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"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"
P ( \omega ) = p ( t ) | d \omega / d t | ^ { - 1 } = p \lambda ^ { - 1 } \omega ^ { - 1 } \propto \omega ^ { - 1 } .
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"
m = \frac { \sqrt { 3 } ( 1 + \sqrt { 2 } \cos \alpha ) } { \sqrt { 2 } \sin \alpha }
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X = \vartheta N ^ { \left ( 1 \right ) } \bar { \nabla } H _ { 1 } = \vartheta N ^ { \left ( 2 \right ) } \bar { \nabla } H _ { 2 } = \vartheta N ^ { \left ( 3 \right ) } \bar { \nabla } H _ { 3 } \mathrm { ~ , ~ ~ ~ ~ } \vartheta = - \frac { 1 } { 4 ( x + z ) }
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q \ll 1
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Cw9bo4WihMv1aueT9otYinU6ODGDy3TZU2xLihp1vsDlbGK+3IYfQAwAWDstSCZqqvhd3JxIdb8C9I4tyWbMZ0mmTzkaRUEMXIDXUPzTahebajeF4lnpTTg1gukpeVc0itqWUUmrvp0Q2jT7/S5MYXzUMuATDo8gv/IGZXH+UJbms2Wy29lFSAMGlf6R7djGq7S1OzbygSENwQWxQHPWhLW6uZhUZHLgE/cA4ZTdPq19Tzbbr3FJrxJ9CFqp/NJd1+yX2GguvxJJc1mz97AWlACCCpq1T19WBami+G5Onn1bnDMRg/FejC+1HPaWglr/8mmq2ZcJ7G8DP2e1m6NDQjXfiRYg8AChM0pCbU8W2x3+WRDBu/zGM3SqpmgKUSoOf/YEj47kG0BQN0GSUArj8gQYq70vfAVhGyCoKIDMpV74UZKOuvyqKpL2Vm1SHT5uNIPnGcr0kGZWqPrAg+rkGUJwAFCfpAwE5ngfwi2RddgnlGYIQyJjBoLpE4Gud4IrmWkvEjNYe3qSeu68uz2a1VJKADQbQ7NH+ZInnGgCrCdB24flDdd9vSEH6m6/IkPjEyAWIgq16rhFm87dI2vmnpW8wpbVFTpq2ozqKR9a5vfE+k+PKKDhOAd9oF8Cum5Vp2+hRtDTHag9n2cVf4wd2/N19H8DxN/GusXwJUKNdAKuWT6ZjtPbg9ZnwlK/uctaM1tf/PIq99wEcf5LPfFh4NJ9ATMx2AR5BFFScAU3GJflaK0BE811JWkWIHxkedAZwBIrv0Ug7R/AoHtsbb/1qsgbgJl54kTVYeETVXjgDOAJBNYrmF18A9R/Z0/KVWHxKpOONmOQHMAZULubc4QzgADTToKcATNYfx8AZwAEImsl4F8QqsF5c1h/rO3tG1Evxd3KBHA+hKZokwVmMx7wIJo5llhVLTzwGgO9qbSc2S6JnOtR345zgN+fSd8PMr6O4+ipHU8K58DmSS7pkAZfKXzSOD8JpgFceQ84Ajk4QlARIztaNbzuy00sbgPMBjk5CCYCsOWhcyM0AR+ez4Z5ZKqceNwM4XhqB7Pz1uRTJyc7fdk9afTWcARwdP+RAE+gtILlI/t4W4JZADqAIElJr/n/zlZPoLH0Ayawypnu63Ysvgdw+wLH5TmIPYPGX9oGLgSDI2noVNqtYeo8SbmcAx6Zf3jT65DgPVdIWe9l2bngVnAEcGyo8ADjrnrEM+EAE8dZ5Q84Ajk18KSiQ8XRplCdG7R5eF+cEH52m782gJTvREg1Z6NzQHvHSTrALgx4dwvnKNlgCAZyLh7bmeSpuBnCs8YGSVqe10l03AzjeGAKKy2qaXAHMetu+EM4AHGv4uJz4shv88fFxAf59fLxsUYxbAjlWqar3Lp90BuA4NG4J5Dg0zgAch8YZgOPQOANwHBpnAI5D4wzAcWicATgOjTMAx6H5DxPRYAivJTZsAAAAAElFTkSuQmCC"
\Delta n ( \mathbf { r } ) _ { \mathbf { q } , A } = 2 A \textnormal { c o s } \left ( \mathbf { q } \cdot \mathbf { r } \right ) \frac { 1 } { N _ { s } } \sum _ { i = 1 } ^ { N _ { s } } \chi _ { \vec { G } = 0 } ^ { i } ( \mathbf { q } ) ~ .
"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"
\left [ \Sigma _ { c } ^ { \lessgtr } \right ] _ { \mu \nu } ( i \tau ) = 2 i \left ( \begin{array} { c c } { G _ { \kappa \lambda , \upuparrows } ^ { \lessgtr ^ { R } } ( i \tau ) } & { 0 } \\ { 0 } & { G _ { \kappa \lambda , \upuparrows } ^ { \lessgtr ^ { R } } ( i \tau ) } \end{array} \right ) c _ { \mu \kappa \alpha } \widetilde { W } _ { \alpha \beta } ( i \tau ) c _ { \nu \lambda \beta } ~ .
"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"
' = \frac { d } { d G } ,
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAA8ElEQVR4nO2U0W3EIAyGfdUt4BXcEegIyQhZgY7gFViBjpCOACMkI7BCGOHvQ3I5hXC6q/JSVfmfsPn9YRnEBXRMbwfrT8D/AFx/4c1fWeyBDsZ31rHdpfFYTb8NFYC4wlQCnEOwOq99I25adwYKANQ8AXjyLkm4FVm26YamCYCWBeUMhLNK5iUyPnHbfs8jJKaaCqAKkDbJZOawf62D0RLF5h7Hz48mzd1QJKLcPemAB0B1nYgRv45RO2DiUBTsAADMcn3K3caunZq+8O8AAEDLoZqKjWmomPepIBXoQ1WeMlOM1Qur6nL+yifgTwB+AAAG54/+f+B5AAAAAElFTkSuQmCC"
\eta > 0
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAtElEQVR4nNWTXRHDIBCEN3VwFrBQC1ioBSoBC7GAhViIFioBC9sHQhJ+Lnns9F4Is19mdveGibiex43+U+Dz3j44nOiKMgTWFwCrAqsFYFcqQDAAXNzvNZCCAeQk10DyAohP1T8HEL0AppEPIDoAJvSWM5BzDeQCnHM1U6oW+1Q6J0mO7Ncm09wV0MVsK+wAcrEDs3XVeU+LDgwK69cdnQBmTiqwL00HttRXAMlg8jn9w9P7AgUHJlMTTfULAAAAAElFTkSuQmCC"
<
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/P03or7/+cqm546rhU+PbDHu/UeUo47ssHOAd6mjsoTPTqRyEoC6tInYch6t48MfvsF4cdIb8tt86+OZ8QHXH67OHTU6BX+rTDdx2EVpbT1/yZdu2z8/P2+32fD4dGj3iOaU7lSkdj82s1cnf39+P43g+n15/9pjmOA4sygy8JvGlFtcUcqulqnbB4nh6LK408fjHw8YSVNNgSoiEWjDDsEA4wDO8zMz3a0RK1K8kSrBk2O9Vs6Ludr2+4xBrbdEhsmZOmYiez+ftdvv6uuW8qHqQI6pGZCkJ9eB4epDFo6dYy685WtRXvxU2M1HhXmyp+hrNa5VRzNSQSFX3fVfV6/W6XNbr9bWy1wYWucoaZCMT/x0RPIoLHJk0IQcycyuaEIzl0yhN1Zg5yeKx1+1227bt9fU1peRIiUPhY7SlsTFbv/6vv/7ats0zVlcLR1CU66QiZ40ZlAAmRqOv6FD3ncfESgIyNOJ7InIfuq4rQzAQb7Ttk/OIiMb9emcf57CExV0vDMWzggyPNC6Xy48fP0opt+3x9fXFzH/88UeIlk5dE0EeQyOlNXT3wIkhrgil9N4cBLlgy9KcbdUTD9Pb0/d9d/NDIcYI0lox43M0bB88mmk8EXccpBOmZCTrLOapxMDMXqV6Pp9RgXt5efG+6W8VyL9yA0WdcBIvl8vtdvv4+Ljf729vbz9+/IieLITPUCz0FNMLQ0DqNj1EnCLC1PtB0br89vpd3b9ApuR5NDN78DM1hSElVdLaIiji1nYBsYdW3C3Hcbvdvr6+2Ghd15fL1VucQoqlmJkXxVmZieny+vanJP713+M4uC3X4ew6DTAOFhCdBl+nq3XWdntcVh09cpgrw3BrYGc7J99hEVq7lFVVTWuROEgisMZvtc6xz43qOA5fU3CrMy+LsJDvSqARliZUE5GUe8PXz9vH7XYLb+LYUMthjWsTnEzohfDmQcXHx8fHx4e3Eb68vATrJ0+K/ApSMXFE/QsaIluqUDr2Dc8mOsrYzHzn7bIsHvkEu6Yqh/NURFyfqo21x2jvb6yIfhzH7Xb7/PxMKYWtamtpKKUIrBKFIBwgSim+iquq7ka9uE4nQJr+RNFgVSHYGJF0ZNspJdVSSkncQwXsrsqcCEwlkiK/pmjfchwkRSAaXxFR8I1gIWki3v/MBLlCze6HZZVERL6zgIhLUW9s9aLP+/u7LyricguaTqSf0mq9QUfAlWce67p68fzxeHgBwVrXWLDVXzHVmNhkYyEbBgfnVGn135RhBL+gtuqWEgcURHToY3ruhdlGzrmYlpZWAjnNLKz35i4px1xqNnOUROzeENM1bwYMObl/9Pjh8/Pzfr8z8+VyCVfuxsDgSZw8rn3T1j0M160DyDFkr4jQ6LIVTjMoqnogZhsRKfs+At6fR5Tto2LgIbK0Zq54Sihx5Nx+TQRR+77nnLHcBEbymzrzNB9uMVAsAXvt0MOpfd8jDkMWTOCN5mLg7td1vVwuET9MGBDqi5AQGjklXpP61k+aNeGAkynXu4ZtCDWhvl6vl8saS5cGyRm+sVoL6o1BDLFarPPhxJdlSTmjRAN+YsrucF07Pe6PwgVSjk+M5AFZ1JZpqvq2Un+XO8JNuDiR2ro4hYihcFS6F0V4Rn5++yCDnCFMDiPyb3Gwq6y/KibVe9j79yJkVtXn8+nlOmb2vgev6sUjQwMm0oNiBg8VeuZBzO12c5T1FGdyBwR+TdW4tqsyqsJkY2EtRA6ZdUiiumc1SAo4D8KYWU2LHl4Aen2t6XzvHOe6cWqSQZIhVhPo0AjlzlzrMj7xmEIziSPnrC0mDqrcv23bFmTgIqWd3FGYemjt5JeiKOSv2mZJA1rFmG2m8+ZeaSWj4Jv7DaRnEJ/UlUIPbZX6sQE+wTBdrQW4ZVKDHH+HlihsgqsfMrmVb9v269cv51qUEmP166wxQev0HjU7lNvMns+nl71wzsFxGk3ceZRzz0+nZ3U2wUZq7yeqUx43I6gqjX+ambu2SAX6sKCvLezx3u1uaRGWyJg4qqnDainlgsUsiPasidIDFRdnbAM22GGCVAXxMhaG/c1xHN7P6kx2g/cyiAfrKaW91IgiRpDWbkZEU9HKzJjYy5TP5zPIi29NAb/H9r0OcDaYmbbasHMVV/j8goxzrvSNqZxZHdIpu91uqhpL4VH9Jth/bCesRa2Ka6QtezjYePsFst4AlRXqTU4aUXc6ITMUWyfGWJVa2tohMFDKry+lyLhzMOdMlW8Je9LRJifHVWHMv/TmLzVtYgm2uL4+n88XOJDGIOZ2F2dtOePz8/Pz89O7BLGPhFtmiSbBEMRj6FJK8Zr6/X73RaZ1XV2Pl/aS3OP1ygQ3Ko9cx5KqqrqJtoqQxA7TOqPGIhGpu2fhVS8jIiZSc3pcDUJnEFP8lePZNsYN+GBuXPZ2Fo+Ewi65tcvEMywawcbSyWwJ7XN3JYFkcWPoKwGsGnAtpmQjBsf7NpRPhwI/KgHcDaOODC0+fjEnjqEi/mFmtdkX+wU0FuC6fQ4HjvSNPZOlcdtr6qJ0G77dbj9//vz8/CylOJuDDzHIaNIjjLVhvcLjtoeVMg/5PJdYr5fQ+Bp+wHKUj435Uxwv4quD1DpMKq9aGoHEIK71b8l80fhyufgSVbO0EqFLNSG8LeSHz3B2mpn7FGvdLREMhCkrdKkGp6yhPYH1T3YWF3tU5wgUF09Kab2wNa/1T+AXKkK17bobiaOCSlLVozyl1W44rQHbToNS3aWELELWz2KIJkNgIFF1f36xM6q1pWophwdXZubgt++72ZOItm0XkWiCLqUsyxqmyNAZw6M7Cqp6FNTWlnzpcdu2Kdxyxn59fVFvXCRmtuSA140tBhQRKz0+RiRy9RAonBmUIxEiqSVqzHP9hDlcfrfqvisBIc1Ro39l5FmX17Y8wW9gUNkUHMRWX+SdQnMWj54rgm6GFbKQbpAUzqKxZjgMC1UfeSciVtG0Lqiqqq+6ZUmlFFdZv0uWfpqBR2aSl5xzaj38YdXTE+OFRoiaxCOcYyy07/uyrNxK6J4zOBmPx/NyueScX19ffcHWb4ySO2YC09ORhi7vnH2Ey+XibGeotqrqob1omthzxzkDDlm7qoUcoyblcYujyhT20IiyQfYEOiE+a71gYWDD6le9x89lUKpPJCY4H1REvA05Stw8FpuCQdb29KE4FdpeVVVy8lBz2x/PY1vX9eXtNa+L5OSkFFUqNvVJsNRGA4JYxiDN7JZdZ+zN6SzclX7btk0ro9uayPp4PrdtEygqezeO7/vw3f0kLCktnEt09xKpR7pmDFrCfkBMDb17nOoXvL293e/37Xh6hPp8bkQ9/Xd08H0AIvL+/v7x8XEch8hLNFJKXXRwz0at4Oqq4E8ZcusQ0LIsHi9isuHfuqGGEEM7vc3c1ziYmdRqT7kfQtMe6Sgu0SnBYmqqKsSWEzMLsZqxkW+NJyIPscyr3VqMabmsJCw5GXvPvHk+5dT2/oOYj78RzkG3I4GquupECMvgfCOXQnTB3ChihnhQSqm0ojcRuZB82BhNRMp+cItZm35Gyk/RkYmGa2NaNtmStC6Qfa9bJGSsUyrG03Cazhm66kObg54uQ1bYGLS43ry/v+vXh5n5AkGUkBBHlmVZ196R6DCZ4CCMljDYdCM+Kzg/0R/cDsHF0QrU6hJ1BKujhX4HKkW5wKn1xgBsTUZuGCyVV3HwnH2ip40HxZ9DxWBgNysxE4mqPh4Pb+sMmhJsoY4594iwiRATKTTlIFpLVazn83m/3722VW0mbACOdWmfZzPzrZSTJwxlNQgzYtoxwdonysLM7oWltb0RtVDR64KtitczgFMUm9pRfmU8AwqPkUMt55ScRW9vb4V6XutnO0Sd2+HKK1AO+WFXMdOYkeqgCsxMNOfa6AxRCqEooTr+CgiXlosLDXvQg5KiWlQlcV6