</span><span id=t3h_23 class="t v0_23 s9_23">| </span><span id=t3i_23 class="t v0_23 s8_23"> </span><span id=t3j_23 class="t v0_23 s3_23">10 </span>
|
||
<span id=t3k_23 class="t v0_23 sf_23">-</span><span id=t3l_23 class="t v0_23 s5_23">15 </span>
|
||
<span id=t3m_23 class="t v0_23 s3_23">. By assuming the same form of cosmic motion as for </span>
|
||
<span id=t3n_23 class="t v0_23 s3_23">the classical experiments, in the following Chap.7, this expectation will be </span>
|
||
<span id=t3o_23 class="t v0_23 s3_23">shown to be consistent with our numerical simulations of the most recent </span>
|
||
<span id=t3p_23 class="t v0_23 s3_23">room temperature and cryogenic vacuum experiments. </span>
|
||
<span id=t3q_23 class="t v0_23 s3_23">Likewise, the existence of a fundamental 10 </span>
|
||
<span id=t3r_23 class="t v0_23 sf_23">-</span><span id=t3s_23 class="t v0_23 s5_23">15 </span>
|
||
<span id=t3t_23 class="t v0_23 s3_23">instantaneous signal, </span>
|
||
<span id=t3u_23 class="t v0_23 s3_23">with very precise measurements, should also show up in solid dielectrics </span>
|
||
<span id=t3v_23 class="t v0_23 s3_23">where, as anticipated, there should be no particular enhancement with re- </span>
|
||
<span id=t3w_23 class="t v0_23 s3_23">spect to the vacuum case. This expectation is consistent with the cryogenic </span>
|
||
<span id=t3x_23 class="t v0_23 s3_23">experiment of ref. [24] where most electromagnetic energy propagates in a </span>
|
||
<span id=t3y_23 class="t m0_23 sh_23">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
|
||
<span id=t3z_23 class="t m0_23 sh_23">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
|
||
</div></div>
|
||
|
||
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<div class=text-container><span id=t1_24 class="t v0_24 s0_24">November 26, 2018 20:53 </span><span id=t2_24 class="t v0_24 s0_24">Michelson-Morley Experiments </span><span id=t3_24 class="t v0_24 s0_24">9in x 6in </span><span id=t4_24 class="t v0_24 s0_24">b3435-main </span><span id=t5_24 class="t v0_24 s0_24">page 13 </span>
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<span id=t6_24 class="t v0_24 s1_24">Chapter One </span><span id=t7_24 class="t v0_24 s2_24">13 </span>
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<span id=t8_24 class="t v0_24 s3_24">solid with a refractive index </span><span id=t9_24 class="t v0_24 s4_24">N </span><span id=ta_24 class="t v0_24 s5_24">∼ </span><span id=tb_24 class="t v0_24 s3_24">3 (at microwave frequencies) but again a </span>
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<span id=tc_24 class="t v0_24 s3_24">10 </span>
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<span id=td_24 class="t v0_24 s6_24">-</span><span id=te_24 class="t v0_24 s7_24">15 </span>
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<span id=tf_24 class="t v0_24 s3_24">instantaneous signal is observed. </span>
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<span id=tg_24 class="t v0_24 s3_24">To conclude this introductive chapter, we emphasize that, apart from </span>
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<span id=th_24 class="t v0_24 s3_24">its relevance for our view of relativity and for the history of science, a check </span>
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<span id=ti_24 class="t v0_24 s3_24">of our predictions could have other non-trivial implications. In fact, sup- </span>
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<span id=tj_24 class="t v0_24 s3_24" data-mappings='[[37,"fi"]]'>pose some future experiment would confirm the unambiguous detection of </span>
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<span id=tk_24 class="t v0_24 s3_24">a universal signal in gaseous systems as in Eq.(1.14). In our interpretation, </span>
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<span id=tl_24 class="t v0_24 s3_24" data-mappings='[[65,"fi"]]'>this would mean that light propagation in gaseous systems is modified due </span>
|
||
<span id=tm_24 class="t v0_24 s3_24">to a non-local temperature gradient, somehow associated with our motion </span>
|
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<span id=tn_24 class="t v0_24 s3_24">within the CMB. But, of course, all physical systems on the moving earth </span>
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<span id=to_24 class="t v0_24 s3_24" data-mappings='[[41,"fl"]]'>would also be exposed to the same energy flow. </span><span id=tp_24 class="t v0_24 s3_24">This is very weak to- </span>
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<span id=tq_24 class="t v0_24 s3_24">day but was substantially larger in the past when the temperature of the </span>
