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| \begin{array} { r l } { \lambda ( x , t ) } & { { } = \frac { 3 N } { 8 \eta ^ { 3 } } ( \eta ^ { 2 } - x ^ { 2 } - \sigma ^ { 2 } ) [ e r f ( \frac { b } { \sqrt { 2 } \sigma } ) - e r f ( \frac { a } { \sqrt { 2 } \sigma } ) ] } \end{array} |
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yV1Tu+16mi81MrtqzkXWfmEusKfJBeSA9ZQxylyyqrH/eZ+VS6bi5elW0DUcvS6kfN8GwqicQv5fI7Sx7pkVrponT98OZ1FuxE7EuOjO5as9G1n2d2lxiTZAPW3qyAHQDkPeZuTphTsJW/bjPradp43H9J7ZQ/zGt6oFkPtGARILlPd2hlDUh9RisHytuKUh0UZnJUXs2su4Lg4klJw2G7WFZALoDYX8FMTeW/haErfpxH1tP0oZRK/5xG8yr6vv+MWaCf8jnaxe198S2yISXr83gSJGwr1Ssi8pMjtqzknVfGEwsOffRPUqbYAkARCZjcptmGsd9bD1Fnsl+3Ajzqvr+UbHil0rvkR1W7laR2FyvwjgACUpqsa5+nJkctWcn6z4xmFg6yMcB1TVUB0NosdZxLbLOLUkWWa2eK69YGe+khs5qutOHyp6T+R0q4T2rn3AH9jbGYGJpYSHoeZRJpUucPFZe2eprc23uMDewJP684BLXgCZ0UThub2NMJpYOqiujeqwQSxdEINmNAMcNr0eLCuZmJEiA4vlRu2SKJLkuCsftbYzJxNLBByCnCQP5Kr1hCTTrTmM8nwqITa00EUXAsQOAYy2e8GRKF725y/Y2xmRi6eADkNskQCH7e5iuPY/6fIyuD3INUf8cT8e/IJJZa6Z0Ubhsb2M2WMyFiw9AbhNPldHxwnXE16PonhMEG4Hc8qi7FLgmHUJhUT2pi7O9gYvbP2YTSwMfgNwmmKwCbXUl2lTDGYkNkJR9f8+ji+ywk7oo3LW3MaYTSxmV6Tg8Fqn/TUzw8UcyY4dV/na8qS6W0vyA3MWdFZO6KJy1tzHrJJYCvgbkOGGEZqJMt7UQtJxLh2SFKzvhM9ExBwVdFG7a25iVEksBH4BcJwMukj8XCN18hApghWWALwUS6dviCV0UztrbmHUSSwUfgFwnTFBJOkovcHMsb1OtUaZWR0ysLjyhi8JVexuzTmIp4QOQ86QEZ/p3pz//Hg2NS5W62YdxXqNMvRyQTq0uzNNF4b69jVklsRSxMPraowdnlnICIG37PttmBgV97ivM7XCPESjMljM9qbvz9jZmjcRSxQegHcDOaZwTACQisaufMg0X5TRCe00Qqn2sNDmfuPP2NsZ4YmngX8PvgOrAvCzu6gqIxCPyLNP8mH69/RuEkeLdcnRROG5vY8wnlgY+AO2B0zm82b4GLQ6VzXkudqfLLlYTy3dC74Esqqc6Vp2iqEJrnZrYny672E0sXwPaBd0PbvsZsNL9oLT6kcO+dNnFcmL5GtAuIGX3a/sa1Dl2V7sfWe1Ll10sJ5YPQPsgzOuT7WtQ5VTktkfX7EmXXWwn1v9sntyjToJjaGPGOn0u59zOh9VD9qPLLtYTy/cB7YZLUdq+BCUOsf34g/3osov1xPIByDa1cgtcfcvN6QZDahqL3b9DRQ7rmqDbboCSzcQC4PuArHNR76tw+IE6DqYhtJilRzId1jXBcbtpYm3HHx+ALHM8fsXn2MHBhamVv0SmIza3wTfBrHKy3QdoiO6A0vqHDd8i0w2bG+FrQDa5nNPveGRI3hwk63VtwtfIdMLmVvgAZJHqGH5HmwEIU9sDb75IpgM2N8M3wezR/XS3/faU0hyqzOb3X98l07bN7fA1IHv8dukXPTI5Tja7Tr9Lpm2b2+EDkDXOVSAr5PbWCRCkNtdZ/zKZlm1uiG+C2aL51/Fe2nTviST21qPR/XTm55W5FHUXRcnUO6Gvk7mOTRexNRXjf54IAe/X73J8Yl5jB8mAm9kj3oLg2rcpIVNzp36fzBVsOomvAVmiOoBbZv88WwvRDr9k+tuZver68OhYLn4n5gz9RpnGbbqJ7QBUnbNv6jtU56chLefX5/P18Z89Tlh8OuNq8hP0QxVfn/+RLcf8nTKN23QUq/WvMgL+mysT5IKVUII9LxTTEn5LaCZXIHv8T2Srl/951zJN23SURW/BLtWi2FcdDssOwKKxKq9dzgBv2O6l2fNgXhKjMZgC1fuD0hiQLfj+lTJN23SUJQGoOi36lrZprq3pqvFpJylWNIh48s7keCp29874TYLJVUk1+AyEIUAjHhbzpTIN23SV+ZWnG1FYpnIC002wkuzjzUEE8BbZe3Y6Jjt8afMg5N/XPPDJHAJf0j/uXqZZm44yvwbU/UbudZFFyS6+4msqgCfvWX+7/Oy15JtoKy2hEf7hW2WuadMZ5gegY5cbvA5TpNjDcggXIOa1Pq99mScEwGmn3yLGQGXsE4Jg2AoT87Uyzdp0lNkB6FykLr7bJFm1g+xWCOfri5L8ngI4m+6e34YgNFhoh2oB6GtlmrXpKHMDUHeWfntjjyS4CCvrrlA0gHhgHcluBHv9Eigy+CYyAYpnBJK0q79YplGbjjI3AJ06V19xpp3z2a16FG5CwlL61sdlIqAzVWhHEXDsgMckyaIg88Uyjdp0lJnrglUXsmoA6jqVN/wN4bQCk1NV2V4Xb4Jqasb0MD1zF3VQ0zKfpqlIyA4brrsqCD5OudqfRAAqUy8nroe6/olJV8SkExpzVqbAJiVzE5tq6WoFSQBqzlWDIOZ+knvm9/up7KpCdcw+mePMr39HEepjzkmd5Hx2IQCJHdTN5JIN8Zn31kdRy1yK86OikGTDtO3OxeNSkvR5cr721/krFKbeTpDbpaguQXQlF+HXFK7K5NtkZW5gUzVdlzJPovAFfQbE15Q/EuEOyMYAyXYdwx8HlI72LEuuoWvf9zlvCP7Nic87JA4yTF8h7+MCZS3z+FRph4Opbp+TkNfpudrfF7nCV9yJOC85KpNvkydzdZvq6bqQWRKFAejx7CRAzPljAiI5JrVrGjG8N+UFoDZhc1sAAGn54PFyte37vi+RsOcPuNe8LTJ9kSzuP2G96GiZQwKS5uXjo/LgfZTxN6CvvMTV/uCK9xdcxrgDRHRfbsrk2+TLXNmmTrouR1uiKPGuj1Ij5t5/S2SPOL0rpwb23pYTgNqQU9qFGBUF9wDh4385J/ES+/O/SPUBr6sXw9yCnhZ9MiTt6yCDq44QXvu+b/MQGIQBnvbnNQCIBH+bSyx5RJyUKbApkLmqTb10XYy2REEAasnjou4Zr3qby8Iys2ueMrw35gSgmJMaLYBRpev6rrambAVWenmbINV3A79aOeTKpJumFl1a8j58Ocj0OcJX3kwwzMAc7U+oSzJADnEVwUmZAptCmSva1E3XhehLFASgVJLmfR/LGqbyXSnYAJQO6olvrqDz2adIDJjS8a5QKK6L1EEG+eQSfd/30WItmmSDcjb4ZNRwcNZoVNlgtQ82M9oJVO5OpsCmWOYim2kq6cPRTtdl6EsUBKBAdtuttNkt3ZWGCUAlt7adMlH607Is2Qoksd0GkzpIIOpSTR/1Yk6/pL4WTcKBsOidUe/DC72OGs8c7Q/EtzcP+VxATsrk25TIXGRT2kjTTtdl6Evkn7mUVvyusluW70rDBCB+m5FqWfZ9nwz/SBeQ0m+nN0DuIILovQ0BkLZ9nzGP3Awt84neVY5sNCPWOKOy2h+kCnUSde4xAlkZ6rzMj02ZzCU2lXuJ1NJ1EfoS+WeOpA1raQNDvitn61H24b+3ZlqWI3JOM06jFbgCcgcQvhnICQASkZh+pOZomU/wrkBer9TvB9mF1f7+vale6PaaIJQXJc7L/NiUyVxiU1m3WrouYYZE7plzeb0vkgTliV1pQso74WanccuSPnfLPO4ZrE5mKXfQSgqctkzTtGQNzNEym1KUvNGor4DV/t7dVJdCnF4nKvDOyxTaHMtcYlM1ACmm6xJmSGRHQv92qABcCojW2hYOfp/elaKugXrwmv7SIeKMeK2BzylrerwlCeuiGY2ACiWzx6zNpAPZZ0mEP2p0lpbZnJHwr7wafZDFaqeubDnXyS2clym0OZa5hU3FdF3CHIl0RLp//iQoxW8QVBendx2TPm47Tt8dZTE/SI9alhFz7ITeqxRd4fpMOxi+DVVknpaZJETwTralrDLanwBLRvDp4bpMoU1a5gKbigaU03UBMyQyNaCgB34axOLSpwPA/TBnetcxTDzuCoBTCnQ1APIIrN2pYr6NIUAxOlYIURVIHJWJmdWBph3oz00zU8ssumOBhl8UV0A4KrRp7QNqXpG6gny3ZUps0jL1bZq6EvZSnifVT605Enkfozby7/sqiP88sesENbiZowIAcgKAuu4CZovoTLklEAWgkzDHmlsEbpkDDjO1zKA7XzrgcuEuClxRRQajfYot5E+ynUypTVqmvk1TV8JeyoMZqTVHIi8AVZjdKFywK4TlWQ0AzWtmX/7hK3emJ1JwoDeX5AItevy+5p45c7JkVyBmTuKCdkdlSm1yZa5mUz9d5zFHIi8A1fI6saxvaWLXCTpw6w4VANwDAF1x6tgNuBUefs9dLLw4c4XPhANBESxhphZ9kgRNXXQAzmwH7rkLxnVqUT0zqgDujEwryHdYptQmI1PfpqEr4VzKgxmpNUsip1+IyIfyyL4/nth1Av6RW+DzWj3njXEG3Q8XGBuKMgMFfXpveedqmUebApw7uINZ8YjR/kD/BufjukyBTY7M+TYV87p6us5llkRODajuZtdBF+wqpgI+Rw2UWpaBxWmhZzuo6NaBfCYnJS21cIZ+Ya8LyYIjUHRUy+YXmdGOrWmYS0+0OpzoX0gHhqjlMWM2F8s8jSr49eHz/1jUjFs/XWc8qNwmmLUuIAE1MKj2uTDZoZTZDipm/SrpYZS0dHPWg0iqgnnzcqrzrbt7WB06AYjZWxqA1PKYKZvLZdajKxlelySarJ2usx5UzqT0NTD3LcCCXcWMAmuzcTGszyoOOKyoJQbd03c5Zw50N6/HmnmMsWlN5srpOksivwY0t5phbkzlh+HgAkBNl83VUWc7YKYHl4YxNS1RP+dKYlAdotUx2X4RJsai1usurTRQzGNmbJqQOWzy/VEexbBuus55UHkBqO5mD2NZsCuARw6j26jjuKp6IcI/rD0QcYGDRNh6hyEtygTN6B7q38TEyDxN+cvGBon23l4mZdOQTANXIr8U7UdlnkQ2AE32YYTClvDSLqAAnFGfo+9LuNS8DfjVh/XHwq3QDTZTy/KTvk51iHn5lKtdhhMDEa3IHNgUyNS3ufhKhJfyQDu15klk+4AsdgFxr346sHbgxBtb60ZPOhB/JyLbg2HVQrsZ3kN9iAb5tHkXjFzteGTErV4V7EHmyKZI5jY2ldJ1LgZrQPKl0AJwKrFqu04Qgc1O45aldFcF1h+IqORAL7EXaJlHPWzC14fhQLXucKMvjUZ4cyvJd1zmyKZUpp7NhVcycSn6qTVTIhOApvswuJVYtV0nIGHNZA6FuFrRlQ5xqbH624fFDjjM1DKfC4K3qO4YlJ/Spjt9prJgtE/hxHu0zWUObYpl6ttcdiWyS3mgm1oTEpvhyQcwAWi6D0P4fC3v/ohrpv9YoWXZ0ZUOUXV2AxboEzNPixZ1QZJXFqwvyF//7w51OhhSUzSf9j+jfcBWgyXclCmyKZG5ls0Z6Tr3TIDkSpt/HVDzupzoodHx9PRoRLCMh8KuE7DT3bcBMDVdSUDPQZ+vM7mmCtMOSp51OfO0aJ2BAOQ5T+eNfKYyaukcNZhpktH+3F3//ubjpEyRTZnMBTZln2LMSdd5TEh8vO3nzBDEdEIrDGOJBC3T5aOASAIUw180hwYALrKWcNMgHtd3TM+HocG0gxlVs1la9OiA7vdQAM3pENzeTYYDXVn4lNKs9veR1qh+8m/VTZl8mzKZq9nUT9d5qEnkvVijAtIN06vqZPyYq7LrFPfB53K3aDD2Pooi0cdtKVN28Bck3QIVB4Bsjrs8Iogy6u9ztOjxqRzHgwnL2Wz5ORur/cEVJr8EbtnFLEc4KZNvUyZziU3pBvrpqo+KxHsA/p3QAUhlPvcbfxsjU8GLEkJMS5ivhUPDS+Opo+JAvJJM39+C4Nq3KSHsOh8rr3R2fyxgq9wQ4Wh/YHZZnnTiCXFT5qY25RFK90pWoyzvvLVq6AAUqVQeAm6po7TrFG2oO59H+lll9oW9RTFUHEjWmruRR+S80k+Vvpa14Wh/YHRhwvbVaSp6xr5D5iKbUbTV5CcLufPuhO6PU1qoPuUtLam26yQ3otcdeGPnMxGuP7I6Sg4kqwlHrycjoo+jq2VtONqfRAZa4m8yUj4QWf0KmVvZtEzKqxZ8AtCt7fs+U3p2b9RWGrtOk2vFsTZkky61kWbqDkqIZiy7vutP7HrEelrWhqf9CYHBl2DBlM5vkLmZTbvk3Kj/vrsY5C5atZYhHG2mtes0uag6yqENCVsXCy20wHQcQNRETN6NhZbdREfL2nC1P/9ksg9aYVq9/cvczKZdcn5T8hWAbgDyPlOcnzEfduPp7apydKKaO9qYc9K7hZXhtRwI57QdrBPLqXmra1kbrvYnpck+6IBEU4uj7l7mdjatkgb8Vu8r8e5A2F9BvzAQQQZ9rZq7KnAL1HJHG0ac7TIL9WstB6nozc3g9xEniqpqWRu+9ieZ5LWULs/RuYmsGrR3mdvZtMtdcJOvgYhBgvrPb1QqjiRMcHn/X3NXBcJbdJneCijikvNRbIFk80/htRzEUFpRj/nKW1XL2vC1PzH59fbzbi8/zPyqH/YuczubdglEN/kORbc812hDBcPArLfrypQIbBRtOg4CQcdp8HmJH+216i26t3mU+aMwkbj4ZpmGbbrI52PUUOvrhez3/InMeruuTIHMxlxAOg7iM7/QDhvxXI47oWmMFtkRkJ3P3PWsXnyxTNM2XYQzKb0SccysIuMGzSVa+l3L6sSCBRYSoHg+NDZntV5CheXfFY0h2Y0AR+Hfv1jmCjadY24AQk4kDXOLHIm1GXeVCQN+v0UUAccOAI71Tou+CohNV0DDEmiEtZkvlrmKTceYHYBIXhXTW21OUeWWZgLSgf4g+8U1RP1zPB3/gtj7oH8Ra6yLgjCVrDPwxTLXsekWf2atNAIAOF3uzkXn7ieRLkDnCM0PcOM+E5eiQhDF5B9Ceo7MPVD8grTmD1v/QypM16+VuZZNp+CsC6ZK1v1ut5iBIsd4D/EHQXJBwX1mnmvzHB2ZwFSXap3rltZfvlbmWjadYkENCDjGrlUQ/+2kpKv/IbiL/9z8gLhXvVTgb4f7Gk3gP5AMsfpWmavZdInZfUAAkDvXsnauSiYgjNBIutBO+MzeuycuHZKVnhjJYb9U5po23WFRALK2+JYQ5y5IRAaIB+JeCiS7fPtaAKss4VwglD2J3ylzNZtOsSwAeeYSJqhEK+pVR9hbvXcJTbVSkX2BtGvvK2WuZ9MpfACyREogGEh1OSDd5yNzNltkn/78e7SsLlUq72z8RpmmbbqK7W9B/rMIZia+xwhEs8M4zt3wJ1cEQNr2fTZ92O+Tadymo/gakC2yECf6d11x/Gny+z67LHBGYLTIzghw/jn8rcvJsRXfJ9O4TUdZ9Bres4TqwLxb/g1CZonc3dD8yN6Vz6GrKyAKVYx8m8wVbLqJD0D2OJ33OUBXwKESj1Zeny+TadnmdvgmmD2yqHbzg95ZFFVos8nwXTJt29wOXwOySPeD27e8aO1+UFodl/pNMu3b3AxfA7IIKbtf29dgimN3tfvEfJNM+zY3wwcgm4R5zby82SenIrfdZfo9Ml2wuRULvob3LCfBMdzre+Ihl3Nu/7vtb5Hphs2N8H1AlrkUe/mAVsYhduKJ+Q6ZrtjcBB+AbFN/Q2O/caT79ytkOmNzC3wA8ng81vCd0B6Pxxo+AHk8Hmv4AOTxeKzhA5DH47GGD0Aej8caPgB5PB5r+ADk8Xis4QOQx+Oxhg9AHo/HGj4AeTwea/gA5PF4rOEDkMfjscb/A0U45AgtUW+QAAAAAElFTkSuQmCC" | \begin{array} { r l } { f ^ { - 1 } ( f ( C ) ) = { } } & { { } f ^ { - 1 } \left ( { \frac { 9 } { 5 } } C + 3 2 \right ) = { \frac { 5 } { 9 } } \left ( ( { \frac { 9 } { 5 } } C + 3 2 ) - 3 2 \right ) = C , } \\ { f \left ( f ^ { - 1 } ( F ) \right ) = { } } & { { } f \left ( { \frac { 5 } { 9 } } ( F - 3 2 ) \right ) = { \frac { 9 } { 5 } } \left ( { \frac { 5 } { 9 } } ( F - 3 2 ) \right ) + 3 2 = F , } \end{array} |