qOTEsItQ/m0kEPX4EYFXQOux8bPdZP7OMOXK3hlqAMG2dyLfbjYi8FovLB9OEpyx4Mm5r0QVD/cL11cxio1yUymN6sQOpS6vqT08FCLbe95TWbaNvya8B+svLC13s5eXFh431pMvlIg1gXM6OaiLCLKoap+UhMAQDURsmQ/IKq4hw5jAJ76nQejRQbQH1K90VpJS8Tu/McTzT2I8OfEa2o17amIRZS4jjyiA+GIW347fc9ioHh6ekhWGfLT6ImWPNgHsUV+uGoeXSuM3NH/pPHATcMHOWcR0fMcnMOBUjPcrz/vh6bPdlWSRRypwXSanGi95potpOjGNl37ClZmZ+rLt1/1V3H1Smszye+6+fP8tx/Hh//+PHjzUviYWNrNTzzZCt+PLHyWjxMbEh9m3wpqrF1E2OmfWoLVoppYhPnCkUzRngp6pxelWAuKhaEyF2iqCy0ohbjbaesEaCXEpxlcX6eV2R0uIFIFU9Dt33fqhgPGuSY3s/VGwwNsN7FWqRSmZUty7TCMOusgT1ChHxi0LRqaW83n8mTMSkWojY94/hKeRo80rBHIliv9PTrm0oq2OpNkbBT7y85Q1EaWzLp1YMikr71P6CakTjkobb9Ofn58+fP1NKP378wGMm4nr/BNMCbgkNAbBNEB46SoA9zCz8/cmmeA6rwgK9xeNaRIBKOT0IgyUiahsbK87FGwZcsVb0yzkvS69L+HxDOs4B3zDnkUy4IIWC8STKoNPGF05BYVm/JcSD8ceMRMQPZkYgYPjhEwKwiAQpKglGQkTWTgbVVs30XMKXMKx1UOGKoEGKxcz9HINv9ZVaa4F3YV8uFw8MkAs6lv1D2H57Ob7p8IqSmYccZvby8vL6+hq7cRADmKujRiLNzHcfGWgs3ojCRu5nd+5wvkZIPXTOi4hTQkmAXuFV2fwgA67n1rbTVesiBc8wX6XIbML+2yoylo1kPPC0tB9TeT6ft9vntt1zXvd9d/LNWJVKMSLCJXMGHOVTYIaarWTalp+IjIk8OfATQ30sK7A2ZEpMyqRRRGJjIWKTVNV31/1Znplz6Gvt9VM2s513agWNaHJIKa3MzGI1xUxxKkfYdEg/49/xHufp64rbtnlhy9dp0TX4lSnNZ7YhTIYGW+tI2vfd4+Nt29Z19WNClmXJaUW7D0QMO8GUjkanNglmIgAFdg4bfAEvNm+eMYOInCU6Hlas0J6n7bw01NHQoXicjsXmb4n3Hmf/JLXzx//444/7fWPI8R2liCiljM8KacbE0eTiudwu8AH5O/doUDfAhK8yymr8vSyLx9ne6K1tdSk2X/h5F2a96k9tL3dHuhYYpLaTWcYAnaJfNmSAVHp++vX1FTm1h30uXWrOq1PfekOp7ZMkIjKRdmQVM/sGPRftz58/j+NYluX6UqPJ+/3+cq1lB1gZXoGbQxY5OQQ0OWxTAsDuvd6hT608MFQ2Igmw4djh2qk0aQaqAkEtEy2HoeUqwdaGKTALZnrHN7eg6HK5vL+/3+/3dX2+vb0FHnuupqpmTL5UP/ochWJfNSSvFUs/DzguFtgx2mljSkuumQkktYVMRDLnfd8Fupri7Bl3pKpKJiHNlLIXd5dlWZYes7riquqaFyIWEd+FFkcoh1X3ftngl0/YNd0dt59i9/b2drlcwtTwFoISbGCb1CWZ3nl5v9///e9/+44xN0fXfm+q92Hvly3o8WmklAEqjMci6FlrEUjwAlQsTBcCuSewUdjN29ClPwv1WGETH0I76nRQOwE86hPS6TvFpyvdQd3v96+vL1V1BOHWlmBmRH3hJoZFg2Tmtnw9Cw5Z9ztEmIRu7uDhF9G2bUufKXYckbdJmDgML8vCLNE7VhdqxpK5U51S8qYi0sFZkaNshLNhoDFt7/0xs7e3tz/++MPTo7gFuV/geJW43cZVxMfj8d///vd+v/uemdL2H3ubrNdurpd7DW7awUyuo7F7rM2qqm/MB3EO2Y3aOWlGsD6w01pbqq9rxFkhjTmzzIJp2rtde0rX5Xo6mk7HGhPqmQ8Spbf4NuzHUwvXANQta15oUtkgklP3OAY5TSXeP/xNSmPtNhyWmT3tWq/X//nf/yWRz89Pj+7I5LKub68/AjvccnxpOljhhIMcOdaHPT3glHR0FP1IZB7h1trqv1d//Fil2PmN+hpzc++P+RxD9FPaIX5ef3Aptia6wycWW6yiqUdgeQJNIsQzaaqNISyNgSnOMRwNKp//63E2EflOhNw2DuA+mYBwBAAa0754j8G3wYvHV3xO0DbAEJC8vLxsW92h4Nx2BwUF2oEebksw0tqDQnzBkAACaVuJJqX/9oVexYOoy+Xy+vq6bRv5cUbLggt17lTN7HK5xmKqJw8iDMvOvcYSdo6IY2aZrP7iQl1+MGsr+By1LWlrMGnc1Yn89Q8nPTAz33HvV14ul3/+859vb28e4ohIrjnEHrDqYnIW+LSpV5UVDY76RoP+uNC/dOo6D+0xcDShRqXtoKKWI3rQUksw449qTHaLg5wHp4lKsBD97lRxakmJ1g2xxUN/Xy3btt011aO1nLMI1e5ytlBZO3lb5v4TTp0GIuI4EMKbAL0UONNTLQfo9zcJUDD6dUJDwjdaqzETkVk3p/ZJ3Wnip8k0rWUiMjUXtLWKbm8+DFK4/eiPb5thZg8+EmyuDztAkPOvUFdcZWNkH+f9/T32XZS6UFliNZKoF+fCACbIIbDy6DibcCtoCK8UAkCVCvp5TMV0rD76Jx5VTziKEkIVxPFDdc66i26Kx+JUJEPUIrGXl5d//jPfbjdHqQaQlUIaKyH+ihjdVRaBxh+Jc/k2FwTFYGrHRuEjBPo5Qzeo+VjvOmpsEVWv3A/bYwS6AgH4mIi0KF5pcYo3YQRjYspH2SPEdIj1cTEjmUikEU76gCNxcU6HmR11R0ctQ+77bjZw/zgOEjNoOZjMZmIrPh0VQuCM/Emz8U9EcW01RdQq1C18UPAatQe9W5CH1xu8UE2DadYO17FWSXx5ebtcLr6XaV3zslTDjlwCrXeanYHDRXOaBGpmpfX8oa64FhlR/CajK3/OiZlwQ6y1czqonoWlvn8pJfbN7l6T9nZQalG+EyAiZkOahNMh7+Sa5FHxrxRsLUAcColO8kMZxHv/DURuDs4/7Cm2iDALKeeUUtq1cKEoM/mYSn3Tn0GA2N5/g6w0ZsoYtwQNGMMw/HhOalsIfZN6NJgGZ+i7AMtgYyDqZTwCE6+zJU92iLe7MUdsoEre/EkU8UDPQVHM+KCRYzQRgKzApycIWDGdQEaHoCeYr93GItfrlVk8FPSJBGFo+TLW1yZ9Rf5knGr9Qsza1raPj4/n8+kHQxgcUEXf5TcYkode4mY05O9ejpyz5KSqZKJG215SXosdZEYs5ucAJ0ktNnXMO2kMtw23EkWTk8zYzJPdGWKJiMfzwf3lUdDX11fE8QLdpROY+Sexd8BHxiDYv51QFsEjuGqAfBF1xHM94BYhP/8apWYDZAaemv9EmPn5jtZvsVMAzcxxYlIYdigWRkoJ2gWpLqb0H1fzu47y9K1DpRSzg+uPe20p5VYc6/o9qYfqUQ/QUCX2oxbdASr7gi3GWG4vMXlriQi35USM3iY4ic9tcG0E77uQUPtxc19eF1XVo5+ento2hwkzkONNTTtihbHSb86rml4Cq1wppev16qlnhLaRK4Sh4mgGAIafB4Dh3INveDteg9MkqNMpiCYeim6nPQJyplbJiZOjCNzO+enIWxwWpYy0TWB5fk1ZwTTlM0Mm9kZvtLTVrhw3TKRgU6wHoHGMSlhDTEZg3/Y0VaZkJ/dEVH/4GkegtjuPai3AL1az/suXNCpBTBLZjYJv3Ays/UYkjbMdOFNKr6+v1naER0KJuoIqGFGvqnoIgS9ESgIZB0TFBZOzQo5FmKhjRTzeI0hjsKTwI+iYCUwQS81bojYzOH1EpfghYOTwJHfv4DsH9BPzzzkGTucsJvbmw4m5/jsWrqZ+7KtXZBl+c7nAmbc4yQl4zOpBuGGI/YJ2FguWjVS17hFIUQqtgsSk4XdmjWgRHb1wo/vfgmjxO3jIOb+/v1+vVzOLQ3G+1VcC94IjTzAmsJ+WQFeQZgOIRa8SidH0LbWQiZm96nkWMEHbMVos8nBQx9MBCKjK8+An5lPsy4XKCY2uj2FjMPIHR44/VedAP08DMbP/0IrL7F//+peqRrxPY18mCiCCNoOogKg24BkEf/XBeaFTr3cAm8CWEq8bilRrNlPm3/Y3TlhLs1J28vBbHg+MiRn5AvUUck1z9Dew3DD/WOTZ/yB5SMxZI2kMyqPtIcLN0KRzik01FiTvbDYz679TYtTqBxSgIiI15p2rPSeO8bdfxY1TxQp1RuFIVhsDG24dHdySb1Wl+mNvfr0SQSdXxGrWEiY/D0ba+hPSgbQG74LvNgLh2RxDTc8JLBolPu4ce6BuxdhYE5iCSz5hMyoKt5/yipBdofG+iXDeLEpQOZksZJJlXH/WVGRaeFKEOoPYaaI5PhztCtIyHnYjdqmNe34mniBhkwUSUbSqAHlzyShcSiQASFs8K6jC+U5kIJHmKIt/+5jUwsrUTtZwvyPtAMNpGkjiaeaDs9N20rlHDJHu+MXRImPtUEsMgELnYgMGtXyfYG09bMzqSh5R20JDRB5bI/95KH4R/NcZ6pGuT+5stDFZz52RmXEZXk/f2c9ZM+JPbrkvjZ1fAocjna2xDsjfJEAuZOZ2zFuJcJ/slI5Pk3UmUkSvfjhO28qL5RS/a8qbz0xg2KKHRhtPR2Mj3/tl44uFYl3YSzN26orCVzh3/k0kNLkGF4DxDJNxupFZ/THfEDaBr5zqL1wPxZiP9miJY1d0v6Uc/TiFs1r4yLE4R98FQiEJGkGokUSBJXYK0VC3mop/EyNOOCRtLTCqKIO8moedBqmvtmkH9btfIJXb0xwFqqTBatSbIK8NNftDdD6R/xHAE4EJCVQt8fZ4LtI2LCXEY1r9b2iLJigfTkTD8vFwsf8vxIlBDDUtDyAn6DSVlt2HvsYTpwTZ18njQ6e8Yw8VPVXHJnZbc8QiEseRUy2vSOxcpW/POIGhiIwZOTA4/TIeow5h2FzcCaVhdxBWuWjWf4w3NDXOkWWo7KKSmdp0QWOjnxysZsagPdya3G2sqWHEGU8xM27qhKYbltY4JpBOfVMKiMehEoe4EXRUtceyky6jsgbS4L8MiH1WrxAqnxqmqKqmTFxg7DKxgQsMS6moLhMEIr/8Nf06JI3WRSeTwA/xkzOLgjlxcQgMaxSumlH6OIOZQv1omoj/H78K2wuJhkQmPvRvx2rAJEQkZiIgro8pfPsIfFbkJ1NShfA3kc1AXhD5LZ/jNfy4fSP6m1DPxrZoAuXwP9EDhqIzs//6IY7f0rWh7DWZgUEzDY/+9MziybjjYngfZ3gl00E/mFl1XkTFAVFTz6rcvh1+cg0Hn+LCs5bLaNJxpRfjQkF5DOmCLdNddJKxFWUR9sbudmpOp5/Ig1om9iqNkuF845W+O8cXmD9UrCbFiMWgM5HWypFtahbOKkZGpjHz/wcTDYYfuAcZVAAAAABJRU5ErkJggg=="
7 2 \div a = \square
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"
\mathbf { p } = { \frac { \partial G _ { 2 } } { \partial \mathbf { q } } } = { \frac { \partial S } { \partial \mathbf { q } } } ~ \rarr ~ H ( \mathbf { q } , \mathbf { p } , t ) + { \frac { \partial G _ { 2 } } { \partial t } } = 0 ~ \rarr ~ H \left ( \mathbf { q } , { \frac { \partial S } { \partial \mathbf { q } } } , t \right ) + { \frac { \partial S } { \partial t } } = 0 .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAnUlEQVR4nOWS0Q3DIAxEjyoLsAIrsAIZIVmhIzizZIQwAoxQjxBGKCO4P5WCAiW/kXpfID/hO2Ml6OtxUf9DIK+KG4QcemupVbZge+EhWvjx3GUoztn5tPVeYIC0BvMvIHkGsKQ0t1OEaTcigUTcq5kiGmPWHAHY2DTJBHp+7TaBALgdCwAUA6n+wmaA3XFX1dLOExL1gJNutlH3BT5Gwl3BrKKb5QAAAABJRU5ErkJggg=="
k _ { 0 }
"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"
\mathcal { O } ( \left [ \Delta t { } \omega _ { } \right ] ^ { 3 } )
"iVBORw0KGgoAAAANSUhEUgAAAGAAAAAgCAAAAADIqyKIAAABnUlEQVR4nO1WwXGDMBBcMmlALeASRAlyCbgEpQRRAi5BKQFKQCVACVEJcgmXByAOmSS2Yz+S8X4kHdyt5rQryAiPxcuD6z8JVjjsKufhXVVULEr3g5prahZ8QItEbdnq9Z6ltfAnmetV7K4Eoj6P/SkVbYK1qBqkEYBzg1D664ybCSrRFK7DQZa127fdTdX80eMktdwi8EOH8vjuagmosm3Ldepw2qgn5HrtvJHAW2F5A2ZDGEukgH5cwKw9FDY3LBKjleOYwy7BSCADkZjrqpTgIvRhHC1EOCfQRD0wPRBobiCIREB9TkBENWR8I9AvAKg45z4YMF1XDlL8qJhvMcQZJ3CYVNEi0dAlOO2y5ZZeNJct3+ShQBDT5CNPst82Zdrw7e2BqVgG2c9h5uTYmBZlDhQ9yxYJ4RRN1mbaKbAYhBHEI2ihALc20cY9mUDmXR4JWIuXs4/aBAKR6q/Vjp61qVAyRcUZdwGRvd5pQY4GNpBM5AtBF8VrYQ3bwxUMynaNguEmYipyUfzep9fYhWidF7leCSJ7/jr+f4JPlPDvGS9Qa/MAAAAASUVORK5CYII="
n = 5
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA+0lEQVR4nNWTUZHEIBBEe6/OABbGQixgIRZiIRb2JICErASQABKCBJDQ9wHJFuzm7vPq+oMJmRemZ1LciJ/18Uv+b4BUQ7kCYgGiB2DbC/bKhlxDXjJ3R5IcT3jMiGlSYiH+bYmkEAWY4pXJ0lwWAH4EHrUHAdoyAAkAJkBHIEp97gCva5TJp7QAUEObd5IMjuQezj0rsK2GNNxmcjt4k59AcE5zdwyKzI2opzRg43qnIbnyRc2D2mlIGpKhBz7rHxIBADvDpui6yZ1tJkEUhUUPo63ANH9Z2DImuzmse41O9x7OEiLvPn96SBf5s0Q+5rfIUazq9j9v1qBvlm8Tuj7LfroAAAAASUVORK5CYII="
\psi _ { 1 } ^ { ( 0 ) }
"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"
\Sigma _ { \mu \nu \rho } ( z , x , y ) = \frac { 3 } { 6 4 \pi ^ { 2 } } \left ( f ^ { 2 } - \frac { 1 } { 2 } g ^ { 2 } \right ) B _ { \mu \nu \rho } ( z , x , y ) ~ .
"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"
\begin{array} { r l r } { \oint _ \mathcal { C } \frac { e ^ { \tau s } } { s P _ { 2 n } ( s ) } d s } & { { } = } & { \oint _ \mathcal { \tilde { C } } \frac { e ^ { z } } { z P _ { 2 n } ( \frac { z } { \tau } ) } d z } \end{array}
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAcElEQVR4nGP8z4AfMBGQH+YKZpnAWP+xgLvlSnAJbCZ0Kr9fBecwYgnqs4JKDIwM/3ErYGBgQCgYDAHFwsDAwMBQcRYuYNyBTYESQkAJVX4AvXmPgeE9lIktNstdGBgYGFz+/////z8uR1LshiGmAADRdkacMwdSoQAAAABJRU5ErkJggg=="
^ { - 1 }
"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"
\begin{array} { r l } & { \hat { J } _ { z } = \frac { 1 } { 2 } \int d \tau \left [ \hat { S } _ { 2 2 } ( \sigma ) - \hat { S } _ { 3 3 } ( \sigma ) \right ] , } \\ & { \hat { J } _ { x } = \frac { 1 } { 2 } \int d \tau \left [ \hat { S } _ { 2 3 } ( \sigma ) + \hat { S } _ { 3 2 } ( \sigma ) \right ] , } \\ & { \hat { J } _ { y } = \frac { i } { 2 } \int d \tau \left [ \hat { S } _ { 2 3 } ( \sigma ) - \hat { S } _ { 3 2 } ( \sigma ) \right ] . } \end{array}
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"
( 2 8 . 8 0 ) = 4
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAABJ0lEQVR4nO2U0W3DIBCGP6ouwAp0BDICHsEeAY9gj5COYI9gj2BGMCPEI4QRLg92pARHqaq8tFLuBf5D9+nuR6CE1+Ljxfo34A14DBir+tBv+0IppVQLsW7rCPRhB/jM68eBeDBuVV4DjlTMZqxOEP2+BbkPM4iILVfhpnWdEBFm6SbZRTZCXBzg9p2yYIjuRw8iGiBdZV3UAZwN9I3uy319DljuZdB2LEaY4miODxvIPWgQERm27CAiJ223s26Sc7ez4SGguc36q/BytrOU3VMT7TqEvUlps659Sa8t7vupB5YIpHXYEYC0WRcdCdDpviIDGBeA4KE9pCUAcWmuDeAWiNlVqOxTjVXpeuehCrP+8kCjAag7oE06HfVTwK/jDz7nN+A/Ai4oU/ITNkwtqwAAAABJRU5ErkJggg=="
0 . 5 \%
"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"
L _ { \mathrm { ~ c ~ } } = r _ { \mathrm { ~ p ~ } }
"iVBORw0KGgoAAAANSUhEUgAAAGAAAABACAAAAADAXy3SAAAC1ElEQVR4nO2Y25HjIBBFz0xNAqTAhkAKTAjeEOQQ5BCkEKQQpBBECCYEKwQRQu8HIPk5NbVmPnbL94fmIa5QX7rbfhN+Fu8/vP+L4EXwIngRbAg/TbC/6vtDWYJRJ6P//Nx7wHiX56QAFrXE1k7ScBIROZo0V+QE7U7F1liU1gBG9eVOsKhjNNRJZFdFu9OxLUGQ9xqMyEKXWJlEpMwn6m1snYWW1FF2BIqoKHgTjRnG5ALAFCMYSQSOXgc9+kQQfCGCOROY0Zh51qmncQAfABw8gLEW8G2nvt7ROd+YrevzRxk0NLmDYQayTGsmWSoGEdmRRLcsj2RzSgpJQrT3Vykrssq0Ji89sUsLhunucyIi5wTL+sAVLGcyTULQMKouH/17LvDor6YTwWwARwVjkzzg813HfZPqBo7sZGYFfTsYZlXFkX4MB2Ua8M7M+87Q936YtQ8dQGiz9TgVpIOJiMjEpGmWS8+mD22rHAyo8uhmidTU931QM4lIPMGM6T6DAm4VahToqDgDGG8vrA0+n0WfOyURKGXr1l4+kNDMa3bSgAqX1oZDzjF1c0PgDdTj/nj9/kHBwQ3atfeorzDdHX1fCVQ332zjwbeDTuZf4R0gBA3YqnVXsw48CgLp3p+LJlmGB4jzH0DvcKGGZvzdVNuCpg0KduO+Cti9cY52tr2n16tVcU8WCemVHoYDkVMMSsv0MChFia8y7eqq2dbGUPF8ytxikVFWk/NzOYItmupFpN5C30U0fQY25fypERHRaiWuRPJNfgomac8YAJ1llqJsgZSp0x1RCmCNH3OsLwoQ7M4vYavrZHllYA3Xz0CZjcD3Q74Xfhfb5528VnYii11Fmiu7orXp2f5Fa1OpU8Frhm3Mphr1rcTfOeHXSQH7qKBYXe2PFPOByFCLSJZPLSJic2FThkCuS6PjGgCLfKKY+u6jEMFj/Cs/xF8EL4IXwf9N8AfvR9v6fYdvewAAAABJRU5ErkJggg=="
{ R ^ { \prime } \operatorname { t a n h } \left ( \frac { a } { 2 } \right ) }
"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"
i \rarr i + 1
"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"
\frac { L } { 2 } \times \frac { L } { 2 }
"iVBORw0KGgoAAAANSUhEUgAAA6AAAACACAAAAAAw6lvGAAAV5UlEQVR4nO2d25mjOrOGv9nPTkATAhOCJgR1CEwIOAQ5BAgBh2CHACFACCgECEH/BScJxNG4jXvVe9O2G4GoUpXOpV8aBEGclf97dwYIgpiGDJQgTgwZKEGcGDJQgjgxZKAEcWLIQAnixJCBEsSJIQMliBNDBkoQJ4YMlCBODBkoQZwYMlCCODFkoARxYshACeLEkIG+gPzy+91ZIH4I///uDPw80ih9dxaIHwMZ6LFUj0i9Ow/ED4IM9EjSx6OCoAqUOIxfFPLkMPJ/CsyX3i8AJFbiEMhAD+QXCyQDyECJw6Am7oEk4t05IH4aVIMeD9WgxGHQPChBnBgyUII4MWSgBHFiyEAJ4sSQgRLEiSEDJYgTQwZKECeGDJQgTgwZKEGcGDJQgjgxZKAEcWLIQAnixJCBEsSJIQMliBNDBkoQJ4YMlCBODEVUIN5I/oAQUPDenZHTcoaIClWaAx7n787HUVBEhZU8rgoARJr9GN0fzvsNtLre6g+eDN6bk6MgA11Fdal8D/kjByvfnZfz8nYDzb+q7nMQvzEjx0EGuob8n5cAAL5S//7mvJyYt/dBo4oFgiv1eAA3Fr47O8Q3ob6q2j6RUw90hreP4lYsCQXj/j0GcHt3bo4gBYD83bk4O1EV1HaZV6BopdO8vQbNg2aAIFARqvSzdaVUldde5isAZ5y9O0OnRd1as8wBGiKa5u0GWvntpyACqrlLz88taj9VESiQ9Qw3sEbxKTzyY9M8b6AqVZ7Y3YtQsnOfHoAPV1UgzRdQH/42ryRFY5/qQS3cOZ410OYwTJ7sLIyePSz04UXam/n2HyRNkQNg3siDq7xt115ITrM4DDT9YhxQyj3pcY0YB/IqDgBUVxVyqFt0RGWRA95/pzeS3iootbcVfM2BvBLJwZk6klv6ML55fmDaYdfxjNiWLuiPF9oYh4HyWFWPqhmNHFLdUKUIOBcAqi9kALxwatAykhuy8gCM6jT/qUMHqhm8fCxcN8vtlZ31Ra2t0M0tUmC+xwFUeZpDRZE02v+tgT6Uhw1N3B8nNLXcetBOMgAoHP+QACC7L3HzQTou1VoicN/eRcHMq0vGsvVpPwnhtS8WAkj23qb0AXFQlmwWtebSTWKVpEIALDa+BwDg9an8+vJYaAG+Ik/97X+S0ApvOTMTBqoBIB7/XDDzHx7uzc8uW9YxthiZD17aiZ03/XQSeN3nZ8qavr+orK3QmkM3loFmDBCl/X+r4GgBaK1DXmq2yokbt/9BQtN8+VUmDLQAAH/8e71atr0rG6rBItlkn6Ftn1oHwx9+BgHC7vNTZS15TVlbpbWxbkwDzRjGuisZgNahawFkmQhKXcCQx1yujjHQcwlNx8u5mTDQEACYIyMQhoB8gPkycdd0BXNVwVPE49xzl4f4dAqgf88TlrWVWhvpxrCgkgHe2LdmDOgqEdH2lO7rRHBuA90rNK3Z4rtMGKgPDmDkFQQCafxeNN1efh9eqLXmWzqgmaO6LNkq5/pZBKZUTljWVmptpBvDgoS7d1Q7fdF9rnukcmoUxObcBrpXaFrLxexMiAe4Y9z4iMFKaQ0sxUE9BDe2UAm2voWaMVdzdlsf9iMoLK93vrK2WmtD3fQWdAeMbraJZ3SPkubvujGicxvobqFpXbiHYg3cBnoH03zUCS09hFqMRn6zwPHWhctop3Dbp9biRUNu7yOw3uh0ZW2D1ga66S2IOzx7TewY2Fg3RnRqA90vNK21v/T+7t0sOXyI0UxopLhrsofHjgmeC4Q//jVX9lOav1+eeyGSRDqY+Eq7qSyVquHlLjYneCnqBodUzoNDa1MCHOumJs+BiZf0AeBhTUaq6vPXET0ltAC3hWLpNFsPsb5j0AktgERr0fugbvZTYDgPmrjcXCKMcae7aBtCjvGh3r9YjaXYax1wzLHGb21O8GKkPfCGk1UGY63NCNDWTVfFSTSji4V5q/qLwFAJK8eIzlyDPiE0rbX2FqpQp4EWQKFLwLY7H77WmvWvKNp/s9EMjxh3Q8rA8gcCTc5m7FMn5nBDJtA8O6s7vu6ejt6f4NWUzJZoU9bKRIbJQAZFGAghXR6lSGSY6EFZS5Ik1lqXd2kWlkz6wpd2tyerr3Q+dKi1WQFauuktiLdJpFm0JK9/GpaplWNEDgP9TqHNyewZoWmtdbjQC3XKJ4Sntea2t0nqO6H/1WtkHY7GchyzW00jtn9w41pigIsGNvJvXv9DvQxQaK1j5knJFz3p5gQvRw6UASDRZcCEFEBgaL4MEIRJ7IONxuk4eCA5k0ZZE+2LSiaM5R6JgB8mYQCvK7KybTW5HjrS2oIAPVNZrQWVQON5pfmuvtC66YRaGnY4cidDA/1Goc3L7Cmhaa11udALdxqoD9nkzLq11Frr3geWYLLQOgvEyAUMS6IupRdbFp+hnhAcLsgXEzcqBU9KD5BaxyzU9VKKuVmYzQlez0gXAJLMk6XWOmNGQ6Lkfv35zuCbxSHj4InWWhdC9ItiYukzQGjJC+21DRMdgNd+s+hnARIZMAC6cDx0qLVFAVqXtxaUdJVkYrbtuOj+aWmYrWxxDgz0O4U2L7OnhNY8cnYM2GmgdeV2t4w/rO9jNHybWVDPMefFh44xlqXW3GjfSNTj68Mu8UBf9/b1Qqm15sBdx019zTDq+ZpsTmAxt+Nhd09WDqtwAPdWfNLIXcDCRmehNeyZGRYeWM2NOyASXuqsE6GxbqXkxlxGAaDkjocOtbYowLtZ9FwGysOk5t5M9xXDFl+BlZPltoF+t9BmZPaU0NqbzxVLl4He68rN6oSWzWKJxPyxSBL3MiLnMsHSNHi+zlpKDCb2i/bFtVhxh80JWuYMdHc72Ru6LQC8zVKCrkCUhqPyjOdlzFyh45llrQSEl+hertIc4cvMNwcgHQ/VTq3NCdDSTWtBoWGgY8cLWA/U/tpGjW2g3y60aZk9JbT2irkq1LVhOwdnAJhI+21k10p0UWu7gXFvYog8dW7CzdHvLFIrI9EwVvU72RTAqmvCu9stjdBvTtA/9wW7/G8K41kq1e6w48a0E/oZLj9CF6fpUsHYseV34VUAMCD3BIDkwXwAeQQjEDj3H5Ew3uhRjB/q1NqsAC3dtNg7upqgTLn5qzmh5ss1hWDEO4TmltkRQvPTKpqJZukw2qa3qSW6haNZ65MSrKhCYudaL2m4ntD95DHCuC4BBDe92lJGNid4Kd7IU8J0p4ZEWN8QlL3Lj+3V0dLqD8Cui3zbb4fGtVMPdWltXoAD3Wit634Rmg5n/5jCqEF3LbC2a9BvF9qkzJ4TWsO4YBg4alClmopOREBaz8Fe0azpWxVOUk3VoJ1Dum3ZptuSAqqLnGvWx4cleILUub/d2IN+UwjGyzGcNUhyc9S1uC00Oox/qof9rhxIjb3B7ts4tLZdgAzoqtF++t4zCs8BCxPeIbSJuxwhND+qbpPbvR0G2uVTAMh9ALilrLlDhd2Bg4xW7UPtibVYAarr2axpI29O8ARp5P69M9AIcBxtYWm3aiTLXcFmFnsFRjkYOgsPwENaX0cPdbFdgF5zJZCaV3uqud0hSniH0FbLbLvQggjTBupY6pd3rq9d7VdFMCPK7BNxXvXiiLCnNlMA71LlK+6wOcELydVkl72/xvySXv99/frVm/2WhYrDa72Z9HNtou0CrENo1mXdKMVMddk6WgnvENpsO3Kz0DwBNdH+mqhBWwvkKfKKAZHytgQXcpN3YwaIsGsYJjXroMfUis9nEjzB0utwkap8tWtTt1vl+eLOrl1hm1ShA1cB2rMSeYcAxQNAKtD2iWrqLwqA/7rAjZ8qNJW2fQAHYwM1WuJNJ1RFCFux7j/SoPcl6ubnOxyptQo7rZZDAG5O8AxisaeR4rb2cKhrBC98/1lvewQoHgAe4WCIv/6SwtnMP4iPFdoNrt5zw7iJm4O1txQMyIGrvVzfLInV43q93oZWy12G3I03V//iXf1B1VfBwGOFqjcneCmBtzqs3CUCz4a53eLRXMJdrLnGWtsjQJ+hHm8Zo/KhH3v0kfgf3bMrozzl6yuEzxXaDd70Ra4atLdG8cAjTB+YmKaZOtqTOc5wqLoa9OrzdLXojGCFZnO+uoEtvvnmBEbS6/T/5M5elLzMjAWYXG9g4/13W0Y/h4nTNenHWlsQoDOQJAsiAJGrXXeDXVWkl25m+Boha6+KVHcc4R/l2sro5HOFdqvmjHhkoEoZd+APKHVB0P9iuov+aE91yc3Wm3A03vO2nXOBvKGvpeepqj43ypBhhMGcxUO1qq/StlExnaB6cMPuHVmpZjove7vjQaRWGWg1ejng6nPPU6u7RP7V1kCFFV2hsdZmJW7pxkDeKiB3hImtbpZzUxdDxqotEPk17Yt8rtjaYYMPFtp81TFq4lqTQQLARZmndlZGUyCqmEzK7O4DuFlVDh83cdtK81LFyFeP16SwDLT9XN3AzVo9/fOvff7197/FBLe/l65t9efv1m717vDHcqLpN+CBcbsorwB//QiANyg3Ocw1MlOMtDYjcdi6MWAxAETjrF4rSwcXqfui1h7Vcr3Ke3/b1DVz7OZzhZbn8285XLlgbyllgL3aAsZqC9GuN4wxCAEYjgOONWsSA15qzerlF3I5kktgBMFD/9mOYFgI40X8PicTCfoNe1rrbEvopGcZ7jWCucqk+2LtImrCyYikjpZnLEoZLYox75zYi9LNxanuh2rt0NqkxNus9T+ZYTclgHE4qdiOxZmZy8Tv7XqcTOuyL2G8083Uhu1vEtq0zJ4SWvOLUQJLYQX81uPF8oPFvD4G25xNA2Xm3hRrQZNjhT4DpM44L+utZolOPH/ZNLx+ZVjWO4G79eKxSHQv937vwkQCKZJ7n71w/QL653HuBx19CdFfVjZb9HiiB1GXMzZX1rQ0/Wo4WKk2UdiGWpuUeI1nrtqzAlcHAMDsdZUD+2x+SroE3f+SLudZn51FA32t0GYM9BmhaW35I91IzjL4oYHK0XpEa63h3TTQ/k4FBruwguHGjQwA4/Vm1xiA54221TowI2Lcu9MEQnvPrNsXTyaYctLfwCCiQmkKt+j0Xho7lPzYA0pd1oUv7gtQyZnpOjMMPXPQi87ccDX10CaNpbVJibf/NZLaRz/U7TqjhVT4w43OWuugLcqluUGkv2/Q56a//TuENiezZ4Sm9TAkIAMGBm8ZaJkEAJi8d5vIMnOPdRLX+wKCe5JprQvjRoNMj0M7NCpr8gRgvMvbgRmUsW44CSGYN9qR6fTF0wmcTvo7MLSRSCkAMCml1rGUHgBPylhrHbMmf4Uf6BgIkqCNccOaUp94UgLgUhZmamm35mSptS4NnzvzUK1HWpuT+DBgpm2gbbQPP0601lkcAN54o0JXm1i1QrfnqzB8fnP7dwhtQWbPCK0WwrDFaluSJdZ+dKiTl9dfbq0MGTxmWDGPoiMFAFiT4xjDhvYEVjymdliJObquTl88ncDppI8hk0IIIeSwB9Zkrw9BXnspVveeBdAMmNQbmwPAk9JnYXNh1xkoArBASs+7t6E4kja1EIO9wUXQ/Op3mZl7qNZDrc1JfBgrKxmOZtytySjfdc5P6yZLZpaeLkxRMI6o8g6hLcnsCaFprWO711N4w87hLzOmQb92v/t07edAjYVqVWVPEOV/4RXWL+pvFZoj7X+U9LpVXreVo+d/825GDPijkCAFdyX9006dXSPIcDHBNULGAUD9uR+6/K85zhgAhHO69BoN5DRBlacAr4uFUuainCrNwQQH0tTzFmarqjwFBF87EjrU2pzEbd0A6ReG0TFUmqsqB2fcfQL77dJo4Z/KWdn9/JXWX9Sfok/luP2YjxMagK90cAxvOlyxPTbzHchxIJDQaluXe6IdhuZ5UOVMXp2+eCaB00kfgC1qVyOhfHvgsnlMrc1J3NaNdtSgy7TNnjC2mnm8KSrCrEl23P772C20/ZHlN1K4IpMJc7zqvsNAM2Za/WAM3CJuzdLn/STLTII2Pm+xJJ1thADgCdE6aFfwomBlEJ53YWhtTuK2bvQuC2rMMg4yy5k1W7rvVmft1Aa6W2hrisMh7+27QttaR8UsHxIzTm8fSWPPYNk4ffFMAqeTfh6JpudSxgyAc4Z12WW+F0NrMwIsR8cFbbegojbLONDSHExtBuQz79kK+hvZKzRdssXS4D76YRvRgzuObmAJu3Y9sh0H2l9zawvu3BbvZh3KTXHlXHg0JK8XYz2qmVAwO1AQdw4ALMg8AJVj3ZAX4HboQw/G0NqMAAe62UUdzeeax3iAM7Sheuq1PPnX/YOOhNgttFvl7J1bPOc7tJ4JDW8c5rQhoF7DcBWGNx0Azu2LpxO4nfTzCMMdZoA7/E7hOHb1VHRamxagY4XM9iouAJJEBPVUXil50j4e91I6JsY23v572Sc0c45kiuff23W0Z0PcmmW22UALbvenrZido8cg0VoGWnvgWpfZQoIEkFpnh59tOIwo6T5ZL+CnbuN2WpsW4FA3WmudiK0TVh6a2bY6lK4xe+01Z4c+dftvZpfQSr7c8XvaQKeODtRaa93mNdw+eFnYOkowWsTY4fTFMwncTvp5LN8ZTjVPTm6eutXajACLA1xbAUBkzYOENQ3qnEI8O/uEtvyirri4W5g8OhCAEQZ3+40HbfMUYFPPSYEvFgZABaS/ZcIWEijgqrz70fEVcmszMsfEdt/z963q15gR4BGvkCJp5iNFYk79SW86/MeZ2Se05dnWJw103j47toSGcTPT+VYKEGHz3+7DfNzASsr1M9Er4aNw9K8MsfJydgVe3HL7zg4tg9yyrf58HC+05wz0dnGN346ons/3TFh4ty+eSfAtTrrChxvolkD8O0hfFzzsjRwvtKcMdKV9Ih3vdt+IUtPNAacvnkvwLU56+qDpz2BOgAdQ5R/ZkF3gBUJ7xkBvF6ANX5BXENMnDgXBk5VJFQg+WYO6RDKX4Ft4AOKTa9AXC/D5Ts8ZeYHQfi2vQZ7idrG/zxjoK6l+v+nBs6RfaJaCEy6u0XDZOOHkiZVEl+VLvoNz+uIrsO/krv8I6QeMZp+CJ5q4++veQ8lf2VXaS5TDP3Yd4c/CcXAh4eSItbjv5Yy+OI/cZ/kQDSm8Tx5B+0aeXajwds7oi6tLtWp6+L8LT37iIO4r+HgDPaMvvubsTvY5x+JBb0TDE6O450Cp0/nia8QSGiAiDuHjDfR83C5kn8RRkIEeTRcLiyCe5/NHcU/G44LVJ3IRxBJUgx5L/lXFH70fgzgXVIMeCtkncSxkoEdC9kkcDBnogeRfVUD2SRwJ9UGPo/rKWdCd51rlQH8OBUHs4uNXEp2H6itHFS1fRxDroSbuUVRfJ1wVTHw6ZKBHkZN9EsdDfdCjcEXZUSfcCkd8FGSgBHFiqIlLECeGDJQgTgwZKEGcGDJQgjgxZKAEcWLIQAnixJCBEsSJIQMliBNDBkoQJ4YMlCBODBkoQZwYMlCCODFkoARxYshACeLE/A/FM2WEZfGsQAAAAABJRU5ErkJggg=="
M _ { 2 } ^ { s } ( \mu ^ { 2 } ) p _ { \mu } p _ { \nu } = \frac { 1 } { 2 } \langle \mathrm { h a d r o n } ( p ) | \Theta _ { \mu \nu } ^ { q } | \mathrm { h a d r o n } ( p ) \rangle .
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f _ { \sigma } = \int _ { 0 } ^ { 1 } d x x ^ { \sigma - 1 } f ( x )
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"
\frac { 4 \pi } { d ( \cos \theta ) d \chi } ~ \frac { d ^ { 4 } \hat { \sigma } _ { g g \rarr \mu ^ { + } \mu ^ { - } \gamma } ^ { ( G ) } } { d x _ { 1 } d x _ { 2 } } = \frac { \alpha \kappa ^ { 4 } } { 2 5 6 0 \pi ^ { 2 } } ~ \frac { \hat { s } ^ { 3 } } { ( \hat { s } - m _ { G } ^ { 2 } ) ^ { 2 } + ( m _ { G } \Gamma _ { G } ) ^ { 2 } } ~ \frac { Z ( x _ { 1 } , x _ { 2 } , \cos \theta , \chi ) } { ( 1 - 2 x _ { 1 } ) ( 1 - 2 x _ { 2 } ) ( 1 - 2 x _ { 3 } ) } ,
"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"
\int x d x
"iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAAAAACPAi4CAAABNUlEQVR4nO2XzXGDMBBGnzNpQC3QglogJdCCUgKUYEowJbgF0wIlRC2oBOUAkYXjlcT4ksnoO7Gs9rHanwMnz2t6ezG+AiqgAja9x8YH+pyNeDi0A8w/D8MCgLrGVnPZH3oCCNLzAnRmsyYHdN3zjHwkaLenG6DC+yt3T3TIe++9UMQWuH9Rh9v8ltSFFlwwZujVQcBOI00v+SRAE2UwWS4iXALEGU907WFAHL+QGK88wI30zXGACiM3WiVWMAHQIYGJs9TCFCBocNqk/DmAnVIVLAB8YuQWAtIyeb+6bqgvv1fZMq3pw4BJtDB3Bcu0yEtQAMCN8hZmARoYbZtsYRKg1hnKxSevMDijE+48wKp8AukamFwFMxk0BQkkASXx8iiLOjDKRaqAvwA41R+OCqiA/wL4BvHd2E1WSbf1AAAAAElFTkSuQmCC"
| V |
"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"
\sigma _ { d } \left ( M \right ) = T ^ { b } S ^ { - 1 } T ^ { - c } \sigma _ { d } \left ( S \right )
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA+0lEQVR4nJWTXZHDMAwG1zdHwBRCIRRCwRRMwRRKIYFQUyiEBIILIYWgPlxcS/npzOkp0exoPyuxE77Xj31dnHPTN2ACHrYlulYPsOqWnZBfAPl6Qo8Hgm4ZYIax2zmMYoIQ9g4bMcoMxAvFCHcRD/4C6OlEJAL30wzLQgCG3a4aG6GI7B0NWD2DiIgE42iK/CLA0aG3uI0CuqNibscPwHxQZIjb42CWWUnfxhbtqMAINxWnOSow6G94A5IFivkLCtBbIJn9S8e21Q+gIm58jUSNmDQwNwc1YtGAcvwCPB94e108kNNnUYmz6pvCnwJ/dieAuwAA3D9v97He5G/wX+Hc/2MAAAAASUVORK5CYII="
\Delta
"iVBORw0KGgoAAAANSUhEUgAAAUAAAAAgCAAAAABGeP6YAAAFO0lEQVR4nO2Z33XjLBDF735nG6AFtgS2BFICKQGXgEuQS0AlyCWgEqQSUAmohPs9oD/IVmIlfsjZc3yfIsz8BobRAMov4qVn9N9PD+Bf1yuAT+oVwCf1CuCTegXwSb0C+KR+LIDD+FOen1df/P0bQK3l9DTUyw9WFr0uShdPV5GfVruv6KI0cOr7Tn3eb/ZygHbTZMWXMbugfepw7sdUcEnqwEkpWCCE0Bg0XGU9N5qeV7svaLJVONrzq32i+Drmca+CmqALi9+bMAvdAhqAee/N0nqG3a6GfxMG39PMOpAXB7zcjQxAe0M+NNg90EdUAVVwf+/1Hkdp2+VpuMTbDuakxW3bIS2s1gIY2/Fu3OOgANRKHfCy0HohgbFXAkCfS0PfSpOnfWCwO1PMDCigpA4t9IhcuSYut6+iA8jKMa0pbSVJBudcoHcukEzwW7tKm4ZkdG5Oedd4kow+eJKxCU2zsMiIinQCSDevigMSk4JbvDymeQFP0iOQpIgkk5HOWatZYoL3gexC6BhDiLFyybuwTvFWGi4EkYuZiCTphHPWouPK3Qmgc8KVHKVJMjZCdKxkE0kSdmOnnVOw7GyT2WxUYuNIb8lOp+jITi8sskFIumIoK21WBU/tMxn2GM0hkHQgyU6SpJaJJFyJ8ZY0DbsKnp3wMTpUidYWoI0iHGlRrVQrOpJ2Lt+wxwKIZdI6ySlAUpd23pO0WNKPSTSkNYwikbTOOZKuYDnED7aRJIybuVIfpZGkViRZWZIenlOaL5iISAZJ0mn6jmQASUq/gu5kp+BXlmTIC5L9zNzdV9g5ZhebALKCmBv1JoDZicFi0mC2IEkno1DOlywjnUX8YMzLOmh9jKYlSQpDksaTNCLbhQLjEELIMcv1Zgqg1Quo2H7CJn4TFevbt3B3NxE7ANf7rctdxnY6vI2bsixqC0CKU5ia55PmdFgeZFcPde+L8jxKWbd7O99YnFInLw9pgwIwjhIArh5zyW+hN4PVAAgA1d/CczGTaj3cKwC41HbykqlSArhiPv1mLncykJtzj5wz0Ho9Hw+3NTBKz2RDJ9SUVB0iyUSfc0ZViUyyYEGTYve9sVEtrqe1fkxzJAMCyaDIqaYlIUtMtk4kU9WJtGSgtsUUN/KwzLtpQaXCPG1Ykh9c5Yb39Z6gp3U5SduoU59zYXMHkU3752S1CvLPOa+frgFcYFULoHXjFRByZbUwgGlr4HI9X4H+fEF/bnE9v0lpxzOG0ssjWg8A7RkS83lN9SPGc06jGWNVpgAXq9zb9BOG1q5T3Kg+GQ+8n1ZqO2A8CQBtwd1kYKcloLWWWAsRAxJJL2FJCaFJNiLx05tI0i74jkzGB+vprA+VX1isEMmkICuQqiODSt6TGo6khvRcvDymUQttGitIUoVsILWJ0xxmTDI+uI5eisgK2jOgahrTFKBSETDOKeELqtAqRCFNt3JvX+E9GXfbovN29JldnHaUGEhGprDD6kiGSgWSPp8j49K+eDlCi5FUhmSat/aYGKZ6s2LissuRJAOWlvsplhYrNd4N70gAk946ps+16Tt34RtW0iFjkqxuu3p72/IBLUbOJbApilmVN82PMWE9SN1NcaNmr0RO3P8w3VU+kWiu5QccXMe8Nz2yO8DK30DOGOvY19ues5fHtL9vI9p3rwGM69lhbB9ghhbXufbdTnGrcecyPXN//ey/NfuzHYfe4OJsfbbV9yBD3UNZeduIm29yd2bD93Jgqx8O4L+v1yf9J/UK4JN6BfBJvQL4pF4BfFKvAD6pVwCf1P+HxSbx26g/4AAAAABJRU5ErkJggg=="
| \textbf { E } ( \mathbf { x } ) | \propto \cos ( k _ { \mathrm { a x } } x ) \cos ( y / q ) \exp ( - z / d )
"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"
\hat { \Pi } = \frac { \hat { A } } { 6 \pi \hat { h } ^ { 3 } } ,
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAs0lEQVR4nNWTQREDIQxFP50awEIsYGEroRawsBoqAQ1IKBKKhUoACemBpYSZDD22zYUhPAL/BwxjHacP698CopEzfkfPkEyyAgAkgLOsth2jEzkzNhpopv2CUZOKHOuT7NVNhOLDLmxgITNHIqrpVuGDWuGIB4C7anWPHfBjpqjYgLyUaYG6BAggDUipq5naOYy6oNhGzv0WPrW7FwunvigAvnAJBFdUIPh2gguTK+Yfvt4Lqr7cSCA1fJoAAAAASUVORK5CYII="
5
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"
T r < x | e ^ { - \mathcal { { W } } _ { \mu \nu } ^ { a b } s } | x > = \sum _ { k = 0 } ^ { \infin } b _ { - \omega + k } ( G _ { \mu \nu } , \omega , \alpha | x ) s ^ { - \omega + k }
"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"
\omega _ { n } = \sqrt { V _ { 0 } - \frac { \kappa _ { h } ^ { 2 } } { 4 } } - i \kappa _ { h } ( n + \frac { 1 } { 2 } ) ,
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\begin{array} { r l r l } { u _ { i } \left ( \theta _ { i } \right ) } & { { } = e ^ { i \theta _ { i } } \dag \hat { U } _ { i } \left ( \theta _ { i } \right ) } & { = e ^ { i \sum _ { a , b = 1 } ^ { B { \nu } _ { i } } \left [ \theta _ { i } \right ] _ { a b } b _ { i a } ^ { \dag } b _ { i b } ^ { } } \dag \hat { \mathcal { U } } \left ( \theta _ { 1 } , . . , \theta _ { \mathcal { N } } \right ) } & { { } = e ^ { i \sum _ { i } \sum _ { a , b = 1 } ^ { B { \nu } _ { i } } \left [ \theta _ { i } \right ] _ { a b } f _ { i a } ^ { \dag } f _ { i b } ^ { } } \dag , . } \end{array}
