(* Content-type: application/mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 7.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 145, 7] NotebookDataLength[ 673361, 13688] NotebookOptionsPosition[ 648892, 13356] NotebookOutlinePosition[ 649324, 13373] CellTagsIndexPosition[ 649281, 13370] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["QCD calculation: Webber et al. Sec. 7", "Title", CellChangeTimes->{{3.536036981997404*^9, 3.536037029033853*^9}, { 3.536052257002532*^9, 3.5360522778477297`*^9}},ExpressionUUID->"8343477e-0a3e-4b49-bed9-\ efcafee4c412"], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsnQd4FNXagMeu14LSe0dEpKigNMUuogiigiCIICLYQHpP3b5JNtn0TkIT BER6b2nbd3bK7mxPo6vX/l/Lzf/NToK52ZmYgd1syjzP+5xns5k9c86Z2fPO N3vOmT7zFk+ddwuCIOMgee5mBKFf2xQULwgpyQtMjDcpAlV+cxTKiiHcGBCK 15aUrNNoN+j0YQZTpBmNtlxffbnKGSiay375Hne+50Nozn+JxQfqjznaGBBY Mw9g/oE6H4wRJlb4bR9p8KHnAcd++eavC9Owwq8w3PnwJdj1DRTMWSRYLLAW 43eUuQGFadZrdRv1YDTGYhYRJlhMsFgjW8wiNrMiWEywmGCx5m4x0AorYJyA AFEYKAwCMTgZBIvd+H5xCREQuPbLd/vmYjFUZGJFsFhge3V9uJYVwWL1Y4oy AILFrq/84BRWAmUx8BdEYYzC4EsnWOwG9xvyEy8oCBZrKRYzROhYESzWEASL Bbb8XDEaXxiXMd845h3GknzL09RsEqr9cl118IVrv3y3DwzBtxhzreuPYLGm 2au3Nosxrhcsdn3l57qDFCiL1eZGesWmZpNQ7TdQx4Jrv3y3FywmWKw2XO0s WKx+mPuugsWur/xc2wf8mv8Gr+2bmk1a236Dez4H32JcvYdgscD26nzbX7BY 7foKFgusxQJVztpjA64p7Dqu7Ztar97a9hvc8zn4FuP6vUawmGCxpmMxvr16 U7MYM5bv2nB0zOcXUmbl2p4pFSMIxgvX19s0l/bhS6B6b2OtoZVMO8Of8Gag ytMIvR+kcF7B2cWcYNfe5NVbBrde0SYfLL0f1zyvoM//CpDF+LZzsNuT0zL1 lpM55+Hk0YcZ6BMpTKvdqClZX6TZUAxXAtDsuNSCikz/eFXA3FqEzfTh2n+w TICsx7n9Rj6EaRtndIdgMcFiDeld+W4vWIyB646xYLHWaTFUZGZ8BJ8FhQHw AqwhWKw1WwxOD2ZQ+jWL1T9PR7BY/fAdpSBYrP7elas9BYu1TovhUoyZp2AR mwkZBhYDQ2k3lggWa80WY9ZrMjZ4arBgsfrhO2JcsJhgMcFiDbeYPlwHzgJA SSAyJhYDNwkWa80WY3pL/6lV9dtHsFigECxWf+/KNatdsFjrtNiJL46f+OLY qWUnitYWgJug5cFl/zhzQbBYy7YY1wlZv30Ei3HBdyUlwWKCxQSLNdxiBxbt P7Bo35HPDp1deRqU1MDGFyzWsi3mf3+G6SXqt49gMb714msZwWKN0RsLFmtu Fjv86aHDnx48tvjIuVVnmJuKQiwWGovJ6L4Ok+GYjE4tctIir06Zd65tAykq sZilqFkarNQoNhvFJkgNIqNBZNJHG/TRRki5tvcVFUNlGLw2SeDjJvgUfJbv fpl8bjwNXstcX8q3nEzr+ae6KDgQBjguJomZaWc4LrooPd/ycOUfoNQE5fRh qpMaRCik2khjSbi2JFyvhe9v1LXt9f4p117gg9pInX/KVZ4a0AamRpHRKNL7 g0pNHKBmNnwFYMHIH66sOGCvr/8RYVJjNGqMNgUx5VlZfaTBh6lOyuRmiDLD a12EURuu04TpNWHaE8tPHF92/OSKk4XrCw3RBjgcJvhqROm58m9yFgvT0vgM 1ZAUqsaLmh0ZeKV8ZzeTUpyQWCxi38kvxwxytFhkOBNZUiDSn4soKQjXaKJ0 JpHvAiPCoNlQXBxdXCQqLBaXlEiKNVKtVqbRyfU6uRZea6QlN56eiyw4F3m2 4WmRiC6PfxqqfAKVcpWnqaVcx5FvPlztcCYcON3g9CyctD40ddIzYcVnwor8 05MbTp3ccMI/5doLz+NYwFUerrQooqA4/Kw/2qhCfzTRxVqJXiMx+lMUrWMF vs4+89aFVUl6sbGYI5+aetWlZgN9A1O9mN/VAs+rCE7bloRrWCncUFQcVgKX OkzO8E5xGP2m7+JH45/Cv1hhbWRAE87XMhpmDeHqUNHnvuuY3fxP06K1dVJW v+jpazx2QB907SK0cH2Lyiy+6149HYMwE6UjTLxSfhaT4XYZ6bMYfY1tVFgM sbg+DtepcFOizaAi4E9LHGlPcLjiHY4YGyFDLfGoSW0yJ5rRJNSSbMFSMABP xeHPgABZ8YJMJ1nh2p7vfgNVL77o4nRNCk2MhhWu7eEM4YUxwcgKz3IadLGo Lhbzp0RhZsNYJC8pkhf5w1XfEmUJH7SwC45ds6BRGPVyrVFW4o9JrvHHoNBp OPIvlpv8KZGZdFKTQcIC2M0fUJhWgWqULLDmDxRKDQ2nSGLQy8xGKQs6kYEV 1o3r2Z4LEDQrUGvmv0y28AL+hDfr2Z4V9p1GG3SR/Na6h2AN/nvtFiW8YCI4 LorXFbICAQgvWGWn8Ym+OIKFM+vOnV579tyGQm20nmk3uh0itBDJct2krQe+ FnMqbFYZbmHu4MlRNMFGZZa68y/8dPjPH/b/5/uvf/157//9/s0fVfv++mvP 7//31c8/f/Pjjwd+AH46+OPPh3765fDPvx75BYDXAeGH/f/mBRSDFa7tr+65 wsp3e79lhWv7YFOxrbxJ4c33sFK62csK1/ZcePLcrDhzHDzIdlEZbird6w+Z 4mIh1UGkkEQq7o81nWQFh2u2hpNM4MkUnuRoIGQSZU0iqETMH5va4g+ZiFvi CXO81R/4IvuDxdvweBupYgFVYP6YlJhBYdEpWdDHYKwUivUNp1ik57IqdIa8 YO1agZJILS+KwkvgU3TE6suWVnmEBt7k2p5rv/ARfyDKK4Kwbj0LXPYpWH22 aG3BNQ3BC/gT3ixcc44V+C8rfC3GWsgiX5hZsJGFU2vOnF1fwDQU03p0+4Rr GsdiLiVlkxNgMTr6k5nhq33+y+9+OPh7la6qqrCq6nRV1Slfeqaq6mRV1XHf i3NVVQW+/xZVVRX7KPH9GQj+e+avoPKf4//Hyp+n/mCFa/tg8/uJ/zQp/u/Y b7zge/XC92qEnX0/fr/3Z7j08ufqrp9Y2P3D1d3sFypcVzXffn2VB3u++3bP j9/u/rmBfL/7x3/v/u7HXVf9+X7HJX++3Xnl8pffXvzye3+ufPWjP9/u/PG7 nT/+ewcL33/5gz/f7vjh4tZvz29j4dKOf7NSln+p4VTkXbqw+cqlfBYubLrE SllmBSuVORdY4cqnNKOcFU9aqTe9DDIsz6oE4AX8CW9ybc8FayHLMypKU0vL U1jwJrpZcSc4PWpXaZKnLNkLwAv4E97k2r4itYwV+CAvYBf+ONVOh9ppT2SB UjucyW64HAKFgc4Kw4obORYDi2ESlLEYXLV+/81vIKl/H/jPld0/wel6ccvV b7d89+PWf/+4+fvv869c2Xrp4rYLl7ZfvPzlpSs7Ll/deQX49qur8GdA+H73 dyHhh6//zUqoyvPzvp+aFL8e+IWVX/b/zMrvR/4TEP7v0G98gI/89fvhKn9+ O/AnCwd/h4+wZsVVnj+P/cGHv/48VvXn0QZzrOqvo39VHf3Dnz8P/Z8/vx/6 /Y+j//3jSJU//z3ODn0heqzBMFetrBRwcJonZznyP8XBSQ74lpMrH6jyiZpL d+Ya/oTvTa7tucp5jo2zNXn6c5yDo74DcaJmdyd8fx7l3v4wBwf48d9v/vTn z31//rHvz9/3s1B1hC7Vd9v/bZSaj688CSKDcIz+aaxRLGaT4FYZjkvp3+MY i/14gA7EHLkVRKrLpCJNSgxXEvZYm11ptSowLBY1x5lQlQVVmS3xGJZgwdUE rsbgtSUevfGUya3hKZaAQxn8U67tiUSSSMT9U1sKZUux+qdc2wc7tSbbrMlk 00kd6U5Hut0/tac57GmUf8q1PVfqzHA5Mxz+KVf+HKnDlel1ZZT540jzspDu 5tqvJ9vryXb7p2Wbyss2lTY4BSrLci80kPLcysrc8srcUv+0PBvw+KWllXkX IKLxpzL/sj/n8y9fzGOHK5ap2HSxnA3WnfKlMu8SayBWTyz27bbvWbm8+Sor 0K/y4urW7yA3iEOvhajwJ7zJtT1rYAv8suc3f37d/dsvX/3y204Wft3xMys/ b//xly9/gg3+76tfAXgBf8KbrJnUk89/dv3GC2Z3dfh116+/7Pr1590sVGmr qoxV/z1chcUQx1acAIvRPyk2lsXwKDMpxQgZZpKYwWK2NA9tMX0VlV1mSbLT v+2KDUaxCTRH+J4ZYZAYdFKdXmY0yA1GhdmkNJljLOYYM7w2Kow3nuqkdP4N T0tE2hJRiX/Ktb1GDGj8U77bt7aUb/sURBQVRBQ0PC2KKimKKvJPeeYDlLBy NqyIFa7ciqM1xdHFN5wCOl5oojSa6GL/VBut1YpK6qbRWvh6slIi0rPC9/em c+HFrHC155mNhbxg/f0IOLehkBWu36FYf6wBuEZfcMH8lEbHEb7xGMzvO8wv ZQ0fxcE1CoUeQSdin0GGikysMOM6LGIzMw0QXjBjPLjmCdqUJCuOOIoXTpXd H3u8nYq32xJYoCPEEjocI1W2U2vOwBGE+jba72KWCCPoiZTj9BwTOQoW+2H/ fyAWIzM8pgRrkcRQGKnRRGih3dAooznSoI2iv5u+r49OL9ZDV2agBxoZdSK6 Q7vxFFWgJiXa8NQohRDS6J9ybQ9l1kr0/ilXPlzbBzvlKk9TS7nKb5KZDHJT w1Ou48U3H7gC1EqM/indHfn68Dop3/LzP5rs5WFNfehZgb2zwqu+9WBR4qwQ cVZMZfVP4V/mGNw/NcstRoWlgSnAtV/mv/5wlZ91iAjAlT/X9tcGKJpkcO6h 14Ypcm3PbNZAzL7ZZKy2YtbD94fxF0QZ0EUD8IJxGfOnP4GaBc+aCTM5kbVq ED5XHan648Bf1niKuZ0ITVe4oahxLEZEo2AxJhaDU4tK99IW01TZc8r1cThY DN7EFDh9tRBlhKgNldYcjv9N6Y8zFxv/m9JTkhVY8FL/kjAp3+355kMPmoVz W0Sf8LAlvAOtRH/7eOYT7PqGqv2Z2Ub+aaCOC9+Uqzz0JBffFKo6KfNfegK+ 7/jS/a2vnFz58C0P1365RnT/c/fYsJQJCqD7ZTpnJtyg54TyzP/62tM/5QtX CfnmwxVbXUeRGg4z6xwiAv9Zz5xriXCMwA/2004Zt9aeoabdWFISVqKLYr+K OJ97saqYvqMI3xSIXuEcoy8toL7R17P2TiNYLCRrYvBdgyJQa2tw5aOP9p2T vnl2sCUqs9BLnUBDhWhtkGC3c6DWAAn+mif81rKombbJvnZHneML5eSqF9/y cM0erenxTHVSk8zi667rpvXsghV/kTG9UD3+uq72rAvX9qGyGFdM1wgWq7N2 ByMyvhbjIoAW819jpMVYDJNYUBq8TmqREhYp5p8ya1gFL/UvCZPy3Z5vPnB0 TCKzSWQxi1HYkqnvdZQn2PUNVftDyzDtUycN1HHhTKUoKyaxiRVDlNGHuU7K rDhU+/gy5eSqF9/yGKIN/tDjhGlnmfQitE5qkuK0tvxSM0f+rJhrbgf5R2T1 WIw1K87lqtjqBXCtbRUoi3Hd8ePKh+9s6EBZjLmj6C8yvhZjAjp/AmUxpoR1 CkkvPNISLOZbsFfCgs9ZLPi++0GEtTAA3+355mMWY9e4kXyCXd9QtX/t9qlN oI4LN+ziMENI5Y8Y9TmLBZ/FUJ/FMOb09j/uDTsH2MvD3tuDQ8FZbNDO8sMs rU+U7MjoX5cYkdXu53kpLFAWuw6RcVmMa02PpmYxOOssYnMdkdVzJzBUFmO9 e6mL1LUYi2Fi0h9SRrFCSG1BhbUwAN/tbyQfi4i4Bt98gl3fULV/sI8LBzjm G0nbYJhnXOL+mKMwAF4wxxSXWK+rnJzlYR+QJjL7LIb5Y5KS/jAWa3h9UWn1 76fMSInaLqvHYrxGC3CNtWPvKgNnMb53GvnGboGyGNOedURWz51ALovxaufr gHV1LGYdxeZuMZsEx0WCxaqBng1gLHat6xMsxsA0jj+hshjHGDCMr8W46tVc LMaMQWJEVjuKae4W4xrT2NQsZpHRJ14dkdUTQ4XKYrowDXMXkbFY9d1F3++e LcJiJC6y+WOTOVkhJfagwloYgO/2fPOxSh2QEmIKtsGirZYoEo0kzBE433yC Xd+m1v6BOi4ckLjYgotRf0gpxgaORRNw+PyBownAYYXXkDMc6OsqP2d5MJHZ H4sYNUSDswh/TFKbP2YJCZZkzZ99p2BzJYHFEP4i47IY/RG2rKA3YIW1XgDr xubogFmMdR1IeiwxRz5870AGymKYHGOuoGqLrIF39mrDPMjMn0BZTLuxhBHZ NYvRwhWbmqLFANpiGOis2mIZ7h/2/+azWKk+zlIk1dVYzIRGmWwS0mcxsvob Wiul5C5K7vBPfd9xW/BS/5IwKd/t+eYDFrNKKV/3Rfo6PQwUZo6w8M0n2PVt au0fqOPCmVZbo24KwmK09b8pznU++yyG+SxG+Cxmvc7yc5SHNQUlGaMxAw1R JzVLaGf5pzUWa2D+KKm00iJTEHRQJsfpn8nqHfPJlT/0Bj4T1U259s66Pd1L R/N7ihzfMbp88wny8++M9OMaZSAyZtoXE5Iz6jGxplxP4KqJ8eumXPnwTbUb NT6RMRYz+KJscK6Zef4aM47X5y966n2JSHs+97zPYv8Fi9HziyWo76FsvJ+C ep0WiyLgGwov6EcfKsxUhvOHAz9VaauceS6TGi2R68wxFiLGSt8biSYcMrCS zfdBIW2ZafV9ML+0KZStYenfT3StnVbf3KuT/g17rQORsu2XKxVfGz1FNjDl yq2eduA15rP6icl+Kb961Zuy7pfrqZeBGsvKN/9APbWTqz2bRYpGolgEBsAL eMcg1uslWq20RCMrqsjzQuzz3yN/onKzPlyHRWNoGL2xKTz4s57hix9lJcT0 r1c1FrP/cOAHn8WcJrWpRK6psRgdcUB4VWMxgZbJ//btfxPyggWpXi2VQLUD 1zVzsMsf7P3yzZ9vTNEiQSMxPJygAZFF0RYDhWmlRRpZYXm+B6zx3yO/g8UM YToIjrCN9MamcFSwmEAjw7dXbC6EyiahIlDt4Bv9wkKwyx9si/GtV8gN0hQQ LCbQLODbKzYXQmWTUBGodrCIMFaCXf5gW4xvvUJukKaAYDGBZgHfXrG5ECqb hIrm3g7BtligytOqECwm0Czg2ys2F0LeLTcygWoHXEKwEuzyB9tifOsVcoM0 BQSLCTQL+PaKzYVQ2SRUBKodQtWewbYY33qF3CBNAcFiAs0Cvt/65kKobBIq AtUOoWpPwWJNkCZuMVxiBYsZ5KZqi2kEi/0DvOflCYSUkGslSL1uS61vSyXk JqoDr3LS6wBs9BGGmiIMumhtibioRFxQLDnHZTF6OQj+pboOi5ESuxCL8UWw WPMi5N3XDdLa6ttSCbm2WqTFyGjfEjoyyiy1mJSoPdPx48Efq3SCxf4BwWLN i5B3XzdIa6tvSyXk2mqRFrOKKHphWxmFyjAQliPL+dOhnwSL/SOCxZoXIe++ bpDWVt+WSsi11SItZhPb6cXnFQ56adBYzJnt+vnwz1UGwWL/gGCx5kXIu68b pLXVt6UScm21SItREnrxebAYpiAscbgrx/3LkV8Ei/0jgsWaFyHvvm6Q1lbf lkrItdUiLWaXOu0KN6V0MhZz53p+PfprlVGw2D8gWKx5EfLu6wZpbfVtqYRc Wy3VYg6lxx7jwpUkpiKqLWYSLPYPCBZrXoS8+7pBWlt9Wyoh19aNWQwFf/kw VVtMVAIiK5YUlOf//WQW2mLRGLYRxZlnuATOYhw4mN/FrHI7M7rDme2iR3fo OS1GPxTSt34L82UhZVar3AYEuxcSrCEQDILdazX38gsEFuaoMUtdWUQYGm2p 3yahgstiZBQNEUk/vNsgMmrEuhKRtlisLdtUWVVc9fv+3/XRhpK1hZYII7pB h4UbBYvVRrCYQDBonF6r+ZZfILAwR625WizKRFss2kz4ntbts5ihRKQvFunL ci9UFVX9ceAvsJhmXZElwmDZqMMjBYv9D4LFBIJB4/Razbf8AoGFOWotz2Ll my5CLPbnwf/Sb64rwiKNgsX8ESwmEAwap9dqvuUXCCzMUWt5FqvIu1RVUvXX oSqj2KRdX4xHmbAwPb2ZYLFaCBYTCAaN02s13/ILBBbmqLU8i1XmX6ZHdxyu MknMug0lRLQZDzfAloLFaiNYTCAYNE6v1XzLLxBYmKPW8ix2fvOVKm1V1ZEq sxTVb9SQIpSIMFpFqGCx2ggWEwgGjdNrNd/yCwQW5qi1PItd2HK1SkdbDJVZ DGFaq9hCRppsYotgsdoIFhMIBo3TazXf8gsEFuaotViLHQ2NxZi1O5h1FEFY 9kzH9T2ZJVCW4Vl+TkLePQq0SELevQg0a5izyN9iXHDlw9cLAckHLIZHmPBI Iz340GcxrYRGIzHSYxRL6N/FGIsR0WYsTN9oYxQFiwkINJyQd4MCzRrmLBIs JlhMsJhAqAh5NyjQrGHOIsFigsUEiwmEipB3gwLNGuYsEiwmWEywmECoCHk3 KNCsYc4iwWKCxQSLCYSKkHeDAs0a5iwSLCZYTLCYQKgIeTco0KxhziLBYgG0 GCWnLeaU0xbDZLhFaXFmVFvM5bOYVqaBN0klbTEiyuqQCRYTaNWEvBsUaNYw Z1Frs1jD0/otZo9x+ONQuhwSp0vmdsgchAzHlBZXhuPn/T9UaaqcOXZTnF4j KUblZlJOYBH0gzspkZ1r1nOoLBbybk2gWVN/b9P4++VbnkCVP+TdeyPD1Lrp zD6+joCl8QGLWcIMlnA9YIrQ66L0JSJ97VnPzDqK2vXFzJr2WIQBDTeZwk3+ KRZJa8s/vRGLOWUOUlptsV/2/QBWdWfTFtOJaYtZZbTFCMFiAi2O+nu5xt8v 3/IEqvwh10ojw9RasFiwLWYJo7XlD+bTVh3QGpEJFhMQaDj193KNv1++5QlU +UOulUaGqbVgMcFihGAxgWZO/b1c4++Xb3kCVf6Qa6WRYWotWEywGCFYTKCZ U38v1/j75VueQJU/5FppZJhaCxYTLEYIFhNo5tTfyzX+fvmWJ1DlD7lWGhmm 1oLFBIsRgsUEmjn193KNv1++5QlU+UOulUaGqbVgMcFihGAxgWZO/b1c4++X b3kCVf6Qa6WRYWotWKw5WoxS2uE1SAfsAweRlNjISKstmqLENkyEgrCc6XbG Yt5cpyXBZJBqQG2UwkpGk9ZIq1MasqdkCgjcCKHtLRtenkDVq6m1gwBDyE0U JItV5l+u0lT9dYi2mG5DCR5lwsMNZLQZj2CxFReCxQQE6iFUvRbf8gSqXk2t HQQYQm4iwWKCxQSaKaHqtfiWJ1D1amrtIMAQchMJFhMsJtBMCVWvxbc8gapX U2sHAYaQm0iwmGAxgWZKqHotvuUJVL2aWjsIMITcRILFBIsJNFNC1WvxLU+g 6tXU2kGAIeQmEiwmWEygmRKqXotveQJVr6bWDgIMITeRYDHBYgLNlFD1WnzL E6h6NbV2EGBoJN3wfKpXA1OAtpiPGotpgWKxtnLzxSotWOyvGouZ8XAjGYXy shj2TxZjhZI7KJHdIXHaJRRYzCwzOdKon/Z+X1XIaTGup2Q2NYRZ0gINIeTd Wh1aW30bpz2bzuxmLgLoL9bndgUkBfAIzAcdlxnEeq1Eq5WWaGRFF7dXQiz2 +4H/gzcNYTqbhCTCMSzcwtdizL4EizEIFhNoCCHvvlh73dZT38Zpz9ZjMb7K 4IdvBScciMCqLSYt0UqLNLLCi9srIBb7/cCv1RYT22BLLAyHLa9jR4LFGASL CTSEkHdfrL1u66lv47SnYDHBYoLFBFoqIe++WHvd1lPfxmlPwWKCxQSLCbRU Qt59sfa6rae+jdOegsUEiwkWE2iphLz7Yu11W099G6c9BYsJFhMsJtBSCXn3 xdrrtp76Nk57ChYTLCZYTKClEvLui7XXbT31bZz2FCwmWKw5WixUvUHIC9bK 6xXy7ihItLb6NjU4rRGi/YbKYthGzAKEoaYIgy5aWyIuKhEXFEvOXd5xvkpf 9cfB38Bi+o1aq8gKW5rXo1wWI0V4PQgWC21vGfKCtfJ6hby7CxKtrb5NDcFi gsVaHlxnXcgL1srrFfLuLki0tvo2NQSLCRZreXCddSEvWCuvV8i7uyDR2urb 1BAsJlis5cF11oW8YK28XiHv7oJEa6tvU0OwmGCxlgfXWRfygrXyeoW8uwsS ra2+TQ3BYoLFWh5cZ13IC9bK6xXy7i5ItLb6NjUEiwkWa3lwnXUhL1grr1fI u7sAILH4p3TtZHjdtGXUtzkQWIvhooamTctiwEYUFGYJM1VbTFQCIiuWFFze caFKBxb7T7XFxARsad5g4noyy/VZLFBPyeSyGNd+Q96tBQmLCGMl5AUTYCXk 3WBDAW1J0AanltAXWIAP4Cbc11E3MOW9Cw77cPmCr8WICBATDRplNIiMWoke 0Ej1F7ddoZ8vtv93eNMQprVJcNgSCzcKFmvKcJ1FIS+YACsh774aBCMm2lAN JuRlFuBD/b13HfDrEFlwLWaiLRZpBGosRqORGC9u/Ras8fv+P2sshhERRizC IFisKYNLCFZCXjABVkLefTUIwWItHcFigsWaDoLFmhch774ahGCxlo5gMcFi TQdoQFZCXjABVkLefTUIwWItHcFigsWaDoLFmhch774ahGCxlo5gMcFiTQdo Q1ZCXjABVkLefTUIwWItHcFigsWaDq2tvs2dkHdfDUKwWEtHsNiNWIyVa7Oe HVI7IcFAWJ4s128HfqrSBsxigYKrdwq2TUKVv2DJxjku8MXHJQRc1DGhNLy4 9kRFXvMBA9PLNT2LBep4Bao8cIiZK/BrxYM/4c1gt0Og4GsxUsKvPXnlzx9L oCzGgEdZiGgMcraKCZuEBASLCRZrPQTbYnx79cD0coLF/tECNQpjLiqwGpEF ux0CVn7BYoLFgtabNbX8m5rFuEazhAqu9uGbDzM5AvzFfJz5ZZNrGkU9MykC 08sJFmsAIC9zFGqKNAPwgnFZc0GwmGCxpmOZYOff1CzGNZolVHC1D998iJpb UpTSzvxqzFztCxZjCNT5E6jyXFOYIdwINDuRCRYTLNZ0LBPs/JuaxYJ9fEMF cy8R/HVt+BNzX5HvTIrA9HKCxf4JwWL1t6dgMcFiTSf/YO+XL0yo0nTgPKV5 5sOEdeAvR6wTgBe2mkG8gsWwpmcxTLijWG97ChYTLNZ08m9qFmNClaYDV/tc Rz7gMvCXM84FwItrs1F4zQcMTC8nWOwfLSCM7qi3PVulxeiZYqAwh9RWbbFM z28HfvFZzGWJRw1SXbXFYEeRhFPm4GpVwWKBzT9UFsNkeA3/8749xvV3zx8L UAzsaoitnVI12//9qVpUbxYMi3Ht8X+2UVqpGJsjzu6zmMcR66aUbpvCxUDJ aRwyxzXg/K8NS69SbaIaePVy12Gxa3sJUvr3+VB9VtQ5MRrZYrbWNNKerLGY f8r6PDI8uApryhbDHVISIOCMVeCezNLf9v+nSlPlzSm3xBMGiQHepBSQucUa hTplVvhIsIXVpAi29UJlKwbmVyGbLx5hjGORY6gChYOOK0lSybzvcihdzhgv 9PCwjTXGTsRYcSVhUVpgY0e8k4pzwpa43Ar9G6SEgoQNSKUVUmuMzRoHUDYV RcU7qHg7pXZcw54AOAHIhP6U4toYEjtgk9GpT6y+nlNhAwE5Ezze5PLytPOw UwDegfIwe6d3LSXLk8+7VF66r1PCTu2wXygnnMZ4LE6qSPgTCgNZ+bo+h0Pp cMZSzjgrncY4HbFeR0y5Q1npUF7wxl0FSmMvlykvlMnKy6TeCom3VOL2yF0u hcspd4LR7DKbVWolpThAP7ayGgyT14JDZOxHxJcDLrUAYCiL2IyKTOZoI8Bl MdjGB9rAlClhA1MoPxxiixIn4qy2BDtzvOjjGGfXReiN0SbCd6vZd2KA7h1W Ked5G3J9NBG4BMHVz9t8F0v+Kcn2PLLgQ1sM3ASYIvTaSF1RlLYwUlMQqQnl rGeFlbaYjABqLFb+2/4/6LU7sistKqtBYqqxGGqNMjvlpGCxlm0xUJhJiULH hcUQPg3ZfVGYy6Mqd8eXOuLd0ImRKht0a5Y4HEBl4DIcU/g2jqNV5VC7nIlu +JN2Wew1i9nhX9ATWhOpa9S4jBYZWM/HtRZw+KBcai/kBhtADrSAaIGSgM+J f+MTlh28RnenStqqsGsoJ4DGYialiUggYI/2RCfsEfKBDUCR9FWc0kIpzTYl DkEZqXCRCi8pr7BJL+DRlURUpS2ynIr0OsJdrnCHO4xyRdjAYm6FywUWk1Ng MaquxTCfxdAarsdikENtizEi4xmgccKUsIFA+cH+zIEG8FgSzgo41oBd5fDh Yn5M9F1v2DAx55kWcn00Ea7DYqw0irM4Y7HaFgMEizVxWp/FsDoWY276QYAD CoNeC5RhjacAPJ4EDHITbA8bgy+Y9xl3MBaDWIy5iUf7xfdZWiK0vxj+jsto 6figwzcaOwOIj9kAXkC2sCOz3GKUmmt/ttqGiU4AleAQatGRms+2dMerIogE KwNkQmcY74soFTZMhtsTcEqNUpAm2Kh4F6UqpeIg0LuIS8tJSblVXGYXeZ1i j1vs9IjtbonNrXC4IIJT2OG7Y5OTVhlRY7Hanf/1W4yUE6ScRWRcVmICt4bD 12K2BBu0G7iMvryRVQOHAC4t4HKFDs3i4DDZfI1JBn0mQvOHr8WsYoKVUFmM jDQTUbTIzJEGXZS+ONoXjkVpBYs1ZVqzxUABvmCKugYdEMVTjAuYeMqSiGFJ OJlkJRJJLAFHY1Hwml5srLGY3fc7FFyxu12xpc44D5fFILgDfCKzXjMavKOT GgxKI6qy4GoC9sLs6NrrOkDOUH4opCvJ40hyMdYDi8H7IFwmmoA3YXfQA8Nm WAxGqM14kh5PNBNqjEigiHgnofJa48ptseVUbDl9g1HhdcrdLrndKbPC+e9S Uo4Yyq602ZQkWAyMU0dhN2gxq4K0KuqKDAiVxeAwgcWgocBiIC9oXjg3oBn/ vs6Jqz5DmCsQwWKBtViIbMVpMWsUSkbTIkOjjPpoQ4nIJ7JonWCxpkxrs5jv dzHsmsVos/hiKybSYe7IMZERADbRq/RatdagNpgSjSa1yZyAgnHQWIz+bM0N SYfS44zxemLKQGT01fvf8rqmMwji6FjJF80xKQ28Y4o309kmmi3JFiwFA+AF AO8AaBLKvI+n4kQaQaZamduGAB0t+u6AMb/pMFJjfuKB1970Mneq15ZiNaiL 9Inn9OoiQ4LWEG8yqjBjHGmOseNxHhKIcRMxFAHnv9xCyE24zGiPJe2xNirG SsaAcQhcYflfbdXIS14jAp4Wsymt4Mc6IqsHWqN84GsxkBS0WPW9xBj6BiMR B3E3/ImZYyzQnmC3Wtc8VghvBYsF0GJENMZKqCxmi7ZYRbTILNEmEJZG7BOZ SC9YrCnTyizmsMhxxmJgIvrXkHgMIizAlem2pzkg3oH3IT4qjtCcXV9wYv3J Hct2bF+5bfeaXfs3fnNSdLwkphhVW6zJttoWcym8bmWpV1kBIqN/WfOzGKiH vm2lJuoAgZ49145lYvok/TnluWPRxw5sPPDNum/2rt27f8P+g2EHj0YdPS07 XRRXpEvUmVJNWBpmS6dAoyUSTXG0BsrJ3OoEyjIrINWJDPA+BJuQOcR0RrVB l1KoSTujSS3UpZTok4zGRNSUQJjjrRaI1OLsuAoKRpFqmzWJsCXj9iTcqrJY VTgZhxGxFjwGxZRmi8LEbTHO3ozLYlQMrcg6IqvHZcG2GHz9mSsB34+h9JAe k8wEDQunQbG45Nja4/uW7geOrzuhkWoh7BUsFliL4VEWVkJlMUqE2cS0yDCR 2Sg20QMUQWRig2CxpkxrthiqMpt9cZA5yYSlWgzxhgLJucOrDu346Kvsd3LV k5LkryjWv7xu9asr1722NuqNyPhZqk0fb9q3at/xjSfAgFwWqxWOMQqDAMp3 QzIJrwbCK1/Ahaag4K8zytNfr9uTtTAzdkZM9OSosIkbN0xYDym8hnfSP0zb vmzb/rB9J2UnCmLPmpJMJyNP7v5i19eL95wNKwCZ0j+oxdpcSR5ttP7AYrrw uz796psVe/eu2LtzxZe7I7bvjNryVeTW3RFffb1x7771Bw6sO3xozdFDq08e W3P6dNi5AnGhNkYDkSaehlrTMUxtwhPMWLzJojJisSZLjBFVGkBkDIzFaiyA X4fF7LEUWKyOyHwxHbvFYBte8LUYChpVktXjZBSoJkpzYu2JQ8sP7V92IGdu ruhl8cpRqzY8sz5tVuqJiBMQ28L5I1gsgBZrYncaLXYxDhYDcDFqkph1UlPo n8wiWEywWC2LAZiMhI4ILGaOg6jECL23IdlgSNGBICAU2rN8d+acDOnLspXD Vy/s/fGsbrNnPjRj2qCp0wa+OePhdz56fP7qZ1fLp8iT30mxxFnAINfuKLqV Xq+yzBNTyljMnlBtMd+Pa1YyicCTieobhqkWmjSzOc1sSjeCvzYtzlXOVKx8 YcX8xz6gd9f/beD17pMg/eDReSueXy6bLs1YlA4h4dcb95yLPbtr5a70OWnZ c7OOrjkGZXCoXWAxi5Q4uvQ4yFf5aozidXncW7HKt5WiadFr3165evpSSDe8 uSb8jbCo1yPFr0mkE2Uxk1XxbyamvZuetyDvq6VfQaR5THL4tPy4OUmHJhrM ar0pQWdW6c2xelOMDkTGuCwgFmPuWF6zGCMyLovRP8/xgZfFAIuUthhzX9Eg MZxYe2rPp3u2zN+sfD3mi5FfTG43+albnprUbtKGF9ZBmOzJ91jk7A+vCbk+ mggtwGKUBKttMaDRLHbtwRPMScU8fgIXW/haLFSznkPb27c8uGYTu1RuZ4LH meymUu0QhZ1TntsfuW/n+h2KWfJXOk0YffPoZ297diwybn7PBbEvxK8euRbC IvGM6Jj3lBCOzXpoxjN3PTMaGT0OGTevz9xlw5elvZlRtLHEnVjqUnmZVV+q RyrGM7+s2Ug1QBKJOAR6xyOPWzIstjzyuOQYBFb5X+RN7f3Gi+1eGI4MexgZ NO5fYyf3eP2dB6eDy5Y9u/SzsZ9+Pu6zecPnvtpl4tP3PPX8A89B8SZ0fPnN /lOfuW/8YGTwyjErT6w/CXHl1bzvXWqvMQI9u7owa3pOxDORS59Y+lKbl3og 3bsjXXsiXbsg7Qfc2mdsu1ETurz4SoeX3ug4ZWaPGe92nTm947TX7pv0/F3P Q6UmdHyF1vSoBRsnrM2an3I84pA2rtCg0hjjtZYEI4RmZoUelRvJGNwWR+JS iynCYIk225U8n/1d87uYP3xjLr6xGOf2CnpSAzNaRifSfblgZ+T4yAUDPny9 7etjkDG9kd7DkaEv3v/CymdXGDL0thw6avN/Gi8hWCzQFqsfrtnEN26x2qM7 av8udnXHD1W6qj8O/MVYzC4jbNGoFawRfT07Eiwm0BC4LEYpnRBA0aP40p1E BnFCcTzj87TwaRvfGTptCDJ45C0jZvSasXjokvzZW7ThhgOLD52Snjoec+yY 7CjEQZkfZYS/Er5w6MKZvWaMQ8Y+d9Oz7/eamzYtQycyuFI8riQ3FW93xNNz nK/dVKwOxFIwa5ZVn6R3f+nC87DNy/Ji58R89swnDyEDQWEjkRGvd5m06rmV Se8n5n6Ss2PFlwfC9+9Zu/ubDXu3L9sWNzMW/vXB0HmvtJ8AGw+96ZFByMB+ SN8VY1ccWnm4MKy4PO28I9ZtldtxufX4ypM7Fu3MmJsBQRxUpzfSowvSse9d vV7s/+znLy2SzhDFzVAkTldlzkpTviyNfCZ86aNfvD9gzqTOr49v8+zIO0Y+ euuwt/pNWTLu46Q5qr3rvipQnDQlarFkE55I32PEYk14DEooMVKKYyIUvlw2 Oc/jUmvSWR34xlx8YzGu7UmwKoSHCfSAGQhsT284vf2jbUnvJC54ZMGEByb0 QnoOQ4a+1OGFlS+v0GQWQ+xMqkjBYoLFBIsJFmsEOC0mp2ew0sPp0ylDsmH7 mm1LJnz2ct8XBiB9eyBdn2//3OpnV2e/n2OSoVdzvrfGUWVby6y5VrPvBiBo 6EjYkaR3k9aMXzMUGdIP6TcEGfLBwA+2LNysj9NZ00kq1eZQOyHWo6ca+UYS 2pJs1mQST8Vtm2x4DubcaT+TcHLDlDVTH5ryxH2Pd0O6QD6vtH1l7fNrd63c pVVrTakm2BGehRtTjJBC7HZWcXbn8p3SN6TTek0D63VBOoGY+iC9Vzy9Yv/K A2fWnStNrHAoPUB58nkIAFG1pSCmIPLNiCfbjOiJdG+D3Nfvrr4zR7+Tsjjx uOJoofJMoeiMJrqwYP3JQ0u+yZ+7KW5q7IqnV73db9rw2x7vgnQbggx6qs0T 7w5+O3Lq+u3L807LjzEio1IIawIGFrPIzFYZQSmsdpmNEHPOn2JHhnOtQMX8 WHbjcI364NreqaJ/LaVH0ftGjaKxaLG46Hj48ajXomb0f6cX0mMI8vBLXZ5b NWlFUfa5oqQCPF6wmGAxwWKCxUJoMXqlKXqNjiSXUWXavWbX2imrX+j1TC+k W7+be73Y+9l1b6yB8OdM1FnQQVlSJamk7ClOcwKqi9GbE83WDCukhzYcyluY N7XLlMeRxwcgA565e/zSpxdnLUo/Kj5kSNSBudzxHmeCC3RGj4dPthEpJJ6G gZu0qZpTquOJH6kmD3h1INJ34M39R/zrsQXDFoheEe1ZtsekNtkybZZkiy5O p43VFsoK9So9moTC+/DOwbUH5a/LZw18d/AtD/VHevdBeq14ZvmRdUc1UbqL GVfccWWEmAKd0SFhjtuShUrfE49oM7wd8kAb5P6B9z704fPzt2/cas40kGkW S4wRlxkrU722GEtJROHxdcd2Ldutek/98bjPXus3+fG7hg1C+jyC9H+1xwsr X1qSuTD5aMR+narImoJRiQRYzCwxgsXcKqdL6aDHknF8X9jhjsUCZTGuO4cc 29s8CV5HLITnvnl8Khs9/lOuOSM+nTwn+f2hc7ojXR5E+j7fZfzqKcsKcs7A FQgejwsWEywmWEywWCPAZTFvfEVl6kXwy8E1B9ZPXPdyrxf639K7A9JmbI+R kXM3nk49QW4mHNm+W46x7tKESnuCs3p6VyJFpdqtaTYIrNBUU9SkiFkPv/vk nU88gjw85v5Rsx+foZwvOSQ9CNbzqkvdifQNRubXN4jRiExMk1hyWHIwfn7M rMfeeeiWAR2Qto+1GbJ84pJ9a/ZppFpHutObU2pPc+BqwhyHGmNMeoXBFGuG 15Z4DP7rzHAVi0u2Lt46Z8ysZ3qN64P0/HjUIqiCUWq+nPWtU+4homzOOA+9 wEg6qU/XiWZHDrtv8APIfR2RTo92HPn5xCVfR+225eCeLLtbbfOqqG8zLpTH u+hbcCoMSyGK43W7ww6kLc6aP27O2PaPd0Xa9UG6PNN29EdPzlXPjj2w9mu9 soRQo7Z4ApWaSCnuTXB7Yl2WcN4WY0Z3+OOIowIC151Dju3tzAJTFLyAIDrZ TSSSGmXJKfGJ1A9S3hsyqxvSqSfSdVyn0SvfXFaYd/pskmAxwWKCxQSLhdJi DqWrPL6yTF2hExmSZiS90XdKP6R3Z6R9z9u6Pj/wqcyNyfgelNphc+bS5rLJ 7N9n/VimPg/Wq0i/4EqiHQGdGJVp825zb12av3Hyhtf6TuyP9AElPXxX//ef m5XxRQpoy6sup8d7JHlqW+yE9HjuFznzRr3/6F2PdEY6tEfuf77vU1s25EHw 5U0vK80oh+iPiLOCXiGeghQ+S3eqcVaTDIXUk1YKbxYqClWfKGc9PQ3iuLmP vb9z8c6SSO35lItkNOWQuT2qUiyGgPCtJK04ek7EsAcGt0HueQBpP6TNox89 +/GOtTuIdEtZhqsyyX0xseyyuqw8zuVSUk7ovbM91Ca3KZssSNVkrkp7f9w7 A5FeXZC2vZHOY/41YsHwuaq3FQdW7zXF6FzJdnpIoQQrVXm8MZ7rsJhT5XCq 7P4EymJcMRqXxXxDWB2OeHdZekVlzgW4liBScV2CRv1ewszBM7ognbojnUZ3 fGLZ1MUF+SfPpZ3CEiyCxQSLCRYTLNYIcFnME1NqicJ3L/x6xegVY+8Z0wPp 0uuWro90GPjW2Nd3xm01bNcWJhdAtEWvQRSFX039rjSmsiLhQnniBU9CGRlL L71LL0iVhZ+JO532adL7Y2cPvffhtsg9EM09N2jc6jeX29PoO3uepDJ3spf2 UZrDmmHFs/CsTzI3TFk3pu2Tvl+1uvdEOk957LUzaSchN9iSincYxWZUhoH7 AIscZwbOMe8bRCZcSU+yLlYU75LvWPXuUogOFo1ZuPXjrafWnClPrHRIXKUx 5aUJ5YzFdJlaybyoRzs8AhZrg7QbeMcj88d+tH3ll2QyVprqqox3X1KVXVB4 K5Xe8liPR+22p7mILCeaYzdsspxKPx4xe83zvcaCyHoiHXsjXcbfPfqjoXNz 5mWUiAvKMjwQN2Ei1KV0eJRuLAILVCzGqrbrgDVz7vwdvmeuucFinpTS8qxK sBgcL2OKMW527KxhM+F6oxfSfUynkUsmf3x288nCrLOCxQSLNbbFRDjzZBa7 jB4ezDyZ5dcD/6nSVrlz6Sez0KsfKHB6qJLIQvqezCJYrPnBLKfwvymtLebp YLXTGAecIadWnUl4S/3eoNmP/WtYH6THoHv7P9ntsfA5641bdfbtVJGyyJnh gjjIGI1WJl9wKTwgvjJVRUXS+bLUSoiJHKkOIo1wbrV/HbFnxaSl43s+1RXp 0A65/9Hug2ePm2HNsrpTvdAlAvDCke60ZdLjOtZOWj1z5PSeSBeIwobfO/ix NsPAgJZ81J3lOZ99sTSlAhQJfWl5RqVd5SpYX2QSWRxqF7zPLO0LryG+w9XY afVxCMemP/zmupfWfvXJzuPLT0AhKxLOQyE9CV5zjAVNseiydJL5ouEQhCH3 PYB0ePSBJ5a8/MWBqIOePPel3MqLyRCIVXgljgql90Li+YqUSrAtnmJH02zm LMKUZ0j6JG7WY9PGdxg9EOnTDekwEOn7csfnY6bLTotOlOW67WrKHG2yS+1u uQcsBk1Nr/nvezhXnePCvGnxPf0EVaAMhBIjlASkeAw9VgSLBejRj1Qi4cNq VwOUIwFw+FL4k/6XNYlgpt351pO01mxJb8zMy8OTabAEHOJlMp5+To1VRU8E s/lwwVVBvKMmT6rms1aIgu0pbmu8nVRRpNqOJZEGtbEgoVA5V/nuqBndkE59 buk1pssTn0/6tGDTWW2Ghr6jGEtPP7Qp6amIpJxgzje6D/d/flnrA2d7ogru sxjqE9CNpC3eYqxQcoqMJikJ/RqXE3gs7sn2/njw5ypNlWuTy6RGtTKdRWkh lfSjVIkoCNkc1U9kq1m8mpk2y8ycFazUFOF4ehSzRgTd1SgISOFq3BXvdCW6 bEm2+GmqN/pOebLtiJ5I1weQe0a0G7504uK9a/caY0wV6RfKkirpBeoTHFSq 3ZZMuhIdHrXLhxtwqd3ORBeV7HBmu3SJhpRFqYtfWdIWadvtlm7d7+r+yP2D vtqwE6Kh0uxyemJRgvPS1ivufNdxxdEX+owfdP+Atsjd7ZB7H79/6CdPf7R3 9Z6yTaX0eAx6lD49X4l+REti9Sh9evlZla1OCl1o6WbXsfCDiW+p5BOkW2bl azaUQAh2Me0yxBSlaeVkKkXlOQ/Lj+Vv2PrgHQM7IZ0fQNoOunPg/Kc/2BOx x77JBqGiLY4sS/SWqcoYIMZ0qb2OJLct2QUfJ1Otjlz7juXbRW9Fvdz1+c5I u15IN+D5bk9vWZnr2EJZklAihnTGuJ1SL6gTglZUZfGtZELWfvQMONemosCq 5jiTOcmkSdAckxz+eu3unNlZ6knqmIkxydPUSTMTVdOVKXPV25dvgf9qE4ss aUaj2gAxY8WmiorsCqvKopeeMarOGVM1ZxPPbg37KmlJ5paNuwqSNFgmdiLy +MmNRw+tPZg0J002M142L23DO8rkj7O+3rivOEELNrckElgCvVQmhLEXsy/p InWuZGdlbnlB5Gm9ssS9yQ5e3r1mT/bCvMTp6UnTMrNnbc5f8OW2pTu2b9gR /kHYxCcn/gu5o9NtHcb0GL1yyipjJmpMMIMWfbO2bb45bqRvyjbuG8lv9U3i ZlYjwX1ravF/imjTwxyFXgcgnWCkKP+ojWdsaKrfYr/v/1MXpdeuLyZFKBam v45Zz8x/eVrDQUbbrFL6WU6YgoDvmivH/ePBHyEWc+Y5TWpTiVwDXzQ4yTEx iUVbKbkLF5GCxZoN3GPeai8QAanPYg5nkgNLtsjekk7o/eLQ+x/uelPHNsjd cKW94fX1R1YfhfPkcuL351VX3Ep6UV8ynR5b6EgmXElWj9rh42+RuTK95mQ0 57O81ZPXtEU6dLulR5fbu/S7u1/m0vTC2EJHFv3LGljpypZvqWzbvuivx3Qf 0a9Nt/uQO8FiozuOWPni8qOrjlZmXXAn0xaD0A8sBlxbjphZE8kP0pPuKIo4 vfvDHdvnbD322WFLtNkbX1aeXAERnDujDDRkYyy2fvtDtw/ujHRpi9w/6M4B 88fP3RO5y5pHWjOsdCZJXgjc4IPe+AqwGABFpZ9F4iuDN6vsm5XfxM9STR0w pSPSDlzfFekIZU5dojbmGPQJenrBkFi3U1zqiSmD75Qpwbcmf2y1yOgvnZJC Jb71CRNJc6L5lPzkttVbYz5QREwNX/bE0uWPLl8zavXa8WsWPf7Rm33feLP/ lPcfn7Vl9aZjysO6dI0pzUCkw9Wm25nmtMTozaqCQuWhPRHb5Qvkc15c+PZT c9bNkeyS7jNmm79cti32TcXS0Usmdpnycp+33hrz8dRRHy2asEz2vnJX2NfF iXoyk6IynNZEBx5rhSC3cEMREUdc3HremoJhqcZC5am4dxWfjf/8o1GfLhj6 yYJBn38y6IulI9dufDVKOk/x8VuLxg0fcytya4e7OozuNWbV62stKVbMF9bV WXuk9qzqOksc02v1h1pDIbFY8BAsJlispcHfYsZ4Q8Rr4U91GPPgnX07Ie3a IW1e6PeM/F3ZifUn4ehfUn9XGXcZLAZdOnT4WKqFy2LODA+eTny56quomdFd kR7db+3Z/qb2EJGJZ0UfDDtIpJBgIm9q2eXNV9Fk85aVecPbPtzjrg73Ind0 vqUtxGVRUyPObDwDXStfi5HxFpNcUxJWUBJWBF80SmF1x9FKCpTFoABlORXH wo7lf543/8l53ZDOEIh1QToMvXuQ9P2oU6qThYpCsJgzzgMWg4bispgmTA9B kDPDpVfptyzZvPbVNbMff/ftB98Ci0WOj1RNjlO+ofjsyU9e6vDCiNseHXnn o5Fvb8z9Iut03ElzupHMICBmJBIIg7Q4a3a8anrkygmL3xjyxpB2TzzaZeyC iUs3h+3IX7Yl7KV1c/vPfvb2p3vQc/0GDbx7XM9bHx/V6bnpw2dJ3lUeFB8l cyh3Xpk91UOXJNFVFFZoiTFX5pc6MomS2DPZC1LmDH73xU4vvTVgBljs4yFL Pxrw2bx+i94f8uGc0fOmjJk8pM/g25Fbu97TZUzvsctfXYUmk0S8ncti15bS qq0wwWKCxQSLCQTcYiWK4tXPr3rsX8N6IF06Im2hf5489NWUhcnnIgscSs/F hG8rYi/Rz1hJ8tRvMUe625ZN7Ys4GLdA1efm/mCxNkib9kj7z1/4dOviraZ4 M4ipIvP8xbzLRYrCxA/jH7yzd+db7weLdb+j45QhryZ+kKCT6kBzfC1miTES KpM9nrTH2xwxAOWK9bjjPYGyGOy6PLeyUFZ4MOLAqokr+iN9eiPdoZX6IT1X TV66O2zXyeiTIAX6oaIibz0WM0ajdG6p9oNrD657ae2knq893X7cix1fyP0g Z+/ne0+HnToZdSLv09zlzy+d2O3lx28f9uaDk1e/smLbyi0lCUUQi5FJhDnG DBZb+cTHC4fNnNr/1VHtR/W54+EH7xv+xsjZkbOlq15c/cljH33x2CefPrpo Wp8Zk/pOH91tUjtkQFek36N3j3h/5AdZn23SJ5mcufTYFVJt9z22xmJNIMyx +v0rdqtnKJeN/fSt3q9/NPqjqDclWz7Zvnfp4a8W7k18O2PJ2GWvP/TG+IFP 9evUByzWo033cb3GLn1lhTmJIBMcXBZjuLY+/99P/wy1hgSLCRYTLNak4W+x 