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qtVqtVq1WK4qiOrBHRGAhxbg9q+3QXZhMJiLSarXUOpDiHwCBMQXzyx9++I/f/z7P8+3t7afvPet0OqvVqt1uX1xcXJydf/DBB//4X/6PrV4/z3LrnNNytoggS50hsGciMhoxC9UI2KaXrz14jShCBZ2h5t0iKqhYrp+IEw9eSo0nL4JEiESCHkDYERoP6hM8IkZRJLZ0I9776/HV2dnbKEriON7b30XELMtmswkiNpvNJI7VONXIocpxvQHWWgZwzjnv6j1QZ2go0I1Rk7lYLABgNBpdXVy2ksb+3kG/2+WyIoe1L6/t5YZzIzUtZVlVsV8RTwIKYKogCgIACWgdsn5ViwU/ebN2YurZoKr1qZP8SRqz6ZGkykWZWS29MUbjsel0WqQZCcRxrGFnLZqACJ6ttZGCeRo+aKbnPABYrSR5Jlv6ZI1pN9NLl+W5d2maquDqpmjiwAhKhNBAsd4I/V31tMaYVqvlC3c9Gi0Wi6OjI13kgEyapjX2gRUXovSUquwa4FSr55xDQ9baPM+VnqG3oXVXZcKs1+sgCPI8Xy6X1lotoUGF7qicF0WhNVINcfXmnXPD4fDVq1dxHD979oyIXJ6rOdCoYblcXlxcnL19GyVJFEXv3r3r9/vHx8fW2ufPnydJ8l//63+9f/9+FEWr1cqmq3W6WmsBN7AWKvDdmBARCSrs4Q7B/5F8lIE8guY7iISomidq+EvVrBaH2TPflWsBSd2aXljDRAAmdaoIxpIXUhLMer0ej8er1SpJmgDsXJ6mq5ub69PTU+fc4eHh0eFhFEUamXDhoLpPEwa1wpCIMabgsjimgYcxhgx4LgyYVtIQQgBYZ+l0PgNjtncGg73dwguBN8YQqcRjVZ1B8VXsBPCTuhYAkAGROowqS961wpSBLtx5xSpzBAAowy2gMrwAAIPGkHMOEIyxm7agDsNqSBYACExt3aobI2a+PDv/7rvvmPnp06cHBwe6FOrrpCpsaBgmG0ydGuTAqgyLjHV5qU6PNftaLpdZlhVF0el0kAgsKDTIzFqMMUjAAgTOOfVy9YOkaapG9upy+Mc//jFN0ziOd3d39XvDMFQwv8ZU6vBenfamz3DsVWprpPfy8vL29hYRt7a2Dg4O1FJopWC9Xq/X6yRJWq2WEnrU3tVGjQEK7xIb00bh8erq6ssvvzw+Pn7y6BEwKyJV/rrzy/liNpstl8utwSBJkrOzM2PMhx9+uFwu//Vf/3Vra+vx48fGGPUB1jnOssyYII69UADAAGSMLSNMBEAkQQYBFgYpKqhNoRgvDDXjqY7n/zfeg/6Vy6I0qMQLIZFFAwBUsNMNRQQQQwaYwbmcRbz3WVY455bL5Xw+d85tbW3t7OxYa9M0vb6+Pjs7Y+ZOp+Oc0zTJew+ea0SLAuu916hdgxAlsmlpWEv20+n0+vqaPRwcHxk0cRwv16vb29sgCA4Pj46Pj/M8FzQMoqlyHRGIiICwMAkCIdWMvx8X67mkd0j1Q1XqLPGJHznDWuIr21dr6N37tS9St4Mb4OEmGCgbVUEoAVu/Xq9fvnn916+/6rU7J48eAoAHARG0RlgK9iQghMaYdZ6J82AoICOEwMIIBtCDALMQOu/UrCCiCGiUmGXZarXKskxLr4hYJ+fgmYicd5rDMwjKhoEGAIA61EzzfLFaXl1dTafTJEl++9vfJkkChpyCpQhEZMLA5wUjAIsTNnCH2dSrpEqlK59l2evXr09PTwFgb29vPp8PBoNutxvHsZIidnZ2FovF6enpaDQiom63u7W11Wg0pLrPTZBc5Wo4HJ6fn+/s7Khv121qt9t5nmfrNAiCoigdwNXV1e10olbg+vp6PB7/5je/aTabqr3WWuu85IW3YlhQ0AiAUzZLhfYSEZaxJwiSZ88MZAQIBRlQEAmJSj+JmheW/6/NPEhZnwEkNKT0JkQ0QUgE3gt7BwJkjTAze9ASlwkQBYSsia31YRg1m80sLQaDwf7+PhGtVqs0zVerNArCOEwMBd6JABtjhNCDZK4QEcz5+vr6ejwOgqDT6ezs7DQbDRHJ81S3P8uy169PX758CUSM3On0bBgYY7IsI2N29/b0to0xiAIs9RIDgDCzMCCIPiAocFx6SK9AvwgDeBGupERtlkAtPiqRG6EHCYho1g6aGlaIMYuye8UVOQAgmdpUm6qAaYxh8SLCwALitWoCrM87X8yvrofT+WR/f7/T6wqhoOoGKzwgiILghLMi94XT1TDWAAsICyASsohnLyKOWcF9xfpdlqdpmqeZtTaO4yiKVDcMoCGTO09E4KEoChNYjSfJWnFuEzIJwzBN0/l8zoB7+/fmy8Xbs3fT+SzNs5JvBF4Acu8JjAfP4EtbiGUWIFI9NZZ1o0ajoZai2Ww2Go3r6+vz8/M8z0ejUb/fPzg4SJKk3W4DwHA4/PLLL2ezWZIkW1tb7733XqPRAADNEQDAcRnbs5fpdHp5eWmMOTo6Ug7w9va2Wn8N1L33+utpmi6Xy8Vi8fjx4zRN//jHPyZJ8umnn8ZhBCxxGBGRjaIoDGP18AwCjE5cURRRFKm78yLihJENGEbyIAyCaMlaQ0ClCRepwF+pGaT6D4BaGSmTGRsQoCCRMSpEDMTgpSLVhGFYFMjsBFmFOc+9c348vlktU2vCRqPV6XQ0osjzXH1daIMoispUCksbpgkDIi4Wi7///e+nb9+2Wq3BYDCbzQ4PDqIoQgDNQofD4c3NzcXFhQ3D77//fmdvv91ur1aryWRycv/B0cn9xWKhFTxEFGGXpcYYUMi7xqU1Xt8IFjbDP9ioZdmKiVK7xMr6CgBXfIM7pyEbZOtNe1+i4khhGK7Xa2utRg01qiwiIBtJB6KKxc3NzXA4DILg8Pio0Wh4YUIShDzLSnpgUaxX65n3uoARiNK2kJALFkQDhkGyLAMi5xyUOaQAgDivGhWGYRCFyqpVxUvTdDqdMjMYsta2ow4RrbMM8lwTudo9xnFsrV2tVkR07+jw+nY8vLi4uLh49uxZTaxn5izLTGHVLtQZ42bajIhkCBGVnOC9b7Vaz54929nZOT8/n8/nk8lEGd5pmu7u7nrvX79+/fe///3q6ur+/fvdbnc8Hr99+zZJkl6vp5R9ItI2AE0UZ7PZfD7vdDqHh4dKgtPoQPFkX7hms9nr9TTXbbfbva3+Z599Nh6PX7x4MRgM7t27BwBxHGdZFkWRXaX5Ks2990C21YJmkoBIlqbz5arRaDSThiB4ZkERFGbJC1e43HqLBgJLpdJpqoa1KS+zF2WzCJHUdRuyhOgFGZBBCi/CHgDQBMycO86ydZWOCiICoqEgDCCJm3nGgQm3ekm33QNGXzgpERkOgkChOe89Uonsl8khERKFUZQkCQBcXl5Op9P1anV0dNRqtaIwIqIsyy4uzi4vz1udXlEUaV7s7OxM5/PC+2anHUaJKzIKrPeORYwJQMSDVwgUENVnQFmaZkRkDfYJhasKOyGUFQ9GQ3BHJQPhMus2AICK6TB4xDry14hFYWxSB4YAoNjMcr1MIHHOKWeamYPQ1oET62XAIFEJcXExmU8m81mn3zs+OTFBgERa3Rfn0jwXkdVqtVwu1d41Gg0bhkCU5nltQYyI977wvkjToihQ+ZVIioJaawmwrJbJXZ3m5ubm+fPny+Wy0W41m83tnUGz2QQi7Vvw3pM1hXfe+xBEcSaypt3t9La23rw5PX337te/+U2e58Ph8KC9L94X68KyFSiR/5K5I4LGqP0jKvnYcRzP53N9olar1Wq1drYH8/l8uV5dXl6+e/fum2++ubq6Ojo6+utf/zoaje7fv//xxx/3er2vv/766uoqiqJWq6UITZ0saFK6Xq8Xi8XW1pYyBCeTyb/9278dHBx88cUX3vvx6FrRqYcPH47G4263+4+//T8BIM/zly9f/vM///NHH310cXa+Xq9RxBeFVanV9cqyLMuy2WQyHA6ttfv7+/t796IoAkRCYhH1wnlWlKSwwBiDhkhbNxiENuwxIgKRcouIkJkFyBoDQMjshQHAKT5mjDoNrTWFYUxE3hfee1c4NWwKymVZtru7u7W1pQwkBcestf1+v9PpEFFRFCCst6eSwcxRFJ2cnLTb7eVyOR6Pp9PpxcWFUgtERC87Ho9FpNPpiMh4PAaAm8mk0+kOdvaIKG4kXtRj1+Vmgiol1viittF3cM5Gj9Jm9wBsvoSqN6US3R+Ruep0RQtIGpyqewyCaLFYvHr1ylo72N4hoiiK8jy3gdkEHu9gz4o+pq9utzsYDMr6obCaAvVgaZrqZ/SanU5H3/Te14iF7rK+WRIXSzjQEJFWNYwxGkDquq3X69FodHE11Fayxmlje2dnd3dXb4NBmrZZB642sNZaBgnDsNPp7OztzueL0WjUbrcVKdBHqTP2wjtQcoL3ZgPF0AdxzjUaDb1h3Q51wkmzEQRBq9WazWZnZ2e///3vz87OPvzww88//3x3dzcMw16vd3V19cMPP+zv78dxrExAqFo6FLmdTCaPHj0aDAZpmr558+arr74Kw3A+n8dhpFby8cNHRFR4v7+/v70zYOYvv/yy2Wy+9957w+FQm/KMFghQxCAWzrExRZZpOnt+ft7pdDqdjgCTQee9ISPCLB4AvHPCmK1TgzEhSRlrAbMYuqt0K2ECkLxnaw0RuaIs+yAqdQCUAcXe51UnTmgCEXbO5XmmsRmAy/OciES8IMeNKAxLJq33fj6fBoE5OLonyNc3IxFRBr2iCN575z0R3bt3b3t7e7Vajce3V1dX8/l0eHVFBN4XjShuNOI4DpvN5Pj+4e3NdHw7iZJktVrfv39yeHhYeNeOW2m2Un4msrCwIRIu1axgVkSEhc1GFbGO3qmqgFWhlNa1lIujBTERYCSDUHKYArqrZNQvRNGCnQiLd8vl/OLi7D/+4z+SJPn0k8+iKFos58bWpoERiQwxiKAgoQW7WCwQzHQy9ww7u/utTnu1WjFI4d16uQKAdZZqMNbb6iuhJAiCxWqpG0potNCvMhTG0XQ+y9I8aDSByARWI3Uk4sIhkSBYYxExcwWzD+JosLfb7LSZeZ2lIvL999+PRqODo0N1mBriQuGMMUhkw8AEVi3C1tbWcDh8fXr60UcfmcBmee65IGu8OOX/qv3KXREEYV4U1lqsPA0za2tFZcgCZrZhEMZR6KIwDBuNRqvVms/np6eniPjZZ599/PHHamuiKJrP5wooaABvjMldQURAuM7S0fjaBPbk4QM0NBnPvvnuu8Visbu724iTOI5dVvrkp0+fkrVbW1uFdzeT2799/dVgd+eTTz6ZzWaH9w7Wy6VVJnmtP5px5dVLRJIkCcNQ6zZV1zKCSBAEq9USAKIosCVRA5U1UUdK6nkosAaMZhEAgEg1k0PkDoEsgysR5xwXnpmNJSJrjKirdM4FobEBaZ9ulq/1+uPx+Pr6utPptNvt2Wz28uVLRLx//36z2VTLpA9SQ5phGO7t7RGRc/lsNut12zs7O3EcK/QaNZL1ej2+vZ7MVmRtFEUHR4eNVlN/nX1ZtzSAhqzefwW04J3mVNlf/aU14FknNlBWJoSZCRWXEyRURSVz51drp6oOoSRKiSgxdTJbvHnz5vLycjAY6O7UNBTvvTLauUo7dR3W6/VkMlE+187OjoikaQqE6/UaDeV5niRJmqbWWgVj6tRLo8rVanV9fa21gcFg0O/3tc1a11aFREtl6kbKrCGw2XKhsMrDhw+ZufBuMpmQtfHFRdJsXF1dFd7tzWfHx8cPHjwoslwfIQxDAC6Kot/v7+3tvX51en52+fHHHytqlWYrIqiYVU5EhLlqD2RmTpLk+vp6tVomSWKM0Upjo9HQeqyqZZ7nig5IBckeHR1pHUhT8dVqtV6vd3d3VR2w6oDVrzg/Px8OhwcHBw8fPnTOnZ6eDofDBw8ePH78eHt72zmXRHHuiiSMgDBJkvV6HcbR27dvZ7PZP/zDP/R6vdls1m42iyzTvbY1IUgZAlo+Wq1W29vbdXBSF6OZmSxZtLzScgegIeermqxwXWSLokgQUCTP8yiOC8fGGKNtrBrWautVhWeQgq3eM1ANk+h2KhfJVwzDKIo883K5XC4WV6PL5XJ5fHxMRG/fvv3+++9brdbOzg5XtXLduWazqSA7ACDK1lYvXS9fzWaTyaTf71ulQgQ2z/Pb29v5fD6fr4IgePreQbvdLu8N2QakLQjMXjba50VEi7VlogzAXIYMVUylNQnNtO9mFFQGrgaBQFiQhIRYa7VV6Hun+VWNUZVkNptdXV0R0eHh4dHRUafTsYFRAF2/hRkYGAXFs4LJCglOp9Ner6dqLCK+cNoyGtrA5YUGdXmeh2HYbDY18geA0Wj03XffvXnzRnPX4XB4cnLS7/eDIECoKNBEBsl779gbY5gl9w4ZiciGJfeAmRNDcRwnzWa32222W2/evHn15vXl5eVqtdrf31e5Vz0XAc3Btre3jTE3NzfNZpO5pA02m01EyLLKDZRtXFBbn2+++ebmZvz06dO9vT0lo9a2SaEHNUmKL1xdXc1ms+Pj4ziOV6uVhj+LxSJN016vF8dxHU6TYJ4XRHR7e3tzc/PgwYNut6uA7Xq9fvToUa/X01QIqn7oZtjx3vv1mpl/+P45ALz33nsKFo5GI2stAhpj7GaoXXPz6nbvLMvW67WI1IUU9aX6Tp7nNRgrgswCaJwvhBmJrDGuZNj8iNEC2lnDXqVK110hOBFpNdtxHDvnbm5u0nTV7/eTJFKfkOe53kMYhuPxeDwe39zeKlQ9n8/Pz8/X6/XOzk6n0ymb8Ss8M0mSyWSigjWbzYwxur6aMxdFURSF1oKuRqPVKjXGhGH45MmTXq+nrHzdnrwoNPauN6ZO9upMrwL31EWUe69mhZnVgXLVO+cd1w09IJ6q9hTZKM3V8WpdFKmTQO/9arXqdDoPHz5UHE+tp696CzUJLJzTZ1RTO5vNiqLodrvNZnOxWJQlWYD1en17ezsej+fzuWbgcRx3u9179+41Go3Ly8s///nP3333HSI+efIEAIbDISK2223lGCo8WxmX0o3XxOAgCOJGopY9iMJ+v++cW6xWmlx0u91PP/1UCZ/j8fje3j5XPIQ6L1Wscjab6V+dy0W8tbYo8g0ZFmahqg709u3bL7/8MsvSg4MDjUu994vFolZLzWu0gXs6nSpboNFoLJfLMAzjOL68vLy6umLmfr+vCLZWvPTXAXE8HjvnDg4OVFmur6/jOD46OtJODu+9F47CiJk9gAbAr0/f/PGPfzw4OlRaz3Z/azGbGWPIGO+9rduL1+t1TZKM47jRaKj9qNoXsCyyV4ZQRIrC57lrdTppmq7XS2OoKIrxzagRxRSkzThptFvW2qzwRMaXDY2h5/I6arPVRF1cXCwWi263u7sjAHA7uXnx4kVRZI8fP97dHTCzSpL3PoyssWgD0rEg29vbzU57ma7nq2XcbGztDNq9ro1CNU4IAoZy7zyIDYN2u+2cm06nxqD3BYDp9XoaCARBJILT6RwRO72tdrt9eHjY7/dX63Uch/PZcmtrSxQAY2Z2XBE4mLmqIm7S6FSvPAAYiyLeeQEAQuX06awgJAIRICLvHHtPVZ9k7RtrtVRDpj6WN1qxNM3r9Xos3junxqJm6pSazAzMLs+zLLPWOvaOfavVYub5fB7HscsLEbkd3/zlL3+5GF4yc7vdVlqmQvwHBwevX7/+8ssvgyD48MMPHz9+nOf55eXl5eXl+++/z8xZkQsCKTInLAgmsHmeg6C1lsCoRRARsqYkZnhPRM1mM4jCKIp6vV6R5V/99W8uv0NNdFiMBko66kIhkCzLiiJTF1QUeRiGeV6AzppAqhvQvv7668vLy4cPH+zu7qrdwZIZCs7lQWCYnQbnaZoOh0MA0ALSZDIZDAbGmHfv3p2enoZheHBw0Ol01HyrZc/z/Orq6uLiotfrHR8fF0Vxe3t7fX19dHS0t7cnIrkrLJlGo6EIWeoL59wqTZ8/f05ERweHRweH11cjDFFdtyLAdrFY6KgVJRbW5lktX73BdaSEiIpJqtnrdDpJs8UsWZYh4ps3b7755u+DwaDVbgwGg5PwhNBqGx4RuSq90e+eTqfL5TKKouvr66+++mq1Wu3u7q5XabfbPTt/9+rVq06ndXR0lGWZzjtYLBZJksRxvFwuvffL5TJN01a3AwDz+TzLsm632+v16nYBfUgFHhWXQ0TlCoPwer1utVqdTocLFwRBv983xqRp2mw2W63W0dFRt9tVyr/GzGEYWiIAyNZL9dW1BgLcYTYVECVFUTA7XUN1QUEQEBoAWi7nRESobrPMO5XAVQ6GqXxjrZ+b4avG4eoJNYxX5ZENWLWGkcSzEpU1lCVrSsym15vNZiriLi8ajca7d+++/fbbwrsoinZ2dpSwMhqNTk9PReTi4mI2m/385z9///334zjWQENBxSdPntSTeETEVK1YNXKu4OR6vVa9MsYsVivvvUYlNgz0zel0ul6vwzCsSduaBwGQ8jxV05h5PB4bg55zXVgiyrK00WgiBN4Ls+hzffPNN4j4wQcf7O/vywYBMIqC2WyWZZne9mq18t6/fPlSCd83Nzdv377d29tzzr179261WmnEW1so1QVr7c3Nzc3Nzcnx/a2tLe/9+fn57e3tZ5991m631Ys6ltBYIspcgQK6CO/evbt3754WVG9vb51zobWqXEEQ2PV6rcuhIqvIUhzHOzs7uuLee31sFc3b29vz8/Pz8/OiKGwYbW9v2zDp9/uA5t3522+++/by6gqNmcyms/nSBtHR0bGIFIUjMmQtVI1n3vvpdDqbzVqtlmZu3vHtzcQYs1ovLy8vi6IYDAa9Xq8kJXsgtN1uNwiCxWJxdXV1OxmHkW0lDZfls9uJOD/ob+1sbYfGcuFIgJRV4tkA2iDIsmx2O/FcRHFwcz0TkW63a4wBz0mSdDqdR48ebW3vaIg+GAyqSVCWyGo6HmhThQkEPYgodVyEf0T8EqWwyV0WAOC9EzFEtFyvp9P5d989946tDdvtdiNOyECv19ve7mmqST+iBGz6SaXIgTEmd8xAGhPWoq9FKVVLU/VhsbBUvUIa4i6Xy3a30+52bia3s8X8xYsXKHBwcDAcDq+vr9vdDhHt7u4eHx+rmTs7O7u+vr66ukqS5NGjR/1+f7FYnJ2dXV1daVKn/Rl5nmunHmtIpW3izIVz5JzOyGEAYVbeRhiGaCgr8jTPWq2Wc+7NmzcKnGymJ+rWECnPc+UJaCY8GGyR0QbFkn4UhuF0Os9S32g0gyB4+fLlzc3N/fv3Dw4O6sSB2QGIir4G1RpEaHEhCIL33ntvNpuNRqN3794VRXF+ft7r9R49eqSODgDa7fZ4PFanPZ/OsnXa7Xb1X6+vr733Ozs7ioeFYbicLxaLRaPRwCLX8FgjiziO9Yu0K7LTamVZplGuTZJEH1vTD01ht7a2kiTRNzUfq6kJyvPQZEAjyRcvXjx+/Ngzf/3VN+fn58fHx0dHR5eXl5PJ5ObmZnt7YIzJ1mme59rrHFqrVZrFYjGZTDT5DoIgiQMFTvM8n06nYRhub283m03vC70BROx0OrpPWi47Ojrq9XrqKIIg6Ha7nU5H8TRNbjXiV3klosVigSTW2uFw6L3f2tqSqjWk0Wg8efLkdjJ79+4d2fDk5EQfX2ANAEmSzOdz22wRoS6cqWZP1QrDVb3R+YIIgiDQcMtXHbrGmPV6en5+/uc//3m9SuO4sbOzgwI2oGfPnrXbDbWJZO6ocPWrzlGxKrKrDe12u4JUI7q1n6zTJCLSdN0xO/az2WyxWh4dHRHRcrl8/fr1cDhsJg3NUFRooKqgBkGQJMnNzY1GticnJw8ePIjjeLFYqFHe2dlRZEjBiV6nS3UnZNXuAAAaPWlqoE+h4Ri4gojm8/m9e/f+/Oc/v379+oMPPlAIQB9Q01pN9Gpzo4yWVqvlOUNE77nG9q+vr6eT5f7+PRF5/vx5EAQPHjxQ91UURRiGSmTTx1F5CIKImb/99tvpdPrkyZOjo6P5fD4cDt+8eXN1dXV2dnbv3r3Dw0PlncdxrH8yszLviGh7e1tjtDzP9cPqycIwdOwt4HK5dOyjKArD8Pnz55Ob289/+YUCY9pfovejcz2s3mW5c85p74nCJLe3t5pJX19fK6rhnJvP541GY3tnRxGwN2/ezObL/tZWEATj8dia8MHJo3an+eLFiyzLsiwXRjSGwRXeBUGCSI55naYataq2O+darVYcx+fn56vJUt3y3t7e9va29z7PHTOo42o1OyC0XmWL+arV6T04ebS1tTW5vZ3PZo0k6bTb6pU037KaJRtjTTmJ1BB5cbe3t2/P3nW73W63q0BMGMatlg+CIC/8YrFImu2rq6sfXr4kojCIG43Gs2fP8jxPTRrHsQhba6Ui2QPo7EhAIBDQhmXtWFOuCYtDNFo/UDv9+PHj+WwRhvHW1pYlw+I6nU6SJHUJSipeQY2vlpAsAFTccZ2FFwRB4Z1zuaaUaiix6jYGFg+i4V+apsoCE5F79+5FSbJcry8uLtbr9dbWVrPdCoJg/+DefD5HxPV6nee5ksIWi4VzrtPpqBtcr9d/+9vfrq6utIb0+PFjfa7VaqX+zRprAuu9FwQvrLxl770I53lOgN77rMi56iZBxNFo9PXXX6/X6/v376snqKsONeKoSZpiJ41Go91uL5alHhaFM8amaf7q5Zvz88v1Ot3Z2Xnx4kWz2fzkk0/a7fZ0OlXpDcNQ23fVI2nA//Lly7/+9a/tdvsXv/jF/fv3Z7PZer1+9erVu3fvROTp06e7u7tKJlW1VOMyHo9Ho1Gv1zs6OqrbRPb39weDgZJVSjwWKcuy3BWNRsOt3du3b7vd7gcffFAbHax7mnWQShRFVM01EJH5fK6r8OLFi6urq8FgMJ1Or66uJpOJJiH9fv/JkyeHx8dZll1cXIrIaHQ9nU41T9je3u50OreT8Xw+10BCDUPAJgiC0AbM7L3TOEQZt66alqdJiFKTGo3G4eHh1taW0gLV3OpDFkWhb27v7nT6PS1Sa0StkJ3Krj6tJoGIWObiQbCarU9PT6fT6cHBwb1799brdRiEYRgGRY6Iq8Xy+vo6Wa6//vrr6XTW7fdazY529DWbzdBqUo3eeyW8qPIQ/nQqhJSVQDDaPamtdGiTpDkYDADImiCOG0mSBMY2W0mz2dRJYwBYl2pr31ujiLWH1GS1ZEfkXns4VVE10mZmHVaiAH9WFGmaamrQbDT29vZ0sKTWPw4PD7vd7pIWT548+d3vfsfM6oVq3Fgz4clk8tVXX00mk1evXo1GIyVedzodndWgaRVW5Qqu6Lu6HRqtAUCapovFYji6Go1Gu7u7ymJ7/vz5q1evHj9+fHR0pLpX2x3d06Jwi8VivV6rO2q328YY5zhN02634z1nWbZeZ9qyUxTu6upqtVp99NFHmj0qdqCXVZlcr9er1arf70+n89///vfD4fCf//mfDw4OlM2zu7v79ddfS0VFGo/HWobV30rTtN/va/CvCariGovF4ujgMI5jXxQaxBljgiB0zhF7ERkOh+PxuNvvdbvds7OzPM9DG3Q6nd3BYLlcBtYWRWFrbGC9Xs/ncwV5tcBVFEW/t5WleZbms+n85uYGEdutThwlraTJhffeO+dcka2W83W69Fzs7g063dbLVz/kea5FfI2CyIC1lgi9Z3YOmIkgCEwch7NZmucpEWjoaAwag/v7u8fHh9rAggIuL4rMdVrdKEqyrBhej3LvNL0ED/PFigW3tncGO3tJo+W9R7Jx0iiKggWRrGcoHDtfOJePRqPhaNxp954+eQ/RWBvGcSPPXbvRPru4ePv2rfd+f3+/3+9vb2/3+1tx3Hj16tV33/59a2ur1UystUEQaRjmq15iBEZUhil6ECABQCdMyhJg8s4VeW6MZ2aFxcMwVEZ0EESAslwuRZxaKCEkY3U0MACJTjJFYP2fKjx4z4Vjb8NA1qs8z6uxYIhVWQUqBZZqmvhiNtcie7vZ0rHiCl22Wi0AWK5XNeRDRFrz2N3d/e6771arlcb/0+l0MpkkSaK6p/XxOI4VY9N6iVQV9lo/lbamN8Mg6yw9PT29vLycz+daN1au2T/90z9pn0QNMRpjkiQCoOvr8Q8//DCfzz/++OPaU+ljqjZ67xFNp9Pp9/unp28nk0kURR988EGv1xuNRgDYaDRubm40SkTERqNVFEWWFV9//fWrV6+ePHny3nvvJUmiSP54PK55gi9evPDe/+pXvxqNRtfX19qTWedW9+/f1yqdWkwNy7WzR0MYDJECGxEuFouXL1/e3t72tvqvXr26ublh5sN7BxobxnHMIGjIKvalRnG9XqsrXywWs9lMm8SIqNPp6I5qViAik8lkPp9770ejEQAURY5ser2uhgfn5+f65M1ms0q0sIa5AMBaUjaFhlJqtLTwBcBRFKmnVcO2WiwXi4XWA0VkuVxOp/Ner6ecmzzLlVinOL6OpdJbVY+qsbEmJKvV6odXLxeLxacffby9vb3pbURkPp2ORqN+t7c72Nnf3X3w4IEXYZYoCv785z/rkyq9Rl0TGUCoBp3opCFUqv2dQ4OqJKIEDJ0eHEXJarVar1IRyfOZMdjrdspx0lhOcNUBlptA609cZQ1UqPvlao5wvcgo4L1HU7IXFNSJgrDdbK0WS+ec8gE01tUSwps3bxR73Nvb03g4DEMiGgwGH330kQZX/X4/z3PFKu7du6cTT7SooJ0TmlxoOUFvOEmSnZ0d5aCq8Knfu7q6StP08vJyNpv94he/ePjwoVTT7nhjvF2apqPRSKsFJycnYRjmeaZUZwXSi6KwNgyD+ODgKIoaz5//sFgsHj58eHx8rAOINTlXfWu1Whp/MvMPP/zw7bffGmM++eSTfr/f6/XSNH39+vX3338/HA619KUwzGg0ur29ffHixdOnT99//30tNLTb7V6vp1+h/l8hjJp9rVumW392cf7Dy5dJkuzt7X355ZfqsZpJ4/LyUm0Hi4RhWCY2quJqlqIwJjSNpBkGkZL9Nd2/vb29uLjQet1wOCyKYrlc3NyM79+/32o31quskUTj0ejs7dvx6LrRaFgycRjFUUREZYgHmhqBdrsVReZ9IeKbzaZmDs7lYChqJKparUZTPGuMmufOmEAEZ7OZcnmbzbYxwTqfjye389XSCV+OrtR0IeK9e/d2d3edc4Z9wxpGWKbry6vh9fUNAD1+/LTT6a0WS6UHKICWpulkPDk6uX97e6tgY7ZeE1EjjqLAFkUeBJYM2ICMDYqioHKwp7KOWECgrN6XfPq6chiGtkJleLFYPX/+YjQaKWCWZ0UQBA8enjx9+jgw1vlcxBOVNDmlnhNt8HWskWoIIhEYgwCc5ymXjLzCGFRGEdRQEzMwq1IGxjTiOFuvASC0QWBsFISNOFHpGY1GCo+1222FZF+9eiUiH3zwwccffzyZTNSpvn79WvkoDx48MBuj8rXGe3NzIyI2DNRdJEkSNxIgtGHghXNXCMLxyX00dPr6zXq9fv78+cOHD3/5y18qZFgTuE3VX65RrkbXCv5rfTKOYxEdDOf6/X66LmE/EVmtVk+ePNna2ppOp/osy+WKiIIgDIIwy/IsyyeT6VdffX19ff3RRx89evRIAZvhcPiHP/zh+vp6b2/vwYMHjx49ur29PTs70xlLt7e3k5tbS+bd2dnZ2dnu7m6n01GMbbVa6WwErbhqdKBJU1EUNgyUWL+zs/PBBx/8y7/8y9HR0bNnz3Z3d//0pz89f/786dOn1to0z+9468aY5XKJiK1Wq91uqwEOw7Df70+n06IoGo2GzuGqM5zT01PPxYOH94+Ojt69e+eu3Nn5W0Tc3d0JgpL156px3SqOda6VZevydBpELWZcXl6u1+ve9tbR0ZFzbjwet5stNTbqHrXB9PZ2GsexclPm8/lqtVKI6OLy8tWrV+s0zbOs3ens7u6u0xREGs0mAKRZtlqtXr9+fXFx8bOf/WwwGKiZ39nZuR2PjTHX19fD4VBETo6OV1laZPlyvuj0uldXV99+++1yudzdHXS6LWZO0xSAax6WzrIoTyX40aSMashFRSvLsmw+X9zc3Hz11VcamERRdHhwdHJycv/kOEmS9XIF5dXKKQGagwn4mgywmViWPYcVVVg/EwQBCmniba1VsriIsPN5monndtxIong0Gon3rUbDF46dbzab7969u7q66rY7Gqro8S+np6fNZlMrjQpoTyaT1WoVRdHe3p7yxfTb9bcGg4H2+IZxpEpurdVcURVMQUGVisVioZGz5oSqSHUOrG4tz3PtVM7zfGtrS0VF4ZkoTLJ8ba1dr7MwiLPUt9vtr776erVa9Xq9ZrOpYZoKYY1L53keBMFwOPzb3/725s2bwWDw8ccfNxqN1Wr17t27P/zhD1dXVycnJw8fPtzf39/a2vrTn/6kSOdgMNCmkNlspiy/wWCg7kq5BI1GQ+271mPjMERElxdZlnlhTQkfPnyoEFG323306FG32/2Xf/kXlxeaeEdRVDpArbqmadrtdg8PD5vN5mq10nkZmpNbGxLZwWB3vc6YeTAYvH37dnJzc3Tv4PDwsNfr5Pkgy9brxbLRaPV6W8PhcHI7zdfpfD4Pw9BaYmaDJeNHJ/T5jddqtZjNJs1m8uDB/b29ncn4Zjq9nc+3nHNZVmRZoUSF0Wg0mUxO7j+8f/wgTdM3r9+eX15cXo3m0xnas2bS2Lu37/JifHtzORztHRy2Gs3b6SRdrcM4ms4WL16+HmzvfvH5r1qtzps3b5rNdprmF+fDMAxJzPVwfHBwcHh4OBqNlsvlcDjsdDrz6eTs7Wlvq//ee08DQkHKxAeBhXLEswAwItTz/EX0zbIvjxlYhEECYzTlTJLk5OTEWpskURQlvW5fg/MSmJGyVlEGq5Vf1OtANUJCFTUMQ8XMsixzLjfVGS+40cpcAjOAzjlxPgqCVqPZiOIkjCKy3XZnMpvO53PHXmMnJUgAwHq9vri4MMY8ffr03r17Gj0puYqZW61Ws9kUEUsGDbhKSZR5o+llfQ8qqZo7BEGgg56eP39+c3Ozu7v73nvvBUHwzTff/OxnPwuq001ERHOZ1WqlAzKCIDg4OGi1WnpNTVyzLOt0OiBW5/c0m62//OXPxtCDByfT6eT6+lprHnrNJEkW89V8Pk/T9Ntvvv/Ln//W3+r/l//ym52dnTRNz8/Pv/vuu6+++urRo0f/+I//uLOz0+12l8ulgilajNja2prc3N7c3CgLXwNUzZ/H43Gn08nz/O3btwoLmSRh5ma7tVyv0jQ9PT1VgD1JkqOjo+VyKSLOubOzs6ODQwX81+u11b7eoijm8zkz7+7uHhwcgNJKiPI819Vn5pubmyzLNBvO8/zd2ds4jj/99OPt7X4URd1uu9l8FpBSJeDm5kbBZZflRIAYKMcaUTT6x2rqMzMr5yjLspOTk/v376toaqyiwK9C88y8mM21I/7FixcvX7588eplmmez2Wxvb+/p06dbW1utVmsymazSdVbkq9VKQTMg/OGHH373u98FQfDpzz5rt9uTyWRnZ4eq5gl1OLe3t0+ePd3f37fWvnjx4quvvnr+/Pl8Ps2y7Pj4+Be/+MVstpDqJAhEUzHIS3gV70qFVEWYUOfP6qaUOfns2TMRCUMbxw2FBIqiKArWMbnaE6M09LIXXu+QyqM4qJoEqXGdRnoqIirHwKhfpF9K1eApFGjESZIkKNBMGutWqxknN5Pb169fj8bXs9ns8PBwu7+V5/n5+flisfjmm2+2t7cfP36seqIypHRzU54XQkpVUxKcio0qpD6yVtu0vqV+ptvtvnr16uuvv1Ya9xdffLG3t6dl4clkcnh4qAjNYDC4uLiYTCZFkZ2evru4OO/1ekfHBzagepKqHiHBHjqdzmKxKopiNDq/vLx8+PDh/fv3NcptNpvtdluTsslkoid//eu//uurV6/CMPz4449PTh5cX480mby+vt7Z2fnVr3517949feTvv//+/Px8b29vd3d3e3v72bNnl5eXQKi+nYg0+bq9vVVl+eGHH87Pz4+Ojo6Pj3NXtg1mRZGn6duzs36//9lnn1lr79+/f3Nz8/r1a022nz59qgJjdaW0TqVEqv39/UYzWa1Wg53tvMhWq5VWIxWfDILA++Ldu3dv3ry6uLjY39//9NNP4zicz+cBBXv7ewA0Ho8nk5kxxpTDJjCyASH5UiFL+2cDShpRzLGqXKPRODg4ev/99zudjrKWlcrT6XQacejyVA8vUE7C2dnZDz/88O78LEkSG1C73Tw42P/ww/cHg11dqU6ng0Dz2aLb6cVR8vrlqz/94Y831+Pf/va3H3zwARCmed5ota6vrlqtFgU2c8XtdJLmmUYRHmR7Phv+/e+vX7/e2dn57W//6dOffVYU3gQRizNGGISABNgL6MA5Kadv6FggLMfQCaHWA8uhmGiMUUhTQQtlEVYJoWHFIYUZBMSBlO3LOiOq1HsR75x6yyDUaWR+nS4Xi0VVISiIrHcMhGQNOSPsRMB7Nsbu7OzqSViKuLQ7TRzKu7PT+WKxv7/70UcfZVn28uXLP375B42PDo8/2d7uE2kMadM0j6JIB1uIgHMeERz7onAiQsZGcaKpo1OzKxAFoSUjnhtxxN5dnJ3//j9+d301evTo0eeff37//v3lcvngwQMdMwcVi0BTsiiKFovFixcvVqvVr3/9693dHQBJ07VmaEXhAMiYYDqdK9r0P/7H/1gtlp99+vGzp++/efMGEeq+EA0ILy4uTk9Pv/3u79bax08ed7vdb7/99vXr1865LMvzvDg+vv/owcPABkmceO+/+eabLMvef//9e/fuOedOTk56vR4a6lwNe1v965vx377+SkSeP3+urX+ImDSS+w9OoiRmZs4zNBaIssLdTCYPHpxs7wx0LgERvXv3bjabPXr06Nn776EhETaBtUmSKOtFRLTDTUPtra0t59y7t2eTyaTVaulkN2XNv3jxHBH37+19+OH7zWYzigKN/hUXqVsQRSSJY808AUAK1qkcNSaeJIlaLC15dbv9g4ODtEh7vR6yTKfT0WhUH5wUBIE43+l0yBoUiaLo6dOn3W53na1ubm4ODw9brZYWbTudzmKxSNfZcrnUEPff/u3frq+vf/nLX37xxRfqXtj7//k//6d4/95770VRpDzpwWDw+PFjdc7Hx8d6EMrjx48/+eSTMI5Go1HcaBhjWMSULLa7how6knS+HEVb46ubH1C7i9UMX6gAWGvViRXee0CpCZMlZa4i0HB1VoICjAaMhlI6q6bT6URR4qs55VV2ADriEwCAUEFO7WZotVqMvLe318l7URwfHR0dHh+dnZ0Nh8PRaBSG4c9//nOFHyuCLuS508RVyqPsiNn7avQOGVMyckVIynO11Emq0R+NRl9++eXV1dXjx48///zzhw8favC1WCyGw+FsNovjeHt7W4fcGGNWq9WbN2/m8/nx8fEHH3yg1OuaHqjlOqVuKwpwcXHx3vtPnz171u10j4+PgyjUpFHDB+fc5eXlf/zHf2jjGBGdnp6evnm3s7Nz9OBoNpsx8/HxcbfbzbJsMpn85S9/UebZ06dPkyRRWsLO3q7Sv5bL5Ww20/Nwr66uROTw8PDk5OT4+LgmSyRJIghJknz77beLxeLw8FDt4BdffHF2dqa9NZ9++qnOvNJajtV6i5ZWWq2Wrr6IdLtdZh4OhxcXFxeX5865999/dv/+/aIoiiLrdruffPrxzs52lmVBYJRwU4uRorLVJJumMSWLShVSZSXN0Fob2LJfOwzDIIg0z+l3uhapKIrp7Wy5XM5ny8BGvV6v3+/3treyQicAURhHzrnvvvtuZ3v3/WcfREG0WCxarVa4E8yns/Hoep7Ek9ubv/zlL7PZrN/vf/TBh/u7e989//76+jpPs3//93//v/7bfwMALZFdXA33Du4lraaWfRFxe2fwyWefRoFldqtVEUVBGFkNqIjIC4OA946ZtSNLsByjyhVnoERZq/oEoPxYOU0QBNaGRVFUcyUUBmPnCiQNNbXgwQDIrOeoOgHvvANkZVD0+31lOXc6na2twBhTE+/qVgG1BXGzkTQbZA0QFs7FzUbSaibNVu7zpNHo9XpEFAXxB+99+PAkDcPw4cOHOzs73vssU9jwjv+gSuici4IgieLaHoWBng5hqSgH/mtNhZlnk/lf//y3b7755uHDh//wD//QbDaV+HV2dvb27dubm5tut0vVS3Oz09PTr776ajAY/OY3v9E7UaaHZjo1eR0RT09P//a3vznn/vt//+/79w5vbm62dwY6wV1tB1fHzmqzlVoxANi/t/vRRx9tb2+/ePHi9vam3W6leXY5vPzmm29+97vfdTqdzz//fDAYiCioK845Ajy8d7BerpQNP7fzOIy6H3U/+uijuiShaacG6s4Vb9689t5p/xcA7O3tAUC/39/Z2fnkk08UslJPZpV/U7dHqDfTtKTdbj979qzT6VxfXx8fH6t+WxMcHR9GUXR0dJBlZTlIwT2p+j59NR5bzWpReO+dSutmU5/IHb8siiJm0PxQq1X9fr/T6lprh/mw0+ns7u7GceyEwzCMkvh2Os3zvLBOsY1ms0lE3W5X68V67N7Z2ZmG4o1GQwvE/+t//a83b0+Xy2W33fn5z3/+5MmToih0WN5isfj5z3+uExI6nc46S4mo3W77Ip8vF8aYZqettaYSdjd3RybSxhFItUvkClFRiCXLMlNN6da0UA/Vc64kf4vUvGs90dkTEVZ9JMxcFD7PU+XiqlHTgvvOzo5m9dPpNEmarVZLW7SYmf1dGVMB+la3U7AHQ9aEOv1xMBjkPiciENERiTrhRg+E1ooubDB1tYKnfBIN0qy1EUQ1s9dtnIJYK4P3/urq6q9//SsA7OzsJEkyHo/Vjih97/j4+OOPP+52u9qvGIbhy5cvlS7zxRdffPTRR66ak6Q3plG34hTj8fj3v//9ixcvHjx48Otf/1oDhFarlablqexae2Tmra2tX/3qV8PhMEkSbWrpdrvanXx0dDQaXV1cXNzc3IzH47Ozs3a7/etf//qDDz7QlFhdlJbEwzA8OTnR4u16vQYAdWZYvbQGrhmmFjz6/b5ms9rhpX1FWpK5ubnp9/uqRFaZQWdnZ0VRrFaL8VgTxbKuEsfh7u6g3W4eHBwEQRCGAaJpNGJE1B4oYzBNUxYHQlowXC6Xy+Va6YhaWlC7bowhgyLeuZyZV8u0KArvRMcrQEloZmZYrVYu91EQ28RqOK1t6dZa9iU9X0XQe6+g1O3trdrXOqSxZAwSkNkd7KRpGgXhixcvbm5uyJrt7e3d3d33338/SpLReMzOzZcLQQiiEA2FcZRlmWM2iLfTaTOJlI+iBDGsocsyOQEA8E7quakqK6Vl4kKDN9w4eh4r5rdGcWEYW2v1cHLn8lrDqys6EPD+7hwH3Jjdqmqj9arLi6vZbNZstqMosjakst+yVH5jbX9rq7+11Ww2GcSGgdoUVxRBELTCluqtSYIkauoXxWG8ztKicIigXLNi40gMZi6KvCjywJiiKFxRUIhkjDDnmXK+vQqlLpdOY8iyrLfVHw6HqurMrJH24eGhjmbUxFVEFovFX/7yl9Fo9Pnnn2s/tIhkWaZ+VYt7Ou9ntVq9fPlyMpkcHBy8//77zvnh8Oro6Oji4oKqPjU1Ipqu7+3tdbsdbd/RRg3Vq52dwe7u7vX1tXJZt7e3Hzx4cP/+fXXLaoP0aspb0sxO0Swiytbp9dVIAxbvPYus83y1WDLIaDTKsmxnZ6ff789mMw0k1VEDwGw201TZGDOfz602cd3c3Oi/6ZxzNdi6ARpu3d7eaiyqtxXH8WJRXpoMAACCcc7luZvP54vFajqdrpbr8/Nz5vLEOGutHlTufeFcXgY8UVQCoRWXWgsAlgJdAk0twjC8vr5utVpgyHvvJ7fz+bzwfrFYKLPk+vpaC1ZaFlssFt57baLr9/ta8NSzU9rdjs6t0zGH4/GYndOj3sfj8XA49NWDa3a3Wsx8NXg3rPiQxhhfDuYAZodCeqJV3XUFVbCgClmBruUhKEF5sJmWScqapcaYtQRDdfyMiOjJmXp19ZBaK1IvpAmPxr1VQ32AiISGmfPcMfNyOVd6asF+sZwDkVQNrlqNcFWzOALpRPD1ek1EaZ4hgmZiqkKaPmnCc3l52Wo0tfKmiaUaGnVx+rz6V50RvL+/r/N7zs7OVCiV7pMkifZ5KXR5dnY2mUyur68Hg8Hh4WFRFJeXl2rFlsulaoXuu7YNTadTHXDa6XTevHmzXC7b7bZ2TulTmPLs0ELnRqlNzLJMOQx6e9rsrsyEIAj29/d7vd5yuawpX646Qaw+Z03rLmXODCVJUKsgul+z2azVaWs9SbtkvvvuO2UgRFGkYumc0/4htbO2rvACQBQFSt5VFdIw3VQniijtoNMpe2EV0tVMRkQQIcCAyCIi2TDN88VqnXunjttaLXDrKYhUW1BdLFuOt6gGTnvPrqSASdUXr/5WCO+kBzGKon5/K4oiY2yeF9ppqr6o2W7FjaTVaTOzmrTd/T1E1BZnhTe1iwUR0Zh2t+uYR+Ox9sKYwGqQJtVh77krJ44FUTnWSURc4Z0vUDRPFERg5+vYtcT3fhzKbihkmUwiInPJf2Dm8mwP5KqIUjpVrEYNqXtUapvGz2oiFa9O07Q8iLaaTuScW2WpVgvCONL5YTolQC8VWsvM7DwQ6mWDIFguFxoaAKGqopZnNPWKoihNV8vlPAiCNM+cc164HucTBIGe1FJHvHmeR0n86MljNeh6/+oltJ6phRzV9uFwqGMK7t27p/5fv12LmbDBu1itVhqIlhgVs/JpX7z4wRhaLOaIqIMHAYBZJyoAgDC7VqvRaDQAxLmc2YWhvXdvL03TPN8Ow7Dd1lijPES5xln0GetIAStaIiMCQuFdVuRe2BXOWhtE4e3tbRRFP//5z9V0ase8VlOhGsRRVIdMR1Fkd3d362ZNa2lrawtLwuQdpbCWAFVCjRm2t7ehGu+CFSulyKUoikaryLJsuVw1Go29vT1VSOdc4XKFdtI0LYqWSqR2adxdoSi63a7Lfc1yztu5wr+NRsMJG2O0u8yLBEEARGp+lstls9ngaoQRbpxZe3NzU3f9l1Ani4jofkdRNBgM9ICHXq+XJEm721E+R1EUZa1y47QmPVPAFV7tgvfeVi3Xaikrqs0dc622LLgxEaeK0lW8pA5oRTwzk4H6t2hjbl2NYNeG0nvfarUQtJ1C+78tACCU+Xme510QZtbhhdqAoX5GB1KhSFEUwOW4FrImSZIG8ypN6+fFaoaLxnij0YiZFWmbz+fqIRW8qc2Hmgm9W+ecnn+ot624seKIVJW7lTjtvX/8+LFOmeh2uxptmuo0VeUG1VfQgKUmx1prRSDPs1qRbDnDjVH74MCQAfZABhBMnIRqBZrN0s8HQaADVhSSUSdUb8GmOYBqgAZuHH+od0XVYV5K4tEKv/6rrpIG2/pEauw07WRmqyclFEUWx6ESgnVoF0DAzCwOq7EU1lrncyLI1+liOWu2kiCItdakqKOILHyaZRkwm5LMKdZSu91UsTBOt58DY1EHQG10BqjVUYDeBYyIekKzc67ZbCatJhJFFBARuKLZbKJFa0JBJGOiOMyKLApKOL4O/3T26b3DA6pK6trVrjB9GIaFL6u3URIPBoMwDJNmAxE1V4miSM+KUglotbAGGBmAXSEeQhtpk3cZZ/Ld0UsGUKpG/loQie5Y41j2Z0gdHWhgW7vT2kNi3Qwp5Vy/WuYQSiEoikIhIp3rpzlkCf8IZ1m2ztas80jDMAgCg6QEdPFePINnJ4yohsMIQtJsqoe01bAfdXqr1SKKAoUAu/2eY98ErNMZJZqXptyU+TMA6KEGVB2fKlU1C6uxaVDNL1bF0MZAXYSa2uqc02laOplOAR5NpDV0REQAnbUBWgYzxtiAKqunA0aQ2dVYtK5GEBrvRLt56rVVu1DfMCmWXnEtLAf1BtVcl8oEQC0GWuqvTXA9NLg2W2qbSlCn2+0WRaETViviUukVjTEC9Sl0nCSJImDai6m8VvUhqu5pVuShcy70XjTaVtZ46WAtCVgiIhAAMIy1QtaME6ra53TKKwFqH2ej0QjD2FfnH+vZL0ISBMFylZJBNSVxGEmFg3uveaCqe3WEqAiVUx9JKvYMESl1Ux21Ch9Us8Y13qxdk8pEnud55uo92FAYg7QB3gjUylzfQB3Q6i+J+I2CJdzp6o8PFKsVUpmxsjFsFgTqlFK3WfN27+5a6Z2UPrk2WEQkUI7bMYBgDJGxIoys92ytFQRX6VXtjoIgiKKEiJStxq48X8RUvbYqYbVC3j0REAAQ3qXTdYxQWytE1BlIVLd3/9jl1vifrU5u5o0hfeqIVBtL3wW1ntydJ8ms3GPP7BFLE2mtNVXEbqqRRVA1edb2AqrZ1j+xmLUA19K1GRapX+EfH0/G1YndmzbaujzjcpiaeJdr4cGYskGhBifW63USxYvZvNvt+sIVWe4Lp4EfAKY+tTZk7wNrbQWlWqJ2sxmEtnC53rd4FnZ6QHxdJqlFjaoAX303ABgTNAwBlyUgEe+F0YARJIKy4B34wAaWTGiNDnFDQEQMg1iUuoYIZETEOwYQpOrkVua8OjC00Whoi5mvxurVS6zHB+g/1fxbZrYGwyDU8wpUdCq9rQa3A6Cw954MithKvUtt5I1zb+vvqi8CVe4KeNeFVKprlWbXAq23xwzGkLWhqU/48XfHGXgQ733sY032AEDHGf/4tFgwxujcIEFjjCFrCu+d8wjovQ7X0+ZsCUw4XUyLwnvPltSekqqBnjHsdHStABGxHtNCxgASAlSnYlA12LbuWFDBwApDFpGoOkOJq1m4tcOs0UeqBgtrQmQqtxyERqT2jXfz+wJjDVIh5MVTFcQzslSHskE11Ro1zQEsfb6hWv8R0dPd6ZG+ylNUge+SJsDa3GzG3vW+ExEA6rnBRk/81LqW916EtbqAqLOb7ua4cHXeg36lCrQG/QbQOefcXaClD1BH1WpZrbXAXqOpUk02ztmrBVQqsFLzLESkqju+3iRFFwisVLNqyiShgjexGi1jiJBIpMRAiQhBaqMrFWKk19cHrD1erUKKANUkJP2ALUMOYHblSYdQSWSpmYx3/pDz3AMw0SYLFHVwa70INY4lUp4Ar1hrLTSqkFRBO2rOK3usen5nPoTv8liv5CEWAGDnvfep9yqaobVkLBFFNtCsJAiC3JWFRARiFmOMZzCGDQVFUcRx0uv1Z7N5uko1iqmMV3W0i0hgrB5aXJp/BJ2roEfoSTU7r3YXUFeMNo6+rCm7NVRRO6vNWIM2ELJ6Fm5RFEFoagPnq5nDRARIZYhQGYVqy8rhnX7jCOraWokIeFYMfdMH6l4QIEO5a/WfBHe6vRkl1X9WV4DaTFsCIIAiW+vTJlGkrhwAEIQEymik0RQPnWanKHya5tkqW81XnWbLO1941qWXonBZeehsulp7X4Sh1ZYISyYwBGyYGdghCgISkjd1giHqf2wU6uGbdQwmZMtRn2U0olYQkYDZISAIsNej4IQAyoPvK66MALAH5533WlQos21rLRoyaBlEz6tQq2GqZrQq7hIRUrFCEUNUg2+14UCkOszUNwkEUJCwPFIadF67ZwaF5TY9pIjXQZKWDFApQ3WEKSKmstYM5QnNUhYY2Lmsdq2qlnVgZqqZzsxsykOLyXhPgA6dLlhQpV7e+wzACRvA2XQhRFEUZWnunCozkwmc875gYCSyQRCFJtTh6ATGoEXU2QbgxUF5P6AnSFZeRQMzrgOEOv6sNUo2cma1OFzB75uPCRXcWCuq/kBE1mr3lp4sgJrVCwChERABAQZ9IgAsW01FnICqGyLqLBXZOLSLRc9u814fsRparYevAYsGfVxeEwTQS4km1EQ/RCxbxlWhoMw1ahuEAt650r1KNRBZquBeg7fakgVBsFyuwzDMXKEfm81m3W7bGOMLhw7JBqCkuTSdTCbj8bjVaSuPGTaMOmIJ5//E9rCedS7iQRCRqsyt3onNsM0oXwTLI9bLPK1kcAMhehFrTGl8nPeO0zTNstyx996Bds3GcRnAVH0tdQhRx6XVZjsR0ejRBhQEgQ2IPahNpPKcSBAGJGEvAh6kTv+ECAEBgZzT2Q7qHwyRrVxj3WS1YS2rlanXjRQlY2G4E9A6k6w8BtaLVu93vetc+a/abJe+V+7EfbVanZ+ft7rd4+Nj50WEwyDw3nsBRKOIwOXy+np0470YMCSk8AgJifjNi+uDsRf2HqgkaekN1IFfbddq1kGtrlQNX68pQfjjjL1+s/ZUGz7ThmF5PDtVDOoNn1Yi4USEgHXf3GYyX8mbbo/6XgPeI5EXsURqYHzlz0X0nDckJFDR+PGswA2U5I7X5arZH7X2Wb2b2jM450R4048DADMQVdGFQGQDHa8SBeG9e/esDZlZPGM1Juv8/DxN05OHD5IkAWBriYwW0DkwmHvEerCagLAoBVRvaL1eImKZHpZLr4eA3JnDakvEe48sgCiMUJ5jwyQgIOypvCGEonA66KE8TBckK3KyRmu7iFgUBQQlBbcOHhTwYPDeF857ZgfIiETAenowsxNBIiADIF4YEDRK0UQWEAVQT1UWz4Vnp+1UJMRChrjO5suIc4NCoMRRPd4PABEMgkEE54p6uTaVttaE+v1NtKOUZj2DxFqu7CNV5U2A8vzjPC8mk2nuZKs/IBs4ZjSB98KCq3W6mI3Pzt6++P7FaDQ8PDjodrthGGJRWLQGQU+OUPBGfHWYEgKALoOIVP8RgeqcEqqKN2pqSzO2MXevziM2n3HzM7UKAYBWBAkwtBHL5qnMIAKIBhHYA6GWasvgBUo3gKUaYfV1au9M1TCuggEALMaSIJVzzDRWqkwGM6sPRYBytCfVtasfhdw/8UyIaGs3yHcn+5YVPKnSZakgJi0uq/bOZjNt4VWrqcXJ8e3NmzdvhsNho9E4Pj6u54WrCdQUHze6bKs1RQBAdU2u3KTgTiV/GnnrJunZjOUH9B094tsYlOocZTCFd0rsED2eMrAlKOm9NhCqQnqvh8OUAZVzTss5LIqs5q48U4lUD6u78gCmPmGWyNS6hIiaAYqITuKp7XdlqnNkBFHJUNdW2xqovFz5qnFzFtaotfYYdx+u9ntTcGsHCwDKlKqXfdMbAIDmnozgQYbDoWOfJIlj7fwEZUGORqPz8/P1YjkYDN5//9lga1vTNmBhLIEA0laMemsIpfJg3ns0P5Kr2iViFf/XPrCGPTbXbdMM1VhAvRpVnA+6+67genE210FXiVl0AIuoM6mMR23xN5ZxI2vVI4kNlvUtFsayrWLzKWpyuC8f9k4PYSOhlQrFqB/N1im1qWbyIFoFJ3ijvK6l2zq41Tz7+vp6Pp8fHRxGUZQV+fX19fnlxcuXL4M4+vSzj3d3B0TApWKgcy4gg4hGK3uIqKegU8nV0lovGEJErfX7vNhcGqmwn1Krvadqmag0USAiJEJEvmyz0BKIVgUgiEJjLQQgIiCYrTNrLYgYJAJ0ebH2XJc9pDyJnQANogHQUaiiVTKouCabCvDjXQcEAwDsmcV7Vx4FI1UGUu07IyIKIYImiQZM6QI3Rh7X7s4gehZAAAREwg0U/idmq3bUP/66O+umN6xG1hiTqTkj6vZ6nm9ub8ejkVsu1xrMK0yyXq+bSfDowXsnJycnJyetTrMoMrVgSOrpfe1eiEjwzheUx6X9uJazGW3W2NWdBdmY+/zjR7uzI/U7lXIqoouFdwiGmaUSd2MMGTLG5D7XbBvLkBKV6K8lsXLpAABKwwFeWBgYxAPp3AfPzMIKGVRclKofrT5uEGpePoOrH8073kyMATA0VgleCFDDff9J+WszToCqEsDMSizKsixbpzc3N4vZPMuy6Xy2WCwce2vtw4cP33//fZ0d4oSJiKBMWe6uLECokTaUjUkAUAUtZT1tw5v/p6+fWPr6zusHYRBhKTSV0iMHowju0K0y5qGNA2r4x42ORKT9VZvF3Npa/e9L95/fpBBsHNrxnzzCxiLXV9u84I8EsVJCqWLCzcjnf1+T/z+v+rd02ioiKtdXmSUaUgZBR2elK0+60YiZXUljwPJswfpqP9GozWesn7T+cG3Iap2s/6kOqje35j9d8Poid5/RSKSSfqpoBrxB5/rJCmxK+0/XZwNM0u/iMqQp763+p/o6m+/85AZq11KbFX3n/wPa+SkEb4GZ0wAAAABJRU5ErkJggg==" | 1 0 0 g \times 1 4 . 2 \% = ( 1 0 0 g - z ) \times 2 8 . 4 \% |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAsUlEQVR4nOWTWxXDIBBEh54aiIVUAhZSCdEQCVRCsBILQUKwgISshOlPW8Kj5Lun88Us98AsD0W0dTmZ/z3grtTNFwSjFnLUzITUrtgzIMsgyPdIAXkUEa6Js30fGiG5YhtMI4NMRr87rmawMK+Rc7UMzi4dIAAg+lONK8g0joAOAOBrgJUZALxPgdgFZpJcYEhi+3bU5E5yO1SL6+4AuCH66nsI+gRwfRsI4QCo//g4T2eyslQEaxZ+AAAAAElFTkSuQmCC" | \lambda _ { I } |
"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" | a ^ { \mu } = \gamma ~ \frac { d } { d \lambda } \biggl ( \gamma ~ \frac { d x ^ { \mu } } { d \lambda } |
"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" | x = 3 9 |
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" | \begin{array} { r l } & { \Re \int _ { | \xi | \le k _ { s } } M ( \xi ) \hat { u } ( \xi , H ) \cdot \bar { \hat { u } } ( \xi , H ) ~ \mathrm { d } \xi \le C \int _ { | \xi | \le k _ { s } } \| M \| | \hat { u } ( \xi , H ) | ^ { 2 } ~ \mathrm { d } \xi } \\ & { \le C \omega k _ { s } ^ { 2 } \int _ { | \xi | \le k _ { s } } ( | P _ { H } | ^ { 2 } + | S _ { H } | ^ { 2 } ) ~ \mathrm { d } \xi = C \omega k _ { s } ^ { 2 } ( \| \phi \| _ { L ^ { 2 } ( \Gamma _ { H } ) } ^ { 2 } + \| \psi \| _ { L ^ { 2 } ( \Gamma _ { H } ) } ^ { 2 } ) . } \end{array} |