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAaklEQVR4nGP8z4AfMBGQH7EKOhkJKFAKReUzkhrU7zvPoon8RwGrlBhWoYqgWbGHwfWdID4T/pcbowmgu2GPC35Hvj9rjO4NVANnMrzDb8VZYzQnogeUsrELQxo+KwSVdqNZQXJQjyrAAQCLroeW3z6f1QAAAABJRU5ErkJggg=="
i
"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"
\langle F \rangle _ { \phi } = \frac { 1 } { \int _ { 0 } ^ { 2 \pi } d \phi } \frac { 1 } { \Delta \tilde { V } } \frac { N _ { p h } } { N _ { m } } \int _ { \Delta \tilde { V } } d ^ { 3 } \vec { R } \int d \phi \sum _ { p = 1 } ^ { N _ { m } } w _ { p } \delta ( \vec { R } - \vec { R } _ { p } ) \delta ( \vec { v } - \vec { v } _ { p } ) X ,
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA8klEQVR4nN2T0U3EMBBEXxANmBJMCb4SfCWkBSjBlJArIZSQK8EpAZeASziXMHw4SE4ugV/E/tjSjHdmR+tO/FwPv+B/izCfztf58vSatwzVivSSFPjUur4JriIxbHB1S1AdAiiYAwnPbft23SG9lWCw9m6Kx+UsLidyf0+oEjdv4r7CMoVnPMAXDx23tfv3uTiGNskVXs6ld5fUeICpbetGSYTGg6WanIIkjVbSRGwIHw6c97Y+skFSYBNUysb5ej1FT3l2cRV1UwOSwmJBOwuTHFwNtd3eRmVDAnw5ksAOQS+M4UiiLwxkYwYAun/xs74A2wM/ZakH8LMAAAAASUVORK5CYII="
\varepsilon _ { a }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA50lEQVR4nOWT223DMAxFj4suoBW0glbQCvYIXqEZQRkhGcEewR1BHsEewR7h9iOhHwqQfhflF0UeEJeXUCXex8cv/T8HNFX/zPpLM25lWWS4SZKG4CFaeZ/wDQHgcu08+NcJNU7SUicpx3ax8g44ammKnc6xARmSupCLvj4PEnzD4Mo1K7tm04MLwcVQEAcJw3BrHf6swoAMSZKW1uwogATTIwv4I2BGjfinN54ZoClu0ROf2UoA5vkMmM/ASAD6+AJYJeCAe3sGdgmPSdfanpuTtSVpvbOOQ2HUlJZ9s/x18Kr6Hx/nBy9T9n1yBhwmAAAAAElFTkSuQmCC"
\kappa
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAABD0lEQVR4nKWTwZGEIBBF32xtAp0CKZACKZACKZCCKcyGoCE4IWgIGgIbQu9BBUFr5rBcoJpX3fz/9aG8X18f7vluC8O8iglSClqt0WCcQZ65UgM9BFUN0N8CSZCkqoltvwBxa6Dq4BhSqRjAAmDhdSdzBXM6v/FBYP4EcAfI0XktTAX40nl/7RUY2mkV4By/PwBz6VBbvQgmqaopRhVgijEdYQBTC0QgqvZC0BGkDSs4C05VJ4vPmRSgCxohbr2Ea9xR1ebqAoSxfcNSFPXg+4uKDvx+9LBkcdmoOUe9DgRT3DtIA+MhOH9v5xEcwHKScAbcDiS7q22B52ZOsnR6C2gnhBjFT9W9Pv79834E/gCySb1OlSi/ogAAAABJRU5ErkJggg=="
\vartheta
"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"
d s ^ { 2 } = - f \left ( \tau \right ) d \tau ^ { 2 } + d \hat { s } ^ { 2 }
"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"
b = 1 / 2
"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"
\begin{array} { r } { { { R } _ { 2 } } \! \! \approx \! \! \sum _ { k = 1 } ^ { K } \! \gamma \! \beta _ { k } \big | { \tilde { X } } \big | \! \! + \! \! \gamma \sum _ { k = 1 } ^ { K } \beta _ { k } \frac { { W } _ { | | k } } { \sqrt { P } { | \tilde { h } _ { k } | } } \! \! + \! \! \gamma \! \! \sqrt { \! \! \sum _ { k = 1 } ^ { K } \! \! \frac { \beta _ { k } ^ { 2 } } { ( 1 \! \! - \! \! \rho _ { k } ) P | \tilde { h } _ { k } | ^ { 2 } } } { N } . } \end{array}
"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"
\begin{array} { r } { \mathcal { U } ^ { ( 0 ) } ( \mathbf { R } , \mathbf { n } ^ { ( 0 ) } ) = \mathcal { E } ^ { ( 0 ) } ( \mathbf { R } , \mathbf { q } _ { \mathrm { m i n } } [ \mathbf { n } ^ { ( 0 ) } ] , \mathbf { n } ^ { ( 0 ) } ) + V ( \mathbf { R } ) . } \end{array}
"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"
c _ { V } ^ { \mathrm { 2 D } } = 2
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA40lEQVR4nM2TUZXDIBREJz018CoBC1kJVEIrAQvESiKhK+EhIRZSCVTC9APSHBLY/e18weEyw3tAR/yt0z/rXwa8pvul636GsCOY9TBOF1UvjoVWYJQ5g74KjMjrVK0BcW+8KR1yet2aZZAkLVoGOQKmCeQ+mHankoPs9kU3FhGCWAIeaztShMVvYRv6XYRCVouFZPT8OOT6HHolydk5kj5uwDn5jGa6So+nOAeEXiq3yVlVF6YAbg7d8VUPQYBgjAIAzsfO3CyAYPPtVIBUotg0q77J53BHGNK4coZS3/VxGnoDwU1SjMOIaJcAAAAASUVORK5CYII="
C _ { 4 }
"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"
\mathcal { J } \left [ { \phi \left ( { { \bar { u } } _ { i } { ; { C _ { n } } } } \right ) , \phi \left ( { \bar { u } _ { i } ^ { \mathrm { { r e f } } } } \right ) } \right ] = \int _ { 0 } ^ { T } ~ { \int _ { \Omega } { J \left [ { \phi \left ( { { { \bar { u } } _ { i } } ; { C _ { n } } , \mathbf { { x } } , t } \right ) , \phi \left ( { \bar { u } _ { i } ^ { \mathrm { r e f } } ; \mathbf { { x } } , t } \right ) } \right ] d \mathbf { { x } } d t } }
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\begin{array} { r l } { \varphi _ { C T S } ( t ; \theta ) : = \mathbb { E } _ { \theta } \left [ \mathrm { e } ^ { \mathrm { i } t X } \right ] } & { = \exp \left ( \mathrm { i } t \mu + \delta _ { + } \Gamma ( - \alpha ) \left ( ( \lambda _ { + } - \mathrm { i } t ) ^ { \alpha } - \lambda _ { + } ^ { \alpha } + \mathrm { i } t \alpha \lambda _ { + } ^ { \alpha - 1 } \right ) \right . } \\ & { ~ \left . + \delta _ { - } \Gamma ( - \alpha ) \left ( ( \lambda _ { - } + \mathrm { i } t ) ^ { \alpha } - \lambda _ { - } ^ { \alpha } - \mathrm { i } t \alpha \lambda _ { - } ^ { \alpha - 1 } \right ) \right ) , } \end{array}
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0 \nu \beta \beta
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\bar { L } _ { j k } = \int \int d \boldsymbol { r } _ { 2 } d \boldsymbol { r } _ { 3 } \psi _ { j } ^ { * } ( \boldsymbol { r } _ { 2 } ) \psi _ { k } ^ { * } ( \boldsymbol { r } _ { 3 } ) \hat { L } ( \boldsymbol { r } _ { 1 } , \boldsymbol { r } _ { 2 } , \boldsymbol { r } _ { 3 } ) \mathcal { P } _ { 3 } \phi _ { j } ( \boldsymbol { r } _ { 2 } ) \phi _ { k } ( \boldsymbol { r } _ { 3 } )
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z ( r ) = R _ { 0 } { \epsilon } + \frac { 1 } { 2 } \frac { r ^ { 2 } } { R _ { 0 } }
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"
8 d \times \frac { 1 } { 2 } - 1 2 = 2 4
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\kappa _ { e } \gg \kappa _ { i }
"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"
Q = 2 0
"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"
a ^ { 2 } + b ^ { 2 } = ( a + b i ) ( a - b i )
"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"
\begin{array} { r l } { \frac { \mathrm { d } F ( t , x , T , X ) } { \mathrm { d } t } } & { = \frac { \partial F ( t , x , T , X ) } { \partial t } + \frac { \partial F ( t , x , T , X ) } { \partial T } \frac { \partial T } { \partial t } = \frac { \partial F ( t , x , T , X ) } { \partial t } + \epsilon ^ { 2 } \frac { \partial F ( t , x , T , X ) } { \partial T } } \\ { \frac { \mathrm { d } F ( t , x , T , X ) } { \mathrm { d } x } } & { = \frac { \partial F ( t , x , T , X ) } { \partial x } + \frac { \partial F ( t , x , T , X ) } { \partial X } \frac { \partial X } { \partial x } = \frac { \partial F ( t , x , T , X ) } { \partial x } + \epsilon \frac { \partial F ( t , x , T , X ) } { \partial X } ~ , } \end{array}
"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"
\gamma
"iVBORw0KGgoAAAANSUhEUgAABEAAAACACAAAAAAuM0M0AAAXQklEQVR4nO2d752zqtPGr30+TwPcJbAluCWQEtwSTAmmBC1BS4glSAlSQiwhlODvhfkDCMYYk5g9831xTm5XkxGGywFh+OpAEAQxj/97twEEQXwuJCAEQcyGBIQgiNmQgBAEMRsSEIIgZkMCQhDEbEhACIKYDQkIQRCzIQEhCGI2JCAEQcyGBIQgiNmQgBAEMRsSEIIgZvNRAqLfbQBBEBYfJCBy8+/dJhAEYfH/7zZgKmWp3m0CQRAOnyEgbVm177aBIIgBnyAgpayAuHq3GQRBuKxfQNofDZak7OvdhhAE4fK1/pyoXzyNGfAFYP3GEsR/ivVHIKjFuy0gCMLPB0QgJygCIYjV8UHzQAiCWBskIARBzIYEhCCI2ZCAEAQxGxIQgiBmQwJCEMRsSEAIgpgNCciAzdeVd9tC3IAq682QgBAEMZsPmMr+BtLs3Rb812llC0DcXMVQn/6/y59rDxGABIRYH21eAgBylpCUrxvqwhCrQ/2Up086/3mrJcQtSECI1ZFrVjRdVycA1O7d1hBjkIAQq0OzJokAUdQAcsrFv2ZIQIjVoRLefxApAPlWW4hxSECI1aHj86cEAGXjXzMkIMTaaNPo/JEDYG80hbgFvcb9I0ydOPEBcPvV7V+4pb8LCcif4K9OnFAAj26fRrwN6sL8Bf7sxIkK+FOC+PcgAfkL/NWJE7pEEt8+jXgfHyMg8vIfYsBfnTix1REFIOvmE8ZA2lYrlADwmyBinL/boNVhTJzIAflXHtp5FdX0DmbdfIKAlJeVljoHLZX1YEycyAH1RwSk3JF+rJ5P6MIkx87gkLzbntXxNydOKNKPD+ATIhA+8q9Xo5d16Va2CogiMfVrtVS6BSKI6HrJuydOaKmgGD/fRVsuESOqDf8A/VjYHz6PCQKijBeD+z8SHc9E5nLJ3TXLqh8VlkCSThBGXVaned0SOZLYoxRPmDghN5HZStq2sX+glBXAIl3lSDIG4LcdEZCNcTFPPIdP175ZPyrZSvBIjIe7tj98t4MKaVvXX1QlRbrAjU0wMHSK/7iuZKsQcRHfZ10XIL18OtZ1EQFAWtR9Z6IpQlf9BQSQev9QRCPldT+NAKI0TfsKq90/D2w4pgwsTuu6rtOEAUB8dM/pUmC/nIld13Vd7bqMZWrNAZ4duq7rjgVn+65LRwtJiLNScmG40bnpsdNtNywa3tyI36WLVk3NwYSIAPBBvVxx/cHXvJh1xbHgQJQN7+wJBoZO8R8/pgxMCMEAlt1jSajUEyTmP1MYrerI0NzzG0+kfsxtvJf7BeRwChEe+TmLgiE+9B8zz/c6FdB1ew5mNKCCA4jcejgy97LHGRWQxHa4FEVzs5BqAOAH52gGXAqkK3z6MeZ3iwpIcfKAQwQgIFoef/DFkJYnFQxIlmg6EwwMneI/fozOzpUx3OVCgVJPwQ72v02/KcBWoiCvEpAiBhAvKSCFWa0NhPNntwK61A04jhEAt5nFgyOPMyIgx8gVsQL8diElAOLB0fjquIX/Nkb8bkkB2QMnTTxGcOvhZInPHzw9Sm78+SgA4fuyZxgYOiVwPLqWbIO7glh/qe/dmkoAGHam4Iv76SxeIyAHBrD02C0oII39I+4v+irAfS4co0E7zJ6gH12N6PqPpq5t/XAdIZ1QSA1sd+pJ2PmrCiASPRFgiGvY7xYUkCO7tvsavudxwB8EEuumauvR3zArgnyqgcFTAsdT09IUZoXfwlvqDXPjIuHUTzx4ZL6HF0Ug4MWx65YUkAjMbArOLw4qIPE9sg9ufyLw4H6QOljXAhh2KlxX8cFxeRBeOQ9/dIXzGDd+Puh3CwpIYrYm4ZO6gD8I2KUvTGMbtljYPsHA0Cn+40cGw/QGwHQ38pZ6NBA1Brvmjjww0PhiXiQgp1a6nIDsneeGEzS6FZDB1psTif348Q48Pk5QQKyBMeP024WUOdF913VdcdEitx9g/HzQ75YTELs1ZT6pC/iDsG+pNtX9Hv0o9qNta4KBoVMCx/f2fcAzpB/EV+rDQPE4CJT2nmfPG3jdIGrXLSkgic8tL7gV0DD/UFljGfQk/QgKyIH5ZU3cLqQDhrGLmBQ3h/xuOQEprAi+AcLBtuMPkX2iMILGA7tjYOFGAU4wMHRK4Hg6EJDpbdszE1XlyJxXwQru/MY4xnZ4KTERCYRnawwqYKfNKRNXIobrAsOXT5zINeCbMzBhqhCPAZTWoVZOmmH8fL+T1lzFCNOXcCqrSqU0MhFsNeKlplBNMDB0ysillXk9mz6VyCMgOwj3XhUG8xszqBIrRErZvtuG27RjbulWgJRA6j3TcIGX60dbwj/pdUpDEXBcFuWk617gd3Yjg8DMrKxbXOcG5nLBvCYTDAydMnLptVCrPhXtRIYCIuXQWzUGU8h5gvBugnq32b1jUbna/ttsNt/fn7DPYbB8BhWQA8xfpdcHRflM/fA+jyrALxZTHl8JA7QlBFUyzfxRv1uA1lMvE125MzWibNmlFnUOJEstwZhgYOiU0PEIgLwEdiUi/+PKy1BAcvDBc0VhuAYl6Z9BXja5zDfTjVgIvf1BUe8TtLu1d68YUIUCJbcCWjn6VFcAUG6fHX9Uu9/NLjdslgituuGWJTrfbjZbN0lJAjsGk8Np4AHG/G4BWti3FWFWBKJ3uE5Yz/VdD/VxJhgYOiV0PGYAyk1fuTvJijtcaSAgrfTcq/L4ShQhVJFSAVCvTsevfqq6iEVcZEC52Ww2Xy824A4iQP/6H2yDCqgwNmACACi3wO9ms9lsNj9fX1+La7fe/fvNK5nvvjeXWpUILWw007Lq3b+cpSnL/9mJ0mLYElrxqUMEI363BL6e5YxgOtf8+hgvl1ygNMHA0CnBSwsAkD87DezyqL7H1sFiutKjFVr7fEUo1Y7FZS/uw6iN3veWp5WCxM1W905iCajvJPaYOKiACqMLbFmvH8+Taw31falL+VP08iZPv+3BMFZtVVQzQCSbXJlTWqNIAdU1yC+nR823/G4NqNwY8yh1XyalVC2LxMS+2iuJiy0AnZeJkon7BmWcQQQiPWI5fAkDAMIdB7sQMcDTEXouW30ZehQAT9PUnZC0IpIIgM5/vja7avD4cCpAAWykwXDMey8hv8JY0YKC1CxO07g3YhuodB/tRp26VryAtL7Vfg9T3RHih/3Oy+T7XJKtOQ7eDwCon23VQsvdGkfokr7XonMZ3alvAwFRnge35yVMfyTw2GN1LOL9XXY8TKksH2yzLFtxBIJzmCjz339bazTErYBbsRQbzhoYrF55lPSwz7L9oeYAsNW9mRPYapz70yKGOYKCBP3oTk8ppscUYb9bAjdunvUYzJU5Dl4BiHY/Cv1N6t1DujXBwNApI5cmZ4dUP9u73mK6XRjp66x4XsIAAG9DryKjF6sHgNwoj7UHuABYk5fniipLI0vjoAI0wjnGWszvqLGRpuEU4KnXAtFsFKDzDNM6qKU04lBRITdiQhZXQHX6a6vuiRbDfufjjvsE+iJ9lDZHcv3VVgPIZZwIoC1zAPkj+39NMDB0ytilSkP0xVpW6R1vYVwB8fqF7yUMAO57LfQmVAt2aWbtqsc/TqSpkkr1dZobr/zc8wKFfzl57p1GU+OU9DpSw+pvDVQZADEhEM/N10fCGcSLK6A69bdLds8sq/v8bvJ9LsdOmwFICwCyF2Ge8S2AXfNym8bRv5LVos0rDUDv2ul67gqI732L/+BLaAOiOUz95LQkf7Nq22hFI1hRBLSyVADyS8/zrrKWp/Gmp2LO62BJDrQTxzBVa0ofB1ozAWDMNHTVxzbVnVmwnsgC0ausYOaXkwCQnfvXSZsDSs1/wE0wMHRK8FK10ayOwIssLzWAkk+OQSblRPW+hHkJZeA5N1hwpcwALThx4ldld0Rn9yBHXp2OpZHnSbItAT1rKwaJafM+FyTJAbTcq9BbQwVU3ff9zZnTCsrUxiQHegGp2vVkynSV7P5eot6CuV5mHEhzAJXzla77mDMQHPeZYGDolNBxvdWsHwNhWfKrAOSLCoj0/PYKuQhIq+BLFwrs1KvfLU+haOXMrRjeICCcn4qZ8dYdzGwBfToigL6DtWPmny3iHJAtB1C9+o3dDaRhTot7nT9vMXiTYQZx8T3vkPxMMDB0iu94rvrXggDAmx8FaDm1RqYIiDuB7YVM9iyRA9WpMeVg3j6cyp83fn/nUJ1FfHNMMNCRqxacIT2Vs4AgHpRmDQDbEsCRAb3V9kwXq5CiSAFlBujqSWHhHHxicVcZq3wYgAy+zXVDy32UtgrK+fUJBoZOCRzXpTVRtv7Wts6M4hGQwUO6HZr4KpKp0wMiplH2AlKWzDutW/8y6GcttHtkqI7DLl+7AqLBkTOyDS2yezIC6AVED/vycQnTU6MRR0y2/YBsudw878fxdVfucv4dhgHIzV+w3GcjMeJNEwwMnRI4LjUi4xtYcs9EFXceSOR5SI+9B1gLLAHkrwaQb0Xj7bTmbREt8pbuGUTGB7sCOEIrd3NgbDOIdrfb/T5jRVJvazRcUes9L0yMfipIFa/Iu9z4oL0z+s6lG4C4lzM89JJwgoGhUwLHlROb3HW/roD4tDNUhu2aZCVLgerfz+arKmqvWTKPY/7UOUiTGc6AvE4+HVRAxOBvqHLgqjZa5nkV7h3NnKGpL8MuacCuC7e8gyUAKih1Z//4Pr+78z45s31E39fadT4IQDiGfdAHGs4EA0On3HFvk6vEFRDfNL/Wf8O6Df589f31/fhQ0X1khzQWbXto/PGw3rICbJmJQg/imiCd6RJOBcTwhiB6C+zHYuWo6R6fDdP+2N0nrS6pBUSM8YWxAcOvCACVrgK5CkKM+N0SCFgd3fGl0AO2eqDqnNtVHl7GvJiBoVMm39vYkJ7NYCq78GUn8QYm4axaetui3b76hQfP9rHeh7R92xbM20F7Pa6AVDBfuw8qIAZQDnVv16K4Vc2PD30zZXeIK1yXqRcMGEv7whJHQP65d8YBXZV3vkgazeb2OAKm1dKIDic8e2TlGQFxhLQF7pi4f4+BFwtDp/iPu3G5CuqKrwTcdRTZICFiBn+S1dSXDtpYizE9Met87KSmRTiZ5B5xf7qV2vU9OVEz+/tTu6iGFSDgSXuZBLc8sr96nonm71iVzM3s8I2ba7vrveX8owdYLlIw59x+D4h7k+t6/W7ZpMrmRhLnYj6KwbYMA384cniMO8D0qCO71TRu5EQNGWhYGLwH7/ED7ISt3L/VjK8EPEmVD4Pmk/gKpes6Hsw228zxi1lYCtCEVevI+vS/jsO/R0BS6/sLRwmGFXBgcHNaH+Mp+rGEgOyt/SQSe+OIhgGJnVeZm4WUmbtRHPkgj/QBGKZnv4XX7xbc1sHcRO3ILlmIk+FDceAPKXzbb3SJmX069Z5icisrdcBA08LQKf7jidUsslDCb08J+LKyJ85+nh2Hd5+I/UieaTHw+CdhKUAKhHLnx6cbZ/bN3Scg9UJxlQDE+WsO8UDVBxXQNQxAZPxywYa7WvpYQEA6YyOFQwxhe0LDna3pElj7dBr7YR1jT7uPMJqe3off75bcWIpfd/xLrs9BDjiOMfCHBvAad2RX0WjYzc17bglIwEDTwtAp/uNHczvLIth0hyXQ+QSkMZ9th3ofA0C8r2vntsXYo6NIX7P/th2BMADM18IvnQZha+FkATnU+7Tv+7M03dePbVDIgH5b7TSNAOEqQTMMLhreX1LXXVMXCbvsQX2DJQQkBXi6r+u6SDwFc0xg7PdaCxR2RzI7b3hbR752U/gfTmP4/W7JrS0bBkSHrr+5S1XEplz4/UGE4qmGnYuhuK0ft/fF8BtoWRg4JXD8at8hDcbfdgmc8ZiaGIVgDijbZ9WvGeRwaNIoDSlAc5oUMXyiHRi/qq5p9WQBcQbWH9tUyxz7FB6hTYZeeEzNkbnJ+7svISDGwtHEJ5xNAoAnaZomvFfDwgw1DgkQCcH9kndkt+J5l4DfLbq59jEGEAkB8Ku6HyKj3r3+UIdd4yAAiCTmU6T/9sY6XgNtC/2nhI4fEwBcCN8Dzf/9ZzymHti1DRpfNhjZe/nmlseCu43nqgBFxNNDw+DrPAnw01ar3H66T49ArBZ7eHSL5GORCiFEknm/yKyAK6lgkRBCpMXgokZEgOjqhAGIjRtMga4rIsbB52veIYsFIJIipFrHIokAMJF6fe9Yp2kaetik9z6GAn63qIB0XZMKBpHY3REj8PT7w5isN6lgiOJgIRpM2JnLb2Bnhcb+U0LHD6ng4IEq9H5/j8/ULDAKe+85C1MwI1g+cVaAJmJZ1/U7oA/2rM8QpyecKPzOQdRX4SncPgKJ/R3DQ5oAImVp0x0LZoxTpMAxjpuuO0T3PulXSsjvFhaQtzJFQFaD19Tb0cVhsP32szkKQAx856QAxXXwNB3EII3RI6jt1zArFZBhBUTgfRYrnlplcGwuV5xl88ivQ/4pkPTBzP4tPc7FCfrdXxKQpv6gqvKW+pHdaELH4fbbT6ZhnnfQZwWwWkfhDvVE5r+szUFXKyBuBaQoulMXDoiN4DM9C40xOmyIZHr5OHw5/ImE/e4vCchH4S/15kaAkWDSTsjLEdrcvAa67sisB3ZhhyD2rAtu+dlaBcStAH6+n15C+GUgOT5baoa94vIu0ZhldHP2wScQ9jsSkDfh2RsXQJRhNzLne1vy1yaaPKVcC1Bpa+ptEptzblVurU3gq1gNcxO7AtpLxq7kUHCgzf9tJQBIN7MVACA2F7ldJ02vMJfSnbzc717GW/aeWAS/gCApdHgxXKvY6CquxWk3GoVfP0Q/kd9aWxAba3f0L6yN+iJbQB5alPBMrAowV48lh6zfiPB7u9tuvPu5rWTN8eK83O+I24QykiUjucD4Xr826flWI/Yv7xECfSo98yAzVpHl7eBKI9nSI+n1n4xZAZEw202a5KU+LYT1Zltdx5rj5Xm5372ORxLavZdgSsOxpvXiW8ploKWciCSsnMQVxHmBeJk7V07ZjWAdGBXA7MCdZWletQB45pVV/REpbGew7qb0CG/Ye2IhAl2YNaHzG6k/E6A08lKU5Xlfq3a3dbc9kPaezh8Kyw5NXTcHf1im35bClvjP8QECkmuMJ83kBbA9J6ZQv9v0lBJVfueA+vf1e/mmr68caL9XPi41iUiIUDwvSUCIVzFpX5j3UsKz37dFwrdtnosIaFWbHM7RinB3j7lny77P47xrU1siWlGWYuJPs34BKU8ReSlVyyLhzXgtDqpqtQKiWPzN7v8Edv1eFvo3sKsFQSzP+gWkzwmvtgqAljL3hxHRXx2fn47aZgxof1XUv/LWSleABIugtATaiq1pY0/iT7B+AakARLscEG0LQO/02BuZ/zB1/sMjJfl59061ARM6z0WNnUTE1C9qGhshlmX1AtJqALmMEwG0ZQ4gX/HsjXfCskxCFJf3VcYQ0Me+JCTWzvoFBABkkQAAz/gWwK4ZveI/DCkr8WJW/xpXAkB2fquQpADUn5yoTRAfyOoFBIC5VU8K3NgPjSCIl/ERAmK8YWF37kJEEMQTWf0YiIu7QTABtKWSwI+g0WXi1XycgNB8jyH6NA3m8zN+EJ/G6gXEXT7LQCLiQrPoiHex+jEQjmF2i7+7rJsgPov1C4iThFCCpjsQxFpYvYAgxmkySE+74jyEBPFfY/0CksAUEC1Pc0GeSn5OaPv0XyIeY3OqqI9JNPfXWP0gKnhSorxsDZtrxE/uwdCI5AdBlfVmvtykO+tDf2vEpySFaqOjmtakE8RKWH8XBqxmqH5bAChJPwhiTXxABAK0WwkIrlXLEkoGQhDr4SMEBFCVUjriIqbwgyBWxIcICEEQa+QDxkAIglgrJCAEQcyGBIQgiNmQgBAEMRsSEIIgZkMCQhDEbEhACIKYDQkIQRCzIQEhCGI2JCAEQcyGBIQgiNmQgBAEMRsSEIIgZkMCQhDEbP4HM9+Zdmg7F1AAAAAASUVORK5CYII="
( I ) : \quad \frac { 1 } { 6 } | g _ { A } | \left [ 1 - S ( Q _ { \mathrm { p h } } ^ { 2 } \! = \! 5 \mathrm { G e V } ^ { 2 } ) \right ] = 0 . 1 7 6 \pm 0 . 0 0 8 ~ .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAhklEQVR4nO2SQQ2AMAxFPwQDs1ALtYAFLMzCtICFScACSAAJm4TPgct6GISEG/TW39fk/6YNcV3tzfwrQGe6PGXoYAkWlXQhfSglGiB4kglbqRkP0QFwEqsmdwEAWesp5LT6KOZDIN8BKwBkqQJ6UmqWyqOMSnJ2qXpJhsCtX4zU/F/9EnAA0+uEOPLc3bYAAAAASUVORK5CYII="
0
"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"
\vec { \nabla } \cdot \vec { A } + \frac { 1 } { c ^ { 2 } } ~ \partial _ { t } \Phi = 0
