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\Delta = q - \frac { 1 } { 2 }
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"
\begin{array} { r l r } { R _ { x x } ( \Delta x ^ { \prime } , \Delta y ^ { \prime } , \Delta z ^ { \prime } ) } & { = } & { \frac { 1 } { ( 2 \pi ) ^ { 3 / 2 } } { \int } P _ { x x } ( \mathbf { k } ) e ^ { - i k _ { x } \Delta x ^ { \prime } } e ^ { - i k _ { y } \Delta y ^ { \prime } } } \\ & { } & { \times e ^ { - i k _ { z } \Delta z ^ { \prime } } d \mathbf { k } } \end{array}
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\tilde { Q } = \mathrm { G r a m S c h m i d t } ( Q )
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v _ { b } = v _ { p } = \sqrt { \mathrm { ~ W ~ e ~ } }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA4UlEQVR4nM2TSxXDIBREhzrAQi1QCVRCLGCBSmgkYCEWUgmJBCKBSJguIEBOfpsuOivOmwvvAwjiXLcL/4dAK8S0xJ7iMReCSRo2rSxUYFYGvJQx7FZ+AWhhom9qvwKoMJAmYrtAD731a4AGeuOvgIDcSVE9qNfupMp+DaelP0wRFBz7qobQdzUQFBxJjb4quQKSTw+Vj2hsAXzySbMsyLvLwCBz2CNdCQP8AgwS73ywWWbRydyFjOWkOOJO2mbd5kbKngMhNXwIdMk5fLSjvnjVo7oAPlN7CoyYYw7xB3/zCxrE/PdMaBv5AAAAAElFTkSuQmCC"
X _ { l }
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAA/klEQVR4nO2UwW3DMAxFf4ouoBW0AjuCV1BGSEdQRlBGcEbQCuoI1gjOCM4IrwfFiVMYaIH0aJ5I8PPhkwK0Q6/F24vzG2AD/A/g/Q+aY3UuuZbXs66Ktujya8QAqbsVPkP0i+4ToIwr86MGQEOrLEN064ASovUtnUyHEcoE9AKweNdlywvA4wb1c3D1lp+SnT6CXCfpIklys+xyln+60B0VutjP+TQWxpQASD8dUFTWVlB6nGDw5ntIEzBoBNRsDwFAcQ3gM8zLpYli3jdHXYTegJybnTJfFGB3/9LOx8MlhMVyVe25r3tTTSbtr0XHavqKC9lu+xM3wAaQJH0DgVRoj5JZw5QAAAAASUVORK5CYII="
\epsilon \approx 0 . 3
"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"
1 2 3 5 8 1 3 2 1 3 4
"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"
A \subseteq B \Rarr \mu ( A ) \leq \mu ( B )
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\langle \mathbf { e } _ { j } , \mathbf { e } _ { k } \rangle = \left \{ { \begin{array} { l l } { q ( \mathbf { e } _ { k } ) } & { j = k } \\ { 0 } & { j \neq k } \end{array} } \right . \quad ,
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\begin{array} { r } { k _ { L } = \omega \sqrt { \rho ( 1 - \sigma ^ { 2 } ) / E } , \quad v _ { L } = \sqrt { E / ( \rho ( 1 - \sigma ^ { 2 } ) ) } . } \end{array}
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\langle \omega \rangle _ { t , \varphi , z }
"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"
M ^ { \prime } = M - N _ { i } - 2 N _ { j }
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"
\Delta A E F \sim \Delta D E O
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAzElEQVR4nOWTW3HDMBBFjzshsIXgQhAFFYIpqBBkCKZgDIGgQJAhOBAUCLcfbRzbatzvTs+XHmf27mpGjTjm5Zf7vyjcXpv+UJhuTIeCB/dM6D+ugMcB/fuqjr4By1KkSAE6Lef3hYFlJScFINbCPDgsZV8CLibVgqR5dLF1cdYaNrvkGLTl9Gj3cjnb2Nub996op4gGoSSvbNDlOgII0oC+jEVYHsoII1yZcMlo64gyS1LLIKk8EnZTzOviu4inbP2xK7sKzX/8Fz/wCdG/GRTnP7lpAAAAAElFTkSuQmCC"
*
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAn0lEQVR4nO3QQRHCMBCF4b8MBmIhFoKEVAJICBISLZVAJTQSiIVIIBIeh7bM9AKXDqfucfebtzvbie91+jE/wL6g3dq9bPu1p/YfkLwxbQsGh20raGNgCUiX1BgrFANmBdmmlB1A9k/Tp2IBt2ZJilGPqyRpkvSaJClEyUvSeWY5LisAcrC4AhWgE+TBE+bbKwDOQHLFhgXs8KgD/AO8AbHvQI48DG8RAAAAAElFTkSuQmCC"
\theta \simeq 0
"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"
\begin{array} { r l } { e _ { 2 } ^ { t } A _ { 2 k + 1 } e _ { 2 } } & { = - \frac { 1 } { S _ { k } } \Bigl ( \frac { ( \lambda ^ { - 1 } - a ) \lambda ^ { n + 1 } - ( \lambda - a ) \lambda ^ { - n + 1 } } { 1 - \lambda ^ { 2 } } - 1 \Bigr ) } \\ & { = \frac { 1 } { 1 + \lambda } \Bigl ( \frac { \lambda ^ { 2 k + 1 } - \lambda ^ { - 2 k + 1 } + \lambda ^ { 2 } - 1 } { \lambda ^ { 1 + k } - \lambda ^ { - k } } + a \frac { \lambda ^ { - 2 k } - \lambda ^ { 2 k + 2 } } { \lambda ^ { 1 + k } - \lambda ^ { - k } } \Bigr ) } \\ & { = \frac { 1 } { 1 + \lambda } \Bigl ( \frac { ( \lambda ^ { 1 + k } - \lambda ^ { - k } ) ( \lambda ^ { k } + \lambda ^ { - k + 1 } ) } { \lambda ^ { 1 + k } - \lambda ^ { - k } } - a \frac { \lambda ^ { 2 k + 2 } - \lambda ^ { - 2 k } } { \lambda ^ { 1 + k } - \lambda ^ { - k } } \Bigr ) } \\ & { = \frac { 1 } { 1 + \lambda } \Bigl ( \lambda ^ { k } + \lambda ^ { - k + 1 } - a ( \lambda ^ { k + 1 } + \lambda ^ { - k } ) \Bigr ) } \\ & { = R _ { k - 1 } - a R _ { k } , } \end{array}
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t = 1 6 0
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T
"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"
\mathcal { L } \supset \delta _ { V } V _ { \mu } V ^ { \mu } g _ { H V V } \left ( \sin \left ( \beta - \alpha \right ) h + \cos \left ( \beta - \alpha \right ) H \right ) ,
"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"
\log ( T / K ) \approx 5 . 9
"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"
n _ { \mathrm { ~ s ~ h ~ } } \simeq P \tau / \omega _ { \gamma } ^ { S }
"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"
\frac { \nu ^ { 2 } \omega } { ( 1 + \epsilon ^ { 2 } \omega ^ { 2 } ) ^ { 4 } } , \quad \textrm { w i t h } \quad \epsilon = \frac { 2 } { 3 } \frac { a _ { 0 } } { c } .
"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"
a > 0
"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"
f _ { \pi } ( q ^ { 2 } ) = 1 + K q ^ { 2 } + { \frac { q ^ { 4 } } { \pi } } \int _ { 4 m _ { \pi } ^ { 2 } } ^ { \infin } { \frac { d s } { s ^ { 2 } } } { \frac { I m f _ { \pi } ( s ) } { s - q ^ { 2 } - i \epsilon } }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAw0lEQVR4nO3SQRHCMBCF4b8MBmIhSAgSioQiAQtBQiwUCVQCSGglBAmthMehNHRaCpwZ3jH7zW6yk0y8z+pD/ddAUx332waAapdlpyTUJwYPVpLawjooHucagBThIKm2QToX9RyUUErBpFKfdZrVQN7tu2iWXnHF3Ta2ntTTJRXB4jTL6tmAjqaaL2KQB6jBttMOCVicPPglEMGrNZi4AAJcpHK0wgko+tvkcHkNDLkknZkOGQB4KXoHkIcRyP7f/jtwB8KTLInCl2UuAAAAAElFTkSuQmCC"
\kappa
"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"
v = \frac { 4 } { 3 } \pi r ^ { 3 }
"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"
N
"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"
v _ { F } = \sum _ { f = 1 } ^ { N } v _ { f } = \sum _ { f = 1 } ^ { N } a _ { f } \cdot b _ { f } ~ ,
"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"
h _ { i + 1 } = 0 \wedge h _ { i } > 0
"iVBORw0KGgoAAAANSUhEUgAAAGAAAABACAAAAADAXy3SAAACoklEQVR4nO1X27GkIBA9dzMgBW4IbAhsCEwI3BDYEJwQnBBmQtAQNAQnBAyh90MRaFBrq/ZW7YfnZ7Qb+/QDupkPwvfixzfbvwgugovgIrgISoy3+Uj99agIqYbBaQlpGs/E2leXb7BtIaoRdEq4gci3UjSp3MvVvqo4KhfNcE7gDdxqyCvYRKNX/wYI1w1E9ASkJ6KpM9CLSvIYC4JBIMbpBWIMrVwfXLDSYlNLt/xad0LQpvaJHERwycugkN36YIGQEr0anjAdEgypy0Q0RB+bEMCgg1ZChEcdSE2a1ILAC2im3wQhCXGrTIDZCILjLQshJ9AoIgwb+YngY4gkLUEU+jwFOcETYAGSCAQ2rJy2MppYAopWldonkMkXPALBckdEIpYggcuTkLaK1xuSnaGtM4xzcbrGGbp24tCnrylBDxhuBBAAgHdpqQeqRzpfm0WAwqU+iMbS27FcvhCMewTzAUEFPUQ9ggx5u+YfvMcyawE7JeDICQTTPgDLZQE7JTgm4HhBuD3dTgn+iuD+hpN7yp0SHBHwZMx36P0A9krANnRKYNDPAMbbr58PALjN6hl07PgclODN5MmpHoCWaNKeyExEFsonOjZJTNlWFrTZQMl7kYP0ZDsiejpvkY143ovEzn2B96J8lYXymoioUyof+LGbEhHR4IBtsOXQMntlbrRSqMZ3rRbL4I9ZiPOgSzNc3FM8y+UH/5/8GkdA4b7IP6dN8WmaalEZHl9TvrOrYZJbKuiS+dPI+lKG45mcEBhi9fKivLaVOLtVRAIoLfIB2pYzrcTpvWjFcsBEfk3T5yFM5ze7FQqAZCep/Lr8rNi6xS5aMT9maXhzGn931cUbvpQtZKdRp2jtYQyV2/tuBP8M/9lfqIvgIrgILoKLoI4/eynKeDJuiSQAAAAASUVORK5CYII="