01GnFo/5fNBND0IgBhbrdXu36U+8mbMkWyPVumJLL8RfLVNeAIt5UkrpOcgp KJfFoG905rmOy0+lLUkfeOfDPW/vfS9y7wPIA7Mem5k2L00Xo3enes9nXzyf e/F4xDHRtMjeN3ftePN99yC397yr84wn3spfugmPp0cn8rUYFmuyqS2uRHqI AqWgH2TpjHF71aUBjMXAYhBAFScUSd8VP3LHoD70MlYduiEdFz7zQfbirCNh R2wJdvgIFeV2yj1cFqMfSK12FImKY6fGvtJ+wgCk/7DbhrzW41Vof61Ei6sx ayapTSzZtCRn/si5EIs9jDw4ufdrkmmiI1GHoNnBYmgsiip1m+Ymhb+ybNqg KY8/MKILAuFznxEdnqajrali1duKvUt2nBWdPBxxdPv6vetmKEd3nwjbdEd6 P93+ubA3Io9EH7ekEmSqg0p2YDHY+U0VjmTr9oWbFz++6LX2L77Va9LSZz/f se7LEzFnyEyqNO/i+bwrFjWV83Hewuc+AYv179TnjhqLLZuwAk0ibNwW8/eX OdoIhFxDgsUEiwkWa9Lwt9iR9Yc/emxBX6RXB+QB6JwH3NNn1th38pfnGWNM 0KWfV10pVZz3xpaXppVTWRSabOayGJXq9GzxnlUV5qzMHXzP0F539IFYrB3S 7o2BkxPeTdAqdd70sou5l8uzKvev2QdRRq+bujAW63FnpznjZu7ZuMuZ5gRx 8LUYoULJeDOlIqyxhE1OrwQFsVgALQaAxeindmah6gXxw+8eAhbrinTsjLSb PfId9fyEg+sPQmlLEytskS6HzM1lMcCixL/5Yt+SEUsGIQ91R7oNvmnQtIFv 62K1ljgLSMqRa6fyrUekh1ZNWD6uzahuSKcRtz36yZhFO5Zvh2a3p1GkmsQT zJbE4vxPk+c/+d6we4e3QTq3R3qO7/3Kpy9+QT+qJuwglWS+sNXr2eIhtjo3 h+2bOWbRgNuGdkQ6D0Ie+XjcZztW7dHF6/FkqyPdCeX8dse3ennJ+nGrxyAj +yLdJnd7ZdOSLDTPbN1it2XarUnO87mXLm//viRem/J56tTRk4f3HgwW635P l6d6jV31yipLMmnlvqNY+y4iozBTlAEIuYYEiwkWEyzWpOFvsX0rv5n7yPs9 kW5gse63dB50/4D3npqZt2wTloCXJlRWxl32yivBYmXpFfZse/0WK91WVpSo yVuT/8i9w3rf2RcCsc5I50n9XlXNUGkU2tKMcrAYpLuX7Vry7Gd9bunW5bYH wGLd7+g4b/zsQ+IDpdml9Ph5nhbD48xYrIGMsdjiSLfK4Yl3eVSlzjhXoCwG JQGLoUmoLd+a9mnKo/cM7U2vjd8ZLPbO8DeVsxVgMRB0efJ5a4STkji5LEbF 0Yvr7lu6/4uRXzyCDAaLPXbn8NlDZ+njdLYkmyvT6dzksG4iTsYch0B1Uu9X wGKDkYdmDZ6Z92kulmrx5ngcqQ5bMk6m6r5ek79iwuJRHUeDxbrdMuC98Qvz 127Fsy24WudJI7yZVlsGadvi2iM5Pv/5pUPvG9ke6dQD6TtnxLyty78sVmkt yTg4EVcT57dU7ln81bQuUwcjA/ojPeY8Mv1M/DFiK+7a7ram2bQSI/QD5/Mv 27Jt30i++XzqomeGjrkTubXLHR2e7jFm3WtrwYZkLOfoDn+FGSP1QMg1JFhM sJhgsSYNf4t9vWzPe4Nm90C6gsV63d5tcNuBc55+d9PSXCKRpJfpiLvskVWA xeh5W9l2c5KpfosVJ2nz124ect/wPnf1g0Cs+63dX+s7ESwGsRhjMU9a6c4l Oz59alH/23t2vb0tWKzrbe3BYkdlhys2VVyHxXyPrdQRStSRQFWmlJ1PrQAZ 0U9PC5DFoDBlORVgMfsWKuPzNLBYL6QbY7G3h0yRzZSCxcoyKypSLtRvMXdi KVTqdNiZyJcix//r6QFI/3Ftx8x7fG6RrJBKpkpzvVS2zZCiOxC9Tzw96p3B bw1A+gxBHp7+4Ns5i7LIDKIiv9yd4bankqi66Ej0buU86euPTO6E9O52U//5 L3y2X3awYqfXm0lUZFGl6aQz3Vq6o/xYbOHnE9c++sCotkiHzkj32SPe3776 qxK1jjZyOoUn0wuLJU5PeO6Opx5DHhl162OfPfWhIbvEmKUv21Veue08PZch xgaxszWTPCQ/EPHBuomjXvgXWOzWdk93G71+0jprso30TdlgtZh/FAYKM0To Qq4hwWLNyGK1Zz2Dg5hZzxYRwWUxe67dEG8olpUwFsMlVkJMOZQe5ilR/gTK YoIN64fr28RlMWaNdFxquTZUjBnzzCxqdG2NPlCYB5SR4jq87tC8IXN7+UYs 9L6j+4P39n3nybeyPs80x6FwnoDCzquuVCRcoOIdlmQLdKdcFrPEE2Axfbpp 64ZtD90Fvuh6L3Jv15u7vtzjxaT3kswJKOigMuvCxbzLB9bu/2Tcwr63du92 R7t7kTugV5z/7JxTsScq8yrhxKMHitTIy5ZAL7bP4a9qi/mmBmOOBCtYDGIx t8rpjvO6VFAqrzkGd2S59cnmolRN/MfJD985pBPSma/FsBjCnuLUxenITUTq J8lD7xoMUVJnpH1H5IGZj72tnp9wJOwILTuV1x7tuZh8BY8n0UQzRLIkM8WY nl3ussXSM7WhLnqFYd+qfUnvJ4L+EhaqtqzcbIw3QJAFsRhcIRwXH83+LHPZ C0sgFgOLPYj0e63bxJS5SfAvT7YbNnOkWbEU7TcbtklmRz3ZYVRnpM/Q9k++ M2rumeRzzk3WK1s9TpWxIt3qzaQ8m92WTdTK18Of7fNSd6RnV6TH249My/w8 51x8EZFBOnOdGmXJ9k+2fTZ80Qhk6ENIv+n9J2cvScK26InNGJlDOjMccNVR mXEewkxLCnou+Yx4YfjksS/fg9zGWGzjpPUgX6jdtfWyauvs2hNhav801rJ/ FwuV9fhajCecFuN6SmbAZz3XEZmvVUnBYs2LYFvs0NqDHwydBxbrBKHTLZ0H 3NOHsRi96K7SU6a8AOFYmaoSLEY/TiXLymUxcxzmyndDLJa3Jh8s1vXm7m2Q Nt1u6Tap36tp89IsiRhEYeezL17Kv3Jo/cElz37W66YunW+9H2Kxbrd3gFjs iPRQWU6ZDbrEJmYx2Is7w2tMMBK5ePKiRLAYBGLQVh2Q+2eNmJ78UdKxiGMQ ZIHFqCh3pfoil8VokcVTEKMVygoPRx06IN5/Qn1Ml6kt31pWnltujjN9s2ov CGv9q2tnPDxt9D0j67HY3o3bxO9Fjew4qgvSZ1j7J2c+Ofdc0jnXJuvVLR63 ynghzVqWTnnz3UQOtfr1jc/2faE7/UNetzeHTEtfnHUuvgDLJBybHOck57Lm ZX7w0HuPI0OGIg/NHvJ27vIUy2YNsRm15ZCuDEdZevmFjPOlaWVYMlqQdEa6 MHzKGNpiXW9pN77r6PDXaIvZBYsJFguyxdgiMqtgseZFsC0GsdhHjy3oh/Ru j9wPnXOfO3tMGzk1/ZM06IehS78Qf5X+aSy2nJn1bM+h6onF7LmO07HnMpdl PXjHoG639ACLdbmpy8zh7+QuyiVSSOaOIljsWPjRNRNX9qRHJtxzN3IbM7pj 1/qd9hS7zx1Ny2LM6A6T2oRmmhM+VIHFeiJdIRYDi80dPQt0f0p0irGYLdJV GlfBZTFCYYOwjn4/naQ22+w7KWqP1fGVvVBacHLdyc0f5IsmRi8Z8/n7w96b 0OXFoTc9zGUxSyq7xTy51u82e7yxxksp1so0qnwTPfFhzSTaYhCIdUa6TB36 VvrizLMJBZYszJFHHQ0/Gvu28q1uU4YhDz9x+/AFo2bnr0o35hVZ81Eqm55L Xp5efjH9fFlaGZGEFiaekX0U/sbol+9Dbut2S7tnu46OeHW9o1VaDI22sCJY LBgWo5T22kt01iyoaBMs1rwItsWObTy6ZOziR24d1BFp2w5p0+PWLm8MnxQ/ T2WKNZcnXria/AOzdodD7aKyqHosZk9zOTY5D4uPJSxS976pX5ebut2L3NsB 6fD5C5/uWLbDlk6VZ1UyFjstOiV5J7rPLd3aIXf/C7m1512dp4+YmvFxmlFh 9KaWNTWLuVI85/Mv0l+NhCLJTNHDtw1k5ot1Qtp+8vyC7Wu2nZOdA4u540vB Yi6Fl8tiqARHFRiuJuzZdsdWuyUfPZV0Yr9on2hCtGKCQjZBGjUhMmpSBMRi H4x4/6UuzzXEYp1rLFaQdM6bY/1+s6csxngl2XohlTqf64bjtY622HNwLKDi bwybmrYk/WzCWUsWSuVR36z5esPL656/d/wjyIPj2zz56TMf5K9NN2wquGax yrTyy2nnK1LLyES0WH1GvoC2WBu46ri53XNdaIs5kyhHTKuzmEWEsSJYLBgW q3kefR2XUYLFmhfBttg58dmwiRvHthvVne7h74P++ZWHXox6K/JcZEFpQuW/ 038Bi0HnTC9smOOo545iRf4FsNju9XtFs8SdkK4dkc6MxZi1O6gMe1lmxfns ixfzLhcri9I+Tn7kvgc73dIGYjGw2KsPvRQ1NQJCkvKMyiZoscq8CwXSgv1h +1ZMWNaPfiJnD2irvkiPdW+uPCg5UBxTTD8+xheLOWRuLovRCyom2O1p9MrJ Z5Sn85fnRc2IWPr8F0seXyx9Ubrp/dyD6w6cVZ4+EL1PNlM8e/iMhlvs3Seq LfZDvqc8xng12XoxhbqQ43ZmUutfYyzWxWexKSlfpJ5RnzFn0+Mtd674ctlT X4y5deQgpN8zbWmLbVqdDBaz5aP2LNKbxmKxN0e9fH+NxaJeXU/P0Wt9FuOL YLEbsZgj1ln9wDufxWzVdxftgsWaF8G2mEGlV70b9/qDrz70r/7tkfshInu6 x5gvnluyb+l+u8L9Q8avF+KvQizmSSl15jqJdJzLYpe2X7Vm2XI+y1v+6oq2 dKjSpcPNHXrd0St7eeY55Tl7psOd6i1NK6/MuWBKNH614cunej3Z6+5O9yF3 dr+j41NdRy0a9dGuj3dVZJ5vahaDknizyg6uPZi1MHPOY7O7IB373tSz103d Hr9/aOwCWWFygS5eRy8RGeehotz1WMyZ4GEedFIoK0yZl/zpU5+8OeiN13tN Uk5WbJu/rTC6wLnJUb6rtCSlCCw2pd9r9VhsT9i26P+1WGHi3xb7Lsl6KYW6 lON2ZVAbXgWLPQsW64B0nDycttipRLCYCSy2Y/n2xaM/eeLmxx5C+j59/8gP xszMWB5vzDsHFnP6LHY+lbZYZQptsRL1GeWH1RbredPfFnMpKVdc67IYM1LO H8FiwbCYM87le1RQHZEJFmtmBNti1nRy06e5c0e/N6Lj8C6+p1WOaDd8zvD3 Nr2fZ4kiIRa7mPCtJ6asLL0CLFbPSPvzWy4Z1Ma42Qnzx37IrAbct03f4Z2H fyP92pBsAIuBlcAL0JOTGcSJ2KOTH31lUIc+D9x0d9fb2g+75+E3+76R/W52 E4zFYC9UsmP7p9slU8UTe0zoiLQDi/W7rdcLfcbnrs5A88wGtYFZDdgh8jrl nnpGd9CP/kyhvvzsy4WPfzT+/qfHd3jq7QffOrL+cImohEjEXXlO51b7yZjj EVM3Tuj2Al+LlWVbf8zzVCppi11Jpi5nuz3pFETZYLHON/+PxUw5tMW+WrkD LPbkLY8PRPo+efewGcOnJH2uMG4p9LeYrcZib9VY7IXOo6Mnrve0Sovx/Z4K FrsRi8EXmbFYbZFRcnq+GCWhLVbzZJZqizl8FtNIS5gns4DFrCLKpRAs1sIt 5s717Fy+c/Fzn43vPq4n3d3dP/Teh6c+NEU9Q10Sqb2S/V1l8iWXykuv05vl QVVmZxLlSnS4El006urBGFQy5drkOas4G/lmxDuPzWiLtO1zZ89hXQc/O+Dp MwmniTTClU4/GNqmskNcY8+hipMLZ49559HOoJX7u97UfuCtfV/s/Kxqeiyc jaAMACxmTaRvwREJVt8TpUmuFE8m8BTMmkQ/isuRwFjMDYBeLUqfxVJMBaka 1SfJD905pCNtsXYP3/HQ/Kc/3BOxh7ZYJoklWKAdoDrwEW8Cje+5M1BHB1TW FGsEiWR+mLnqxZVPPzCuM9KhP9Jn0K0PvjHo9d1hO13bHKjaAheEzhivQ+Jx KbxQKt8jvUjGYtY4inmOjEasw5LwYkWxcrri+fbP9UP6jGs/esHo+XAZWZZZ 5sxwWbOseC56Mv64fJ7kncff7o306Iv0Am8mz1ObfBbzPWOUMqVpd4X7LNZh TDekz6PtRs8aObdQXQCxGDO640oyHYuBxbzpVPjE9c/0G9/xlo4dkPaTh09m 7ihasjAqj9qzYs8XYxePunUkWGzYHYMmDX4p5rNow5dgMZMrkyxNoyrTPZfT yyvS3GAxXfw51TzxOyNe74Dc0xfp/GKncVETNziSrfZYsrXdURQsFpLfxWy1 nsEKSnJKXXaxwyqyWsQoEYuX5Xp/O/QzlMeZYzerDFppCaa00M8GEllt0ZRb 7gHxhdxQgvUaCves59pSg04Gehvoc6wqUifXnpOd27lyx7rX1zzf8xnoOf+f vbeAjuNI9747nI2TOIkTk0wxQ8wQ2zE7ZmaOUWZmksUwzDMaaUS2ZIiZmcXD 09MwDUMCQ7zZvXt37+797vuefE9N21pHlrLW3myS9Tvn/E+d1qhnurq6+/nV v7qgJdas4xvtFvVecGr/yYenHgLmwLODjyg3VeIiklH6WJWf0/o5XYA3+GkD SxhIp8F5PflK4uy4iW3HdHm3/WdY/YbYhyM6949dvLe2VTJNm9LWjV49uGl/ sDaAziZYw5ndp6VvNLr0LjAsnNHLGFlaxxBaktTQaEETmQtSNpUndZRTjtvl DvgvnxO4ry69pym9Lyu5k5B/P6rAGmvxyhgwEazM49Vxbg1O5lCuo6Rsg7ZP xFcfYY2aYZ9/8VbP5QNWnYw+5crG7al2m8bMZ3g8OherwX1aojzV8zid+y6N e6CnOZ29SH0nelbUyCbDu77RpQPWriPWftjHQ5d2X3Js67GbsTfdKjev88JT BpVDOoEDLwb1Q0JGCUILZCvcTqXLprYBOG5Jb0oWiid8Pu5zrEWnt9vPHzBb tlwCHvZRzu/9WWVkFm3Nsp6Vn967aM+Y7qM+xN4HYo5sOTJ5XvId0T0u3Vdu ehjIqnQfJo4lHo9fmjSs+aiOb3Xt/eGA2V3mwi/zB+myXJ5S2R8fDDzJCT7M 8PpTmZQpcf2a9/gA+93H2PtTe03O3G4q1ZWwWWwwt+zm/lvq2eoxn4xuhjVu +1rLr1r33bx4zZ28S55s64Ns5nE2/zCT/y7H/92hIKN33ou/cnRzTmTPxc2x Rm2wlsM/GLx7xE6X0cFlsbTq6XhnAJlf6/WqOcBWSVRRbXfgr46h34h+NpBF 22rUz0UxItbujrOBBIqVJiOVJNv+cPLPP1h/+L+Xf7Al2QWKkbBzvP2XpBid SOGJTyn2t0t//qHoB28mopglGVHMI0EU84Qp9m+nOlKMViBGUEa6WF5sXJG6 oNu8L97s1BxrAkZgVOsRhk1a/LDTleEskRYDMoKpFaQUHEoFowkQKg5X0C4l 5dQR7jQ3nuk6eeDbbeM2Dfq0X/s3W3Z4p8WgZj03Tlt+LC4H7ENAW+7TBb16 f8hNsFQ65c5w35HfVkcqF/Wd36d+T6DYp0C9tkMSFsee2HHiTtxdlwp3aXGz 2HIv4X5RUrFZZrHJ7HaVA4gA24WJRTejb0Ecvhx9w5XHXVUV5m49mRGZe3Lt 2ft771NJuE/KcBKKV3msslKz3pKfVnxgSUK7j7p/gDX6FGvWAeu6rN+qEzFn XQfd1lRLsSLfqbdU5HJ+E8FqbbzaWq51gvxyi0t672Li8Y3j1vao17U51rQt 1rrfO32XdFksmyG7tPtyUUKJR8X41P6nTRyJvFca8Ij5p9P/higmIMysNZO5 xCXRhahZe4c2HdQca9z5d23nfTVLskxM6ThG5Sc0DG4iXUfcl1Mv74vcO6Ln 8EZvfdbqvZYTvpioXqW1GZxlOQ85TdAqwS0HXVnRubtnRfX6oF9TrOUXb3Sf 23leobaIOcRUfBtk0sjHh8vKMjhO6+ZUbtGUuNHdhjT54ONGr388q8+UrK3p xapicK+MgQNveCgyd3bL2S2xiMbYJ50+bbNs9vwr2acIU4lf72SUZqc43y0r YvV2XF2an3hDPVu6qPXcdtjnw+sNXdZ1qXiuxJJmLZQW+tMRuQS/L9gxuM3s 8dYwxX4Zijlj7DUqTLEwxf5dVWeK0WidYqOXTKXO7Dyzecim/vX6gQVoiDXo /t4X+2bsvq2+aU+32LQ2gBGf5oOwTOl4t45zaTwuLeXSk+40iswiqUPu5LlJ U1pPaIk1aYE1HvBZz6WD56g2Jt1RX2YMjF9T5tUGeB2aV8qTylBpJGHCAR9H dh/eNWnH2FYjG4fex3V4+/N5fWZnr828HX/bl+N/eALZQHeq25POBPICADXc gDMm1p/rrzhSGTwcZDM4hxG/pzdnbjt2YGJyzKjErIWH7u/Jp5NJJpl4oA9W ZpTTBsqdRZhz7Mmr5L2aDvwUjZxq1bve4G3j9t1U5ZdfeOg/VQYuyZvH0UYX jta7LGW1jso0ulzvdifcv7HrVNz0vaM/R0s8h1Zj+XxswzEx4w+c23X2fmK+ Xepk1Byv9NIi5MXYZJ9fXvYixexqm1VrhvM9vCtv9ZCVPd7t8hn2Sfu3Ws/u OzVubozXVBY0PuTSAnQOCxS7pL24Y9GOAe0HfIDV+wxrMKbdaN1aA5XNfH/i PysznrjVjDOPPpZ0KnGZeFjE152wLwbWH7S6/2r6EEVnkRVHA2w69Tiv3G9k GbXbq6GVs0WDPu9TH3vnQ+x3k7uOz9icXqophTIMZpUDxU5vObO652o4KSj8 T7APJg7+Ok+cXn7C84djFY9z/YEMuiyLeXQ0WHHYR6e7DQu1C1rPa4W1+gLr OrHplAOT4+xZuDuDDJh8QDG4r8CCEaHFMastzhKm2L+UYq5YR40KUyxMsX9X 1ZFijBzNtY7GgulZCMtpS9KW91zW993eELFbYy1nd5uhjpSfjztbqi3mDnJc FmvXOJ16Ek9n6GyeOegjszxmve2O5O7lxEvzO83t+Xq3Zlijnm92WdF/oSoy 5XR8bqHmFocoFvBqfbzO+zzFijVFFxPOp23Qbxmz4auG/SGwN8U+6/tBj/Vf rpNMkwBSwR4CPa0aq0PvALtXoiiBT8wqM2wz2QyRThRICi5EX06cLd06av/6 /jvjxohOrD7rSHL6FV5eylIiglWjt1pmrfWurjBqflznj3t+iLxYi06v9V7S f+3B3d+WptttmS6b0e5KdwUOe/05TDCHhQD++JCPkpWejTwkGxc3vunXXd7o 2ByL6PZa5ymtJu8YuT1vY55FZXYqHWBjUdEpOCqFJZMZTuxDk5wgikGpUlA9 eJ5iFoM5d9vBVQOXd3+rC1QS2r/RZlLnsdtGbwlkVT7I/t6XUW7R2S+Lrmg2 aRaOWNS9UddQi2KTCR0mqJari1VmPrM8kPqANQbuqgtNu7Kj5sYObjSsPdax 91t95ndcUKAshCL15nAutb0yx1+R6S9L58uNXtUsyaAW/T7B3v8E+3Bat8mZ m9IhJ4Fs/+MjT6xie2FigXhaytCPBkHh18fq9W3TPXblnpuJF9xKM28ivRkU n0l50vBC0b1zu07DnnNazWmJtWqLdejzZv9lvVbekt9zprkdYsfTRZxDFKta HDNMsTDFwhQLU+yXoViZ9oFfVc6pfYyWMcssRzcd3jpsy8SW4zti7Xu83e3r piNWf7VSH6m9Jb5uT7M50p3WDCeeS3uO8e5c+rbibubG7H0Tolb2ifzqdwN7 oEll+6zus+zQpowS/V13lpk02Vkt41X5ODXPajjUZ0NPEwbSbcRtBps13VKU mn8q9tv903eDI+v8VoeOWLteWM8xH40BjyCbLTu58+St5Ft3xXdvp9ymsin4 Sr4s/3rC9TN7zpgiTbHjY9d/uWHq53OWdF8VPS45b/XxongLMIWTeT0pVJku UJlRCYezGRx31Pf3zY7t9lGfT7FmDbCWnd7oN63Tovi5stzdJy8kXr8uvpuv KLoQden45m9Ni9NUU6RxQ/atbPXNCGxAB6xF/3f6Darff3q7qXvG785YZ7oc dwnYyufw8MtwOuDF0NRSKUi8xB9QlAnPy48opnLYNFbmEHMx/sL+SXu+bjTs c6x5KyyiT/2ek1pOOrT06Ll1V89svGhcmhk9LW7lsFXju4zv1bh3y7daffHB F5M6TN49fp/+m/TcyOMX11+/tT/fkUMc2n80amYMuLAOWMf+7/Zf3HUJOCz+ IMdncxZpSVmm70F2eXm6n5GTUcP2jGv/det6zVu/2WJWj+lwHW/E3XCp8EBm Ga1jfJl+qC2s6hfZ+8MeDbFPmr/dePwXX8dPOnB0dW6hKB/XOx06+53E21mR WTHj4iY1njrod8PbY10G1Rsx4N2hoxtNki7SGJamX9l6JX/3PXu8VWhRFPp1 ANTCFPtlKOaOd9WoMMXCFPt3VR0pxkrZoLycSfKi/qhKr88YAJAdXn84bmrs 1M+n9HyzewTWpMtrneZ0nhU3K+bQzpwLogsXJJcvyC+fl145cuBb6VJ55MBV wz4Z3gnr9NU7/Ud/NGJl12WGbzQl8vzyo96yIzyfDm6FA0SCZ0ExX8vROprS k+5UtzPNSR0kPUcpS0bJsf15uybtmNh2XJ/3eoHraYk164n1mN5iyq4RO5UL ZYZleu0S1dFtR3I2ZOqWaFNmJu4dtWdN35Vz28yZ0GTi/E5L94yOPbzxdKnE yWh8tJzHEwhbtINT8LTSc/vAvVPbT2dsyFkyILIV1q4B1vRTrFUrrOuX9UdO 7/zNuqHb901JSJkjVyzUGpalpUwTb+u/dXHrRbMbTp9Wf+K0D8ZP/GD0lIiJ y3ovTZmdfDrqlFlfSmaRtAm9SRS6UKIuiDIGnhFG4gWKcTL/882Jod4dLnBt aBrGTOJmyg3lYvm8zrM7Ye2aoCmFP2uJtZzywcwVzdet77ptZbd1S3tGLu2/ YtFX38zsO6sRmja/SSfsizGNJizttHJX/wOaiWl5y48X6EoUK9VL+i5rjbVp hgqq1+zP51yJvQa58maydpnVn+H3Glin2HFn160VbZd88WaHT0IdRcY0HxU1 bm92ZNad6Luc0YsriUB28Fb8zZiJUTM6Tev0dnvYDezw+IZjNvfdpJmnObTm EEj3jWH/qAPLu60c+M7Q7lifZljrL7BeLbH2HbBu64ft2Pv1gVOrT93edtOR YBM6vsJ95U5xhSkWpliYYmGK/WIUYxJ4T4yXimU8yWjedZvEcTv2zrnd53RL 1ZuGbZzWdsqEz8dNajd+cvsJ83vNWTN61frxG1aPW7Ni1KrFg5fM7TN/RueZ k1pPmdR80qav1idMiMmOzLgZdRVX2XxpHj6VopQuVs2yKuRZhAVWKC1F6lDf eLvObk+1g78rTS25o7h1bO/RlAVJG4eu++q9Af3e6tP7tV5fvt13eP1hE5qO m95q2sw20yc2nTC5+cSpLaZMbTkZPpnbYfayHkvX9l+nX5L27dazBSlmUst6 1F5CwrgSKVc8eWXd9RMrTiWPkm7ut23Vl+tGNB7dEmvT9rUuzbAObbCe3d7+ qt+HI0d8NnFiy9kzWs+f+fn8UfXHjXx/9JA3hw7ABgzEBo6tN2ZJq0Ube64X zxCnRRrP7jt9X3of8owbcKfGZZPZXQo3LiPcUhI1yUp5MIAAsueM2I8oZlfb ShQl8Aun9pyMnRIDJ9IF69waa9UZ6/T16+OmfzhvcauVm/vuSJohSd2Qrt9s TFkh/uLdbhFYCxA4oNVdN4jGKw9+c+z0hguS2fIlvZaO+mxUS6xVG6xtL6z3 gNcHxI+Lv7j7glVqsUls3nSvLdl6ZfPVU5GnvmmxoOebXVtgEZ1eQytHbx64 UTxZfHrjGUJNWUQ23uTNT8k3rUxLmZe4csjyAQ37dX2rI/zmV28OmdRw6vRm s+e2Xrii2+q1fTZG9lq3rv+WqS3nfIH1HlRv5ID3ho9rOk2+WK9bnH5t+7XS A8VwU3nVHIBMeC8GaZhivwzFiAS8RoUpFqbYv6vqTjG/uOKB/MkD1ZOgvJJK YV0phFtFetIZp8F5NfHS4V152rXqDaPW9m/QtznWtCXWvPW7bVq+1ar5Gy06 1us0rMXQJQMXx82JM65NvZJw0awuYTM9fLqH0RAeJUEr3KTMzagYD1TRVWgI M62mSQ2IJLRuwIFVYy1SFpl1JWQOweR5SgzFF+MvnI89d2z3Ee0yzZ6xu4BT QKuFnRcs77V0Xoe5y3ouWT9w3faRW2MmR+tWaM4cOF2kLjSrbFYlbleSThnp gssq5lhZwKssZ5VBc7w9Z/Fh8RSFbL46Znr8zkl7JCtUOybF7p8pip0tj54p jpkhTZgljZ0i3j8uTjRDYViSlrfu6LFN3x7bcPz0ttNAc4vSYlaZoSjwVJdN Y7UqLQ61k9CSQAGH2OUU4VBciGJyLy/3AcXQPKUhI/aMYm6AnQAyq8qKRoRl uC/HXkyenrSi+3I4o6Wdl2/pvnNnr6joYUlpi7PuSQuZb73mbNvppHN7pu6f 88X80Q3HL++6Sr8g/fLuW/cOlNyNLjQsMUZPioFfiBp7QDpLmjxVtLbHWsMC g3yS7PLOK+YUM2/g7+y9d2zpt8eXHV/TcfXuMTtXDlqxekDkrpHbo77eF/t1 TNbCrPsxBXAKjw4/otLI++K7JbrCS8nnkxYmbB65cWbrOYs6LF3QbunMFnMX dY6Mnph4aPPxi3HXNUvSYyYlbRi4Q7s0LXP9kZzNR/PV1lM7z5cmlMJNBQgD wX0FRkwYnBim2C9Dsdq48GpTLCAL+iR+XszRYpLReB7kVfzf6//9g+UHfzZ6 NWxNKREoRiaQVBwFyPt3p9ivT5bfBsWEsajV5BF7fKJgUPQALegsRathelUB XuNndSxlpOlM2n0QLzTm5+7N3jR+/cBGX36GNfgQ+7DJG00j3ohogjUd1Hxw 1Lyokwmnbsiu88cY7yHWm8nyqR6vjvFruTK9t8wQAGNCKTweFcNoOfhZWseA HQOKufUEgAzkSnUhGR2OkPBMl9lQfEt08/S+E1lrM1WL5CkzkuOnxCRMiRfP TtYt0eZuzrkQff6e/LbNaCUyCTToWE26lR5SwVJyHy3zC8rfY7mzp+jqrtvn d10+vef8mQPnzyWcv5B0+VTslVOx187E3DgTc+1s9I1z0dfOHbhx4cC1SzG3 rsbeup2Qny8uKpHb7DqXO5Um02iUT53bpUU9/3G1G1eiGW/QCy8J7hK7cREJ AnhV6RnFyGoUA/w5tA60EK28+FrMtaObDmsXacVTJbnLjp1ed+HmgXyL0kFk 0vQh1p1L44eIb/ee0K9Mk81VHlyXVyq3ebMqSDV7Nyb/+JYTx7YeOy5oy/ET m0+ATm46dWnH5Zt7bxfFFpkTraUJlvtRhde23jiz4RzsnLctN29z7pGNecfW Hz2x7vjp9afPrT/H6Tk2leXSWS6L9WRTFoP5WsrV01Fn4qeK4qaI46fIUmYp dUuzjmw/fT3xfqHScnTrmeM7zp7bf+1awp37MrNZ53Sme+gM3i37Ub9EYZjz T+nXxsdvXHWl2M9Eq9po6Korxeq6SuY/RzG/NAAU40RsmGKvoOpOMa/Y7xVD xaZMoJhP+RRklNaDojd4EJP1pvK6dr1q4Zdze3zSDSj2IVa/Pla/MdZkcIsh u2fuPh73bVFqIXkQp0xuQudyyWyOZIs93myPK7XFmL06NJWTMKMUqUSB3Sl3 2qV2cDTw+0+ld4Fcehe4HiKdAJaZteZCReFd8d1bybduJN4AXYi6cPHAxatx V28m3bwnuQf/LVGXoNmfVG60KjFCGB/iVxBEyYLOZM6eQptFeJHYWigtyVcU 3Ffl56uL7ilK78ktoPxnKpAhFcusAC8LeoflciCrSCGKpXoILfKP4FzAohKK p+2EbikJCHuRYmj770YMnWwIZC6QRWK1KmzAXKChXW0rlhTdjr99bf/1wgSz WeRwaTx0upfJ5qlsxmUi7WmuYo35tuj+tfib91IKHBqSSvXiKrpUZHVqHQ4d pCA7bCMhjrtLksxWsRNySKvB9rK4lLYmOgvjSwGdUErgBC0Ks01mhcKHLMGF YLQMkoERQEamkaXK0juie7dS8q8m3r8Sdwd0Iym/QGG1G0gigyuUW4sUtlKF 3aJyWkNF5NQRUDhuKRGmWJhivzzFvGIfUIwSER41XZlb/n+u/e0Hc5hir4Tq SDFaSnmkHCPxslKfV+r3yYJVIPMoOIcM9a+js0gqj7yluiGLFK8YvqxvRL9W 77b+BGvQEGvU6Z2Oo1p+vfHr9cqlCktqCfgpOp30ZfDlGb4KU6Ay3V+e6vfq Q8PEEMJoIaoTCgIcDeKChqgmiPCCR3OnhtbhyvDwOXwgL1B+tBy2aROYIxL+ C47GorSUyktLJKWkgqBkNFpJWcZRUh8lBfdXBqKV5ZS6jNIGSANPGCnciAMc 7al23EjiqQzIbfiRCEj1HhCuo11ayqkhQeDyKJWHVoZmkZLTTwklJdFiYSF+ PS8of4FizxD2lGKCI7OIbOhtmgqn9DSbxvEmb0h+Li2AlFHGZQY8Jh+ZxrgM lENHeDK9/MGgP7eczQxArhwqyq320Abkdr2ZTEih7Qzem+HzwRc1qM8kp/d5 DWW+1HKvoYLTlbE6dBTgFGNkPamIWWwq7zP6/GlB9I5SRcFVQLOHhTLjSaWd OhzsFW7inUbGbqBtesqpp1HhpLKedC+dxntSOUrPIHipSLiI6GqGKRam2C9O MdScKPKyKQyZ4qZVVMWhsv+5+tcfSsMUeyVUR4qRMoi6KPACBRgZz8meggwE XINYDehhTKwvz+fItF8SXTDtTN82c/vE7pO6ftit7ettIrAIYFkXrMvE5hOM kfqjm3JvRF+zK8weA8EZSI/aTchdHg3qyydM3gthE+r/vAEFUiGEAiNgI5Qi wSeoyU6FI/+iwgk1gWI+avhCUzXCNqVF7MOVuFPpcsgcwpyf4ChDdylPSvyk OEhIyt2ScofYj8t9hNpH671gqcDo2bUWi8oMX4ejVMmteW47FJnRnFFyHBFc 6nSIXaHpfNFzBEWEZpeSoEfJLaZqoZj7WVvijyhWxTLhQzSlpBo1sXr0PKFh QODFnGoaUlzLuHUsoUfjypn0gC+7kjUF4UO7kiS1wKyAW+0g1XZS5QjJhayo KjTzMJo2OdSsquRolY/VBnk9sKxMqDzgMsIpwUGoR4ocTUEJFAPj5pKiLKGV ZQxQ2eBoHVMqc5QqnGaly6p229WEXeV2KlGBgHAZjrAld1NyglaQrIICCbN2 hCkWptgvSTFkxFJ4JtlDJOOUkiw/GPz/rvzXDyVhir0SqiPFICI5FE4QBFjw GgAyrzSAmhal5V4x4Czo1wRYHQsWyaa1WQzmUlNp9t5Du2btndF91rBmIzq/ 2aUx1iQCa9LrjZ4bBqyNnRCds9J0K/aaU2UldE6nwmIRFwN3Qp3SIW6jyBny C2hiWwihIDgoKRfSvwvMDuDAkeJyJDntyU5nstCPAocUPsclBCFB5EVv3GQ0 LaIZUApDizhK5CNEAbe4DBeXmRNZqwjsJIerPGCpbEq7WV5SKi7EpQ63xF0l vCqVElUKkR1hCDIDTxAj4eApoMQMGt0s8oTmx66SAK+ncondwtyJz8j1d6IJ KIfMO1LQSaHzEgFW3A45YVW4LDIcZJe5XYB7LQfkRdl+qqd0A5NIaElKjdNq J63CQyIoNUGHqgGAJ5eUcIpJh4hyAW3lXlIVAJbRSjSiTbCQSCGEwf6sjofy B0xDOaOelnLkZ2HDKnFZgONqGo5I6ThKG1pZQEHbk+yuJIc7yUmm4IyI4CSU T+bxyjy0OEyxMMV+aYohI5bMeZJod5KLVBBlOYH/vvyXH4rDFHslVGeKucCe mFVmCPIQeyGOgQVD78jEFQFJZaXyUYXmAcRAc4q1RFKKG3H2GHdLczd7T17s 3ITlA1d+HTGmE9alFery3brf670nNhy7pf86w0L1xb1nimX3nTozsAxcFRgc MFxAMeS2QvV/CJ5VzAq1BwpNgmhFV7TEiTR014kATIggnAz1AIRPBAmfV4lJ pqBKhia4TubIZD8uCrpEZQ5xmU0csEu8TjnvUjIuFYG6uyvMTqmZkqAgLAgi 8N8lvCiUgb8Irfyo4Xgt79ei47IinknhESVDc3QQSR4iiaorxQSIhF6lIYGn Q6es8NBgxwzIi7mUFK6gcQXjVrKEivMbH1Aar1NGu4DyWuTOwBaVisyMhmA1 OItSglVTDFg2NQuCnyLkjFvG4lJIeVLhA4p51EFWGYQihfoJKfUIPW3gKgjV CUSxUFUBcg50didTtgSc1vKQJY8gDUuDv5ORqBeikvXJGT9I6vGLKF8K6Usm uBRUjGGKhSn2C1MMwAQUoxMpoNjzPe3DFHsVVEeKuRWuYnVhobYAQAaODGrs jMQLLiyQUlkmflgueRSQVcAn4CCccpwwkGQWXWqy3kstPJN4Xhmp2Tlhz6oB q+d0mDO28djuaOKOvuMajFrSYf7OwZsl0xNNy3R5q3Mu7bh4c+/twvhim8Qh 9I6ASA7BEyJqSFVXCq0WBDebV+pHw4fFPhBsoKXNlBXl6gdVH7IiLzDFA/dw EksneJhEGuRJZOBPIsnnSgk4U4J2URBXVLrkZUAxh5yGzLuUDlxlp1QOTkp4 xbQg/jkxIpIVU3DnM1KalXkYuYdVMJyMA4SxySCfcEQq0eNOpEE1UcxdRTFB Ar+Et2kACzCVsJvwbPJKv9CLhtSFXsZpUbsioWJIBdgoDmDk1VV61H4AE6DN rUbtjTYlbpFYKYXTIwfhSDKCkoPAzFKh4Qw8rfKBCKXfrfC5FX5C5vNIAMQ8 leIJ5RM5WZQl1AmEEa6FW0ygyoOUR+MsEilG7SXVLKkMDdwWE+4UHFV3E10V an+Fylch58slbLnIE0giAwkEn+AOUyxMsV+FYqjimkBWGy8Wptj/ih3/orTu OUGRSoy/KFSjfkFAsVJVcWjUFaIYhDWPFC0vgkAmqeRFAeAFelmmC/qMAUrr sars+fJiPJsG3ZbmX0u8fld673LclZy1OQfXHTQuMYimJu4fuXvnV1v2DNke M2pf8vhEw0xD7je5FzddLIotImQkq+FYDc+qONQqKCEpEFqCHIkW0SHz5YWo C8gAy0MlMuB9ED5EHJmA8AFp1eeIYkmMJ4lGgk+AYsk8ngwg8zlFPkJRgcsD djFjScFtKQ6n1E5C/Fci78ClkILY50Ql4fDMguC5cCU4QM54uzPOyaRwoBDC GEAYHN2dSOIJxI/LnBQcVrX3YgK/QibIY0twuhJxAi3MBw8mD0LgkDFowSax 1SbFXQoS2IHeaim8lJy3JbqdKRQupXEZaZfisAN4MVJDMiqSV5KciuSUtCBG xaBBeQqGVnIAMhCl9AIHnWLGkUyzcr/gbVEhS8iQHaORw5JTqPlUTACvhRVC wfNC+UOWnjY/oqZCMKc0B/5LwXEiiAakNxnJl4TkTyT4JChPMkQxYZizO0Qx AWQ1ps+U5H6p9FWRO/Fl0zDF/qHgZq5t1HOYYv+cyBQ3mYK/fEpLhWUEq6fP PFS1tG4sE+yAS4y/KOJpR44fCb33Vz+VsO4kauMKLUxcpap1HoVVKXE16dS4 BVV9F5QfX3D7wJ3LO6+cXH/q0JJDqbNSlZOU8nHS1GmGI98cubHthiPZwapZ TsOBd6haxPPvp/lMwsQXwqir51Ohva5aiprCkgVVmSMGr5KIDukZYsToWOgq JJM/oerXN5l8+hV0+dzVcvvj64U/u170ixKcZkh8ldB0VUqPWwUFW7V6tecF CSUv7EPSCpKRC6KriZZ7XtQLWf1Rraaqq+rfheYe8TznkYW44REKh35BKPa+ PJWSf5pxNVHv1wbQ/55f7lCgfsm0VlrVdoifiWLCei5V0wi7412hOUCcta2S +f2J//yh4Ie/nP4rUMwWY8bjbK4DZk8y/vOOeg5T7JegmBAVEaFeVrX0eCdr nXCj7hQTeqNV04/e0TynZ8HzfyvUB+DZay+7yGlJspXEm0tiS+/vvV8SVeRM tAsLKaKlOX9ieqIQbWvMZ40nBXQWOgf+667vT8+F8oKAdzT4xBf1PLyep1hV DeFlhGyUojq8flq1ZVXoW1iDnlnjaqr1lqtTVP87xV5avzaG/peqUzAHioH9 D1MsTLFfmmJiQliN4iX1qlIsNDUHL/Q/9BkD/rRgIL2sLL3cp0frT0E4FV6d CFNgeWTUq0qx0Bdr9mIvCixPXSkGThZK7+VVW1ZrvUVFVI0KUyxMsTDFXlWK oTc7tVVra9KrSjFhwFfVn8860lPgHeCsIRyBHQO5U1wQWmubZy9MsX9Iseea AV9KYYqFKRamWJhiPx3lUEe7mjpO1KZXlWLgwsCLCTNNCThDIJORtkQbwAsN NUpxCUZMQPmrSrEXR0M/fX8n9dSoulJMmCvj5VVbVuFy1KxkokaFKRamWJhi ryrF0FgnOfXyelUpJngxWs0IY5GeNjBqeYi6gvnyqjlexQpvavDQusCvIsXw Z50VyWqpMFyrWor6rtSpkBW0W1KH5uufWHY5TLEwxcIU+3fRv5pitNyD3la8 nGgF/apSzCV1CxLmOBJaFOGUPcrQIGIlAwiDVFgOuDaP8CpQ7GmnUHe1VJjo /sW0rhQL9bT8GVRXaoQpFqZYmGKvJMWAGkKLEHph8RLpT7zX+HenmNCWKMyz hIbThibocKQ4IepWjYSF0wFfBjjza72vJMUEhAkZq5YK5/Vi+mtRzJXkqFmJ eI0KUyxMsTDFfmuq7an86f1JEYXG50JJStF0SWDESKWH1qHWM7eKRj3MRQ4I TYzBC5bEIUNAsUlcKOTKCeRNVJ7S2FJ7vLWqkwOE9CqTIqRCP0b4kFV40Liq OlIMzUMoJ0Oz6iGOQJZsKQ5rsl2YfhYyIMR/IE5oAlgvCHaGHWDPqgljYTdv ql+YpEgwVlVsCqSXwXfReaU44E8husK/LEk2NGg6NMesOdFaEm+G//I6b23U hoApvCaDDXN0SemBYkeCDXZG9i20KjRkA36nOK4U0qq8vTzF6hqNa94/yVkb xayxZhBcSsg2nILAaEQxqcshc72Y2lJs5hSrJclSmmyBbbv06QopcOcIbxKf utfQ9FDCG0a4BP60IFwgKFi0KGcIhWDnhc6HgqX9iTbDf45idY3Sda0VWGMt UGJQXHBvw+FgG8oQVFeq1nlc1W+MYjWjJKRfhWK15LPWUc9/PPUXoMZ/nfmb PdkBFHPFWh37S4B3zgM2R3QN+ulyCFPsF6OY0FmrimKMjAWKFUQXw2VFwJIT ACygGGwTag+upISRqrBNahggnUePOqJ7dV5hbXfBf1W9jxDgBanwaINscRYI 73WlGJpKN4QwEMQ9ZIhCgg8hPEJg9BkDINgQSFHVGEiG5jkXesvDf6v8FKQQ WgF5qOd8RsWPOm8IM0qFdqual17wTcIX0Uy/tVAMEAChTBjTBGctrBHMqBh4 KIBZglDcVlAQzyHDdaVYXaNuzfsnu2qjmFDlELpfQhCGK1W8vzB/X75H4xEm QK6WckYvm8oyBrgNPMJSoaHPPUINQXilKIy5E8q22htGofwrMx8I48Wep9g/ B7Kfy/vUlWKOBLtAfLjP4R6A2oslBtXr6pqfMMV+mxRzRdsFW1dNYYr9Fij2 IsJYOedRMMUJVqvERWjQBOCQ4ioaBBvCulGs0c+k+uBf8KFd5gbM+Q1+n4aH GCjUqGHDr0VrIsM2RCegmzDGR6je/0TP5xrlFhNVLYpVb6mEF1XgaMAuobmY Qv+FDfgTPhQatYQQWkUxUNBUDkYAgqdgFqqGg8F3YX9h++lcfKEDwbYw5BkO 93fvFpojokaKAaOBXMLUu8Ipo4ZHMe5PDcCxhEguGBOBm1Xv3Z4XLnHXRrG6 9lKoef8UvDaKVRmi50XK3OYUc6mopFRUPbXJ7Ha5zaFwonWfFU6bzGqRWC0i Czg1gVlQpKCqYoRtKAThSgn1EGSrk+wepUcYPF4NZD9X745/NcWciQ7Is3DR 4Q6H2hpkRmh2qFNvE2eCq0b96tj6f5xieIzDFVuDwhT7LVDs6Vx/zyGMU/CM kqU0HK1H04ADqtxqNDO5IIFl8KHH4AXRoZWkwJqB3YBntkpVjYpCxR4ebXBq 8KGwDYCrbS6FmidYkJBolvJQ65OwdFRVVf9BziNAUlWdH9AAkHqc+wS2BVTB /hAwBXcG3xIcGZgg2BDaISGKCuGUDPWrh28JfBEaJ58/otCkiegpJWqjmEBt SAX7CVCDOnlpbCmn5QVDJ8R24dClCRbhB6sJfv/XoljV8AFkIUOtwVA58epC VstAvSiAl1uDwwabxoSWtuR5E8el82DHqjyXIAHccL3A+QqDx8szK2Ebyhy8 Ldw/cKxqIPsZe9r/qylmji4FeAl3vpA9of28rhSrraXxV8dWmGJhiv1mKfa0 AJ9DGK/0siqONfhxLWNTEGapCwQbwnKHFhkO27BBGngmPcBnlnuzKoJZlbTi acQDQgGwhBqpPd4KnwhDg+EBFx5qCJIoTNXlpEgpFVq1Cn/eEwnkAiQJSyUK MVMgDkAKPhQaGAFSYM1gf9gGKlmT7UIjJEhoJBTelwnGTejIIbxrg/3BuAEB BboJPy68aPsJigV0PjhNAWFV75XcEjeaXDTZLrx0E3IutHnW2OWDkJG1Uayu o3dr3h9Ncvuy7XXokokctJ4kUt0vyqIw21RWh8bu0jndBlz4kNKT/gw007Lg wgRHBn9CeQoNqnDuQlsi4Az+RSloVv30RerzIPsZRz3/qynmSnIK7edPSyzJ Afc8eiVax1HYvzqewhSrkWJEnMsdX4PCFPstUEzozvE8wrwqHwvVb1M5lepF 60M9AxZrCgrYoo0+h4oqTLbeii64vPvW+e3XLmy9en3bjfu77lpjzVARBZBV ppU/znz4Xdajh6ZKYFnh3nyIS/AhRCqhmioc9yVFyWhhJcSqvu5V3dtg25Jk AxxArR7iZFFsybXtN+7svXdvfz4gCcIm7ABhE/5Vmf0QYibU/0GwAT9VHFda GFMMcRX2FBoShR8XAi/QDaAj/Br8rMAvQY4UZ20Ug3OHOCxEKth4inWdt9xU AUEbIjZkBs3EGG8WXroJR6wm8Ca/IsWqZtMSKh5wCryeA8MFnHpRwCyAF2wA yJxah/AJWDOfCVUhhGZboUUX/oQSECbyAkEJQ/FCwRZEFxVFF3MaThh59zzI fsYZqP7VFHuQXgm5KokqKthz3xxd8rRXjNB4XheK1ebRfnVshSkWpthvlmLC SjfPIwzEQeA1ldPpftLohdRjCuB6tkhsvxlTcG7HtWPrzxoX5ogmqvYPTdjR P2pr373be+1JGpIsHSbWjFFlTjedXn7y7o7bUB2FiFS8v/Dw/Fz48N7OO2WG QHlqUGhsFI77kkLTmCuZqsmgqjpggIBTwBeAEYTE+1EFh5cczZiTdWz58VOr zwDahPZGd2hJYsDH7T13YTcIm+c3XITd1BO1kAKnBOMmvKUS1guGDfg895vD B/rH7O2zP25QQta8nPwDhULL2E9Q7Pk3gxD/ISBDhTx/Xz48KZDJS5uvZM7N VoxTGWekX9l6rbYe6ajneS0Uq+ustjXvLyFro5jQGgY+whJTCnUPuI43t1y/ suXynejbN2Nvvqj7yffvJt69HX8bVCAqsKlttIn25fgdMpfQgwXgVdUvFEq1 IusBCOoMUBpn1p77dsWJy1uuFseU8FoeKFYNZD/jbMD/aorhya7zq84qv5ZL hopy5x7M331PqMb8OrMThyn2c1OMjMdDXfSr619BMSqRQr2IQxT76+U//1D8 gzcHUcwsQhSjpYhiZJhiz0RKKQCER4FWcWKULKPmWA0HCENhXEXYlLgVpHIW Ssxn91zRf5MRN140pdHs8Z9MG/Xe+JFvjxv9u4lTP5m1KGLZyjZrVzZbtazh 0jkfzpnx/vS5DWZHtlm+s9+2mJEHkkbHLWu9eHHzRbqpmtL4Eo/SI6zuFGIT +/Ipp0ard0EmIatgzdBCJxISl7jPrDmdMjJpZZuVCyLmjq03phfWsz/Wb0bj 6TlLsm0Sx3d5vw8Yy5zJ7uID5rNrzmsm6bb23Lai44qpDacOf2f4mHpjNnTf eGTlUZfCDRQTmvgorYczektSSnOWHDwwOPorbFB3rMcAbODGLpsvbbsChg6C MBy3at6taika/qxAvVnAXEBaElNybuUZ06z0jT02rem6bkHzhWN+N370W+NW tV2Tu/QopWLQ2lsKz7NlYqqWLPEIk2MQKWS1NHTVPNXSqusurMDyfOoRCw/I j1MovVrWa6swVTAqpuhA0ckVJ1VjVbu7714RsQIu6Ozm02e0nBLS1JktpoNm N585u9ls0KyIWTObz17QdtGaXuv2joqSzVWmLk+/EXezUFyIGwg+x+fNDrj1 FBTpnei7O/vu2f3lnk09t0JRTPxw0uymc/cO2Wv6JgP1V9R40VVWP6UYCxCU /2i5ludXZkHDriVOUFXOBYqF6hJoVdAfLcsirXNL3bMHh36ZFC5W6gz92o6r h2KDB2EDV3++KmtuJlRdnCnO53rIoE4yIIhOkAqLxbz88/urY+v/cYrVdbzY P0cxVsR7kll3Mlp81i13B7L9f77y5x9KfuAPcnaNvVRU4pKidXjxJJKIp9DO