"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" | H ( \ell + q ) - H ( \ell ) \approx H ^ { \prime } ( \ell ) q = \kappa ^ { \prime } ( . ) q / d \equiv \kappa ^ { \prime } ( . ) q L _ \mathcal { H } |
"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" | \frac { d \bar { \nu } _ { x } ^ { \varepsilon } } { d \bar { \mu } _ { x } ^ { \varepsilon } } ( z ) = \frac { d ( \exp _ { x } ) _ { * } \tilde { \nu } _ { x } ^ { \varepsilon } } { d ( \exp _ { x } ) _ { * } \tilde { \mu } _ { x } ^ { \varepsilon } } ( z ) = \frac { d \tilde { \nu } _ { x } ^ { \varepsilon } } { d \tilde { \mu } _ { x } ^ { \varepsilon } } ( \exp _ { x } ^ { - 1 } z ) = \frac { e ^ { - V ( z ) } } { \int _ { B _ { \varepsilon } ( x ) } e ^ { - V ( z ) } d \bar { \mu } _ { x } ^ { \varepsilon } ( z ) } . |
"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" | \kappa ^ { 2 } \lambda ^ { 2 } = 4 \pi n / T ^ { 2 } |
"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" | 0 . 5 \times 1 ~ m m ^ { 2 } |
"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" | q _ { 0 } = R _ { 0 } |
"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" | \frac { 3 } { 4 } < 0 . 7 6 < 1 . 5 < 1 \frac { 3 } { 5 } < \frac { 1 5 } { 7 } |
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAABCUlEQVR4nO2UUXHDMBBE150QEAUVwlFQIbgQVAhHwRRUCKIgQ0ggNBBUCNufjC1bsvqR6TQfua/1+u75Zm1rIO6rlzvnn4C/AlwX9TG8fn7XDfNQXLCqCL/o5GH8edeQTDHVAkg5kScLmXLZ4KQPqCp5wMfSaAOyOqeZafTcVw4Cq78BnKhaMohrbHF2RVwHANy2lGk//TVZSFhzONrAJJLM2Kaeg8DoxjvKwEFJRlP2xhEYywA7AHKCkjquhpr9K+wDqNhGoC5V04cAF5lHywwfFq9+OEkyFoDT+lG/AzbiArjFMu0f6FLo4d/PxFP37tts7U3OQHPZPkAgi7w2DgY8QgZPwCMAfgAdHHkDfDp6HwAAAABJRU5ErkJggg==" | s i \geq 1 |
"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" | \begin{array} { r l r } & { } & { \mathrm { I m } ( z - a ) ( \overline { z } - b ) = 0 } \\ & { \iff } & { ( z - a ) ( \overline { z } - b ) \in \mathbb R } \\ & { \iff } & { ( z - a ) ( \overline { z } - b ) = \overline { ( z - a ) ( \overline { z } - b ) } } \\ & { \iff } & { ( \overline { a } - b ) z - ( a - \overline { b } ) \overline { z } + a b - \overline { a } \overline { b } = 0 } \end{array} |
"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" | [ \mathcal { T } ( \tilde { P } ) ] ( k ) = - \frac { k ^ { 2 } } { x _ { T } } \tilde { P } + \frac { x _ { T } } { 4 \xi ^ { 2 } } \frac { \partial ^ { 2 } \tilde { P } } { \partial k ^ { 2 } } + z \left [ \tilde { P } ( k + 1 , x ) + \tilde { P } ( k - 1 , x ) \right ] , |
"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" | \begin{array} { r } { \mathtt { O } _ { \vec { \sigma } } = \sum _ { l = 1 } ^ { r } ~ \Big | \Big \{ ( \vec { p } _ { l } , \vec { p } _ { l } ^ { ~ \prime } ) \in \sigma _ { l } \times \sigma _ { l } ~ \Big | ~ { \small \begin{array} { l } { ( p _ { l } ) _ { \alpha } \neq ( p _ { l } ^ { \prime } ) _ { \alpha } } \\ { ( p _ { l } ) _ { \alpha } - ( p _ { l } ) _ { 4 } + 1 = ( p _ { l } ^ { \prime } ) _ { \alpha } - ( p _ { l } ^ { \prime } ) _ { 4 } } \end{array} } \normalsize ~ , ~ \alpha \in \{ 1 , 2 , 3 \} \Big \} \Big | ~ . } \end{array} |
"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" | f _ { \mathrm { S A P } } = P _ { 3 } ( T ) \left ( 1 - T ^ { - 1 } \int _ { 0 } ^ { T } P _ { 2 } ( t ) d t \right ) ~ ~ , |
"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" | 0 . 8 ~ \% |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAABKUlEQVR4nKWT3XHCMBCEPzM0oJTgFkQJpgQowSlBlEALuARTglWCVIJdgijh8qAfC8KYyeSezqf17t5q1Ajbtftw/jfAcP5qDpfh8IyQXK5Lk07qKgzDsQ0iswH9lmFKP44wPTFkQJvmphKtATd0bPSLhexh4ATAw79aiAwO5sT0YiFJmFWhWJiulYQlhmA9OY3zsZKYYRQRCRpMWcutDDalc+nWmJbU7eIHLTColiyRRSMg7mbt1aNVnD8KlYhIRycydkE0RkIv4vpytk+Md28nhWe5DyfgtNirrhlAB5EJ0C4FUgdl0nYOTEhzXQPCLQYtbs4x0qduD6D65LhclKelWvN3LQX7EdC8fziNCpsMHo3/XgD2bwEW//24qQ0P0I5qy8Na/3+8P8zKRm00RcPTAAAAAElFTkSuQmCC" | a _ { t } |
"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" | \beta ( \sigma ) = \beta _ { 0 } - \gamma \sigma , \quad \gamma \equiv \frac { 1 } { \pi } ( \beta _ { 0 } - \beta _ { \pi } ) . |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAo0lEQVR4nN2SURHDIBBEl04NYAELsYAFLMRCIqGxcFaIhGIhEqiE7U9abpJL+tlO9+uGfXMsxzniXJcP/j8C42QQVPKZO2ngjr1P10Y9LiWF/uyKNBgdNGBF0MAaoeaqAfXMOQKATEHEzpAGMjOQ7KrZoURINwcAvpiTTEWCX9l2em3lrbx8PEwA3buKB39Bkn4T0m23WpZe9MB3wFY/t5NfAp6MuuuyI1/vZAAAAABJRU5ErkJggg==" | t _ { 0 } |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA0UlEQVR4nM2TSxXDIBREh54YoBJSCVQClYCFWIiGSqiFVkKRECSABJDwusgPwqebLjob4HDPe8MAjNDW6cv+D4Ebi3XdgW4ZnZAAtBk4gLuIStAsORERyXk5PGgTKBYEHZWY1JDtUxj0bcBBZACLo74E36wQXF4gAUyhQwLoEhDnIOGzGCg2eea22cKFUocIeO0xBW0KHgTGeWIlsN0KMldkubLkUQekIJoUrwIWHOBqWpYdjnJILqT0aF0tyfU04k1PaesmvQL6cU2d/dHXq+oDJfwYBqhmRE0AAAAASUVORK5CYII=" | T _ { e } |
"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" | \lambda , \Lambda > 0 |
"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" | y |
"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" | g ( a + h ) - g ( a ) = g ^ { \prime } ( a ) h + \varepsilon ( h ) h . |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA3ElEQVR4nN2TX3HDMAyHv/ZKQBRCwYPgQTCFFIIprBBcCB2EGUICYYGQQPjtoc453Tnt6256sqRPf06SD+K5HF/4/xSwXKZqzOe393MuiiRJyfjSKpGQktFLkpCkwUMFEl7SbMQCzJHgNoBxk6SergC9/9atAqmULaYTfBhY7XDCAxAgezg+OAEy3f1hjM05jGuEaw9qeUjWAH4VfD5q/wpoZ7DahmsCjmlt0XaAEYBpP8PyCTDSbZrcHENwZIArAVgX4yAMZVuDEec5bu6hRheiAyzelcO/+ji78gMAsJ1dCoAZ1AAAAABJRU5ErkJggg==" | 1 0 |
"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" | T _ { C } |
"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" | \sigma \in S _ { n } |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAj0lEQVR4nGP8z4AfMBGQH4EKzprMwq/AuPweASuMz2JRwPgfFweLCbMYsBiBpOD96nL8CjpDQ/cwMDDcO3tvD7Jr/8MAQ9r//8Yuu/93KM18ZwwX/c+CUMnAwHCGgYGBwSUNlyMh4F4ow1lBBJcFQ8FZ41lnZ2JzAwwooXIxrJjlghrg2AIPBQyyFDV4FQAAbE9U4ITtcRgAAAAASUVORK5CYII=" | \lambda _ { p } |
"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" | \omega _ { Q \mid P } ^ { A } |
"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" | [ \mathbf { T } ] _ { i j } ^ { \mu \nu } = - { \frac 1 4 } [ \mathbf { W } ] _ { c i } ^ { \alpha \mu } [ \mathbf { M } |
"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" | p > - c ^ { 2 } B _ { 0 } ^ { 2 } / ( 2 \beta ^ { 2 } ) |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAArklEQVR4nO2S0Q3CMAxEr4gFboWs0BWyQhmBFdIRYAQYISskI7QjhBGywvEBaiwRwQ+f9dfp/GSfJQ/C9zr86O/AJ/CY72+VZ0NoqwS+RKFx7QoyAwBOHJt5bDJ7Zg9gpnPdFVO4OUmRhbG5BnCpYlFhLKg9oKJqChqDomt9tQx5JPwVvGA1GU2GcJYqWCUfzIR25uoATolA9t0JSJKqpMVmNCE3O5jLpGH/6j8BT+sh0oKDW1LqAAAAAElFTkSuQmCC" | M |
"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" | \bar { \varphi } ( z ) : = \frac { ( 1 - \vartheta ) z w ( z ) + \vartheta z - w ( z ) } { 1 - w ( z ) } . |
"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" | \left [ \begin{array} { l l l } { 1 } & { 1 } & { 1 } \\ { c _ { - 1 } } & { c _ { 0 } } & { c _ { 1 } } \\ { c _ { - 1 } ^ { 2 } } & { c _ { 0 } } & { c _ { 1 } } \end{array} \right ] \left [ \begin{array} { l } { f _ { - 1 } ^ { \mathrm { e q } } } \\ { f _ { 0 } ^ { \mathrm { e q } } } \\ { f _ { 1 } ^ { \mathrm { e q } } } \end{array} \right ] = \left [ \begin{array} { l } { \rho } \\ { \rho u _ { x } } \\ { \rho u _ { x } ^ { 2 } + P - \kappa \rho \partial _ { x } ^ { 2 } \rho } \end{array} \right ] . |
"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" | S = R \backslash \{ 0 \} |
"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" | 1 / 3 |
"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" | \sim 0 . 5 \omega |
"iVBORw0KGgoAAAANSUhEUgAAAOAAAAAgCAAAAAAuriuJAAACTUlEQVR4nO2YwZGjMBBF21ubACloQ5BD0ISgCYENQQoBhwAh4BBECKI2AghBCuHPAcMIJLAPzLpw+Z+g+/VvGoQt+wR6bf169gX8tN4DHl3vAY+u94BH18sP+DsZ7T3fw3zVpq+ImMw2CvYgiGj2BE/fh5lOXNUpEdvWqg1rPG8+1wr2ICaln2CW9Wzryh/Uuk0mJP+zWbAHQbR8B/1f3X40RCQuRET0MaiN8g8GVmyIGk4+Xl1TwU4EERFhEgHGslrlAFzmsFSYH3UnsGIDm8HxMkrdCvYgJs2foPBMUkZEmbwQEZ0GNVH+wcCKDTX0eS7yxN2/FexDEFH0NdFy6sX36e0uiEXe62Xgoqu5w0VfNmz6vBYNhT5LDUTgu0LMG6U0XzvSOIYOcFkHAGKQnef/KQbAFZgKbAlhwgAK5GbdhhnUAk4xAHAG1k7LqwsJW0KYTWJstCRmUwWHrEOWO6AM36s4LwBYhqAAopsHnOxWbYyo4YQFBACUUpYC6AxuBSEB0Y2EU4VLEEOjkYiaUvIQ0iJSkBcA6pmPsvOAU7m7azMMCGGshMnV2DcklJ2IzloVE0OjiJiU3qr5B3YyWRGcaM59GPC+YNVDNkTUi4aRkKm+mnM/Eow3eUQMjUaCqohYGbBIhqe2re5JBB+e7bU6t2Gg17qX92xIt7q/Vi0n76/Jvu21OrcTUQkWEb3WvZwIzquIiNfQ/5XqALgOLhdmmzBcFdtEmat6mTs9+1+15GZkR+LpA/60Xv734HvAo+s94NH1HvDoevkBvwAgKY8vfNlg1AAAAABJRU5ErkJggg==" | | n \rangle \equiv | n _ { 1 } , n _ { 2 } , n _ { 3 } \rangle \equiv | R _ { 1 , n _ { 1 } } \rangle | R _ { 2 , n _ { 2 } } \rangle | R _ { 3 , n _ { 3 } } \rangle |
"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" | y ^ { \prime \prime \prime } - 3 y ^ { \prime } + 2 y = 6 e ^ { t } . |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAArElEQVR4nO2T0Q3CMAxEL4gFzAisEEYwI8AIWaGMwApZAUagI7SrJCMcH0lJpSbhH+GfyL4n22cphujH7ov+w8B4PZjTLeaMmxgAFcAGkmQFUBtIL3AtAI/UR5odSJJTnl5Z8pVf27f5hLZcpAlybLogyWBlYgG0dNasJyskDQHM8QOIBRDPs3dLpTbgAl+uUtHdSq8BDgN7wB1QVV0W3m8uFIFxlZr/vwAAvAHbRTnrunQjIgAAAABJRU5ErkJggg==" | ^ { - 2 } |