Q ( T )
"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"
3 \mu m
"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"
p ( v ) = { \frac { 1 } { \sqrt { 2 \pi } } } e ^ { - { \frac { v ^ { 2 } } { 2 } } }
"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"
\nabla ^ { 2 } f = { \frac { \partial ^ { 2 } f } { \partial x ^ { 2 } } } + { \frac { \partial ^ { 2 } f } { \partial y ^ { 2 } } } + { \frac { \partial ^ { 2 } f } { \partial z ^ { 2 } } } .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAATElEQVR4nGP8z4AfMBGQH1UwoApeaRNQsPo1Cvc/OpjyUhSZy4KkNoyBgYHBwl0MxQBG9ASzmoEhDEUMw4r/U1DEMEwgwpujCgZIAQC6wEW6oWiwkwAAAABJRU5ErkJggg=="
^ { - 4 }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAtklEQVR4nOWTURHDIBBEXzI1gAUsYOG0YIFKqIVYqAUiIRawgIXrR0nmaNLku1N+YPbeLMvOMCjna7yY/wZwM+d72714o6pZVSCm6JCyaR2gAkV1gfAFAN+4vEpdyBnk9BUzhDXoYch3BF0gHWcAr1onZ+YdkAEJ8ChGHPsIUw4QbE/WQaBoAemu3bUQTQk9kCGqfloYIMFTdxYGEKjNSY6ACm4jpx2QkgdiKq2PuALDf/yLS+AFbExTwz/uFjAAAAAASUVORK5CYII="
R
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAO0lEQVR4nGP8z4AfMBGQH1UwEAreu77HquI/FLwzxir8H84ynvkfKyDoBuKt+P/O5R02KxhHk9zQUQAAGnpmKa+4kzcAAAAASUVORK5CYII="
\Longleftarrow
"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"
M _ { r } ^ { J / \psi } = \left \langle \mathcal { O } ^ { J / \psi } \left [ { } ^ { 1 } \! S _ { 0 } ^ { ( 8 ) } \right ] \right \rangle + \frac { r } { m _ { c } ^ { 2 } } \left \langle \mathcal { O } ^ { J / \psi } \left [ { } ^ { 3 } \! P _ { 0 } ^ { ( 8 ) } \right ] \right \rangle ,
"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"
\mathbb { E } \left [ Y _ { p } ^ { i } Y _ { n } ^ { j } \right ] = \mathbb { E } \left [ e ^ { i X _ { p } } e ^ { j X _ { n } } \right ] = \mathrm { M G F } _ { B V N } \left ( \big [ \begin{array} { l } { i } \\ { j } \end{array} \big ] \right ) = \mathbb { E } \left [ Y _ { p } ^ { i } \right ] \mathbb { E } \left [ Y _ { n } ^ { j } \right ] e ^ { i j \pmb { \Sigma } _ { ( 1 , 2 ) } }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAyklEQVR4nM2TwQ3CMAxFXysWCCNkha7QFZiFjlBGYIVmBDICHaEdoRkhHFCDHaIgIQ74FufJ+f52mkg92g/3PwAO8nDxAIydTEYRyxkw0yZzCogRuGYZddqARQNa5AzW1rpYoaMGzF8AjZxFOEI+G1WhUEADHvoqMIPNAWWUgXvMQgILmPxeOekLGpWGgo8aKDWhRAL7Kox9QeQN7D52k9S2xRdcSG8JYE02hUGoVdv0tGnrhGGvrR4A54DgV8x7Be3AKRVu/uBvPgAlxgqBJ4IoQwAAAABJRU5ErkJggg=="
L
"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"
L _ { J }
"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"
f _ { t x } , f _ { t y } , f _ { t z }
"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"
( 5 7 . 3 0 \pm 0 . 1 4 )
"iVBORw0KGgoAAAANSUhEUgAAAuAAAABACAAAAAB+Np0SAAAQHklEQVR4nO1dwZGrvLL+5tVNQH8IOiFoQpBDYFZvjbdvJ0LAIeAQYHEDgKqbAIQANwMIod8CARJIgD32eM4MX9WpM5YbuWk+REvdat4IBw78XPzPqxU4cOCZOAh+4EfjIPiBH41/vVqBH4mi/0++VouvwTc/17djkvkEvIFzAPnneimKSslzI9VDdHoWTgCaBt+VRwfBn4E3qPjTnXwUccCA4kOmD1DpqYgu35bgh4vyXREVuQAAGV5ercrfjN85yeyKAmhcX+w6+hL9iR6s0QLNJRToil0KHfDjVxK8+FNc/3krll9k/3zsOLzrLg2/+UejTa5eTIkKEshOABp2828dGPErCf4RxGlL4fBxYjqTofMAGzyWuJXg1Uls8lR8VMYBAFAJhq4IbvytAwZ+JcF5YbonxWn8U+b7VruqW1fFqnO8TVOZnq/jhwAdmowBET4/X/3F+JWTTBX9EeFyrG6uDVIAVcEDAF3Fl+N0V3VMdp0wWli3OTZXH6lYNDZNw+1hneXvGNQS4bmq0ktUsPxwUT4D+nVoA1FSDjV8zkcblJBEFAoJ0VISKh7Oj1WMh4GIob+oFUdCCZhqLTFMvRMRtSxeaFFLoZTE7MCclZNESUR5S38B1Pfl0bdV7HkIWEtEkg+fJ4LXUERJQlQyESdEFCT2oSFCImqF5m/CRE5ERDGkJTcjeMBpAY6WiCRm1A/FjWfzLfBrCL5juHn5iFT3nJIgIlJSSgkppUyIKEVKFBARlQiIiHKLp6Q0jwPkvZAYzkaiNAVtgueY3SdElAMtEbXJzB6lQ3YdS4N+vYm3Cf4yZvh8cMcaGrC1EJAVCdCcC3AOVFIt/U4ga9RrfMoiqiBjgQICAHo3mgPoIPRfFQSASgBcZFkAMMsJ7y56vtfLIUI8nIpYW7C+sKW/z4FTGLDFN0Jc9izkTMiKBDOjv8zEfryQGR7iO2WXnqSFJCAiohaCiKhkzCmVv+YhXCJOGThRgpzI7YNLRkS5yKkOW8niNg2tUSXuT4xqcCKiFpyIapUTUdiP6QOsEbzEwpUnopQBCNJFu7ptCNc2t43+5SbeGsFfyAyfYhJQ+YhEhRyAw5U0ULOaiCbuSLgfOoFyNj8ZkhMlCIlqpohaMRnTILigtqVUsrClVgE2v0kNrnfvqeQIiChBSkQCtSlpETz0UDYN2cxXn3rdi8HmM6N/tYk3CP5KZvgUS4DZ/VSHsIepOZSeaMVIiYhaNt0PKQ9ovI8T9/37XNTTNDDloeIGdyeCKwi14gkG+vrw/v/+coVoxzF9hEVcZvvnBtoQS1vAc/WdGGw+M/pXm3iD4K9khi/QEzJUldXCk1Jka85Oph2rpvdkPzAmwVUN7wB0WQEAvHM6+M+FoXlQh0GduNy9uC7jFTdQn995/KvvmAFX+FNaqw5LjzP6JwPAAkfASLjnP24MNp8Z/SUm9uOVzPBGMkPgOmsS63G+ITpY4Rqd3iJZj9dVqK7vkgGA9F3B4n0zXWOHiBvWYcJinJwmHOsB+IBdK3RnSFTICkiWAReGDteLI2w0oHDwG7w7VwCubHljcFRLeR/GiKxt9E+Y+BkX4dPM+IwKvqG9BtjGszLP8zyffM/hsQxJlMw8SSgiqrktSNTakywlfA/zW0SodXhScrZSfRdKDvCYSu07J4wL2Uou2Nx3NF2U0PnLqWBByAPHyagtTetYqaSlksgw5czonzDxrovwH9vECxfFpsYdzJjrfYeWukvvNwJb83nFgXA6U61d75pKmAq2iIkoTC1BolLqlnHri3+WsUNk/LVwuWzxEIITlb1Z9Um3eUlE+fJ+MrWUPo0dxxERKYdfbqCWkEoFUIxoMuXc6PeY+JaL8H+2iRcEt6lxOzMmve/Q0oI/FyU847q+JBvzc5gsWitwAKqIJDPaBHBFn2/UDZ5Adcr1s0r0ameZPyNph8gAlpxP891iruTvO6D11a4ak8YHH7wOh+c4vpqUXp2QSwDFR1cYHcyMfpeJb7kI/yuWJjbhpMZ+Zhh636GlDS/1WwZ77ctGnahAgEsVD88K2d/Uekk4hCKiVuoFh5wS2Q73YH9Ey2c3Yc43Hzs7RIiIaN414TEj+E6Y48vusUYjXzN7OS7J5MhptLlt9E+ZePdFMLu2R/AFNW5lxlLvO7TU0Iql+idKwysJVy5NG4KFKoRUSkC7QwknojwEZEJENYOsqe7PvGZcjn3Fev1RGReyztOa2n+vOP11ntZE//7vsj1xJCSpOUn+KoL7V2PF1FmYkLb53OifMvGqhCli9m0S3EGNW5mxvHy3aWmiV6xlfVZFyYyJZQm/NxggaAenKhlmo8JxYVodwzK+4vpvNi60twpCSZX6T8sn4c7JswKVPX4GwRNj4t/WRG6bP9bEPhHTxCbBXdS4kRmG3ndoaUMrVjLREpWMmSO/f5pZwzxHocXaYHlbxYumUPc5hezavoPc7y95JTw5eUTzMNXPIHiwiPq7bP5YE3tFDBMbBHdS4zZmrERzd2g5wyBYMtHO+E0JnFkURJT3kTt9FkMIm9odlzIdrl48Xnh9fO3noE/Cl5NHNLfAzyA4sFhbcNj8oSb2ixgmNgjupsZNzDD0vkPLGYZVFJGfTg3sqWtwdsUolhhn/WzH5qpx8jse1Vz6cEfl/TWvhJ2TVzh24DwK1Z7Awva2y86zpsJ2GboZQ1FRBYAncNr8ASZumuW5bHeyxKDBTcwYj7KtJfdoaR4iAWPLmojPM36DMXjWCQUaY195cfMWXAsZAgYMq0hR01TzXEZbwgBPz9X5HAQB0EVF0FTJsyqIRXtibNs7OquTu13uKoLVjOuU8SW6pbbQjSa+ZIKdeSzWOvHhkdSwrUV7tDQPIcAgeBUxRPb2v6zzrYMzdfmI9dXsokbclsI8w7D62Rsjbt43JEwEQVZkWaZinLqS4XpK/cu8n9ERwZ7Dty8m9+Ss7KOB7JPV9Z837EW+zcRRVjKo9/eae0X8eCQ1xPy239Zyccjkg7OyZMLyZQNvGhxRKsBl/2++IVF7S1tZn6OjpZdHx4mDXEwg5hI22hBsSFQTQ57a0gf/ygzSZ/ngYpz165RdypXMKZTuTP07Tdx3reZ6zztx++APpcYdWs6hk62qE3Ih8uZkuJpNJvzDVlC2iRLgMi5bVwZec9l6poshusj7Py6LMbYYapbZEmOzmZOX9S6cbLLxmB8INSTAddoWHx88lUjUxVmw6E4TC7OqxmTtRSceEz+QGnPs0HIBIiKq9fpJaS5Abu8tceQFDTnTZpZ/4L7Lht+qmWiplvGwNjQOL2xY/bMlxmZKwEoiClg5rFkN9/5iF83PGMEpRNASUc4FYiJSw7KXci+b3WfitiaiVsdMJ2vPOjFNvMwHt6hRS0BIKZlMaaSG3ejWe44dWs6hFVPaUGYkk29l3nMAzL4JctGffmuc/dA2hxr6zxmTvBwfNob1h+MsianZyMkbnti6k3juXT2A4G2qVOKNL9Tm0/hpBKeYQ0oe5DVyXQWgzVsvwe81MU1Rf8Patohp4gXBZ9TQe9XaAOVEDbPRp/ccO7Scwb9gnvsWwVfQ8pIzIiI1efNj20J4yjIta2Nb4+QgqslEpoQybyqdk6cJPpy6IxdlWKvPcyIHTTdDvwkLlOJetlrfPC0XhYjKKQsxRU6UoCUK3DHnu03c7+6bS1gi/lyUJYZxRyGZqGE2+vWeY4eWFvyKhesb1JxQikLURGRk645tS125HTfVQqP1Z0UbBol5MxER8f4g1c81lZjzdaBZzlTAHL5XurUVMkFCRkmUBYQZJDNJzW4keLo/SqeQ95VUWuYZjO40MSmW6Ht+YW0tYpl4i+B6CYAkaydqmI3res+xQ8sR/tDtxhZjF2rWarVbR9sS5mm0o41G68/uikHCebOo/nbsV1HiZWR4oJyPCbncuJ31HZTsot+ufHAPbiiiUyKlmkmi0Ls35S4T11LWRBTmS4lBxDbxls4hkjzPExnUBjXMxlW959ih5QTvlrWrK8jTrcfzzjGDRAWAOdqWEOU4ny7OwKWfFo+/Yc/SRwnn5F2JqAOuVQygYalj8t7P/e26