ryjFalNoZQ2aFHkoMYOmuZMhFkCdvzTB4hA7SA3NGBjGyHpSaUjZNIbUutl0 mjQSRbKiC9EX9SvTVvZfM/DDoa2wDj1e6zvu04mL2y2ByLyv/76U4cmqUQrl cHXSl0nbv9gxL2L+gDe+bIu17l2v2+QuE3p/2L0d1mr4p0NlcyRFomK3lKBS qIC6TFjhKzRDyD9OkVsUsT6pt0weKFcEA1Ifk+xxxTrMUcVZs9Njh+5f1Hru 4Pf6tsWaRWAfd63XZnybEbGTDtBpngdZj55k/aFM8eBy5LUj878VjZZE9ljR 5bVOnd5u3xBr8DnWYv3gdTmrckqlZmATWAanHLfJ7ISRKFGUyOfIp0ZMaYm1 aIW1ao21nhMx59s1xwOZZeDvIFduKZqkAvFUiK5KVA3wqBBtoTIAqc8QAOze 3XPfND1jT/+9E5tNHPzpkHZY+zZY+yHvDJ/VZJ5ojJyQM5Scp2U+JDkP26SC FVgmcO3F0hAGgFdLQaG1OGnmhZSXsqyUrZ7KPLXNzcLrvJyWh0f44oZL6TNM 0V/GzPt4fi+sR7e32n2GvdP1vdZNsPoR2CcTW4ya0HTMyPrDRn309bAPRw56 f1i/d77q8Wbf/h8OmdZ5ztpRm2MWxh3cf+ie8b71oN110G3PcF1LvJm95mBk t9Xz2i6Er7TF2kZgEb3f67N6xJq09enerIpA2mOvrpzV8KGeQhSrJDgFzivd nIqEP6FuQMoZUsa5ZbxTxthkTovcjnpISp3OZzhDLYqhRdPoZ6uzhRZoYwA0 VSupvZSSyecWTftRSos4WsRUS+Gu1i7S9nmjF9wtnbAOXbDOscPiaDVdElsq rJpKSAm3DMflTqfC7lDYIUVVHZnnRdUhkyHhiU4QWrc6xU2JCFpMCut6C86u qqn5Z2+TrFNIFxYj+9f9ft1VK8X+dOavP5T+8N/n/8cpcsG/3PH2X2zUMy1B FKNSEMXsyU5Utc55SjEuRLFicQlq4pAhiuEJ1NMb8tcmyy9LMQbK5zmK0cLs HAB3t8pN6WnKSFNpJARwEGyU5Xj9WR6rsuTo1sO7R++a1HJy7/f6dXq92/Cm Y+Z0Wbh79L7Ub1JPbzpxe+91c0wBXG7HAUf+jsKTq06rZqm2jtwys/vUfk17 tnm/Rdt6LRpiH/f9qFfy3KQiSRHqRCFiAoqyqnUqqym0Qj0LUEBNiJBDOcIE eDevhC+TBB4oKh4pKh/KK4JiL5NIu+Mdd3bdOLIyO2HivgVdp/X4oF0zrH7H Bs3GfDE4aU6sJ8MTTCuvNDyukD7O31hyd2vB8bUnRPNThrb4qtNH7T7EftcE +2z1sMic9dlWhS1oKgfuuFWkU+mg0imbwXZoU/bW4Zs7YR3bYK37Yn3X9Vh7 ZtNZj54Fr2pJsD1d71geWn9TyQjZBn4heGl4BDU1B4I9z6+7aFhgXDdq/bRe 0zq91aU51rLP619ObThDOl7F6QKUHBDmZ6R+AJlAMbfS434OZNUkHLeaoHoG DoutSZyEeVEoyilqnUlD6PdSGFN8bfuNb1eckI6Wr+6+su+nnT7GXu9Qr0kE 9kG3d1rvmbRZPD9BPDtJv1QnX6iKnZa4Yejmqe1n9/94SJd3e3V8t+uYzmMX DJm/c85O/Vb9dfUNPM9dnFp65sD56Elxm4Zumdp6WufXujTBmnSr32356GXa zXoup8KX9p3X8IDR+DwqxqMkWCXOqVxeNUoZFYnWcVawhJxzybxOOWtV4ha1 3aZ0ok7+chyX4cJ8wk8plkRXLYhGJLMAMqg7QZB/UbXR4RmkqqvG9dSguLTL NL1/170ZFtEOa9sL65U8Ogl8/a2dd55Nj4xm5YK4BHeXTW1D95icgKvwoupK MVeCQ6AYkYxXgQwUpliYYq+eoHCQxAxawVDGVL1pYnVsqBO1h0ylAF6kIKPb Iiu8EXXh4KqM3SN2Dnl/cATWrOsbPRf0XKxZYzyy59vbsntEOuHL4oLpfFkq H9T6ylRlflUQntx7SfduyK4fjc9bP3l1l086tHqz6SfY+13f7Rw3I7ZYWoze 9YtZXh4IrUTveVFgBFgNxH+AAoMirTw0NZ+E5CV8UOavUFY8Vj98pHrwQFEG joyT0F4dY5WVnN51NGrK9mHN+gHF2n/cdGzXIbJvUphMhtf5vIpgueSRaz/l V5UTWvKq+MrCr+b2aPQFUOwz7OO1I1blbjpkVzn8qUG/vgyOS2pITzpDZVB3 xLfythxc3XvVur5rokbsz1mRbU6xBoxBXuO3J7pCeEUTKkKeUdRVAbaAYmww rQzyL/wLzgU+caQ4b8ffTt1q3DxjS9+P+zaFksR6TGowVTFJW57xiFb4PfKn ohVeSskRKgaE+jHWVD7CsaoJzAtqpK0pKgoxrZrQsju1UEzowCkMbRMGdl3d dt3wjW5Uu0GfYb9r9danTbCPRkQMzN2VWaC9b9GXOvQOu85epCy5mnAjc+PB vROjpref07d+/2ZYs+ZYM4DUwv4LM3dkOQ+5qCOeAk3x4e3HlEvUqwas/vLD /s2x5t0/6g4U020xhCj22GuoYHVeRuNhNQSrwTktzmtcsAEU86hp1ACr4HG5 z6Xg7GrCprU71E6XyokrcUJBkKFZqdG6eCKKSvFAhY0Usc/kqW2loVp6XxCh r9cgj5R7UYSCOh99ZlGPecPrD5vSeMryDsuPrz4eMJZZoq1V+0C9EXbDlQTK sMpJSGt+hVenKZFBwsgIoTes0Ic/1LLqDlMsTLFXUEJlUsLCAwU+CL0LU7Gh QVU8raMhvLv1BJ1OgX8BUSby/K6TqjniTf3WTGoy/nPsc6DYpNZTM7YcLM20 E3ke//GyimMVwWw/oyFIicOd5CTiCa8qgHo+aOzsMYY9T2dHm2b2m9zxvdaf Yh91eaNj9KQDJdJi3uBjZDwn84ba32oIyLzOCxJARiM/QhOhN1DgNcCOBeQI ZJWqykpVeZnS71PxfiPvMRL3JTek38SPaNG/IVav1XsNx3wxVLFEChQDWwTE fCB/wib6/5jz50dHH+O5rnXjV/Vu2h0o1ghrsGnM+sNb8swySzC1okxf6dWC k0JjowDoeKrLoik9t+fMpagLdxPuOGQOr94XMAThNFFlINQiV0UWyC18EeQz +CGFf8En/tQAQA2+hRvws5JzsSviBjUd3BSL6IJ1nfjZFMU0bUXOY4/SxygC INigVTypZgkNKDT2rabyqRFtKA+hLiWArWppiFnEi+lPeLGq4V1Cv83be+6a lqdN6zGh8ev1I7AGn2Lvj24x/Fz8SeogCQ8X3DPebF8wtyyQV8Zks3fF9/VL DeuHrI/Amn6MffQJ9slXjb46MCv6quSa66AbzyHvKQsO7zy6Y8zOwZ8OaYm1 7PFxj8ixKwzbjGx2+d8ppmVYLcnpCd5AsDocBLcZHaIYUN6t8OEq1qZ2gamx qR1QA3EqXS6Fyy13owqPlAg14kEMZygx90yI8jX2dayt90Wox+DLU4wAoGsj NUnTEtVz1VnfZJsTrU+yfs9KeU7sZSRIIZAxAsgIwG4tFKurnp8P5PnxaIja YYqFKfZq6Wnrh5QDiHgUnNCXI9QL2gNVWYgDuM7NZHj4HB6CP5HmOrn9yP6v t01qNLY31r0F1qIt1m5F/zVnE6+YTS5HBklk0oSRIjQ4pXSzaiqg88ED+8j0 JJBeZlXYnCYHecJ9Vnpy95ztY9qPbId93uPtbgfGRcFVQMONFT5W7g0d3fOi OD0H9hAEoSwUuCgkCLlighHRnITxy3zAsoAiEFD6vGqeVOBugytffkexTDSi xcBPsXqt328yuddY6SIR4Bi8WFBT+Z36j96Usj9k/2dl3gPXIeeasZECxZpj TbZN2Jy3Obc4ueRh+ncPdI+CmnJe44Uj4moXaSTYbMaqtji1DjBopJJ0iwki ifIkc6zUhzqZqCjIIeQZsooCbyjbwlnAhs/oC5qCgfQAnBEYlrOys9GRMQMj vorAWvTAek1tMkM5XRfMfMCo/FXyqL0U+DjwQVpWuDQvCgLmiyIVhEdJgdAc KT9OhZk3Xkhr9WLCoDlhihJh9shr229o5mkm95gI1rUhothHY1qMPp9wjjSR 4N85I1eeWV6RVYFONjNA6oizW07FT4rt9HaHRljDBliDLu90WdBroSZSe1d1 nz3mLU21now6vXv8HqAY3FfgxVaNX5m+K4PNDvqND7yGMjTFioHhDCRvJL1p BGtwsQY3oyMZHWrqBNBTSj+h4qwKh0VltigtVpDCZpc7QPCMh0bbgX8X+r2g JTuFJ10ojRcl9Lh4QbWumwbPzouCO6FEWXQ18dLNhOt3E+/ePXDfluTg5T64 VXySMkGczA+3/dMmCFVtx62z3BJXlXCx85nwMMXCFHv1JFQIAWGIIErU3w+9 Rkfz6FJOuRMiAHgxLovlsjl3qhseydiJe2e1ntAFa9caa9EV+2Jyq2niBYq7 6mJXjofIYsl0FteRUAGmVUTQ6H2S/ZCX85XGRwApi9xaoi5x5NjzTXdPpny7 Y+rWUc1HDKk/OHpsdEFyIep3rQqggdUajtah4F8tDc3X56n2OUAB6ti0FPkL VspyMs6r8PqUPiAOVGsFiimXS0e1GtoE+6TzJ63nDJwqmp8EFPOnBisNj7/X /SefHHyU9nve5C1KLVwxckmfiB5Asc+x5tsnbgGKFSUVP8n440Ptk3J1ZVBX BiWDXrWoXVAgUNV3a3DIFRrDlURSiZ6ArOKR4Qk4WVJDV+UWvS/Tc4wBlSfk GRDmz0AIY1N5+MSitpwQH9+3dO+XjftHYM37vN13Vqu5qlk6X0Y5o/ExmgCr DsAGrUUzpRB6jjCgE6+xfMBxwO1dLQXBhahRUM2oSf9gznlhdi9hXuU7e+/p F6eO6ji6PvZRI6xxY6zRhNYTLyVchuIFhIHffJT1+KHpgU/DlxkClRnljmTL 0XW5fer3bI41Ay8GqBry2dAtI7eeOnDGeyIAFDux/9SucbsHNRgstCiuHBdp 2pnBZgYEirGpPjaVZdNpPsPjzaI9aTiITiVoHU0huHO0ygeO1aF22rU2JI09 JKdDjYNcKgJXUkSoKwh4H1Rtk4AYFsyy2vOiKDlRo1A1D4mvloawxVRL4RIX SAocaTYuh+XS0cQvKA4n0D5R0C+uEOSVBn4EMgVZo2rLT20SWFz1XdQHUiq8 IgxTLEyxV01gH5DkXmSFVKEuzRo+NCj1qReDejWfzdEmukhSdPnA+eEfD+iC tW6GOvI1G9VoVNSUmAvx18hDHH+kwnek0newgkv3wXehVslrPeWpfnQUeWgO cy2JG3FXthM/7MSPOY9E5a0ZtGpSxMS4sXH58QUQGHmNHzXc6Xja4BFeyT2f ulVut4YA70Ppn3ab5NN4Ps2H/A4KRCi2COPa/JqAV++DQEqnk0Ax2RLRyBZD G2OfdKzfema/yZKFKWwWGzCWPUj97nmK5evuR369tH/LPkCxlljElnEbgWIW ifX3mf9RqfyuTFX50Pi4zFiJIrkSh4hE6ig2jQuaygOGoE9Z5pMFKxSPH+q/ QxTTUWjyWz0NOfekMmhSXCN6yQj7e9O9cCz4BP4L52Iz2E7LT+5dtrtv435N saa93+03u80CzTy9/2CFR+f16Pys1g8pbNN6nkxlyVRUFDWWD/walHC1FEnr pjU1yKMlahJF1gIyYVIRYYIUcNagguiitOUZX3cY/RH2acTrLRtjzce1nHQ+ 5gqT6S3PrIRr8X3Gk+/TvwsqfI/05f9z7C9/Pvi9U2EZ22pUu3fbAsU+wz7r /naPJb2WHtya6znClRgsAsXAiwHFutXvFjl2hXFbGpvl8xsrvKmI+2waw2TQ bDbN5VCUyUWZ3FQaiSa8QpUczqP202oW/iSNLiIN5HanESFRbqPHoSGdajRb NVqUQejdGuqTyWkYVku/qNooL7Rsg5evloa68TDVUqjPgGfnc1nfQS/cruWm Sp8ywIt8T/T/USauBAUklX5pOdw88PQ9ZSJYeA31omrJT63i9QyI03ngXODr T2svCjJMsTDFXj0BwoSqYBXFhHFhvIGHUAzBkE7zAMVwA34z9ubhzbmdsFbt sIjWWJPOWPtZHWZpluvuKYqJLN6scePgO9IC3vSgz+D36XnwYg9N5Q/SKzk1 sIbzZwXA0EHcLtYXWTMt4H1iJkfPbzM/YWzCvdj7aBpDLdDHD+YFuCn0Knk+ BZ5CNRtARhhIgAJjYr0ZPl+mH3EhzQe5hUji1fp8Oj9gJWAMlmWXMZnMHcnt lAVJwxp/9Sn2Yat3mo3rMkq+WAbZAIpV6B/9Xvsnb0oZcCqYUwb5WTM2clCb /vWx9yKwRhtHrzu8Jc+lwuG/5fJHQWXFk6w/fJfzPVo3REN40hFG4ehomFjG A7+qnEnhqVjOHUehjnx6AkEqlQKEUUY0QgH2R/DKCE0kaKQBc7AP/JfMoS7o LkSt2t+3cZ9GWMOe7/aZ1W6edpEhmPeQ1nsFkMGGgDDC6AEByGosnxpTFNL1 OKl3vSiPkXhRTCpZG8XQi0stJwzHFmaIurvvPmR1XJdJDd9s1uKtNg2xiOGN xhzbeQqyWpZRCR78jxl/+GP6934RE5Rwf8n8/R9Nj1xS86K+83s06C5QrNtb 3Rd2W2Ran+nMcoMXA1O2d+K+oQ2HgU0T+ijqNxu4TF/AiGZfgToAKvYsj+cQ xeSSRBbuznSR6UQIZKGJGdVeKHxfBstlIdIxOTSdw1A5bEi8Vee2a0mnhgSQ hebJ9/BSDyujeS3L6ikU7X+cAghIleuF1O1LDc23afBXS1G/Iw1bLYUnyKwy E5mEVWkxp5h9hoBfU8aleH9v+FO55AEoKH0AFt4vD/JKPzx98BVez3EGGgHo x2kt+ak19Rt5XxrrS0W/BmeEml41lEeNph4NU+xXp1id5nZgZLxX6odADRuo Y7aerThS+bcbf/vBEqbY3ylWzYsJFKPVtEvhwtVuLpMvOxx06V0nt5wUzUoC hLXEGnR4oyV4sfi58Yd3fusy0czBMiajjE+v4I3lUG0GK+TVceDFQnr2gxBa jQTUkF3pLpfJcV92N2NlRsyoaNHElAvbLsIOZeloGZRAdpBMI3GdGxwTXCwg 0c3oWzmROVf2Xj206lDG4sxjG45d3HXp8r7L+UkFQDSAAkqR8UHrsPhTg4BC NF96mhf8Y76iQL5EPrrFyKZYw84ftpvZe6p0kQR+E+JJue7hd+o/son+x+nf A49K0orBi/Vq0k3oab957IZj248CxR4an1DxLIC+PO0B6idv4IK5ZVQ6BQe1 yK1OOX59x83vMr+3RDnYZB+Q0S51AvFRb8Z0ClIgpjfbB0cErNyOv3113zVI L+y8mL0i+9Tm08X6kqumK7EbY/u3+LIpFtH3/X5zOsxTzddy2X5Cw5hFDqeC Kst5GDhU6dQRLgNVdqzSoXWZFeb7ifkX91w8suZo7urcS7svl8hKoLJhVVkB lHwOXypFL4Zg26Vz2lSlTq2VSsPZTMpjImC7IOXujegrZ7adgG063Q07FInv w595q3Nu7L8CFx0IJfRCFOYtsSbbgd3CainCvJHCnBt39t4zLjNN7Da1wWtN GqFGwkYjGo89vf8CmwFwf1Shr/iD6Xug2CN12UNV8Pf6ike6IK12LuwzT6BY Q6xhr9/1Xtp7WdamHDyHLNAUn4w6vX9y1LBGw5thzTrX67z06yWGLfqH3z5y JDlxGe7N4AtEBef3n7+SdPmq+MpV0dUSQzGZRVImEu5SQkEIRsYuKXbrLPkp t+6m3HZnEdY01zXRnTuKorvykpvJBfeSCh0KnNWgmUBYMekRuYpjC3CVPT/6 DqXDwY3ejb5JKJ0F8Xdxud0iLnZKrbQevX1zKqyABj6ddYgd96Lzb+y8cXPv 7aLYIovIBk+KzxSAVGjXhU8gM/6MYFlGGVRXIIfXk67583yM0WNOtEJVjYin yDgG+EVEM3Qc+8jw5EnG916Vzy0l4UecUnsgi6/MCcIRC2LuFiXeNycVQa6K 4/NdSlvAxAezvV4jQ2pdyFAbCACuQ25xyWyQTwAWfMshscAZQWoWFd3df/Pq rovWlBL4lj+dK00sdosJeOoBXvY4B1DMp/ZDnLTG2H6uUdX/7hSrbZVMNOq5 +Ie/nv1vgWJkotMdY2VFRG0UE0Y3C4tvwp9UEkELwxX/KYrxEhSlPVIuTLE6 UYzRMm6VG7wYUAy8GAQQ4yLjlsEbWmONm2AftHmjaWusuXy5/GzsRSrLixCW 9sCb9sCXWukzlIEhqqIY6iEfWoMDCj/U2oPGnQHL8FTX9ejrR9cdOb3xVEmS GSInCp4aGkyWJwNMBwGx+sr+KxDtRZNE+4ftX9N1zfIOy1d1WbW9//ao4VHw 4eG1hwvFhfdS7ls1NojY5YcqynMqA5kVgYzKYFalJx0oxgDFFIsVo5uPaoo1 7vxBp5m9pwPFgI8AO6DYE81/cEmBn6AYuL//c/qHJxl//FPeX/707Z/ZVB71 2DTRxfLi7JXZ8uly5XSVYqIKuAlmHxxZQFsOlgEyD9CHFBAG/IITgTPNW5On mKHYM3jP5j6bN/TcAGcBX8/dnivbJl0xfVmXBl0aY036ffTlvC7ztYsNgSPl lJGjUr3AMpeWYjK9/CG/WeO4EHX5yIajWcuz1LPV8WPidw7cue3LbVA4yROS oaCOrDsCx/Ln+gGjcHTYgHKuOBHgcymX0VIkv3sz4fLZ3ccPrc0wLtFcj7tY qsq/En0uY4VBM18WPz4KlB2ZcXr9aWElGqCY0CMRNn6CYmM6j/sY+6zpay0A ZONbTb4Uf917MIgmqNeXPzY+fKSvrNSUPTE++NvhP/1X7h/9mezEtuM61usg UKznu72W9Vmet+MIf9xvNtqAYsJ7MfBiPT7usXrCqoxdpu++fVx0oOjK1itn Np1WzlbGTomTfiOTLJGlb844G3+2xFDqyfLwJo7R0W6J25pQkh9z/UbUufTF Gsn0ZOOqNMNqk/gblXqVKWNj3qEtJy7sv14qtbI6tPq2V0oDxQoO3AFS5C7L BqXPM6inyq/vuXw76jrgAChgl5nBnwLggCPH1xw5uCRTPEYsnyDXTtOnz03P WphzZMWRi1sv34u+dz+mACoAnNHLGNDLUEhdCjdUNspPl11NvmLWmq8duHZm wzlAlVcV+M70B58ENS36ZIGgBm6boCc0hgK+hauchQn3zm46mf2NKWOBEdK0 uXrFJIlhliZzYdqJtUdv7b9mlZQgZqXRfLoHvCdkD/4E9sGfpSmF13ZfurD1 DJwIfDFrUTroSOShyzvOA5otycUF+wucCWgtWmEFVV7phTjpiHeGKfZbppjQ o5WWsIAqqCyVH6746/W//mAOU+wfUIzTc5QWtUoBxag08tLeS7GjYqe1mtLi tQYNsHdavPFpx3daZ2w33VcV+vMqSL3fa3wUSH0c0D/y6ysCOr9f+4xiqIfe U4qFQPb0zQ5v8oKBQrVoNSXYKNRgpULQdAHgYq+r56rX9Vy3qM2itT3W7h+x /+Dqg6ZlJtUc1Z6he2ZFzBr0+qAR746Y3Wx2yjRx7qYjZpXFe9DPZwVpA0vr eS4tABSjMoBiRSGKjYnAmnR5v8usXjNki2QCxYQWRaAYhBR/VqA2ioFrw0Uk VIEAtTnLD8pnyhMmJazrt3ZRx4Uj6o0YVW/UguYLrWI7o+bArLEaHpwaaSKd BiekEGCBd3nr8lImp8xsOjOyS+SOr3ZEjYxKGJ+QPCl595Dd33RfNHvwjMFd B0a81bQR1rD/pwPndl2gXWYoP/mAzfIFch/QaXypzEGkMewhPyBs39dR63ut 39hn46a+m0BQPkvaL5ny2ZTh7wyf+MlE2E5bklYoLSxVlkIGqAyqUJZ/Je7C wfUZCZOj1/dbtbD9nKlNJ4yqP2zwO/01i+Qg+HDkB0P6YT27YO27Y52nNJxw YHB0UWxJ0FQuzKsvrJctrGVTE8XSx3Qe2wD7tPkbLZphERNaT7wYfwkqIT6T 70nu77/LeVKZVhHU+x9lPPg+70kglQcbOKL50A7vtf8M+wwM18CPv9o0fPOZ mHPBMxWubAIotvXrbf3rD2iJtez9ae/Isf8/e+8dVdWW5f9ucxZUgmQEQYJE AVEUTKioiAEjgopgBsUACJhAyXByTmQEI+aIIkqOJ+ccCOqtW6H7vfH+6Dc3 dN0OVVZ3vVG3f33Hc4w59kBPWnvvteZnftdea84kYiqh8ij7WmBWklNizPzt foifJ+IZMD3IY6L3eoeNR5Yfwx7BNxc0y9hSLUstw0gG87ufnbtblUg+7Z+4 Ye6ajVYbI222bLDfvj8wOWdnASaRdu/K047SHjlFqiUrNRiJpGjg/ZWXzy43 XVlxOd7hwJaZG3fOi6YdID25+HAA29NT2gFHEYXXUfip8igra2X6cfdjmcsz 8iNv43bgy6PLbkTcvBCQlrI09az3mfzIgvtn70F/VrGVUppsANPfmvvpSebj ijTOiZXJx4OTdtjsiLXag48hPkt5wS0USEvkOqJBTzFAz0HzPBOEfIKgD9v/ 6Pz9oqjbJz2SwDIhYFt95UJg6oklxw7Z799nvRsaCc2oSapoy//II/SDQfP4 xAEhmQvH5muvofHwkcvBaTmrMvM35uJ2lpVsLbgUdD7Z7Sh8T/HmwgfJD9qu tP+Sm3E84/ffyBr9g2L/SygGbBIVSyEKEhElulr9P73+p3/p+kGx/4JiEK+K SegzHVWlGgTU/bT7acFpYbNDHSbOm4tMsJ1s7mO25P6te7xKofHuVz5OCQjT Ur7oSKNakgliy3GKyUki2Z8p9p9svOCXsWJIzzailaTGKqoA1zS1muZbzXlR eVFmUeC14Ag+/1n2M/jP97ffv7z2svJEZdaarF0Ld61EVgYgAZELNl9cm/4o +wmfJQLPL4BoligFFSP+N4rhNjpE2SF2KMUC9pQnlI8/FzNSRoBiigItSC1N hfavUgx6iKkGXWCpZqmhq1ATqNkbs5KXJa2dv2bZ5EB7dHLVEQjyIbdFSBLp WAboYMoqpZgtBn7JKmWdmE5OMidtedo+h33AXEBY9alqOIXPJZ/hXMp2l222 3RxkH7jEevF8xNwSsVhuGbrX5wDuKElz1yCrUCsr9XKOVsSUD1AFr/LeFcWW xrkn7LbfA1gHCLKOsWpO14A8AXiFICGuiKsP4pPklcROYr+6/mqAPCBgCF7f elmbVlm4P/eYX/zaeWHLEB8vZDGYO+Kcveny1eiMI0sPhs0KDkC8HRBrJwA9 suSQXdy7jPdDVSO8MsFAMXe8hOh4Fvq/pBjjKGO7/zabyZb2k2yskQWR9hse XL8PvythSA1VBgPHoKarVTSVqcZkrDX0lHbWna+JsF/tNn0xCDG3CW67PHeX xJc2l38ALcavEgHFzq9LG9/17DXLa8eymPTtF3NWZp52PH7ELmGvzZ41s9aG mYcHzVlhidhaIDbuiOehgMNVKdUCKt9QoYEuJyrtf5fZdD+l8lzwiQDExw6x t0LsnRGvzYtjr+4rpqXWvCr80EcclJElOrJcj5XJi7nd+Z/f5rw853dmDbLK E3GDI4Dg3dVX44wA6yz6XH+iGqCQtPhIoksC7QC54eSdJxce3z3dSNxNuBh4 YcuMKG/EK872IPyzv7xPzVEBwl6kP688UlG+p/Ty5rSg2X5+E70dEftAJPD2 pvwXl16hG+6wUg3tX+cf0IVPFF5LQcud1DvpKy4BqmItdkCTyrcXE2OxpdsK Czff2mu1KxxZ6Yd4R05Zmx2W8SC1sb2gFTjLxfeJqXwpXdia9x67o/SwU1yM 2db9C2NZ8bTqY5y7Z+qBv0BDAHQEEhYzJ5q2g/b23DuAlxyjGC+DC34S/vmD Yv+bKSYtRHf1CoskvBIBdBgIlf/06k8/Vnf8lxQbr0QvZyg01VrQYnfP3T3j d2bZZH+byXNmIojdNPMga58X5c9ld9TD937mlSsBYQbSNz3xq44wNEYxpYIk GqcYSK1f4AVfPm4QVChIKj3TqGHoxjciSSnoChABTcBIYuy03bkYWeyL+J4K PNWU1aRp1LQUt3wq+9SB64Aj/E/hzsKYhTGuyGJnxCVm0S78UepnTKe8UqOq MqgqjGAoxZjyT+Udf6aYg8+spUAxkGaKSoWWrjdRR38i//GX1R3fo9jIvVGI fIyNxkH64J30euIJfNaOzG2LozwnuNsg1i7IojVzI17nve7F9SqYcgFlTIVx hOoGtYAtqE2tPeF/Yv3s9eHTwm9vv91woeFd/rtXua/gFHhM3subL3P33Ahb HOrt6LFgwjwLZEHQ/GBw7GXxGMUdtaxSyaWI4IxM9760lnTc2HIr3uNIos+x m1tuwvWBXxygDchqZJ34TlIC6ajXUQCZGzjhGWvSI9Krz1b3U/vltfKPpR/u ZtXjjhWfXXV848IIf8TLA1m0FGTXBI9dLtvOhienhp9MDIqL896zYlagI7LQ A3GNtz/UnPlhuHp0vMgaunZ0rGbKX6dYIm13YLTt5Hn2EywskNkb7CMe592X 18uM94xoHRa6RMaSq6o1Qw+GNY2698UfyCfJS2d6L0Ss5yPz/Wf7n9+U9ii3 aaCCK6qVDnL493IeXIy8BALNFrEFpbbcNmSv7+5rq67cWnGNGIOlHaKUHCi9 FVeQGHFi8WRPR8TVfZJ3jNtuYiKpH9+rYSrkWLGwqFeM6xaSO6pOUve57nRF 3CwR+0WIz96Q5PIU5qPid30cIUQ7IpJAS5IY8FJlGVfHkffhurLDM7bO3RQx MeyI66GX2U+5pD4hjTv+GPFBWmNm2KV9trtPeicVRxc+uviw+ea7ztKOXmxP R0l7w9k7p5ae9EGWHnKKo8fTYKRoazVtRZ8rkyryo25fWHX+zPrj7lNcFiGO 0FuCJgUW7y5+fe21nCFDV65SpBC2oYndWKJ2bDvzBOPC6rQdltGHXeJubrh6 N7W+rehjV1lbe3FrR8mn3Mhr++1igWJgcY77CHsx0E54iU8Z0NYqdXWqVznP LgSnRk5fC029sT7nfe6bj7eb4eOdpZ/hFOALDznt3zF3G3YT9uWZV+AbVXh0 /TCAbFyO/aDY/3KKiQrhHom5xejkFfhkdI1ixw+K/RcUQ3cWE9HF5OoqDXik hpSGk0tP+k/wtpo0Y9ZExHHOguX2fi+xz8YpJihT6UnfDMTfGQk/GfAjWoL+ 3yhGlvxCMfhmBUE9bvBzcrxKRUIXY4wH/HKaUslSPLz8MGNNxuqpq5chy454 HuGc5PSSewEKuns6YJnqjgr+FleKH2Y+TFiS4IA4QrztOyngSEAy8SitOb9V yJCBfpGxdf+OYoQ/U8x3T8A+3GEsyCUdwzBE+wIUUxXpv3F+r6vS/1WK9RH7 BHQ+HAFh7aS2J/lNTUUPqBdJR1bH+87ytgfxMsljs93GN0WvAa/gi3g0Xg+p h8/iS6ok7wvfZ2/IDpscFoQEAXDf3HrDZXBFFSLgDrxHUaeAtz26/ejY9qMb V6y3n2kLjt3XzG+7x87SBAxcVWm1YoDMA0Umq1azjldEL9wRZb3t6tYbH8ta gYBAKEAYXAplvRLISIwnxjrEeiPe7oj75nmb4QI+vfoUMNpO+PQs/1FNJvPW 3qv7vGMCJnk5IJZOyEJ3xHH5DP+Tq44UxeXikovKDucfX5kQaR2+beHmm2tu dN3qMXBMAoxofC4RXV86VrPyr1Isxm+j9cRZtshcC2RWpOPqx7fvyRol+gda ZY1SXQdnIR9k8tvIXU/zX5Qcxh5bfdwasQZeOyKOW9y3YE/geti9ivsqEGLd tD6gWPrmjNUW4QvR3WcLg6yXAcVIu7F34irfZ71pLfz4ouDVw8KnOYfylsz2 c5oAhLINnLU8Z9u1lvwPCqpITZCoCHwpoXu4TtJa+DJr46Uw89UWiJ09smSr 78GC09QnmPf8OwohR8LHczVEsQnOC8NXMcTAgosh53Ys2HbAfs/tzTcBakAx KUsoY4sAAcR92N1WMQC4tKCUpkv3O0raeGSulCVRVSmNDYZB4kBpTMmGaesP 2O+nHCTzKTxdnXaA0P8q5+Xd1EbOGWZG7CWvuW52iLUVMh+k7tVt2fXn6z8W foSPc0no1jboEv30vuoLlafDTm203LB+ZkROROaLrCeAJ2iAslKqrparqmR1 p6oyVl6EZrgjLquQ0NSA0+yjdCAXtBbeJqAOViWzof3w0lm/k/fPN/DI/WIG H84CjgOEnqcZj66uuRI9ZwthK/HV2dfgG9UEDVoVYqyS4D+w8ssPiv0aFJMU yH6hGB8nBJ/8hxd/+Jf2HxT7LygmJUqBYhKqVM5W9OP7qk9UH3U76oEsnj9x yuwpiMsCq1CnwKflTwTVYtOdn4Tlaj3pdybCzyb8f00xFV4LpicNKbBqcblM RlCAkwTHCDfi482WvKi8Pc6xQciyKIvNRbGFnzCt4moRn8MbYPTDYIejrE46 +nxEcUfOPsU65BW/GFnijCz2Q4L2L0kgJtBbCzuENLmIrgKKCVh/ppj9FjvE yWeWP1AMfwSnqkY1IFDsd5Q/qYsNP1X8QV9t+B7FhpqGQFzIGqTCBv5gQ5/8 leRjZfONxBwfM094m9tEl0iHdc24t72MHmgn6CNRlRAa2VL6gZZEjXXa7Q76 aFZE5vqMNtxnaPnQE5P+oU59V6W5p4Z3tlDeE69jkw4cdbNYbIaYec9eusNr N+4YUfPAqKhD+SViSZuuPD/ud2oZEhLrso92gg4XAdojrZV0kTq7yV2CCn47 vq3xckOS3zG4aE6IoweyZNP8jSV7i+EX+5i9gjv9fbXtr8qaChJu7HLf4jtl ic8Et+DZvvEBe6jncG305sE7XQM1HQ9u1zPOEe7nNDRdfAyEGq9HA0cg1/jS +u9RbJv3Gmtkuj0y1xKZFmbhxziHf3b74bObTXAFmktbHl5/QjpBvbo773jE 2Y2u0R7TfVymuILI2hOyJ2d/zsP8R5K7UtVDzQCb107qupt9/8rWrHDLCBvE xnmC81bfLVm7MiQkroEq/1Jv1NarhHVC6VPF3bKmXSsOWKCZrKwXIg4nQ0++ vPpMRhboyPIhmoxX/NFQzevCvMceKt7ne3DxBO95iOPSeasS1p4jX65pYwz0 07mDmF4tWfSFrNBgeQOl7U3p9+Jd9m+es/6M//HK40wpR9Be+hGOAvrA6+vP rm/ICp+0IgBZejbgxOOMh3waD/oPmJQthXAIlBTnGAeGxmHXw+SDZJDk8NL4 8iQxUyyo5tcVVkWHbPa38LZGFiyb5V+SUPTi9nPoz7pGTT+5t4/aI60TvSp8 cW7dmRVmywMm++yy316RzJCw+SImtxvbJmQMyitFfFr/y6tPsHtK9jvsDkR8 ghC/OOe98M9nWY8GSN19hE549ebGnDVTwvwR75M+x+6l1cNHtPUKZbUE3gB/ D5J7qPGEWIsdrD3s5rT3QC7QYnKMQlYuh79536+b9oNi/xsoJs5H81fzC9DS 9j8o9tcopkBtrBrmnymmGF/dgaaJoEjEdFlXaTfzCDvOKd4VcV6AzJw7eaK7 pcNKx6DHRU08ttBQ90WMAYp9M6Fa7F9nFBVkuYwMCBMAxeQkmRxdb48WivqF YkbasLhcMVDIF2IlSoZWSJS9zX5fmVyZHJAYbhbmhbhvtY0iJxK4zAGQYNJK MQT2cMtA7AzSeYo6lbhSWpfWcCYsZa3TOtepbtaITahZ2LXtue8KWhRVWnWt ScT8zxTznj2mxY6iFNOxjMP0rz9R/wko9q0SpVjHGMUCbH3H8iiiFKu/fKeH 1Pf1+VegD8Cin9U3WDWgeapqpr25tPu85yy3echsS2Re2MLQD+RmYY0AZNEg ZdDwUNdL67p/pTE7KmvVzDBnxHGn0w7aCSp8XFQrltcrBBXiPspgP5UrZstE DdLnrCc5Z6/42iydh5gvneEV672HepJuevpF3agfefKVxxQWxZaunL7aC/FK Ckmqy6x7fONJJ7Grl9r3vrgZSNFD7/2Iba27VHthTVrkgg1eiMdixCVoUmDm pvQ20ifdY1U/u5dfPdBKfoc9Xrzdc7Mb4uSM2PpMWXJi5dG6jMrBil5Fg0RU x2vBvntb9gL+FpIERrYJbpYIIzawjEAubin/31NMTJLLaWo4Nmd/pCXSNvus sZg0w3ay+Txkmsc0l4xdF3P35V6JupK5OStzc87psHM73fZHWEaGmK3ymhZg jyza4Bh5dv0Z0mlSU15TF71LcVepuKOE0/lM6ACKZW3LBi1mBy2ctTR50zFO BvPrA9O3+mFTLap6Ook9ykeat5SPJ6JS/C1D5iNWzhNcz65PeZn3QkjmyrAC RRlfWt4zWiMXkLvr06qyYnLWOGxaiCx2mrI0aOHazH23npW8a8d39ZV3aynS LzSNFifkYboeXWo86BgbsyAqN/Lah7y3Pz0eBYEj5Yj6CN33LzVcWHU+eELg EsQtfmkc8zQDrjkIc5DD3bjuAfKAiCl8ffVV2Y7S/I15TWkPpDSJtkIpoQhE JJ6CIZHVih5jG7aHbFw03WEeMtcBsc/Ze/VZwTNJvdT0wDBIBqU/oKgX16dX b0KX0dp4T/SCn2sr+viH5z+JWYLPhS1w1DdoBHQgWse9tIbsNZk7rbZtmr3u uE8iJ4nehfkMr/Jpgw8u3r2wIjUUCYSBc8h9HzWR0Ib9qGqQqepkwDiQcv/8 4g/dJR03wq/Vxte9z2gRlqOpRGG8y3ByYamkN68PLVRXxB+v7Plvx7+fYuNg Ev63j78qJYV/T0vGKSb8H6HY97zx9yg2VjLsL1Z3dP6LqlY1SBrsLuvhYQVi 7HilISmokrHCQ8Lx557iMbk9/lX/x3Hza1FsvIARRirHyqBLy9FqmIoxLQYU kytZGnWVoau0n3yAGed41A/xt0TMLSfM8Vvgud55zZvS1xKO5EvD7xQkjYn+ xUgbNVCHdDSjmq6WM2QSpgjNF0SUqPEKMBUBtTGQoc/F0L1XRAUXK+7DCBRs varK9CLr/bWom2stV3hNcvREnPd77axKZYrYPLSeKW4QXS3JUCmZOlWFUVc3 LGapHme9un2geMvyLRYz589EZix3CNkbuLf8CMbwaEjAEAPFREz553+bUURX d8QG7i4/hpPXqjQs4xDj61fqn1TFhi+Vf9DUGtoYHccij/rb+c5CZlgglilR KXXpKMU0jTohXSijyxV0FWjGofrhLmxX3t6by+b7AcUWIhZrXVe30JpBf2k5 ejVLraqRfsa9Z5wkHPLZ5464uCCOCUGHKtLZgkYRMEtcq5RUa2Qcg4w1pKCP iNjaF4QXN5NzQhYG2SILl88Jjlt6kJxE0d7XCdgi3QM9fG1ycHLA1ICwBaER 9qszdqbjjhJIiXRqMotxis04xaScoBGTiLhE7EGf/eutIlwRJxtkgc+kJafX HntW+uDLO5OAyldzVO9L3hYnFuwN3eUy1d4KMV9lHVq4L//VtZdwUmjlUwxf RBOLOUIuZVBKEKF7qfD/auMJ+ceSN8qkFCWYhKKUMbVCiuJ1dgv+GGXtsg3T ps0wn2kxE5lrO3VR7IqDCSuSj4ScPBGamuCTvMNp3/r5W1bNWb/KfP16681b 7WJw+/B3TtS35H0SUITKCpWiUiXhSOFkP2Pb6i/XXdxwYaXZSifEftlc/7NR pyoyWRBCSNlyIUliqBwRQpOYWnGV/Oy686F2K60Qq4UTrfeH7avJru0l9wNk dSTNEFmtxYt0LFlH6ceCvbf3BRwMslxuhlgG24bFhSXiTlO0D03GO6bB4oFv FV9kZWJuaRdtP3bv/K37LWI4cdTB0m4xWahgotmMIWR6mvvi8pbMYLNQZ2TR CvuwI2uPks6RnxU+6eP0iutEqgaFokramve+9gin8Vjt+4xXUgzfRFcaaQo1 QaQi8OW0/reYB1u8Ijxmu5oh5raIc3Z83nPM205Kl7JSKqNw1Qw+F9detic/ dFaQI7Jojd2GvG23RWQhDB90hwtL2lXWqaiQy9AUpvw3N16TD5Fz1mdlr7uC O4h7fvUpqLkvD0eB708yH19Zn+GP+LojizY7bogL2NeMe93N7BBW8SAC1FVp VVTl2/NvMJH4ppTnb7NaugoHeDgxHyvhYoT8chFaial4rDrqWI3U8Xrf/1qn 7O+kzC8s+28ef22K/fdbgvI3n8v/O6tk8m/+XVU4+T8o9o+3UtEYxcZqEGPR nHL/iWJyukZdaRrEi6uSG5OWnF2GhFog88F7e812D7cJe1n0QswWD9eNwgXU 000grwBhGpoOfKOEIRUzxVI6jGWZFqcAGweZgogafD9aYYSs4BIk/XiRrEIv 5ejuXXyRFp6+3NzHbaIVgCw+IPbO5QppJV9bpeJh0WUGarpOxTCqWCZdzSi8 /82NT5hkUsz6aEureVORiX4OPlFeUTf356rua0Us+HX5nymGru6wRey85nju WrYLKCYbo5hxjGLKEsNo1R/UYxRLjDzqa+c7c4xiZ7egFOsm9+kadODhlVS1 jmw0kId/qvp9X1l/wa78oHkBZsgsa2T+msVhQDGIzw3QMIZeViF8U/ikJO72 LrdtboizxyS35DWJtddr+HdFggapqE4pqTLI2cNK+lc15WcZw/Qa9+bWsRsr rEIcENsVs5cf8oqjHqPo7ukUdQrdA+1nwqc9HrsdETvPqe7BFgEXd6TF+SQk eCclLj1+1Pf4Ub+kw35H433i43zitjhsXGUW4oFy0y5kjk/yqkOsdEInrVVK lOqZxg9FH4Bie1bscJpuuwAxA/1YvKfobfY7OCk1Ti8uQdPUS5kyHigavESJ lQHIfmHZv6cYIExERSkmoCpe5bRgkyirgyInTJ0xY9r8ycjcBZMcY1ceTgw/ ezzs/EHvxANLEg+4H03wSEoOPHNp7ZWbO2+X78N+utY2kM+DSEbL1OtYhvGU JhALtWH+TDFzQIZj8Bz/lM2ngWLiO1IRR84nyUwV3yRYNKeivEJ9fs2FFbYr LJEFlpMtYsN3V16t7KL2yihqHdEwSjHosTITU8UnDlSlcjK2p2/z2mqBWPmY +21bujNnz80e5oCIIQHXNMIaBXf98dqb2xtyjjkdvBaa/uTsAzFOADGYkCDm k0VcKu95/usbe2+tddpgP8HZYYZLgG3Q0YgjtxJuN15vbCV+FFRy1fVKMZXf kffx3eUXPdc/y0t5OoJUTxDr8CIDUaRl8N6XP9jmGeE5y3UuYr4Qcc5MyHuG fdtB7VJxZEoKT03mdee/u7npSuAUX9cpntu992D245UMpZyGpnlRslR9Zb0q tlpMlwDxe3G9L7Jf1J6prTld8+TKk47yDhhiCrpioGzg/c0P+TH5gRP87RBr 36meYVah+Ql5tHOUptxH7dh2TYX6S81XuMvPz77pyO/rKuMOEMQ8skxIlAHL AGSD5QK0RvZ/rI4tLETt/xvFfj37VWcsf1DsN2nfpxhQQ0JWSKkqdL0fTdV0 6dX5ZZkhk8IWIOZzkGlOU+2C5wc23XrIY/IMNUZemQD4BUJMTzFpKHoVRY1u /6ShC7G+RzE0RzpFKSDLuSQpUExAV1aduJvkd8JnqpszqImpi5JC4x5k1ylr xbpqNVBMRdNomQagmIJh0FQNK6tNbSX9Fel18TvjXBY5TEUme1p5htmHXYpK l9UppRUKoJj4/wTF+IyBhqyaixvPrbFatRhZFDx/2cWYi4+Km/h3BYIxLSat NChYwyr6qIbyOwXd9Ab71ymmadQoGxQvbj/faLNhIWLpPsl1rfPq0lPF1JNM elIFPZFDTWRSjzEoyXTqcRrtBJV2kkJMxmGOFJcdziedKrt/s7ab81H/CM2u /KtSLMQzDEGmzJwGcni+v31owSlMZXZj47Unj6+/fHrt9YvrzW9vtcBd6KcO iqslmnqtnmkYYo8Oc0b0bON4XikQHTAY/1EU+0I1aDEiEEQajvxjaXNleuXJ DScd0BJCTsGWKw+HJj26+awT09NV0ANt6M7tbjhRk+x5OC3wzIOzDZ23Pssp 0qGqob6SATVHo6zR9NMH6q/cSd18Lsx+ld0Ex3mIBYiySKeN5zel4Y7h7mXd hWYLGQIZaH88T4LjSTFcWTlXWc7T4IRGskzPEf8NiqmofDm+/036/ZRlyZ6I m4/ZsmNrTledrIUGKCgKdMkuSws9H44ColBToQXco6nYCGgqNi6ZK6QL4ZaN Tf6jyTkfXHiw22GnK5ogbpEb4rLacmWs167LGy/Rkqgtt1tQJlLVgyV8ENHA L6DYIFECFAPj48Q/KPaDYr9h+z7F0GVpVBXIJSlDA/b66scrq24unxZmicyf hUyxnWTpPWdJ3bXqLmqnqlrFxfC1VAMgDLwi6hjJuvGVhwqSEsj1H2YUif/6 3A0oJqepgZIwrOQc/QBJQo2v3LvowGLE3h4x8522+OSqw01X76rqZPoajQAP EbJWxzICxWQ0DYBVXWsaJIubCp6dTTjj5+01HZnqbu4WaB5wZk2qqFKmqNSM 5e74ZUZxky1i4zHXc2cQUAz761EMONtN7qGcpcQFHvKb4e+KuK51jLged/0F 4RVQbHxGUV6pAzmppY3qSd+UdMP3KIau1a/g373SuGZBOFAMfu5weNxr4qse 2mAvid+NHWjH9LRjuzrx3b3k3n5qfze5q4fa2U1pbye0fMa9b6e0cDldihrR r0ox/DFaqGf4lIkz5s+0tpxqt9kvpqn8ubBRpryvl9doVNW6P5tGXaPW1Kl1 dVo1VQOy3cAwwg1FN1PT0Qxd2jvafyDFVKV8HVmqr1IJOLwP+A85+6+5THKb j1i7TnDf6LSVmcr5VNbOw/O/1n5ryW7B7Crbbrnt2vqrg7i+wXJ0K9nX+q89 RX2aCr22RievVXaQ21kXWEkRR31me89H5kPfWIS4rbXbEBeYkBGVSTtBh2sL WtLUaNRVahRksRjLBVMRRQaqXF8h+R7FlGypmiYQl3ffO8GOW7TbBXEMslqZ tj3zwaWmr/U/ja2ikYJWRZdVM3QwvgBq6Jw2S4tOXHM0QKWxFNBiCBph6MFH ekv7ctblRM5b54N42yDWNoiVB+K+3mrt8eXJuIO4F1df9OMGRDQpDLd+vKi7 nNeD4fPxEhFJLiRIeVjRD4r9oNhv1b5PMRg7SoZ2XC5Bz/+Q15G3sWTtvEjb SdbmyEzbKRau0xzJaYS3ZW9klWgWdzVViyKMaNASjBq8AWxsFYdaRVCO8+sv Kaaga2Q0NXhFBVsPI4u0n7XTPtYZsbVFzECRJa+Iv5dZJ6sSgRaDGwdx+xjF 9FKqGt6vqRsSsxTNhJasU1dC/YJmIzPcZ7sFzg1KiTgvqVTKOVqgGNjnsq7/ YYp9JnaXJuO2LdnhPtFjEeKywSUy90jeLxST1SiVFTotw2SgjgwRv2hohnff 12IDjP6aC9Xh81YBxZZbBJ3anNxT1z3IEHApkn68oAc3CNZHHBzPN8Wn8YQM sEEutbsH/7kT29pLaBOQBuV4xa9KsY3LohbMsLCeYTsPmb/WZcPdW4/6ObxB On+QwBcQ0dSCoMcVDJmSLQP1oeGoJFiJiqQFioEWgz4G3hi0mLxK/o+i2DBJ qyzhqQkiDVMm5gh7mD2lxzF+cwItEBtbxClozoqS+PKPJZ/gZEfvjD5MfXQ5 PGOL5daS2DIpWzqAGQRqABEGSwbRmpVEoZghGmT0vyx4WhiXu23xpkWIoy26 jdrda4p/iFlYlFM09Dd2asUnfLusRqGoRJ9kyWho6l0FWaqlKTUV0nflj75H MS1DJCjpqDxE2GG12QmxC7YOA4o9vPjkW93vFCTVePghwkm0dL2gTAh3AQYO BIcw0FQUjYygEGHQumYw3KQlSmCZACNiHWafDzm/2WqTA2LniNg7IQ6eyBKI gg77J+TH3m7KedRHGeCRJaDCwLgkKSAMrfiDR5+O/aDYD4r9Vu1vzihq2AY5 XcMlSHhEaXtxP+Ug56BXgsNU2wVT59hOt7BGFlw/lFN9pbKf3ofO21PVIMG0 BL0eb9RjjTqMSVtu1GD0ADIg1y9zifL/SDF0tRtZoWLpB/Fi6gHOHsf9roiD LWLuOcH1kN/eyhQWlzagqVDLqOi0CTBCzTQA+ORsDXBHwpF/pHy+dS53pd/y 2chsrzmeEVZrrkRdVdXoQTzC2/6CYkuAYmVJvyLFoHmtxK6iZNxWj12LJng4 IC7hTmtzDl59VPoYKCa+I1ZUKyCQ1tMNQ+ShYcIXLVX3PYqZHpkGmQO/UMxj itvuwJgXuOeKeo26ekhZaVRU6MBUlVpNtV5frVNzVIB7Y51OD6qnUqGtlpvu aH5qHFXiVL8exQiJtHVeG8wnmllPsJqHmK91WP80/5mwUsQlczVsjZ6tN7LG jKMzcjTGSrWpQqsiq4zM4a/V377UfTNWDKGJyGhiPp3/D6GYlmQwEdRajEhH lktJ/AFS7yCHW51Zu33JblfEcxGyxB1ZemHD5YdZj/pJAzK2lLifmOB97JB3 IvtkFZ8p6cfxBQTpUNXIeBp/EV4gpgpkbABZz9Ob9woOXDu24vA6m/X+s5bD tzkhbm6Id9i8iKSVJ4sTMI1ZD94UfuDReCjL0OI7CiWEZxWy71FMwZIAxfjF 7ewDWKDYIsTBf37I0fCT1SfqhytHgVYAMh3DICwXo1mycTIVSY1uriRqIDgc q8SnBlNitF9pP8kLlRA0At0+Xv9Uf6Y+PyZ/v/u+4OnLQIstQpxckUW+k5du dtyYHnWJfZb1qagTIkYpSwtdCEY3nO9guaC/lPeDYj8o9lu171MM3SXENqjZ BkAY+BA+Rf4k/c31mDy7yQstps21mbYAfHjyhqOFR25/KH8vZovRqSGyGqUY 1qgvNxlKR/Qlw9pSE7ot5d/xS/6fZhQp6MptNUsvJMoqEmoPux3xQBbbIxZu