"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" | \b { L _ { c } } \approx \left ( \Delta \omega / 2 \pi \right ) ^ { 1 / 2 } \left [ \sigma _ { 1 1 } \b { \psi } _ { 1 1 } ~ \cdots ~ \sigma _ { n m } \b { \psi } _ { n m } \right ] |
"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" | { \hat { R } } _ { ( 2 ) ( 5 ) ( 2 ) ( 5 ) } = - k ^ { 2 } - \frac { Q ~ e ^ { 2 k z } r ^ { 2 } } { { ( r ^ { 2 } + Q ) } ^ { 3 } } , |
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SmyMqpfRUFu4De8/VdWKQUo+Y9XBl4/uqVD94AWyxOmsC6jSEW05BousymTIKznkIdkgOSP1qX3nfiMlID9k5nTTEC+AIBb7VVqT/KtaszqA8dSca6bshqiBLlwCiwGSEFBWQAEAWHuHVP9P0mbt+3wwtF+uS8WHBuSSa61xrq4eUPnhXiEthuoseMqo+59krQ09WrC5dRAI0RRe5tkeuTvB4QD54H4iqEZqcWdvX+Z+Gmc3bFJ0ApZGT2y/JzPP7wQd/OVwFUwv4blZqbT744K/DDgYpgjdVIz/44GbsYJAPPvj34PtG4Qcf/PP4MMgHH3jwYZAPPvDgwyAffODBf1db+NKt6ae08IO/G+teLGcZ84BP6skHfznWJYjvo8Wf3MUP/nL8H6OMbh8ONx7UAAAAAElFTkSuQmCC" | \begin{array} { r l } { \mathcal { G } _ { \underline { \psi } } } & { { } = - H ( \mathbf { W } ^ { * } ) - \sum _ { \mathbf { A } \in \mathbb { A } } \delta _ { \mathbf { A } , \mathbf { A } ^ { * } } \ln Z _ { \mathbf { A } } } \end{array} |
"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" | \operatorname * { a r g ~ m i n } _ { \omega , b , \beta , \gamma } ( \mathrm { ~ M ~ S ~ E ~ } _ { d a t a } + \mathrm { ~ M ~ S ~ E ~ } _ { S I R } ) , |
"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" | \epsilon _ { a } + \frac { 1 } { 2 } [ ( \mathrm { ~ E ~ A ~ } ) _ { t } + ( \mathrm { ~ I ~ P ~ } ) _ { t } ] |
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" | \begin{array} { r l } { T _ { j } ^ { k } ( \mathcal { F } , b ) ( \xi , t _ { l } ) } & { = \int _ { \mathbb { R } ^ { 2 } } e ^ { i [ \frac { ( \xi _ { 1 } - \zeta _ { 1 } ) ^ { 2 } } { 2 ( \xi _ { 2 } - \zeta _ { 2 } ) } + \frac { \zeta _ { 1 } ^ { 2 } } { 2 \zeta _ { 2 } } + ( - 1 ) ^ { m + 1 } \frac { { \phi } ^ { ( m ) } ( 0 ) } { m ! } \delta ^ { m } ( \frac { ( \xi _ { 1 } - \zeta _ { 1 } ) ^ { m + 2 } } { t _ { l } ^ { m } ( \xi _ { 2 } - \zeta _ { 2 } ) ^ { m + 1 } } + \frac { \zeta _ { 1 } ^ { m + 2 } } { t _ { l } ^ { m } \zeta _ { 2 } ^ { m + 1 } } ) + R ( t _ { l } , \xi - \zeta , \zeta , \delta ) ] } } \\ & { \quad \quad \times b \biggl ( \frac { \xi _ { 1 } } { \xi _ { 2 } } - \frac { \zeta _ { 1 } } { \zeta _ { 2 } } \biggl ) a _ { j } ( t _ { l } , \xi - \zeta , \zeta ) \hat { \mathcal { F } } ( \xi - \zeta , \zeta ) d \zeta . } \end{array} |
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"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" | \mathscr { R } ( - \omega _ { \tau } , \omega _ { t } ) = \sqrt { \alpha ^ { 2 } ( - \omega _ { \tau } , \omega _ { t } ; T ) + \beta ^ { 2 } ( - \omega _ { \tau } , \omega _ { t } ; T ) } |
"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" | \chi ( r , p ) \in L ^ { 2 } ( \mathbb { R } ^ { 6 N } ) |
"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" | \left \langle \phi ( k _ { 1 } ) \cdots \phi ( k _ { 2 n } ) \right \rangle = \sum \prod _ { i , j } { \frac { \delta \left ( k _ { i } - k _ { j } \right ) } { k _ { i } ^ { 2 } } } |
"iVBORw0KGgoAAAANSUhEUgAAAIAAAAAgCAAAAAD/SS/5AAACjUlEQVR4nO1X0XXjIBCc5LkBrgRcAimBlKCUgEpAJYgSTAlWCaYEUYIoQZSw9yEkgSzb53eX54/L/AiJWZhddtf4jfBavL94/x8BrxEQw4sFmI9VwTvM1/MLXJuYehl+fkYAQNNk87ax64tTPBMQ49MCtiahOZp10oVu2mbdBc7DLhKDrzJj0pKI+pYeIGdomc+cK8jT+nrhJ05ERBiKBQbMo1Zkn1MOdFla7OMGIzS/aj5cVOasUNECcIwXTAaXRjYPwCTAObj7EvYZ9uMY2rEtdgoCygDwsuQuJ+BDEuCbxswCPHPsvoBdRuN1qzbfvIAOFghlADovkgNdxQEg1l8AwwEAIE1bOJb5Wok9RsJou2Mlq1xZDBJMWQVfGMT6bNKqdpowvmdAEuDKcIVuUT8HcsOYoVSwplZyPVUvAOijE17kxFrKlAIdFAAEMzAsAsJENmrypb32NjE2JQSAt63r6lqlSE1KeWWVyOPSuWEeummBwCcn3zP/vLndEuYIWHc9J09D2829yXMAUJ3LAxBrzYAIANFuPCAtqcf5URcoGGUfSOWfnmwaSOSdpRJL+acmQSM00UAE0pIukEREQt0UkBhEbLghYCHOz56I5IVIndPLBSciEjoxTwxQScA49Sx92lkx6U1dbWR0X0AJEBEfl0WIaNj0RzoAAJvyxW9LekVibLtLnhA7ZeIkENmSjAyAFWV7SFUwYdM69uBKymc23rlcenFVv93WyUNKTgBOPlbgNYDV5AIwAcDvl08EoimSvgtXgaJ+zl/N+4eHykYiWk0eYOCy4mW+DFvO21PX8vDVP0P/EzxzJYu3GvLf4PCYssB5d/7nAp46Aifu/2Z/u4DvwP/5x+RHQI7frEnxpfLeGCAAAAAASUVORK5CYII=" | | t _ { i } - t _ { j } | \le N _ { u } \lambda / c |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA9UlEQVR4nL2TXXHDMBCEP2dK4ArBhSAKpqBCUCGoFALBFCIIMYQaQgVBgqA+JNWPpaYvnd7Tze7O6n50U+JxnH7h/0DwNMDcJlZ+dPDvz68oKUBqw4rYUAOtICh0Qx8EH4I5ODaCMPd8I1DM4ZHAwtrxlSAIc8+nMqhzREN0HrVUYygOCi7B3kA7cPA7xBexxM1zjmvncAXkklJKwVCVmwUWuJbX1DdeL0st98TAPtpmrl1X4KljD3kWKPCMIjcsJQ+g+yI1uHvqwPQOn8KS2yxrr7a5csODqb/FVF3W9uZnDS5aW8CpOT23e2ZVj+EgGMQ/3OYXx6SDB3vHRzcAAAAASUVORK5CYII=" | ^ 6 |
"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" | \psi _ { \alpha } \oslash _ { + } |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAoklEQVR4nOXSURHDIBAE0E2nBs4CFrBAJVAJ1EoqIZGAhVQCkVAkEAnbzxCg9Led7t8NO3NvhhuIfk4f3v+lcM6H+xZlKhvc4wKTY5FsxSwaYjuGCACmYzAXaCOVMlu3OCW+NOA4WkNvtE5NZARgFVYf9PwW+XAYBaKayJvFZjWANY5NZFoCSTKYjFAiST4P7xyqo71Ggdp/pC4U+YaL+onCC3mbq5/BnfkLAAAAAElFTkSuQmCC" | S _ { 2 } |
"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" | \begin{array} { r l } { \left [ v ^ { ( k ) } , z _ { 1 } ^ { ( k ) } ; F \right ] } & { = F ^ { \prime } \left ( z _ { 1 } ^ { ( k ) } \right ) + \frac { 1 } { 2 } F ^ { \prime \prime } \left ( z _ { 1 } ^ { ( k ) } \right ) h + \frac { 1 } { 6 } F ^ { \prime \prime \prime } \left ( z _ { 1 } ^ { ( k ) } \right ) h ^ { 2 } + O \left ( h ^ { 3 } \right ) } \\ & { = F ^ { \prime } ( \alpha ) \left ( I + C _ { 2 } \left ( 2 - \delta F ^ { \prime } ( \alpha ) \right ) C _ { 2 } \left ( I + \beta F ^ { \prime } ( \alpha ) \right ) e _ { k } ^ { 2 } \right ) + O \left ( e _ { k } ^ { 3 } \right ) . } \end{array} |
"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" | \mathbf { F } ( \mathbf { x } _ { i } ) , ~ i = 1 , 2 , 3 , 4 |
"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" | 2 . 5 ~ \mathrm { T e V } < \frac { M _ { \mathcal { S } _ { 0 } } } { \sqrt { - \mathcal { R } e ( g _ { L } ^ { * } g _ { R } ) } } < 6 . 7 ~ \mathrm { T e V } ~ . |
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"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" | C E = 4 |
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAAxElEQVR4nO2UUQ3DMAxEr1MJmMIoZBCCpRQ6CBuEFkIorBBMoYOwQei+59iJpWj7qHp/tXUvauxLt6FNp0b/DwHXt5Ow6bqBjY6QAZgw+vwGgCk6/TqAiV4tACZyXoAOSITg9iuAsTw1eTkSsMbK2CWg/24vd1QIQXx3Ow7T3wByClUDyTGItagpruVFqh2fssUVv1DYogUI6ZzXrZBkCohaxt2AAYNa9wImw+8FMAXjjXKG6YIH6Z1eLwvNTzb8R5wBfAB/3vMWumXmTAAAAABJRU5ErkJggg==" | \leftrightharpoons |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAARUlEQVR4nGP8z4AfMBGQH1VAGwU9JQgSBliQOYvFGRgYFi8Wx2mCOAMDA0Msivyg8CbDfyTAwLDz//9FqGKMo2ly0CgAAFYNIiDioyYeAAAAAElFTkSuQmCC" | 1 1 |
"iVBORw0KGgoAAAANSUhEUgAAAYAAAABACAAAAAA2M/9jAAAI3klEQVR4nO2c7ZWjOhKGn9mzCSgF3RC0IahDYELAIahDMCHgEEwIEAIKAUKAENgfYCMkQYNnuu1zrt8/45YoJFWV6ktifg288Uz859kT+LfjLYAn4y2AJ+MtgCfjLYAn47/PnsC/ALawbQtS6UQEnb/eYeg345K1oBV91SKM8bvfAvhu/IIkFwDZJ6S53/0WwDfjF7qcfmafcE287rcAvhm/KPXt9z/tLI0J7yjo+6HdX5XX+Y6CvhuuiQmDoPcOeDbeAvhJVOD54Fc1QX1hW9uDUFJqtexrL9OPRAV09Nn043xkuFZuTiZiOR5Ca0MBMLwgyuUspand3jtr0whpOvWJA8N1ZpsLOu3WuuqyPDCQAe23vWAY2p4qUFqj+ra1o7qreu6vKihaQHQBbfEbkAnINOhbQ3Vq2eTCRyXyQHFH/M/KZvdA9qMXTbCbDgjwZ3AG9KxXjYJQcUbjU3utQycAzNHx5LYa1yq+24ahW+uIPqwQwYyHlxNA6nOwUxGejsoTcHrU0/OR8QyoVQtzm0K6wugcrrtH0hAR9KsJIA0ZeCVYZgkKUB5xjlBEl7mKHORX/B+VILavUvia+P5sRP9fTgBnIromoAkeu4Lf3Iix9cB4jdgnr0ZEDN4wyEAH1tDpOP9fTAA1MYXUQUyTorrQ2GiSOrIvtrBmWwLEApih2e1vOoWM8n/YyAN6O9YtpN6Mkv8mToAJ4gSJH/BblEgKsG5jVom8gODhDbQXCCr04whVD1rd52IufVVp76HCrfNsENP+tqpcySbWZOYEXnKflP8ceXywpvQs0ADnMR1wdkstKAfDIR9sFhugvC/3PKlcuvboiMRh3xZxLe6OvjSexVsRQKkAbYxJgGT/iv4Mcif7SiiHBhbOWWGGQXPIB8vFG6YML+nuau1MpiR0uMJhzQZxLbincsY3WnEBGMB0wzBa5WNx9eOI+NU4zjCM4pq1zCC7MTzdP2AdjFcDRpFe6zr3/DOQB+TnHcT5cpoeN2M+oP+wiHI0pS0rdu4bUAFqj7/pUUCSQXE74bMZucByyAUUwHI8C1RtqQHVZouVK7t0OaELiBNfTgjx6T6zQEwAHxZZi5ngwJICfAYjTkjCWkHBTmFbFKAz6O04uf6E0Ydna4MKfQvYenyFzhavEgH37Jh2bBPbk1MhjCAigE+LuN4mZkH+STHQ+idAN4R8qnp2CqBCAlr0UIzvyaw6M7LgQMhmg2lYwExtMohbPAFUXmkzStx/NYnAMJa4pk38oQ9eZWjoWPywZhX1ZF9TbkF/OaVJB30wQXAPiJUpaLxc7Oo7hQ3idYQ74ATyHhu3/SGVChGr2QMxVe8B4SqdLW6/0sUc7EStANvK0QCpqeeACQqVswUil6fiFNZbxFfEcQQCuLRubmLxRsnGOTjZ0mzgYmcg+6vCIfeKlTe3k04kJ6BK4bPVZ5jUxWfBpQXQka0YuqdguVuokL5ePBCvBAIoQMxcs3g74ObOZ5bYG5v+xFfHoYE+ZqjHBqErqFKKi8jvsw1mkbWwdxsf2UGtjbiA4zzwz4Tb5bGlBbGY+2QMs1l79DAM0Ixh8F/FuSzLMiVYVnVjpwYK+hNG3mYbcroZhvAVKwiWu4HKf+kR4hm+ALxiSqh+0879dFuqR0beiTCwmW2vBihOvTbzzCJGoOKAAHbrsO8CDhHP8E3Qcg1tH7607RE9VWZcotWRD+QBcRmGG7u9NyjZQmbFdfVZAKoV2xw0xpa7igq9cDeHiGfEBDBzIlZcrNAqgywVDtHqyAfyAMWo7/5woabdHW2SgSWf/oz6YFyJfYEvrbijI7YNLdAjAgh8wGK5MQG0qLOC/uSO/TeqFRpofQlEluWIWwEkyfqzt/Y4Z/w9d0QAwbZ6UACRTHgOdquYX7FIzh9Q3Mvjva8MDg7kATK9wMWLZSN+1c4NiegR+cazMApVjf+q5f5Q7fKq5ldu1J2zRQQCeMgTeomZdJo6ReQcCJqxXHqv3F8PHUKtowGEVw01+Elz4ya7Ruu5nrySB19BDs1oMeXicPnsrV/Gjr2cTnciwq8QbBKvwxdAypxgpwSrH4YSMUz3P25d5sDdjE0Y/CsKuQiYel2tVwiiXQaSXAhtEuGtp2FRXegiy110OtIr/ZOLTeIN+AIoAVEOwzCUCkNQAx/Oo5zd2r0+dhFkAykg8hsT6zG89w6Jzdqtt474hTgNajzd6FJPnGqxvjKy3Duuy5cb/5B+k3gDQTHOAEitBeJqCO8CpJOc9WyeROzCwGMYAxptjEmnIC9xGTaHvvGLQtEuMbOm82qL+cJsxJZ7R7p8sfbPTjeJNxBWQ8+To0qaIQl9xCAnFWq4rav+m9frOuM4MpHkS+2fc3TP1rufnXhdizO9dLmibnHbJLbcGxoWh2fhlbgt4i2EUZBJKwsyEZFkz4l4pMngc3zqLx6ZifO5tRbGi9F+7zUkGKHXL3danJKglyWINOPzLrzVtwPZsiQb1CE2iTexIZya8Iy8nLfe7Uw2/bFD44dgXKtjWPrpTu6+BrAo9Zt9h9c7sPWBRkFYTq5mdc+BS7WZB78CFsrastwF4ircwuIa2t/c820Ain2H13uwlIf7dyciV2HciCcF5JQYvC5wzbwMLh7lrNwZdFArL8LZfyXu6+ktR3KZmcRO2ITj48ZkoDz0McSPo3SVrCHUqVp8xc1cIJYR5qFb0dtYCsC9wpLGVKNZbJkcEOnPXdx6BGc30syJcK5LvohfNNrb4+nfC/yWLzJMgXeTS2LXSfNluj36g5f2wYkrABW/Z3ndvnyZPpJg7YUnANfRmGhav+D2+HnOkfv4Pw63RBP50uDp8LZSdzVaAspPgSZoL902cOAbhSegcybo58EvgQMf6V0KqFAC7RyG/dMuPqB7ORS/kX2SA9iTZfWS+NNw4DvhooIgO84/XjsLsKBkZrWybXH/f2NeCQcEUMYa9bn/qbu7D8GCPHPJAOR55WPTZ+IFvxP+BvS2QqqX3Kr/DgG8MN7/WceT8RbAk/EWwJPxFsCT8RbAk/F/ZtOEIc2HiTgAAAAASUVORK5CYII=" | g _ { N } = G M _ { b } ( r ) / r ^ { 2 } |