mxM2y242/QIGH0rGFIV9To0v79uxBa0prmt1VHYHq0R4js4povfGW7/wHhNH70I1RRZlciExiLhN7EWFpiiKpmHMoIbZuKb3HDu0NOB9hcmfpl3+8Hk15Ho9SwCFFZVztTnQXQBASiCqCkix/JlJwtPDaiSzetdhxixqHHU3h7KbK3U3T0WsMLysoztnvEEfPZYJ0H1UnRlYNF9hcolmJ9+cO4mqUJ4yNx/ZDSHKphNAsZ0igFtM/KY/B8tXp3iuwtYrTN56EzR/TFM4G7exQ0sLnpG9dPikrceXHr7uvVCBjbZnoc392unoxLzu5oi+7OZq3c2+c97bpaQEaZ4LJHpngbD8etNFKZcrDJ4MyB7y5uJtr8eGizJa3BRzNj4evs7Dpducepb7xkOGFfB8ve0VyPslqXndzRF1n768UnezR4Kh0o5CSzSVD5LWGc7qolg3np0BubwpNxZRviU2CD7MwayZvLPx8fDsyeyyWVmUrikAX+4VAOB67Z80DNNmQVfbV6M58ZT1uWpN1kfWGuh8PABAEA7paUUKiPydpwBClw9YRYi171Jwhq4aU0tWSuIH18K0m5EB6XKrKogfF4Rtese7OJtVMpyNj4eH4FUHR/CT+1naXK64QALRFVedB+Rq+3p0TROFVxECVt3NiUVT2U1/3U3d1blLNFe7KjTz6qyS+DMEV2uoMDIgXQlixeoo8jeiyK44c6Dh4TTtcDY+Be6Bvc1d+PuenUREigH9ttZF3c0RkhGt1d0kIqJWsNFvy5GYWwdnUTE7uLOIc+mqhPMEMSIiElvVaL4jfk198G+KwT1e1N0c0Zfd9NfdJCIqmejTH4iIFMrhtug/WjeNTfDUsQ8nBBum3sr8uv7SnJlH4SD4N8G87uaIjbKbRERKv4ckDIg0t5kcFlfWyicTSSPxSPVPgRzBPEGs7+j28No3wDcm+NZb1rI/HwCue14f+RfAW3dzo+wmgPcLK06n0+nPtc/ZlQA6juKkA0fVEERxIKmm2p9mVcL+F03vvbp++9d2/2XYeMvaVP3zZasgj4VvLri5clGh0QSWGKaX4bVAygEgzKJL7O2DJ+exmFPILifJCjFtDzSWa7pz8rmNRwfm2CC4EBkDEEbf7Z0YXw47UicIAJKw0/e9qKu1ESDoTmMwPQhQIAEAPlB7IHX3sVKl9sBd2HwRbCUAdPwYWFwQI6vZ+hMuTD6MgVqHuoN+8O6zAwA0B78fjy2Cd2AALsfLdj8JkS4DR2aCGABc/TumD9yLrTcdW9U/D9wPR5oay6P3oKnGPMZjFHkC9rzK+5odU/ungCXO14UfeCC2CM7ZmS9rTRx4EDZc9wOfhjcffEC3ujxwwIk3cA7gVwwMJwBNs54P/kJsEvzAHdATyl8xNHzzcz0IfuBHY3Md/MCBvxkHwQ/8aBwEP/CjcRD8wI/G/wOxoWrDcQYRJgAAAABJRU5ErkJggg=="
\times \sum _ { \nu } \Phi _ { A ^ { \prime } A } ^ { ( \cal R , \nu ) } ( \vec { q } _ { 1 } , \vec { q } , s _ { 0 } ) \int _ { \delta - i \infin } ^ { \delta + i \infin } \frac { d \omega } { 2 \pi i } \left [ \left ( \frac { s } { s _ { 0 } } \right ) ^ { \omega } G _ { \omega } ^ { ( \cal R ) } ( \vec { q } _ { 1 } , \vec { q } _ { 2 } , \vec { q } ) \right ] \Phi _ { B ^ { \prime } B } ^ { ( \cal R , \nu ) } ( - \vec { q } _ { 2 } , - \vec { q } , s _ { 0 } ) ,
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v0QGw2+3giTjqIXXlEb7z0szMZN6iJBUmoKqGYhDxbH6JZktmJKk2VUh3tnEa8yyNaGjUbLaIlJRdL7ASoCwUwwOojTiK7C7vKdXt6fL+8+fP+/0+TdM05p8f18v7/XQ+7Jt9qirP7NiQVRXGn4nmcDnDwWnahpM8Hvf+er12j4EpXS51nqbu8bjdbhgcE4AxmFNdRklSlapKUpK6rtpde9jvjimlEgMmpkRkTIxAxEw153HMt9sdNYeU0vl8/jPV+/0eVg7oTIwUQyJJlKiySkoVwsEL0GalAsBBjHLOQkkoCRlp1mmWbHhw+K8DRDTCLq+F9TBd8Ca0pNoXA7YR3HgFa2qT5kzZDRV+SUSpSs5f13ZWW7ykEOPTkxWcVZqILGWbq0XuUoFfEcejTvZ9zzTknJXVzJKkumqWORQiqKpqTiKJxcyyZtCAeI5ks6qI1KkioskmPFREsiMXArFsWSlnFSFkXRBeYWJ1kxIndBaSCSosRmzCzMKcHEGmaUJSdFLthuHrfu+6rmkaEuGc+2HohiGbVSlVTZPqmlNS1ckUBGEiKW0W4MImzbnRNUfzRZdAGvgXvnMiYrAbtNljTymGFTln5FagVE3ToCnJzGCZEaxhzCjWG0b6dN2eu1XZCKWVYFBDSxEA2+HfO8WhS9gFQkRt27q1cYMfTZxf0MbL5YKQ7fv37z9+/IDH9PHx0bTV6XSCQzevzmRTTJF1Ct/MhmH4+vrCLmWQq+97OMY+H6TbMGdkr3a7HWjSNA1ghYtz5Ln2CO4e9z0ej9vthrVgc09d15Bm91sL9TKRqM4um1PplfKXChctGaVhGO73O9INzNy27fF43O12TdNAY8dxxBI2rHTo4ZBq8bj+5RVzcIsUCUWvzW+IGBpljJKKGvGLDNcGN0FPMhOuhMS90SjAcT4+B50LIDXKQRBO1wiPsFK5sK3XWRldDIgEZJhLFTulpOuskJuTvu9//fr169evcRz3+/3pdGrbVvuJisFIxdMNdF60Xriyyly7ESKEWnPGug6Hw+FwQDdAVmY2KU0wPqyVOsmK+ERE5DmmBZKcQORll5JSBb0woU0zHjTh8Xh8fHzc73dUxJqmgSOHx2DJTTMbhCiI7rVKyBaVv84gm1JiXvLQcUlwkXC76lJThyfZdR303B1mVzCgpIQanAeYG8ENz0193zPzfr8HWHddB+zouk4zVampUsPMmpfGMAv7ADAsWOgRHPTzer2i8QzWzEK40ZQL0nw4HOBsQrfd43Dea+lUGsuFOunX1xfm7z5LiDSTm5mZ4zoNwzBNw+12ezwewEEuUZvPPBqAOjWgMDKg1+sVzSJmttvtHo/H+Xx+e3vb7XYeyUZo2Hx2PfRujPiTiDU+pai6JBZFPMrY5nEOICJcKmOry2P/KJ9CRJaYxAlOawvvT7QSPfV9byXOtbC1s2ka76GN/51MIbeeKHTOxjwaoidCwBEqUW5mfvz44Tlp5FUejwcRHc77tm0ffbfb7dpm3zRN07QiiWfT4nLFVT3DwjAMOVxeMUfV/3K5HI/HpmlEhMWQ23QbH7Vgw0ErcWjkl5lVEWL8Pl88hxq2rguZ0zR9fX19fHwA+A+HQ9M02N0GrqBnoa5rN/jOD/fCIk4VNf6t3xTtUmQ/JNLx6OvrCyjpwAeA3+/3Oefz+ey6wSUaz+GEjY1gTVOepqnA35wAatsWfOKwqwMS5kjhn/1ZoIlDg5ZuV3Tou/LDQoB6aIKvqsqRFDeA/qC8I6yVnYZwuB6PR9/3+NNut9vtdrCTHkxFxxOTmfIwjuM0Dff7/efPnyICNweA6MofFb6pG/hi7jKjb4VKt9rj8QA8oRfEg4gNDG2h4lXfmWMErfes+fdGnNISDvj40VxHvhAlbyV9OYHNOElEMzMtf4rzd0b7PyFX7q4CGtq2bZoG2gjegfjADs5zGQs0d9/ndrtBPLB1FDKTTfEwNxiQjTgNKlEYrn7q6rrGlq9de9jv9/v9oWmaw/5UVVVVLX050Nm2bW+3m9t7KkWxnDOcd8wThS8qjodDkhNq4yU5j5797koSIUVPRElqR3egRowdPN8Mn3MYBhQFiejt7W2/33dd5w9u25bjtol1og58cg/FQs90qZNozkvHh8vfsyfPvGgISA9bjb17iFMAFu7Wxuq1hgMJpIT0tLKNpDr7qOABlo87IWfgEGDRf5hDL6iFGNONg8tN27bn87ltWzODJ+wCEf0aJxRk63a7dV1HRDBWADKETvBxgEdEtN/vgW54ykY/+WnvIeb2+fk5DMPb29v7+ztKvOA+5JKLN+cuGBAf1Pb8BT4A2jxUfNZnh9TIymfk2jgmG/gINwskv5TOuGxSwmfzcpzq5DzaPI7m7cGrALCUvbKRGakPa+v8I4diCwTy8Xgg2pjrXKoa0v/u295ut/52Rxb57e3teDyqKvj448cPaOJ+v397e7tcLk3TzAXBAElAJSL69u0bHDS0Kzvv7v0NPOq67pYebdseDsfdbtf8jx0zp2SBzgINslARBvcBrPDf4bbbki58wbiXzNKy2c0hCYNUgQdbrwQXJB7FGkwXHiCcJqB127Zt24IErt5Q4Fh4AskodNY5Qm201z9HgdjY0s20uTQxYjIptBGCl1BLX4gFZ/jlgD4ssgAe4+S82hLhrQ8ObRvbvoFRX7tDLYQMmTjInJkhIe2ZF1+7p4c+Pj7gotZ1fTqdDocDJgMw8hT+vly73Q52gkNLkRtqM0spVYZ6AnvqB6Ybc4ZS4Z9cwqtW5uZPWEs8AhIPhez7/na7Xa/X4/EIp8+RJXLfoxUvYkZGaEg2RxsbBdXMlKxscVvJML1AHFfjyiz7lFxmnscnonL+WRlwXV97fih0+Ha7gVMpJdibiL8cnAUiQp4RCHW/363skYS999a/w+HgXpKFRztzEXQfj8e//voLqvr19fX5+dkOjdd2S4g/9X3//vZHdFi0VOISE44b8sgJrjocqP1+D8xCmikl7K1bWTuHng28PGs07q94nX+NmmNh25dDu6p9fHz0fY+SEDNHtPJoFl6VhF0FkQGRhW4V8b3/xIFsM3uXlY2QgUZWHJ/b7eZq75p5PB6lXFHWY5y1EVwYCjSCIlYtXUVzHERhy67rDK1NhM/fscAvH2q/32MclALRIO73RwoAFCC7t9sNrf0ImYFlkP7T6XQ8Ho/Ho1sUn2rTNA6s/sHJDkoiuICbAwkGvgBrQJa6ruvSWAC+n04nSMXHx8fX15enIxHZRXY7xmmpe+LOuHAzgxRtiLbhkX82bOGg1TlZG4l3YYsSFR3nKGY++CwkLGZsxmpKtMqLO+ujGIBN9/v9er2a2el0gsn0w7b8cVCZ3W7X1TXgAzzFDaA0tMwzHlVVWZ6I5t1qG0BEcme321E5mAHwcetaWJrH49GPo+p8wlEu2zC5BArzf03RhhJ1k4hctCQU06uqMsvMc9C6cUGcwlHLNgZ7gaSZGbaibww0IC7TNDUNf3x8DMNwOp0s5KF8hwT0/3g8prCLlUM87/FRNJI5nIT7jJ28jqco2BkKyg++wl9ADgtWHeNo2MHvM4lxpZtiegIUM7vf77AzZob6BSTMhS9OMnpMVFKSWnpJvIwFoYFzgXyn0zyCV5yS0xw3eEYJgZKW/NTlcjkcDlEHnEcuQ89OYvH4ZnH0JAgu2G3k6WDwmZnbOR+HyRPR+Xz23cVaakzghYVNhQA4iDueIiKem0AoSkS+189NVCo9yhshIaK564JewIrHhmvrK0TLMSYuJE6QKIHMzCI5v3C+XsIZZA9mYxgGIA5wgb3rrYicp0ewfPRtwDeHyw8/GrWjeCZiSimvvXKsEa49rBfc7dPpVFVVe2/M7Hq9TtPUdyO0ElY21hOYmYhVte86cBbsSykhLYjJeOIC8UfB7iVx4RjnoYlrFgWoipyqop4vLm/Zg8PFq4yeBRJdKK4BfajkhvCT4/F4Pp/jRjBPxHr7hob0wcbcRbnxHEpcCa8dZir+DjSKiDAxV1f0nvrJcx47RO/Px4yoZKULFCbr58+fyDJCelI5uw65JPtNzgvDejQeFQyQ5H4BFBtyFoUsLllLnyQko+s6VNY8vQUXmkshVUOHjpsH90qik+gSnPOIZn0UzpCbq6rKKzhmhopPlAore5Ix7Pl8RgjpyumuFm5ANRD3jOP48fGBfQnealuFk/+ibDyDka28IeFSjV0uOE5FkEBhJibWJMj0G83t/bMIBOiByIlXo8xWph4zjM4mFXwfhgEpP7i90OTn80ijyEnZ1w2eIpA/nU7v7+8I1kDJ2bWsEvPcYM7rSuhmWCKCv2kyH/0Kt6uqqqqqqVQYoxirGlKWXhlE2fp8Pr+/v0PYwDv49SKStRIhkYrXRtRlUktityrnYWzsBOO8pA0ixA8WOkEj1WD3mqZ5e3s7n88o8UB7reRoUYODpdVQnrT1sSQUmnfcudgYH5+Ms9Bsa6x8we5r4II+oEDm7TyuqE6RjQMZKYUQyXM3WBeS/bgnOrqptDttxE5LvVJCy3IMzSwkdyl4cBsbAhRomuZ4PMJGYeTH48HBq495qMhQPFFDD4uH7U6oYejgCmG0rut+/PgB1x3rgiDD7LvVcbulIVVkpekcd7ow9H3/+fmJDAAQ3+eDz/gVBsfEnFwe6EXZmGk4Nxe+uCT0ATmvVXXS7Bsqee3sbPACw5htg74NhXE5MR1hkXnx5jKfvJa2dSktuxw2XaEH7Xw+o/QJe+btXWldQY/0dyeAg/enJbHtR1Gb2X6/v1wuaX0+jKoOw4iONoTq8I/O5zOCQacVyqz4IImOx/3hsPespZvzvu+9Nu2u0ziOSLZE0lXP1ti55YTm0LfmdqaqKsSTTdPA3CEbB6/bkxHjHK/OYzrAb9hJAZ423N3w+1nkOJzKOJV9rS7c7kSIiB//xOuAOY4cTS6UpO/7nz9//v333+5+I/UDi7chywbTae3T+WzhTXiLs8/neb0v/yki+/0eWAkn3I1bbDF1NXOI9HFAHyA1bh7H8dHdr9dr183tjshH5JwRR2DtMdLcJHpi9OoKCY8VDaXucl6vV+xk5tL3gEAboRz0BAGLN8UgVISngFlF2i4GRsleYZIZlX3vZqbDgL6tbnzcUZ/xJ8bRWISI8T9TpvCiAQkJeAqW0kKTKkQRDqyXrUGitO7DsHK5/Y6RjoW3gERNVNW6rmWdc9iAVJwSAknEkrkcU4lOYIcJUHsYhtvtcb1e71/Xr68vhM/n8/l0OjHz/X4HIzw8xOanceoPh935fEIn2ixUxbN2aUGLH/1m7/SLPbdUqlcux5AYiILTEfl8wDnmBG8QOAqC+pkeVCIXMCYCvGs+rd0iC6lQ13beeulLNZoKZgOSvQ2kbLmovPfMnTUNReXoj/iDVPV6vX5+fv79998fHx8QKdh8VDRSaDV8iR305Cu5t2LrVOimaeCZIBTOLXKr69GxNyK4/cHC3QK7a+DFafRwoT4NOvfDo+u6x+MGunHYOgc9cTvprVIWumpTaPUOcdLi27rTCgM2jiMSXvB9kD2BzNzvd3dCMdtUNv2gpPCc/QGCTOuDU/1yBw1jdl338fFxvV7vn591nQ6Hw+VywdIcNWS9d4yI5rPtgs5H+YyMG8v+RFAG5PIigwfOPk7OGS1d7uZjqK7rbrcbUpawXlhIfBYFaI4yHC/APTwar4qgMwO9jnhziTt3j8fj16/Pz8/PoZsPSHLHB0+Eqw45BOzebrdHN/3Xf/3XMPQu2PCzoIlUXu11Op2+ffvWtm2Ueb+qKPGocbqSAJW8FrDf78dxNCNVPRwO7+/viGyxToyOLNLpdKLS9DmO4+fnp8eoVVUdDofz+ey9fx685HIiCpcQzKUNGsVP/pFTB/c7WgOY3ZD6Q2Hhq3Bktaucj+/aC+EYxxF4BMDFPL3pCfBKIfZ0MHWF4ZCs4c3x/mH+UtqdfJyN3XM2ASBS2AaEzKKEpoSvry/0OiJd6ryHEGNpOef7/f7333+jq4OZJdH9fp+mAUrlII72vNPphAgC3sQMGTRvfPMAP5ejVOAleaKaS0crPDv0yxyPx/f3d6wFW/x8/gAOkGgsuwJAHC/0UDlKEEwcx8GUKInTBz/JofUZjUKIxL++vmjeLTHd7931ent7e3t7e0PphojMGBEVh0M1raAAhwSfc5NLwxrkEAELGiAcjzZ5A9wPmP78/PQYB0YFXRR932MEn4aIOOovoGnm8mwlUoMaIrtyvV0BfG3bIutyOBzrus4T8Gi26N66MXRzg5uEw3NBW6gVVoRIMOt4vX7MfZi7HYwHl25epBcAsqr67ds372ly0s2Q9Ds9dxWtqgrJ1GmazKiqqre3NzwPEIAUL+I12Bnv3ENyFN44Fobuajh+wIgYx7p9GMvpAkgHRq8qXs4DwDAcGYSQKAogBkYYj7k5CPqADisuXtH+U7FCULb7/d73/el0GscRZNkYkAgoUXA3pHe59GacFI4Q0HWvYPycy9kMiE/BKXjU8DIgVb9+/eLSI7aBOS7xHQcHjZmTIcs+m2IzA9HO5/Off/7p8VrAdOG0bO6HaiFgAcfhUXoK39NGFnJMca9J27bYJQeUxALNzI9vR7q3bdup7GTEmMhJ9ePQ7g+73c5KO48Ls8sJfEMEI8y8Px11yvAdUKyE++nGgJ48DlgtF1pHJf8AscGskHTzElUu2z5cKqK6fn1+urXjcp490A22HyYQqkehyrlRBwsnnTlH0ED76/rTyXg8Hk+nU1030zRNo+ac7/cOLbIu/O4owLfFD6uy043DRqWcc9bx168GSXF4AHCF3CTDCn59feEnx+PxcrnEyTNaJV9eDhBEBOyA75OzempAS/sy1u8bsnyPKGCeimGHFwO/EQu7XC7v7+9+rnjOmcWmafSqc13XVS0s8xsGiZUYJwKgMYTTnFmgKVtVy/G0zzpOeZBE8MWA5XhE0zRki8O1gQwOobvToSot/NBtcBeaD2AFz+BaR2DSUJDya5NWyzkn5qaqarTFF6w0M2zv5vI/Kp3CeIQH/GYGbUe938zQoPT5+Xm/30tJZc5YUSieoi3geDx2XZdKg4KITHmwOaOBLTJyOJz++ONf//rXX54487zDDGdizDxpBtzAuv76/BimsWrq/fFwOB3rtuEkbELCxmRMUqV2v9sfD3XbAC2kSiQ8TOMwDCRM2L2ZJIkY0zAMt8ddfv7gJCQ858tNVXWYxs+vK1rG/uf/8X/C8LguWYmUtWw6u16vt9sNRCPNRCQ5GRNGzqZjnoqQsDDZ3CQNqVAhEmIhZmY1NVIjBafnaMBMp2nqxzxMVZ2O+/375XI5nRoE10QNMD14SWPfd/c74ilvZIGnD8/ifr8jWHFXHWaDk4B6pkrMkhKhdQoNIsPQP+brdrvdu05VEaLCSDdNQ8TDMEyj9n1/vd4AzSKSswI1oIwgHaooQG0r9WiHJ0yv7zvPCTqEobnfzODxwWXbFB9njXOegQERaN1FRMR4Op1EZJoySk5uQBCj5pyBU1RSp5BXTCWlBPcPqJRzRsZrHEcAPzzSaZrUJkw6l3K+q9Nmbg4iHE7XFpHj8WhmSD9DG73HVETIXhwLF50vXxdcCfgIAEdQH9IA1w82bVNK8IyPj6yhVgCqesrg5f0+DWdYnKHHlXANvBEMDEKbAqTH5dh3IUV2N01zuVyqqkIyGxPohwdkvaoqNGEhr+zO0Sb+19I/AeYi9IAjDJ1HqqIKG3cdpuEoYbZE5G1KoDAz7/f7b9++EdHX19fff//tW4ircHYd/ovc0DAMqW7GcURbnENn9Ad9F95ut7tcLm1d4dh4nFAYi8LuCjlHpLwOwP1KChGT59S8gWsYht3+DF8AB2xFzwjPws1IuDCzF9dUta5r9DR2Xfcf//EfquoepaeoPECz4AJ7JAjwBaZM08Rmb+fLtz/+AN+rhPKFmllpyBjdZ2dOl8uFNIOnSNWDBSg7YEM1oGAqOxzdu0cDBGpcXHZuc2n6p5Dd2wj84oC5hkfl8T95MmwcR98TP446jsPjcYelPR4PbdukJCmJah5HFWG4KiklWIC2bZ3K0POu65DsgGs66vD19YlExm63q9uqahInMpzLVTpO8nwon5AZqakqyXwqwj7tUi0oWs9eZS2cSFhUqZzaslLyTSTlmoa9+GDSbreD/wzPM+5rhdME3xA4KOsSNYXUg+e81BsjjEiNzFDYoXlhATRp3qxlXNp2zfzAAzQEHI9HmFYtx7YD9aDnU9igi2HxDcyalkooEQ3DAdmW7jHUVZ9Saupdklq4SlITkRLh1abo/jGe3+nej+O96z6u14/Pz/v9bkSH/f54Pje7nTH34zgCy0SkqjglJRpznlQn1Ww2juP1drs9HkrEKeGeZrc7ns9mNqmmz88x534c9/f7pe8nVQGgp5TqWomGaRpz/v79v7ru8fb2hlipNDeBisZMKUnT1CnJ6XS8XM77/V4+P+9dp103TFM2U8K2FMNiNfbiQv/zqKqmpaCpRGpMTGo6ZSKahulxe/Rdx0Rt3ZwOx9Ph2NaNqhq2ZBpZViM2orEfuvtj6HohPuz2HoLAKgzDgMMVfv36tdvt3t/fUclyk4knshHb7LvlnKdh7B6Pr+v149cvJDFSSvt2dzgc3v54OxwO+92+qirhitT6R3f/ul0/P3POwlXTtmVzeJNS6rqOSPp+7HvsGZhyxskn37tuGMcMNJiVd5w9o6qquq77/v27+wqn0wn5qbGcjQt/MCYo8KFa6Qy9sMw+KJKaUE63aTBroE5bLm8jRPoAKgS3f5qmnz9/IsyGPUHAjCB/GLthGoehw+NgMeDgbLy7qOde7vFEDJIU3uJBiyuU/W2cEZIspANiKhoyB0sOP46Zr9frf/7nf8IQIf8KVxGbJGEBPG/nRsANmlcf5lRa0/L6NKjIEQtZJPCnErEyEyrbaJA9lbLvF98goRPhJg5lJcfkOdep7DKDgYWfezwe397enlkQbTIRAQSRt4bYnU4nuGYaThHjciYXjJCqPh4PTABAjzQ28i+oUsE4YUXokYFBdn9ZyoZ1HN6C3X/AfVVFyjKVDVYiAs/LzBDOOx04dKg5r51i+GcWk/J6mI38VFWawkFdcDzLO4Vqd/Pd7XLxgGXybepem0uls+zz8xPhkrcUwTHxmKMqG02i+wxfFS6S+9HNrr1cTvVuLhZrJrjSQD1PtsLIpVTjiVFsUukXg20GW51uItT3fds2ZuYpDvz28/MTE4MjgmYrJJJsnSqtOCRfEd5SMOmbUMIhIIdDMMwMmSbPasPp1XKhZgetRq6BytFozHy/36nkz9SmbuhTYp/xrpx7HxU1aleMRKgkrTS8yMhvmGHLllf4xkSPrrfCxsVCRuHu1XX9/v6O7BIYCbal0rPv3qU89StpKcSgpN00DVKADhBO8+fFRgXwZVLYFI0OESoVn8nfgFIkNf5zs0YfP0IzRnC84/BeHb+Zi+flBSPv7UahDey2soMcTx/KuS7TNF2vV1D4er2iDIfJbEoQHA5RwuVEAFtRbcAEoIe5nDEmIjAD8MSt1D2qsD/BnloWZV3xmCmmzGbMhiNW/bdue6xs6MODHFxobeY5NLUi/nAQHIbBXVfQ8HK5fHx8WEkwY3upU8BB2aEQuTwYfufF4XA4Ho/tfge4LzZmeXOMWxGkXA+HA5H4Xh9Aj/scInK/37X0bbjLVlUyjmPTzKsGKiE6+/j4iBYUnX2u3VHCl3K4X1ycI31qjYE/AucIvIcIgnBexIHKWTixm/2QsJIhotLD/ng8cjg+6Xg87nbN5XLBph5wwtan0kWldUG3sqfE1dV/7uJVVZVNs5BJOGIqugCuaVR6svB0P4cBx1a5f4HzIfu+R/wfs1oUdnh6GAUmYcD9fl+3TTQUbgZsHfHNbGISkVzugf1HXUNDA+pYzrHjUM4LpmwuJvLTEY6uNu44gE3ICET0dz0EhSEMbjZhgXLZR7JhInwcKjvgsMHKu3g4vNzFQhHWJ+b9B1o6RZDtwm9RV4KdeDwewDifp3c2uVfim+x4vU/IqREBy2xJuQbJWeSQQ/+K+4OxodS9BjeHILV74l9fX+7wIjOLCqM7vN57ScWsSjkREEv+/PxE2w0z47fIJ+z3+2bXVpWgOjaO4/xulnK0Iwir5fCmYZj+/vvvvu8fj9s4jinx29v729t5tzsw2//6X/97GDqU5swYKqVKx+Pxcjm/vb3BzMBQARDcDL+/v18uF28R2EISaCRcMc27wLk04GI7iIZD7QCZyFXDRXeDX5eXzHE5MNzKQQJTebvGVPZwArw9WJimCbTb7/f1rvq3f/s3oDUI7T5XRIqNgxPlOJWNbIgNNze4cEcqRAsWgcnFMYXNevgn2hSRGpvKa++45N18kig7TuUULpypjnv8sBQlS+ENSxvbsPonz2qJLTvQivmozCpNmpUsm8KHRW1h3rG9q1mMWFmYWHHgtFFWUzKZRZPVTKdx9jHh86awQ9j5GD1KSLDHCEhUI7SHucrhADP3v6S8U8vMUPzyAfEZ5XOIFoVecDeN7vhYeAcXcvnn8xl2IpcOMiolFzDr8XggqDQzdIdmHVPFdZOqWlLFkoioHN1F2UhZjMWA4XlpoAMwzW/+0HlXPY9D7rvRdM6YeM3H7bGGpm0qGU8IJPrIQEakcnLO2JIdtVfCBiwp3V4os0LM4IN4shwGVaqUEmeanYNpXA5jkHKMxFgOuur78devXyI05SElPhyPf/315x9/vtdVO+Xhfr8PYz3005QHpiSJyMQo//XXn8fjAfteq6rCkruug5Ri88r5fD4cDqCDC5hDezlUxNRrDa6rKWy/dtPtuQbk3mFz4NvDG4zR8gbLYRL9RCv3jBD34dCfZl8fj0e3kE53CkEQBZfVwt5R12HPHcTVzlUSXTWsRyiJH3zhDspS9kNG4w9HtC5nWUGFIOu5NOxDGW63m/sRUg4AWHI0vDw9guaGkmwkSVKJ1zD+HBqEMgdiYbTXe3OjhBxZTJQ4nTfUxlq8FzQipkfHcP1wwDO0HauLzlQKe8dAN2d9dLVwIZOChVjZXYHMBQJAJy9kz58Ip2wqzfrumGtpp4QjBm/OQq0qVQwzCf568kFDkTRwwYhWWwh8pR4QSCiBiUhKi4vqAqwhdUhrx9/9AIgTtlVTqU7GbjIOG4bcUfUmQQQZiI+8F0+qpDq5sHmZ+/F4EMntdhv6Gfi+vr76fuz7B2QeR3p9++MNxzyY7WHyoci8hAV6uVyqKkGwcc7cv/71L6/SIiqsw1n1G7dghiSzmdASGnY8Nn7OjACJgd+Qe0Sh7npAXl00tey9ghVFq2HOGalrrBa+3H6/pzQnxVVR7liaNnNeMoscUu+Rtbquhto6c6Y6vx5786WtXaeoKjFtAZSB7UWdG4Ve0NcjfMcypzuy+Fg+SoEOYSmUmSNjNhDpF1ROy7FHVhqmWVmn3D+6r88rWpPmDMJpv9v7YUlwcwR5EIyNNhrIgEgiW46Ijn2MObwa0BeI7AYyqSCRZ5o9UwNnZyqbDZGpzeUkcrcoHuGmUiFG3gR5OiuuEATaOYJ2mxze7OoEjIYEkATwgkF1VJJEqvNJzW1bt23NbOhfZ+Z5U8MsUaDP4q07KVzIN1zDU6JE+cxT2VFUHmQ+FIgDvEDgM5TjigCaLvxUEiy+WA9W/vzzT/iMnlHNOWdT1YnS/EPi2cpWVTUM0+12Y+rcJKgSNtXtD3skUtBaAaX7448/XkLSbrdTna04TJpLNQwYhzbdKN4OylWxUcs+dQrZ06nsdaLieWKnAnzytm0BJcBOl9rIgEg+l0VMFBXNw+GAkq3HltA6jBF/ayGX5EvSkpV0xuDyOG6jSBQSBHl9oES82WcOdcKF74FEcHGt1ODf39/hj0TSYQKw8B65aDldxA9RVlXShWIb1dqAVJS/CJeq8/v/PMGMKrjv5zDLrgBx/IjvVLY7gJWb8zlTOaEpbtzBtgz3TeCX4YBzCq6WqgJfUJWDKEc9xOOwZ6Wu68fj8evXL7iWqbwK0Tc2gW5T2RODOjd8VRB8LG9dRu4fS0bNBE46Jtzu5mMIEQgjoPBMc7Rni8G2bUs3zZWTyvuSwBrPnNr6ivS3cEaYzk0Yg5TC8Vi2Z8J0YeFgqJteN/8IlsF6LCdKSHm0jOOYuC75mZllf/zxx/fvP4goT3Puta7rum6rSo6n/eGwO5/f9vtWpMLRwCLE3KTEu90u57G8HklwfptLFAdH0qXIQpZwg0ozJM12KdhGKjsztaROHJsgTy4BSFXAkHLx0lM56ydaAH8qiiOgF7beYRB3MUgwV2Mm1ZjxtarCmX7LBlQoTwpb5GKw+YwyFjxkF7uo7RFScUHr4BJCAtCU5HiEorL3jDmeomVxt9u5tYeJgMTgyMd6OUjgxSmIEY82wCRYWnDKPKGrqvBuEAvvdruUuJAUHAHWL0Py3O5lROIihdSsB24RvKZyfO3tdvv165fnE5G8QJ00AhkwMSIF+la891fLRm5AEvwsfO9OEPAR0gLggH+qqgBiLvlpGA8/4ReASERoK0GYhmMeVdVMU+KUGG8hrOtUVfGQKZciI1Js8KSnC1bE/+RulOuRhdRHBCDnrNPW5RlYczgc/v3f/x2rQ0MGLLfbXTecvs/DQ7wo8/PTS0uDGdY4IzU+q+rQT8MwEElp5eHL26Fp6t2uTQkHsxiREnHOI5GlxCKVGalmM2VeMuX+dA0Z/Y32UXA4/P4S6OrcTxE9Dr9vLFu3sTNIS/oT/K7LyzMjM5z6zht86TAPiU/lcvzSch6Nm5TIeBCOisOF0rK7puWeLRi5EIgI6xaVfbQNaaxsifr4+EDjgpcIx/JSIKgQfFouZyciF4szhnCSHFAJFg/lWJT/3aWKqXcrrcP0BOi0Ns4UMhqepFNVz2rvD21KTKR43XPMnccrWjNYyP1+T0SApA2gU9nLhqDJ89mgA5IX8Ggs9N0g6IDPheQjcMS70rCtF8E7xIOI2rb9/v07qmaIQwHlvgMJxERo05fjH+C3fvv2zc8RdOmvyttfYGbUJtVJhLw3HVeMqlyc7EXgz1wOUfTbomg5sjjxN9zcWCAKNhX/9A7YruuQKefSiMehpOOtSbEYF6eBz2qGn6uSmTFB9URVm2aXcx4H7FLiQivCSRNm6mfahTbSuf4Ig0rhME9/YqTeRrkiRkcKlOMQM7mTKSWZ77/vuu7Xr1/wDnJ5BQDkw0+lciJq2H+4SXW7C+1JSgublcEPqTHLpXxuwdMjWmbltI5LihKwQaUCvi/0nAIIRhZa8Kth8eAOIBO0Cyd+omMNWodM2TAMIBoWCB4jSsUOIyk146qq0HRLa3R4efmv4jcblwSs8aollsJCoXXdmKObNBOVTEVqBFAIuFz5q3AME5X6/VTeVIHDPXB4FoWsn7OYS7oBI59OJ+ARmommaYK/iePMpbxZEzNB/bsu5yv6nlhsiGHm/X6PYhMYhLIO8LEKjbKwo2Dc29sbCm1EE/H89orDcV/VKVWrN/Eh6CHGyZQm+lS3ngkSTEWRKE/0UPARoq3lkJZy3PQ4i3z7QSnSWciHgJ5TeSlOnHNMCvt83ORk8hQByCJN0wheBN9oqOdUIlTVJomYkXM0ZmbhlDzwNyJjMZnf3kLCq9Pl3dbq+sQun16kGP66Og0rirhLFSrK8NI9znT/2WHbiZLLsUz6dKABkMiTwWhIwVM89ZAJOx4XTye6uPFMP8zEewLjzZs6a1z/SzyyF+6Y+WckKfry/hWEFSjWYkUocnN5RYqWHcgUNkPBo8TZF37KhJVapNDqjUAutf+ATZuloVUKYdG3b9/wT7Up55HZyl79VXODj6PrAhAcWC8/+T1R4iED8G6Ay775BvfzOt8cE/9eGsdmZvSOuieVykFlKPQUqz7TKgJWVTZUXy4XbFHy0NidcdcBh8VU9jyeTiejLKJqyyE2LpDylMAu1HvtaVJI8/HqTK5V4CZhT0+0l84at505HKiCIFfKYaG8Ln1KuTZuyPMMRSSlmnQxGDlnf9utiKS0zIc5MVtKxDI7XBpK2xE343PxHqdneP2d3m3+aXi1ZMLr+MqBx84MhPG32w3nFcBSeZIinsKXyqkL8KF89hAdF8pUOtwsdDC67Z39EUJTpeGodk9v4eRjVx4wz9Y15hjTcSm1OvP+mVuODhsq13V9Pp+lpA+ZGQgFbYHeppS8ayaXc1pQSUT8QuVlan5ujsslnqjrRvkqnEzMoRq13A8dI4qk8/YzNH3knLNCrBcDG8IHEGQVyc+fjbxW4n/CTKZyYgl8Rs8DVuUlJRKOM97op5Yj5Z0dHkZN4W3a0b311KRTwJmO0Zz+wC/1tz+Fc8dnzCciWkKBMpowW5LVSTUUgiwNBROXk83N8a/IyqlNahOLOSk2whb9TR8K4/hKS5F0XjvSjhIy1t6WRWt3I07Pv3eYSClNcyPVrBpT2f5NRAzXyOagxyhbOYLCl2nhjBD/fkMf53KErWc6xLX7l5XTyM2a++SoK6HrBP1asIfwj5D4tNI84kL5DBmeKY+UinFZFBeuoiVfzZ5CNiSKS8Qpp4gPq5s8IqE0sOqW9qc8Uw2yXpdzoN0J99QDflKVoz+gXSKCNC06yF3IkKP1+cs6ueNrjEhEa8h4iadOcClNMXMnoY5Pb2miQih6Xj7IJeVtnRYuIJRPwGs63k7p6vSM/rYEQaujzqJ5j3/yX1E5g60qbxlwp0BDA4EDXyo7KyVESXEtG1Ibth8LOZL6n7wgGCeWiFO1dNO4Mqoqjg7fPKV0V8wC76PJuhzM0diEqkukv1upKZwD5QjuxHEx2Ki6czmTofLbtq1wGsdRNb4OR4gImWX8dhxHUdpMSUvb5/OlpnFRPrFNs0uUkKi8ZlaxGjMxcYYRK68DHIbh+vHRdd3962vEm8ua5u18PpxOvrE2SjOXV3U/Gxz3PylAuKwbExYAzkbEPB9yLE55ZpkD11nCyIxUjQ0b6MuLTYnNTMopK0zEDnwuKuWsJZrzAMZzZiVTfLcyK7FOObNY087WWMs5Rx5gZzAP2wNZq1pEKCU5X45m8wsRXDKqSlI1N05LIjhwZkQW6WMldAdqi9d9VJWYlYnFuLyzzJAkEjNSwft4EqFFW0iM0YcpQHgjZqyXkpnNh1AF8VVSYpWU5jnh/cNELGaG86pUROompar1Wq1fLmeOvFEemGfOFjOreNkHsVX1dhwwwUyJSVIyI2JSNTRSSyLkeVAhlEQAiyhjs4QwMRtIFW8wI7MkNJ8nIyyMjNGkRETZAFoS3iRGRMxLLSlMlkRI1fzsAGbCuRQpJRFSnYBsIsARylmJMMPVjmuRucxXdF8L1lhEWFxVJUpFWlg54ZAGIjEtaEgBj0xNR4qghqd4CXdOUQuRKdK8qoptTBGvn61LxJmNRkeMfrr5KTFH5DsG5qPttOyj+fz8xM49LVtYffNeKpsSKSDRZlynWoye4pLo1TVDgxkp01K0hgAtoU18Cq2t/YYNDn/+p7nWsJ5qpOBmPp4ckfJOEXo69GfzqykchORiyyErHEk0e4u2mgkuz9Atf+IZYZ9Z69s1PDomIk60obTNOlwmoBup5SQppks2LhuHjuHZWwnGMqKPN69H7lAxMhbSDfwbF8YnTOFgBi9IScj3+Tj0dEXJjCpNs6HKSXZ4QwkHX0PDwdsbFmy8AzNj9rcqeq8NtuZKXSfm2adAiOri5KmiuF6fYYxaNli/Ae5UL+cQ+SCeuLCSHPDVjTo3D07TJDPo2ziOVVUH9imROp0Bo/6Il+K3oUlMNXjYHon5ktf4XLFBepaD8rJOQ9dfPz5v1y+QEhlElIqa3c5zBJHZFDSKQzjmRNmgxu9QSUjUMpktEk5MeUUIfyjzbKQ3A0YeP/0ELTlWzAIV/VywY+V6F7apZtJl/FwKEAK7Vn6LCB+tBsxMeZ4DoiFjmnRkZqimzSstc+YZmohoPq7QiCnhT8RMpmaE5ixm0tnImZU0KkbKNtE8EDOzQazJWG2Ohm1+yvxoo9lBmBebzRZ8cbtIRCLz74tTQFGv4g+C2q9yc9M0lt5xLtpLIjyOQGpzuMRTjU1NmVhYWMSZwby8vwxuMtxgLypujEuZxlb0zIxtJi8YIIB9e9IeI/BlI2PESkSSJFVsJFnJKE95mEadcmOUiVUSYeucWkkAsbk3RKHkaWSzz+8KbAYBg6Pnwob/nyYthxKysWXKaopEirIijIIcGJki90yJiTWT8VKJMlOEI84FZrhsDNmg5dguNqP4LvLVVajiiv8cmG/pujYVleEFTFJ5uQFZJPSwo3J0uVz++uuv0+nU7FpVzQGVI8rEqooLYrSQ8cvnn/ttzNu3ZdHvkz7MiejFew6elx3XH36++F8ObVGRjFZz82nEbTu87qKS0JtLIeCPi52T7qapTONZh3mtFD7z4tkUSAqgv0nnEZHJZhAOEWxR3BI2GhFnVV5R/lmYwhNXeBSXHF28hTuMrZTLBDZ9NC/5xcHP9Uc/eyv4ILzynpybz+PPzy3vM+GQgknh1Z5RMGgtk5sBJbwnRlW7/k4fim4P5N2gXDG1vJkVByeUQiLGnrzCWWLnDUbMTyrmToCnyVTVLDMt4a2TdPPzAN9bCeTgbfzu2gjwP98fc4Kg//IeoaqqvPPQO1NQ7YaLJCJWKnzxeQFK5tjEqekqGif6rPnxm+K8LBi84UT83mgRuGdZ8WE38v2SRnFFmwE35Z6oJM/0dQfVr1T2YfhvN6z6HfKukCUsAcdrPhMnDiJlJ2p5CQ2ZEaFHnBb8Jd38kIw0otgG8uI3G/yN9/PaOVqyrbTVbf/vS768FO4NN+P9zzLwDOvxe1v3FtvaOL38ye/m6VPF/oQ//viDiIZh+P79OxHtyjsyqBz2ghbTl0L7/PTNo/0em63mdnq+kJjbda2NY8YIiwglNnwwnjOy8rzelzP/h+sfUMlKuwOX4K5yHHXZ8up113XoOkPdehxHw27AIiW+qY3Xjllk2yaXtJlNlMs4+/LNij3PN29WG58bmffP6P7PxPWa6/McZL0fEHmimOP3mTjF/bfByC9VwghGazosiwUQ6/pm/+zZB1c5Ds2rm3UGZHtNkwivUTPj+LJutKE1RywYsGCTtl5n+NPWa5Bg+fyGuAc43szMpqt5xs8bMMXnWPmNAsmvnKPfSRGHPFRK6f39HTr148cPDa/z4rAl8yWtaL0jaoGeNTQv5mF+/BI10xOoPc1T4+riNMxsGbKsV/MLtaL/L63xAX3CvwvcPHnnN/+/jBFB9UPAKXwAAAAASUVORK5CYII="
y _ { 2 } = 3 5 x + 2 0 0 0 0 ( x > 8 0 0 )
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAeklEQVR4nGP8z4AfMBGQH1WARcF7xlkMDAwMDBUmOBScZQiF0C64FLgI4ldwzxhCvTdGEmRBYu8J3cPAwMCwR0kQ2ZX/4eAdTCjtPxJAMmEPAyRtuCohG4DkBpjb9hjjUmAMNcgFlwIlZAqLgvcQmdWoChhHEy29FAAAzRkvxG5cRqMAAAAASUVORK5CYII="
H
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAAA90lEQVR4nO2U3a3DIAyFD9VdgBVYwSuQEXpHICOkI2SFzNARyAh4hGYEOgJ9CAb6pyrqy5Vu/BLZmA+fIysq4bs4fHl/B/xTwLVTSqlTLaRtEYl8iiMGKWwFDAjr55ILWyXMRwIAizkXfurZmWHtJwCvHRbLI2DuYWBemPZ7dM196MeGLMVjfKN6wlQTD5+9Exdlgt4NDfXETaL7s7P5YVNGlxDAwh2WIPNxtsgYAPrKbOgewEVt8WAEqj7fPMGdG6twswJmFLtlHy7pdUTtnvcgGisFARgKKYRPa5RSJD35iVBaBRAIaO1+T3AAyJdc7X/lHfAnADdAy34WJSJveAAAAABJRU5ErkJggg=="
\epsilon \rarr 0
"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"
u _ { 0 } ( x ) = 0 . 5 + \sin { x }
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\begin{array} { r } { \overrightarrow { y } = \left ( \begin{array} { c } { \frac { 1 } { 2 } \sin \left ( \theta _ { y } \right ) \cos \left ( \frac { \sqrt { 3 } } { 2 } \phi _ { y } \right ) } \\ { \frac { 1 } { 2 } \sin \left ( \theta _ { y } \right ) \sin \left ( \frac { \sqrt { 3 } } { 2 } \phi _ { y } \right ) } \\ { - \frac { 1 } { 6 } + \frac { 1 } { 2 } \cos \left ( \theta _ { y } \right ) } \end{array} \right ) . } \end{array}
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s ^ { \prime }
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k