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5Py5fGX/ttZ84YUTQWlmXESCzKA3BVQMaBABjcux9pGPnM++tMcb6lFC0Uf39PVsGB3fu3nXjxq3z589/ceZsNeXR0V3tHa1xbJzlheeL5Upt5umNe/fuj4wMBfJNkV5dXxNkRMlsTZw0m1OK47iOR2MtIqVSaWBgYGpqKk1T57ieQA0BsNZqYEvfu+++PTo6evPmzfX19cDmpqkN5FeoxogYsEQ+n+/v7926dWtHR8fS0hKSJEnc09Pz/Pnz9fV1YfRemB2AhM5WaQxdQmiuAzEVXNX5TIT7B3o3bd4wPX0vNBzW+jqQBd/Z2bFjx44rl6/Ozs6Gou2FAYCUQtJK1aFgmlZHR0d37Nh+7ty5mZnZOE4CCxc6L8B6rxCKKlLdTMx1ViKKIgAxRiOJ+NRzarOq0nDwwJ7/+T9++8Ybb0xN3f63f/u3Tz75pFJJvYf19craWllE3n///fHxa0ZHijSRTtPUe0mSJARuCAsAIO8loDrnnGNGpUobNq2slR0D6cgLrlcryGIUoliloKWl8NLxsd6+7nJlbXx83FrbUiiK57AkIRSS0M0iMLB4Z2efPrk2cXnzplJnqbWz1JplWbVaRa1QqyiJgQQREMFlNtDaDAKEqFTI+SRgCMWnuZj27Nm1sDD/+PFD7wRIg9Jag1JilN6/d794WJhbDJCfEYDQCwAq6xhJh5VHsXrjpyfZ+U//+dnqyjqRYoDU2dRVlCFA9MzCjV4a2bkagBPkzKXee+c8CopnhUTAwBn7qreVttbo4IGRP/yv3x48tP/rr86e+/Z79tTRVjJK79+7r6+n9+OPP7l48UqaepsJYVQuVytVx54QlM28syyMFEVRsw8MvUJnZ2eapoEoJqLIJIFLD0gTiZ8/f8bsTp48+fTp048++me1Wg19SUj9zZ7WGJPLx3Fs0rSSprWBgf6Nm0q7du+o1SrT09PMEhgbRMyyLDh7wD9eMHRDhFpRvTfUmph5y2B/FOvr16977631WkXMbIzJbK2jo72lpeXJkycAqHWUpe7BoyfzC4vr1Yr37JxXZLz3WtP27dteffXVGzdunDv3vc18IPabBzNorRUZrtO8EgpsLikQ6cDU1Z2YTBzHuShWCsPUKIr0m2++8dOf/cu5c+fGx8e7urpeeeWVZ8/mXn31lcHBgb/85T/PnP5qdXV1ZmamVCpt3LgxzWzmXaCqnHNaIzlhZCEBL+K937x5c5ZlS0tLzTkE1AGPzzwL+7t37xSLxbGxIzu2j/z973//6KOPfvmrU1orQmLOsoxD0GlNWebE+W1bt/z2t++1tbVlWdbZ2dnT0zM/P59lGZE4y1GsUIdQUi5zCogBWEAkMK513gIAEFVrS3t3V+/c3LOVlbVCoeicCyhZBFpbW/fu3Xv16tVDhw51lNpu3Zo6d+7bNM2GhoZeffXVQqGQ1rJCoZDaGgC8dHxsYvLa1atX9+4d3bCxw7oqe3CWtY4AyHlPSpMoUuitV8oAoPfiPSsdoYAwIigEAgiEqxBh4Facz15//Sfr62sf//Pv+UL08okx6yqra0vv/eadM2fOfPf9N4+f3F9eXh4eHuzu2VSprEfaCAkSEhI1G84mpVwsFpVSi4uLAT80qB4MgeLYzjx90tbWkiRJX1/PW2+9NT09/dGH/yyXK4FiCUwkANRqNe+tiCeCgS09+UKCKIVCvn+g99nCXK1WC5laBAJrJIJRkhNUSimtIq2jZpAFjoCIOjo6duzYMT8/v7q6miSJUkYEGwQwHh07TEQXLlyYunPvyzNfpzVHROfOnfvkk09WVlaU0mtrZRFcX18vFAq/+MUv1tbWbty4gYiKTBQlUZQoZRTVB2Vpza6v1WzGNuMs5bTmvUNhFegNAGIG78V7CZZBVI0+UZ88eTKKzPnz3ytFb7755u7dO723J0+ePHZs7NatG3Nzc0NDQ4iitc7lcvV84L2GcGIiEUFBERGS1tbi/Pz87t27w/awMoDMCEabSrVqbbqhsxRHWhj7+3v/9V//9a9//auJ1FtvnbJWvOcX0SECkAIUn0TEkUaAYrEYelQizcIIKF4Q0Qu4zJkkEvEiwAxWfKjnAIKKAr80Orr3q6/OXrs2OTKyo1q1kHmlyAuzuFKpNDo6+u233z18+LhWy06dOrVx84Zr16599923s3Nzp06d2rJlS5pW4jjObNrX19PdvXliYuLQ4f25XOwFjTI+89Vq+fHjx9baJ0+e1Gq11HoiDezSNO3q2jQ0NNTX16uUggAQMLQiqBSGpBaGza2trV1d3VmWBZ4tSfJACACbN3e3tLStrZW/++58nEQ9PV0i4tmSMiyOQvV+sayLyMaNGxcWFsrlcvMj7+oNqjEml8u1tbUBiIBHkpGRkV+/987NmzcvXLgQcCGRbs4GAu8vEniCzDnX2Vkql8vz8/OVSkUYjYnL5fKjR0+mp+/fvHnzhx9+uHJl/Pr167du3bl58+b9+/efP38eRoEhd7e0tOzatWtiYuLhw4dxHGNDtODZOmd37d4hIo8ePdmzZ19vb79S6pVXXv7DH/7gnPvjH//93r17TRoxiqJ9+/bNP5tdXFxUyiCi9wIAz549++STzz744IPLly/fvn37yZMnMzMzlUrFWnv37t1PP/306tWrSofOQABAwHu2WZZZmzK7LMuy1BGpnp6eSqVSqVQDhy0iwjA1da9YbP3Zz362tLTyj79/+PjxTK1Ws9aGUbdudL8i7CToMBC7N2++efN2uVwuFApKGRH23icm0cqsLs+K51wuF8oJEXnPg4NbXnpp7JtvviqV2ge3DgSa3nuJIiPsbZrpSDMLKgXIvb29SZLMzT4bHBwM05vJG7e+++67NHVKKaUIEZMkISKbVomoUChEUVQqlY4cOVJoaRORY8deunZt4tq1a52dpUgrZqcBSRERbNy4cceOHdcnb+3csSv4lrV2cHDwd7/73f/+P+9//e253/f9hkgjEKIMDPYnudzdu3f7+voAKLD6cT7p7Ozo7OzYvn17Z2eptHFDpVIJVCOKX1lZMUZVKqv5XM57DwINVUYY5ZJSKonzzkl7W6m8Xg1jcBGIdDQ3N7e8vNzeVtq/72B/35b/+M/3//rB39595+3e3u46p2ltfQCJiKFTTZJ8R0eH975SqYRyEupKg9+GxcXlMHcLM3ARUQpfeeXllZWlzz///Pe//32hUEjTNIoi9kDCuVwiCEoBAwGgMSZJkpWVlTiOsyxNkqSvr6+7uzuKkt7e3tCaFovFQiHnsixN01qttr6+Xi6XAygIM5/R0dGLFy8cOXLYtBajKLLWRlEEyEpRqVRaXV19+PBhX39vpbYGANVapa+vb2xs7B//+MfUnbuHDx+uVquhqerr67t169bY2FhAld77TZs2vf32r7z3uXwcRZFlmy9EwQ4KKJ/fGCBvXcxQnyFGdR4MgDFsapQkidZ6dXU1X0ics6GDmZ2d3b1rT4Csb7/99gcf/OX06TPvvPN2sVj0nokAFVJas+yBACNtwuQul8stLy8HYkdEcrlc0EY45xEpcJPGKG1IwId/J145TkRXr1713oc+SykTR7nQWDEzskRKt7a2JknC4srldSIgBb193e/95t1f/vLUkSOHRoaHdo4MD/T1bNpQ6unp2rKlf2Rk+ODB/a+//mqp1K5QFEq1Wh4ZGQbgBw+mkyQSkSRJAFmBtBbz27ZtjZPo0g8X19ZWQjtp2VfS2vbt2zs6OiYnb4T0S0Ts3cED+8vl8szMjIgHYBHvOY0LprVUNEaJWOZMxCJ6AOfZAjKSaK3D5E6b2HmxjgGVZwKoi0jW19cePrqvDSGJUmGOKc5ZFFYEWqHRtGWg771f/3p1be3Djz5eXFompSlQEYG+DqYPk9Hdu3dPTU0FzBM+Cg1BHMdGx875AOMAOEhmarXKhg2lI0eO3LhxY2FhMdBKGkkpE6aS2Bi7I2JPT8+jR49Cca5Wq6FJVBqDxyEKEQTdAgAjSkBVAXIgSqFQCFTV9evXy+Wy9xIiQ0ScyzZ3bezsbJuevnv69OlALhQKBSLauLFzdHR0fn5+aWnFWpvZNEmSnTt39vX1nT17dmVlJcsyz0FWwsyuVqsAQABLIhiKlmkcYWZnrQ1cc1DROecUGedctVp99OhRS0tLsVhsTh7X1tYWFhZCxQqBPjAw8Lvf/X5lZe3jjz9bXl4lAWJpqFdIMYQWQQ8PD2VZrVotG6N+FPZo7SwrpWZmZrIsC9tDREkSRVHkvd+xY0eSJLdu3RKBWJsoigP4Y+/DyBARiWDr1sGlpaXZ2dkwPoqUzieRAlEgYScQJbQ9wRORxLpUKYxjozWJt8V8cvDQ/vXy6vLqOmrFzNVKGuKvmI+HBvu1gfHxKxMTV5VS4IQEAKC7u3t9ff35s4UkjmMTZVlNKTx+/Pjc3Nzt21NhlBlgArNjcc45wgghVhJrTCJTFDYLz5YfPpi5O/UgTLODuby3HjxpXatlxiSPHz1dXVkf3jYSR7nQSBJpRNI6SpK81lEURc5ylrrOzo1vv/3uvbv3T5/+kl7oPH9EU4FzJqKwk2EQFgiPjo6OfD4/NXVnZWUll8s1VBomDLeNMQMDg/fv3w8ET6VSds5Za70TRDTGKIXe+87Ozs7OzpWVlVBv6oIBZKUxiqJAUoWpRpNE01ojSROSe++7uro2bdo0OTmpyITpUCOp+qNjhwcG+gH566++CjMuAIjjuLOzQzxUKhXvPRHk8jGL6+vrGR4ePn/+/PLycj2dNnKACIrQ8lJ5bm5hbnbx5o07n37y+V/+79/++c9Pp6bupWlaJ/MBghYtTVNjosXnyxcv/lCrZYhmYWFxaWm5UqnOzDx9+OBxrZbNzc0hYhQlzjGRtta2t5XefffdqTv3dGgzggBJmAEgiCPa2to2bdr07NmzJkgN/FW+kLx84tiZM6e/+OKLE68c37JlS7C1MTEgGGO6uromxyfKq6uFzRs8MwVBJiJiqHvkrc3HSVuxZW15hQDAMyklwpE2iKiMZmbxLFCfRtRnDM4zs0BdoeOcM6QO7D3w8Sefbdu2vaurK46jMKFK07Szs+MnJ44LqtOnz5z54sv3fvsbrTU1Rrnee6VIKUyzaoAnBw8evHnz1sTE5CsvH3OuBp4jFa0sr549+/3KUk2pKMvS1dXVLKu1tbf09HTt2Lm9p6cnl8s5cWQ0IzD74DGPHz++dPHq1NS9SqXy0Ycft7W3xrEKhEeo25PXru/fd6B/oC+KojRNldG1tLphY2nDxpK21ooIKvqxTUMMhWRwcPDcuXNHjx4NqjqlFCI454eGtoq48fHxT/752bZt27q7u0ulDZ2dMXuoVSuVSrVQKHi2Il4pVIQAipQCkOZ+J7moo6Pj3r17J145XizmEQUJUUBrzQ2BZ3Nk2xzYEVHg+5Si0HWPjIxcujx+5crVU6d6AUhrBZAphd7L9u3bIpOP4+SjDz/98MOPf/7zn9dstrq0HMQDzjnPXsQbkwj7zs4No6Oj165NHj64P5eLmTmO4zS196cf1qo+ny8SQXt76/D2A6Oju3K5xPkszPlNHCuCarXqvV9cXJ6enp4Yvz47O9/e3rF3795isZgkkTEqTkyxWGxtaZ+fX/j73z/86OMP9+/f397eurq6vLi8Ejj/NK1qLwzsCeoGwMZcGgCGh4fHx8cfP368c+fOoF4J+5Sm2dC2wa6urtu3b9+6dWdy8mZHe2d3d28+n19ZXFpZfT48PNzR0eY5RUREzeIaJxZAUcoopfbs2XP37tTDhw9HR3d5Z5VCDFXbOanrvX4kY7TWURQ75wKb7VnCrJ+Idu3a9dWX36wsr7V3tLLz3lskSXKR96nSOLJ9Z/ZT/uTTz0E+2z06MjEx4Zzr7OwME61CoVCr1Uh0W7Hl0P5D01PT41evnXjluLXWWt9Z2vzWW28xcy4fK6Q4jqMkTpJIKWUgF+ro+nrl6dPZ6enphWeLz54vzs/P5xL98omx3bv25HKFoKhLclGWpd5bEdw61P/226cuXLj06NH09P0syzIW7O3tLRZbh4YGdCi8ga9v5gQA0ERA1NPTc+HChd7e3mKxGD7KbM1Empk7Sm3Hjx/fsWPH/PzCkyczC8/mnXP5JNm+ffuu3SOIorUhIhBmz/XKQui9B2Hnsq7uje3t7bdv396zZ3eDkVRZlgVNbV3+VZfVkFLK2iCpMgBgnQ36Pu/9tm1Dly5dujN16/jxYzbNEJE9ooJCIZemXkfR0aOHsyz77ItPHzy8s76+vm/v3pbWgrU2TkylUomiKM2sCAwM9A0NDd64cePQoUMmUgHR9Pb2Ctg4NmmaBmdCFERJ0zRoX6anp8+e/fbxoxljTFdP79jYka2DAxs3bkiSHABorbx3WVYVESQBBqVo69CWUme7tRYxSJOhUCxGUQQo2oNHjd55RNSA3ntChYgKSWs6dODArRs3Lv1w4bXXXlM6dJJBNe2zLGPlii1JsWVg69YttVrNOY7jWGsigCgyQSOrKMQZiiAJGYXee88ul4uHtg3cuXN3ZWWtvb0ViVgAFQU9F9ZF+xjUT855xLrg0zlHKHGkBYDZtbUUThwf+/7773eObGtraxEBEQwzHCLvvdfKH3/pULHFnDt3bvOmzrEjB9tbC0SALPk4n2UZESCyicyhw/s/+OCDu/fujIyMEJEQMoMAWBbUhq0LlAmzDQOFSiW9e+fW4rNnO3YO7927t7u7GwBysXHOic+01sA2CKkExHskRGAnHpIgXTGko0gErbUgDMK6OZ5jZgJUSqFQncgDDOJMUMANoR9y4+EGpVBjwNdA0tbekmUZoRYRYNeEZ8GFw1hCxIfhttYKFe3fv/f27dszMzOdnZ0A7FxmnQ3iNoV1WVgoII2qIQ3WAQLsERHncGRkeG7u6dWrl1977TXnXD6fT9PU2tQYoxRYm2qjDh3Y19vXrbUO4wfnHBE1Nfree+ey3t7uw4cPnzt3rru7u1gsAqFSCFhvvzyIbjwKIiLW2iSJjh49Ojo62tLWFlqZcN1G0f2R8WvCVAAQYCRBEQBAEedd0EEDYF1BRQIkP6apwDWGNnt4eHigt08jBUVlE1lCkCO+MG/QjSFUU7HZ5FqafWV4ETSZPT09Bw8evHjxYpZlQYsVJlShTkDjCOsPjSERKBXCpY56w6/27t27srLy6NGjKIqyLAtXCW1aGJIzc1uxpa3YEnrDQBQGVW4TKGqt9+/fDwCff/65c04TsHPhTuoMXmPQEA4R2bx547ZtWzs6OkQky7JwkqZz+8YR7NkcrQdThJ/IC8rSOjZ/gXpiX38kQsJ+EFEoGMFVofk8SwOShx8GbWBTCRi4d2hIV5s6LWhov8OxZ88ea+3ExESoh1BXUlHzKuHN5lWan0IDaIhItVotFou7d+9O0zS4vPzX2XK41eAB1JATYkNsGFYdlhBF0dGjR6enp2dnZ0WkLvp7wS2ar6khU/feByuFs4V7buKdpry66WRhM8JzBc1lhrUQeA6ZBwBQgCDMOOv8R2wiFAguFiltSAFL+E4TBBtSJKCRdDPOQihoHRlDL8hnm2knML4i0traum/fvqmpqUAPiEh44AgRiH7U8Tcnsk0nYOYg+m9uz/Dw8EBff6DX2HnxHGmjkFxWn57VddYocaSNJmGHwIpAEeSS+iArjs2uXTsGBwcuXbpQLpeZmQRIWIHo+rY6720QtwOAE868C/1s04Mb/EfdSuFnzScBmj5njImiKNI61LfYmPBERWBX6rrupuuFC4SYCEGtfnxu58crwQva4bDm5laF375IfIkIIjR3iIhGRkb27NkTXEM1Hrx4MWEGL+OGNrlZLQAAkJX60cHz+XwcxyE4moEbRVE+nw93Hjw0LKeZb5uzgNBLRlH085//PCAlpdDatC4vf+F+uKE6DKZrxsePPv5Cog6cd3OHpPGgUDghvnDUp0AowD48BQBBSh2MkqapiOSihIjK1Upzn5WEVygiHr2IeM9EZBSFs0Ej2hq7i82EE6xgtCZCIsrlcgMDA85l1tokF7Fz7H3IaCHPhr2J41iEm/mn7jEsjl3gIQDAMxtjkASYlUalUGtyPoPGA0zcAMTNLBfusFarISIIa0W1WrWjo+ONN96o1Wqrq6tRpJurqC8fARGYLTBYGx6vwiyz9VIX+OAXMn8DmvtmLWnmuv/WUejA4wNIEzgC+AAwQlENSVlESCtrrVG6GYnBNPSCOytS0tDW0wsPKGA97ysiEGHP1lVZkckyd+vWnampqbW1lZdeOto/0Osbs5Pw22aGbfB3/8XFQtZoWoq0RsRQk5sq+mZyD0fw0xBJzfrZLD9EFHJAW1tbkiTBNZvuX0dEDff3jUuHUAhniOK4SViF0AmB9d9q4Yu1KqxRRP4/vAgvMEs0ngAAAAAASUVORK5CYII="
1 8 9 - 1 6 1 = 2 8
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA+UlEQVR4nO2TXW3EMBCEv0QlsBRCwYFgCikEH4QchCuEK4QEQgzBgZBAcCBMH/LXplL7XnWeRrMj7+xILsTPKH+Z/xHDC/AeF8yHUxzvG2kCJUt9ixBv9XIYllg55yriDKihlaRA0I6BQZKUJomEX9WK6WqQpLJnW94QzxT9/S1uKz2btVtXrS8AECZJYId6hMi+m1IXsCSxR9BwsB3JKulzUdWlIxfm+KVJu7boiZTVnn38bgAoHfPKZvx1OOPgsV2XzXSFI4tsliTl5qxhPzbQSoX6V4LRzy4B97EzoHbG0i/hCUiDB6zNktSQJCUH4J6SVPz/CwA+AGTe6ZKwgrF+AAAAAElFTkSuQmCC"