iPPOxdGEw5gOTJuKrVQxNWi6e4YOBStDJWerlDUaEUvcSmotOHc7zDt0LjLX z9w/2iWmZG+5seGLiKSQ0TQSuvovKLbjV6cYubfkNGW7z37XyT42iFOIVVha zIXam/WCxjGK1aB6xEjXD5ONo4QRPVX7Dvvqr1Js5MkIj80Fx77Beh1QzA5Z uNp+BTuTxaWLgCNwauMzvTK6UkKVS8gy6MYiokhBlckpYgmeL8bxpASBiqz4 tSkWvmi1OTJ3IbqXef5Wly2f8K1D901wjhq6GoAFXyUp5QuK+/lFPdziHl5x v56qM7FGvlR9Ha4e1bEMUhpaiEfAEPyjKGbEq4ZIihGWTkLgdpV1iCvFLbjW nF03Ih23+k0PtkEctrvuLN5f8vjqk5bC9xdXXYyy3ZGx9caTm2/7aSI4KQVD B8GSFC/X0nVKigIupqpCoq2Tiiv6P5a9uH+19vbBwmOrzqy13bR02jJHZLEt 4uw52W+t7UZgWekR3PvSTyC3VdU6iKCgByqrlG8x36WYjikGinEO4vbYRbsj Lh4zfSH4we0jqulobSM1VQMqjFvM19NNqHqlonP1cIIosHB6MC0WHWs/M/6o KdEPU758q/wZwMcnCDrLOhsu3Tmz6vRez9hwi5Xek9yh/0DMGWweEL8sjniI 1nTpFYBMztFLqapBjHCgjM/HiX9Q7AfFfqv2fYoNFHMBLtoKEzgQcFwQuYEc Y5zh2E6wtpxiZjMZpVjssh0ZMZeeFzwTsAVoGTIKWqFSizXoyoaAYobiEV2x EULHsf3Oil+O44ZqsbEcsyKiTMvUS8iKO4mNx72OL53o5YDYuCBOWxw2l+wr /Fj4UcGUa9g6oCqMbi1HP76qTVGtBNfXQmgpTi1YtWTlPGR+8LzlBzzjyIdp o/d+L4QToaJyrP3PFFuILFxi5vbrU8zURh7ApLJilx1ZMj0QvJafWdDpzSns rIp/RzGFka4dJutHCSY9Vf09ig01DXFZg3evNG5z2mKDWAHFllstI58nDdD5 IroKjaU5BjAFY+zxJUkuJ8sBHHqWTgsiFCviFfT353X35/WqsJpfj2LEo7Ro 32jnGQ4uU52AKVH2m94WvBEzRD0FXWpgClGlxSm1OIWBpBxiaL5Vmn6uG1Xg 5CAoNBTteFYQtKQOQyqrlP2jKGYgqL4xdD/XjMjAnxe1wTAX1Uor0mqPhBxf NR/iAfugGcvPhqdQT1LvpNcf8ooPN4ssO0JpxfX1UcTKSpOhelRB1spwSjVZ I8YIuSX9AlyfnMVXVvOklT0DjHZuFb8u635G9NU9vnEh81bZII4WiA0cA2Yv P7k29f7Np+JapbLOIGao5XS9qlrztvzx36ZY5SHCQeddnoib6xTPVTbr87bl j9cE1zA00OEHCrmgxbRUAzrRQTLoiCYtwajDGWGUacv1YBAxinNlerxplPlV BteWoTY1DEFU+Sj7ISEJn7bp3Hb3qMUTnCyQuTbIgtAFwUe9k0u2E+DeDRIl PJy4r5THw4ognvxBsf9Jiv29u56/RzEJR8Kn8vtxA4PlPJDt6P7oIrkgX/L/ Q4rJyyV/dXWHgq6BaA1dRkiQ9OGEPRj+Z3xXqG2I/RTr+chchwkLfWZ7Rnts oadQDU/04C7QJ85YKVxtVYnOWDY6VPZVXz6sow3BGBnLaY+ukkLjTIhRqer+ osHx5/t9hQPgJwFkT88+O+V9ep3lGr+ZSyG2j7SOzNue23CuUV9tGKodMXBM erZRSpFzcTwBlS+vkgtZ3BZ8c/7JW4ELA6wQ61ULIs6tvtCY+kBKVY9U/6Sk 6KDxbaWdmHh8pNNGe8Te12rpgYj9BQnFkmoFUExPGx0i/E50S2lgflVUaVup n+PCD3pZewHF5iMLktcfr89oGFvuiJYGg58eYX0FisGxs7Dr9o5bq2xWQHxr O8lylfNyoJi0WjpUMSLGKVowPYxLDclr07xmhMxH7JZM801ad4JykSZ5JOXV cCUVguEG4+8bvn1lDg0R9Dq66iOp+eaRq36zl6IPv2YGH/ZJIB8lyWvlpkem TmJHc+m73e474SXAut9c78sxl5pLWvk0mawCOCITUKQKjlbBVEMf5pUJFCTl aNXoCHuo+3rno8T7b1NfSUvFoI5Hqr68L3x/Y//V6IDNLrMcFiIWoZbBAOL3 1z6Msr8ZKSNoltEyAY/EHyD0g+uGqEZajpoYg5oIg06v8cuFcAchMAABqGDr QZs/v9KMjSetc11nP8nGZbKzFbIgwjz86dWnSjZa6nGEPTxCMxqIOk25XF0u 1RHkI3QA2TBoMfDJQDHoA+g62LFConw6f4A20JBx59ya1NC5IYsRl5Xzg09t OI4/jeFVC1T16ISzljFsZH0bqvxJSJdeXH852CrYDJljjpjtiYhtuN3ArRAA xWTlylGa4Qtd+4WpMwLomXI+VdhN7GvFd+XuLQmetdoD8V2CeG11jr6x58a5 dWfifOIOeh+lnaruo4uFbBWPLFfQ9GqKUVCC1pEcYhq7czu7b39qz29uL3o7 /EAur+HxOQJ+tawp9/mtg4XHI86EWoXNRywtEGtHxHWFRUTD9YfSBg2XLhFQ lVyM3HR3tIXwYrNb2OKpjubIfMep7uMU6+cMyhii4SqljiZ8dKYq0eMgUMwe cfE3X54VefVl1itdFRqtwW0Fl4WusyIogGJwm0SFMqCYulzXn83rvNjTlzUw TBoV3hKDl1Ni1AP5gxAcGmtNMo4MOuTb4jes84yrezKj3DdYoRtkZrkizqum RRxzP1OZ1ACcHa7/JiLJ+0t56KOxHxQbo5gwb1CQ18+72dt/s6c7r6czv7e7 sL+7aODbvT/8y+d/+dPDf+7L7weK8XL7xqtk/qDY/3n7a1pMBjb2XAyd7iMr IAzmEaUDBHE/XtRF7EuOSFrlGOqI2IIzBPmwfH5QRvTll0Uv+Cy+kC6EMFKK VShK1KoivbbIpCk1KclaPl7SX8bnYlA3OE608Qz2vQX9by6+fZbyHDqGhqb9 lP2pdGvJBqsNfjN8FyI2K2atvBRxmZ3EUbHVw3WjgLnh6uHhumF9tU5bqwZR 00Noa8p9kLkn3c/czxlZtNsttnh32dtrLSqGUUMfAqenZhq6Mf24w8T1Dhus ESvPBR57wmKxJwjSGqWCptVShtFdz6XGkcrfyys17czOw+sS/B385yCzHSc7 pWxNrb1cP8jkA8VAZpoqUX6BAxlijHYX95TsLfaZ6TUPmQNAD3dZ0Ux+A2oU YKGhG7ls5f3c1xe3Xg8xX2uB2Dsgi6Pct6dFX+zgdHJruNJaiaICLS4sxYnV eKWKLutgfyo5XbDSejmoLdBiQDHGcbrxoVHTqOmhdH/EtiQEHFqI1jGxcZ3o lBB2qOJ8zcfSDnmNRlGrlVWo1TV6Xa1RzdEoKAoVVammKHkFg4+SHtC2ku/F 3enN6dbgdV9qvn0q+5QXdwMoBlrMAjEPnh9YuLvgw/UWoJiJOiopRcuvAE1A i32PYmitMbICrXdGkIhpKqDYi6z3uATK+sUbgGJuU91sEZtoh+iW4tbhO0NG jkFH0mhxak25UotRGfBqE1k7RNUYqGoNSQ1aTI5HixqAyxWS0HqjQLF2bHvN hWqg2Aqz5UCxFfOCzmw8SU4l9LEH1HcMQopCzxrV0kbgtgLFsrbkBMwPMEfm zp8wb/fqXRU5Fd20PhVDP8wcGaboRiCMoWuMDLWaoRRSJf1Efiehn5zM2r/0 aOjccEdkUZjlqqTwY7u8og/6709ZdbE27SGPIRezNAKCQkHWq8kGcBfyMiU0 9dnZJ/eS6++ernlyqUFRxRUwegUMobJO10Xpf5r/ojqrJiUqxWcudFdbe8TJ d9Yy2jlWP1vApctUnGEhTqOpNrYSX25avNJlsr0ZMs9p2pKM+Nym0pftlE7Q YnqWRE3mvbjQcMrvqAviOA9FoVtS0PHas9UChgBIJKAJZCy5kqUS4URGtulL 1U9/rP/nEca3jvTuxr33Hhx81Hah4yv7J36BoOtq9/vLH9+kvYWbBYMFXZfC FA8w+tupbQ8L7t1MuBblHblk1qJFiGPopLDDLifo8VUwnNHnBSDHSrg/KPaD Yr9hKxVBuC6FYzkKMikOBRlQbLw8omh8O8kYxbgk1Pop/Lr0uvRtlyId1nlN XILuxp3gvt93b0lCUTupDTy5vs4wWvsVXL0ebzLghvXEYUPlF4jeQdApGFpT 7RcI/9CnYFjx60tvmbGs/NX51Bhqa1arkqQUlwrfZr85t/bcdo+YhYidN+K7 d9GBaxtudhR0ymlKOVmuZWq1HK2KI5dzxDx6/+vcJ7STpL3+ezyneC6fvSIj Muvu+UdcrNjA/iLBaiRYlYggby1oL9pXCl5rHmK+aJbz9pDthNNkoJiEpFQR jd9o/6TDjnyp/iNosc/09l+0GFDsTNRZVgqntbxtXIsBQw3UIRVWZ6KPjFPM baKLGTILoLDWbdUbwkuQEqDF9IwRbf3oJ3w/LpG2Y/EBJ8TNCrHzm7ks2jPm Ne6N5IHsy+tRdYMazXzO0Y5Wf9HWap6UPLqekL3cIsgWsQ6aFnhgyX5aEnX4 8bCQI+SyBvuYvVe2ZfhO9YZLbYNYhtutig88UnII+6roHfjtXupAP5UrZIrE TKmMLu8q6Hp85iE1hlwQlofdUPr67AsDCNIS+XDlaBumreDwrR1BWxfNtAcJ CdAELfYupxlOR08agtEBFAOa/A0tBgpaDHF7Gb+3nC+hqyGSf3OtFX+YGuG8 bgGywA5xsESstzpse5f/XlOBSmz0eWiZUlYkU2OUQxT9MMOoI6ElwJR4BcQ5 ojIxqv7A8Hw+WYBODhe3VKdVpa07v9I8dBHitNwsMGXzadZleietG3gN/Qf4 JSfo5SQdnyrO2XYtxDrEaoLFwmnWseG7GRmMT/h2JV33U9XvjES1iaQwUdRA TDVNJaMqQLH2U8QPsp8Xx+F2ue+DO7Jk0pJwuzDvmUsSVx4uOVD++vp7KUsr o2mEGIUCr1cTDOAx9CSjmqCpPlhduqkwf2MuJQ43SOuScLhCkkBbOVbsu4Iv ahRUXeXsWrbLe64XWp96ujcmmfCJ0MWjSo3Vv5PijSBd28hvgWLOE23nIuZA sawjtx+XvWojdwzd0Rs5MhNLOljaWhRzM3CK7xjFFoearbi88dL97HutmA/d xG4hUwgs6ynp7ivpQ1PHVIz05g0wYzh5QQUV26u6snuAbl0FPQ9PNWG34DFR uLYbHcaKoc78bi6Rp6hWqBqV/VW9j4sf5ifn7gjc4jHF3QcJ2GuTgN9D/1TQ AzHqQLkAKPbjudgPiv2GrVQkKQETSspQkEmwKMjGn4Ogk0g4McioX1Z3CKgK Pk3Sie+uS6vNiEzfar9lCQIR+MLgWcsO+O0rjMuHWLqjvEPCkKL1LotFcDH5 xRJwDoNESS9WAF+CPk8hSJuzP95Jvpe9LOeYXdJJp5OU7ZTOq+2gBNVEpYql YKQwz248N7ZN1XH5xJVHlyS9yWpW0FWmSpOOrZFSxWKqACjGpfXcu1R9PeZK wHR/j4neB5fGs09Vtt7ukJI1Q6yf5Dg9gEyAk3649QkoFmGzxhKxcJ+3eOeK naXHMEAx8Hg66sgXyh+VJQagmLbe1FvVH7/mkNt8t5loNmDbs1tSqi7UdJP7 1HVqHokPF0SJ06hx+i+cn4Bit2Lyls7wBC3mMHVhhOvKt8RXXAbXxEErhKor hwQs5dNrry+tvRIwKQhw7Iy4AkYLE0teYV+LGyWDHP4Ajaep1Sk42g9FrWXJ xSc2HvObvRSEbciMoFiX3ZiD5Yo6RWtpK5/DE9UK2WnMfX6xvrO8gWKOiH3A rKCD/gnlSfjHBc9aSW1d1O5eat8AeUDCkjSlPchecSXBOu6kUxJ5C37gVs// c///FuSLDCzT5/LPRUfzY0Nj3M0WOUy2WeOwGij2JuutloQuFRAUohOGA/jB ztKO71EMTQtMkILTAy2mqRpSVw+9z20nHKFFLokyRywtERsLxGbDwqgnV1+I 6QopWWVgjKjwWkmxDFimJ+lNDKOaqBKWipQ4FVAM/uCW8scpBkGCiCWCFqLZ INenLZ8TbIfYBM70ObvpVOUVdg+zT1atRtOUkfVKIAvNxKOILkdmrHJYZTtl oe0Mm71r9oAW6yB3y6kaE31Ij5cbCDIDSQnQVFPUSvTxqEZEV30s7Xqa9yZ1 3UUrxAaEudMEwK75pZjz99Pv95YOgGxXkrXiMpUSo9ViDYoSNUhUA9VYHVeT HZp9wut49rqMLuLnoYd6JU2uo2u42AEhY9DwVPOG8Px01PFw55UwEPzn+JJT aJ/xXSBzTFW/VxO/6FjGHvqHKPdVv1DsWlLRa1ILt4pvqtdp6MIhtkzHFtSc Zm6yXW+F2DtOWgzfs8Vl09XdVzgXGM8LnnVROwcZ/T2Eru7yrp6S3ubsD+y9 nKvLblwPvNEYd49XxFdwlD3Ynrsp9zKXXzm3NO3ZuRemymG4m2ISmscbrWtA amuhvL9X0JAafdpvhu8ixG2nxQFcLK01vxudacFLBssFP3Y9/6DYb9hKReJi obhYADoIQAYuC0AmwUnFeCkMBB5WxMOJxykGCBPSlOhUEkHUnt9x50z95VUX l08JsUMfbVsvQRaDIsuJybqXdRc8KpqNganRMQwGzpDpzjd17bCsQi9j64QU xccb7ZUJtQUbSvabH4hbcOjG8hvv0t4osTIpOrcpNlToHt14fHVvrhviaYdm IfCMXrDjQUoTqICv9V+Hqo3aCjUM/69NJhFngJ6I2e+xywVxWWm2Km93wYfC z32lPDFONcz4SUcaHuH8rKDpW25/Lj2I2ewS5TTR0cvSIzo4OvfAbaDYUM3X 0YrfA8WkBRqg2ND9rwO13CPrD3tYegDFFiI2KVtTG7PuiatlpvsmECkgVdAM xpSRn2v+2FXUnbMpG7gDWmwBMjfENgC0GEinkaovAAUpUYEuiSGLqAm0jRZR dog9gMxz0tKUTanMdM5HaltPxaD8rvbr6z9IqjX3c56ci0rdE7TTe7oHOtsz KyTKevPF8AvPrj1rvNjYTe4a5Ay8Kn1x88C1TYs3LJnqOh8x95jhGW6/9vi6 k4QU4pPip82ED83lzW8L3jy9+rRsV3GC48GdZtEXfFLrj9T053ejlQXKVYDX D0Ufbh26uXv5dqCY7QSrUMvgwt0Fr6+8URN0IDBhdMAdB1j/DYqBCfASdJ8s VamtHpZz9C+zPxTtx2722bFggp3dRBdrxHGTQ/TDa89lFdrh+p+GK37SkIek ZSpRmVyOV6G74MeSZ6pIWgVBLcXKxr9TSBKJaOLxAlu1F2tSws8GTve3GUuj dGJdEv0CRVgnVtbpQAACv4Yrfh6t+T1osbOrUkGLzUPMQGLviYity62D2ACN TMh6HUGux6OP4TQEdEpQRdFBN5Axdd0EfheFWxSPdUJcLNDNy2a2EyzKzxR1 lH2WE6R6qk6NUytL1ZoynbbcqC7Vwt8gVO8euw90iLHcEed+6Hn+c8ND3RBT /401LCcKlRzx6HPtO9zTU5FHw+yWWSJmcFXrsuv6aIPQWmjqF8Y//+nu/9VO egMUc53iABRznOqefTT/HfWT7K5CyZZK8H0aCl/D5N27ULPXc5cdsmgBstAK sQww997ht+18dArhTHlTwcOPhPef8K295N6nV56Ubi+7FHApKyiHsZvZkvGR jxNKq6W8Su6r3FdZa7KOOidWxFdpmXoNTadnG9UsLZc02Inv7GX3vMG9uhB9 bgni7oZ4HXRIZCRUd5QMyMc2bMJt/bHS/gfFfsNWKhIVCURFfFEJCjJROQoy MVaCzi9hRH9JMQlFpWcOGZnDIpzo3pm7qctTw2ev9kDcgWIBM3yj3bZkbLlM P0lrymh6e+1dW15bZ2HPp4KeD7c739z49CTzbf3ph/jdtJyVN1O80jL9r5Ss L32V8kJP1X7ljIDnFOVzZWTJYCWv/sb9Pd5xq+asXYYsX4GEX111gxLLaM5s bs/9PFDeJ6HzxMyBlzcepoefCZnku9YiIjHoWEP6AxFTPlgm5JdI9eQRFc6k IQ933h6oO914aUPmautwa2Sh7TTbIPvAy9syeymD4PGMjK8jpN8L8xRa2oiE rXx4qynaf9vieYuBYubIvIOhcZjDuDf5zdBP0MkZikpD1MvL1OD2QcIAaEAc AcXmIbN95nnczbvThmkD16HB66CrDHGG9Gz90/RnZ4LOBCIBjoizK7J4g/PG 5DWnbh0upl3gPMp/2Yxvf3DtZekRwtHww1Eeka6IM2ixZVMDVkwL3eWw8/b2 2+wT7E+Y1o/Yls/U1tqrVWc2n4xeGmWNWNgidtaIrdcs7xif7SlRKRk7MzOj M7O2Xon3PHhw8f545wOXg9NqEiv6i7vFOF7f7R41QaOiaB5kPLi49fwW38jF c5wWIGYAzaubcx6kPBQWSWB0iEtkaLEVpuxvzCiCdAJtjj5GwQh6ynggxJiH ay6svRJsFz4dmW89cZEVhBMWkZQTlS2FPUKyWojTjM3rasQYtRijFOMUUnTV kHJ805OSqBrP1QkUg8sLkQ9QGH8Ed9g/wXfyUnvE1n+6d1zI/tyD1/s5g/Ia zSBerGeNDnF+B8fOst4j/oles7zmILNmITO3Bm+hXaZ9wreLiQqgmJGsMhLl QDEtTglggp9TUY1KppFLkfXSBdUZjaut11ggFiBslzn61N3iiGlcHV6px6m0 GI22TGso0+vKjAAy3k2hjmy8f+JRxoqc9bM2r50XiT9BailuUZSKf6Kahqgq U6Vi6KH80c3auKAY/7nu7pMdoj2iXpe9FLBFPcWDetoo9K7fVf+hKadujcMy z1muloi1zYRFZ3amN9x61EHtkjFEappgmCM3VIiabz2/uuPKWtdNbnO97CbZ 2E20dJlqH7LQf09QzMXt5yD8KEkoytt182zI6V0Ld+23PVC8qfjTtU8qmgZu WQ+ru5XW8vDGg0sRF7fM3XI5KP1p6vP3GS1qqlZJVknIEiFD0E/vu3f1bnLY MU/Ec+PcrZlhNx5eeNGHEwLFFAytiCj7QbEfFPsNW6lIWMgHigmLUZAJy1CQ jXstFGR4iYAgHacYj4xOKoqJqi/Mn3/m/HGENSrECp9nPSck4M+vTz0QsBek hPsEV//pPqvMVm6xjNpjtyfBJSHR/XiCa3KC26kjbqcOLUqGIDDeMemke0qa 7+UX515+vtomx0qHWSYTTa/GyBQlIjQX6yN9Xz2fmsouOog9E5wWOXPLQZv4 vQsOpvunl2wsou8n0w4SsLGFuVsyzgYf3u0cdXPXDWISuR3Xra0zCnBSUakS EDaYJ3l/qb0qrj474vq+JXEh5ssdJzs5z3EOtPWPDzrSeOnBs7TX7Tl9snxd dya3/Vr/3fOPbh3IX+mwwtfO12b6QiDFNq/oM2EpxXvK7l+833zjPbqarlT+ +kzzo2NPyHsoR5ceWWEVsmi6A0DB28y9NKmIepT69lJzz9U+ZZkcXdhAU/eW dNedqc1cn7HDZcfKeWHgxBwQF99ZwattIre67d3rm3g46OyR0NMXd144ELon YK4vXLptTltiXXYn+yfhDuLup9/vo/W+LnzVX9XbzvlESycXHM/b6LV+0YxF 85D5ZhDYT3DwmOGxdIZXyNxlG23WhU4LOeRxoGj7rXvn7vSWdeoqVRqgUlFv Z04X+LSiXUX7/GLXua/2WuBmP2kh/NyhJXFl28pfnX376XJHz/V+dC09Q/q3 1yhCf4Dh/Cz9bdWxBswuyuXQq7GucR7mgdOQ+Yvm+jpM8vKetvxMeEbhTiIz ob4p9d3Hq33CcrWCbJTg1TyMFO4OUEyGG6vOQ1IDN9F0+jheV2n3p+JP5fvK L6xJ2+aw1WeS9xLELWRuQLTHlsSVh+/lPOgmDIzPKPbdFr7PbGtIub/Fdpuf uR9IKsvJFmu8Ii7GXCQn0V6no2WzhmnaIbLSQFBosAoVVoWKTbJJQTeJGJoO IvdV2YcjK485IHZuc112hG95ir+rZop0GLkWgp9S9VC5YajcaCwz6ctNkgK5 jjpy7+ST7PCbmy13rJy19tzmjOI9JQ/jG7pT33defPsx89m76w8w8bm7vCJX 2wYeCt2VufP8YFWfrFLWkdslKpB3nR9oPveh/EBewNzFvuYeDlMgfrDbufxQ bnwR8yz78+0WGXFgpEKh5wh5tO7nRY9vHS8+uP5woLO/0yzrucg0M2QGsGzZ fJ+V1svDrcKCpy+DiHG79fa05WmNZ+8qmEpjtZFH5XZyPjeVP2BdpKWuPrtm 6podZjtzQq4VRBQ1X2r5kN7SdqOtNfdjfUp91uYrB733bXfcnrPuevXxu21F fWhCYJxYREKTfv+YUfxBsd+0jdVf4AmLBSjFQJoBxcpQxyUhjC3wIMjH1njI xxKHyiV4paJErShSyUrRkpdqlnqQPHAv427hgYKLG84nLjsMXih8ZljYxBXh E8PXT9kQOW3zllk7dyzYv9/mCPDrrNeFok3lj1NfQGCvpev1DL2GpAYNKC4W oruKiBoFWd5F7OPVSN+Xt3USULicX5YO1Ns5d8/26TuOOx8/73P+qFP8HquY JI9D+duucY7TXuQ+f337nZgtM94ZRZ0kXiPFaFsvdzYkPCqJLD/plbLXaf8W +y3r7Ndu8ti0L3j/Vrvokp3lJZuwtXGN7Rl9b858uJvYdHN9/pWo7EinjbuD dkd5RUXYRcT5xx/zPZ6xOjNvU17jqbvA9M7rPaTN1OvBuZcC0iEkjnGJXmO3 er3zmmVz/S9FXjy37BwpmtKU+ERVrpCVSdAliAyljCF+m/u2eE9RYmDiarPw 0DlhYfPWrrWOWm+9bbvT3tTwTFwiteJyVe7+GweW7jvkffDmthv4A9iaU9Vo 5bvSDm29pqXwveKO3PBE/4ny8R3hTfbuzL1B+9Yv2hA0P9h3pr8b4uGMOAdO DtxuH30i8Dj9KLWjrF1IEwjJPCGRP1ja236jrT6+kRnLPu17OtJqwzqHiLCF oUFmAVH2m1ZPWp3qfZ6+g3Xv8MNX5972Fw3yCegqgj9TTIJSrFyCgqxcAv1B jJfBRfh0o7PqcN3NiIIU7wsHrA+vn7Ul3HbjoineG1y3gxALmBy2f3HiMY+z 5/2zCDHMptOveaVyLW0IAMQvk3DLRdCpoHfJsTLQYioKWmqzv3Tw8622t9ff pIWcj18ct272miAkIHjysjVm4VG2G2McoyGQeJHztiO/d6BI8OjEc+pOVvE2 zIrJqyLtNwaY+fvM9VnjGLHXY++ZoFRqLKsju/MLXT9C1hjxoK0UaoxShdWo SHqQYwq2oa28v5s6mLX9+pIJHsELgk5vP/GG8FzLlGnKpPJCob5MOYwzDONM /y977wEdx3Hle2PtXVvP2essy7Zk2ZIsy5KoQIkSKYpUoChmUswUc845I0/O GRlgzjlnIgOTp/NkBJJKttL62/e8fruP360pcAwB0zCHGnAAsc75nzqNRk91 dVX1/dWtrnBDjxaf+cD20YcVnxxbdFryhnrqgzMHf/+tOc8tXvCnhdlPbi56 1WB8RSbrv0X6+ublfedMemT49KffKVii37Wu4v3j15p2RKu21EDbYPvwvdK+ 0g0DVjye8eCL33vmiW/86acZD7z+q7cXvLh082tby6cVV206L2hdvN4ZKmXC +wLn9BeVCzQzB08f+NDLv864/6cZ//5Axi8eQsNcf/nLjF/0/dfnoeGhHKU8 vOqwz0Rd33lDsAjntp5rPdl00Xh2x5qKzKGbR/xo5PBvj5j/4MLFv11aOLKk aEzJ9qk7iyYUQeUc9sNhk347IWdozt5Fh+olTr8tSul5pxysHweFwumF1O7M 0n3q1v3L7g7F2NRRDO+SaVc7aD3rNwTRpwFlOKpv7e27ZIrt2drVrzRChxBw xmtQKGiDMSMWQhPBjGh0WVTfDIoYoniLvdhQkAC8UMeWHds1a5dhhCHzhcxl jy6b/+sFc345d84v582+f+6Sh5dtfS7H9Lbl4JyjVZtqGCUfNkVQg9wcbVto 0dTcbEL9PxFzNFTUHCptRTtYWUK1eY4D848ahlvz+kvX/Gn9ysfXrPjD6nVP bZAMkpVNqTiz5gwYQH9BAC2eXxy9NYY/QKt4j4y2DLeZR1iNI62GUUbdaL12 jFYzVqMZq5W8KTeMMu98d/exhSdOLD5zaO6xbVN22sYVq0foVCNVYCViUqlG asBV0Q43aN/WH1p0xJ7vrN5cu23SDtkrCulAuW6EXj5UIXlLkjskN+/NPDg2 jjSXjC/bPnkn5EnEGm0tvtZS0uK3Bp0q15XMqyfXndr08uZlfVbMeHjOlF9P n/eHRTmDpeUzdx5fc6YyuwooWTi+sGJaxZWNV/wmf3NhC44B1FwMPgtazihY gHYs5Qp443hz3lvSZc+ufPe3syGqOY8uWNt3Q/Ygyem15yqza8AoRUtar217 v7m4FRwor5IuGVdmG12oGarLfS1vy8AtGwZs2Nh/IyRm68uZslcVkEu73917 dsX5hlw7vAgha8iP+BVbQ6BdCCeh1Jy5rkurrx6YebBgVAm09qFMoSzWvbBx 7Yvr170A2rih7+aNz2/e/NzWLc9mlr9TcXrJGUpON9taQFDiUXiootZrBS2t tuZmSzRoDHIaziP1NOY21GbWbHpm/cZnsdauf+4fqpi+7dSas2BJ4FkurL1c NnGbdLByy0tbFz+5dMXzK1e/uBrClc+syhsk3TFt15XVl/9ccON9XbRFFWhS ha4Zmt+zXr9muQaVjdH4o6XXwQfJeUM+6NtDwb3SvWtlSwNBM5rlDWrWh7Gi +igImiKMnK7dXHdi8cmKyRWQgdn9szc/t1naX5r7fPampzese3L15ufX57+W YxyjK5xqa1Q3eIxuwcbzZr9D4jqx+FTRqFLFK8o1T65Y9RRgfRlo+dMrVj61 YtWTq9Y8uers8tN1m6p4te96UfT9bddbSiOchXXqnaZJpuy3cuf+af7wn4wc fN/g17/1xqgfjZr0wBQoPsNYM1SV6tw62shB1QJrBgdeM1Ujrzm65njxtBLV UG12/9xNfTM3Pbtl4zNbFINVumGmrf2yZj04d9aDs7Nezd0+cwe8IGgBRl2Q 0wqc2s+qOChZBK8U7ZJ511h2m2GyFEt21jOV5fFlJ1AXCIMbEYqlnmLiirui eDNoEPAroT7d8dmHpR8Bj8CHpaUMCN/0esEN0I3C994rev+Dkg/hmo/K/gxC /OoksDasxi8YwmFrS1PhdTRz2dzE6YKUiqfVAoTQIIcQLmguuvHhjk8+2fc5 +F9hGxKaWG1G/gKr48HXu1Z2I6HgsqailhsV73+06y9/2fMJhO9v/xCvTJtQ aBrptg/+49D/9/nBv8IBnrgNBxAJXn0CFFvj8fqHO//88d5PkVOj4+EkXABX wr/wRyW4GNLmUfgAiC6ZB47hpp/s+fS90g8hk905Hl8+BTkAOfN+8QfN5hY0 UMF2vdV6DdRiaYUzoKil5b3yjyK2VsiExlx3XZbDDq9bLEM8coZGXbIR+C9k HWQgHHN6P1p8svjWQhnGQNuYCoPfp6JBlJoBQfKwGDXr1yV+lVC7Jba7PZTv P7opdIEOqz3HVbuxmpJ64aDF2hTQCqyCBqc7agrjmYlocqIemkxgLRla5vPm u/HJDgLSVW+ugRRCQUDZQVkAIGqz6kFoGJ4piDeqY7QchHDB5/s+Bxfsujbc rAk2aYIISVCXDKGAPgimG5yOM6svrnt2y+gfTlr29Pqjq881bXs/YExwXxAj p0CQNhA8CJZX5q3PagBX69L6KxfWXrqysRLRX8PitU3Qx1O0gNV1OIAkwb+q NlXTShqevbN8Eg+EkAmQP5jskDnwvFAr/NYwuACXNlWeWnUOdH795cubq6B9 whr98K9QIdoyCQ/JALgHC6KCJUTrefgTBJfBv+Cysinbd83ad2DBkf3zD++b dwjigYshbbh8oeygBKEceaUgZjF6MsW6C47JU4zO9lI5CdR1DyehWM+kGPwL XwPHYG8BW2CQP972CcArtgTcdTgJ/8VmEN6dqLGps8KmprClGcgFFjhgioYs zUCr62UffrD9YzDLYJ+BayA4BrsNrWtonwPF0IaeJjTjCQutlRSDiJiwSYef gOAAgwlOJhTGEBhSMJtwDKYS7AxYg/bxYAuG5pRVvI+vRCPzC5ux7YXr0YCx 4lYsvHRJbOuNMJjQDyv+AnAHckGIEQYsg5zHWMfwAoqBAGfNtmtNt3IAcgmy CAR5BbpR/lFryfuY+/HcC9uaeENbnuCNqPDyX3BrSBgkGNKDE4MbAILeD943 lFFnAWSxKAkNryEUIkKbMRwFJ8sU7izwtq4Xtt4ouhYxhgAHYLQFNQdQg2Mg FxzjyR2o3xJeTDUH9ryzAoYAq+EgtZCTaAmLWOIh5X/e/XFs19RWvNUmbi2g adQGRMaIPthijqLxmcYQHnMbNIXgMrDwpVO2z3lo4fTfzLNMLG1QecHxh58k vnUseYAzeBYMGniW6yXXfQrKLfcCTKE14pS6oSXA6QVMsbhwwwYKuqWoFS+F 3Vnvl9yA/IGYIX5IJ75LcwEqC39stxQ2tn+lT8tiPF3f/gFaRLSoWYjtCMYY BAjRl0qF16X0uVUUGqGhR98u4QIcA5zBHWJwJbAPnHQ06Y9QLKUUY3J8dG4C EYr1RorBGwEXw2UAo7jhBYFTBqUGLwv8F34OlhmsMUAtYSQhY7Sl6AbQCkMK vAwIeX0IzDIOwXqDoYYLwEojH03NBi1oSUawJGj4gV7AyzPi/rSEQjsz3mrA A3FwMx4sD/w2ocD6wX/BwwI3Cn6OPT7Mqbjfh8bv6Xj4L9wdL6yE3UO0w1pB E0YnXIN/jn00OI+SreUD+jBkF7AezXUquAHHuEkQz23MMpxpLQXX/YYwGu9n bgJIhWLExyAD0APuIXPgT+HWNUAxl8wLicePiVmP0wwnQWCEceLhSdEFBrTZ R8KaAEWJJjLrI+2/EQe0fl7F8Sq2s9C+chaEEmABOB1ALiAC2G1wbeBPuCBO MTjAzlpngSODwBRLNqQT8AFpxutCo5kgWg6SjdshaDobcjB9nJ4L2QLNJVFQ sCAYsAUixZGW8pYbu96rzq3JHyyZ9LPJK59Zc2LtacrMOpROMYphbxFDFlIL 6Yf0UAoqamuK+/5tO1TGWjt4WC8kEnu42FVEi7mZ2hal7KAPy95/r/g6kAuO 4V4QQl61FLagmmz0A4MwjCBEExxuEQ1ohYEFZ8AjixS3wAVoZbDCJuyjwQ+x X/bhno+by67jn2OoAezAhyUUIxTr+UoXxbCZBbcLC/5EPYSGKBhn7I6BiY53 jmF72FlBQ4TTBgBPYIfBCOPOMXDHWorfw0Ybe2RwEs5cK/3gevn7eNRB3KbF naD4ssMdBK13NKEm1rbHbgj2TcSuj3dFog3XYsPq8NJJ7V2quPD6k2jU+q3u O8wO/BM4iQmL+yrRQREadg45A44Y5BLOHOzGQobjPIdWAWRX3BdrjnW0QiZg xbMC508HtEHm8DEKQDqxqccEx35lhz5Y1MeooDi1H/cZdlD8nYJUQbFCeiCd 75e8d73wGrCps8Dsg/1v720BqoALeDRs2yx7rYAZAYAAe95ZTbYmvB4azk9I JwgO4mcwfHGuopHnBWHKyvhslNfqc5ncTqPLY/HyxXx4W7hBVV86o2TB4/On /nqKbqTarqz3F3IN0jpBx2GMdhD4jJi2kEJINlAGuBy1RpsL2zz6eHMFL3SD Xfu42pwyQJiIL4bJhb0wFHPMgQ2bwxB/vFrGKYnvFb8dWrkrNmoUkx2gCZmA vb94nYxnFP4hLms0FZRQLKUU4/JoNj+BCMV6I8XwwE7/rc0F4j2HuA0PF8BJ +BNKkJLQ3jwfttIdBI4JoxaAYmgwZKz/ELCFnQtaLfiUnFtGOyU+l5TyKljk pqHusmDcz4LXFnfmwLsc/9bTWXG/CX+xAifLKXVjC9lZjXkOsBIYUvAn9l+w 84KFL2tbTylG0vhJ7BviJLW3PPhTFLpYy98o+QB7YZBLOOsAW9AeaJ/buLsV fzcEXwx/KIQcgAxhYp8RIYuw3wrkwiCDM+C9sjrwDrh42uC+kH6XzOOQuDAI sPn9x/cyncCqBCimzgKfGgqufacilLig5sV8MWz/8cpmAAWAmk/icec6Mb+w mwPHcBnwgpJ6xXwxRs3GP4Fhk44tPEYYPBGYcXgibMwpA2s3u88qLu1et79k SUX50u171x04kXnyXO45w0Tdoifnv/Oz0WtfWHl89UGhkAqVcpzBK0YxNHRW w8dTi6EDjhWlpLFjju8LNQf3LsLJuAuG2zMoNId9ch/+uNZZkCcQOe59xVzz 6/1B1PBA60HBLdBwOIUP7gi1JTZMNAgRosc3h+EayBm4aV1mfUOu3SVxowQo aZQwKSpfR54TLxAN7wLAC1VFQwB8Q0IxQrGer3RRLN6FiJ2y+IgO3CEG5/FJ 3HUGSlhe8Irh72L44w4215hcX3AxYt99UK+aNcrFZjO1Nx3YMsPLm1C4Zdv+ Gxn+Vfy7VQe17wbEDV3s6+FIsGMVd+5AmFBxUOJU4Q9q8a9p8QY2athbW9Gi TO266Tp8N4x3MGLKY1+svTuGBczCna5YQgx2QLFIQXO8AR93E+BPMMJg8YDI YOsgqXASPZqtCY1VS1R//lz+lw9LP4IyhaJEXzDxZ1BDKKQPJuyRi7ta4HmB wGIDqjx5Ljy/Pu6L4X8BsBKiRNAJYDTiLQfc94v5hUfU3KhAozFxCwGlf1vL OeVV89KSFW+sm9pn1oxn5y5/ddWGIZu2vLl57pOz3/jOoDE/HV44zcRYnMEi irO4mkr8vJbGwOog3NEHiYQUor7EWOKdec7W4mtQiHEXDJcvlCYeLYP7aXFP NaoAAA5zgo+GIJwP+NMbvhfuw2wtaoVagdbOsjWB64cwZI0CfTxSD2QFGiui QfM6ob0BmYNaQaU3roNKroNfD64rQBDOwzWchsN3hxB+5cx3OXIdoHgjk1As JRTj8xlOkkCEYr2RYm1m9pYLhj+Tte+Gwr/FPkXc7+hMsWCMU2CEsYsBvlhz 0Y1rpR+A/4WH4eH+RrDYcMBoweURsAuGe07iXU9xB6SD4mYw7jp1/V0MNWXN Ibgyzib8W2yp2j4nxegQ92g6IBXfLv4RKv4TNOLCHA4aItiqoO0sY5QH6MMZ 3O8ap1ibe6sN+hQszgScS+B/QbYA5Ztj3xPbXLBYrywcgKPqi7XqwWUAfwGa 6NhngQdp3xuGU4j8Rw0nRjE87hS8MAhZOYf7GNHwP60/IYCw/4WdDnC4sLkG K42/kXXoVMSk6ywwxZBF7XuM45lfm1UPIW6WYB8ZVYPy6IGs45vG57750IjH /61Pn28+/+pPXnvr/qFDf/bWuN+Mfulfnpvy4LhTGw+9vyfMmu0O+eVoIctp qIS3BmzhT3hfSG1srAj2AZGv1K4ZEOcp7ptF3pMxAIln1YkdVdRfGvO/cCbE cUYpKPgJOGV4gwm4I2QCYOiDig8AWMApfIZRMXASBNeD4E90Iy2PvDkjGtuJ GKfh8EmUbEMADuB6QrHUUkyQ3MksbDFgidjhUBeznpkCxq33eNQ++BfinaYp qI72doqlloadZ3+LUUxMCUfUd0ExIeZT3K4MATw7u7PEegjFlDCSLiQ2egR3 bMY5Ff/iljASaDmjtSy6bBiA4maH1wTE8ifuqLZ5YdoAAI4GO6YTEj4vpjDm Mu7qRKRWMWKjOxK/d7rYBMNEvgxe/+H2lTASMLycNonyYgqE8tW7F72xqs93 XvxJxgP3Z/z6kYw/PJrx2EMZD/4x47HJD46zTdPXKi4FCj3+AjdvtrM6h5gv Jpae+KqSHZQwkRzGii4J3X5iupZoVnfJLEIxoBid46Kyna4se2OOvUHibJS6 CMV6qcQolnBURhfqbor5TR0/rGMlS7GEkXShLijWflBHfNRHwkjQIHBDV7nX HmGoUNR+sfyJIwx7qZhi2Ff9SlIsYX4yVv5I9mnpdO2EJ6Y9c9+Lj2Y80efr zw38/qBhP317zYBVpsm6c5knaZsrUIy6E2mjnTW4U0WxhI4/+LZ3RrGA+suG vKJtFakOIaHYP6UYk+sGirmzHfZcB1DMLnMTivVSiVEs4aiMLpRwXhj+EpSQ YmhVgUQSo5hg/MdMsfZKlmIJI+lCYvzCvV6dQZYwEj/4kvqucq89wqAg0B7E IvmD+2AxwrqDYgknkQW0/nRRLHGhm4UabcOhzOPKydrZz8x/++cjRvxy9OLn l+QPzz+fc7ZeXcMVUoFSji/wUSYnbXb5zTSvZZOiGK9L3POccBwRo2YFXeLu VlGpEYZCqi8b+uUIW51DQrGuKcbl+YBi4I5hiiFHTOZ2KLyEYr1RqaKYWHeZ GMU4bYBNpN5CMfbW6MT2IGubU5wMxeLfL9p/wkC7tonkTxxecaWWYomFENaD KMaZBMrKNOrsJzedsk0ryB2Slz9UUjKj5MT6E16Th7HRQjHPFbK0yeszuDkr HSoKJEsxsfSIUQx9q7rt+DGDUiJgVkLxckKxrijG51NsngdABqhy5CFHzCH3 OJU+QrHeKDGKJW6Ti0usr0yMYizY3kQSoxin9ydsGydLMbHRHWISo1hbV9IX QYbnZSeIBK293FXuxfmFv8IzSl4sf2i1AGp/BrEMISw1FEs4iUxAnVfpoZhI uXABc4DV006ZvWrr1XPrzl3ceLEur86j9vj0FGNiOQsPoswsiLHyaGnKZCgD 6WE1iUcN4TGKHUQpaU6TeOBKQvlVHAAonAoF5ExnEYr9U4oJEprLRwM88GrA CGEKr0tFEYr1RqWKYl30lSWkGBOzxp3VWyjW1gj/IsjwIMCkKNaeHRhhrJyj FZxY/viUHF5kMo6z1FIs4SQyHu2v2oMoBvmJpqepebxlHhr1Z4mELRG8fbnf GvbbIiDOFqatQZ/ZTxuEZCkG7lVCt0uMYmJjFBMKkk0oll6K+aUMmgWW7/Xl uV0Sd9sCX2qaUKw3SoxiycYjVl5iFKNVPJVIYhQTs9LdLTGKxRfXbQ+yLsaw ddGD1wFhUPkpOSuWPx45g+dBY5ClnGKJrZySTRfFEheKlo+o/C2qQLMm2KwN tRgizaZoq62lpaA1Ym0KWiK8KcSZQ4wlRFtDlCVImZL2xSCL8BLKHYRninWQ LzYG/vYzgVcwAKCIMgUKypjOChCK3QbFBCnanAWPtAeKoVW/CMV6p8Qolrhn SVx3QLGEEvShhIKyYzVc5xBtPIFs4O2GYvGIhYI+tnZup5BWsWi3QTWH0wDe Aa9D+7WJxMOLrfjUAWGYYj4ZI5Y/HhntlTM+BUspkb/Gavyc9tYGHImeF9KJ U4hTjnMATiZHMUW8R7FjiPeouv0wYTx8kuUlqIFiwRu6phuGliZNOCDj/XK+ ydCEZtkbImxsbp1LwXi1AmsKc9Ymv62ZF0m/WHpw+XYOvXIKTdDuFDLJ5ANQ LKQSkDOl/LJhQMYi/+uLoV/OfjUodvs7syQVAsUgl4BiaMuVGMXwSsseDXN3 KCYi0VnPTbubKCvl1LoYA+c3BDmFn5cHAWTJ7pKZZHoIIv+JYvuaJSuh54R4 tyY0DEON/CxB6wc0+3Vi6RSlg6hVUd6B2NsOk0tM3CPrvhDn3m2GqMdbFQip AoF26ly10Fqdt4T+1Wl/PQjF0pNkfib9vEAZtD3llw6xTe4YStk7Kd+eRLdk d8lMKuSlSe+SSShG9NWTmA/b9fVEYkrX+5X2B/+SEqNAd8ff3bp9ZNyRaIFQ jFDsnhd+xwnFUqVkRxOlthx7rwjFCMUIxYjuTPgdJxRLldJbjr1XhGKEYoRi RHcm/I4TiqVKyY4mSm059l4RihGKEYoR3ZnwO04oliolnqcmrtSWY+8VoRih GKEY0Z0pbnsJxdKi1JZj7xWhGKEYoRjRnQm/44Ri6VJqy7H3ilDsXqYYmfVM 1F7d3RpJu7n7ionkc9dKF316C8U4kV0yCcWIeq8IxXqXxEZ9pD1hPURpxxCh GKEY0V0WoVjvktioj7QnrIco7RgiFCMUI7rLIhTrXSIU61ppxxChGKEY0V0W oVjvEl45ubPSnrAeorRjiFCMUIzoLotQrHeJUKxrpR1DhGKEYkR3WYRivUti 1i/tCeshSjuGCMUIxbpFiXamSBz2TN1++pMN7w7Fbn/njjtT9+2c0tPSo2Rp KUPLqM5h70h/9yvtGEqo293/q3sRhoQoFtMtirlAdoXrk8Of36wHiv3nLYp5 6SwX2owsGYrxqd4lM7wj7DV7G1V2n5bmtAIj4xmJAFeyUlTQ8S4IPH01heuz dbfEam9XCLjtXQJ7IMuS3Y0xyVDUtiSb/12ZxGTSk7SJkNOMnOocit1F7HqR kE5VelIVpqp8RSnQvelPPj97uZLaL+wuiMth2FwQReV73TJAmMOhaLQr6z85 8mdEsWN/9cjdnhwXk0fRmb6AzM/nM2w+Tef6qBwvCA7gT07CdA0yQrFUUgyD 6bZ3bEdK9wN2SP8ti9Rt6laKYUOaTHqSRwa2kB0lGn+ii7tSitKTKqWqfMXK q7vTn3as3GXdHTbdriQ8l8OxoFymjWKKRoei3q6s++TIRzcbgGKft1Esl6Ez 6YA0yOdzyVKMJxQjFCMUIxQjFPuqKP3kIhTreSIUIxQjFCMU6y1KP7kIxXqe CMUIxQjFCMV6i9JPLkKxnidCMUIxQjFCsd6i9JOLUKzniVCMUIxQjFCstyj9 5CIU63kiFCMUIxQjFOstSj+5ehLFsAKaIFgSgM6t9T/9QLGwtjmsb+J1ftbI R7c1/fXsX286bjbvaaZttEPjpHQMAI6SsL5clpMFUkWx5N6OdCl5K5r+NH/J 9Herlev+9BOKpZhuSZYXodhXm2JCnsDnCVweiylmlzc0ymob5DWfHfvLzfqb nx/62CV1+vI8glQAisGVwDsmj+qs1FIsqAiHNE1xikUqophiTbubOlOMlwcJ xQjFCMUIxcTKi1CMUOzuUywgDwHFQroo6jY0cECx/zjzHzftN6O7opSVsqsd uEeRlnJUHicoQoRihGKEYoRiYuVFKEYolhaKBdXRoDYCDhetZ8Plkc9Pf36z 8WZkZ8Rn8bWnGJ3P+5VhQjFCMUIxQjGx8iIUIxS7+xQTpIGAKhLQhBk1R+mY UFn4s1Of3WxAozs8Jk/70R2s1J/C0R3pt/DdRIG0p/lLpp9QjFCMUKzHKP3k 6iUUAw/Lrw7RKhaAFSwNfXryU0hPcFvQbXQ3KBsxxVi5wMkCIU0ToRihGKEY oZhYeRGKEYrdfYrxEr+gCAmqIFDMq6ECJcFPTnxys+5moCLgMriAYnASDfyQ C7w8GNY2E4oRihGKEYqJlRehGKFYaiimC4iFiGIaxB1edWt313wBU4xSMp0p Vq9owBTD+4vFKIYqKqJYbNcGiAdRTM3j2Um3H7bZqJ4fJm3Y2fSn+Uulv4c9 b5Lp+cf+HbcZJmnV7zmKJVm+3Z/UZMq39+su7MySXPz5HIjLo9soJrM3yuob 5LWfHfsYqPH5oU/bKCbj6EwfmiyWmwBhXVMM7iW2+xUCmc4f0PrhGKDDq9oq p18WBDwxMt4rpygdEy6PfHry0/+u/m+hTHDoHLWyOrfKy6g5WsrhWc8BVSCZ /baSDm8Zrp4T3rFt7yHh3dHdTv9t2LrbDJNT7MVhaJmPknp9Eg+EcJJViEfV Syj2z+jW3eV1Byy7nfCrw7LbCe+AZbcZ8z/iz6dAXJ4P75JplzkbpY4GmeOz o2iv588Pfu6SuH15bkHG0FkuuDJZilF5lC+fEltTAhAWo5gQoxiHX0aoeElT TJ3kWhZJ6i4aXqJerHRZdcCWN9/tyXO5c50gOIYzALWvOsV6a3mlHUB3Wcki DBPqdmEqoxHFJD4u33uLYu5GqatB6vrsyH/erAWK/fUWxWg6ywlXJkUxllCM 6F5SuqyiM9vuyGrEcuU4AGfYHUuNFSUUS7nSjRVCMUIxIqKESpdVjCMMcAa+ GCCMVdDwNqXGihKKpVzpxgqhGKEYEVFCpcsqgvOFuxOxFwYIwy9XaqwooVjK lW6sEIoRihERJVS6rCKQC4/rANEyH1AM3iZ4rVJjRQnFUq50Y4VQjFCMiCih 0mUV8ehEPMADwjjLUmNFCcVSrnRjhVCMUIyIKKHSZRUxwty5Tme2HeTKceDe xdRYUUKxlCvdWCEUSyHFRCQkSzFekXhWCKEY0d1UGg07MKthS131+koQHHSF sGStaO+nWNoT/KXyv/crWYphatymqHwvk+MRpFRAzjBSnzPfVZdnb5A4HQqv GMUEyZ1QlVCM6F5QGg0j+GKOrEbgFwgO4M+UWVFCsZQr3VghFCMUIyJKqHRZ xfh3MTLruUeVS2ryv/eLUIxQjKi3KF1WEYCVUKmxooRiKVe6sUIoRihGRJRQ aTePrILuamjinVlRQrGUK91YIRQjFCMiSqg0WnWAFzhf7aeMdZUeQrH0Kt1Y IRQjFCMiSqh0WUVBzTGxAR54pD0e2oFPpsCKEoqlXOnGCqEYoRgRUUKlyypC FYXQlePAYxThIH5SRKnZ7yxd6qnlcts7s9xj+5H1aorxd0qxgDwEFGPlAqVk WCPfvKPlr2f/erPhphjFWBmqIbgXBcSrWGiIggitepe625r1lufqYVY37en8 suV+V3IyqVbB7ed8KvcjE9sOO10USzj1mIopIbASRg7GX5DQQDEQK6N8Csqt QnKpqGRnPYuJb9slk1CMKPXWJu0J7qbnIkptuXd7kpKy6nfQQ0soFhMtZTqL