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"
{ \begin{array} { r l r } { G ( z ) } & { = ( 1 + z ) ^ { n } \sum _ { k = 0 } ^ { \infin } { \frac { 1 } { k + 1 } } { \binom { 2 k } { k } } \left ( { \frac { - ( 1 + z ) } { z ^ { 2 } } } \right ) ^ { k } } \\ & { = ( 1 + z ) ^ { n } \sum _ { k = 0 } ^ { \infin } C _ { k } ~ \left ( { \frac { - ( 1 + z ) } { z ^ { 2 } } } \right ) ^ { k } } & { { \mathrm { w h e r e ~ } } C _ { k } = k { \mathrm { t h ~ C a t a l a n ~ n u m b e r } } } \\ & { = ( 1 + z ) ^ { n } ~ { \frac { 1 - { \sqrt { 1 + { \frac { 4 ( 1 + z ) } { z ^ { 2 } } } } } } { \frac { - 2 ( 1 + z ) } { z ^ { 2 } } } } } \\ & { = ( 1 + z ) ^ { n } ~ { \frac { z ^ { 2 } - z { \sqrt { z ^ { 2 } + 4 + 4 z } } } { - 2 ( 1 + z ) } } } \\ & { = ( 1 + z ) ^ { n } ~ { \frac { z ^ { 2 } - z ( z + 2 ) } { - 2 ( 1 + z ) } } } \\ & { = ( 1 + z ) ^ { n } ~ { \frac { - 2 z } { - 2 ( 1 + z ) } } = z ( 1 + z ) ^ { n - 1 } ~ . } \end{array} }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAABB0lEQVR4nM2TUXmEMBCE//CdgVRCLFAJVAIWaoFKAAlXCZyEIAEkXCQcErYP2RAC1/alD50XJskkOzv7YYSfUf1y/ocCY4ZIXsxSKiQCvBIrBXKJGoCF5mmJBWcBCLhScImfNV1ML9w+ATtuHjqukbQ8tHgdXZH250isS+5cPKJYyZ0mCZRFkyGohZs2A5O6rXRFEiQE7E6QwhtyDEFZpReXFRiCBYZJk8lRz0A9XpvOg6u7wjYiIj094Ebx4HzRRBS0Tu7ei8ijH7XJmfedwLZyxEiXpxnWw4D2U62AsKWTsU21AibNpHxhJzhjeA28fWw5dMnQMxxmccYFcM3Z5Abzj369b/EFGWMNgZ+JtLoAAAAASUVORK5CYII="
\mu _ { I }
"iVBORw0KGgoAAAANSUhEUgAAAEAAAAAgCAAAAACH9iFYAAABLElEQVR4nO2UwZGDMAxFX3a2AbfgFtyCtoSkBCjBKYGUACXEJeASoIRQApSgPZBkwWN2mMklh+jAoI/0RjJ/fFBei68X+z+A9wZMO+UtQBPzel/uA4R4zIhnEHNJVM3FaG4ZVarMp/wEjdiMOjjAFMkIC1jn8Fo7vIpX1baQQm8i9X0qj3hVvZrVBKsVWvz8oFVVHZ0bOxmffHsvWu3wnT9EAEz9c5pa80h7B4BjWO73r5FcHe2z/9GXOCEPMPeqxofmKfYyc3CbAAMQAekBKI9VUQboTxGItgGYFkMBqzNwPgAEKwE4x6HAUTZt6AUGLhVAarG8kezqpO38U+YkMVIeoNdikdR+kVTVunIDoHX7994t9M4nhYeta30yWXlIPb4J2BtvfKV9APvjF/8DjpaU2cdaAAAAAElFTkSuQmCC"
\mathbf { u } ( \mathbf { x } , t )
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA1UlEQVR4nN2TwRGCMBBFn44NbAu0EEtIC7RAC1oCLWAJUAKUkJRASjAlrAdRAkS8Ou4pO3nz//7s5KDs1/HL/Q8C/noOa0Ln6g0UuioWnXBZAwuLGDGbIVK6gfuugsfKWuCUNgMG4i1am7dw4LQRoM2nqBFtpB0LbB4oqZw4VfsJgNo4VS2osik6CKWBGNLXSACPxMsTzKcwMKqqVpjU930amayXC5ktBigBfFw4zArVtOoaUe0zCt1TAI/BD9td+NeqI+Hq+23MbhoBIdDOIxz+4mc9AJY4LnS7/jh8AAAAAElFTkSuQmCC"
_ h
"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"
\left \{ \begin{array} { l l } { \mathrm { I f } ~ | F _ { s b } | > G + F _ { b } + F _ { d } + F _ { a } + F _ { h } , } & { \mathrm { t h e ~ p a r t i c l e ~ b o u n c e s ~ e v e n ~ w i t h o u t ~ j e t ; } } \\ { \mathrm { I f } ~ | F _ { s b } | \leq G + F _ { b } + F _ { d } + F _ { a } + F _ { h } , } & { \mathrm { t h e ~ p a r t i c l e ~ c o u l d ~ n o t ~ b o u n c e ~ w i t h o u t ~ j e t . } } \end{array} \right .
"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"
\mathrm { C O M M } _ { r }
"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"
\Big [ ( \lambda _ { i } ^ { 2 } - 1 ) - s R e P r \Big ] \Big [ ( \lambda _ { i } ^ { 2 } - 1 ) - s R e \Big ] ( \lambda _ { i } ^ { 2 } - 1 ) - R i F r ^ { 2 } R e ^ { 2 } P r = 0
"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"
\lambda _ { c } ^ { \mathrm { M F } } \left ( \alpha \right ) = \frac { \alpha } { \alpha + 1 } .
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1
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"
5 3 \div b = q \cdots 3
"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"
\phi ^ { e }
"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"
b = - \frac { \sqrt { 3 } } { 2 }
"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"
T _ { p }
"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"
( n _ { x } + \nu _ { x } - 1 , n _ { y } + \nu _ { y } - 1 )
"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"
\operatorname* { l i m } _ { d \rarr \infin } \frac { N _ { F } } { N _ { V } } = \operatorname* { l i m } _ { d \rarr \infin } \frac { N _ { F } ^ { \star } } { N _ { V } ^ { \star } } = 1 .
"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"
\mathbf { e } _ { 0 } = 0
"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"
{ \lambda = 0 . 1 8 3 G e V ^ { 2 } , ~ ~ \alpha = 0 . 0 6 G e V , ~ ~ a = e = 2 . 7 1 8 3 , ~ ~ \Lambda _ { Q C D } = 0 . 1 5 G e V } ,
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAOElEQVR4nGP8z4AfMBGQH1VAMwUVQnvwKqhweY9uxH80wLAblU8LXwjiVbCngmEWqgjjaJIbOgoAzWElqAaM0/4AAAAASUVORK5CYII="
_ 1
"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"
m ^ { \prime }
"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"
\partial _ { j } \hat { \beta } \partial _ { l } \hat { \alpha } - \partial _ { l } \hat { \beta } \partial _ { j } \hat { \alpha } = k \epsilon _ { j l }
"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"
{ \hat { V } } = V = V ( \mathbf { r } , t ) ,
"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"
K ^ { d }
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"
1 2 \times 2 = 2 4 ( m ^ { 3 } )
"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"
f ( k ) = \frac { - k ^ { 2 } } { 1 / V _ { p } + k _ { e } k ^ { 2 } + i k ^ { 3 } } .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA5ElEQVR4nM2T3VHEIBRGT3ZsgBawBCyBLWEtIZawluCWQAtSwlpCUoKWACV8PkjckCC+OX4vDHDm/t9B9HX45f/vgMvxYSiKW0JScqt7Uq0DcMzhmgJIkkzDwpgknfBqiXImODeBJYsZfDfNN3BdYMbtwttYaHvg7tuDrd7jDO50AzYxxme8uaBSB0kjSAoltYBLkmdVB49JyZl3SdKESZJewwoYwRo7LfRi6gYkjzmXPk1Vx9BOL1VXGgOTq5p2JurjJ8AQAZ4eARj2e5Hvs3fEfP3y1BiByYJdcmpYqPV/NqujT/VDDHcIeFsuAAAAAElFTkSuQmCC"
\tau _ { c }
"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"
\begin{array} { r l } & { C R { B _ { r } } = \frac { 1 } { 2 \gamma L } \frac { { \lambda ^ { 2 } } \left [ { { { \left ( { \frac { D _ { T } } { r } } \right ) } ^ { 2 } } + \frac { \pi D _ { T } } { r } \frac { \cos 2 \theta } { \cos \theta } - 4 { { ( { \ln \frac { D _ { T } } { r \cos \theta } - 1 } ) } ^ { 2 } } } { { \sin } ^ { 2 } } \theta \right ] } { 8 { \pi ^ { 2 } } M ( { \frac { \pi { D _ { T } } } { r \cos \theta } - 4 { { \ln } ^ { 2 } } \frac { D _ { T } } { r \cos \theta } } ) } . } \end{array}
"iVBORw0KGgoAAAANSUhEUgAAACAAAABACAAAAABe5SpyAAAA/0lEQVR4nO2VXbHCMBBGDwwGYmEtxEIsYAELvRKwgAWQQCVQC0ggEsrLhdl+m0mHF57IWzZn8p38tZuZftuujP+A/7bznenPda4NIGXqpQKWLb2Ks7QjYK7fdNj3JCuQe8AEJF9Qhyy1AIhjkJwA8wUF1DEAo0q39qH0gOCgqzAtKQDkRUEixpAgQF0DouOnM9yRjdRlJkhzZxW1hgmWQHQU4I5cpxZQ1oDuDOG6oEenRyXLbCQQAE1YAOHRKNByXEgWlVbJeBLRoSjgp7wBt17ECNaNmGAICS7iAfbQBP9wBjiHcQccYYjjb6AYnBrj8+tDmmx/sGgIm99P7VvAE9wAkxYc7g+5AAAAAElFTkSuQmCC"
J
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"
2 + ( 1 0 - 1 ) \times 3 = 2 9
"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"
f ^ { - 1 } ( - \infin , c ) .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAjklEQVR4nO2SQQ3DMAxF02kESqEUQiGDEAqlMAql0EEYhVAohVBwILwe2oMt1dl1k/Zv/n6yvyUPhL5uH/p/4NTdVO3VQsyWQKnmjRKTaM8AuQA1PF1gGgHGpD2TYTmC+BkAWMPbXQEg00wPkLjQAyQVqD4g8waYHYP+yfZI6pqLK+Jhre6EK33Dw/wEsAPe1hFEt3gNGgAAAABJRU5ErkJggg=="