0 . 5
"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"
C _ { 1 2 } - ( C _ { 1 } \cup C _ { 2 } )
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"
0 . 8 : \frac { 4 } { 5 } = 1
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"
0 = \langle u , { \vec { a } } - { \vec { a } } \rangle = D _ { u } \log ( C ( \cdot ) ) | _ { { \vec { \lambda } } ^ { \prime } } - D _ { u } \log ( C ( \cdot ) ) | _ { \vec { \lambda } } = D _ { u } ^ { 2 } \log ( C ( \cdot ) ) | _ { \vec { \gamma } }
"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"
\begin{array} { r } { \mathcal { F } _ { \theta _ { \mathrm { ~ S ~ o ~ l ~ v ~ e ~ } } } = \sum _ { i = 1 } ^ { N } w _ { i } \mathcal { F } _ { \theta _ { \mathrm { ~ S ~ o ~ l ~ v ~ e ~ } , i } } , } \end{array}
"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"
8 . 8 \pm 0 . 4
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAcklEQVR4nGP8z4AfMBGQH1WARcEexj0Mq13RVfxHgDMM////L/+PClBMCGVgYBDEZ4UxA8OsUPwK3jMoMTCsRlbAgsQ2nnVWMI2BgeEeLgVnoPRZXFYwEKngrDF+Bff2uKDw0cLl/10X1KBiHE209FIAAKSBTyVOtwDyAAAAAElFTkSuQmCC"
v _ { j }
"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"
v _ { \mathrm { v i r } } ^ { \mathrm { r e d } }
"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"
8 0 M H z
"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"
\mathbf { u } _ { 2 }
"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"
\partial _ { \mu } T ^ { \mu \nu } = 0 ~ .
"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"
x -
"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"
A _ { 0 }
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"
A E = B F C A = C B
"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"
\alpha _ { + } = \frac { 1 } { 4 } ( 1 + \nu ) > 0 , \quad \alpha _ { - } = \alpha _ { + } + \frac { 1 } { 2 } > \frac { 1 } { 2 } .
"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"
\left [ { \frac { a } { k } } , ~ { \frac { b } { k } } , ~ { \frac { c } { k } } \right ] = \left [ \xi , ~ \eta , ~ \zeta \right ]
"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"
\begin{array} { r l } & { P _ { 1 } ( u ^ { t + 1 } ) - \langle \xi ^ { t } , u ^ { t + 1 } \rangle + \frac { 1 } { 2 } \| u ^ { t + 1 } - u ^ { t } \| _ { M _ { 0 } } ^ { 2 } \leq P _ { 1 } ( u ^ { t } ) - \langle \xi ^ { t } , u ^ { t } \rangle } \\ & { \Harr P _ { 1 } ( u ^ { t + 1 } ) + \frac { 1 } { 2 } \| u ^ { t + 1 } - u ^ { t } \| _ { M _ { 0 } } ^ { 2 } \leq P _ { 1 } ( u ^ { t } ) + \langle \xi ^ { t } , u ^ { t + 1 } - u ^ { t } \rangle . } \end{array}
"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"
p = 5 9 6
"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"
= { \frac { ( 1 2 ^ { 2 } - 1 1 ^ { 2 } ) h ^ { 2 } } { 8 m L ^ { 2 } } }
"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"
x \sim \left ( \begin{array} { l } { \{ \mathcal { N } ( \bar { \beta } _ { i } , \Delta \beta _ { i } ) \} } \\ { \{ \mathcal { N } ( \bar { \alpha } _ { i } , \Delta \alpha _ { i } ) \} } \\ { \{ \mathcal { N } ( \bar { c } _ { i k } , \Delta c _ { i k } ) \} } \\ { \{ \mathcal { N } ( \bar { \gamma } _ { i k } , \Delta \gamma _ { i k } ) \} } \end{array} \right ) ,
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAiElEQVR4nGP8z4AfMBGQH1VAgYIwZVchxllw7n8M4PL//7tQhrtQHqaCu7v///+/m2E3TgX//////3+V4Dv8Clw6YCxGaHo4+x7qJmNBBgaGznszYW5kgdKrz0IZHcYMDLMQ8th88X9mGhKHETPJzZrVwcDAIGiMy4RVEHEX3CYQDOpRBWQpAAC10sALhsJ34AAAAABJRU5ErkJggg=="
^ { - 2 }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA5UlEQVR4nL2TXRXCMAyF73BQC0FCLQwJWBgSZmFIGBJAApOwSmASWgmXF9alP8ALhzylzdecJrlpiM+2+xJPgem03zeHc0gIbtah9+TdyqwuoeMDSdKLmWvAgPblXSG+BLzBuPryypUAI/BY/SMkArGKCZDVFyyuKPOWlj/lgAPaGLXAkgNJc0wFcEgt5EDIgPKT7+yPgMnubQ5YHQ3qgcqwtcKpucQMJm1FAahJAEEdNRAn6CDbn6IyDPpVXKgpSimxh32j6o4kOZu6qskex5l+MFbvRaN3c7k4QGyn621+u7w1ewKdaRJ6xnjojAAAAABJRU5ErkJggg=="
0
"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"
f ( S ) = \frac { \int _ { 0 } ^ { 2 \pi } \int _ { 0 } ^ { 2 \pi / n _ { \mathrm { f p } } } ( \mathbf B \cdot \mathbf n ) ^ { 2 } d \theta d \varphi } { \int _ { 0 } ^ { 2 \pi } \int _ { 0 } ^ { 2 \pi / n _ { \mathrm { f p } } } B ^ { 2 } d \theta d \varphi } + \frac { 1 } { 2 } [ \mathrm { V o l } ( \mathrm { Q F M } ) - \mathrm { V o l } ( S ) ] ^ { 2 } ,
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N ^ { \alpha }
"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"
\partial _ { t } D + \operatorname { d i v } ( D \boldsymbol \mathcal { X } ) = 0
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\mathbf { e }
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"
\begin{array} { r l r } { \frac { \partial F } { \partial t } } & { = } & { \frac { c } { 8 B _ { 0 } ^ { 2 } } \Bigg \{ \left ( 2 \frac { I _ { 1 } } { \gamma } - 2 \frac { I _ { 2 } q _ { \parallel } } { \gamma ^ { 2 } } \right ) \frac { \partial F } { \partial q _ { \parallel } } } \\ & { } & { + \left ( \frac { 1 } { q _ { \perp } } \left ( I _ { 3 } + \frac { I _ { 2 } q _ { \parallel } ^ { 2 } } { \gamma ^ { 2 } } - 2 \frac { I _ { 1 } q _ { \parallel } } { \gamma } \right ) - \frac { I _ { 2 } q _ { \perp } } { \gamma ^ { 2 } } \right ) \frac { \partial F } { \partial q _ { \perp } } } \\ & { } & { + \frac { I _ { 2 } q _ { \perp } ^ { 2 } } { \gamma ^ { 2 } } \frac { \partial ^ { 2 } F } { \partial q _ { \parallel } ^ { 2 } } } \\ & { } & { + \left ( I _ { 3 } + \frac { I _ { 2 } q _ { \parallel } ^ { 2 } } { \gamma ^ { 2 } } - 2 \frac { I _ { 1 } q _ { \parallel } } { \gamma } \right ) \frac { \partial ^ { 2 } F } { \partial q _ { \perp } ^ { 2 } } } \\ & { } & { + \left ( 2 \frac { I _ { 1 } q _ { \perp } } { \gamma } - 2 \frac { I _ { 2 } q _ { \perp } q _ { \parallel } } { \gamma ^ { 2 } } \right ) \frac { \partial ^ { 2 } F } { \partial q _ { \parallel } q _ { \perp } } \Bigg \} , } \end{array}
"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"
\mathcal { L } _ { \mathrm { ~ J ~ M ~ L ~ - ~ B ~ L ~ S ~ } }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA60lEQVR4nOWT223DMAxFj4suoI6gFbSCO4I9gj2CMkI9QlZIRohGsEaIRrBGuP3wA5BQ1N9B+CfyguQhqUb8bx8n8dcQfFbvhJ0yxkdrNo8Kew7SIA23ZVhWTyXwT0lSO+t2XT1HD3nq7xAsEEbnMKFsMk6dvUMEaK9cIJeC0ZvswUEKYBOYksIYvAWXbB49wZNdSdG5ZaeQJNUU/mfnXDE0b3E16z18LSejzhFIEPqcxvDHqP33QO4sbW9MskWKrdT8eEjS3EqmmO2OuUFFR3BFgmqbMV4SZY1yWW5RZdXBHFdwWPMe/+JU8Av1y+HP5CwIsQAAAABJRU5ErkJggg=="
\mathcal { E } _ { \mu } ^ { ( 3 ) }
"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"
\nu \approx 0 . 2 5 , 0 . 8
"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"
g ( R , T ) = 1 - T + T \sum _ { k } \frac { k p ( k ) } { \langle k \rangle } R ^ { k - 1 } - R .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAi0lEQVR4nGP8z4AfMBGQH1UABSzInPez9jAIuqShqviPAGcEO/7/f5dmfAZJ7D8Dsnz5//////8PVXqHXYELA0RiN0M5dgUw694xCCIpYERENyPDfzQGqeEgCKX3MBhjV5DGsBqqoBxHOLgYv/v///8ZwbT/2B3JwFCxx1jw3tmOUGQDGEcTLb0UAAD+0J5vMD4scgAAAABJRU5ErkJggg=="
\mathrm { ^ o }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAASElEQVR4nGP8z4AfMBGQH1UwYAoOZK/ORlPxHxm8ZPh/JRRF5D8jSnRnv16F34rXoQwMr1AVsKDw6hsZGETFUIQYR1PUMFIAAFt1KMcus5eAAAAAAElFTkSuQmCC"
c
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAcElEQVR4nGP8z4AfMBGQH1VAIwUNr7QZGBheoYj9Rwb2/////3+lHlkI1QRtxlcMV3VeIwsxIke3g4P21AOoQihuaGBoYLjG8EoUpyOvhTKsdmBY7YCigAWJHTr1NcMqhoNXX4nhcgM2MPjiYuQqAACt4DUcvFMsRwAAAABJRU5ErkJggg=="
\delta t
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAh0lEQVR4nGP8z4AfMBGQH1VAjoJ7FWFhDAwMDBWM6QhBFhTlqxnOGjOErRY0RhL7jwzSGMr/l6ehCKEqOMOgtApVHk3Bf2MG43eoIqi+eP+ewVgQzRsoykNXCTLgM6FTKTSUoROXCeUuSsbv/t9lYNj9bjdWR4ZC3DeTgcH4DJICxtFESy8FALVFs8MlPHOqAAAAAElFTkSuQmCC"
x
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAj0lEQVR4nO2TwQ3CMAxFXyoW6AqskI4QVmGF7sIIzJARyAh0hY7wuXCwHTWIK+JfrNhP+t+yksRY04f5bwK3dBkDG3kMNM4BONlHpbJXKKaX7C3Su9qes9CdIsndz2doXcYOiBlBVjMPBTngGXhJmrxD6RwC0Ef4DtjIsCzHwA7Udj1ec2XOrH6L9P8XALwAZMVwNIJcFl4AAAAASUVORK5CYII="
t