kVJ47Q4Q+GJeuc+lRHIqfSmkGE8oRtQ91ibtCe6m5yJKbbl3e5IIxe4KxSgJ 3Vm0xMfloeWnQLTE65F5nQqkLnoUCcWIuk/dbc16y3MRpbbcuz1JhGKEYoRi RHdkbdKe4G56LqLUlnu3J4lQ7K5QzJvn6yxfnofJ8TC5bhCgCoBllyE1ytyE YkR3X91tzXrLcxGltty7PUmEYoRihGJEd2Rt0p7gbnouotSWe7cniVDsrlDM k+vtLG+um8520zkukDfX5cx3NUpdd7YzC6EY0ZdXd1uz3vJcRKkt925PEqHY XaGYO8fTWZ4cF5XlorKdIE+O05HnbJAg1Uucd4diIrWOFaMYV8LZtfY6eb1X Q3FaAShG5/OCIpSqWc9pN3dEaVGvsZY9THjBq87q7vv2uPzvJRRLm5JBRhcU E5v1zOZ62TwPCO+S6ZAj2eWelOySGRehGFFPVrLWMtl4vqoiFGsToRihWEcR ihHdVSVrLZON56sqQrE2EYoRinUUoRjRXVWy1jLZeL6qIhRrE6EYoVhHEYoR 3VUlay2TjeerKkKxNhGKEYp1FKEY0V1VstYy2Xi+qiIUaxOhGKFYRxGKEd1V JWstk43nqypCsTYRihGKdRShGFFCsd0Uiu2Lkap4kg97h9JNsdvP/ztTt+2c kqadWXoFxZhbFLvNEIQoFtMtirlAdoXrs6N/vVkHFPv8FsUYOsvF51OppZiI BF7iZ6V+gJRXTtF6Nrqt6fPTn/+/2v8nRjGxWc9i9pBQLL36Z9aps1gkBX+b YZuh6BTefgx3FordN+kw3Xjq8ereXT59Ei9SPtUhTBz/nemruEummLuULMUw yDqHVI7Xm+PtEIK4PBYEbPLmuh359rq8utq86pr8ys+OfYwoduhTl9Tpy/MI Mo7O9PH5HKEY0ZdX0hQTWXMg2bUIko0nVfdN2r4RkHWtbs5PUWucbkz0cKWQ YonRdgtbX1A2xefybA7H5NCYYvWS2rr8qpr8q58d+8vNeqDYx20Ukwp0Js3n CWwuQyhG9CVFKJZaq3vPqZvzk1DszpQuinGAsGy2PcXqJdW1kkpCMaLuE6FY aq3uPaduzk9CsTtTuijGZDE0KLutR7FBWtcgramXVROKEXWfCMVSa3XvOXVz fhKK3ZnSRTFgEwXK8nlyXE6Jo1FW3yirbZDXEIoRdZ8IxVJrde85dXN+Eord mdJFMd8Wn28r5cv0YorZ5Q12eZ1dWUcoRtR9IhRLrdW959TN+UkodmdKF8W8 m71eAFk7ijkU9Q5VPaEYUfeJUCy1VveeUzfnJ6HYnSmNFPMAyLZ6MMUcikan siHtFOPyBWATQMqe6/Rp6Rt73/vP8//5tyt/owoot9FtVzucCjcFtFIGeHmQ kQhis57FlGR6RJV2HNwr6mb69Cy6EYrdKcUS578y+Slj6cbBV00polhi5TJc DseCchkq3+uWuYBi4IvZlXWfH//4ZsPNvx751CN3g6cTUoaEPCEkDwsSvmtg pZBijIwnFCNCSjeGCMV6lkSyjlCshypNFEO+WMPN/zj8CVCMkVJBRRAoFpSF 7g7FeInfrwwDxRx5LkrHvLfv/f994X//19X/IhS7R5VuDBGK9SyJZB2hWA9V GilWjygGJ2mJDyjG5/J3jWKCNBBQRVi54Mx303r2/f0f/J+L/+fvlX8nFLtH lW4MEYr1LIlkHaFYD1WaKPbp0T/HVqBC38XgXwF5AK4MSIN3h2J+WTCojnIK v0viYQzcBwc+/Nulv/3fqv9LKHaPKt0YIhTrWRLJOkKxHqo0UeyTIx/drL35 2cG/OCUOX57HL/Oz2axfErg7FAvIQyFNE0DKLfWyRv7Dgx/91+X/+u/q/yYU u0eVbgwRivUsiWQdoVgPVZoo9vHhD2/W3Pz0wJ8d+XZvrluQCkwWI+T77w7F gopwWNssqIIemY8zCUCxv1/5O6HYvat0Y4hQrGdJJOsIxXqo0kSxvxz64Gb1 zU/2f4Qpxkt4PNI+LRT76NCfgWL/U/M/qaaY8CXD7tvx6qseJqtkdma5M3Vn /Mm98nePYr13v7PEO7OIlVqq4k9NeA8qeTYl3JklYcig/cWYmKg2isnRlDG7 sv7PBz+4WQUU+4s9r9GT4wIS4Z1ZBEnSCLsDikU1zXiMIq1iA7YQHqOY0l0y BSR14DbD5Kxc7w9vP2fuMH/u0Cm7TUomz5rkKJx0/D2PYt27P1eySrYmtHuK L4SpajXd2u7T2yFMhvtf6V0vk5QYF8QQxkrRrzqHqdol8ytCMbC9yejOW/i9 U92bPxgEdwiy21N3p6e3U6yHpedOKfZl4/lnFOu2PazTjZWeTDHqFsU6K+HC IOB/IYTleUC3KIZkl3s+O/KfN2uBYn+9RTGaznLyEh+h2L0gQjFCsXuZYpTU m1CEYoRihGK9RYRihGL3MsVomS+hCMUIxQjFeosIxQjF7mWKdW/mE4oRihGK EYoRihGKdSfFWAWdUIRihGKEYr1FhGKEYvcyxZK9L6EYoRihWE8ToRihGKEY oRih2JehmF8WDKgieB1FvBrw3y797e+Vf/dYPA6do0HZ6FS4AXB+dQgu4+XB pHfJTNJKp8qqd/d9xRTUhhIqPenHk/WSqxKJlZryFU9PsvGL5Vtyuy7K6d5C ebFREGJKNp1i5S4Wf0oqVVflnuT1YqKlySntGPqyEpkXlhAWrJQVo1hCgfFP FcXwtpt0rq9t2lo+zUkYUGop5rP5XAZXo8qOKSaogmijZ6mfUIxQjFDs7lOs u30usXIXi7+3UCz9WCEUSx/FmCLGa/Y6NE6X0kOhl9EPCKPyOEKx1FKMVwoJ 1dMoBgWdUKlKT7Lxi5U7JaETqrdTTGwUhJjE8jNZaojFnyqKiZZ7kteLiZVz SSn9GCIUSx3FuBLOZ/E5tS5MMVYu0Pm8N4chFEstxQSVP6F6GsVwKXdWqtKT bPxi5Z5cT9FXl2Ji+dnTKCZa7kleLyZCMUIxQrHuplj3KnUUE1V3pyfJck/u le89FEvWBxHLz2Qplmz8PU1ifR1iSj+GCMVIj2Jvo1hAE0yonkaxgFZIqFSl J9n4xco9uTb2V5diYvnZ0ygmWu5JXi8mQrF7mWJkdMfdoVj3+m6po1hQ50+o VKUn2fiTo4OYj9Z7KJZsT5pYfiZLsWR7/FJWr5K8XkxiPfZiSj+GCMXISPvu oNjt75yCqBQB+XUhLEEfiMnPQbNQg4T211YFQCElZGkopEHMQqEu0F7oYi3f Qdw/JMQjjEss8fBDKOsvRsVyug6ibwn9iS9oH/r1vGDgO4R+vT92a3SjDomJ pZDvLJyAzumBCL8oNiYeZxfGH84TFI+OpVUMiIkJG39efgtYSpZRdgwpOYju HHbYVYRRtRdFq7sSXBBTPBnMrajaxCtQqpAU8ZNtMbf/CbrsC1d2fIngesii uL5YXkj4fJu3okYKaQMhLbbkuKRQlvr1LE4zp4wnvk2d6kNM2ltWQtO+2rS/ NU7SPy7za1i/lgZ9MbVtscVLvz2VIG04ke1DiCf2RJ1CPX9L/vaKPekX3iDI AQhjNfN2QxBu29xu2AOVDMV4aYI9WboIex3Fkp31nC6KpYp6ojQU2bUz9qb4 O4baEC0PgDhNyG+MMHq/R0tRBtpfIEDIm/mAyR/QChFN6Jqu5bqmNaKINOuj UUO4WR+OGkKgiBEUCJkCXoUrZOGDVt6rcno0jlCREC4WvHqXYONZM+PReu0K h11md6u8glGIFDQhExEDSux9DMVaHSikFQwVs5yshkM2BwBhFDgTd21Hq0/v rVfWeU0eyko5DQ6P2R2sCISKg4yJdavcbo2HNbKCzQ8Xe3U+l9LlLwgEbAG4 b4OkAa7xW/0+LR2jCZCiDSuUGkRBnWHNHKTTZ6JcOne9qr5WUdugqXdonPBf Rs2xahanh9NzkCS4UXNFE22kGtUNboPLY/K0pacocK2gpdUY5RWMI7fRKWmk 9G7OSrFWj8/gYi0+yJZoQQCMG7xTvJSO6qMxgPK3GPqP0KegKSWNbq0B8Yya hWyBk6yKYxWMV0p7JF6QT0ExWg5SRekYn9bn1XkglyCLaLhpAcMXcfAnZ2Gh QBkT7VQ4ISvccjejhagoWoli49SoSc8rBU4m8BI+LPcHpAyT6/blO3m1L2ii aY2jPu+yV93oUzXyOk/ExEW0vCClhHwqJBNCKiGgbnNX24GAbimNcAbKpWqk DZ5AEe8vZOHxKaPba7A7VPUN0hq3rJHTMBF9EOpSEzSfZBwctFqagkaAvo+3 0IEiDqpQxOYPmHhW7aNUHlrtZfW0YOKgiKFAQV4jbVe7ahWN9SqHx0QHCsPw RPAsKJe0DK2nKaPHY3S5jE6+hGMLaNZCwW/9RsGvQ6NtWRkVNXItVi5qYTi9 h9V74L6QXVANHBq3T8+wkBg9BxlFSb1gEqFYvTK3T+nmtTSkKmxGaQPU8nqG VnpYLRUyQYKDcAaSCg9yvayF0lGCRQgVhgRLwKfyocxXs0FTCMquxdL6XtH7 0OZhJFxQHY6om+BA0AYDxlDYFIEQ6gZUANTeMwShxkI1gGNUGZSoMsAzClq/ 2Pvea/YvE6FYF3Rjb+Hsn4bwivWuWc+EYriHJ8kesEBA18xrm3h9k9/S5LdF 2EI/W8hzYP3MXn8hFykMhUyhkCoQlQVb5E2tiuYWXRSsTbMeISxqDMQQJgTN HJgsv5nmzMhSMRa3UEixhR63we42uQA6bCHLFDBg9sGoMgaON/vbPJ0vUCwC IasSbplujgUXBlrjBgSXpu3NEA943EKZwFfwLqur0dzgK/L5wDaaaRBcg0Vb GNbGeY0+vlAQivzwJz4JAjQDtoBitxCG+OXVeIFc6LcWn9fq9dl8bpvbaXFC /A5gE9hPZcyNUrMMMoxt6QmVhdF3WIODKWK4cg5S4i32+MuEsCEY1Qb9Ko5R gcn1cDYvZXU6jbXhHVygjOELfIzO7ZU54cXxy9kmYwTZJR3fWV4l5VMBQeCm HAgO4E9AT8wjQ/4aWDNUzzWsU+FukNihneAxwL0orpiFLGKLWY/VZTc0QCLd RrfL4AJB5oNivItFhSgmxCgW5JUBThYAijXJQ1E5H5DSnNTFqZw8wBcKUVNN Gxu8unpK3QAn/QovUCyYT0cSUQwQxurhMb1utd2ttVMWL1dIMYU+yubyWhw+ m522uaCGQD6A5efkdFjth0oVUQWBZVCpAgYOKhKuP5B1nMErQLPKyADaoIHk Ujncaqdb74EGhtvo9Vppl8lbq7FXKetrtHaXweeRoW2dwbwDfYDpwC+3xekp dLlsDofZAX96tG5aQ0PWQRMOGBpQuQI6e9DgFoxu3gLop6Ea2PUOtwkOWNoi QHZ55T6gGFgS8BZj/AKnm2Y0HhBOmEduh8YJvAW8HpxEH5yn1W5W6/WbWdSu MFG8VYA2ld8aBCxCkUHhgvkKGaPN5muCArLdH9U0N2lboQiChggqVmhoAb/A 7zME8Z8ANTjwyilHnsue64SfI5CJm8peszZI8hRLRjRHKNYD1N0U80mFxmxf 1ebGK1tra6TQpm2sllVfzLlQJbnq0TlDtkDEEgoqeT6XjUrC72muYYphR6w9 xXgj7ZTVVedcrpVU1smuXs27WCm5UK+srlFU25F5cTVqGqtzq65kXq7JqbPL nGIUg7YovLz4v0AN7GKA1QIqgYtUp65zGp0NhobLsstnck9fyL9wKedSjbQW jerRuZ1aF1zJWNlgaQhMeoOysV7RAP+yqx3VkhoQ+GWIC2oOIUnNgjVD9jwW P1xZI6+pkldVK6prNDWgq6orVyRXXEoPeEDY5gP14HpoXUPkkB7w1+B6u95u N9lrtbXV2iowkmiCrRyZu6g1GC7gKZOzVnHlYu4pu766QV1VL6+0S2oohTug 5iOaQFDjT5Zi7nxfTB6PzAc2zSl11+bWX9lS6VCix3TokEsILAbTDUmqlF8B mwwnIakgl9oJRhXcYch/MYpFleGoyh9WQXWCt76uUXLVrqh0aasd6spG+dXG vCv23Cpfvt0vo8Pw8uazYhTzKB3gh4L/5TN7HNr6GkXlVcmFK/nnPZYGwFOw hA1a4WLk3UDtiqpDYWUAbA4t8QL9eaMPMOfU19WrKh3SWq/CAUQAQNBaDyAM QAZPWplX1aC2A8KcRk+NuvGqvLZSVd+ocfkULHoorQAlBZfVa+objY2uAmet vgYOUOYYfVCp4IKwPtJsiviVTk5Vx2vsmGJekxsqao2y1glABJCZOIgHKAbF Co8JdV7QMeAeAsUac2vsebWYsE5JPaYYpJNSuTDCQD61i7PS0CCECgMsA38f 2m+8wQ8FCgzy60JBbYSVgxccCGubAWTgDgcNIWi/QelAGDKHI9aooPcjjxs5 47faHhoO3g5oWUHCCMUIxQjFLqyoOjz3dOE727XDzObxhaWzKwqnF6nHqMtm lx5auq8up0rQcdBaBnsVlYQ+MLwHFIsawu37EoNmIWDhwMKcXXdyx+zy0hnF hVMt1knGXQvLL2SeAYpdzL54cMXBwmmFxtGGwokFhxcfBasrRrGAPgztz9iH OUQxKE2P2gN4Or3hzP5l+8vmlBXPLC6eE9O8orL5Zdvmbtsxd+feRftOrjsF OIu7YFATjq46VjFr2/Y5O+ACONi3eP/FzZfAgEALFvt6mJKYSpeyLp9Yf2LX 4l0ls0qKZheVLyjfsWz7/hX7gWIAizjFID2YenCv05tOH1h5YM/SPXAxpAeu P7PltFvi5iQUeGTNBWHwxS5uPb1/+a7dS8qLZpgq5hbvX7zz3JoTHqmjyRyB xgAjRXX19imG2/A1W+rOLD93cN7hA3MPHVt24tKmK7X5dbWyOsjnY+uO7lux Z+/y3YfXHz6Xe65SWekyuZx6JzQAAPdn1p0+ser4mTXnLm683AXFIkoBKMbI XJUbzx1ZvPvg4h0n1+4/smLXmQ1Hrm45U7v1kjevMajkQnKOyfKKUQx883Cx P1DE1Slqjq89vHfprh0LyiAHzmUdv5B9Gto5kDmQRc2WqCBjXFscjevqriy7 cH7Z2avrL1ZnXoJ8O7nxyKmNRy6sO3V+9alL684CNaClFCgQaIMPmhyn1p8+ vensma3nT285d3LLuXM5l6vUDS4jJRiD4KvWZTZc2HAJ6szpLafPZJ+BBs/J rBOX5BeR72xlwSfym4IAkYBWiJpooJhHUuWQVFZlXzq98eTJDSfPbD17PutK tazeqfWBkYGqiMafaPxhaPXJXUAuAOvFtWfOrToJqXJJG2q2XqnNvOpTOoFo CF5KJ3hnjvy66swr0BT0GN1QwVArS+WK9XvzYVvUme9qzHHUb7Xbt7rAUqHK rwzT+WwA3ENjEPgF8hsCgCpHnrMus/7cyvNXN1TCr+DViNqagG5QgcECd/hs RyhGKHavUcyvC5xeenHXuwfzB6oWPLZ88ZPLM1/Lyh2Su37A2o0D12cPziyZ XFS95SryLNShFmXTe8brzfpoxBiOIawjxU6vOW4aq1v34poFj89Z+fwy6xTD heyz0PoFs6AaqVry1JJFjy3MGZi9Z86+qqyaZCm2f8kB/Tj9yr4rZz82e+nz S/OH5xum6s3TzIZ3DPlvSLIH5Vgn2i5mXsIIA6MBnhfwC86venb1uhfWS96U ls+sOLv+HAAiPpAD91jSehrYB237QysP6cfr1728btEzi9YOWKsar9w2fxt4 LvgTFeqEjPlumHpADaBe6exSyduSZX2XLX52sWyM9NCqgx6ph5MzQDFez5xb f8o8Qa8cKTFP0arHSg3j1fqxastYw+H5B7z57pA2gMYcJkkxSMzldVfLxldk 98td//RG1RDNyZUnGRMNVD229ph5kmnDK+sgf3KH5xxYt99pcYKrSFkpt9F9 auOpggk29duq0snlwD4xikVUYb+UgZfaJ3WcXHZIN0KeM2hj/pAtsrezdswp vrzpVENuJS13RTR+oJh7s0OMYkCcYCHv0jQeWLbPMtFgnmQomGayTNZbp+n1 76gKppgvbDzTVBj+oPQ9Z6b9wNQDu9/ZWTaqpHxs6fYp5QXjzcrhUs0YeelM 2/65O0vesRWMNh2atxf8u2hpmDMzUFi75u8umFqkHKVRjFSbpxYeWH30Cjib RipgDgPC9s0+YBxtglqnnaA1TzdZ51gM0/XQ7IFWB9Dco/UKxgDy+lVsq42n 5dVVG04dX7K3aKJFNlSiHaPdvmDHniUHT20816B0gfeEmKIPwGMKStYtc0Ay arMrDy/cXzzeZhtjKp1YuG1q6d7ZOxvyaiKFAXhw+O+ZVSfgTMF4a8Xs8pMb T0BDgi1koZqBy+xSuqAWQQq3TdpRMX7HkbnH6zfZGRkPpQCvMNwrWhgFQZPp 0vpLB+cd3D1j956Ze7ZN2Qbh4QWHTy47eX7N+aotgF0HpfIRihGKEYrZc7yn Vl5WDjFO/828dx+atfm1TP0ko26ibmW/lTN//+7SJxbtmFpBy3ytxmirtrlV 3xK9RTH0vQwhLBCwCIKVY010g7wWHLHZj84a8p3XZz0yvXiGtU5V7bN6D686 nPN6zsInFq59do1lnPns2vPg4CTbowhtbzBK4385ftA3B037/TTNeM2uFTv3 rNhTNqsMCLW27zrVcPW5zef9xQGgGOpb0zgPLD24od/GsT8eN+WBqdIhssMr jlTlVHN6AeLndRAKnJ5jDBz+zgW3OLvlrGGCYcGfFoz6+ajpj05XjJMfXXcU qhPugcTf6eB61shS5hj4JJXgu20ZtGXM/WNG/2J0zrDsizkX4EpBjQak1eXU WN4xLnpy/qoXlxmnao+s27dvxS7DeO2mfuvlg6WnlpyCwgrpg8lSDP5Vubm6 YEzR3Ifmj/jWqPm/X7B77q5AqR+8rZObTmrGqaY9MuX17782/Q/vli4ooUp9 4H1wRZzX7AV3WPJa/sYXNljHFkARiPpi6giX5+MkPlbpObX8cNaADdN+9c74 X4xY/sz8khnWmrxLHkUDowAE+yMqP5Xl6aJH0aGoP7rioPxtaearm4Bie5fu OLBit3R49rr+qzYOWLd9VjlnYFqLWivXXrUNsZlfN1veMheNLjKNMKzqs3z8 /WMXPDlHN065Z+4Oywi9YlB+8Tjr1c0XAWHgiwHFSqeXZQ3OmfnIHNCW13K2 L9pzQVLZoHExBqFqU03RhBJovUz9zdSZf5i54Y31+ulaydj8jW9uWPfKOukw 6d75++ryGqAaBI3+JjPjlVy9tPro9qkFG55fPfmBidDc0o837F584PSm83a1 Bxw3cHygWeJX8ZwcDXRslNVXbb18cNH+vAFZU34+aeYvp21+cePO6RX1ktrm kjBjpK5surBn7i7VG7JFf5g/8+HpeUNywUf2WXxCMY+8+LzaK1uuSAfLNz6z eVOfLQUjii+tvgoUC+miYVMTuGlg1gBSe+fut4y0KN9U697SmUdbgWUV07Zb R1nzX5Vm98s2jDABy/wmP6EYoRihWNDc1JDvsY4reffBOZN+PTV/uPTQhsPn 8s+qxysnPzjxrW8Pyeq3uWrj1WZTtEXXDA11oFjIGAaEBUGAsFsUowy+UHnw 9MaTsx6Z+WLG8zMfnb5ryTaX2XEh+/y2udsUwxXqUer9C/fV5tdAQ9Sj9iU7 uqNe0QBu18gfj3wp46X5T83fv3p/g6m+RlNTJa3as3CvbrS+YHLh+S0XWBsH 7hj4bvCTC1sv5gzOfetbQ8f95B3bpAKoG26Nhzf48VQCUGy0IY+pxBXwtYra 8rnlS59ZOuzHw6b+bqrpXWODtgGNRdH58fWCUYCWuWAR4C5wvcfkObP1DPhi w38yfOi/DwXqMYW03xAANkHiwUVa/fyqt78/ZEGfeTuWVzQYa+oNtYdXH5AN lcpflx9beJxVMEFDKFmK+U1Bp8IN/uzSPyx/LeO1sT8cY5lgpW00+Ly16uqK hRXz+8x75X8NGH7/MP27Om+xx2fzMQVMg7ph96LdsjekALJ98w7EPvYlpliz tonJ8/IKJmIJVG65kDVw41vfGdw346llz87fs3gba3ZzBq9bYgevpEUXDisD XVDsauZF2wTT4j8tXPb0opKZhVclF+q11cVzbdJR+blvZoGT4la5ARA1G6or xm7bPWnPsblHz608v3369nmPzR3wtZem/G5S0UxrZdalE0sO75xWvmfG9nNr TjkUjYAJKNx9i/dnDsp+5/6JEx6YnPVm/qG1x6vUDXUqB2cKQEYdXnpk5XMr B/7bwNe+N3jL25tO5B89nHUoZ1TWmAdGQ0mtfm7NvgX7IUuvFbcAxQRNgyvv 6uEFO9c+s2LY94bO+v0s40TTxZzKWkWjz8QBxQLGIHpAFepXjBSGGmT1AKzL Wy/lDszun/Hy618bvLnfplOrT7jUzmChH14Ep9IO/zWPMc58eMbAf31l9M9G rnlpVdmcMmj2+MxeqJy1+XW6YYbNz23d0GdT0ZgSwC403iLm5qaCFqiQx1ee gBqy8qlVG5/fqB9p2Dt374lVJwF8FzdfOrTokPptzdo+a7MGZMMxoRihGKEY UCxia3UoaMv4kkkPTBv98/HS0YqLyku+cu++NXtnPjqtb8Zz8x6edWrJiYg+ 2KQJ++U8OGJBEygUMIMCggUk8FauUWW/sf9Gnap2zh/m9Ml4asZjM/au2m03 2UtnlxrHG0HgkfkLhD8f+Cha0tzF6A5aweExgZhiaKiziUPDC820bYoNKNb/ a/3XDlhbpaqK7o9w5VzL7ha49ZGVR8HzupR1GVwkQAwerFgrq1MOU7153xCg 2K75u+E8mj4gQjHGykL92bts79qX1o782UjwxUrmFwtlAmdC45zBjiFqW4LI ptkCAEo0ErKQrVZUa8dpwXcD26ifomvd1wrZApQHCwl2EoxYv4wXACsns4/V m2qYctpuaNi7ZO+OGTuubKzk1DxSshSzBoGkFzZc2vpy5pBvvDn0O29BC6Fe U8+W0HSp72zemc1vbXrzx28Mvf8txWR5g7Uer8x2Je8KtCX0I3VFkwqvbKls LmtNSDFWyrfoW9h8NGbgvYprbkWD9M3s1+575fGM363vv+LEhsNN2wKClbHn 1IE9vGZqum5uBYQlpJhgYgBAmuGKKb+aNO+xWRVzS13GBq6Uuig9u3vlruJZ heAbetSeSEGTK899ctGZ2g11jJKNFjZf2nJ52dNLX/qXF2f+ccbhtfujpUE8 lOLSurMX158FfAApbux972LmJdVIzbTfzgBfTD/RclVe67LRdp0nVBy9vv09 h9IO7v+L//Jiv2++qJ6mihwLfXD+Rtny4iE/efOxjMdG/HCEcZwJGgMfbL9x vdB/rZBpKWBrMs/nvZo55sejFvxxQfncCsrGs4V+vjAEuY1GUygZeEz0ubOs GRpUbg1qJhlG6V/O6D/0vrdM75jrpXWx8RuoojZXNDXvaDmx6vjqvqtf/eYr z2Y82+9r/Wb/YSaAzGVwhSpCgZLgkWVHwcMCV2v/nINgXUPmSNgSBUfMIXcZ xhon/nTS0G+/vbrPmv1LDjAmtmVnK2vmwuWRQGHwzMazxtEmqNgHFx/yaX3x aXeEYj2QYiKUYbl8AdgEDrgz3w3t5A8PfvT3K3//n5r/+apSLDm6iVMMPx2e 9O2PLYwTm7/pZw0Bf1Hz3sWHJ/5qytAfjVBMUF9UXrikvrB/w77xvxnzp4zH l/xxwaV15wNaLqjkw7ogGF5ag4yqYAxECiLBgjCgATgCL5pQIrjN7rl/mj/k B0PG/mqcbZZVPlYBUCifXV6nrKOsFFAsUhqGn4AvBpYBOBIyRv26EFouTC6E NE3N5msANTQ/WidgygBEeDMPiAHjUDarbMIDE/pl9Fvw9ILTWaeDuwN8Be/Q OY6uOgZeGPDLrnZAQ1co8gOw4CeVeVWZA7Om/mpa/4wBO+ftcus9Hq2XUjNA MURhYxBNm9LSQDGgErqFldqzdI90mPSlr7+07pV1O5Ztr1XVghED8wIuA/wE X48mHBUHQmVhqG81yhpw38BavvvIu3kjcsM7wl4NAy3qgC1yeMWxJU8tGXjf wLd+NGTuM3P2rttzMuvEFfmVKnl1dW5NXZ7dp6AhJTgzMariwAIlRBsoXBSl jczZ9efA91z65LKBXx847/G59dra45uPU6U+wKV1rvn1n7z224wHpZPyd67a 4TK5gLZnt5zNezMva0DmoSUHY5MLKEeeE72/MgaaDZD5IEYi0PksGmCgFgSd 0FLaFCjg9GPVr31r4NMZT6x5adllyfnItoBH5/Qp3ZSCcmba3VluMYqBwBcr nGRZ9MSCMT8eMe/x2aWzChzGemdBY6X66smtJ09uOlUnqaf1PDRa6jLtAX2Y 1fCCJbRt9s5Ff1r0+ndfH/Hz4aeyTnBmCo1OVLt9SqdX5fRq3eCLQRMCWiyy txXgi019aLphkrVWY6dL/W6zj7PwYPChPihGKp7I+OOzX+uza8OO8/qzrorG Q9kHXv3ewL7/8vzYn4/d3H9LsCDYVBgMaJ1AMb/OeXHdcdVbUqDYjIdn7F22 z2nwuY2UU+uLraKAPnRGDWF4RkpH2bXO6LamSzlXts/Z8VxGX8CNfpzxam4l ZWXAQ3foXFBX2UIeWlbrXl4/6FuD5j09F27aJ6PPihdXnNp86oPD7wfLAhWz ttnGF0gHS0snl0NxA74hDNhCu+fumf/4/Le+NXTY94ed3nDmUs4ll84NXj/U T76Yh/jrVfUAsmNrj13OvoJmDagTb2qD13aIbwrAKuivBsWSlFfIp7h8L5Pr 9ua6nPkuu8ztVHidSp8YxdjcO7kRoVgaKQak8Go5yhKomLtn1M/eGfSd19e+ vt46z6qcoljYb8HbP31z3P2jLO8Y3Ap70MgHNULUFEETWPR+Ti+wRj84Yv6C EF8YgHcW5DA4q1Q1U37/br9/fanvv/Zb2HfRyF+M2jp4676l+6AJ6jV77YpG aMSiDw3FTXBrvyEAtkvQBtFyYapgUB0N6aJiFIN3uXBa4eifjn4y48nRvxit m6jbuXyHbYZNPkwOFglMOjALYAr2rWl7M7R1xSgGtgLix74YmtAaG90BrWgx ikECAkaEPEgtpAeqHJpya2XFKAZmOWiJgDWuzKuxTrUtfHbRiF+OfOMnb4z6 1ch3/zg9++2cg6sONaqctEEQ0FC0iN8UgvYA4CkOL/jTbwomRBiktlFuR/Oy FQ3nM89bJlnG/3L8+AfGmaYZjm056il1b1tRnjVqy5D73/h9xsOL+i8Ad+x8 3vmr+Vd3LdyVOShTMUR+acvFUGEE0AyPg6QLIXdYGYhTjJf7A1o/o2KCVr8P Sn6EdNB9A57JeHLZC4vO5Z0Jbw9QRg9nYIDpgpoPaUJiFOONtEfjOLH6yJZX Ng351mvPZfQZ9oM3Fzw5Z9/a3SdyTlZpql0mN2VmWRM8u0ApOb8hzGjbKLbw yUWvfe/1Yb9AFAPXDw/8A5BRGjel93JmNB8wIcWcZh/ESRupc1vPacZrgB39 vvVixbqyw9IDl80XlTPkL32738v/66XVL64Gj1iw8T61C/iVkGIeM+M1M249 7VZ5wWnFPYrAAp8eUSyyHVFs21xEsbe+gyh2JQ9RDL0FOpfPgih2eBWi2IzH p6snq2Y/OWPIv7856bcTNg7aeCbzVIOm3jTBpBquzuyfVfBOAdwCfFLcRJEP VYz96VhonIz60SgouEZNI1fEgQBhTAHj1DvhJLRJQFXSKkIxQjFCMbDkYEYY W2DbvN1jH5gw+AdvLH5p8erXV497ZMzrPxn07hNTtRPVl3POM0Yvo/HBD9G4 aH2AMwYBYZSe9+poL3JkAsHysFAWdFm9dbqGmX+c8/I3+j+R8RRY74czHln8 9GLwxQBhfmgqa1wNMmh+s/C2ghkEKwoIA0MaMTRHjS0RXUtQGxGjGOBp29xt k38z+fmM54Fi+cPzdZO1mwZvWvvi2tXPrSmaWgyGHWAEXlKkIuoxeMUoBvxF nXgaDm6BPiuY/UAx8OC6oBgeDYLGP1tD0FqG9IDfJ0YxzhwE9xblaoHQYHBs X7pj7nPz+973wuMZjz+Z8fT4BycUzipxGXx+WwSMtldJB8xhPIEITQdT0XAA fwbMITGK1UhroWWOJmibvac3n1r+/FLwfKf/4d3Dmw44ihp1M7SLByyc8cy7 /b7/wlu/fnPhy+gD4v5l+43jjVsGbimYYHOpnS3l1+DFCZnD8ESQ/6hTUeEH 8fKgoEArkgX0QTRBycA0qhvy38595b7+fTKeXNx3wdnc06Ftfq8JrZGCfq71 h/URMYoBIMCVo02ePYt2LXpi3ksZLzyV8fhzGU8ve3mpbrrhkvwyXxHwl4aB 5kCxgCkqGMKUluctoYo5O+c/hSj29v3DwXsNFPEhCy8YaE6H/DvWRPttPLjb YhSjbWgo4NnMs1A9Xvi3vs/829PyGRLpzDzlLNn0vlMn/XHCjKenm6eZHQbk tvMWWoxilI2nrJzPhMb/oM5tBY2WM4pRrFHnDO9ouph7pWLejmcz+g757tu6 d4yX8yt9NoYp4u16l9dKw8Gh1UfX9F+//vUNx3KP2uZZlvdfNuxnb730ry9u fm3zodWHzBPN2tGa7EE5RZOK3RoP6tPQMaHi8NKnl776jVdfyngJ2ieQSK/V y5fyVAEFPnW1ovr4huM7Fu4onV26c9HOk5tOVkurCMUIxQjFwIy4TWzx7O3j fjXxzR8PXdBv4fRnZz79b0+P+d2orBGbT2w94jLaoVHtkjZwSipsDiNHzBwS rGHK5HfpKIcWzCl6ecO7WrxFTL3RPvNP8175zqBnv/7CuIfH/yHjicH3Dd7Y fyO0jcPbwq3bW3grBwXkUnpQYx6taogWK7hme+9G4QfXLO8DzrroUQSKTfvt tAFfHzD90emFswr3rdlbMLNAOUIJzdcDSw8CpIB04IUBXxqUjWIUC1rCsfUQ eIg/aAkClcBcd0ExNLcoNvIf7HZTURPyIi0CUFKMYmCHmViugolu2tdqL3AZ Zpom/3HK6z99o8/Xnxvw7Vc3vLr5+LrTjUqvS0EBxcCGt+9IxMdi3YlorIuV RT23RnejrvFi3vnMIVugkT/4B4MK5lvPKU9LJ+UvGbRIMV02+6UZL/7g+dEP jyydV1o8vVgxXJE/JH/v/D2chYVHqM9vpFVoESqfDC1mBS8LUAx84bA2GtCE g4YQpASy3alzSIfn9//my09lPLHkhYVnck8HtgkuvdOr8UIiPRIvWCExijE6 b7jY31QRsmsats0pXdV3+eifDBvwzZcHfHfAtCdnGKabr8irfBbWrWN9Gs5v jHSg2KDvt1EsXBrAE4rBIxNMjGDlQkWBYGlIjGJCSQDKESimnaTp87WnH8r4 zcJX503tO2no794c9MAr4I5Z5pkPrj9AFVPg1Hx88MMuKAbJY6x+4AvgHi3E KmcChoDHkBTF1q1/fd0V/eUL6vNlS0tm/Gn6Yxm/n/DgO8qxyoJ3C6yTreqR qh1zd9JGJlAYRIuz2fzzH58PNRw09aGpHosHKAaq19RflV49tfkU8Gvr4K2L nlq0pt8aiOH81nOEYoRihGKNKnedymGeWjji/rFDfjZ02cBl816a1/c7z414 cOjKQcsqlpRWyi+hNQD1vrZlVMGHskVDRc1CYRTeca+J85hot9kX2B51WDxX lFUTfzet3/8aMOB7g1cOXjP+4Un9v9Z/4i8nyt6WAciCRYGm8iiAySF34bHu AX04Ym5utd4AkLWYboT1TWIUa1TZ4a0f/dPRz2U8N+OxGXtW7KnV11yUXARH DxyxIyuPVktqamV1fKHQuusa7iFMSLFoYXPIHEGRQwJi8YNnAa13MYqFCtFn d2AuUCxsCwP10DqNXfpiQHmPnmvUuj2FtG8be0FzuXhF2eoh60Y9NPb5r784 5IfDtryac3j5Ka+aDRe24O5ZNObEGADBAfIW9YmHfKAZuEWcv9xv19trVFUg 41T9iJ8Pfyajz7JXlupmaXLfyc4ct+WY7IhuvrrfD/sO+NHL2W9lQ+bLh8mh 8X9h0/lIaRgc4bq8BrR0iYqJrTwMNQcN8AioIoAwVoWWg4Z7BYtC4PHJRskG 3Aee9R8X9l0AFBO2CU6gGLhFOt4LJlGJBlwlpFjIJoAL79bagWJX8y7uWrQ9 67VN7z46te83+r70nQHTHp9hm1kMFY+xBMG154xhkA+e0Roqn7Nz3lOLXv3B 60N/Ofx49olIGfp6Be5YwMT6zSw4YuFi1FARoxhfKvhsvtNZp9WTVU9//ckH M341f9CcKS9MHPhA/34/7quZrdq9cWel7mp0b7RSUvn+3mtd9CiCyww1vLms NWprAvsPlqS5oBkoVq9zBnc0nc+9UjZvR5+Mvm98923NO8aL+ZUeG0MV8Q16 l9tKw8GB1UdXD1i3/JXlV02X3ducdbZq/XTtaz8cPPxnw2Y9PitnSJbkbYnk Lcn2eduh9eUvDrjUbq6AX/z04le++QrUwAm/mWA32Z0Wp9vmrtfXV6mqLssu b1+8fVnfZYO/PXjYj4cpxijqlHWEYoRihGLwnrosTPHcbRMenjrhkUmyqQrt XN3iQYv6ff+F1378yqLn5+1ZtoO30a1l4ZBJYDR0wBZhTUGw0j6jwNgCfFGY KfTDaxve0+ouZq5qaic+8i4gbOzDEytW7ShYULL0+eWTfzV5/C/Gb3h5w8HF B5wqB3g3gAZKScPdAWFhUxOYUF8+481hvHm0GMXA/Sl6t2jMz8YAxcAIHNt0 jN/OMaUMbUMTfoFfwKxzm88Dqpq2N3fRowi+GKaYV+5rzGtskNiRZ2FlxSgG 2IramvFCQB6Fxy5zulVuMV8suBO5qMHCZpeWObr21L7Vhy6qrzrLPPZy1xVz VfHyill95vX/xqvv/GKybXK5U0mFCppD1qjfFGzfowh/hqwRMYrVq+rZYtZl doCJY8vpA+v2T3pk4mMZj77200HT+0zLmZBlWWqsKak8LN33xoODX/ju85Me mrS672rdWN2B5Qdcaie4w02lLWj149gqRmj9Cn0YbWqgDvHyILxWlByN3nGr KM6CPnRKRkkHfPuVpzOeAoqdzD3FbxecRpdPT7FGv0/FcGq/GMW8Kuf5DacP Ltl7ZtMpn9nFlzDV8st7Vu6a9NikF77df8B3B219M6da3hDd/l6k5JpgjopR LFlfjCqANpUbKKaZon7+vmef+uYT0pl5klm5K0cse/OhwROfekc+RVpnrr1x 9JrD4HBpGsUo5jJSjRoXbRFayq+FLRFHVqMryxEyhZKl2IqBK6qtlcweit/P nledW//G2v+fvfcAiiPJ9r3Znd07dsfv7J0db3a808hb5B0gBBKSQBKSEPKA JEB4D03T3ju68fISQgJhhPemfXe19zhp1rz34saNL+KL78WL/f5FzWhnR2Lv zos7d2bvEnEiIzsrK6sqM+v88lRn5on9aO+WFzeH/jo09nf7Er9MkO+Tm0Rm PBFqFWFmcOaGpzcsDloMTnXTu0f4I5YKC8SsNKO33ym6k7k2c80TazY9u4kf zXdVOc0swxzF5ij2T04xe7kXb5zySNWOd3bv+mC35KTkVtlNVaoi5otdS59a uPqZVaVhBaOMfrcUasTqEjkNbKIjZ+B6YlPDmZbe4mGjyGZROA0yi/vCuLHC NiRUx3x4cNUz6/Z9eqiD1zskGatPa0hblrb+sfVbn96auSTj0tGLmjIdxrf6 UgMMnAn5NBTpYPpI09GWxsMtLSfu/I3/xWB27Xp117KgZcfnHW8taPVccjtr nX+6+SdyHMvVted0XE+qRwcAX6gvhLPN7rBxHbBEBnOGbifdbjrTPFQ0RM1p fCjF0Mdgi8EQww13nOu4fbalJ6dHzdbMRjHA3a2aHGUZ5QerirczVIk1XYJ+ TY3B3zxpueyUHi3f9GLYxqfD+Dvk6jKjkW0FxQwMU1d6z61TTRBE8PNvUKy/ tN+qIrQSLSjmuejqZnSdXpm05PHFX/7yi1XPrYCtcaP0mvb8WJ+q++Dy/ete XhP8WHDivMTq+OoB+oAdhozSjVGEkWNuT+7ozehTF+jMZVaYYBDqtQLFdHRj T85Ab9FAe0FH9sacVU8FL3lsSeLKxFZam7XaNsgc6ise7MsbupPS2ZncMxvF BvN7rx6/KN8jvnC8Ts0Zvntt8qv6SfcFZ35EweZXw2Ctp6zO7C0bGT//e1DM zHdZhB49z0ZI3ar4usNfnAh+dv2mV0JvFjS6lQ6PxA5DjNxol2+yiS1Omd2p dM1GMYPEqJdom/ObGHvoX/7ys4W/+kKVLr9Kv1Cdq4wPPvjRz9+PnRdzPqW2 l9mNwcAYY2g2imn4xiHGmJ5P+JQB9Jb2pLY7p1o1RRqdwDTE0zjr/G1F3aqj tV8ELVr/9FZWlKC9pFcnI4zltmG+Vis1I3IlpeHMynOJwYm90m5tldp03mCo 1l9Mv0CPKo1+d89HQR+tf3LtofcOSmLEhNTsqXIbhSZXpUt2ULbnnd1Lf7Fk 1eMrr6dfa6fdMamMzvMOotJsrbaguYu3FcH6jnwtQnxA5K52zVFsjmIPoRjl GJH1fbx0/XDhD08xNdvQxxhl7OAFP7V+7fMbWXs5zfSWa7nXKpJUUb+LWvLI 4tOLEm+crR8o7DMwdROqiZ7cwbr4a8wQAWeb+NLJ+kG62iC26SQWjcSE97eT 0b/9tV1fBi2JeHN3O6NXLTNYlTbeDh4Qturnqw68dZATym4512oRWNR0rVvi nqyYJljWxpO3yyNV8m3K6l11X3si+4Zi1EJj2AVoWfEuyfYXty8KWnTs42O3 s247Kh1muXmENdKS1dKQfKPmSE3FQVUfrW/iwji5hb7U3FPck7s6J+b1mBVB y2uP1uqgXniakdJRPcuoKdO0nWuri6uFAH+EjDDJTEap8Xzi+eLQYlAsNTgF FOtnDerYRpvQDftooGDk2vH6uriLt1NaRxhqVyUophlgDFbGVy352fL97x0o DqW56rwGEeGpmhhmaTi7BVBiZXvY1/Ma2nldd7idMMpUCdUbXwhZ8/hGSUy5 SWwnJw8IbcBi3cE6XqgAUnfwQl92n43voLBF1cZ9QYqJb/TWenQCXR+9z15h HxWMlkWU7XorCnpv8S8XVZ6uGJEPY+RvuWTOCc/a/V7U8l+sTFl8rim92aqA 8vcYhYSaoRumjQm2SSr3VN882dSfPWLEO8Jx2jkeK9ttYtpGirVNZ9saUpqu nqlPXZm+5qn1q59el74hq4fZb6tydhR2N5y9fTH+mjRSKQmXf7Pq1vIthJnN fCPsvpspDbIYqWyf9EbqjSHuiEFu0Mo08qOK6A/3rnpqzbnVGT20fk91wCJ1 jrH0JrFTxyeMcjsGVHHzjq98bv3GV0mKORUAvcUuMFpmPKdYhEa7zGIvt3Xk d9BCSiNfiYp+ex8vWjTAGcEgSi3RGeQmvUx/O7+pOLLww6D3Pv/lxzWZqhZB UyOzvmBP9ltBr215dVPm5nRmFAOmjavCZuGP+csJhG3pt+hbi7f/Oiz23dgL SZfUIt0AY1jD09kVjlHa6OXDFy/Enm8/16YTGL6XLXZq0ck+TvewcGBUNGKv sY6JRm5nN2avzXw/6L31j6478kF8ZazSpXAGqvykDxeFoy2v7czSM7C20Amr T1TfSL9BGt0VFjQ0Ik05TYVbC3e+thMmNmwxDV/9zRdFy3dCO8s2QzHKkaJl hmI/Rc8spiKTaQYEP0RIrt//4Slmmp1is4wlzLOtetaJdGouudm1jmkgHRaw 3CTsSuyzecmc7brfyMO99vyXh/8By74r39NXspVjU7NMlxJuZK4q2PPa/l2v 708PzruQeBXvaWNWKyOCu//tuIhfRyV+kVJ5sG64TONSjl9LaMxfS49+9dDh 905J9lQMM/T2cj8hd9mU3mGWrir+4rFPktY+uiXi5T38PTIMaH21gYaUhoQv EmBDzQ+aH/3qHsEOIcAxwhhFY8HCUjM00ijZgdcPxr52oGBl0WDe8FixxsQi AA6P1AerxClywyIbpalpa+mrglZ/EfRl7CsH5bsVrWltXTmdLdnNvF2spPkn UpefqYovH+b0WxQGvUTtqCAuJdWd/PzIxl+tjfxNWM66jPrky2P8oc7idiiH krCSnA05vD28+rT6Yd6wucJkKNd30jukhyTH5x8LeWnrzrd3FGzLv5xypauo vzmjqy7+Ki9SVhbCl8VUtWR26wUWPDLwffNc67llOesfDwl9LoITKVQLDSP8 MaPSNCwYkR2Rx395ZN9H+0t3lTbTmockQzVna9I3ZByeF39udZoivryT3mUq Jzy1nltpN1OWJG9+avPWp0LSFp67mXjTJXZRq7Opbc8hbrYfQk4gFLlJP2Js k0Pm9FX4tSxdXdz5guDCLY9tTfw86cKxi6hSb5UP1Vt1qLpwQ3HUy9H8KNlA mVontAATBqG1n6a+ltR08tPkw++ezFlZ3JzWZZf7LRLSFLLJfDqu9fKpm4Xr GalLs3PXluStox35NCH0xR3lcTUwnXx102Nco2Cn4tC7J3b/9sCRd05qaOTy MRuPcIrtLonDKiKMPHJ7CiC+KbOlLJJ7ZmUab5+kjz+qVpga81vPrTgb++7u g7/by9vJHCjrdVRYLUqzTqrTK0y2804Y72UxrLUvbfrsFwt2f7GfHycwitUW 3qiJMwwheKM2ic6hMrurbfWpV7LWZ6ClQn8blhOad6uwaVg+NiIbM1cTaMrr WdeSViQue3xJ8LOr8rfndPE7zHWGiqTyvZ/ELH9qWdgrobkhOfUZ18EUk1zj qbOZFdqKY8rYD/ZteHb9wY8PlEbQwMExXLrK2svolR+Sl4aViPcKr529ZpYT Q6zhMZ4aA5iizcVLgpaueXRt3vp8JFrKrRizaQRavdiAsPpozanPT2Uvy7p5 6jq5j7HYbhNYUEVauvr26cbo53dtezTs6BtHAEeQiHS0yp3ZGIQ5XHWkKnF+ 4vaXtke/EV20uagps4n0syPWa4XaxozGvPV5Eb+J2P3abu5OLlrZTDldnRnB /sfhbD7ESy3fb3eF2cv5vmIsNkEAgr8z/L5eMkExsAkgo1Y9g2KjNO0ITfuf teqZuqufKsV+MvIDUwy21aWTDcww4bkluRBE8LMzf1DDJZrSOqCvcoJLgC3F vpqOvAFC6kYo31uduaIQiRdP3FBzzDaFzyxxGUWOnqKRykMXs1cVH//4DIoq 3197J6dngD50I/kGzLG0ZWlnFpzJW5sniZZcPHkRNhTEKDbCrMDPrFVZEFm0 fKhoRFuqN7Mt1N9DLrHHLnBaefaWM23S7fJzn6ef+SiZFkxX7aqs2Vun3KOs PlxZFlacviK5NKQQnNKLxuwqs1mm6yxsrTteWbIlP3Xp6YyVKbStBVCbwmiu 6mg5ezerICQfmqriuOpOSRsMBEsV0c/pg1rDoTPLTx/5Ij5paWJRWKFwv0S+ v0K0S8kOFzNCBcKo8isJtwBud+Ukwq6CofPHruN59795JP79BOS5ldYywB5C gZCmvEZyLcD6jPyteZw9bJRcvK0IcdYu5vnTdSDmmJj0GKKVqhtzbtK30fa+ tTfkmZBjHx6vPlADa3FmRZvzPsK8rICPOUGyTER+bCTXbpOrzv0Ex3onpaNu /wX6GgYqZKRwbLrq3p8u/k8MAHqz+q8euwGTGRRGw8HY0fIsaKahMl1Dcmvy wiyArGBdGVoZR9GCBqHdoQwg263UO3jYswsyz8zPwNOVbGLTt/KQiNN9NXfH 2CaMXnAu+dTvnYBONjI0Np7JKba6JDZQzCAwwoSxKh2wSqpPXjy3NjdpRXrR dlbBdmbS8lTYO8Vrs/jh9KbUa3rhKCHXG2VaY7lep9RrlLpmelvx7rKI93ev e3lLzPy4/PDC5rT6wfw2gjviVZgDKisoNsLq6ypqKz8kBcX2vb93z3vR5zak K09V3C5t7eH1jUhGO0rblUfLExafCv1NyM43dlAbI/cwu9HWVScrYWXveD3y wEex4gOiIf4gmkAtGWsrbuXv5R3+LG77K+H7P9h3dsUZ9BDGzjKYbGhBDGyQ ghFOe3G7VWmFvQ/z/0riFfRYjD3QamcXnuVGcpvSm9CZNTwNMmDkVrSxKOrF nWc+PF0TVTWSPaQv0kIR+UVeD9+lyR+rjFQxV5UJNvA6Tt9xcuwQqCa32OWU O8Y4YzdTb/J38tOXp5+efxovTv66fOY2JiucVbq1NHNlJlLwQnUXdX916Z6Z +f0A9NOk2N8v36vwH5piljmK/TQo1pHZ25TafvXUrfNHrkEQwc87Wb3O8oBV 6hllGG4lt1UdvIhDXXmDSDHwbe3ZfZeO37hy8mZ3/pBJ6EAiQqT3FAxfT2yq ibtce/gKymk409KY2tqZ13Unp6054/at1Jv1Z65fTbxyJeHy5VOXNFz1KGuE XHwkI/pKei8cPw/pyGrXlOmMTDOwBYqRs+KFLsShq5sSmxsTbt861XTzZGPD iVvXjtSfj71YEVNVG1dVvl8KuZp4cZDea5Wb7OWEWaJvyWxsSL52JeECBIfq jlZJ9gjKwmjyA1LRPpF4v7guoa6tsE0tUpuVZsgAe6Aho0ERpxDuFSKsOl5V frhcHCNR7q+W7amU7FKp9tfVJ90eKFFbJG5f1fQgTYN6QCUoYqoFkXJxlLL6 0KUrCQ06kV4v0xvkhlHBKMq/kHQB12LtZBVuLWREMpTxypb8FmRw1DgIFYGr j/KGe+ndFxMuZq/J3vvGXlBMGaNCJXyHYhTISHNM6KG+N6JaKL7ry4yjReq2 5PaB3CFUlF8xPq6chMmGwUBf3hBGKUaB3SbzajmEhm0mxC4d14I7l0dXccMl