^ 2
"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"
v \approx - 1 0 0 0 \mathrm { m / s }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA+klEQVR4nN1TwZHDIAxcZ64BWqAFWqCFtOArgRZICW6BlEBKsEuwS8Al7D0QoNzNJN/M6YNgl9WsBBPxOi5v8I8gfMl6WGACPIBzQ4g4rCAkSYaZHIbNTrqlIpWwuEISaz3zgeRu1kGQjal4NoUkky2d4EO9KQKLEiJIZhSOSFaSjF0I11nhxeaWukjyAuDulO+b9S31D7GJPATWZoVkhCjo+J6HnNOdbAW29HIW5222atcJZy9wBkXfrBDcJiePuxbA4cVFtK0F2g8LsjSqmFRHCqtwBt9nkZ4Aid3kTuA1/CXIBCuhtOehCsiAah9MPvA7Yl2mf/GzfgDKiGEzukyEoQAAAABJRU5ErkJggg=="
( 7 )
"iVBORw0KGgoAAAANSUhEUgAAA2AAAABgCAAAAABeEU7lAAAVUUlEQVR4nO1dPbLrLJA999UXTNVEvCVwl4CXgIPJJpGXIC0BLUEKJppIWoIVTSw2MFUmn8REE5sNTBUT6McgyZb8r/seJ7nXtgSIo4amu2m+LAJuhabnf0GvXBiwSryTv1+vLf7PQ7r9/irPHxP5uaYE3IF38xcE7EZkdex+lPxTDQm4C+/mLwjYzWDO/5IGDfGn4b38/fPi8v9wyKj9W2kwkdP4+uUBK8Pr+Qsz2EOQzXCYbklRsyT/cGsCbsXr+Qsz2CMwigNAmosMiJSnfQSsH2/gL8xgj0ByAsCUNAOAIGA/DW/gLwjYI2g0jMo0mnywKP40vIG/SQEzL6jo5+JKbzSU6GbkK9cygQX6PHyWv1+A2pZQW3X+rtoGihwk6aVftGnHPALA5KCY6M1XI9A3g8/y9wswUsPIMylJVZOr9+g3vj4rwJ5svDfWoHv+quEnRgmYhIFh3Jsvx830Bf7eyd9YRUzM/ipBavu9+a4Atf36Spc3xEgAWuYXBwetF5f1ZojYmRPKJIHcNYOianQKWsjNNhF6FSriHH2BvzfzZ20NYWvUtoEgJ3sNp6i2e4biEB/tKYqvXuuCorb2IIBLF/BicVlvR8QmvyaH7r/DyVpwa4e9+QbcRl/gz8E7+BsKWI2Zfir21toTI8Jaa090cUVRdLLWWkw/qrUWx8VlvR1HiIlvD97T1801nxWwWfoCf2e8hb+hozkhXbRIOZzyIwYAmgMgxUYCAFkeybUHAMiL0/Cqo/ponMfj5qnI/bSKsPozfYE/Bx/kbyBgpe4JqoY16j0AkJIDUFGVFIBZ2qlSGhYDUKAmV2CCAH4EWBMVpqSBKCVoNrNQfypMrgwRrhdkGJvGy7wY3eYGrulScZWLV7ZyARz6/ib+5gn8IH/+pMix7+a2AsC+brAXFGh0gBOL6loUNgbfF/xwYWK01tYRACqaJUFBmoJjZHxva8KstVZAHO0+arQatrfW2ppB8MIeCLPWHvjBWnvgnHNrLeec84O1Becjdf8kGhVA8A6ibRnvn+fEXbgNP5DCZqC2r9JvmbXWnoCZtU3/2J9UER36HuXPo+8B/p5Fn7XWHgUFQMVhoPDNE/g5/nwBO8HRpClczbWmyJq2Ch7V1lpBSXRFvmKIoz1GaBeSvCmYgZ+stQIHa0VTvMDBWntqO0CAHay1ArVtG3Wqm5V1HQH7k7UCZD9Q908sa//LALav6zqjTUX2xET/ExF1TcHrfQxkzt2UWmuL2tquSq9lDdjs4qbrpw8KmEffY/wN6Lufv2fRZ60tCCmstTUfWFqWEPgx/nwBK0Dcqjy+TtHyFbG1WUsnb1fFtCkYTT0CtT0R2l5hrbV7bttPorugf8666dC6MfMI8EFdLgtox/ATA2soou2PlB2ttRTCWlu4r16ByHnm2g5a1iB2LrqKTwqYR99D/A3pe4S/59Bn7QGdvMS+QWUJgR/jz/eDea4AzgEngJ/ssxs0z6rNdcCgFACjGQAoMN78HUaAtfsGoCCahtyAVPe6swQaTZzUROUAQEQuAaAiNQWgwQHEwqlADtMyTMWmEfwA76zvyXmEvwF9L+VvEX0ASvC2kox45S8h8GP8+QLmN0IApfuNZ3SZgW65JU0sWBuorJr+05LwQQRY2xfaNPHNkiwPvJRl1K+oFUj7P4lQAQBikgCAKggA2W5oFT0lUioQ6RE2FZtGbpP5z2DwDj3A34C+V/K3jD4Auo8qJN74uIjAj/HnC5jxxgLOgYtxXDPoLDSmCfRqzbvN/IG0+dmJAOuiwloic3PNnjMwUFU4k2nOfUq7LmVaAsjaN6RhkPSjuZQaRg5632lZCzZ6fVcIn75H+BvQ91T+7qIPAIHatRwIxwC4jMCP8TecwbynLwB5p3sgOxwAABUoQz+mKGgAaRVngwiwNiqs7YQ8j12Chq6XgULgagjOlh7WxVEzx8VhRoVlHCTLvPHWa9kZnw2hNdLD5NsyoO8B/gb0PcTfs+gTBNXmO60GPCwm8DP8Xd3RTOMS+Z2bZJpnyzWavWyNS1MKs4VGJgDQIt0QIhIw9FFhUGBbaBRebgTiadNy8BYZd+XhsCXPY+X5bZzYUzcOQfNathaorfeR1wvueYA/n76H+HsWfaxOJXQORJGn7K6bwOspA0QJaR5wGaoccQRA66ZLLCD6VI9xrChBs2lbtiOeZFE0zgUZl2kfIV4q4q8l3LFce+Nlewt3Vvqj9fAUP17L1gLmS9QyUh7kr6PvQf6eRR+rtZTSoKriwrtrzQReFzAal/ED8mUSExeaAtLxmvsLm0a5V6TpIwU2UiEAZFpuODHQKaQiWXeBGfWgchiSGPevdkrv7lbtV15pfctWgxusPmc8xp9JTFzgcf6eRh9oHEOVJcqYjQj0i1sNgddTBhiJB6JHzFbFxe67hMnjS69Ho193UWHV9MhM6n2klYJRihfHnuvNdrjAcDRAqSYYUjh/2d3dCdiwtFXEFj6Ih/gzWxUXeAJ/T6GvrNp/WFE0boABgaPi1kHg9Rks1xMxkhNDDwCjzGCQNVuVCQgk//Wv4kK+uS4CLD5/Sie9NVEEyO1ATWJsOEQ52kKOiSR37hKsvVublkm/tHXEFjrQpfdxWQa/R/hr6IP430TiUf6eQJ8+h+byRn0cEDgobi0EXhUwU5Kp7troesRQmsdEJZmjX8sdPTCAFfI/L4aU0uzyp3k0Ad5ut57NaLlsf/ZGMnd5sO++Yt7nO9vycmg/aR9fImCP8NfSB/o/x8sRwQ/xdxt9NK+i/hvCMSLQ5281BF4VsNyIqSl/PPQgzYsYSHc9cybPRQYAJrlhT8Qt6AK8CdWdDcvoTq/IUxTOZNX9o3oB6+7uzB7957XiHiPH/fytjz6KpPEYwOSN/8EjcLX8+QLGlOss0CWZnGL3o29kzmMAWZkc22++DfJ2zH3Wcyso1yKmS9M0hJcdQzmgOKBlqWjBz/d1Q195Dgbo726ds/3ny3jrBoxx7QuMHD59j/C3RvrMVggAZa6LaETgavnzjRx+QEluBiYoBQAyTfzlAICq7QSuu6Wow/RzbDnyK4X57TiD4s6PKFpTb7nJgfTr6+u7ZMXR8bywLj9yApSb0r+7tVbFQ7fyAOpZz/FKDOKBHuBvffRRcozLr+32K+XHGCMCV8vfYAZzLS+6pP4AmOga3VjhpDghrHcv0d6e9PRz/fioRN0qL1SUGQEQT4+1Zesrha+Ut3cb3U4N+roqZCa8B6uDR99V/nz6xvytjz56QpYp04a8YUTgWvnzBYy6FoEcvgaflHsAiCvJgPK85uY1euX5jQFfRnd1CpmOt6v2l6ViSrnq7u7G7nNpF4qZcsvMQAJAt5M+NaZIiWKdmCvWhTERPjW2anK7SuPRd5U/n75P8HcXfU5HDQj8BH9XCez481XEyNlooErPUCq3JY3aW6m3YXFJ0M4LcDa5k1pdjGk123jSnKTwf5sSQNUuU+bykt+Tt1zutrv+jRelTrNs365szNYAlGkuOZPJrtHIdJqkMk03CQCY5PZ33aXvOn8/nb4RgZ/gb0jgNH/+FjNnlzwHFz04RSdUp9GOOWtpuxVOTGbvuReHaxkJrHC2x1txqV52YeucwL8Dmc26HbttaZeqvG/LOXe30YKerLWMW2vtibb7vC231vJDuxnwALq3dt9uT6bXnn66Qoe+tfP3GH0jArviLtT5Iv4GBE7xNzDTR1U3bio5jMRuExY1Y4HzG43By35D3s3jxGWwq4OrF4J20elxuHj3f/yblJIfiVfapSol7gk5cvUSCUEAo2IA2PlKBettClnUdyIRuyNuxJm+Gf58+j7B32P0jQjsirtQ52v5OxM45m8oYKxq8wHRUUtbpbIJ8ZKOEh8jKmUEwEh6y6bMx6AectAoQr1V9Uxp1V0hR26hjbGrRARAyukXp+lazZqOjpKbAxHO9M3w59P3Cf4eo29E4Hr5G2WunFMSoqkMkwKFtTYmy7SaZ+C4NMnCortnSptOXDkJpzdrVxmLiLX2QNqMFe2X3HJrD1GnIcXEWmtJl26XjXW56xUuoW8l/D1G3+j+D/E3IHCKv2EkBxflpPd/Wqx7ZCQviab1e3wNwwDvx+5eUFrC7gm88RQuyRJiZBYDgDr3oE61ZJ01QnIAunfHktvDVefpWwF/j9E3uv+j/HkETvI3yqMTX0yOfH2sONTvyp0cobAnujyt+vW7F5SWsYUrZOv1ZuyskY/uepl3IyO3LDqIc/I+Ya21jIpujX1jhdbO0rcC/h6jb3T/J/nzCZzkbxyLWKTbS+dzXB0r3ucoF7gS4H3z3fOlpWruQKBpuCPgxE5PAAApdvukDTUhjTP28sJ+Ca7QtxL+HqNvdP9n+XMJnObP2gMvfOtmfUHgHx16fijim0zXTm92+TFPsRUETpZPZwbjto5OfLq/l81gi+kL/C3BTfxdJ5DDWruIw67uCFG04kNqVoZujXxgwz7jXX5Qbrm1IjtMa22cTH59NwJ/N2EBf9cJ5MQOE49eB9vb/X6VewJWicZEodONGfYZb90mzXI4U+AJJjAT/XMzAn83YZ6/GQIb/l42APzlOMQAOKfAOCv6sQk7KCjl4LU9MU4m1LrjOxNwBwywgL8ZAhv+vp4eNx0wj1QtiABcdFHAJ3ADf7eoiAHPQkZHW7JGUHJuB2HAp3ADf0HAPoJCzzFUVffZlgPegeX8/RUqonYiJ37CxsmAPwd//AyWbr+/nNEmWUe2vIC/BX+8gGW1Z2SVTzZ9BwRcxR8vYH4MkKRBQwx4J65n9v3jICMAUNJAlBI0C3aEgNfiL5jBXDQnnZoqx47UWbWduz4g4DH8XQLWZmXnHDKLwWIVTB4Br8XfJWCSNzqhwmSqtICAZ+MvE7D+IEYBAD/gXPOAH45FAvbZ04lvxZXWtkZ6bTgBYORdp9oFBCzHEgGrttclTH/m/PZLSC6msdSmOxORAUBuPn98VMAfjgUCllyPilPb7813Bajt11e6hrluTzZeM0yfD7pqJ6zmc57HQcACXox5P1hy/VwYk4u6yncFKwtqkitZxmfxNO+UINvzkFCqCnLXHMem+iUY20KjCJsPA16N2WDftDxefd9LEgFmq+MMgNncnIz2DJkqoaJYbeljaV8A7PRkEb/btGRf7BCifgPegjkVUeYz84kmAEhhJAA8lK31id6pbPI4AUUa+VJg51MzAgJeiTkVMSGdHlUOjdpRk6uq5ABUVCUFYB56a5/nnaJxPnH6d3d2WfXhwyoD/iLMCFip+3VKNZxXdHPc1HYXQ9J9UurYVEsTqJpcGTI8uOuJ3ile5uPVYPMoulRcpSs5Ijvgj8co24eX35WfD5kpAOzrBntBgTbH+UnwqLbWCkqiy6nND/xgiz6d3IEUNgP1fzg2abJO5AnZypYfVxMQ8EoMBOwoqHviwAnOSQEUbgr92jvFbRY16nPO/BOl1tqi9n/Yo82sf0u5l8DGuYACAt4P18hhyu137h21WblmiwLIz+obP0TziT8uoNIMQDzSEIGneacYQhxvwApwXoPJqjKIuXdAlHdKGucSzsqG7Kt7K51O9P1U7xR542nRAQEX0QqYLisNFkcD85r/kgqJMnYk7s7D2iQUyMTWYsmi6GneKRIieQPWgF8ATLn5ziGOh9Exm8Z73zkHLsb5LYeUGkaO3v/neqfYcHQICPgE/gHUBmSgGnZQvseo+IZ8PGtMJnMyYSV/undqDXGRAX87fgEGIMtCMGgM5POXzUFPnEWlU8Unwy8CAn4yfgH8KJBvNvmCEV8A8vGJoRMw4xj6aFbXdfD+Bvxp+AWAZsc61unv3axZkMYYrdNuh2pXdpttMKUH/OFo/WC8OBZRtfudXrcMGIkJJ5WZkhMjR7FVHToBY1FIjBHwh6N3NJN4f8xIvtlccx/neiKGdnImSn9XKv+enBK1aZ3Z+4uHCQNpsjNJug2rsoCfDTfYlwqhyqq67Og15ZT5D4yNZqI0L2Ig3dUTNsd2CSalYX5VEugN9eI3SzNifpN2xlQMkI0ck8mYe01CiHzA+jDYD8aK05VApdxMrsDGM5HMeQwgI1Mna7ZxHLosB7fJ3XbXzYUEJiMgrPlstgYAZZpLzmSyMwCg0ySVabpp6jDJvX4vNb/2DAi4F9Zaa0/7/XEqUpHBPZP+SMhEiHot4lFcbdyG2kZ9ML4T7Bu3McMcR/8Hy88RujUKa+2pqf9E2zB9brm1lrdnTh9A99bu25NW+4va+3E5tN8HD+foBrwM/wCA2hqAZwwAlHL0Nj/gKDfCn3MUA6BLswf0+ULC+mBD2m9ydCDbJZgeOd/MOdK4uahswrF2A6WQda6CLOpTRIGInZOvQGHC2TYNGpIHBLwM/wAwOxKjkhshCMrcPX2WudYLXVJffUx0DSCuJAPKswOa19C9pIz1NqObbIRGj9Zn6ixymlBA5YIDkHI6SYcEA6BZK/VRkp/bZ5ZLTRGMmQEvwy8AeXTMsmNG8t/b34lnJqTupo8c/gSWlO0WYULh7uGaOR+6aoOE1WiKkc43kiVpssuy4fcAFEnZueI+W2+/YAPgTYaz4ME8EvAq/ALAMgAQR0EkhDdJRc4GflVS1+gntyWNAMDo8QRA+5nL/e2/UQKoWsOgHAmYI3LaREVWHJsKlSPzOt1tTZOErcnTq00vHsQRsLH4BgR8AP+g33ZCspENnkSV7KQqBT17pZTWXY6L5lWW55ebxuBlI3Xn15xwgn9BYkSu6kZeWms94QS0XZSd1Tp/x5jzP9GCtoJudASAsgp8NFsZde9mmoCAp+K6DWTfmxHHy6DWpCiwt9Y6Ex+3tm6tf03ajR5FxHnWGSLpKPUG6w1/gsDJ78H7LAbc8hM/XUr9wc8Ps/fMnwEBn8Jc4tGNbvOOmpG5os0yuKuOY3tC42hOqvqioqa/o2HG4C80jTGD/MBbdMu6bb2tZVnspkNAtrJ/mMlGBQS8HXN5EbNt3iiOFw8iUVNbXTKSl0TTC/KlKSAxjBjpzPcqGf7iyTaXZZZMZ/PuxU5XIshXwBowl9mXi3LmaJWxtR0AxLEQ9QX52n2XMPkw501rsNTpxgwEjHctaOwZmQKfihDBuSUJCztfAtaBWSUyZhd/OlprizaQ4gYcIkTRMPrjEAPgnAKjhGvHNh6koJSD1/bEOGHjmJJj35Js4teAgE9g9vAHIFUXot53VRGbDX/gQJWFSNWMb82/6mKDAwLejQUCBplOHxCm8ioCf8cZQAmbr0UlbSuTyZD/gIBPYImArQApnZOwSokwbQWsDj9EwAICfib+Hwsq5ZwGZ0a5AAAAAElFTkSuQmCC"