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAABO0lEQVR4nN2V0XGDMBBE1+lALYgSaEEt0IJSwqUEUoJcglwCKYEW5BJECZsPYbAlEZMwk8nkvsShe+wdKzgRx+LlYP1/BjRvewmshoOK9Tt5bCi4YDofUTAA0EcUXLTCdaeEGjVAZK+EKkBUDACGnwKisqQFTC6sF+ljhq0BHEKa4/iAtbDed3nTNYDuSNIA9i45ajiS7J4DfGreAQirfJXqOWaNVQCmnYUAsiTbZSLyuLsEjPOjKFj97Dbfyan4Ir1+hLSYmgnSp3Vz1Q4AVPvUSGHVbRczjbfdkm8vW5D1GAZgbke2XZWfhencqdtaG+A9ZfefBXf36jgA8CRpthXkgGSi5Wr2s9x64RCyggzgS4lDSreRZBTLrwGmBNg5r0WsKupzQG1KgWQ0AKB9OYPSSN+Mv/tj+T3AJ9hPmjY9RunwAAAAAElFTkSuQmCC" | \Delta \epsilon |
"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" | f : z \in \mathbb { C } \rarr \mathbb { C } |
"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" | \hat { S } _ { g e , h e } = \sum _ { j = 1 } ^ { N } \hat { \sigma } _ { g e , h e } ^ { j } |
"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" | \begin{array} { r l } { \mathcal { P } _ { \mathrm { m i d - g a p } } ( g , N ) } & { \sim N H _ { \alpha } ( g N ) , } \\ { H _ { \alpha } ( z ) } & { = \theta ( z ) [ A ( \alpha ) ] ^ { 2 } \int _ { - \infin } ^ { \infin } d y e ^ { - \frac { 1 } { 2 } [ ( y + z - 4 \alpha ) ^ { 2 } + y ^ { 2 } ] } F _ { \alpha } ( y + 4 \alpha ) F _ { \alpha } ( - y - z + 8 \alpha ) ~ , } \end{array} |
"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" | T = ( T _ { h } + T _ { l } ) / 2 |
"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" | 0 . 0 3 1 |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA50lEQVR4nNWTUZXDIBBFX9bBVAIrAQuxQCVggZXQSqASUgmtBCoBCyDh7UdIQkhO+tdzyhdn7gWGYeiI4/Hzhn9euP52p79xmk8lxmWkHgDgSJLGjMFasGWNJ2kljcFuqcP9rJxCft6zUa9n0JsjdNmUgzPwU7QSVJyTUTNf5TBz7XgkBKn4jhDE80gY1nwj+Ia3gpPAI8Hqlq8Fq9M0TXFHqDit2Qo1j3OtscuTVpscHADoSyRJLxhaYYCJfGhA970Atr1FlAtJBhl7YOGT0JekgwBYPVbpqKsta/MtKyNVH3ff8PX+ARlKHp8pMIMrAAAAAElFTkSuQmCC" | z |
"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" | \omega _ { r } |
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAAwElEQVR4nO2UQRHDIBBFfzo1EAtbCVjAwlqIhWIhFiKhWMDCSgAJjQR66DSTbaCTTC498A8w/J198/+FLuOcLif3G6ABCoAwppMJnLpKEqeHGkBEAMTROFX2pyS/EgQLAMZ6cAUwfA80QMg7jzQzhwpgo6tOwMw3JpqI3sY8fkY0VAh5pUg5Z+UUZO/qqSoEC4jZG75QQQzgeUa/OAcrUMy5j4/nkQrrBAkEkKwCbBWCwA1USRCXY7+69is3wF8AXmqZ3wEzdFYIAAAAAElFTkSuQmCC" | h ^ { \ast } = 1 |
"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" | ( d ) = \gcd ( c , \operatorname { c o n t } ( f _ { 0 } ) ) |
"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" | { \psi } _ { i \nu } ^ { ( d ) } ( Z , \xi ) = \left ( { Z \cdot { \xi } } \right ) ^ { - \frac { d - 1 } { 2 } + i \nu } , |
"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" | 2 ^ { N } |
"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" | \sigma _ { p } \sim 7 0 0 |
"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" | P _ { \textrm { o b j e c t } } ( k _ { x } , k _ { y } ) |
"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" | \begin{array} { r } { \left ( \frac { \partial } { \partial t } + \mathcal { O } ( 1 ) + \mathcal { O } ( 2 ) \right ) U ( 1 3 , t ) U ( 2 4 , t ) = \delta ( t ) \delta ( 1 3 ) \delta ( 2 4 ) ~ . } \end{array} |
"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" | d s ^ { 2 } = \left ( \frac { l ^ { 2 } } { y ^ { 2 } } \right ) ( d y ^ { 2 } + g _ { \mu \nu } d x ^ { \mu } d x ^ { \nu } ) , |
"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" | i ( B _ { r } ) _ { | _ { R _ { 0 } } } = \sum _ { l m } \frac { ( l + 1 + l \zeta ^ { 2 l + 1 } ) ^ { 2 } } { 2 l + 1 } ( g _ { l m } ^ { 2 } + h _ { l m } ^ { 2 } ) , |
"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" | V _ { e x t } ( s ) \approx - E _ { l } s \left [ 1 - \frac { s } { R _ { m } } + \frac { 4 } { 3 } \frac { s ^ { 2 } } { R _ { m } ^ { 2 } } ( 1 - \frac { 1 } { 2 } \frac { \rho _ { 0 } ^ { 2 } } { R _ { a } ^ { 2 } } ) \right ] . |
"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" | k \larr k + 2 |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAABBklEQVR4nOWTS5HDQAxEX1whMBRMYSgMhQRCFsIsBAeCA8GBYEPwQIghOBDeHvzJaZPz1uqiaqnVUnXNHOR9VB/6f4NwXNL9FnKk3CGkeigQU2AaJhpUvTR9ndQRRjVzUrULvajmi2ZUWTBZda57rYDpmoD02jss6euUANfh2O4KOZDVJqmixvS45OxGGGMm6xhm1QqeJYbTNOwLvlqA57kLqw+FGFJdtv53iq8D4AgDCab9wGEEuNLsRpUYoMSVcO4BpjJuE0rWjnY9Mqt58Wup2NM513GFcTGq2foeGSjP2ymvgi0AOwRM8dHPG39RfuxYcfH916igfv8gzPNbhcP/+BcfCT9kTRGc5gyEYgAAAABJRU5ErkJggg==" | \beta W |
"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" | f _ { X } |
"iVBORw0KGgoAAAANSUhEUgAAAMAAAABACAAAAABpBycDAAAGCklEQVR4nMVaa5mrOhRd537XQCzkSMhISCVkJFAJQQJIoBJAAkggEkBCImGfHzxKk0DplDLrz0zDK4v93ps/hAPg2BF3+RH+Wz/k0t13ubgDtvIzrBNwF777LvJ6xF5+hD9rKuQuMtt/my9RHLKd17FK4IvVL9ym/9L6iO28jv9X1tO+Xb/IVT0gFIxJxhWuUyGP3ts+UBQ1smCty7TsiIg0uNaa84LJ+1HJbfxWH0acgOU8tgpGRJRB0fAXCwId9OGb24M4AY0islpDEZFl6Ibf2ZIAJaiP3tweRAl0iAmANDIiqoFJWfiSQAdx8N52IRoHckRdioEEYIB8XHgwW56Y27HmuQ8RUt2g694i0bBcA0gGbWnLx8uicvswYgQ0Em/FJkxKPRrvEKCFLny3I6OW82FECFiG1lsRoiOL0c+Uk/BY+Xha8RtWECFQBKogWEtEcnIz5Zx7PjKw8JmfgAgB5WuQHl79wl5KPdivxzS48gSEBGzwYhksEdkHr09U60AEWcz6P4zQjVaee8TNKQagghiOj2WCzDRgHs5UcNXbbvFFhAQMxGN91Qw7v428zLzHIFhw7jE6ATEJeGnlQOBmpvW+GQ8wX1YQaHAyAgLGIVaJmRxy2l06FpANuEeAw5xdXAb1gIFPQJg0M43KearGU/4mSgDNNyu9i2UO8+OyYCrBhZg2cL3Z590C36p1sFQC0FaDD05es7YYzFkGXr/DO0m15UCik/uNmXp+UUBAhq6wrS2RrcfMwXZERHVdxwoYYMczVyEBImqn+FLuSU0CAtxz969BvHU1hlxEYoj5CXYUeYER9z9VYQAAe8cNNZ5Xq9SOfplPoMcYr34BzfjsfvAjlZPjry1ECLwDgSci6K+Xy7UHAJdevKhnBgJ5D80BNFAAvv+mAPDtnzzDU6n6LT9CGtuVccGkZGAFUceDUwFOZPW0A6aIqNACFCtR5ou8358l0LGCyAqgJMGS8tFGp0bU0LsZfZCmDkQdVps2fiALBfUktvL9HVTgxhOA1RdzNWj9Cxsg0zBpcykFgAYSgAZnPb+iXLXn8BV6EngSWbV/+ZYExHC2ZWBdcFAN9ZDlYJaI2FTeSSo3tGKttXiH2vZKL2UOZrgXK75dH0iuARMAmMpdlaByajrg0o0+s08gVIgkWHkDo4uSzF1bTymMG19GD7jJBwEAy91G69t3o69o9OuQfQ4ALhXo/ZHCHMYMIIFqTulMXmzs6rkKHQnVpE6iz13bXKsvLZdCMCOBtIcSSw3q9f3fhil48GzifTe62ZgYbaAlKvBo75aBEVGrAGWJkqkBS+3sQa3WNfeTRZ+AfY+AXOvXz3vgYMmQz6oFAa0nLZG6Jlr4IFJzeig1kfSTxeB5eCufjCTjP4KtJwGUc4KumaXa64NE3KjYLMv7ypktk+oPSgXZ5J3ddfYrt8TlTfnMBkhtK4HdfsU4urVVzJZSIyki9hVIgG+PrefeRPQsAxw88u4XjQMeC0lBQSNj+dAdzawjsTF4/2Jkfg6lpsaBYDeDPg0yM18kT9yQnNxkEbP1sCNwIAoAOkhKwweK9bp8HnJQl0Rpqo822G2sjxAS0CuDluWQQ0WFR8TOH1WGu2iBMNX1hxzEYrrS/sKAIOyNCo5Yi/nSFxxMTgmXixnrmBCfisiUUsXcUGqSe5m0dEZLGARh5vMIhdIhbCj5Qw4ZK7x+ZcQUkQCXoQ55Q45ZEg+owM/vKcXqgaS5+THPG3JE949qMfK43RtM0QB6HGJi4YGCDBlJMZ2uY+7yYT7OVVlr8LouxWc9a7Qiy76r2BsehhzD5wbSMD8pvS3K515lQAMpcXh25CNKS/qhQEDUmdRIdEtEBOjgvVq2aD6Vw10KIvrw9D5OoPXTCW/IwSJZc/iJTjwiHoyV5Ev7VvA45OjCnVnmZ3f1KR9/rBCw4tWsLAl6besN2SOx8t0oK/r9n70CQHMLKk1zzqRhjVnxUlS1LHSWp5jAmgoRkRYvfIYoQ205xwTWVAhAJvLVYz6uPOxexqP14dj4+HurfRKcGy7FE9bDsfrp8XtwpsmhkhNk8A/c5OApaGtWLAAAAABJRU5ErkJggg==" | \left ( \frac { d \mathbf { S } } { d t } \right ) _ { T } \propto B / \gamma _ { e } |
"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" | \begin{array} { r l } & { \operatorname* { l i m } _ { x \rarr \infin } \frac { f ( x ) u ( x ) } { \bar { F } ( x ) } = \operatorname* { l i m } _ { x \rarr \infin } \frac { x f ( x ) } { \bar { F } ( x ) } \frac { u ( x ) } { x } = 1 , } \\ & { \operatorname* { l i m } _ { x \rarr \infin } - \frac { f ^ { \prime } ( x ) u ^ { 2 } ( x ) } { ( \xi + 1 ) \bar { F } ( x ) } = \operatorname* { l i m } _ { x \rarr \infin } - \frac { 1 } { \xi + 1 } \frac { x f ^ { \prime } ( x ) } { f ( x ) } \frac { x f ( x ) } { \bar { F } ( x ) } \frac { u ^ { 2 } ( x ) } { x ^ { 2 } } = 1 . } \end{array} |
"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" | e x p [ - w / w _ { 0 } ] |
"iVBORw0KGgoAAAANSUhEUgAAACAAAABACAAAAABe5SpyAAAA0UlEQVR4nO3V3Q2CMBQF4INhAVfoCl2hK+AIuIor1BU6Ah2BO4IzdIT6ID9XOMU3o0nvE4WTwxfShibjeE4fntfA9wLtciUBgq4vNyTEGM2+Iq8zvK2m0QaBO0YKLFGqtjOG/StUYGQEbYiMoA2coFopQRk4QRk4QRkKhLWWE1aDIvic82PcGhThCuAetoYSgTXQgCQ44FIORDhAyIaaAwkWCIQxBwyAFLt9YN7VvQQTbgS5bHsvyROCOhf8M/zE4a2B17TkXgfApmnR1F/S/wSe7HXyzI67iO0AAAAASUVORK5CYII=" | l _ { \parallel } |
"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" | y _ { i } = c _ { i } ~ ~ ~ \mathrm { f o r } ~ ~ ~ c _ { i } = \mathrm { c o n s t . } , ~ ~ ~ i = 1 , 2 , . . , n |
"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" | \begin{array} { r l } & { - ( \Phi _ { 3 1 } ( \zeta , k ) - \Phi _ { 3 1 } ( \zeta , \omega k _ { 4 } ) ) = \phi _ { \omega k _ { 4 } } ( k - \omega k _ { 4 } ) ^ { 2 } + O ( ( k - \omega k _ { 4 } ) ^ { 3 } ) , ~ ~ \phi _ { \omega k _ { 4 } } : = \omega \frac { 4 - 3 k _ { 4 } \zeta - k _ { 4 } ^ { 3 } \zeta } { 4 k _ { 4 } ^ { 4 } } . } \end{array} |