yn21aDW0oFnkRAsiG8LewpGLx+pxlLaRjUdDm/YXjw3TdcjmqZhEOWhcwLFo HQPWsaFMS7Bwtyan0ELOwRBZiBlfqOTCB6mlh9YvO6AqDKEXb2eV7uAWbCk+ H199K/HycFGXQ2ZyKUFVrUGstaoINMGIcLSxoFl+XFW0g54TVlgYVcbbL2w8 e20gp83KVU+oHJMVTofYMEzrac++XXFQIY4WMCPKikOLy3Ywyo9X4NwhPulN rLWgVXVEBXM7a11WUUiRJFaCVugo6UCj4Cpo5bxNecnLk6UHpH3MPjQBrC2Y 5LKDMto2Wu7GXEjBlgK0F85FzrTgNAhakNwdRWayK+1DZYMNyTcqD1WwtjGz VmZCSjYVl4XQWzKbnSqHVW7pLe5BP+dGcFLnp+Qtzr0QXdd3rgcgMxTrAmLf tGKS3FuYbetJ6Wo91QyiuWF0z3zzJ/935urt5TZye2fGUN3RWpScviwtbem5 4o1FRRsKaZtLeJHc2iM1eKd0fK1L4Zyj2I9LMXOx2VRinqPYj0gxG8c2UqIZ KdOrWSZoJwgi+AkVDdXnUPhdynFE+opGASwchRKzy31QdKAbcgJe+ElRDGoQ SnKoVItDyIAUZOgvGcHIXMvTAFh49wdK+yGD9AHEwS81ZwxvIt5ZQmrGO4tE E3/Gg+GMfoYeBsIojQ3TDLrawDBBNDQdlDaMDnWJVl+mHyjsGyzqHS0dNHA0 5CJWqcUqMpn5eiNXq2WOjtGHNIwRHNKz1cjTW9DVVdDZWdCJcSwsQZPERG2J YBAZLHLLKHu0pxjG4wC1rHiwbLA1s03PMaHbDxSMoKLMPJtT6nVIPBaBA6Jn mXFoqGhsuFiNowgHi0ecSpdVYUXJKBPlYGQ+xBjC4Bwl95b0okwkOlQOd5Wb 2mreLDfrxfr2gnZpjDRzeVbh6qJrx+vRsSmKUV8UKYpRXxTJPw35DtI91kzl 3K8r1A+17yL1hxqMNaQAZDqmycQl5xzi9hC6ZD6byIW7xc335w/jufAgHkUA oYFNEHw78iCCEM/VldXXmztInYVDdrEbj28VOtV0PdI7Mno60zrNDL2NpXdy TS6hxS2yktMwBGaAbLCo3ywg1zv00QZacu60F/X0lg31lw4O5ncbmWN+hWOq yucpdxAio0lstCmsqH+92DDEHe1hDHSX9XcxB7pZg/0scFlrZ+ucXINTgEuY nSKzQ2RGQ3fntKM1e4q62/Pam7Nb7hR1jvDVNpUdtYo6R/u2ZrfCYsJRxFH5 VBOjuWEuoSGQjkT0AfwcZg4jz53cO205bVSIcxFBno78DkpwCroHuROUlPR6 iW58O72p8dytjrz2zvwO8AtYwaGJC+OgGI6im7Xn3mk919xwtH4oc8BcajRC X5UafULPlHwCFtmkbBzWGQ4hnXT7wiFfW5fAoWGMmWZ2v8dVQMOmtMabKQ24 FhWBtGW34g3CuzPCHB4qIjefnKPYj0gxooQw04g5iv24FIN2sopcThlUyjgE Efw08+1apsnItSJul3ggNrEbgghSqIhL7kd+cuEYtLrQSQgcSEeiVzkBQTri Dpnbq/I55Q4oNC1LQ/katootSLFJrBixQ+xSm7vchZ8WEWGXOsjdd2dUNIRa PwWdDBNjuuqeV+aH0iYnGfIdiE+opqarpn0yr1/uCSi8XqnLKbTZeATEIbBO VYwj3S12QBDBz7tVk3drpgIVAdySS+F2yl0IHTKnRYQ7MXmUXne5B6Gvwj9e PRGoGiezyVx/OP+nKdW0XxYIyMenK+5OKqdcQrexzET6gZL6kY4QcSR6JT6/ wj+zK5cTheNZKD/1/srAVN30vYtfoVhcEemU4CiUvKfaA2JCYdYcrpXsltYe quvN7XdIXPcpdv+vMUqMZWbq8SHUFH0IZbpCgDMYsPeF3AOEbTUzCbyqpEdF rh1PgVvF64xn8Yi9TgHpdgSPQK65mPE+4+CTm0ziEPXIEGSgHpBy+oYM5JPO PLhH5HKwTE620c01e3iEl2/xCCzAGVhm5RpdEptTZkezEkLSZYBZTKADoI08 IocbrSyYmfUqIX0EWIVofatV5nCoPM5Kn6vK764OeGsnxuumppSBCYnby7c5 2WaIV2ifUPjQlB6J0yNzoYFQ1ahkm9xpV7gc5W7UKioZbYemJNMldlQ1IlTc KrYhPxp3omYSeZBo4BoJkHcmG45SGahzqXZEr0CBuD01QzNQNKhhqmEBeVUe jLjQmak4ujQ6MOLozHjGUTq5XfDMkMxkYZm9AjewRb5uTAuAhZ/UXtzgl65Q g0SgDYkz76PFW45L21FjKFzP0UFQFMrEdcktiHkGHMK1ILioRWCZo9iPSzHq P7g5iv24FMPQ2jIjwBDE8q2fBo5Fj/G5wAEegUpAm7rMgEQTzwaWOaReJIJ6 5G4VAgeQhwiVQszsTwW6+SrGoR/wxs3obduMGrFAIeBNnMEHYRYQFLzw5pI5 RTbS1cuMFUatAr4vYJZH6kMEyjlQPjGunEQEWtcLfSvyQglgNEtNMPbwXeMS f0DsQzghDWDQi5D6P8LBcwBDOB1F3b8Kpf8BAiSiWJ88QJk5+ImL4hTqbwtc AgWiNJSMoqgLIY50qpfi54RigoQF34FyJiumARrKXKIKpL6RUgBC4eRffmKn R+lWszUtGa3XT9XfSGzoyOrUMvSohJnZHaTTAQpkFMsQmpnUPsx+3CdZA1zb fb9j9z/DonBqYgzoMy4fh5KEzoT+pOoEz0KN/5FITVX9dvwr1V3UFZ4IgkdD 1eEUlIAIslFvEJWObG5UGpvwsE1ejtnHJfw8i09g9QttPpEtABbM7BwFovkU roDS4xRbjSy9X0q2l4Vl0ZXoEIKGYCK5uSVuXuJB/4HYZF5C7LKQ+315cUt+ rmuc75kU+iABodfLc5GJUj+angIuagMPixpDOZTzGtQ/hEpEdSEC4xR1grEQ 0qmNK3HWV7V/wBgAR5HoV4wjnTJm0TcQxyGUBpMW535t4XIJNV2NnoyRCXos Bj9gDUKwBr0a2CK3m+YbZ/CHkRuhKdPYuVaKWZS1RYVU56H6FeoWNUxhzkgn d/dCmTo2ijVQ7w44CyyifMRRMq4O7GJYiBSMduYo9uNSzFpqtdBnpckcxf5r KEa+rXy7EcBimSGIkNaZ0OmW+20il4lrNfNsiFBxLQPDS6uBTSAn0u1iN/V5 DWfhFPyEUD+pz1M4Sm2fSzk0QUi6QeHidD25Ia2E3MaQ4BOkDy8RSnPi53cQ RqllCPXpDBFobwpDSIFN5OG73Rwn6fuJYUXo4boCUHeScS/PTUUgfoHXxXbY yixk/wEXSE8r7pl9pZwz+9t7PGKfFTpcCPMqgLiN6yD3V8ewWeQjaEZbGeFk kZshQ6BCJyWBr8qnkeLmOCBIdDCtdoaFzMN1mMsInO4FRuUTCBE3MQgdzQAh WFZcwi8bh8zsB0L+64cKgcoaKhkeLBwepalJz2s8K7nBI99BgYy6ScouQzjj EMdN2VzUBE5Ke4NlULbUHlZfz9Ind4y03S2fGhf5fHy3X+CBeLhOF7nCy4bn wm1T9089Cw4hnJKi6lx4ZGTAQyGROnFaNoFCcAqESiSLYhI+rtXPJXwcMwWy AN86IbSPix0QGGgOjhHW2YTMNaXwQKbL/aiigNjvFXioVSHjsgm/JIAqQoWg USxccltFuwAdwDWzSzCBZvWxnJN8313JBGRC4POwHFY6gUZHE6McdACUY2OS s8otTCup1TmUMx2yur5ZuEE2KBp3uuIe2gUpKBn1j5/I5sYoSOKfWQvvRDaM E3B0ZlGhFZavgW4ibwOdAYOi8in0VSPHaOSY0W8NbNMobRStpmPqoIsMbAPS 0at9yoBb7iZzMo1mBql/oHkwBgCwEFJqDXHKBAPOEFIjDYJJjBaNgn1U+RaB jXo70Ek8Ch/pEmjmfcG1cA8Y7WhomjmK/bgUs9HJ2pij2I9LsZl57OTQFNwh 1SCP5BpgBEyAQeQ3K3K/VvLDI2mzSMgZg8ipLdWDaOTWSSJy93Ud0wSyYORM bmxL7tbuJMEH7crDiNcLeEEz45XHS03uGjHjMRkpTqnbLSFfdoJDWIV2xEkH Xt98SKRG0aS7Lgk52MaomLKPKDMKgsHz3cp7U5KpCUHAz/VCEJkUjkPG+f57 0mnItHiSOhrg+RD/SvGVjWEn9x8WBXzicY/Q7+J7IW6BLyCdhIzLpibk0xDE Sce7fPeUdOIPiuk/lt+dEvk9LLubaYNF8D9UX92TQqPioi6EiEMCPDfU/rT8 LkojGDZzmZW6EAQpk4q7U+X3UDKuS+0kT+6EzHeRg3+BzSP1eMthXuHpPFQ9 UDVwn2X3Q8rEoHapQgSVQO6pBbNrhmjfrjpyACB0Az24ZwedcDGsEGeZxcdx 3pWM41nwRNRTIAXiZTtwFK8zDiERR2EBUYfwmDgFP5EHP3F0Woyq9o0LXH6e zfcAxabEzrtS9ziei0eAZTaGzkwbczL0AZHTXGpCJfyh4o9k/fO8qHBEUFd3 Vb938jzkpo5MGxLvVf0RNYamuSuZmhJNTPIDaFM0IkKqld1MJ9Lvye9NiCbs ZXaihPCwXOgMU7Jp1DZVvWhBv2SC+onyqXbBVaaVX/2x5n+ifMSpDGgRZMaN oY2QgnQqheoSuEPcCTWKQP1rynRD+UPoyXaBHaGZbXbLvejV0Dw6ug7jEPRz IAbpsKmtlG8yjh3W65R8ArSCCoI6csy4/IMiohgHlsEccwlcOAUQnFBNkKtL ikYHCoZMLBP6ho2Pt8ygLiHHOeghVApewzmK/ZQpNovYbSUOUIzcs6jMjNH7 n278j//d87//z8D/IRSkQ9vBUrJ3kUMvut1CI3Pe31jgH1W+J8W+Wfn44Gru h1Ps2xryvzKk/Gw+GH57agc1OxGUpD7HAWTUFznYHYhMV92zsK0ulgsKzct2 Q6f9sfz3f1L+AXoP2IKiczEc6GnOMjv0GwR5fDyfmUZAI93XXQgpciFEHKoP R6G7oOLIPDzXV+V3obQBAkr5fyWbhDIHFMCsBwXIACVRDs6FDrSyHOTOGDwP VSC1gT/0JDQqjoJuX1X+ERbBd2qAEugoqC9KK0JbumSeGbTZKH6RFThTFeRg Y8aNy7ep9238wc6y0UxEkR4hGIRnodgEEOOhkA5m4SeOAmFgE45SXKaeFG83 BCeC4xTIIMgGwfM6GWZHmYH8O4xt0hcOGYtHfAIrQEYUjyIFkUmRA4II+b2R S5B/b3EcTnBTPO6VkKMIihSoHNQVmgAR8vMpy4kK9PJ90FoA06R4Eq3p5/u9 XC9aEBRDW6OVqSEKNT75g+Kre+IpNPFdxT2Ug9MhiFBxXAUlU+MTajiBdHLr M44LcTDOwoRVOIU4Wh/thWy4H+QE73DUWEqQW8qwHJpCLczbmdXo3w3NzJlB 4F+HkNl8MT/0JSWY3y3hb4czO2E+HED/WZT5oeU/hVZ/g2KWH9JL5n/4v9gc xf4LKEYKj/ps9UOL8zsh5bTrwfD+H1XUNPL7UIPGxpsLiwOmh77MCBUN68/E MMNcIr8skQTxQDxcl4Nps8L0gGXBsiN9UjI+LZsMCH1ujtPOspnoZivHfv9z E0LKze6kctonDYAp+BmQT0yp7pJSPu3mOKjPaw6mNSD03pVPTssmJsR+AOtB If87w9HyKZSGkPqoSAn5uWzmKyWugji5lS7LimwzjrM9AB8VIT1Kf+NHG+TC kBuCoT41h8Elc1EfG+/7I6P+C6P+AHooxch/ZFg2GIkQPAL1XZT6Cor3Go+G x7mnmMJjWulmKp36wEg+Ds+FFCpuKTVRXyAhyADB0XGxxy92flURuKfyewQW N5+YLvfeK/eBZbDCQC4YaG7YDkyDl20ah5kmmZkiwsP9o2VhMLrIzaVnPu2i NnyoVbEfbYRuPCEdhyCCgQTVq224ea7TK/CgTdGUEyRJYXfDNPNNCfz3xBN3 RYAs6Vbm/rdi6rsi1b6IQ6AZ7n9jJD/PClDbHuqzIZUBcRODIBflsW1Uk2mK dUj0y8bHFZPffKK0PRiamZYZrPxVCCpRX34elNn2DqJA9tDSHlL+7IbYj46n OYrNUey/jGJ2rv2HFY5jRlzfCTHihcL5TkiqnW8m2N/f6Z36D2hCNQWlDXUN eMEoo4imLzVgrEt9jaH+ZYAEgCQZOaUBkQlpgJqfgDhSnHynXxb4eubDzJLq +//BURMDtKV6DU2noxuoP/RxA24h+c8F6ep3pkBqxghC6lrfEWQmWBZqijsM RorIKBk/qYtSf+ohEZdABjJRQIqXH6AiFMjwyP05/Wq6lvxbREj+cUZtdWLg 6gMVEyiB2mgRN0xdBeXMRjEr2+rk2HH/1BQOCFVF1BolxL9S3f19xT1qggHq jXyKmYnf93NSf9kYS/RIpLJRShhHp1WTZg45FxFiYuv09DEzS2dh6w30sbtK 35TMDZy5OCYX0wDTjISakNxc11lOzt+wy8lpseR0Vrn/69k1YnI6Cm4Y3SYg C0wrJn0SstKo/oA6CcjHJ5VTE4oJv5RsUIwlpqTjk5IAjEcYhggRx0AIteFX jFPfWiHjysmpyrv394Gh5sOgfXFFaiYMNbcT+RGnGh1xark9tRYP+e+vwiMJ CC3Edn4nnPEOYHkwpObJPCizUow88SHlzBL+4F/85ig2R7GfPsVAgR9Qvn7H HyIz5HqIYNhMTSGjvB5Tn9cQgeqG5ofCIbde5FihhZBuYBiMDIMNw36ZO6D4 esr9dOXEH89/5ZW6JpR+pFi5ZjPL4BBYkeKRuaZqpmDUAA2wbmZWAbgsInKa 91TdNDW7/v58e39lIFBBqsGJ8skp1TQEWhRqlnQtyrZSRtN3BAbU3bqvcK5L 4UZ498K9P1z5I0KUjDJxLWoWNzXVf2ZOpoNC2H2hQEbZYh6FDycGasf9NQFf rS9wPjB1cZpMLCdBRs20v2+uPpRiELykACvpVkbsJd1Vc+0I8RMPRc0PpNxl QvB0X1X/HtmotQOkHSd0Iw/yoxCSDjPT7yE4+rWraKFjsnZq+tLdu5fvTdVN +it9PpXHX+72yp3TFf6Jcs+EzDUudY6LHV6+xc4k6RaonfTWTnhqxt3VAU91 wF3ld1fMzIqXOJxSpwuh0Abxip0+iYucTq/0khkq/ahPsurKveMq/2TluFto h0zIPHdnpuI72WY31zIp9/oUHjTcRM0kbmy8egJxCCKoc5RANQ25xkFomZn1 Z6fSkQH5UdtofQhS7s+9N/FJz5hmAUFGOOYZij2kP1NMeVBmpp38/RSzzFbO bDJHsTmK/QPID22LzfLF4z9JbHYm6bvqQaH2Uf+OwExzi7yU72MoZwphiINf GBV3pnUjxLiaGlHPTHKwEgKTXUK45DaEera6v6D7Tnrz7eSbLamNWuYo0m1i MyEwIDTz9SP0we7Crvqz9VeTrvYU9xjFRmp5sllK7ircVdjVmNZ4M/Vmc2Zz e177ndw7LRmtHVndvbmDw8VqA5uwCp3k/Bax+/6EzO+ITUJ6mqYW3vaW9KIE SEd+R3dRd2dB5+2M2zeSb7Rmt2r5WneV21nhhG4Etny8Cch3KOZX+Am+dahk uD2noy2nrb2gvau4C2V2ZHT1ZPYN5Y+gTu7P4ac8RD9Uxkp1uHNqmbaWYezL G2pN7biV1HwnrWuwcFTHNCFxqGgMz9iV1deR0dOS0o6fSIeYeTaXzGfiWnF0 oGCkO7sfMkrT2kQup9SLDL35A11F/W0FXZAeWn9/6WBvUV93bldHVnt3ZvtA Xg+sM4/YBrsMOLMwtIP5vXfy25uLOiAtxZ13irs6Srq7islVyWrOmIarNgsN TpnVI7M5RWYrT09wyRXKvYyBnrL+zqKulqyWlszm7ryOIVr/WMnAcGGviaWe KHdNKVxOrsHO1vmkNjVzZIA+gApHa1LrnanKRysgpb+0X81Vo9EJGYHWR0OM skeHmcNIRzZcC+dScdQ54ugYDpUD+ZENPYT0Fc6xO1juB4Xyl/2A2Cxl5My0 B2U2is0w6KFFzSZzFJuj2E9efmhbbJYvHv9JYrUx7DaG80GZjWIz063JP32o ZT4I1SXa7ozea0fqVbsq76R0+BXj1CQ98jOayOGv8rgqbFa5Sc0ZbslslEYL kxcmxby268z8hKo4pYY7gqPeaqe70j7CHKhPvsqNYqcFp2Wsyag4WtFT1jPC HxkTjhkVRvF+cda6rAMfHIh5J+bUglO5G3MLtxYWbCxkbxOUbeGxQoWq/XWt Gd0Gvs1TMemvvmuRuB8UQurso/d3lHRcSb5SGl56+JPDe97ac3zecZQmiZUw dzCz12dDZAdlnbROvUxvEplBrgB3EkKBjPquOLMXh741rU26R5a2LO3Ix0eO fXYkbWVqyZbiyr2VknAZb4sAtdFypg0sm41f5N9n1KI/nhWi5RC9hSOXTzTg WdIW5576JFkQKW/L7Bkp03fnDyGdGSJInp8Jke2pbEnv6isaVbNMVqkH53bm DiAzZ5tYHKWsT7qNdELsGqRpGpKbzyzLiPv8JCRzXT4nSijYLWaFc8q2Mhib yyQ7RPXHr6iLhwIK96TSa+MaBwp7SiIY57bknF6dmrk1j72PL41XCPYJ6dvp 1ccqLyWc78hrtUoNvgq7XaQ3sIa1nGFlvJIdwyvYVpy3JZ+2jYbmE+ziCnZy auKUFfukDacuEpyxyQqnW2y0ctVOibEh9TqqOmdDTurK1PzN+bw9POkBKYS7 m8vaycLPuoS6bnq3TqrTSrSDnMH6tHr0hKKQopQVKXmb8kT7RNQuZIxIBspp yGgYFYwa5AZ0EgjYN0exOYrNUewnR7Ey4ocUi43usNFdDwrZNA8I6auR66DW PVEzOkCr3qz++mMNxStp6fMyq2NqKRsN1gc5kU8EQrltSpNJqtUJRzsLW8XR vP1v71kY9MXyoEVpy882pF4dYfcTcr272oYMTVkNzJ1lSUsTTy9LKj+i6GP3 qiVjGqnaXGG6nd9UGkHb+caOkJe2nlx4QrCPf+HM+Uug3g5RxvKC+PcTEr84 x98hb8vuNYoc5Db+UveDYpbZCZXVVmPt5/SxdjG3vxK+5qnV8Z8f5sVwK09U oMzklWd3vRUV++F+zh52R2m7rdw2G8UmKyaNPNOVU1fPLT237cVtEf8anr46 veZodUNCA2sDJ/71o3GvxpeuLrud1EKt852NYmCrQWjX8a0IR5iGq4mNeWtK 975+OPjnm9KW5jWea9dwiYFSzeVTN3NX06JfPbTuX0IQQToSccgq9+LEzvzB c0tykS7YqbiZ0qblWfCwwwx9Y1ZH7Ccntry8I/S3Ucmrs1Unzl9NvVl36nJl fM25pekFawvL98i7Mu44xdZJlc8hIGALZ27JDf9g99Jngre/t6t4d1nF6Wpa FD3ui8NxnxxMXpqkiBWPsvt9VTan3GjkjeiFo/KjijNrU8LfiIj63e7MTVnC /QK0YEZwatL8E8c+PlS8Nqsrs3G8wuYvJ2wCtVWsbc1rom0vQc0HP7Fqzzu7 87bkyuKkVScrUeHZG7NSViUzdpbdyrmpk2sN5foh/mBbcSvaJfrdPct+uXTb y2GZ6zPQWOzdrMQlCScWHM/ZlH3x7IUR4TAy4xSTjPT69NCu+9BOjs4/4w/F 9KDMRrHZ3pfZyp+j2D8FxZhO6sR/zPB7emZhOR/0NESFs12FBA2Fmx8kpN5K 6sX8q9DB8DgYru+Edia5D5KRaSTYZpfY5ZP7CA5xJ+VOXWzNkbeP7P/tfs5W jpquJviEnq21CM0msdEsM2gkI0aZ2lZttij1NzKupi5PWvvUqg+D3jnw4V5R DOfC6Zr2wttEhcFda0XOy6kXSnfSirYXXsu8aqjQm6tNepXOUkvolFp+LG/b q2Grnw4+ueRE7ZmaAUG/XmG4ldlCD+fufSduxysx55ZlVcWfb8/v66ePmWVO WF4z8lcUwym289Yh0SCusuaZ1fN/9uWxhUdRWh+v93ZRExLDXgld8cTyE4uP 12df99Z5vXzfOGcCEuAGfDzfX/4XkzqNQlNDSkPiotNLf7501ePBUMhdZd0w ByS7peHPbV8WtPzQm3Hl0crBwmGLwPbNdI6/LJEmV6XxnTaxWy+wGIRWh9Ln VPm7CgaYYfwD78YH/2J95qq8luwOvYgY4enxmKwd/BPzkhYELUtfn99a0qOR EHq5jahwa0TmtoKejJW5zHDBlYSGEabOpfJDDAJLP30k/M3d8x9bufipNSdX pdSlXm2j9zTmt10/11C4qYgRWqbap7iT3moTmCeUXqeQ9ErJOcDd9uHOD372 6dZ3wuWnlR38LulxaexnsV8Gfb7lhQ15GzI6i5q9NVZnhcki0VrKdTfzGpLX Jwc/Fxz+Rjh7H7ux4FZtQiWyhTy3ft2jK+N/t+/ayVq/0jJRaXeItDiFqDBx Y7kbX9r4edAXEW9EMnYzb+U39vH6L6ddYe/mnFudRtteeiunkai0kH6rpWrH eWt1giry9W2/C3o3+FersrdkVSZUVCVWHl1wZPvrEeAgM4rRw+gyq4x6iXqM PWpjg2LuB+Wbfv4dsZlLTeZS44PhLO/prO/LbOF/D4r9/R5Yvi/FiCKSYsQM xfQ0PbnQtZQE2b+BYgMkxXTfUMyUT1Ls70fYfZD9DYp9e9uWby1/tsxGMYPE oOFpRpljmjKdmWkhzXyGx1rqJFelPczbztdrhH/i4WzeMP+2/P3+hn7o8C/i +E448x3G+d2QbdcUjY2X+yxs/WBuj1duDyhdt07XMzfT9rwcue2ZzRh+XzhR BatKLx5R8weIcp1Wqh4WDCGEBaSXa6+kXi4KLYAxtfn5jZue3xj60lYMp/vZ vUalYZg/iBE1htawueiRpc0Ft2GCwRaD+K54Md5WHVMe/PjAxuc2nFl+uqWw 2VptwfC7l9XXUdopi5MXhRWvenR18vLUisOVXcWgidUihdgtUqdNQgq5b4nU PibW6ioM5loL/6Aw8u2dix9dGvJKWDOtdUgyoq80Nhbd3vjS5reD3t3xThQj mvXVja+m5BNfSabviaemxePkBH4JufAZCENPtlc4BrmjuVuL9nyw75OgeaJj 8h5xv7HWeLOw/vjSY+8HvTc/6Mu8TXk9xT0mEfkukCvEZ+aKwKz7xr4LzKxM t1lm3H7pBbphxtCVhMuMbWUw7rb/Zps8Ttpe0gbLUadQ1yRWFkYUBv96XezS I4w43vWixuFyjbGW6Ob2Xzx7KWXFuQsnLpB/XfH1Zo6e9MMiskOrH1l6csFz y+c/vSwjIq9HMmA8bx2Wjg5wB29m3rx46sL1hMsjRX0eqdUjtlg5BgNHrUpU bH13y+ePfxb88qpWbovxor5f0pu/PS/m4+iFjywI/dctYyKMSbS2CrOaN3Lv xuSN3Ot54dnb3gjZ+U4kL5YzLOwf5vdfOVNXsCF785PrN/xLMD+CSQj0boXN KSYman2DwpHreQ3rX9r0cdDncV8eVZyo0CpMapnBpLRWH78gjpFdO3ujp3jA Vu7y1Uypueohdo9OMhjx6tZ5QZ/ueDsifXPakGSoraxNdFiy5729K3654sRn R6+evKguGyK4OpfQ8pfh5V8LxaAH5S++Kf+e8C9i+7vDf2z53l4yv1f5qFWa iaAZzSUGY4me3LiyRKct1kL+/eq//7n3z/92+d90hRoIMmjzxoCz2VxhUsyy l1oddJuzzA5xMRxuppMC2Q9PsYcPV76vjfNjyf8Nxf4RZLYvog6eZboyYOOZ 9GUjQJiRq6k+oCjZkLf3jagtz6wN//Wm3A1pt3Ou6RUjlioNUaUzKLVj4lHg yXXBCSo1ZN0o20FPXnn26LwjR76IX/f02uX/suzc6tTG3FvIM3ljApgDwiC3 85uQn3IvhXNnoxjKH5WOXEm/LDssDn585e43d2evyb6UcNEiI0CxmZ3u7OiH FEQQ18oMWpXeWG3mHRDsfHfXkseWAVtXs66PytX9wsHqM7X4ufTx5ceXnKRF 0TUCzbjEOy3wTwq85E4gQpdb6HSIbFaxRScwWCsdXcz+jE15ez7c/+nPFgiO yVp4nYYrxkv5tdGfR70R9Mr8X3xZGF7Qy+i1yC1mwYwvAI7LxfJ4mH4vY9xX Nulh+iwscpN52K2gj1VkMgl0d3Kaq+KUce/v3/ir1YUhOQ2ZV4cEPYZKTdVp ReHO3Hm/mr/mrY0JW85WZdUNqEYHlSNXc67xYwW5G3Ovn72C021Cg4WrA5W8 QquGNZKw7vTSl1ctfnFF5s7cTkmfplbfI+htL+u4fPZyU8bNgeIeC18XKHdO V3gn5W671FiXWhn1RcSql5eHfbC1V95lu24ZU43QY2gbf7Nhwc/nR725c1RE /lNpq7IZpLq7N6c6mHdY+0r3fRodNy9WdarcVKHTy9W3MurPrUgJeXZz5K+3 V+xX2KSEXUKYeAZXhXNEom4ovh36WsSCXy5NWJ5ce/aypcZlVtlgb147c/Nm SstQGenEwSiwu5QTOp4RwyFCORr15rbFj8wDSQt3FJrqzAOSYeZe3o63di17 ZMWJT47Vn7piYqkdHKOTSzjYD1dZs86c/7Ex8VOX7+lV+ftZZHQzZfmaaF9T zFCs0xdpIf/PlX//c8+f//3S1xRDBk3+GI7OdmlrCfEdkIFi1L4KtjmKzVHs W2Jj2z0Scp42wTVAL03W+HvyOwSRLEYoLXNVasxbO4MfXRL+8lb+XoZRpQ5c d5kr9SCRTqozK82+Sz57tb0lv0UQI8jZkFMUUsTdzY15J+bNoDdXPbqKtZPV z+pHnqspVxmRjLKIssbsRkJFGBVGrURrrbSOCkYrjlYc+ujQpmc3nV12trWg FYoUFCOqjKYKfQ+z+1bOzbVPrl3686XRb0RL90ruU4zi19cbbkjsRiWhUQJk Rm6sEDbUsidWBT+zrvxkZdXpOt4BUer6jFVPr0W69Gh5Xcolq9LmFTgnuJ4A 1+XjON1c0uGvlU+Y+EbYeqDYnZLOc+uz935y8PNHFjEO8C7mXG0X3BGe5O34 MOKLRz4Jez1UfEA0zBu2lduMPBM5sZNlczBcrjKvm+71lPpdZR4zw2zhGSEm ng5V6lbadfyx9tyWvHWZy3++MPaDaMVhcT+306AcUx6T5G/PWfTs0s+enB/2 UaQwUTpQPtzB75IdkxWE5PN3c4E/u4ywC00WjsErsXuFdg1rNGHN6UUvLP/k 8XnH1p6qy7p4Je+a/Licv5cn3S/uKrjjKrfBoPZKHfeqxn9fOemQErLj4vCP Qle8uHT9q2uu5F+6zWy8kFF3ZMnh1c8Fb3yRHD8QMJAFo546F6EgJq4HWujN tD3FO96LiHovkhFT1lzSdDXjCgYqcR/Hhb6w9fAHcddPX3MqXYTQrGFqrQp7 H2/wak79hpe2fhz0Reyn8dy9og5aT1Nua+3JK5WH67oKBuzlXmqui0segO0M u89codnxRtiCR76I/jg6NzJ/qHz0Fq0lPSQv8u1dm18IyViR0Zx6G+anjWO2 Mg1zFPunpdiDIIPMUWyOYg9SzMK16Fl6NV3tUbonasZvpjQwQumyfeK6kzVZ 6zNWP7Hii6BPzqxIGJb0j9/0qhWjZhWJIVO5yXvRC4qBPqJ9ooItBcBWfVq9 JFYCkIX+OvTwJ4fp2+nXz12vOl5VGl4Kit3KugX2AWQ4HSx7KMX0Mv2ocFgt HYGl1s/pw6FPgz4Nez5UsV9xH2F/TTEnobKpy/VjCh1nvyDmo9gVT61e/mQw /6C4dBczZV36gc8Pg2uH5x87n3q5qbj17vV7PqFrHBQjtx9xuXkwRW2gGOmZ S2Y1K62tRe0ZG3IPzjvy2c8XZm3LL4tl50RmJa1PiF2wL35xHG1Hyc3sBq1I TcjI1Uzkit2ZD9F4QdwMn6fM52Z4ZyhmJrgmA1MDo8yrdDrkFjVnuPqwannQ onVPrMzZmA5zrJvZxommp29O3T0vZv7Ti5e/FJy3p/A2o+Va7nXmHlb2xpza E9VDZQNupcMhMlMU84kcWubo6TVnFj237P2ff7x3YSwvXsA7xM/YmJmwOLFw c35nfvtkXcAlsZiYWp/UMaXwwbLmHmBtfmfD/Ce/gLDjmLw4Vva2zJVPrwh/ bVvcZwfYu5iBKwE8UeBiwKq0Os+7mmi3c3fmbXp105qX1iStThLGCQu2F8V8 sD/ytR1bng9J+DLxVnqjs8JtkhBqrt6qdFAUW/P8xneC3g9/dWfaumzlkSpB jDhzVV7euuIbZ29b5W6T0AFbzKuctCtcOvGYVj4c8ttNnwR9FPrWtsNLj8kS K1JCcg8sPBbz2eHTK86pjlQN0AaNXL2JqSeYs3r1naPYf2+KWYrNEApkoBgF MsgcxeYo9iDFTFyrmq0bYajtSieG1qq4ipy1udID8vqMG6U76eueW/tG0OuR 70TU59dbL1lHZCOkMSXUovVd1eTovTm7WRQtKthYwN/F76H14ND15OuZwZkb ntyw/on1yUuSGeGMvPV5rAgWciI/VCXONUqNar666kjV4Q8Pb3lmS8rSlDv5 dxyVDlBsgNM3JhoB4wY5g5uf3vxJ0CfhL4RXHaqe8fH0tSH2zeZRpKcVoEct M4xJ9bAC9n14aNWT61Y+sVZ4QHYx5ZokrjwvpHjjCyHbX4vK3VokiJXCFvNJ PDPbKHn9Ag/sMqcQmCD/xjIIjGY5caeoAzmPLDzxadCXSavPJm86F/z8yrA3 t5xem1iRpOpmd6klY3pQWGSwim3kHhQCt4fn9XL9fs64nzPh5Y7jrbHzLRaO SUsfBcgcUotdZtHy1N2F7VueXr80aP6BD2NYUaW1CRX5W7JS1yUXx5RufSd8 4VNLDi06zD3I4x3gFYYXFW4tbMpo1At03goXUGhmGbxip1/k1jLV6Zsyg/91 /fwnFp0MTqhOrqlNrmVFs5G/ZEtxV0HneI3PLiS0tDGXwBYQe0A9+TFp5Efh K55fBpGdlJQnymFhhb6yNeqdnXGfHqJto7lrnVqBZvLSpF1pt9c6OvjdJfsZ 4e9Fbn4jJHVLuiJJxdrPPbroZPjrURtfCD386bELiVfNMrtF4TSiOao8GoW+ mdYa+ur2z4LmRb8XWxRGu3j6ijK+MmNlbsaKnNr4S3o+QTnCG6+4S0hsOplG rRzb+urWj4I+2fjq1pD3Ik+sS174zOqNr0ceX5lSkXB+mK81S23ok+RWKmzz 99oXcY5i/20oNhvL5ig2R7HvPizHTno3k7n0AoteRPSUDJZuYyUsOMvYwZHF q/K2FW39bejbQe8EP7eaeYDdLeodU6phhWkEGtAKPNKL9TfTbnJ3cnPX5Ur3 SQeZg77zPhBKHivf+NTGj4M+jvhNxLFPj51ZdAZ52vLazHIzQIYMJpnpoRTD ITACJtswbxj51zy6ZnHQ4n2v7685WPvtb4nf7IVIzi00SMxAmE5uJCn2/gFQ bONzW6oSzvexB1uKO2oTL0S9HbPysdWRb+xODU7Xi00+qX9cBPGRHtBELpfI aaP+F+PpTTJze3FnQUjx0QUnPg+an7w2NTssZ/lTyza8tDYpOPFa5lWTyoh7 04l0oBh1Py6hG7fh5ft8vMDMYuoAXhkn327nWnWlaoiVb7IIzVr2mEVsjH// 4MYn14Q8vyH+41haeEH2hrSC0JyLGRePB59a/uzKtS+uO/D5geTVKYWhRZxd vK7CLpuU8CrdpF8Sho788Ct261iaxOVJy55bufCJxec2pTXTmvt4/Y25TVdT rtccqRmi9bsVTqvQSrCNyA9em3iG8hPyyA+2L39u6caX19YXXOvhdzeXNGVv yoh6cydM3QPv7e8v6x9mDoNiDpXDe9Hfxu0ujmWEf7Az/IOo0n3MZlbHzZJW 4WHFoS9PbPnX7RGvR7OiRH2sMWuFD2Kr9g2LNDcLGkN/G/5l0MKj805g/NPH HOwo7Dx//LJkt/x60i0jj0Afc8l8fuWUDlZqpUVfrQ97O3zeowvD3tsR/nF0 3Kqk3wXN//JXa06sSasvuGOp9llU7lGWfpSuMc9R7J+VYuZCI4QC2be/Ls5R bI5iD1JMzyacqnGzxNVLG7l6uiFnfeGJ+aeLtzOYu3mFEbSD844s/dWqJU+t PLbyVG3GxdFyjbXSbhAZILZym16ob0hp4ERwclbnSKIlo+xRX63PKDY2pTdl B2eHPhu65VdbNj25Ke69OEGUAGrZJDFRgnPRearjq+M/iN/69NbUJantee3O CicoZim3AGfdJd11x2uXBS0L+VVoysLUy8eufBth3+yF6HOKPGquVi3WGxWE YK8k5p39wY+v2/7yjqbc1mHe2BBvrLWgHebDoqClq59Yf+LLBEJGrnqbcZLl cvKddr7NxiddSpF+hAVGQmGBLZa9Me/wZ/ELH1lStotRkViVuSljz3u7YbmU RtCaC27DQgTE7eU20leykNyKityLkudycz2U4EV2CVwQE9NoKNPCknKILEau 1lvhzF+bHftWTPAvlq19dGXKskRaaL48TnyHcYe5jxXxVsTCRxateWbt8fkn uLu5F05dGKQPOGR2t9ytZWh1pVrS1bXEp2Pqjs47tuixxYv+ZVH2lpxebp+5 ggDxQaJ+Wt8wbUhTpjFxTUCzV+LziDwAaPlRWdibIQse/XLdS2vaWXccl2zm apP8sCz+s7hFQQtQw2jBYcbQ1MVpm9zuvzxxs7Qla1fR5nfCQ9+LYh4WDil1 o5XGhuK2wkjGjrf2Bf9qa+LS9IbsDkLlt1aOGxT2Pu5wffaNrb8O+TJo/sn5 CdUnalGNM9t0GJvT23ry+o0c81ipzsg0e2UBs9huqbJqK3VbXg+d98TS6Plx R9aczdnLXP369g9/sWT/osSKs9cHhQatxDbGNY8xjXrWHMX+SSlmKjBAZgPZ HMXmKPYtijl784atcq9eYGvO6q6Kv5izvvjs8kzGLgFvn4QXK8kJK975wd4V z66L/GAPN148KB1x1XkJGWEWE3alHZofOpC7nQeKIUR/8FX7EWq5uubM5szl WaDY/KAF0a9Fi6LEvSW9JpGZ3H5KTABYyAOKHXn/KCh2bnEaKOZSuSnGWcst TRmNAN/ioCUH3zjE2spuTm79lgnmu78XokvoG2GoNWK9udwu2ifd8+b+4MfW 7np9by9jwFrhslU5R3japMVnFwYtWxC0OPqt2MGyUXKdF9dh55L7ohMcAjpW zzHoOTpCYgFb2wva01dnHvzw4IpHV1YcV/UwuzvpHaeXJa18bMXed/cK9wqb s5vVXLWvxmvkmSAmLkH6smFDbFYWKSaakfLPaEUiy+wS2b1Sl11IBCo9oh28 s/MSVwQtmRf0acK8Y4Jd7BvnLo8Ih2vP1B2ff2zJI0uX/2L5qQWJMFFRG6P0 EdKFsdSpoWnUJV9TTM/Sp6w4t/75DeufWUePLNNKtJ4LPhi2qHO71DZQNNiZ 2akt1ZJ+ToVuPCMAff50XcS74fP/Zd6Gl9b3C3rvNk6OXw+cTzyfvzF3SdDi T4M+vZpwbYylnj5/lxBafOfHW5hd+dFlIb/bue2DaM4Rmabaar7k6eAOKU7U 7fvo2MJHVu99/1jd6Vtmpc9SERgTEiaVpaO0fcfrO5c9suzsspSrZ656a7ye KrdL5cX9jJSM6ZiG7ozegdwhj9TvVQUM5Wb0otUvbvjkF4til5xIj6TJ0y4f Ck5+/+dLtn8YVxojqc9u72fpNXyLlkNoygxzFPvnpJgxX09R7KEgm41is8j3 XvX8j0KxHx0rPxGKueQTdrm/v1gtja48uygrPbjganKT6/wEUe3WlJv7+KPV Zy/BIlv4+IqoD/eJ4+U9tH4NR+su9wRqx20Se9O526DMqU8TuGG85vQWq9hG TcNA2JndJYuWpy/KSPgssXQDvSO301fhtytIz/IIoTMFO4QRz0ZufmJL9rKc WymNWpYO6rQzv0OxT35m/um4dw9nLc2siq3uzu41MEz3rTCKX9ReiKQfRonD U+vXCc3CPZJtL+xY/rNV8R+ekO0vH+Pqh1ijlxPrkxacDf7F+q3PhnEihXqh 2Sn1jhZpFBHlSR+cyV6YfTOxcWajWkLH08OCaM+/U7ipMOT5LZue3ZS3Oaet qMVeY23MbkxanLQ4aPHSoKXpK0jggmI4y8A1Xj12PeXTlKNvHhWGiodyh8kF 1Cw7JdQbZONYrFyLhWd2wb6gDwkiuCFPb1n1s2VpS5Pbsm/bVWZ7pVUtUpcf kse8tSfshbCijUU9xT3eKnJfYpvIQS5I51i9Mv+4csoj9oG5SV8mrX1y7epH VwFDffQ+jCiGGEOdeV2taW3CcDFrA6spsRl1BWSQXlGEdl4MN+Lt7R8GfRD5 ZsTltEvO844uegcrkpHwZcKaX64Jeza09lANufGvwgciO1SuW0VtZ7dkr3pp c8g7UayDki7haLdg9GrWbdZeWfT7Rzc8F3FuVeHNzE6N0G6Qugmlx33eK9zH X/+r9QuD5sd/FF97rGawbFDDVbsU7uHi4UvxV0RhIuk22a0TjXae839d/zed 3NjNG0B3+ijoy81v7kzYlK2/4r1U1Ja5g73z42MrnwmL/Sih7uQNQuohBM6e zH6C+XBazVHs/06+7xLj70sx4zcrxb4j/9+N//fP/X8GyyiKEXQT0Eb6Yv4+ VL0vcxSbo9h9Ife6lwR0LGtDYmvxGkb87xKSF2ZdOHnDonC7asf1cks3a7ji ZN3Bz48u/OXSzS+HZW3Kb0i5NUwb8Sg8XpUPaqpyf1Xmosy4tw5nLc66cvyq kWOEejfzzHapw8A2tGd2sDazCoILRdtFfQX9PqUP6TgKK6M7u5u5hbXrhV3h T29PX5BeF3e+NbW1ObVFGiXJW50PLCbPS+GHC26fJXd8mnGF5nbxvR6e38uF jM/MphjHTzPfbpLaOgt6izbRNz0Zsiho+b43D9JD2dXx5+X7K2hbGEc+Ornn 1X2nF6ReTrjuUPrccn9Hem/ekoJNvwjZ8WyUMEIyUjoKQ0bPN6g5YzdS6jNW pm95euOWZzdlr06rT71ilOg6CjsY28q2vRC2LGhZ7Nux8r2yrvxul8I5VDJc tomx/mfrlwQtS/48teNcx7hiwsl0umfkPstgTQBkMMoMTE11bOXR9w7H/HZX 6ZairoI79nLCWm42iLWXT51PXnjm6IdHBDv5A7RBckN+qdsiILcddgjdfsWE WxzQ0UwwamLf2r/iZ0tXBi09tyTlxtl6QB8DiZunb9HXMxI/Opv6WdrFg1cI js0l8lvYDiPXWrClYNurYZ8FfRr+CrlMoL24/WLi+bx1uQfeORD54o6kTxMb zzb5lAGXzEPwrU6l51LajbObMje8Ehb29u78SMblzJuX025JDlefXJS27Tcx kS/vZ0ZIB+g6q2KckPgIqVsn0nGjmKiuxUEL97+9T7RL0JTW2J3XAavw/IFa +hp6ycpi5Q5VT1qPi++erpoe5Y7doXcufzL4o6D5618OP7EmTXfR28garMm4 nbA6f/ljW4MfC81cUdSW1msTej3iADHLDm9zFJuj2BzFfnSs/EQo5pNMqYtN lw7eKFxWmvhhav5K2tVTtwwCi6c6oBMZu2j9F5IuZ6zN2fnG7pj3D+RsyK9P uDFcPBooD7jl3p7MHukOec6inKSPz+QuzoVhYmaboQxhQcAK8Eg9CK8duVa5 t/pq/NWxUo1PTu4nTHAIdKQLBy6UrCk98saRg6/FZS3Igh1RuadSuUdZso6W tzI/f1WBOELcdKbZyDS7JV7S6yXP4+b6IB5OwMce97NIcXMDUPUarul22p2S Tcw9v90f+kzk8Y8S6Vs5rDB+0YayzOV5aUtzSjYyao9cHmFo/TVTDqn3TnpP 3vKisCcjd/06mgu8Fg/CchxljnUVdFYfrkxdnBz56207/nV75soU1SFFX0lP f2n/taSrWSszd7+859A7caww9o0zDU6lq6ewt3Bd0dqfrVkStPTM52dB4XHl OCjmYbghJMiYzq+3HeNYHAKrhWdsS7nNCWGUrC2oO1w1Qh+wSc1WiQnSmdMm 3SVihzKunriiYWodErDeMrNzvtMrnfDLpywcd0/GcP2x/5+9uwBz5ErvhZ/7 Jffm5ku+ZLOQxex6veBFL9le75phDMPM6GHwMEOTmKGlxmFmZuxpFpaKVSWp YcC49tpxsvGa+nura2Yynmm1u3qkLqn1Ps//OY+6VCqdOiqdXx21SufwlO9N evkf+vT9f19Y9Jv53hHu9eMqvcNLSoaVLHpwyfTvzVz64Ipdk/eTZi7qag4b 2EZ9aPFjS0fcN/yZf3p62HeHru2z1ju+2DTItOT3S+b8cva6x9dunrQFXhd4 pXiXQFrosI0smVyx4Onlg+4bOeT+MYueXmka6TINc619QTvr14teeWDu6ic0 R5acFyuuxde/wbiawg728LJDur4F0FzP/v1TY74zat3Ta8rHlGybsql0eOm6 R9fM+v7MFQ8u2zJ6i29dA2tiCGP4+Arpuygv/OvLD/3tY33+bcD0RxdddIeO 6i9fLiZtY9cP+dbEZ//PwNkPLNoxcT9rEf+06Z1kv1OKiqFiqJjqrGSCYpBr pa9TRv70/AtbR+9aP3TL7sn7L62qJqw0jAVC1nCtvuFc/oXd8/Z6xnpLJ5Tt eXVP1boq0kI2lzcnShM+je/I3CNbxm2pHFG5feL2y2su8y6ec3JgGdwQigXW wTYUNlxYcaFqdRUshN5S+jYFKObiD846uHX8Vu8gr2egZ/3I9Tsn79z9ym4o d03bs33qjn2z9p1fdZGyMonS5rinCbRt90smrEUmrNlyFf6EoQqYe6mwdvuM PSCX7kWzZ2Q53N4xc+/Wabs2v7Jj56x9YFydwc+UCLH1V0i3UKsL7p11yDmk tGR05YkVZwO2MOGSvt1Ra6g5tPiAd3Sx5oV83UuFpeNce+btOLv6VJ2hHnJg wUHXMLdjiHPX7N1VRZdh/QZT4565e3Uv6vOfKVg/ccPlgirOxdxSTILMFBPa B2XS/5rtrODmQnr/iYVHDs3Zd3HtWcIWYNwE5QyJJXTE4j+3/MTxBYcv512m 7WR7G4JiHOeIwSgs7r1KWYSqVQ1H553wDnYZnivQP1NQNsy9fdLmDWM3VIwo gwZcP3Kjq5+ncvjmC8urgTBIUEdXFzQ6RjgL+xes7rOqoG+ec5S9fFJ56bhS 2JHy0WUwCgsYQ3CmIc8oF9ZHLq6p3jxjm2mkfWWfvFXPrTMOtrnHlhePLrMN Li4fu7ly/LZji84x7vj1Le/GSq9BlcJm+sDC/WUTigtfyFvx+NL8Z9e5htg2 jCvfOnnj5nEb7S9aNH8s9PRzn194lrew0JkENcEjCw4dW35k+eMr5j40f+Ef lxf0N583NxwvulznoncvOqHv617zmM7Vt+zorFNEAdlki3NGVAwVQ8VQsaTt D31sq6M1ZkqwGj5SSEnRkIQuEtKFBZcIWoUt4YiDgAQsjSGbn3ZLPPGO6K0w VpYwRAKaIGmiODsPj5InhZRne4TtiO3TMVNmWl4uPwRK6sZM8VLgsREjCdsJ GUJwOAVNYbgBI5G4RxqF8TaR0FGCNS5amtp/60n+uSfpF59EczNjEygnH7Gz AVOktshXXdBQp/H7jQSEsDG0K8oWi4xbgBucJ8aVJghYuVggnJwf9s5Js6Ui WxoNO4mmDQmxgqeLiaC1sdFUDfFbqoO2+tqiar8pQLloCNyoKaptNDRQLhII g0fJv5RYo5e+rO63+fwGPzRpwpiA/M+IrF0x1sqKxQJARpgDAX0DEEa7COlX qhzhmJeJeTjaGiaMQSCMd0ozlrIOnrHzsHecI8E7WxhbIqDnGgqClIUI6uuC uoaIKQDr1xfW1q6raSj0QXM1FgXq8wOAS9x7XXBfCZuEBl2o2lhTbamWYqqq 0ldV6S4B1vXGhgZ9I+PiRI8072esOHGl4lrUHqteWwv7VaW/fL7o0vmCi5c0 NTW6+nqdD5o0aIpEzLTgSrSUvtZUfJ0xxRiD9DPIcGA0WqsbzDX1pmoYXdbp LtdpLtcXVgW0jXV51bVrqsNF/oRDvF565aq3Ne4UfUW1sONV+ZcuFlw6m3/p ZN6FgIetsRKNDrpGH7y4th6GnA2rg5E8islnmHwKFUPFUDFUrFPFYoJWSOhi rdbW192vv+F9/YrzCmfgwgXBhCsWBaecnPQtu7JYc0WsqVxMlAkJGE/ZeRAH 6AGhWsuvXK28BmVLWSsQBkKBVvDn9Q2vJbxNIFRTCQymEuAXRPrinCMKD4fA vfAQeCwEbkjfDJfMaoLBF1ccvTH3dPvPxTNmntKx7YQ1tRPW3E6Y/LuFzYSB BsJ4bzxe0ZqovAJlrLwFAnjBn9e3vXV1yxtiWbN0WZxbgNVIj0h5Y5RXJD2C 9MXvEoH2cpSHZopp1ksJ5WzTRrF1a6xlixiroDgvQbskyikHlVjf1LyxhfPy hD0M8Vn80iVm7fN+ylN/Sl/ONAVvKXYHZNIcpnZedElzK0eLOd5Nw5YpW5B3 EKKbins4KcVRkE6eIVpwxWAgxthioBJtjbP2JtbZIribmrxiS1m0tRxaPtZc EpOuCytpvlJx9bWNbzSVXuWdTRAgTCy+CutTTpGtjEa3RBPbY7GtAlvBUCUU VyZNuBwrS8DbmbTQ0nfgvc1vbnn7WsXrjJUTy2OxjWLzxiZpIunKpkRFc2vl 1asbrsOIuMnT2lJ8VbQlaC1PFrGiMd7iaRZK2cQW/vru1jf3X39j97XWTfFE GS96mabSWGtZ4np569XS5mZXPGaLxsy8YOF4K9FUxl/b1HJ929WWTa1MqRhy cw3WCFfezHulIaTolC4hb7G0tOgTCZ0QNaBiqBgqhoolbf+YKSYWRZu08VZD 