\begin{array} { r l } & { \Big \| \Big ( { \sum _ { j = 0 } ^ { \infin } 2 ^ { j b q / p } | \Psi _ { j } ( D ) T _ { j } f _ { j } | ^ { q } } \Big ) ^ { 1 / q } \Big \| _ { L ^ { p } ( \mathbb { R } ^ { n } ) } = \Big \| \Big ( { \sum _ { j = 0 } ^ { \infin } 2 ^ { j b q / p } | \Psi _ { j } ( D ) S _ { j } f _ { j } | ^ { q } } \Big ) ^ { 1 / q } \Big \| _ { L ^ { p } ( \mathbb { R } ^ { n } ) } } \\ & { \lesssim \Big ( { \sum _ { j = 0 } ^ { \infin } \| f _ { j } \| _ { L ^ { p } ( \mathbb { R } ^ { n } ) } ^ { p } } \Big ) ^ { 1 / p } . } \end{array}
"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"
\simeq 2 \%
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"
\begin{array} { r l } { \bigg | \int _ { ( 0 , \infin ) ^ { 2 } } [ g ( \eta , t ) - g ( \eta , s ) ] \varphi _ { n } ( \eta ) \textup { d } \eta \bigg | } & { \leq \int _ { s } ^ { t } \int _ { ( 0 , \infin ) ^ { 2 } } | g ( \eta , r ) \varphi _ { n } ( \eta ) | \textup { d } \eta \textup { d } r + \frac { 2 } { 3 } \int _ { s } ^ { t } \int _ { ( 0 , \infin ) ^ { 2 } } | g ( \eta , r ) a \partial _ { a } \varphi _ { n } ( \eta ) | \textup { d } \eta \textup { d } r } \\ & { + \int _ { s } ^ { t } \int _ { ( 0 , \infin ) ^ { 2 } } | g ( \eta , r ) v \partial _ { v } \varphi _ { n } ( \eta ) | \textup { d } \eta \textup { d } r + ( 1 - \gamma ) \int _ { s } ^ { t } | \langle \mathbb { K } _ { \epsilon , R } [ g ] ( r ) , \varphi _ { n } \rangle | \textup { d } r } \\ & { + ( 1 - \gamma ) \int _ { s } ^ { t } \int _ { ( 0 , \infin ) ^ { 2 } } r _ { \delta } ( \eta ) | c _ { 0 } v ^ { \frac { 2 } { 3 } } - a | g ( \eta , r ) | \partial _ { a } \varphi _ { n } ( \eta ) | \textup { d } \eta \textup { d } r . } \end{array}
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAnklEQVR4nL3TURHDIAzG8T+7GcACFrDAJNTCNEzCRNUCFrCAhPapXEm45PayvJH+LnxcIRzY9XC+/wo+4arRes6+0Box31uHqA3Kfa0yVJgGSNCbAyo+iMkCcofVBBckC+wyowTqEBI0KFhAZVyAZAGdUQCdUYCuMuoJyQS7AxYRNDAzqH8NhPGyXlA7MZO/kxjXd3Te0y0P/36bizoBt7pQ3EHpftcAAAAASUVORK5CYII="
I
"iVBORw0KGgoAAAANSUhEUgAAAKAAAAAgCAAAAACwFCwpAAACv0lEQVR4nO1Y4ZmjIBB9e981QAu0wJXAlcCWYErAErQELMGUACVICVICljD3A2OMmCXZZPfyY98vecj4mGFmSN4Ir41f/1tACT8CH8Xvzy0LIXD5XCVXcJPA0B2D4piC0AwAwoErHv4ovUzBc82/RiHdBA1LRKREJKKBGSKiKKrVVM+H20zdifsEWjREkVeJHNGcp8iw8SsE3pskAehClZ65alczFWt3VzyIgsBj7eraL8MACTiIecgnt3qXd09XhzxJJr8aSH/sIevpND62RgHupA8CbpXKwnmBEkI3BamvEqE1JYFwLaQA4DyLPgQOlcQ5gA8piRdz2eISjoemmt6Plu0Soe2wFZgnSQ/0KTEURQFR2VUmEBHJZY2GXU2pcsKNTBLRCLVLDKbP9eRGNRCJiMgaomi0QH8psJk3QCTYWjtXVEIFk7YyXCFuESgh0sM4UjMQUSMvBUY2KxmgVwJ7lAshw0hEpKGvELnAPItTkgYPzjF1APimRTDrOgCYDlWzWlabYor4CRwAJNwVIkfW6hwgANQ9AGCqpQ9N6I5o3aJGDAenmO+q1OrQOcBzW251YSlQ/gqxg61LNVDpissUTSK72x9Ga+0ev8KwLDRn28msPX02I3I9mQc9uAJC2hkD9u8s27Bn8AcPqSUABFcVXv4IOyGWT7hHTe+8991frRnQLvayXd1yAdp41AKGiPpYCGABRhJRVGCN1XyxZcEuI5oR5TKjgdPZKR2yjyBTyek5wM7VJ87f7+ejlxPlMuMhZr+HbSO7ByqdYTUONp6rDxMpW/3pZGdEOcQ4lcwoHozyHgwaIiLB4pzla2LfgxuiT0eQormhcX0Cksf52juAjRcEEdFYEKg1O7vWbF99BqISveENLQLPBFHUAlDmMnJv3/3PQggQDAA845fEPr5d4L14+R/uPwIfxcsL/Adxm6Rr+FIpDAAAAABJRU5ErkJggg=="
E ^ { \mathrm { s P O D } } \sim 0 . 0 1
"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"
m 2
"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"
M ( p )
"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"
b _ { 1 } = 5 , 6 _ { 2 } = 1 2
"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"
T _ { \mathrm { K T } } = \frac { \pi } { 2 } \beta .
"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"
r = \infin
"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"
E _ { m }
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAA3klEQVR4nNWTWxGDMBBFL50aiIWthFiIBSzEAlhAAkgoEkBCkBAkBAnbH/Ik0/arM92vZPdM7r7SMN7b7UP8F8C9dMzrDpBq/b3Jq+inQyuBbaKnOF2cmJGQlpmZXatPXwqMAtJ5EldggY+zQAUwAjABBV0ACXhdRxBLCYwAvJPd4rgEKL6ame/kvAMtKuaBFYCq9joqoKYQcgCgqkAyTVlV+HofqAz0BVCWOExFFTZPshOm7GQXRsVsFYVzLF77ZTEaXRgFx50caXi0hG0/tE1SznZyXQGSeT+af/h6L6y9WuDBK7IIAAAAAElFTkSuQmCC"
c
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAArElEQVR4nO2SwRHCIBBFH44NYAmkBNKCJWAJSQmhlVhCLEFaoISkhFACXgScIcaLN/0ndvcN+z+DiOzr8GH+e0CwjWiWCjjmeatHUBUg0lOf5bS/wklrrwC2Fe1ty4MECVg3xaF3hYhPpYOcY4yDSe2Yb5B9wINDAdrXK0Z3EpcFNIAscXNMY169yw2TTwWARb8FlA+AL0BOkWS6Nd6Zc10BawdqKrX4/+ovAQ+eeHSHv7H1GQAAAABJRU5ErkJggg=="
\epsilon _ { 0 }
"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"
R _ { n } ( { } ^ { 1 } S _ { 0 } ) = 2 R _ { p } ( { } ^ { 1 } S _ { 0 } ) , ~ ~ ~ R _ { n } ( { } ^ { 3 } P _ { 0 } ) = 2 R _ { p } ( ^ { 3 } P _ { 0 } ) , ~ ~ ~ R _ { n } ( { } ^ { 3 } P _ { 1 } ) = 2 R _ { p } ( { } ^ { 3 } P _ { 1 } )
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAABH0lEQVR4nIWTW5nDIBSE//SLASywErBAJNRCV0IqoRZqoZEQJCQSioQiYfYBkm1u7bxwOcM5w3CoxGecvsSpAa7vO7cloRIQuI7GgYsp2OcqhSRJF3yePMo4o2iIuDwxdl/kOBPcWqUk6QWD9pEJ/aRli9OywhaZkI4JdckQGgDcbZ8Q8CYTNhkqAfGHl1nuxzE5N2eImGU8/eJTY3tTfGhZGezPkgb85MOFdhG/Z9suDMWHyFyhi0DIYi1dKQH9dNhJkrHFX58zjP/XSwkgvT1pDUQYsTaNpG792tTQBGimdfsWs4XQb9ybzIKjrg5ldAcET9Z6SHB0AKM5s99JT+Mkvcxtbrk1Busfd9dKUnXwN0NwzkLph0/4+nm/Ev4AePgUzcz20eMAAAAASUVORK5CYII="
E _ { 0 }
"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"
Q ^ { 2 } = \frac { l _ { \perp L } ^ { 2 } } { 1 - x _ { 2 } } .
"iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAAAAABWESUoAAAAvUlEQVR4nNWTXRHDIBCE9zo1QCVggUrAApWQSkBDJBAJsRALREIsNBLoQ8v/NX3rTPeFG/YbjmUOCjjW6Yv/Y2Afr0R0uU01EaK8iFvqEbIyICHtslgJQLMAzGsdAMwM4LGlo2AzkC65K/muDLAyKdQcKw3IDJxjIVKIFVBczCQDUeTsga0KwQC6zMAAFkM4Alzjt4Bv/QbwovVrgPEroOvfAKwfKI39dFc6T5frntqhVB6ZBOADQH/2s3g9AW8vvQhmSZGLAAAAAElFTkSuQmCC"
_ 2
"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"
\mathbf { P } _ { k , \sigma } ( \boldsymbol { \textbf { r } } ) = \left [ p _ { k , \sigma } ^ { ( 1 ) } ( \boldsymbol { \textbf { r } } ) ~ \middle | p _ { k , \sigma } ^ { ( 2 ) } ( \boldsymbol { \textbf { r } } ) ~ \middle | \cdots ~ \middle | p _ { k , \sigma } ^ { ( m _ { k , \sigma } ) } ( \boldsymbol { \textbf { r } } ) \right ]