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAhUlEQVR4nO2SQRGAIBBFF8cCVLCCFahgls1iBSpABCpohDXC9yAKOq5ePPoOzGd4h7+zGNAzzcv7L2Ta+hKj7d3VwEFyKR81RRAbAMB3muBzpHASSsnlbYp+D51W0m0dBq1DEhZgYgmKwESURiLyCOxuhAoB30xRYWMpquxiPpL5f/VHwgrcYNGqnrwcZgAAAABJRU5ErkJggg==" | \Omega _ { \tau } |
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAAyElEQVR4nO2VwRHCIBBFH44NYAlYAikBS7CFpIWUYEowJdhCaIEW0gIl6CEKGDPGkJMz2dMOs//xd4FB3FkXu5X6DfDHAFuHdJ8FaFY6qGzMcxycEn2Wgy59Px+AfiEtAlwh6qYQx4PLBEhNa8vu4ttFgDhEpbgZME1oolYqqbTGfAfg5FARVM2odhagAfABUMq3UsVUREDfnwEs+rVynVSMIjmFwaKddvoTQENoJANglQRwvlp0ERIHzxl6OevBE/cQ27+wAYAH/JoqxwWJGG4AAAAASUVORK5CYII=" | n - 1 |
"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" | | \phi _ { 2 } \rangle = | n S _ { 1 / 2 } , F + 1 , m _ { F } ^ { \prime } \rangle |
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MzD0NMkFbxOHz5nqT0XcuoBbp+Tgr9WPOuSMgcQrL1FT0SRa9VleiXbncW+aYp9tXqUV6Ns4a/wNTzp0z0d9kauQxplGW4fKb07xzudPDOY5Ii7MINYefzTh3BJTwK4A8BehiB5FrcDgPYxyXZdJHteGIdJyDH0UOAONvB7YElMQcV6QXDgCB62xKS+LIAMSx5OIfXeI8kCOoqJlzbsyB2M+ZwxfnOMzuAZAuc5x8GVTBGcXF0WWXYTOhFqeR/dqMc01A/BRfA4AevUfkB/f+ifhFduP6aNx+Y7hPi9qBewEtT3qwgISfBR7A/PJK/4LnkGvgWEtLHGJLpGtzIFq1+TuR7Fk+hrJpuuU3ZwWhKPfYEunWJFqgnlLkKyAh08VCMZkda0JLQBxebfH+9jAsxpRUa8OmReMtSey00x0nRtdV+ppgzdAb1/EDlkFbjPo/GJkCoCWg/Hs25F0ZtkxrM+7TS7haBhvY4VbaYt3QhDHLwI5RU8ZKuCkgIb5SKevT8zgV4cTIlqsoriSfV3uQ9ay0xbqhCRNHg7YYNWXsdKQpoBx1AXkAkIYRmbg0d5Vp1CCMrAvdr9CQAQzaMmv/twX08WSs1JIurQ2T+UbPVc/tWAVaQ1hdQIprLl8w2Rld366A/smF3pZItz3QZzTm/UOndJy3HAAjANhyyTmWwZZINwXE6h6oVwrOxvnlsZW4sE20OIs09yXnMxoC4t/1ABf/ZKfJILCGnSm36HI+J5Dm3Gvsxudf2bElszqZwN1BofXsxC/JOVFMWdoCIp//XYcDkrSZsTgBxImxLe0ZDUGX9OKcc0hDTq0hjNXj0Ct1QOwdlEpTwFkB02U7YwWcGUClU96GBwpf7zOIIrc77CfHw+FwrO5Wto8Q6baNPLQ8d+O6kpO+HP3OWyO9As6pKmTZ8EBfieVWFx7ixACAsTQjAEcYABCncg+RxbqwxwpCIiP7YtOk25zzHJHCC8vvG0aNX/gT70RGILcsi0j5LmXkfXj0WR6n1P4tcX8vtAWMa8GmSbc5h/Be8icVpQ645YXr3Qf84ChYTiFKKefvN03/elO2SJLLL9o308yxXdJtzjzBXSEIRX4gbnURllMfAGgEpHj35Xvjn+snqIsvBseunbdMus35oj6xpPBAliMOfv0/4dtE+S56/bPCfOkOHbUI2zjpGmfOImXpO7kH4o2XwDitjQpZ1V1ePbyZm80VfcxxRrhM1sROh/4KggzjPMKWSbc4ey+13pUC+nzW4XAUEMfDYfqonNai4cJwr2SOBGH5bywExOkikJqw8qZMCDdK2pSzMkfiW0Pfyfj0YFoC//MCmi6OiWf9ZUySOwUVp/CR0f7J6tSIxhZJD+DcKyCLuOTk9vkhB2lqXPXG+fZnZDePwDtd/fpAr7QxMWWzhrS0zEDVRAekNeaHcJYu7h+RpqbmWNyA+/enqBlouCvSgxXFDdbqln4BEmVFURRBdb9Xbf4Fk5x0SqhJRwSAd5f8TeGCtM78EM7uiu62kqn5iD7//4w8oiz/+wSgCGKNxhMkqlqR9ZjPVC+ZEdSkA9AoJA15NRo4M2mt+SGcnQnoQWqKKYqiXpM48qKXp2yJN8kFSHEHKb8eoM98NCXdqIa0T4uieFGVo5mbtNb8EM6uBPQgzbSfr3oHPQtlhsuiKCI0vwULiKrG3BH0mQ8gzUJpBB3pUkqP99ZGt4XzktaaH8LZUaZ6fhThrf4PjXm+fsI2Q7WT94Hv8vyK1vyEk3Va0soyAyXmJq01P4izHXX34EXbaYevzezPOg9UqCcoY0HLF+/59eAq8w+AjjRiQLp4df7lDRekFeYHcXbigcQxD26tfxoQXAmtV53MyytLMW59T7L6IZdBMCItKTNQwQlpuflBnBV7YVYhjjkJGADOAf+9LW0uoCBGbjVfY2U8T269nprJj5L3w4i0qswA3JBWmB/GebJn7EdjI66cGr46c0TNEFYo1yojcYd3f71utBbsUph/jS5zYEJaXmagwvykFeaHcV6k3NPl+APE5hWBQsult3Pw038/POt3gunoEayDLun8KDR5XWYnrTI/kPN0aduBzgMVnpVyJx8EyLJWlEVhfupZTB0UZSo+mJm00vwwztsQ0O0dA7MDrxvllZt/2g/nfdCnn5lJK80P5LwNARXe+GheF7LFq9x8OJ8D6tXPvKTV5gdyXo2A1FsZRVEUd5szykzSRVLzL6KIE09HN0jUxYyk1eaHcl5LzVTGu8Wnawh8bi/rOevGnuXmYxHNdcMmzsGPv4fD4XBQPjMjabX5wZwniNoe3seH1U88ib23MeiGEKTmn0R1l2U6IpNvYD7SSvODOa9DQAa42ttcJIazxHC+GbQh3JMezHkzAip8Ymk+8vRCo0/KrO+HD4dr0sM5H8YX+nEM8fN0m6UnPy9fMM016eGctyOgTrZ8afZ8m+CL31EXZHaSLQzmvJZVmAGaXcmO/Ve6zMBkRYcOh+VzHLDjydINcyXFDgZzdrEbbx/Ts+fX4Bf5idfv7qYJomjppHZbobhFAdnInt8ADWLQ75fFgGBh/WyH4oaGsC/S8HWb9xte+jL+dihu0QPpsuf/EWyH4iY90I71YBfQjkmQCigxPyy44x+HbA6Un4HTY+l17I5NQOKBxAkAPztvyjrx512xJkmHCSQCOnPyuCKV1XL655Aef5duwry4/Hc8/vxMuIHWHcLilN4o9c4Xf/FgyMLgSSr+ajWFCqeU+iLlp/voK2gdD5RfaEaBICOnP955vUjS4Ln0ftjMEPRxvT2p9jSoHm0BiVNYTp/pk/xT0yDJmiF8XnurNm4JEoosAEBu4KPnQe0hjDw//7f8aRiXkIzXf0k8gJRiT44QA7Q8kLh85lPJ8Z+aRv8D47WE4tUrf0FGz3dbHujESB5QMJ6noj91xV9CvtLyVhahpKjOEdKPloDuCctzcA4v9Ohfc+EDsJWStxPA+pJ0GEJyTvpBqCJ56HqQERBrdyZePmoZG1+0luFNf2F2VriiqM0R0gtJ/zzI8rcR9Mg+8rfRwVnjXXr/VF0EXkpA7iga3LHWoXuoPj9e/51y3r04su3cOhiF/ChuU77vTiSa7/oZBga64X3nqfqRBRJ3/QzCpo++TNZPR0Cxorbqv4r1FI2fA+IspvqLloBYvOunjp6kIVuHSY6QHrQEdPb/fgDEHMfDEYgPx/4ntwvGpo3ATQEl3Gpm2a0jay2C/xy+kaHRa82mgGIyYES8yG7L/um3dUcXDQHtDmjHUDTiQGzQZexQ9vCGQyI7xqAuIJEOuu/q/cObrTveqAsoheoA3vgsNZI5ES0jBRYTSI7CJ16RmMR6vNbkMKmdQ7+8e4e2YiBLUwzfX+coioao7YtFiiyXmT8+W7LEor+Otc2niUbDdrsHIpOHlqaYTaJohroHkgYEJuapkXT0nxj5vj0SI3x7oD/BbCDqu/EHRO04NI9TEea5v/S7tGIckP3Lwdfmbnx3qEzDiChiO0xWvn7kQLpjq+gRkC5PDZMduvd3Af1baAooH5Kk05N57n/9Nus/h7qAfIZTZr5g3w8O/VWINPdN9yTqWxkBkP8uHLrYsTzO/50TYz/SOBN9TgDAr8Yh+hbhke2rMDX+3irsAHjP/sdKNOZANy/hAEO1vHrsE5p/ETmk4TsFmpPoKMpTUS7Fcld3fRNu9xDk7211ut8WRQbQAdNbZYyafmpVzVl5tojIswy1+74PZTz9ERKARialrG7fa3Jtrgtdl9wYRTroLpoyT7TIncx7kjirIgeysOTnqTMA5DkzWCSG+bEqbc0RBgDEqUzyz+Jltho2RjHPEQ2Y1Kmq9Yjjd5U+4yQ6/w1vAI7sPejKI9kHcg0Iv6QI7v2fKX5J+SWw0wsA2BFlnqhlKhNtjeI58QYlWJX6pUfk1XzhjEOYV1a27rlAnKF02dSsQuetqpp2D4qiKIrr+6/ouDZOxMYoPoFBN+W7STbF7+HwyzMnh1tjblTygwWlww7NkqaGJOYAIEpPLKqtc77IantrFC/1oj4m6GrqFYRNDc7ngbxK7T0Hjm6f6xHdgu8yRI3CjX5/ge0ZsTGKz6GZNSRpfsnd1UI45WaZsd6nr3OU0wd+Pl6qKINIJKFzivo/5obndC7/xQDY6WCrkh2wPYrea2jEoV9jVvPUNBCiHMIL339FFCTQm3l55Vt8JwDo+yNkw359OfsyW5U+KBAVr4D6djKqVPjzFPsEZDdPTQve2w/7XjVP0HnijIavoiiKZ/gsru/+i6R/QmsOPgMMYiu38Elxf/lZ848n489T7KvW8x25Z5iC8o/nFeGzeIRAokrseTkcjjlPBABx8xBF1VxTvNP7NaaepPZjDtKYxcrnqP7NI/BOV792WtVG1g17FFslCdQUVbULuhQnVjkoYUuJI5B93FpUTjRvUE4hoyi7h8AnBPus3iGvHCHuzVVyUBN+86rAXb2cBomy8o+vPU+awxrFiACox1ZUFDsP1tGgqH3SGOuoWFhN3EKWCuY3rswAyN5PBOGvOFZ11KsBIcFNVpLAqwV98+8hN23tAo7qzRSgM1Q5mEaxW5JAQVFbu6BBcXqVgxITBTgFWWdidQOyzpWZ2u/D71/4UVEUL+9RFEXkRS+vQSSq/RX5phDoPljDHWXErwB6nhwAWxR9WhTFi+KzP6mi2H2whgZF7ZPmWFfFwnK+cG02sfZ72tpPOkcU8pIEnzmBEN/XU1u7IK/qGKcI5qxyMI6irCSBlKK2dkGD4vQqBwCWLXkp/Ya0UROvNsWlwKU8wt/9nJpPz2sfqZUErz6aIbB3w8sWxW5JAgVFbe2CBsXpVQ4ALC6gHABE7R3wZRVBPusW/s3JnxMkQn1s5fMx7UWYErz8FnjiWdzFsUVRVpJASlFbu6BBcXqVAwALF931S/Unn4tnqfQonPgEXfPvLVDhs1xZi+G7eIYwvSiSl2NWbLfCg1WK9ZIEWoqK2gUSilOqHJSYNoWahmr5+XpPCR7tuUGJ93q2eNRisvTh14NnjTX3q7aj7LdiZqrF+aNsy8NyknqLFIvsPQcu9BQbD9bQpah6cgAWFdCj0m9I7kVRvCKiSJnuIXoVRXEjwYdtFjY7t/Ft379LixcMBXSHd3+9bvTR++QgWKTYKEmgo6iqXdClOK3KQVEUCwuooGW0vjpC5avIhACo3wh63Uj7xEDj+apHI58A8OsfrJJFBACkfqLUTpUDaxSbJQk0FJW1CzoUJ1Y5KIpCVurAJZJzeAOAnAmQQL304YwDQX2kv7TO9TVKEvyHp3LirKpdcEozNLOQ2KlyYItiKyW4mqI6d3ib4vQs48Cyc6CioCOH4Gf7dE3dXdx0W4Uqv+J19iMt1VmxQ7HlLNQUNV6lRdGG/1l6CCseI7eF/faf1b9tT3ewUyGLV3eLypKArFBsf9lKihpVtCja0c/SAiquw07gVrh3rq/U9h0i7cRQsUGRdU9d2tjKKAorFF+0eaRDSbH9YB1Nironh2BpARUhHeHhvba7yL4rkYf25FLWXrJU6B66UT05HNMpRoDv08+UQ02x9WDrd6Hhk0OwuICKcPjXdHsf86tQTQzLF4xqHHPjwQaCzmpf9eQITKYYNeesaoqtBxtoUtQ9OQTLrsIAjEkB+5trziCMyyj7n5gzRcIfpriC80AjeiPSxN9HdS7XrbCn4w9TXIEH2rFlrOs80I7NYRfQjknYBbRjEnYB7ZiEXUA7JmEX0I5J2AW0YxJ2Ae2YhF1AOyZhF9COSdgFtGMS/gd8q7EXfRWSxwAAAABJRU5ErkJggg==" | \begin{array} { r l } & { \hat { \Lambda } _ { 1 } = - \frac { u _ { 1 } } { T _ { 1 } } \left ( 1 - \frac { \Pi _ { 1 } } { p _ { 1 } } \right ) + \frac { u _ { 2 } } { T _ { 2 } } \left ( 1 - \frac { \Pi _ { 2 } } { p _ { 2 } } \right ) , } \\ & { \hat { \eta } _ { 1 } = \frac { 1 } { 2 T _ { 1 } } \left ( 1 - \frac { \Pi _ { 1 } } { p _ { 1 } } \right ) - \frac { 1 } { 2 T _ { 2 } } \left ( 1 - \frac { \Pi _ { 2 } } { p _ { 2 } } \right ) , } \\ & { \hat { \zeta } _ { 1 } = - \frac { 1 } { ( 5 - 3 \gamma _ { 1 } ) T _ { 1 } } \frac { \Pi _ { 1 } } { p _ { 1 } } + \frac { 1 } { ( 5 - 3 \gamma _ { 2 } ) T _ { 2 } } \frac { \Pi _ { 2 } } { p _ { 2 } } , } \end{array} |
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" | \begin{array} { r } { M _ { 1 } = - \frac { 1 } { 2 } \frac { d } { d t } \left \| \partial _ { x } ^ { 4 } w \right \| _ { L ^ { 2 } } ^ { 2 } \underbrace { - \int _ { \mathbb { R } } w _ { x } ^ { 2 } \partial _ { x } ^ { 6 } w _ { t } ~ d x } _ { M _ { 1 2 } } \underbrace { - \int _ { \mathbb { R } } w w _ { x x } \partial _ { x } ^ { 6 } w _ { t } ~ d x } _ { M _ { 1 3 } } . } \end{array} |
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" | 2 4 5 - 2 = 2 4 3 |
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0V/05MBFj/jrN1p2D3DCvT070eE6TpksfcKJwelCmlmS+ogw3Mw76reYAPuMMwJc4EfJNg3UA+vS+N3WIuVItLXtXgXNgqB46B5+K9df5fjD9Mv5Rcgx3vRL2kSVAUQVFyyFucfIhfuy5wpfgHYBX0f1OAKpG7TXobilrIBjQVQdLx+fxezKwZ7X1B8U7AK9CXRunopvASgCNWuW5id8PnmN8Y8Y7AC9h99p4n/7kvdYz8Q7AS9i9Nn7Uz/mdw78E3smJLmF3RwNr/gAZcf5f8O4B33gp3hlS33gp3gH4xkvxP114C+RsbxxQAAAAAElFTkSuQmCC" | \begin{array} { r l } { x _ { i } ( t + \Delta t ) = } & { { } x _ { i } + \Delta t v \cos ( \phi _ { i } ) , \qquad y _ { i } ( t + \Delta t ) = y _ { i } + \Delta t v \sin ( \phi _ { i } ) , } \\ { \phi _ { i } ( t + \Delta t ) = } & { { } \phi _ { i } + \Delta t \{ \omega + \Gamma \sum _ { j \in \partial _ { i } } \sin [ 2 ( \phi _ { j } - \phi _ { i } ) ] \} + \sqrt { \Delta t } \sqrt { 2 D } \eta _ { i } , } \end{array} |
"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" | \tilde { Q } _ { j } ^ { i } ( t ) 1 _ { \{ t < T _ { \xi } \} } |
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