0zVz6zVrS6u1OWEWY0auySbIv9EkOhjRxTWVRONePuqShlFRJwy4RPAFXne4 AWfyzaWt0pzR9ihr40V3vKmkBTpGWCJ9Z88Vg9uwAnSDcFt+rLymNBk9HDlW jrZI31SHDUpDObc0OqCsDARW4G1RqKc0V7X0K0+JuLEpbmxJGK5AmvXXYsYW xiKyLlHwNoklzVBGPQn5NiyE23ADAjc4dwyWsMUxUCzk4oMuNuBk/LaIz0qE nSTtZRr09T5TfdjqY9wEXxKBcO4AZffFSng4wiHxcqlXB878Jh8oRhZTQXuo 0dros/kCTr/f6Q+6g9Jc0mah2dB0t2KcmaFMFG2GoRYj/f6wEwgLU5ZQ3MUI dlKw03FoZLcIzEWlFpYnfImx9jhAFrHESIDM2Sq4W1grLTooeFGiNoq30FEH F3PH4PQAGjnhlVaAsRvjaObdVwTPdc7TFHZHIqVh+XpzIAzABbJZELNc+sZj QBeClgeemr1Xmt0tieIm3s0KpXy8PB4ri8FILeoCecV4cZwzswl7on3kHuOK eF4ThdcClsBwki4NiZVMfAMXr+DFMjZWwoJigDWg3Fwcizv4qIFmNARVKE3Y IVgp2hhIeATBw8PpCuuJ1htCASsllrVEwURHU8yaAMKko9EgQYaKoWKoWE8o 1p2ZUzJCMRiLSSe9QINWjBYwbAEt6qJXHM1vlrwmmri4XYBEzWzUykAHC52S 4OQpIwyvWt7c9NbVyuushQtoQoQuAgcAZ+Wh4427pc8Ao3YBjhbGzAJksA74 1VIiMSc4xPavGkpTc8JtQIo2MbAmbBOWwGMBu3Yf2y/pAtRgfUdctLVP7yv9 6G5cNCbaf3q3GdL+67uJ1tLXmsuvSF8sdwoRMx02krSN412i6Ekwdh6WUFbp a36wglAcp+w86eDDDo6EoZk3RruiIQsVskZoJ0tYCcIWAlkYR4R1ErybFIpJ 0UML7mjESMpfMhGKhZAhJA24SgSxVIw4yIA5GLaF5H+rgWtRryiPxeLthMXk tH/NAxQgdURYF5a+Om5nKAtJmkExoqkYmCYZY0SwsXGnKNolxaCJYATK2UXB 2Rx1NNFWkTRLAbKl34H0iAk3DO6g04a3M8PZONgmtLbggjFvc9QZB8iAMxiR Mc4Y6aQIdzhSTNAllFAWFcula9CAj6ayJtgpGFPHXHF4upAmHC4k4IWTR99x ryD9qomDBXaBBolgbQTMes177VrxlRZbc5MFXoU4o6eAY9IRJGz+kMVHWgOc KwJnOy3lMRgzJlwCnAXF7BycDkGabCKMyK54E2FNI2smghp/2BCKuqNBUyRW 1gwvE2liGQMrmqLN5kQrnLEUCVwedVOxLpbdnplFWV+d3u1njGKcroMZxzop 4XggNQSpkSYXk/GCA17Oh4c+bKtp+2DvDcUYPUkUBllDdxQjU6cYWUqGXNIF PgFjiITj3CRwBpHW8tmiWMp06+r768a7LKMUkyG7vbO9PR3O6ySZYo91vUw4 b/zOxh1lsvXbc2PSSVhyK3JV785tj+pSRDcMCRPQ1d8aTkpDQmt7bNzdaa9M B4H15eEka+NuRVpo5G7N2Hgrtx0q7T3tbRHtQgdp31/Oenti7ZGnoGU6/KX3 G3vx+YBKdwSGb9Jw72bknztojyAb2r4Cd9e90gox2+fSvj6sybSHuz2infv8 Y6NAmLT+bfW/vZ0BYlqetrJ9slfAS077/8UY0E26olZHk7qINM+jlkhqx425 nrtYKrcm3dvPMMVkyLpYcrobcz2rNUsmKtYdxW70S0ouzMwwxZTmdlm6krgj 0WGUbie19YnZpSGeYBXljfDmqNLtp+osSNn2b5xLKHgL30GJ6klWz87fL5Ji ekZSTEvJsxUnJ0YWpMtRTFg6t5+RiikJxbYrxrQrFtJJfkF8hvB7oFitpFjw pmJUnqQYr+3OJ5yoGCrWk4rd+oHBOwKCKEqy+iRbv/P63EFYJ4oprY/S10XZ 9pUrJtj4jAoqhoqhYqhY71As3a9j57W6JQX4xZl4iDrHj9LXRbli2RJUDBVD xdTphVCxL0qysYY8Aup6ktUn2fpd96vz9lFaH6Wvi7LtK1dM+oZ/JgUVQ8VQ MVSsdygmC9L1JKtPsvU7/3+TLIVMGPSQEKXbT5ViyravXDHOzGRUUDFUDBVD xbJLsVT19kq300l97iBMfncr3X6q9kvZ9pUrpuzgTH9QMVQMFUPFskuxZJ+Y qaXY3aMwuXtExVAxVCxbFFP4zVghmWJsJeu3++uNDdK0RE5RVixmbRbMSU+/ e2GsPCqW2jFXtidZ75Ga7XfjrCnLkypl0r19VExWLKqleB0JYfRkxEiGzFKC ZhIVy9ygYqkec2V7UDFULJcV4zWkdC2zNkLrIoQhEjRJCZgiqFjmJvcUU/pt DdVZ6eGgYqhYLivGFUVYDQGhtERYTwSMUvxGAhXL3OSeYsmCislBxVAxVAwV y6bknmLJPjmUvylxd1RnpYeDiqFiuawYUxCmC0MQoArA8umlNOpDqFjmJvcU SzbmQsXkoGKoGCqGimVTck8xdXrv7AkqhorlsmJ0fogqCEKIwmBAE2zUSWnQ BVGxzE03FLs1P0s6yuRJt2KUju4wqrPSw8lVxbo+P5FCxRTNF5acmHRvP3nS P99ZmhVTNDMLmRck8wOQcEHAXxRo0Eqp1wZSohiHiqWj9+5+r6JoVrKulykb +yhVLN3JtPqok0xUTOFZWVJNOtfnzqM9+axe3UvXZw1L6/bTblk3CKOVzJLJ pPOqZ4g8SyYqlhmKpS29VI1Mq486yfbjLXn9lY+hug1KZieTFLv1CV4X0zOK 0agYKpadamRafdRJth9vqBgqhoqhYqhYZtRHnWT78YaKoWKoGCqGimVGfdRJ th9vqBgqhoqhYqhYZtRHnWT78YaKoWKoGCqGimVGfdRJth9vqBgqhoqhYqhY ZtRHnWT78YaKoWLpVEzpLJlUGRV2h/3WQMhMMFZOtCVES1PUFMdZMrOpV0ld lLZnel+X3ppsP96UK5ZzSbNisgJ3R6li8lyld4TUEJyGZDUEXRiSf7vDpw9J Pwhsinxw5MO2hrb/PPgXwiBN2iIYGbYwHJXUU1CfW0HFULF0BBXriWT78YaK oWKoGCqGiuVysv14Q8VQsc8rxhZRjKaDoGKoWM8HFeuJZPvxhoqhYp9XjNPQ rLaDoGKoWM8HFeuJZPvxhoqhYp9XTOm3O1AxVCx9QcV6Itl+vKFiqNjnFYvq WF7fQVAxVKzng4r1RLL9eEPFULHPKybouaihg6RaMU4wx3hz9KZif/740qef 1nxGldFhd8RvDd1ULCZa4lGTyBlS02v1dsXSNR+TWh0sKtYTyV3F0j1zSsYk kxTjks/MQha1s/X5smcUY5IrJkew8YAXb2E5842DjdNRgoXnLVzESPKe2J8O vv/xxbZPq9uoUiHsYvxWImQmGSsr2gXRGo2agTz1Jeq5JJ8lM8lZwc03svFe 52NSS7FUKZPtisl9AmNg5T85Ew9nepD0Pm/vVSxZ0j2LZfLn7Z2KdeOfUIpm yeS1FK8jIYyeBDJAB0jQTKbq/2JdmSWzI8VIwSItuaHYgQ9uKhYLuzi/hbyp WFS08lEzi4p9gWLp7rXS3HujYnJQsR5STFEvLZOHiqVUMSWhoulUjEHFULFU BBWTg4qhYqgYKtYbgoqhYu1/omJpqj8qhoqhYqhYaoOKyUHFUDFUDBXrDUHF ULH2P1GxNNUfFUPFUDFULLVBxeSgYqgYKoaK9YagYqhY+5+oWJrqj4qhYulT jC6LN5iJWl2AsNKcnWeMFFQb1sw1xdrTMVi9UrFUJVUvgeo70qPJPcVStX1U LLWKJbl6mkim2PuH/tJW1/bBgf8K6wlQLGbmeE0kZmKVKkZraUpHo2KoWCYE FetOULHubh8V6x2K4VgMFcucoGLdCSrW3e2jYr1DMVbPMgYWFUPFMiGoWHeC inV3+6gYKoaKoWKpDSrWnaBi3d0+KtY7FOONPGfiUTFULBOCinUnqFh3t4+K oWKoGCqW2qBi3Qkq1t3to2K9Q7GoSbqeRbliHc/MQpeJDeZQrd53UzGa0Utr omKoWFeSSsW6PtNNticDFZOr1PVXQaXto2JyGGUzrWScYrIvChVjks2SyVZy fnuw3ugj7XTUKcIojzNEY9YEKvYF6aQ3TkmvpXpPe29R1j7/03F1scxyyzJR sVvWdLHMzO2nK5mm2C3LulJ+oWV3hRL1DBDGaSOkJhzShYOmCCgWttKpuuq5 u4pFBXOCN4s3FXvn40sff1rzKVvJ+u3+emPDTcUEziDGrM1Anvq4oGJZG2yf zpK5imE6TmYqlrZPINOuWLf+L4aKoWI9GmyfzoKKZVtQsdQq1q2rnlExVKxH g+3TWVCxbAsqllrFyCIyoiFRMVQsk4Pt01lQsWwLKpZaxSKFEaIogoqhYpkc bJ/OgoplW1AxHItlelCxVAfbp7OgYtkWVCy1inXrN+1RMVSsR4Pt01lQsWwL KpbJ3+6gyqiwO+y3BkJmgrFyoi0hWpqipjgq1j3FlG4/6RtH9Z42w3t11evc w/uLychku2LJrnpmCwmmKAyRFfMbpPgMYUmxurb3933gLwqECwKcjqTzg6hY RgQVy7peXfU69/D+YjIyqBgqlilBxbKuV1e9zj28v5iMDCqGimVKULGs69VV r3MP7y8mI4OKoWKZElQs63p11evcw/uLycigYqhYpgQVy7peXfU69/D+YjIy qBgqlilBxbKuV1e9zj28v5iMDCrWs4p1PDMLVUaH3RG/NXRTsZhoiUdNovTL +dDxWtJTZmBuKNPFUvleJNla75x5pJsd+93tkKzM8vZBxboaRUeFojI1yRbF ks1HBmaR7XLdXoJijKqKxZ0iJOYQbucMkmyWTKY8FinmgnYybKEYKyvYolEz xxpoWFlJr660zEjLUqFwso4rVdtPVdTvyTvs27tYZntQsS8Oo+B46EaZY4rd sqwrJaOn6IIwp43wOhIU8xX66zV+UCxspd87+F9tNW3v7n6vscAXzPPRwNw6 P6shekoxUrBIo7Mbih344KZiiUhxNGijbyrGR80sawDylHy81o2oblbP6qB6 xbJAsdwJKvaFyZL2zy7FuoodKpbbikmTZXcU1SuGimVQUDFULIODiuW4Yrw5 2mFUrxgqlkFBxVCxDA4qluOKZUvU78lzOagYKpbBQcVyXDHBKnYY1SuGimVQ UDFULIODiuW4YtKlCh1F9YqhYhkUVAwVy+CgYqgYKobpsV601yZL2h8VS4di ydRIphjhiYacbMBKRWwMZ+eBP1iNM9KoWO+O+j15LgcVU1sx2kB1qI9irbJE sYiG7DCoGCqWvVG/J8/loGKoGCqGimFQsewNKoaKoWKoGAYVy96gYqgYKoaK YVCx7A0qhoqhYqgYBhXL3qBiqBgqhophULHsDSqGiqFi3VGs45lZCA8XctIB W+SmYiKsxhmZtCt2a36WzJipJNeifk+ey8ldxbo8f5yimVmU56Zid5bJapVs /SQl1TM2dXGmFSjJIsmsu8uOZ2aBG6CYhuS11E3FGv2GYNhGvnfog7ZaUOzd m4oR5LoAWxRRpBjXTcV4wSBETSI8MKyPCCWxPx/5j0+qPvuo6mPCGwk4Qo3m QMAYosyM1MWZRFYvQQavHWdmYPgGWxBsfOdK3oNlXSmTWpbsKmOlUZ0VVCyH 0nsVSz48udm3f7680Rp3l8o0oZS+BHfXpPP6JFu/47JH/Opw1kulZZJZMkky L8IWMWATrSMDWn+DtsFnaAhafR8ce6+tvu39/X/2a3zhgiBshM4jozqeKexw zmiyc8iUKxaLmuK0nrup2HufVH3yUdVHhJcIOAKNZt9NxaTVWL3QU4rd6yeQ qBgqln3JQcWS9MZK2yfZ9pW+BMrqk3x9taJo4NNJOqSHLqSpdRRbyPFa7oZi ujqfoS5obfzg2J/bGkCxd24oBivk0VGtwBTSShXjUDFUDBXL3qBiqBgqhoqh YqhY9gYVQ8VQMVQMFUPFsjeoGCqGiqFiqBgqlr1BxVAxVAwVQ8VQsewNKoaK oWKoGCqGimVvUDFUDBVLrpgceXJMAAgYan/1mZgpIVqaWGNUVuzdw3/+6OJH H178EBQLuUIBWzBiozh7NGZvEswJziBd+6waWKlQLN0KCFYxZo/HHQm4DQcV paM5E59FGqrfk+dyeq9iSXVT1EsbKMXtk6SpleqQqu1ki2IdR8uxBSwDKaRJ DRHSB/3GRr+x3meqe/fgW221be/t+1NQF4C7ovook8+AYuBdN54IFcsExSCy YqRWul4SFcN0KagYKoaKoWJqK3brqXlzFAZismJAm+o8oWJZEFQMFUPFUDG1 FQO8wCwIZ+KBMOkXyQys6jahYtkRVAwVQ8VQMbUVA7xucQCEEUUROLSANtV5 QsWyIKgYKoaKoWJqKwYHNpgFgSEYEBYuJOQveKjOEyqWBUHFUDFUDBVTWzHA C8wCxeCIAsJCBWH5X2Oq84SKZUFQMVQMFesBxcxCOx9dnDkl3aXimVl6RjEI KoZRnBxULMnMLMnKLs9ERnc+H1nH2+8pxbo+/5eikkkrYe1hC2ggjCkkbyhm 8ANkPlP9uwffbqsBxd69oZiBY/KpqI5XOr9Y9xTjtFHgiTeLESPFe4Q/HXzn 40sff1rzKVVGhd1hvzUQMhOMlRNtEnZRU7xdsS7PYpnuMvMif5dD/o4i3T6V am5+opju7ffO9F7Fks8vdmuWsS7NMqlMpeTqpXI+MoV+pWT+rw7LHkhUS/Ht YfRkxEiCDpCghZBmyaxre3/f+0FtKFIU4vU0lRdsn08zMxXLmkufVAkqJifd 2++dyV3FuhplmiT/BDLdv/Whzid+aQ8lKaYjITcVkxI0k+8d/K+2WlDsg5uK UVRegNMqnusZFcuEoGJy0r393hlUDBXL6KBiORFUTE66t987g4qhYhkdVCwn gorJSff2e2dQMVQso4OK5URQMTnp3n7vDCqGimV0ULGcCComJ93b751BxVCx jA4qlhNBxeSke/u9M6gYKpbRyVDFlM6SiYr1jqjfY2PuTu9VLGW6KVJDvqQ6 fdtXHrUZSpdiHxz5sK2h7T8P/oUwRGhdRDAybGE4qqdQMUz6on6Pjbk7qBgq ltFBxTAZFPV7bMzdQcVQsYwOKobJoKjfY2PuDiqGimV0UDFMBkX9Hhtzd1Ax VCyjg4phMijq99iYu4OKoWIZHVQMk0FRv8fG3B1UDBXL6KBimAyK+j129qaj mUE6LnuPYl2f1SvNiimcj6zLc77ctuUMUyyTZmbpCcUYVCxXo37fnhtJ1gcm naVR0fYzUbGO5/NKWqZMq46TTNWkKilSL/lsmEmPhzQrlmGzZHaqmDS/2Af+ okC4IMDpSDo/2A3F5H1BxXIzqnfvORETk+wTqqQKKNx+ximWovqnWrEub1+h MkoPibQqxtzs1TPmE8v0KsagYrkd9Xv4XAgq1t36o2KoGCqG6Tzq9/C5EFSs u/VHxVAxVAzTedTv4XMhqFh364+KoWKoGKbzqN/D50JQse7WHxVDxVAxTOdR v4fPhaBi3a0/KoaKoWKYzqN+D58LQcW6W39UDBVLn2IxkzT9JWuMyoq9e/jP H1386MOLHwbdwaAzGLAFQ2YiYqQYA88bJcg4Q7TDVxN76c6D7dMb0g1l0rx9 eC/f9namGSP1BaqqpJjSpEq9dCuWLLmm2IcnP2270PbBgf9irKx/bUPUQLfa RFSsl/XS2D69IahYytsHFUPFULEsCbZPbwgqlvL2QcVQMVQsS4Lt0xuCiqW8 fVAxVAwVy5Jg+/SGoGIpbx9UDBVDxbIk2D69IahYytsHFUPFULEsCbZPbwgq lvL2QcVQMVTMqGS+p3SXyYOK9YbkoGIpmplFNcUUzkemYE87fSmTKXNr/pQu lkoVTrdifLtiXLtipJEkTFIAsr+CYuclxdibirXYJcWUPkXnigFeHYXntFHg CZACquLlTe8dff/jSx+DYnQ57bP5GkyNtJMV3XHeLLZf8pzIuKuerby8I3eU N99Q91om236Skle/QVC39CXzFOupdP1do5ZWX2jZPZVJ9veGZYyBhb6X0tGk lopoSEjn1nR91rBMU4zRQyTC5IYFyOR8duKztkttb299m9CEYDmsEMzzcUa6 G8/SySyZvVMxGY6Odi1V798k7ZY8qrcJKoaKZU96SrF7Teevr1LF0pe0KtZO WMe/XdN2/LO2i23vbLmhGCSQ74P26d4ToWKoGCqGimVLVOcJFUPFUDFULIeC iqFiqBgqhoqhYtkbVAwVQ8VQMVQMFcveoGKoGCqGiqFiqFj2BhVDxVAxVAwV Q8WyN6gYKoaKpV8xhb0uLxhioqUJkKLMTFNlywcn/vOz6s8+vvwx4SVCrlDA FozYKM4ejdmbgDDOIPZWxRRrlSWKoXqoWCZEqQ6qs9VhPeWLyil9hNQREW0Y opZWGafYmba2E21/3vYOZ2aCBX5oH2graB9UDBVDxTIrqBgqhoqhYqhYZkd9 KTI5qBgqhoqhYqhYZkd9KTI5qBgqhoqhYqhYZkd9KTI5qBgqhoqhYqhYZkd9 KTI5qBgqhoqhYqhYZkd9KTI5qBgqhor1hGJKZhKxCD2hmDxfSVfKbkLWwd4p nTkCFfsfxVIxv5LK1qSvVNqBo2K9WzFF85dlpGIK5jvTJ52Zpe1sW9vJtne2 31CM0hKsgSI13VRMtMVEu9DV0haLmRIxazNnEuSrnv/j+Aeg2Kc1n0ZKIo3W xgZTI2mnGSsX0dC0lo/bWuRZMjkTz5ujEoJWUd6OUmWkCkiXY99Rdheyu0p5 H6F6cBuqypnZ7vVCqVIsWcfVHWWURPH2lc2/lnmWpWheuVTNn4WKdS+qs6Uw XZ2PLNMU6/pMZ0y7YlRhmNNGOB0JQvkL/Y1F/qA+TFjptvNtn51u+9POdzkb FykKRQ10wsILhu7+dke7KV1OIr2KJf/EL+lvjKRoTCHXSlLMIkiKmfju9RK5 pZiVT+8nZj1BWIYpkO31Vylqq5SasVsH+5VJijEKp5OWPk4skBTj2xXzFfrr NX6/IRy20p+db/uoXTHWxhGFQV5PJUxcVE/xWlQMFUPFslyBbK+/SlGdIVRM kWKfnpMUe3vHO4yVlRWLG1lUDBVDxVCxnI3qDKFiihT75GzbX0999tb2P9EW JlwQ4HRkzMDAaqgYKoaKZb0C2V5/laI6Q6iYIsU+PtP24clP39z2NmWmQ/l+ VhsR9bS0JiqGiqFi2a5AttdfpajOECqmSLGPTrf994lP3tj6Fmmignk+RkMI OorVEKgYKoaKZb0C2V5/laI6Q6iYUsX+cvxjWbHAuka6KAyKMUVhVAwVQ8Wy XoFsr79KUZ0hVEyRYn899Rko9vqWNyNGUlYsqiVTrpgsTswejzsSELjR3sMn vV6M8BIBR6DR7AsYQ5SZgTWjpnj7RJlKrnpOrphSBVKTbvTSae21lCdVuqWs F1VdrgxXINvrn+aozk1PJ0sUk+f6vCOkhuj8m/Zv73iHtjChfL/8iSIqhoqh YqhYr4/6rKBiqBgqdi+9FiqGimV4/dMc9VlBxVAxVOxeei1UDBXL8PqnOeqz goqhYqjYvfRaqBgqluH1T3PUZwUVQ8VQsXvptVAxVCzD65/mqM8KKoaKoWL3 0muhYqhYhtc/zVGfFVQMFesSZFyXy5uxKJmVTEmZ5pk70j5TSXoVMyqd2aQX zMyS5qBinaa7HNw5E0rqyrTWJ+2zjCn1Itk8LGRRO1ufL1VXrJOrnuO2FkCK trBNlS3vH/uPT6o++fDihylTTKk1ime97LhMpuT/9L3pKNOftCuWYfub3vr3 ABlKa54liqk3nFEyK2U3yrTWpwdSRHaYZF7AXWT7Cl0p6SIiqqMjeX6INAmm iQLFICELlSrF5NpmomLKBm4dfwKp9F2W7BNL9fvYe0tPKJY76QE1Mq0+2a5Y WgmQScqc+vSIYkoCNqFiqNi9BhVLZVAxVAwVQ8VQsZ4NKpbKoGKoGCqGiqFi PRtULJVBxVAxVAwVQ8V6NqhYKoOKoWKoGCqGivVsULFUBhVDxVAxVAwV69mg YqkMKoaKoWLZo9iti53lP+XpI8EmwSDxROu5sD4ilMT+fOQ9UOyjqo+oMirs DvutgZCZYKwceCdammBNZbNkpk6xlCV9BHcapSqp9bzqy4KKqS1URuumkmJJ 91d1tj4fRWQoDxXVUlRBkC4MgWIhXbg6vx4Uo5x8z1z1jIqhYqgYKoaKoWKo GCqGivWeoGKoGCqGiqFiqFj2BhVDxVAxVAwVQ8WyN6gYKoaKoWKoGCqWvUHF UDFUDBVDxVCx7A0qhoqhYpmpmF24u5QUc8YkxdqXCLao3GtllmIWpfOR9Yhi XZ9ZBhXrYl/dxTLd28eZWbJOMZVmZkm+v5k1M0s3yGC6XIJifPoVg+eSkLJH u1raks6SyVayfru/3thA2umoU4QVOIMorZluxRSp0Q3I0qvqF1jW8+kJlRR3 1HSXS+WWKZyHDhXLrtxmWZrKbtv6uTLZ8ZxpiiWbJbPDktFTooEl8wPEOh+t ixCGSF2Rr0EbIGxMqhSTn6udp65HyETFlBGjELKM2n6uKdaNXjrbFcj2+mdY 0j/WS02S1j+TFGNuqtHFpFsxBhVDxVCxDFQg2+ufYVGdJ1QMFUPFULHcUiDb 659hUZ0nVAwVQ8VQsdxSINvrn2FRnSdUDBVDxVCx3FIg2+ufYVGdJ1QMFUPF ULHcUiDb659hUZ0nVAwVQ8VQsdxSINvrn2FRnSdUTEXFEq5Y3CnGHAIE/hRs Ny5xEgwx0dLEm0XKzDRVtnxw4j9BsY8vfxwqDoFiPotfvuo5aonxxhit5XNN sWS9SroVUwoEKpahCmR7/bMkqrPVRcWSvfSZplhEQ94dUkOkSrEOZ+Eki8jO FQPCZMVuI4zjLRwqhoqhYmlMttc/S6I6W6hYDyh21ygMCGNRMVQMFUtvsr3+ WRLV2ULFekAxOUCYrBgQxpkZzsyiYqgYKpbGZHv9sySqs4WK9YBid/l146e9 UDFUDBVLY7K9/lkS1dlCxXpAsds+RWRlwhgjxRhpVAwVQ8XSmGyvf5ZEdbZQ sZ5R7A7C2lubQsVQMVQsjcn2+mdJVGcLFesBxe4ahUmKUXoyExXLpJlZks3o ke6ZWVCxzt/12aPAzflluliqX+GsjOpsZYhijJL5wjq5WCyZYoJRUizcrljE EGko9Pk0gYiNaTvf9ukpSTHmpmJRvaRYMkDv8dsdt/41Jr/FOG0UeGIMvHzV 83tH3//40scfXvww6A4GncGALQiKwV2wAqyGs2TeKjvuhZTPeqm+LKhYTyRj 5jvrpVGdrXtULLW63T07GAAhMXRXqUixiJZg9FSkKASEQV8KQyFfgS+oCfJ2 vu1sW9vJtne2vwOyBAv8lJZgDRSpSapY52PD7FasG58Q9oBiSvRBxVAxTM9H dbYySrGuqqRcMdpAEZoQpb+hWCDfFy4KAittZ9raTrT9edsNxUgdAfdGtKgY Ktbrgoph0hPV2ULFUDFULCeCimHSE9XZQsVQMVQsJ4KKYdIT1dlCxVAxVCwn goph0hPV2ULFUDFULCeCimHSE9XZQsVQMVQsJ4KKYdIT1dlCxVRULNlVz36n P+AIBO0hwkrCXawxyhlECKOTGpYxsHIjy5zJouWUYqgSKobJnKjOVld1U0mx 1KinJUhdJFQYkHgyM2CZb10DmAWgtJ1qazv26btb/3TjejF9RF4BFUPFeltQ MUx6ojpPqBgqhorlRFAxTHqiOk+oGCqGiuVEUDFMeqI6T6gYKoaK5URQMUx6 ojpPqBgqhorlRFAxTHqiOk+oGCqGiuVEUDFMeqI6T6hYVinG0AZKUqx9LhLO zEqKWbgbBt17mVbCpPCpqWeS8kZfmqay23ZkSH26owzOz4X54qjOUxoVM1Bd LTNPse7NdxZ3ipCYQ7idrU669E4U89l8PovfbwiGdASlYxmdDBn0FbSEl4WV Hm7jRbv0XMrnBUvRfGHdtywjSiUzTzHdsUPZ9pWWCuvT/bESzs+F6Syq89TV KAXFQLU/sItlyixLpli4KOTPawTI4BkJTah+dS1AxhipttNtbcc/u10xeFFI HSFvrevznckdRQoVk+d6DhhDYX0EFGP1gqSYUeoroKrtinHtikXbFesxgHpV FL9he0iNrK0PJiejPk/pUEyGKa1KpkqxUx0oBqWy7adasYArAIr5rQFZMVrP gWK8MYaKoWIZXR9MTkZ9nnJcsZMdfKLYSX2SKcYYWEiqFAu6gwFHIGALBk1h wgAb52EgJv2OIiqGimVyfTA5GfV5ynHFTrR9dvSTd7a8DTTI9wIQsFypYvK9 qVIsVBwKOoNBe0j+NWDWKP1osGBOoGKoWEbXB5OTUZ+nHFfs+GefHP7oT5vf gtcC7oUlQIP0uihUjNLRkFQpFvaEQ65QyBEOWyIksGUSYCAGa6JiqFhG1weT k1Gfp9xWDAZiHx/669ub3mTbFYMSUAAjlCpGailIChULu8OgmPxNe1AMBmKo GCqW6fXB5GTU5ym3Ffv0yMcfHfzwdsXAIOjflComJ1WKEV4CFAs7CVkxWAEU i1mbUTFULKPrg8nJqM8TKnbww7c2vsG2KwZA9KRicXMT8ETrOdJEt2y48pfT /w2KfXjxw1BxCBQjXBHKwbCwEYv0TzEplp68qqv3R+m7VdlvhqBimMyI0t5e redNVX16q2KhwiDgBQnk+4CwulU1oFi4KPjJ4Y8+3P+X1yuvR7RhWELpI/LQ pnvPjoplV5S+O1AxTDYGFetligUL/A1r6uSxGCgGY7G/HvhvWbHGtfWgGNDT yf/FULHeFKXvDlQMk41BxXqHYuGiEDgFuaWYP68RULulGNyG5bACEMYm/44i KtabovTdgYphsjGoWO9QjNCESR0BCRUGYMwFYAXyfWDW7YoBbVDeaARULAei 9N2BimGyMahY71AMQukjkHBR0LeuASCDQRmg9tnRT0Cx1yquwfK6VTXy1z9A N1QsF6L03YGKYbIxqFjvUIzUReQngtGWP68RIAOwALVbisGftSurYYAGtIFo qFguROm7AxXDZGNQsd6kGGOkYJwFVAFkQNUditWsuCz/swyGaRmqmFmQH9jl sntRf86Unqm/0plQUDFMNkZtxbo+v0kmKabPuJlZaB3JGiiI/AWPxvzGoCZI GslPjn3y3wf/+1rlNVhYvbzKv7aBKAyG8lVWjPASIVcoYAtGbBRnj8bs0mo3 5xdjpCme22fGFGxR0RYT7Tdnak7BrJfpncUy/bN2dlz/G314l8uO65N8LumO dbMqnjtbcUeBinUr0qQV7ee0EPbmzwjIX+tS2lvCFm49HG5IP8GaOgWyJckB utm3d61Uun35C3ukjrj1gn5BfbrRq6sxS2aH71/OyEQNDFMUZjQEb2Iihkh9 QWNAF2LdwkenPvvrsY/f3PY2baaDeT6qMASrhdf5bswdpqUonfR9RWl65U67 iJ5SLCrtDihmjkqKWUVJMVssVb1osrGGOkld/ZX19slUQsV6S+Q+7Q7CutH+ qNjt7Xnvn+AlOz7VVEyNJFNMBIY0BKeNgGKEIVJX5PPpQ2yx+PGZtg9Pfvr2 jndYGxcuCEjMaSJkfgAVUz+o2BcGFetW7h6Fda/9UbFb7YCK9aRiUTMbMZKg mN8QBsU+O9/2ydm2d3e/F3UKpCbM6ylRT8NwDBVTP6jYFwYVu4cAOrf/JKk8 mYWioGK32gEV6wHFYlDCQExHChYgg6rX+ANGgvPE2i61AWTv7/tAdMcYPSma 2ISJg9VQMfWDin1hULFu5W6/5DdsN3pvVIxFxXpKsTj0/DoyCkMtK0+Z6QZt IGiK8N54W1Vb24W2/9j/n7HiOGugYmauyczDaqiY+kHFvjCoWLdy+6eIMmHw noV0o/dGxVhUrKcUS0C3r6cEAx2zRWkL06gLhsxktCRxaywGiuFYTH25UDFF QcW6lbsJk9+53ei9UTEWFespxZqgzzfQIgzK7AJjZX36UNhCCaVNbRfbPj3X 9uc97wsukdISUQMdN0r/QUPF1A8q9oVBxbqVu0dh8LZNuGLd6L1RMRYV6ynF mq1ih4rBQOzjMyn7doeyLlf5Vc+Mjru9MjJnsmi9UjHFva5CrVKlW8rqrzDy OUxXYxeU1idV2irdTqqu50pVPWXp5Dmb5GrIdZPPVOWTVVmx1D5vqtpf/vG9 rifZdjrX5O4oVUzxb2UoTOe9d4aH0VPJFGu7LP1fDMZinJ0nCoOsNiLoKOnK Ml13nggVQ8VQsXvfjtzn3Pv1XEoj23R3bn3GIlsmywW59cGLPJ2TPBa7NSK4 9/ZJVfsr7u0VbgcV6xnFkn6iiIqhYmlTjDOz8tfh0hSliimtT7LjRGk9lfbG ya7nSrb9VCmWbGwi+3Xr32cJVwzS5I43FyeghCUA2Y0Zndp7y1S1j9J2S7b9 ZDonS29VDHrODqO6UF1ULOm3O1AxVCxtivEWTu6E0xSliimtT7LjRGk9uzem uPv78Mm2nyrFkvV+t1fj1j/RIC2eJoAMbsBCGVn5/2Kpah+l7ZZs+6jYjagt 0T0qlvSb9qgYKpY2xe7tN42/OEoVS3d9UtUbJ7ueS+l2lCaZAvKIjL7tuxxy xWTF5OGY/N8xeWCoVrslW1/p2LC3Kkbp6A6julBdVCzpVc+o2O1RXa7epZhg +5//oaQjShVTWp9kx4nSeirtjZNdz5Vs+6lSLFk95W/ByZDRN792ApFHZJDb v5l8+z/O7rF9lLZbsu2jYnJILdVhVBeqi4ol+wUqVAwVS59iAMetni0tUaiY 0vokO06U1rMbit1BmPwPqWTbT5ViXeneZb/kXlF+9ts/Y4RxGSRV7aO03ZJt X+knnL1VsY5nPNFkxyeNtyt2x68Bo2J3VCmNM630gGLyJVFGZfOwdL3krAK8 HF0sOdhrB/QhnJIohUxQFKgP7+SiDq4rpRQrI3SUmJ27O/IuwKPuLmE7nI25 u5Q6RjMtl7eFZO0MhHOwUk1cfNTFCm5OLAbROnheCGci787nj4oulTDaihjC lD58Rxlz8IJTenaoM2+RasgYIxDYC9HGQgUSzmizW2wpjl3xJiAdVvLuhpKb GnJjf203WkZu9vYb8Izc3eXt7XarvE0x4Y7yZj/wuRK2I22q/XnvKGEHKQt5 RylFqWIKZ2ZJK2G9QDFBL83MwrbPzAKK1RY2gmKMW+hcsa6Xcjrvc+66roQR DDHeGKN0MDykQLEPz/61rbbto6qPCC8RcAQazb6AMUSZGVAsaoqzekEwJ7nA OWUKdPyu7/BdoLzklY19un+Vbld7LfmNwxhvPKr9Xx5c+0Cg43e96En4DGHO HQtbacLCcJ5YyETFK1pZl0i7orQjSjo40sZBCbdZt9BUGqPNRJNXpEzhoKYR ypDWd6W8qbkkFi+OcjaKsURibh6WwJ+0MQQ95F/gUDSR0NddK22OaAKtnvhr 5a1XS5qiFrpuZVWTS4C7oIv7YOe7oYLGmC16vfRKkzMGeaPietTMkprwnza+ CQsFCwf3wu33t717raQ1bheavHHezVIumivmYhXxWFmMdjMRWyTiIKPeKCwn rETYRtBOmvVwrJtlnfS10gRV5Gtx8u9suMbqguG8uqvF4rsbrzPaAKcPJWzM FbfQ7OAEUyRmoVqKBdgXzkHDbhLGIGkM0dYIayUZGwl7KknkZOFeKONeQXRx lIWIuWOcPUqZKHhLQlfJAlsuHp6asIdZDxOt5CF0KU14whEvwXrJK6UiPCnU BALPCE/dZGdFM/lGWTPUBO6ChVAZCNTznc1vxBxi1C7wNhHOKKSzCwvHmHnG zIrOhOiMwRLKSEOZKG5q9l6JueLxYrG5LA6vF9QTXhrWTvF2GuoPewGGtpYl 4F7YR9gv2DtpB/VBeK6okSALG4n8emgWuA257o1Dld4sb7nmiUGtIK+VJP68 6bXXS5ukOrukVxw26NP7gpZQYn0TvATQ/pSDgmeElrnijbW64OwUjo0YvP0D hcHGAj+hizBwHMLuOISWktZYcQJ2BM5+YUday682eZrhz7g7AXtKm6TVYq4m uAtKuIu1RK+WX0sUt8A+tpZei+hJf0Ho+obXm9e3wisODc55+QZtQ8gaFktF KOHYIOwRv8EPJe/h4V44Kmg7tAN9W/dF3xqTflHudZbMlCUJEMl0U5p0KwZj MRiICQZa/qZ9oy4YMBLyWOyj022vb3kT3kehfD+nI0U9TReGOJ3EU9fL3qXY nVH6iUfST0J6SLGuRj62b30p647vdd9ZeRsXtlA1Wn/IzpDuaLS8ObHxGuHk Ii4+7GBpj8iXNbElcbjtM0caTUTAHAY1GBvRUh5LlERjHi7u5SlLSHAzcDvq gu6RgD95J9VUKsA6zaUCYwr/actrjeuqSX3galkCXGsqjsZdXGtJ7EppPKLz X69obvYIURv1we53oBQdzOvrW+HeFq/41qZr8GegoA7KhJsX7DSs+caGK9fK m2BN+PPq+hbSQYQc0hif9jJsKQfhyvhohQB/QigPTRZTELjNl0fjFWKLN8rq /Akb9VpJLGaB7joEJVXUcM0jNNlpwRQWzUTcSjY7mKvF0dfKE7ALrRXxK5XQ 24uwm7CDtDUsRyxmYTehZO0RWA4lSCG6Y9AnQ8NKgTZ0Quiwk/BbAz6bz+/0 hz1hoowIl4YbixvqLTURYyNvADjC8KRQK6gM/MlofVABuA2VgVpBTa64eWmJ nRFdYlNJC3TycU8TbWHD+gi8m+AZCQMpuuPNpa1RpxjUhsGIkI6gzDTwCq8R 1FyuJOcgIVD5kL4R/oS7YBfgXnjVYElI1xC1EFAZaCJa08jpA3JTQB3k6sHt VnjtXEAtDXWDFQRjCFbmzeFYMcu76aAlELAF6VKWLeehwfkSjnWSnD0Ss0uP Be94Ow81hKpCCYRB5WEvYKQPt8EvqDMElsAKgismfWjjFCFwG/ZRXgHK9hbm YR14FATuheX+omBLxRWhTPRZ/FCHoD1Uo6uFZmdKWPgTXgJYIh8q8svRYGr0 Gf3dVSxjkmOK8VqJpy6GuQkZKta7FQuaIn4LCQG5ACwoa3WBkysuXMirBd0A LwAuaKNhBbgNipF2knNR0WImUSa0VMabykXBw5LWEHRWEMYRgdshoy9oaIxY grAkYgq8te26X1MHtMENuSOFDhOWAHPQtV5d3wT8Va+5AH1pUNcAgX4Vlsjr X9/YAg+Bu+BPeCAsBzWgy4WHQ1fcuj5BOiMRNwmBrgn6KOipoMuCfqxaWwM3 ZMWgy6o3NsBCII+2hDhTCHpd0Ua2eqJvrm+54hVIbePVErGlmIeFcJfUk1sj UDKmYFjfCE8kMw0l1AHqA4H9guXyn7A7vqLagLY+YoJjm4Z+lXdEBZcYdUcZ FwdjQ6gJ2Bpyheqt9RCf2weKBUsD4eIAafEnnMy10hhUAJ6dMQRYYxCeHUq4 DVWF/h8qButENA3VK85HTETULTaXt8a8CdJCB/XhiJniXQLcgOVX1l+Dnpyy Mj5NAJYwcHJilsCCuhFGP9RWbklodmhJ+TY0Ztjgg3thYcLLJ9ws7Dit98tP Dc8rt0mooBYCDQULoapQ4TgM7qCGAJlJajFoWMoWpt0UvBZBZ5j00rDLYrkA hwfcBRsEB2FAx1gogL61/EpLWav0E3lmmjRRUEKLcXYeDkjoyuTAEumUwCUk Spthp6DknFHYNdrGsg4elsNtaAHYa2gKWAi3eY8Ag3E4DOBggGrAqw+EQUAu OAaghNtwPiMfLdI6jm6PxTImqBgqlvOKUQ4uvuFqvSFUVdhwbOnZ7dP37X/1 WOX4rfvmHd02be+WV3YfXHACXGO8Mck4Nwu9BOdlz60+C7lcUFWvq4tViIQ9 HLaFImCEm4Lb59ec2zFt+/pxlZsnbzi26FDzBpF0BBOV0ab1wrFFB/fN3rl5 YuWmCRWwMGIPCKVMo75m/djSrZM3wMItk9afXn7s8Px9sJrfWAePghWgrNNU nVp2FBbumbn90Kt7jy8+dHLpkVMrjsERBU7BEAw6pVp93enVZ3bO2uUdVbJj 5k64DXxAn3ax4NL++Qe2Td++feq2A7P2XF59/sKyU0fm7K9efR4MgkEEjLOg p5WGlh4OuvSqlWdPLzp24tVDh2fvg9X2T98FObXwKFDVPuAioee/sPz0wZl7 dk7acmDG7hPzDx+bdxBu7J266/Kqal9hgLYwsmIwFgPFwFYYHoJip/NO75i7 o3Ja5e5Fuy9bq8QtUc5DwYCId5C16y4dnbMfnrFu3SUghjIH4bmgVo2FNTVr LlyCKi08Ck9xcsnJ0yvOXFx3qUHfGLYRpJOC0m8KwJKji44dWXi0urCm/TXi oYsOmUMnFx2FesJewPah5rLFgBcoDLtzftkpeEbYO9iFhoJqeEZ5vMm3rxl1 UrAOtBW0xoHpu2BNaBO4fWnFGagVrNNaHoORIwzKfHmXD83cc3D23ovrLpwv uLhvwYHjK09e0lymXGS8FHiKENoGGPZeK01EHRz0S75Cv78oAH7JcoFiUacg QwYLq1fXnHj15OmFZ6rXVl9ae6kq/zLsVL2ugQJ5y+Bgi1zKqzq76tz+uQeg hBaAwKgKFh5ecOTgwkNVRZfhqACzhEoRWv7MmrNwJJxde+583gUo4U84w4Fj BpBlYByNiqFiqFiWKxa2UFe2vXl0yZn1E7YVPWda9sjaHTP2b5i4/cji054R lXlP6eyDvKdXXYqWN4uVrYSLYcqiXEXUO6bU0M9kHmitmLg+ul6kShg4/Q65 CLqUjXioQ0uO5D1bMOkHU8b8+5i1z6yqNlwIuhq4SvJ84akVjy+e/rPJE+4f vfKJJXXmKlhOl4Uvac+ueXr53F/PmPebmXDDO9ap61uw6JF57lE2eEjAWc+U E4eW7rUM1s/65dQ5v5puHqTbNK3CNdK64vGle+btvqyphhNs6LXgxr5X9+te 1L/yw6nu4cUHFhyEM3Dor86tO18xvrLg2cIlDy81vKDfN2fvpgkbCp7K1z+v dQy07521G4YMhC0ULeVDlgD4a+ijg9XKR5Vuf2XroTn7yoZ5DM9qPIOcpxYf g5EmbSf8uvq903dqnsyf98CswsfXbR63fsfkLcUDHZonCw/POnJh2aWQLgwd MueEkwSGckgfaYKnVdqqLTO3LP3j0uH/PnzGr2ZsmrOR3cgypbTP2Lh/zl7t c5pXfz531aMrd07bHjD7GTfFl3A+Q8PumbtKhnsqxpTD8l0zdm6eusk1wmUf at82c1udqY6r4MLu8IXCCztm71j2h2Xj7xtf9ELRJc0lcaMIaJ5dd6Z0hNf2 kqlkiPv0kuMwiBa9HIyYwiZ/xYiS9aPKNowuhxtwL+xd6dBiWOI3Ao6hWLmQ WB+v19ZumbzZPdhZMsLrGequHFtROabc2s9S+FS+fYDt1LITMB4Pa+phkLhv 8rZlDy5c+OB8aPaSsWUrn1xjHGiBYwPgEMuiMLimDH4YjrV4xbg3dmbJmfJh 5ZUjKs8uPQtNFPPGaBsdNoYDuoBf67+48uLG0RsLHyvUPKHxDvWWj6uwDrZq XtTAXp9Zd4YpY6AZKydV6vvqFz28yD3SDft+Nu/s4aWHKyZWzP/t/EW/W7x1 2jZgq0ZXC4cEHAOaPlrDy0bYDpzbWAfaLAOscIbTYGqEYyZoCaFiqBgqlu2K 1RY2ChUt1gHFSx5aPfn7M6f9aO65tdWnVl70W0gYixU8YzC+7ADRaI8Iw7F6 U5As4fhN8dXP5k96YNrY+yct+P3SSBkLCZfQPlcYblAV/MHlx+Y/suTJ//Pc r/7mt+N+NObo2gPBkgZ2U+TAit1jfjD8uf/vySf+/tG5D8/wFddGKgKwvN55 efHjrw75dv9R3x9a2G/t5jmVhiFFEx4YveyphXuX7mh013CbyVOFR+Gugd94 efh3B5mH6/Yv32UfbRr/g9H5z+XvnrMHjAApoGuCU/F1T+UN+JeB0GUdXnxE PiGvM9Svn7hh6SPLxn93gnWw/fTas7vm7il4vmjJ75eN+94EKP32oLgxzpbz BxYdWvC7RcO+PmL+bxdumLIJTt0b9fV7Zu5y9rMWD3EdX3A4YPIBAdUFVSDa usfWTP72+Pwn1h199eDZlae3T9pse8myf9qBc0suBLUhaFvonCM2inFJ/7AD T2sMNdtmb5v14Kzf/83v+/xzH/MIU7g0LGwSq7TVrhHFk3/4St9/7j/1genw vHA+wJRxRDEJ5wNFL2iXPrrcPtS5d/7+YyuOwRYK+xbO+d2ctX3W7l+2H7YQ Kgmd153fNm/buB+Oe/BvHhz9/dG7Fu4iK8iAJ3Ch6Ly1vwnqae6jP774KO+m I/bwpdXn4PaiX7wKWO+euh0wOjb/UNnIkrw/rJ7zk1mHFh2+rKuB1uArBWgl eOrFjyy1DXHsnrf38NKjUAfLIBs0zvI/rtwxexfrYWC0yFuJrWPXj/nqiJFf G2EaYHGMcE/7xewZv5i94onVW2dsh+H51Y3NMByjjYFmDx/zRLdO2r7wZwvn /3zhpjGbgqZwojTBunnKSoUtEcJEXFxT5RnomfPAvAU/XWB80VQxqRz2dOID E2f9ZtaWOVsi5ZHL5sueCZ5Ff1w07DvDivoVwb6fKjh1YPkBx2jHgK8MGPSV QRsnb5KHYxE3CXhNvn/K/F8vAL8cQ5zGvibtC7oNkzbWGxv48igM4lAxVAwV y3bF4LChioXZP1s48usTxnxr8sLfrADUAlYqtv7K+XU1mybv3DhpB6BGwLCi WPDbInW2oLi9ZemTq0d8b9wLX+o/8r7xvmICwmwUG93hYAnFbY6f011e+0LR y18Z9OjfPjb0viF7Vu6oLa6itoQPrts78ZdjX/5Gn2e+9MSrj8+GJRBmWyS0 3rfyxaWDv9cf7rWOM57QHqmcUzrl1xPmPzFn57KtwcrGxH6hoaQG7hr6/YFj fjKifJb3svNCxeyScQ+MnvvrOdAp+Sx+poQNOwk4CYdzb1Bs+4wdp1adhn4s tiEOxsHp96rHVoNZ2+fsAmqrzQ075+9zjPIM+NrQQV8ffjLvHNBcZ/M7R3tH fnfc4G+M0PQznso/T3ilz53qtLVHFhzaP3cfUFWvqwPIGvT1F9eeh9HTzB9N t/W31hReDlmDcO/emXtPLDhVt64B3o9RpwCKEVYSFItWCJSHhkHT0ZVH1zyz 5uUvv9zvq/0K+xec1pzhNglnCi+ahtgn/OgVeF7Qf9eC/cx6gShl5OVTfjrj 1YcXb5m9s8bSWO/wXTJXucY7pz74yiu/nGIdZTmjPR0sDUCO5R2d/dCsR/7X w4O+NdAy0nx03ZFq22WArHRsCdTT3t96bvXZaAlXq6nZOnmzc5Bj5SPLS0eW QM1jFSKM+w4vOASozfrZbM/Y0iOrTsKpSIMjqO1vgirN/s387fP2QOOEvBSc qBxYdhTazTrctX/pERh3C27mWnn8wIzdE749DrwAtqBhF/5x+ZjvT5z681mA L5xaXNncIhazgF1LmUhaCe/wkgnfmjDq30brn9OfXXVO/j4hV8yxHi5WFgtZ wxvHbVz4q0WrHllVOWH9maIzsL8TfjJ+6L8PMQ4zNLjrAyX+3Ut2rX1xzfDv DYMlfq+vxl59wXh+89xNA78+sN+/9IMzmVvf83EOdQ372vAFv1loH+zYOWsX DM22TN0KN+DEBl6UaKmAiqFiqFi2K8YVS4Os0d+c1Pcfh0z83vT8p/Vv7/8P MCu+4SpYdnbN5ZMrLlwuaoy4+Gh5c7Sy6ay2Wtx1ZcXz+WN+POW5L/Xr/83h ta5gla2R395c5w41eIjojhYo7eNKJv1i5uB/H9H32y+XzfUcKthbVXx+75od rzw8cdB9fZ//+tOLn3uV20NFtgTCW/xQrh20ctRPhs5+fHreoFWHivZVzisZ 9+CoqQ9NXL+grKGsWtjP1novmSfoh/5gwKifDSubXXzJfQ7KkT8aPu+386Bf Ar9kKS7kX4Tz7cFfHgL91Zk1Z8Ev6M2g3Pfq/oJnC1/58bQdr+4lK/mAl7xk qtu79PCArw979P95csvcXQ2u0LF1ZzQDTON//Mqrv1+ye/HBcBlDlnNUifRZ pd/ku6yprsq/BGXA7AccD8zbv+IPK6fcN9nwsvHsqjPV2ppTy08emn+4em0t HPlxTyLhbWLsDIwvQDH5HzR+u//EmhPGgcYx948Z+u2hS55cXDa1vMbWsGfJ oYK++gkPTIVTgmVPrZGfGk4Mdi06MP/RpQO/MXzJE6vOaC7Fd15hNkZje+I7 lmyf9cjM4fcPW/z0ou2Lt/nLfOJu4YTm+JJnFj/zL0+/+LUXZj48QzdMu2fF btBt55ydMAYBsKDmQlkUlAd2lzy81NrPArLDvsQ3Jjgve3z5Cddg54rHVhW+ rN+xYB+0z1ltFTz7k//3eWgNaCuoD7QbvUGotjbuX34U1oHmarQHYGQKNh2c vXfSdyfO/vmcoytPHM87u+KZdeN+NAVaUvOy/mJRVcvGplgJL7joaxua67W1 IMu4b40f9K+DV/5+1d55+4At6asvVukrGUKZGHKEN03cvOh3i/OfLNg1d1eo LLjp1Y3jfzbuiX98HPb64NoDte6aw3mHigYXwgkS7KavtPGyo+qS7eLOpTsG f3vQS//0EuyLuD4mf8gMpzQv/sNLMBaDl+no0mNwtnNixUlQDM5wpPE7jsVQ sY4uWVU6S6ZSxZJd9ZxurZImSVWTKRZziB3O65QqxZLNY3X7M7I3f0qCd0Rp J39i+fkp988a8uXRax4vgtuv7XrHbyHFyla2JA6chR0s6Y5ypQkYncU3Xblo