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<span id=tr_24 class="t v0_24 s3_24">CMB was much higher. </span><span id=ts_24 class="t v0_24 s3_24">For this reason, one may speculate [58] on the </span>
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<span id=tt_24 class="t v0_24 s3_24">role that this gradient might have played for the chemistry of liquid wa- </span>
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<span id=tu_24 class="t v0_24 s3_24" data-mappings='[[66,"fl"]]'>ter. More in general, it is known [59,60] that an external energy flow can </span>
|
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<span id=tv_24 class="t v0_24 s3_24">induce forms of spontaneous self-organization in matter. </span><span id=tw_24 class="t v0_24 s3_24">In this sense, a </span>
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<span id=tx_24 class="t v0_24 s3_24">universal thermal gradient could increase the e</span><span id=ty_24 class="t v0_24 s8_24" data-mappings='[[0,"ffi"]]'>ffi</span><span id=tz_24 class="t v0_24 s3_24">ciency of physical systems </span>
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<span id=t10_24 class="t v0_24 s3_24">and provide a microscopic, dynamical mechanism to produce those macro- </span>
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<span id=t11_24 class="t v0_24 s3_24" data-mappings='[[56,"fl"]]'>scopic aspects (self-organized criticality, large-scale fluctuations, fat-tailed </span>
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<span id=t12_24 class="t v0_24 s3_24">probability density functions...) which characterize the behavior of many </span>
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<span id=t13_24 class="t v0_24 s3_24">complex systems, see e.g. [61–65] . </span>
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||
<span id=t14_24 class="t v0_24 s3_24">In the following, we will start in Chap.2 with some historical accounts </span>
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<span id=t15_24 class="t v0_24 s3_24" data-mappings='[[30,"fi"]]'>on the ether conceptions that finally, at the end of XIX century, gave the </span>
|
||
<span id=t16_24 class="t v0_24 s3_24">motivation for the ether-drift experiments. </span>
|
||
<span id=t17_24 class="t v0_24 s3_24">In Chap.3, we will concentrate on Michelson, on his early attempts to </span>
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<span id=t18_24 class="t v0_24 s3_24">measure an ether-drift and on the original Michelson-Morley experiment. </span>
|
||
<span id=t19_24 class="t v0_24 s3_24" data-mappings='[[23,"fl"]]'>In Chap.4, we will briefly comment on the inception of relativity and </span>
|
||
<span id=t1a_24 class="t v0_24 s3_24">on its implications for the analysis of the experiments. </span>
|
||
<span id=t1b_24 class="t v0_24 s3_24">In Chap.5 we will report on the early repetitions of the Michelson- </span>
|
||
<span id=t1c_24 class="t v0_24 s3_24">Morley experiment and on their traditional interpretation. </span>
|
||
<span id=t1d_24 class="t v0_24 s3_24">In Chap.6, we will re-consider the whole issue from scratch by intro- </span>
|
||
<span id=t1e_24 class="t v0_24 s3_24">ducing a modern formalism to re-interpret both the classical ether-drift </span>
|
||
<span id=t1f_24 class="t v0_24 s3_24">experiments and the modern versions with optical resonators. </span>
|
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<span id=t1g_24 class="t v0_24 s3_24">Finally, in Chap.7, we will extend our analysis to the present exper- </span>
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<span id=t1h_24 class="t v0_24 s3_24">iments in vacuum and solid dielectrics by discussing in more detail the </span>
|
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<span id=t1i_24 class="t v0_24 s3_24" data-mappings='[[20,"fl"]]'>various aspects briefly illustrated above. </span>
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<span id=t1j_24 class="t m0_24 s9_24">Michelson–Morley Experiments Downloaded from www.worldscientific.com </span>
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<span id=t1k_24 class="t m0_24 s9_24">by 192.84.150.12 on 01/23/19. Re-use and distribution is strictly not permitted, except for Open Access articles. </span></div>
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class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2016 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=63178593 href=https://independent.academia.edu/GurcharnSandhu>Gurcharn Sandhu</a></p></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Fundamental Invalidity of all Michelson-Morley Type Experiments","attachmentId":59397615,"attachmentType":"pdf","work_url":"https://www.academia.edu/39263466/Fundamental_Invalidity_of_all_Michelson_Morley_Type_Experiments","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 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