rC+dtmnTvF26obbJv5w1/PvjZz+y6LypFuQKVbC+EtJfSl201JtGuuY/ttw4 yj7igRFzn5kNAJXM87im2VYNWiFB9qMBrz49O3ZE8G+or62QkFozZNWzX3ty zK9GTfzNWFh/9M+HD3lgkGWi4ZL3ArE1ENkZbqystU+zDv5B/wE/6Le4z/xZ T84Y8ZMhUx96Zd+iffKnQ/LpN9y2DrT1/+cB26Zvr9HVNm9padrcDAvhz7VP rht/30QgA8wNV3LEev5o/tmFT6wc+YOJK/sU7FxycP3s7ateKAR8CweaapwB bltTlbm+xlR/cvXpTVM2u0YUA5fQJ0NnG3BI3xlY+3TexPsmQc/vGuY2DbDo XzLAKOPs0vNhfaSlrLW5tCVijjRofRFbBDpVaUjoCBxZccQz1rPymZUzfz1z 2q+mzvztrC3zd5VN37z0mbXr+uqgMlMenL1r6SE4JYDqzXp4IeTFrw6CcwZo 2yN5Z64deSu8njhacMQ0yvj7//1I32+8fGDN/npPXWNJw6F1B/P6r1vbd41l jHnGQ9P7fOX5yQ9OgqHKhqkbLYNsFeMrfbYAVOPAokMAxIB/HWTqZz615kxi U1NiSzMg0mj1w+h1xROrgfXKWdvgueAlfv5f+4/+0WTtEGuwnIEWgxcXXmho KDgA5HUCrjBbTHMO8uTS4zD+nfD9ScueWO0aVzrx5zPmPrpkTZ9CGLgxFTwo KZTyMQ9Xm191ZuVp2xAbtNWC3y144f++uPiRxSBL645WgB7aB8rLustbp21b +NDCIV8Z6h7thjGmYYR+3E/HTvj5eOdEB4BV46reu3LPmpdX9/9WP82Qoq0L t5ROLwHpVr6wAsZrMBY7ufKU9OsKHhrKw4uPlIwunf7AjIFfGjT1R9PM/S1g GQwP4XQaDo9aTZ10QXrys8G7k/xq6MxSTK0oOqvnjIz82x3yrwGTJqq2sLFe 44/Y2bZLbX899dkbW9+ChURhUJ4lk8wPMIUkXdRBULEeVuzuMWwKFbt9LHb7 QCyZYlFv/Piyc2O+Nfmlfxi05KHVBxecuLr9LZ85cut6MRiCwWANIJNEczEn 1p0vnlAOgxfn2JLFj6+c9uCcOQ8tPLTqRLCEksc4fk8EOn/3+DLoxLyvVCx7 cfnMx2fOe2aeYbyhdF4plPDn0AeGQsnt43wbfXUVdeROcuWAlX2+1Wfi7yZO fniyZrRmyUtLRv585LK+y/bk7YEVmD1MTVmNa4Zr0A8HPfNvz4z91djRvxw9 6hejVr608lzhObKYgt4Pei04jYexGJx1Q48KA41afR0QBmONOkM9nH4XPa+Z /tOZm+fsvGz3ARPs1gT0w/P+sHTE/RPWvKQ5Xnh+86u7lzy9Bv4EywBiUKzW 7q821u2cs7vg+aJFDy8BDkC0kIsIOsMNFp+hn2naT2bkP1e4aeqWykkbgDnv qLKQgWBtfKw4LrpjMBYjrCRpJ+Ur12Asdnz18bKJZbqButXPrZ7xm+lDvjO0 aJARUDAMd4D7i55cNeN38w+uOSnsbIWArWABDHhBMagtCNK07xpRETm0+qBu sPbhv3noxS+/sG/5Xr/Xx25mzmhPm4YbbaOtOxft0A/Rjf3RmNE/GDX91zOc I126lw3lEyTFhA2SYvN/u7DfvwwoHVdepa0GwmKbEjDeBMX2zt+v62cc9M0R 2xbuu2Cu275o/x///tmX/21IwQAjNEV8zzVqkwitBKgBUlN/PdcxvvSCrvrN Xa/DOOv08pPD/23EyO+MGX3/xGXPrhv94ymwL6BzqJTmN4h+ayBWITaViyeW HNs5e4d9qN090r326bX9v9R/zoNzTq4+SZVQ1/dcp0vp2KZYtb4axo8rHlsx 5GtDLEMsluGWwv4Fa15YbR5hOrzmEIwuax01sNcF/fJf/upLq55f6ZlUDHtd NrUUxrb9vtpv0FcGwXiTKWFbt125vus1IPLYsuOA5uT7p4z59thXfjhV96Ie IIPRNJz5SNc+o2KoGCqWpKqcie8gZrb9B2w/N5euDJnSXzftfN6luz9LTKZY rKz55IoL477zCij26oNLd8zY37r1DapYgMjfrgfLQLSAlZJiJ/fMP6gfaCmd tN42wr362fx5Dy2a8tMZxePK6u0BdoPIrBfk/zqVTd5gHurYu/SgZZxt+I+H P/3lp+c/Pb9iXoVjimPWH2cNvn/wzD/MpHfQka0RYgsBWdl35cD7Bk57ZNrS F5buz9u/ceHGKb+bAimeXnzBcYHZyZyxnIHHDv3h0Ge+8syon46CbcLtBU8s rLc2RCsEGHNBCV3TuXXnQbGhXx22+ZUtFwsuwUIYoF0qrILT+4JnCwGdbXN3 Q9d69cCb7KbYzoX7QeFR35+gG2SpcwT2Lj287Kk1g781csEflp3IPydub6E3 CHQ5t2Pu7rm/mT/6u+PWPVdwYs1pwksF3USDzQ99/uQfTy16SXdo2VFYvnPe ni1Tt9M2lrZAGNbGtf9qB085KOAVTv4bLA2Hlh1yjnSah5nto+xzH5nz6N/+ YewPJ5ZO2bBh5jYYwsD5wPRfzT269jS/JUGtj2oGmGDJH/72qfmPLmU2ivXO ILMxym8WDq08pOmveezvHhv8zcEHVxwMeALiNvFk/kn9ID1sFm7smL9j+VPL R35v5HP/1GfVU6thhOUZWwoVjm6MHV5+bNljK4d+Y4R1qAPqDEsS21pguARY b5y2ZeWTa4Z+Z/S+ZUd8xcTBlcf/+HdPP/OPL659oSix6ypUAHK66CKcnDz/ z31f+vJA41A7tEPr5paIPXx8ybGx3x0/6nvjYSj3yq/nvvzNYUufXbd/9Ykr +98QtjTVmxtbNjU3V8R2TttuHmAyDDAUjyle9dSqPv/YZ8S3R1RMrqgx1SS2 JcKeMLeeO190fuusrXDvsG8OMw82Q8qmlO1ZvOdUwalGVyNVSTU4G46vO64d oO37lb4rnl7hmeBxjXVtnLlx2ZPL+n6pL9gHSEE/AwNPOCqg2WEkfnDhIRih T/vx9Gf/7rlhXxvuGCL9tw7OfJhiVqlipI7oMKgYKtb7FJN/DfLOWLjb66/0 F027/qunHc4D0qFiYmnT5aLGxb9bBcOxmT+Z7xhcAnjB+Ev+jsfF/Lrz62pq dYGgjYb4LOFtM3fBGARGHxtf2ewe6Snso5n8w1dWPbFm34IDpJe+svOauDEO J/me0SWOYa7TeWfWz9k07Acjfv/3f5j/5MLNC7faJzqnPTRj8H1DZ/5+dmgD we2MxvYl4MbyF1YOvX/4hF9O0o0w1BTXHSk8NuORWeN/MdE2wXHaeDa8MXLG dM4xyTXqgTEjfzw6b2DB2v55k341ZfzPJu1ffADGXNAjQZcFJYzF4MQbeqqN kzeBYtCVwcIaXe226dvzns6Hqu5ffIgs52LbWs5rL1uGOcd8fyIoXDl1c7iE PlN40TDIOvq+Ca/8bOb6aVuCHlLc2nx1z2sHlx5Z8PDiCT+YbBhgrtLXgGt+ Z+h80aX8PkUTfzhF3990SVcdKaHhrmMrTh1fdLpqZbX8HUXu/2fvvaMjOa5z cb3zfrZlS5ZESsykSAVKYhKDmINIbk7YBbBY5AwsFjksco4zg8l5BjPIOSyA Rc4ZGACTc55B2F2Stmy/vxye37OPfl+jyRVFAPSuRD1RFs+5p05NdXX1rap7 73dvT3UVz2bmWRGLAcUQHRhEhoHsAcpZClCsPbW9yqfy6LeOXXjQvzOtb7x0 Bo5B/LNJl59LniyfszW5lXydLKap7ET1yW+fS/lF5iZPC35Mcru71dOb1lt1 ogpBR+bLmYhcNDyNUWxERINCug99rmIOhR2JHRXHKqJ+FAWcTX4hjRcoXGNs OJs989VL7Iu89JezgGUdyd3Ar48GfrXVsYsuoBxDAQaGCyfUQgNGw+c+/7Pf 9c1+q0DBVqkEeoyGXmqBx+L3UOC57/mxAvi43cDVa5nqybyJsMcjEl9Iy3g7 v+wc7ewjl5LeyOZGydb4Gvg2BpEJEbGerZUGicqOlgqCBa1XWmvO1Pg/6A8C TgG51Hw1yNPmWaQs4mrJkZLon0Q3xjXOlM2sM9ZhOtBNnUCHqE3NVc9XzrN8 WcGPBvMCeFMlU9Ol08uUZYR4KLn0QODQ1WGAFCJ0QFh/+gDEgHh5SFVwfLkI GBGnl79fMVc2TwTvLN3dothhp45+hWJfodh/PxQ7jP9Pn+r4h+DnsHOsDkMx p8SLaEsa3JT/elnCT9MyXsgbypoErq1UK5Fpj++7njmxSdcjNEPJQMaINLCO e56zVL6o5+g2qOvdCV2Xfxwf/XgU9ThlpXL5g45bLplzPGeMdoJae5I2XjA2 XjaVd7Q45ucJ7FBBb95g7SV25DNxft8PTHwlbZmzbmyyeXp3FQJV9nsFl34Y 6v94UNnZ6uGyiebUjvgXk5JeTW9Ial1grmrlphXuBidM6PvYJdzeebVvvGqG EcTNfCs7/61CcZAEIRi55dRo7ljxOyXnvuXTENkI8wXjCYI33pHQWfpuWdQP otsSOhZqlqfKZhGeXH09F9hU/H4ZbLu13qEVGhBPAbBCn4hAVIL8Mm1Nzde1 JnVdfTMfUCKOkCPkBAgi2OzNGsx/tyTiydiKU5SxkmnYeaBPX/og+wy/L7Zf Waly8JwWjkXL0BvYxO5Yt7o+cDQ4ejN6i98vppyn9Of2NyY2pLyccvmZhOny OSBgXWR93FMJiT9PAW9GqQWwiKf3ZQ6ASQRTo4UTq/R1FUezVLXKu8AvfrMk 6WfJdUEyt9yjY+s3qJszhbPVR2oox/ZW/YlsiDJWKlfbL3ehL0kvpvOCxYu0 NXuzB/DUnzMsiazPfD0X3VmgrqI7QEwUVp+tjXsmURgiAd5hKIDUePTlZxIT nk2SRsgVzE1yiCThsqDHQv0eCEA0pxMYHFJig47x/InT3z6X+FK6OK6pv2Qi 7tWMkGcvX3oyqsaPtczcANjpePqxqyO1pyjVp6rQ9zX2GqJIRJQJzycghpLH yecocwgqPxj8YIm+hOAr552cmKdjulK7EEq7ZG67hFgVj07ZxPZNmnI8ZwKd DXs4vC2mnSxEhfrQhpgnYgFSAxmDer4BXo2Cts6/KGiOabmeNQTL05PcW/Bm YcLPrtSeoZNxukPqvFsU+9LRHxu2vkKx/8Yo5mS5DiC2g9yhdz/QfFHncx12 jtXn/C+20/rRRP58Y2RH4ZsVADJJUCPAC1Qf3tYS0z1TvGyTekFjubOii9Lq 96q5Z5hmjv6fev7+o7abS8VzqT9NDLr3YunrhXP5U9tyt4mtG0kbZBynMk/Q hjOHYJ8bL7cJQqU9mQOgytPUqJ/GBz0eXvh+GaIh2E/EHbClJccqU1/Oiv7Z ZUCDPLaZEyhECABvf6JslqwzW71E9+OcuffCpcdCEbyQS75h+aN+FAPYaotv X6pahr8NS1X0dnHQQ8E8fz5sl5KpgkMOGysPr0c18mvontS+xqgmRJEoKX2/ vCW21dHgQsjmbvaiBV6AIOW51LQXMxjnmAg5m690cINEYA+cd6T24rmI2pZq FYCAnLcLEbzkvlMkCpchdgNS0M4yKUfoPdF9iMXcQg9QTF2rBYoROwrKHBvM jYbYhpw3c4qPFTcnNreltSIoK3mvZLp0djh7hO3HvfzThISnE6+l9aOE2PtR al2pWZWGySgnqYhtO6909aUOtEa2l79RSXufzj7Jnc6ehZrr6UY1RTuWPlH5 VjXoetKwrtawVbezI7+hZuhy3iisOkNDL4Bi5noHCEA8U7WIKA+hKMK9poT2 uuhG9iUBqhUfrVilKez1TqAARgOeAPMCO+35dIwSno5wG+NMfM/+g+jUF9Ix 1DttuzvN2zaxtSux+/WvvRX2ZAw/Sj5Vu1Lmx4h9Jf29756LeT55IH8U2LdC Xeu63Fl1vLLyZOVM9Yy9xa4Ra4YKhzAU4U+Gp76SCmhbrF10tjlRWOtXm/RS UuDjgZJwyVq1At0xs612vnNbtuuVbq+VrXdF92Q+ffX8131lF+s3KpWrpQoQ 5xQv5P6wE39xErCFWOyD7g9hbaqOEbNcc4ICAZAES6uP1+S9no+gDDE7UAz4 eLcodthZ0l+h2Fco9t8PxQ47D4vcbf7TKEYCzV2O86H0OedYHYhiepbZ23RL QdWs1qiupY6wz4t6kq53XRnoTxsdSB8jP38mF3jMla72JvY3BMlbQxvsPNPN hq0dmVtL3RScZbOO01CIvEds19eqVornr8V3dUa2LBTOrFLWp0rnQfNVK+NF M42xbYwLXMoZRnN8h5KjA9nq3Wt0pSyyCZd4l8TC4LqetIG2K92oMFO+qOLq tQKTp3V3smSuI6m3+L2KonfLB66ObLA0c5XLs+WL7AscWZh86OowAAgx11je eH1EA9OHhRRxGQqBbiM5ozCz0pA6+lkGTBzKB1L7kUGKS4grvc1biCnINefT xTNtMa11obLmyKbWy+31cS1NiR2tKd1dmf1TVQtaqVkvs65xVM1JndwQMc2P zQkW1cU2SWMa+WFSfqCkO/7afO6iiWEGitn5diPHbOFbbHV2FUu9WL3YndYt CBYIwgSd6Z2DhQMw3W0JbWDyevoggJV+qhZWdyx7FLCrYRK7jqxTFOCH2L4j WAquEHp0RHZJztdNZkwv5C0Zak035LdUVRo71zmdNcs7JRCeFU9lzpAlXvG2 ulbfntjTm319omIOMZFabDTW2w1ym0ZiarzSXn+5VRbXDM6FETKQPL4FMG2p s8G8q+jKD3s+Wq5YmimZlVwSYzCbIhrBYUNYPaIbvi+v/XKHsnbzo64PMW4Y 4f7MwSvPp1aep7PCJaPUxY7CYU5cfdax0orz9L78kWX6upKtnimc5l3kCkP5 q5wVbZ1mjbu6wl6WxIjTXk8tPVXSn39tsmpCLVH15fbWxUlp/tT0N9LaEttm C+bV1Vpy798tyY5b6FWUbvTHD6KziU8kd0X2rBYrxlInZrPn6y82Fr1ccvXF 7N6UvomCSXKxPZwW2ulacssOABlEhevHw9SvUtaIDwzZ+rtFsc9fVfUVin1Z UeyzJ/t8Xsp2/2FRjOk85IQU22EnlfzBUWzvgAxiOcdvpxgKB8f9mRRDZKWZ QLZas4NhJY8a8XCcn0ExB/c3dNfnbe2LwsjjDg9EMbSvqFLaRG5VrX6n6QOP fHelYgMiRKZGrs3Es4PIjEXgtIvcDr5dVbl5U7pNHB3FMG1LvLoq1W7dtqFG 82HjrRuSLZgFN9duoOk2S9aMDANQEjc6pVuuum272IM8WtYyTes16u3GW2a+ AykanylY1LHMq5WbC+UKNduwQddoOMatlptWqQs/kVmvVTvkXi3XtEZVmkR2 kIqlx1U9x6Bl6Yw8k13iAJGv1xQ16yuVqxahdatx2yqyaZhakjZpysWSRcAK sbchXbPdsL1Vv2XkEMe4mHlmp8TpkXlcUpdNaDNxTZuUzfmShamSuXWm2iC2 6kUWYt+SBg9gF3nAKMBXwVBtsrXIr9Zu4idYNTLNViYxsG6B2yPyesRup9Bp FViJD2xFe5+esZXrdAXiMoNY725yOSS2D9s/VFOVSqpytWx5MmfSKbITyxo5 RrChZ2jBoUvsmCucw9XFwkWAF+hXbf/r71p+5RHtOHiu1eKNnbobJoZtNGls NmvBAU9SsL0l2t4W39DSDBglLd8I2mRplGytQWSxypygDaZ6rXZTQVeuM1Sr tI0VKoBGa5U68GgMzkrp0j/0/INDaNtp3FkrX9EytBtVCkWVQlmzQRxuwtCi RENTrVevY6Bmi+Z0POMSRWGUOXqzhxV8vbV9Z5mrGatYmKhYmCxfWKxedTXA Q7AjHJsunXY1uVQc1Wz5rEFkWKha6E7pVtAVoE3WpqPBsUpbRQbUl95HbCxc o3XxvDfEN51cj41utzDsukr9cv6aneHoDOtByY7kpqpUbWe7tBW6matzC8VL EInJvCnM+63WWzP5M/MFs4qK1fHM0c3qdcwpSlbKVxCFeRu21LXq2weZ3TGK WQ6kTw7E3E93C0yHtfO5RL2z885+V7rz87zuFsWctQSK2fdQzEQ3rVdsblap jHso9h8TBIqZPkExJ41AsQMh7L9GMfJE3TtM2e5t9q6HvWOjO81M682WD/59 9v/8WvHxV88HopiN5rB+cjgm+SKObOe/ALI7T+8SlYAsBxLgZj8R0LB3OtL+ 1MKwWlg24hAojsPJJY6WcPM9WwIv6VS46VYv077Fdu5w3Tf43l3h1sfvAzkE 2X5DxNnHbpb3jsntYNgOJDfbuZ+I2Fm05RbfKRGVOR4P17vF3drib+8KdndF N26Kbt6U3EIKU7M/3ZF8cOe0Lb25W39ru+HmVv0Nj2zHXbftkm45JV6H2IOf B9JW3RdDdr7TIXA5hW6XyOORbHml2yjclu0CuA+kw5hxfNav+Ngt8Yq8n5Ab BHQDkXnQtvCz6SGnczrAIcEAAj0R8NGDn7dTl8CNgAUpJM39Seo6hAiE3Udg j7hRQBzx/Jl0W0hc3Z8Co+0igmzij8ki+Q2RJWQFEME81/k5RKiJ0IuYC7iM MPOW/ANyGElZ/XS6xfN4oVC/nRJdFnvxIIeAODvVtXfW5w7PeZPv3uE4trkO D9dODqaVazVxLRbikFBot30/mSnGg6nGbK6x7ifYsYPIZqzWg0w1BtxrocKD NYNgve+2/UPIvHeXYX+KR8BV3pf+Lvj1O5zndacxGt2yN9QGC9UIv9pENWyU bair1LCBv5759f8d+b8fNHygr9aqyjb3emQ2VGl/dxS7C/JusXbcrG1rrQMo dqP51h8Exb6IN5B3i2J2ugXRExyGj/ELzTKIdfIkZu0n8uQj4ohkGLG9A5Jg YaBrrlrLFs3qpdu2GPZtoBjHBSDb5ntIW0GanT2jRBBhlNjApu07Jq+L6XKx HPvpMBRz8dzgbT8BsPaTV7jl4W57Obtb3BvbvJs7/Fu7gg9uCD+8KfoI6e9P u6Jbu7KbO/IbgA8gAqAERgkEZEH+QILF+0KI7DUGHFbUKyaa3ZbugvZw4QBC nf2ECIg0s/tpR7B1CHkPpAO9JiI8F7iswo/J9in6RGAIcn+KSPO+nw7j58DK h9XfFm59Wlz/S/oceYY1cDG3kIF0Qa5Iobol/hCO2YHjeSCTn6AYppJ4he5l OaBft9juj7jeWyzXTZZrh+VEIS7BRQSEgWAfDkQxIM7BRLFZKI79tGfK9pPD WGUEhH0axUg0udv2DyHb3l3G/bQHWwfQ3aLYnW+U8WnUuHMUw/iTizxhS40U vbJ0Q1uphj//6+lf/+fw//2o/mMUQwUEyMj/v0ExL3ObRDETw7LbdJPcgerf F//9TwXFDiNLrQnjDPm//TcT+XEWDIv9ICLPSYSykD8dPPiZxI1ECMYgaJvp 2GI5AGSIyDwc4r2fi0/Q3okeBME0OQTkq0jvHZOb3BtkPx32P5qNPM9xH7mF nv3kEXiBYgSQ8Xa2+LugbcGNHeHNL4q2RLtwwsngCAiFmOg2iiF/IHnFXwx9 bP/RRzIqEW9tSYBl24fFMgcS4YQcMs5bAs9d0YGNEMLGd1oFv0UoAX0axT7N D7yjA+mw5x5WH5HXfkIsdrcodpg82+hOkIPpdrI8MA6kgG0Ldm7Hs5+hA5kk gPsTFCNe6rI/RrEPuV5A2C7btU0gIDGMVq7dxCWOJYL8H6bvB5HZQrMfSLB4 B5HNSDHAON/eUef2VzB32/4hZCVuOaipQ/+/+5KhmJ1pI8eHRLHNknVNhQrj /8dFMQ9jCz4VRthINwPF/m36f/969def87/YnwqKYZDhIUBTdkRbIGTw08K0 HAhh5ElJtyHsN0DGIzALDiEIEAbyMO0I68h3ieQt0C+QmUeQFXfdJYp5+Qcb osOsou23XmD+hg611TwviWK3iYSzLwrFENHcRigSwkj6Q6PYxzD96ddrn0K3 /XTYvO/9lXmnVvdz6AtBsc8HsruiPzSKkUAAILMzXCSWEVEbx3NXKEYwI/Ha RG7CD9xDsW2O6wbnC0QxEwEcd4NiJqrxMxBGriK+2/b/u6KYjWE11OiAX+AN mY1ihbpcifH546KYm+4lV3cYak3bDbvk6o5/m/+3PxUUg1QfSAAgGIQt8daO dAeEDH6i0M4jPm7dT3a+HfTpEivXaudYgWLbewQII15usD5GMTTl2CPSKH1s o/guO5cIx+6YnHvvkZz7ycG1HUx7fO4nh8Cxn+DiuvlbIGDZbXJyPSCPYPsL IbeQiLxI+jSK3S7cR64vhDwShHt4ovs2keVOofNAwmzuJxvXetg4u/iOQ8h1 IH16hc+niXRy9tNhwHGgMIAO4+ew+rf/wvsM/Q4odiCZ6TaQhUGs37AyHSAb y2mD8hK9PmA8D+4UpuYTFLPvuRMkit3ieQFhiMu2iLfoDnL7UCPXBrJyLMQ6 pX1kYZoOIgvJ4X4i+d9HFmOt0VirN9ENZoYRLVhZ5t+t/cPJSty1j8wM88H0 JUMxELAJ+AXkRWa9aA2YBaz/46KYq9bjoHtMFKueZgSK/cvkv/7n8n/+69y/ /qmjGPnXvAfu+ifk3fPYAU8Wvm1/CptvE8JztpMlZp7VwrFAZYBZXuYesfb+ 7Nh73QcIg9tPBhcuKUHOPUKGXC5CItSdpE6e/UA60BQAgkk+96fk7kmfSUHE P0d8zx54uQBexN+CbJed7djDIO/vmQLCyFUWtxda3A7EPgfFHGLX7596pV53 HR7kcUoICEMJuW7hsPTAeSe8F97BKHbYvDj3IvT9dCCE2T8VOx+GYnurPn6z CgWG/UCDfxg/d4Vieysw744Ok+c95LLdTm17S3/3UOzg8Ty4U0KnQ+K1iN02 4cco5uW6drlfIIqZCNQgyP6ZlMSs/Snw6zMQBlcWdLftH5oeBGF/QiiGWFJX pSHgiWZERlG4qizdAGD90VHMXus21lh0VMNW/c4/T/zLfyz9x7/M/sufEIod +D8RAAuRiIVlNdJNIGSI/7lEXpgvs8Bi4Vs+k9pFdvLUJGKvNp6ZOFedYzSz zXa6xUW3uhk2wBn5d5h77+8YwkDxHBa+w7xHRgFByKBw71WV8w5TGxERmPeT nWc5kIiTiHmm/en+HiFFZ8n3VE6+e++IeefeifN2jAa5Ou73T9FfosufrBi8 jWKHWkVidZydHO3fJ/XIPG65x13ndtYB1By3T7w6rD559TMp6LBxPoRsh72Z PPRN9Sdu1W3JJFcp3IYt2ycpSTDsLqF9Px3G0oGVQR6x8yD6HVDs8+TZxiFh 2kHKFbEXJe/gIT2QyU+jGKSIWBq6h2I3+V5AGOIyaJxjT9FMPLueZwPt+Zam /WRhGw8iM0R9j2yfSU0Mi4lhPiBlGk1MvZllwO1o9rYy3m37h6cH0x4Dn6Uv IYqZaSaAFwg4pa1UrxWsbJasIy7746IYeb4YiWJe+fafForZPjEL+9O9Lcpt Oqp+s0qlrFTtbV1ug9bAvBPbLOxL7RKHRWKFcTOJzCY+cUiEgUt8iWOpNXz8 sRjbTgRi5JpnyZaaolVStZtU7Trtt+hjq869w9QGXTBz9PtTKI6Nb9qf6th6 DUe7Pz2wX6C9l2zEv+cAmo8XekFlWBZyUcrvn5KRBWGCPhWOYXzIAO0zhJgR I2wWW37/1FPvdda7iM2OZI5Pzx0AC/k7TG1iq41/8Dgfklr23kjf6fwSdHvD TBZBpMkitrb4FHjBjH9MEqdTZHeKrISF/+30MK721yRTYJZbYt+Xku9X7wLF DpNnUqI+fqO+V7IXb94dn4SDUec2S9xWoQsOIQALXiL5MQuJYm7ux40DxXR8 m55PeHEWroGArTtKAXCWA+0DMMLINO9LCQgzsXVAMegggY88I8n/3bZ/t+mB /BAZ2pcOxQBeQDEjRf9lQ7H9p2RqhVqdQEec+8O1wMsi/sBlePfoCwKsLwjF YDMdYg/M8no1AVXIo4T4dJdjmy1YvHZ5oD9paCJzavzq9HT27FzhwgZ9c6eD 2Id2lba6SlkbzR9tim5ujmueLJxSspVrVMVs+ayCtj5ZPNmT3Dt6dURVuWmo 0RGfY+99GLsX1xD6CwibyptvDCM2fZoqXLyWPtoY3TmUPbVQvKRjGrbqtuAS OASOvY9coHqWuby5jRol8V+M0EGeKUyovMi5LXcvl8/PF0yLL/InskZ6r3Qq Kpan88ensse0TOVOvcctsxPgxVKtli0OZwz0pvT1Z/Z3JXb3pvWO5o61X2m/ ltZvr7cDtqwy61LV8nTpdHNMS+vlVuLUY9r6UukKplVRrsDTdbW666nD09nT kznT8/nzM/lzKEe8tiPfsQrsyE/lzvQn9I9lTSAPDm+/qzTzAHymlfI1VY1q tULRF9/XnzS4VLQ0mzu7VrY+kzMH2qhUEl8Qc+1e6fbftf2K+LRnD9pgsZXV 6oWCJczCcPooeJ4qmQKfSzVLi5VLy5RlHU/vanKt126M5I2gBL0DSOEqymfK ZmZKZrtTuqeKpk0S4hxnZ6MTVzE7/ekDqElsEisxbbVsW+osmDv0HTXJe1EO cF+oWkAJnogUM6tkqjBKaAdzjWfNlc8OpFxbrVxcLJpdr1khzBdfD4M/Xzy9 XDKP0R5OHUAeM4J0pXRBw1C5xW4T10b0qHhlqWhlpXx9tVQxX7S8UrJm5FjR d6dkb4mmbAdQDgNFfMz+ybeKH6/3IFFA4l2r3BxKHx/Jnt5g6G2yLZPYtcHQ eoijnA3TOeOjWdcNTI2Bo1FR1m0iE9LJ3NGhlP7ZwkmUowRmVlW7Dq7AJ+RH SVPo6KrtRveHrTdQviVzqekbC4UzkCX0DjKmrFHoGWo4TjcabulqDVCH5eJV EKZGTzdCg8iVpWS6VbeDiUOn1ivWWyPbldVKDV23WLi4Xr25ULCgomkgS5AK +EiQYfJjLkiIlqEHD3iWXWC+2bptZGnBg0fqgAxjPMHz5NXRpbI51EHv1sqX Nmkbao7RXOex120BpzBcW+KtG6JthGDGCs0/Nf8KPzHIiirlRq1uqnR5smh+ vmRug7KqoW1ivjAm0BH0C2OCPg6m9mEcNqlraBmjgVGaKZiCiIJnPV2vpKrR C3C+UbkByYc+Qp7RCyPHDM5Rvlq6Op03q61VYq7Bs4mnQ8uK6uWxjCFo33rl CjnyDokF8rBYOgseViuXoUfzRYtoAaOxVraGUcIIwwggv1hCfPYOBdys2kT7 Gqpmk6KCjmxSNIRrDQe4YnMmf2GxcBklkCgtwwjBsAqchPvNNBkYJlT+Q6OY sYo4W9NYYzJRiLjPQrN+GrbwE4W4hArEKZw1ejIWAzwBuWAYAWGfv9L+d0PV PzcUI0IMocvAtqhoOqQu6RZ+QkJ6EwbkQU3cc0L+ebHkohwk8qsT+kvG8ydg 82E2N1mb85Xz9VH1mS9nXn7qsjxSDvv2Qe8HG8wNmEe2Hzv3jdzCt4q0VI2B ZoAXTezEuxd9QNLMPPtaFbH7bs1x5tVXimrP8mp9+MXv1dScZLVEtc8VzkE1 rAIroMEmtEGAp3KnOmK6riVeg0jD//TItsw8M8TeXeeGug2l9zdH1F95Mq76 /fKKX5YAzorfyG8IrUM5VBJ2FWp7Pe1aXaCIcYbGPM+oPF6Z8YuMgrcLuBe5 dB868wLzevZ1dAeIIA2Tlh8tj/hBBCrAgK9QV2623frn4X+GovUm9DaFtZS/ Xc45yxP6CkV+Eu45bt0l+UT2BABro2ajLaqj4p2K3JfyOWc5Q2kjSqqS+PNI aCM+ShXD6rrXq9ehmJ2xnYWvFue/nM/zEaARqZ+MdYIj9BGPpU8AwrZluyRy EYZ67wUjzCPsZHtEJ+MYCzfy/PnUM9TS90tpZ2kDWQNmqRnApOFpmmKbCt8p LPplEYYd4AXEAfNtCW1VJ6rQl9pzteOF45gaFUcFSBIECnJez0FP68LrUBMQ ZhQbh3OHhUHCxpjGwauDqGaT2zACsggZy5clCZUwzjM4/pyW+BZMul6ohw+D ximnKVkvpmPAB1J6MdSuOptH7gCITOSM8M6zqMeqKEcrOecY/AtsgS+nJbJh 7OoIDBHEDHa1I6aHc1YAEvvLIFr4CUQj/yQFzEFCyI/CgF/evXVBv/nufg/F ULkjtpd6kk0/x+9NH1HyLM6WW962W/0p1zpiW+gnKXguAAgoAHJKrd2X20mW IBgws3q2GgYcgtEULmedqZUHS8azh2FygRfeeudCyQy6gFskAQKuDxM3oo+o 2RHbBusKhMKkXE8arr/UyDzOxtxNZk3fRjFy1kgUA0BDEiAVkBN5kJx7jt8Y 2igNkHXFdcEh1DF1kApSQrxy4uNlyAwgbKZgAmP4QfsuAcG163axGbRSsQCG hX5c9ll6e0wzmLmW1N0Y1TScN7XGJEDcLvZAl93Cvc8WWHZ9peamdNfCtMBB up42Jo9oY/qK6iKaxQEi3A4QRGcBKEBtPAL41RbdhD6iyxgcwA1GYOzqkMif Jw2QDiQPLJetKqoUSGfyZ3oTrkkuSgDNKIdLZuQYFVUbyHfGdvcn9YNzqCSG ETjVn9wDvZNeEvYkdPQldqFxODxWoRF9QeMogWC0R7dDswCICBLhvhrYBkjI YMpgY2hzS0RLe3QnKnTH945mjq5VrsOWbjfchL89kDzcHN4uC2wE9Vzuh7+9 XKYAlsH9hi+EVEM3gAgg+7KimJlmREqutP8KxX5PFMOMw4szcKy6va2THBKv qlY/kTNb+S6VdYZfH9LSFX+t98pgc0QH4xQ397UiXgBvmbbsaHKY6kyr9FVe IM//Qf83v/Zm8PeDB7IH3K1uNV99Lesa5Swl+YXkrJczzSwTAWEcO7kikXi5 wbXhcYpq1XjeXNE7VRcfDM96tYh1UUo5xys/Rk1/Ias+VD5fsrBBXbcIrd4G z2rVmiy4rvTtsuI3i+pDGwxcPZDFxDdqmFq33KVhKacLx5si5X73+GS+kFrx Xgnfjx37w8iC13MYZ6ij2dddcpsVJjproC5YJAkRiUNFeW/ngefYn8Xyg/h1 kXXCEGFPeg/YXqldQXdSXkw58vUjIY+HzFTMGEQGT70bT+H7CgpfLyj/ZQXS hrBGmEpwwjhNpx6ndcS1qxkaLUvTEtWa+XzGuW/45L6ccy25HyXEuzuBCalL 5txu2tEw1QulizAj4Y9EhD4UUn2kpu5SXWtYK/0ok/IurS++H1boo9a/hzFU 1WiAaMjAGCIzmzsvOCdK+lGKz99cAOwyfBmF7xYmPZ9EPUedr543y8wKpqI9 qf3yM5f9HvC7+NDFkYIRzBEuoWbYD8LO3Xsu+43ssaIxo9SIylNlU+yL7ICH AwIfDUR5X2afRW6BuLYltpUeLZVGSDEaSq4S89uV2pXxSkbaL9K4l7iiUBFS DNdk6STqawSahtiGtJdST/zlkasvpV9L6TbwNFtNLpNAN5DWyznPKHwjt/L9 Up4vSxYiFl7kMs/SkHbEt27S1Os16u7L/YWvlWU8l0M/yRH61VGOMrg+Ikgd xM8p3VLTDRBCiCXx9QHbQX6jQQLZbRSD3PYkDBS+WZH4TGbR+5SmK33zVKVW bJsoHO9N6qw5VlF9tHzk6qCGtalirBv5WrCU8syVsEeCSt8phDDoOCo9V62k K1Ce83Jm1ZEy3LVavQhRQWFzVD31RBV4hiyJAniSQIH4Eh/8w+oi1iZX1fbG XSt4qSjku2FXn80BogGzSBSDE0J+tI6IAJAnC5TF/TC27J1y9jkWx4cL2Wae YYkuCgdSByEPbrnHyDOY+GaImZalG0jtF18SQFCXK+e3m91gW83csElMZqFe y1Yin/2LjMD7/dEFaZAQTOa9kUs7x+nLGjeKnK76vX1XuMQ+2+QnWh6hx1Br RJzbHN2V8kJO2A8TKk8zKKdq0FlMDTq1UDaD/q7VLLXHNUN3rvw0Dr3G9EGh pgrGoFNpzyVDmKWBkpnCWcR90MSRrGFxgKTojUL0iHueM5E7CU2cLZrj+LDR r76k3g3amoKyDG7RfsnbBRhA2slq5LkXmAJ/znjuMOQETxzK7EdJ9BMRaKQp ohEtoB2Mw0LpfEdcJ+8CF61JLomhaxgr1ll2XZB0umDGLnFYRY7RrCmBrxSS AwMFsRH5y+TBzbOFSysVGxAbLdOkYRiRgRQhIvuyoZiJaiTfKJIoRq60dxz+ vdhXKHYnKIYwnNxCEKmZ79CzLePZM3WBjZd/lAxRgWDAqrhlO5tUbVN4e86r hQi7OlM69WK9q8UFawbTF/dU3Olvn4blz3otC5ZtoWZhk7PZeqW1/Hg5whxy vTr5/v82hGk5lo1a3SpVjRAs9AeXa85yZ6vWQb3pQ+//z2NAit7EHsizTWz9 oOPWatUK8wwj6vuR/vf4QaeWyhdvtO7qObp1isJRZwVIwRxdz7gG7YbWQLVh u2CXLt3nB61siW6ANfhV34ewAEsVcwahbr5qjunHBOamv5wOa7/OWp+tnAUc Y77Qqd6MXkDDpUcuxT8dj0Jns3Odrhi9OhLxaHjwA0G0E9T22DY8GrimoiuH M4cawup7rnSrGSpnnWMqf5J1lnnxXv/qI1XzJXOwSwAvYC7UE/Xxcw951UC9 xJ9eSXk6uS2mda1a4ZJ6pq7OtIV3kLHYraYPgVxEuMq2wqtHHulKyRrc/oyn si58068ntUfFUwGhAGShT4TWnKkB2oJ5lACSgE3AX5JzzA6mA3h99p6zmAtM yo2eG9ud28Dr/qv95LGMkT+OJE4DqbcC9VAZsD5aOIoBwVAAp4DvGKjEnye2 JLQA4gF/uEr6MGi8O607/5380988CRRbLJ9119thbyfzR0lLC3vYldCGYXfU WdapK/2pPa0xje1xLS6Zd6FkFT5SwL0hQDGECZAxuEmNYW3zxSsIKKxCF2mC gGLoO8Brm+kgP5knt6EgUWyn8dZM8TKi+JifJAc/Hpf6ehEntKEnawRxJawo gADwNF867ZRZgQWwnDCk8T+O9vnb0/mvZYNJcAXCJTAJk157qoaEPMjSYHof 6kQ9HgYchElHa8BBwAry8lApIm5yavoTBnN+nuf3jYtIMUGYO3JlDvkemEQx hCrwf6Ifj4IAj2WPQpKVtZuQ7e6ELgAWZGOr0atjayFLwLKJ3HH6aWr0E+Gp zyZ2xLdYRAYQvAKyC54GBxAHl479f+8Vv5UPZsBn6gupIT+IZQfK1pl6p3wH 0St4I/9AvCEhvo4BM4hNuq4MBD8Wc+a7gXQ/wWjeCLy70IcDgx8MoJ+mYOLQ O8CW/73nz3/rDHwPOH4kxAPW055LSnoqQegvWCxbsAjNYBKZ1ugW6nFKzBPR WS9kQh3APySfcqwGwj9XMo0GMd2btWtoKuiBixhbAC4wEeOPDEYefYGfgCfC w7n43QtsHwawT1GzBu1YqVzm+/KuvpgFfxUtY8TmimdxFYUgqBvc2vmSJUlA ffEbFUAxBON9idcBYcjPIBwrX4fkwBsHAcuQwtp82VDMSDEg+AKQAaeAZeRK +8/5XuwrFLsTFIO7Qi5eArKAlqs2GyLa814rDbgvTBgg13Gtu21/d6P97x2y 7eGrU9Un6Ke/fYYTxFlhrtiabY5Wx3DRcMnxkqSXkrLezLr46MXAxwObrjRZ m6z9uf1lJ8s4/hxYaag2sViL7yQ/vSTiPq5VxTRquBZBUH3Mz1KZ/pI1tmGF qevNGnnpay8nPnOlMbphtmzGLrfd7LqxVL3IusCMeCL85N+ciPlx9EBmv6vR aRDqlaxNZGwyi16gHsjsPX/PmexXM+ojpUPZ/WkvJPl853TUD8PEwXyL1HCz a1vLU6Lar65/pBYo2YFsv4f9Ul9JnafOO9ucKqFKI9YoBUp9nR5s0/3pAY8F RD8VvVi7SIScYmNvas/xrx/z+c45aahksWrB2+KxSM2gTebGZNEEnH9wYpaY kOH4sS//LF4YKEDJTvu2o96u4arBqqfZjfqoY5NZh7KvZ/4iI+Ol9K6kTsAf xkdRvjGZNQ1LSJpH0qUnP+wldmbgO9crNjujukteLYt8JHokbwTDDp7z38s/ /q3jyb9IHsgbMMqNE+UTmW9kgvOgJ4LmKHOWRguq9WT1nLrn1Ol7T1MvUNUi NaZMK9Eis8panayYTHwx0f8Rf2G4cKpyqjGhERnM5jp3nayJR3CDuWgw9Eeh uH2keGS6anqJvrTJ30TjOqmuM72z8L38wIf8r76SjuH1NDtU7PXOxNYL9559 73++zfVnThWP3ejc+ofBj+xy82LV7Gje9eGcIWf91lzpavl71DPf8At5OFoW 2rJao1JQNdNFSxAJq8Rj4Nshh0hNQicGBOC1yyAIQHY7HCOXjqMdSUhT8ou5 vg+F+38/Ou2N4lo/AfGHXdWsNFTI8WMsVc/tdnidDVaTWNeb2pn6fCKEpOTd AlQAt456i1GknSufQk1+AHu+Ytos0W8wVnFv8CMBQQ9fZPhQl2vmcTsq49JC 5UxfcvdIxhgZiyH+Knu9Iuy+iNLXyjVUHUrIP8Ug5GQeGUXVBvyc2Cdj2L6s +Yo5o8hgrbOM5Y+CxgvG8BOyBPGAkID6M66VHym7cK8Png5+MJjWOiOYBG0y 17wtTlejDUN9+pvHa05WgO3Zssns17KPfuNc6Qk6PECL1ENsZM0kVv3ZOPbd ul3iw3axd6vh5lD2VOBjMecfCJXHdTgaHPIICebo7a+9nvFSymTRKNrHg/zv O4/CsveLMA7oL2gkdzDr5YykZxNFQcIVyjKUEfKs5WlmSqe7k7t8v3sh6OHA ymMVI7nDUEloaENUPa7qBVpMNwY857XMo3/5bvqLyZIQAfjHg8byh5CBPqJr mBqMc+BDAczzDCiRjq9VsZU9Kd3RP4o6f48PAsa58lmMjLvJBS2DAjbFNAJ/ dTz9KmWTfoYX+kjMlZ+lS4Iax3JnR7KnuxMHIQwQJA3bDMmBNYOFMRDfyzi/ bCgGQvAFICNXd5Ar7T/ne7GvUOy/JCvbhuCLnHSYDsjAbMkKz08a/2RK2KOx TVGdJMDhqk3qhZA0RLcc/8Zx2PnZmlnYQ4PMQJ4mX/B+gTRaCvv52tdeg3XF 1dbkVqAbL5DnkrlJFLPwiUCMCPr4dqPAoWQZN1gGhp8Y+pX9dnljQm9dTAfF h3PxgUuFbxfAwm8w1qE1sPzQd3GwCIWhj4UAxeoj5VAWwAEMwlarByoDE3ot vfvst04mPBVbeaxUFMSDHYC+U09XAdFsMhMMEdQH1W50b6+z12i+tHP3nYMN n6meIREBKAa7bW4wd6R1FB0tguUP+3HYMmPZ2+U1iPWt8S1vfe1NoFjHlXY8 GpYHARqUCwAH9mCLwCeYgS6XvlcCFONd5K5SV6CAYBL1UQ23oBppxGCsUCfk 0WDqaUpnfEdjaHNrWPtQ8shmlYpAeZbFwDCRazxgEsn/yFZLFe0RnYW/KA55 MFQeLe/K6BKECS7//HLETyKYAUxgFuYCKJb9dval718CZtXH16MOIKz4WDF+ nv3eWUwZsAnQg04hg56ivygEQqW/ll51tgouhyhChKsKjgLT6mp3oXJLUguw HkAG5yTnnRxMMWYWVz2dHgBZd2Z33rt5vvf5xP80WsdXwRgqapd7UjpgDC89 6NcQVQezj5FHuZqzAXTA+JvEBiVTA8xqj+9Lejrz+F+eu3R/OO0UZzBjfL5s Tc0yWcRu8psLyJtZ5NLTjUCxGwyCyHDsNopBnOBxtSdcKz1WG/1Uqt/3oy8+ ERv6k3gEjLDwjdEyYSAXpnK7Df6DAbMPSYDR9v3uuYqjJSuUBXAFSwuWYLRZ F2p5F1kALBhzpPgJsMt9PasrqQ2eDwoNQg3wDr1ARKaiqbZlu4izBhOHKt+q Dr8/suClIkwQZopEMSIa2ovLEAdt1CgRqkf9MLLgrXwYeVhj+DDNsU3Xrw6u 0Vb1Ah0JDSCYcVziXeTAAYt9MpJyqhI+gIa7CfEGrVIXAaOQ5IK3cvy+51N+ pBigDM8t89XMCw8FVV/gz9ZsGCUuKBe5LuvjTeG4xH+LHvnu9ZypwMdjfR4K k8e3zVbMoIMBD/gCDQvfzsVTMD7oHZqFBsEP7EvrwvhgHGTh4rDvB6X8PAna B08Sog7pRarmqJZrltCpi/f7A6AZPnRADNxOuChmiRHwh0kHt6XvFR7/+vvQ xOTnEgBYaBO9IHFZyVKgfYApXAXqaQKwAOJ4hCy8Dp4qPMbOxA5oEJ611eqF +wfXEUYAKVDsRsdH8HwufCfwvf9xEmYKnvZkwQIkZ7FifZ2mhaWC80MCGVLi RIm73BD4D41i+modQApAZqjRAcvINYqf873YVyh2JyhGREZ8m5YHe0tkFirX +QGyuJ+khD4W25k4YJdvo3CTCfPrXaNp5FHNZ757jh3MmqPNKkWbm8KN7qtd 5WfKCo7mt6W1Vp+vCvtJaPQzUVU+lZXnKgqPFQhDhCSKEe86eEQgRnwdJnLB 5UYgtkJTU87xLj0anfyLvNoACSOwjhkg5l4SNMU2zVXMwWm0yqxTJVP4KQmV iIJFWa9kRf84uvxo+XDusFFsRAV7g83d4tAKNq/n9F162Pfy09GZr6RUnSwN eOgCy492LbNLJ1R62xy2eiPqGCUaZ4t1kT5fe5Hm96hv6mspM5Rpa4tFJVYa GwxbvV7k0Quwfea+0+jFGncVKLZQPS8Nk771tbf87vPrTunWC/U3um5gZuHz 2+Q2J4JBuW2rbcvT4hnKGSr6ZVHEDyJqz9WS/OMq+DSIDKiDDO5Fvie1J/Yn sYEPB6Ij8vB6/nlhnb984Mp1VY0GWE8CGWkGbwewiMWAYrnP5/t+208QLMD4 Y6gx7Pxw3mjZCPjXybTztXNFxwtDfhx8+nunRFHCujipOFp05aUE30cunL3/ DNWPgjroIKbMUK93djj0ct1I6XDpqZILD5/3f8wPUzZcMqTgrW0I1k2NRkuz GTWna6ba09tQB82ee+Bs/pE8/FxiLtparWjhetFg8fHCC987E/r4JYNYjUFe ps71ZXSeu+dk3M8ie9La1+iL9gYTLik5a0jdLbatdq+Wb4QDM1e+1hjdmfZC 7vl7AsO+H1f8y+r6yPap4iWjCMH1lllCrB5HHkNxG8Vuh2MkinlkO0uVG60J fdzgeghPyWlm/IvZFx4J4V7idiQ1i0N53ADGbMUEHopHr9YudKe2XXk21ufe UxCPFdq8RaaHbIBmysdrfapRGYXmOh1uoZ2rQqcqT5SMFgw6Gs2oqeatm6Ra dNAg1Jm4phsNtwBVJIoF3xtKvlEkXn5Kt5GCZ+AIiWKbFFVHQmfIYyHpL6Vz /DkQ4/qoekGgYPDqIGRbxVGB7PV20ELVQvuVdnGoiOlbm/BMTMoLCYIgNqRa w9/AGCoYS8iAh6J3c8EbKiBDPVsZ/3R87ruljUnXNnjg00v4hxwCQxGLmZmE FCEYgVXvTh269P2Yk9+9VBsgkEZIKWcqMl5OvvpamjRcsESZRe+QYmSO/fW7 0CA8tz2xCWOI9v0fuJD6Yoo4RLxYvUhKL8SYFH6WLyvpuaSABwOQCoOEYwVj 64x1vUhnb7CsM5ehbk1xssJf5kAfoZgYeX4gC81usFYwyEghKrJI0cUHfRkX 6Gh8rXZtsniyLrzuyF8eASGP1tRcNR6q5Ws3mBsKugIP1QkMNzr/biR3pvDt ypBHYwIeCE98JpPjJ0GwuVi1oajVwqroBXakkDEVm3ip+GVDMV2VFsEXcAoI BSxbzV/+/JX2f44oxjz0PLIDUwLF2BYyECNcF7EbfnJdSHPKs1dP/JVPc3TX dsuHTvkOHBtAz3jeXPnRat/7fYXhQjjt5Lup3qu98OTh84+Xja9z15sTm2Of ib346MXwJ8OTf5FcdarKXbf3jfOeNSZ2ShQ4HWKPq24bDeJZrAuiyz9LKz1C bYzt6s8an69aW6pZgUZDXz7s+9AsNUO1oS+AsNbLrSXvlYQ/EX7lmSuQdgg5 rqp5KkejdYO1Nph9LfwHIUk/TwCVHikKeyK46mR5f1avSap3NtmQgmz1Zluj ZbpqutavFsFF5huZyJvqTUqBEpEFwhNEH20pbRWnKxDRINKZp86rRdqFmsXW y+1nv+0T9nhEZ1L3BlO51bZjklhAVpldxdEsU1YNIpOryTNeOFl+tDLqR1FA sfnKeW+rd6djB8YKaqhBRCYxQSVhBAayBjJfzkx9IVUeKZ8omJwtmB/PmJzO ntXS9OSXYkhJbx8jRi4V0NUa+uL74fP7/q1/W0JbT3rPcP7wdPn0Qs2CgqnQ i/XOZud48XjOmzlhPwgLeiwIV5eoS6v0VWG42P+RgOPfOll6olwj1nm7tg0y k6kenbUuM1Ydra6ujB5cfffr79fHN9qaHeivpdHmaHfrpIZFxgp+2ttc01Wz NH/Gye+cTngxieZLb0pqXaxd1stNQ4UjaDb4+8HRT0a5mp3OJgcQvzO5472/ eDf8B2G96T2b7A1vm8fRaDdKDBaZ2SQ1wmh/0P13mwztfPnKeq16LG+66hgt 8om4kEci814v7kjoNQptnqZdi8RpEFiRt/Fsn/lfjNwVECimrtVfSxri+kvl Ue2TZSvzVGXD5Z7898tP/u2plBcSs15NL36vYLRgaKvd7W1zWeWmxlh59JMR Z79zquZ05Rp9GSVGiQ7pUvUCx48lCREpWRs2mWWmdArRgd/3LqQ+n9yd3IkS R70N4IWMXW7VcdR6lhGzAxRD+EyiGGJkzB25ogMoZmSacfU2ijVENgLFit8t 7kjsuJZxrS+9rzGmcbp0+lbPrU3W5lLNEgQDhgK+DeScfr5WHCqI+GHo+e+e TXspWRTCX6EtuprtOqEaZK4zlLxf6HPvGb/7z1962B+iHvJ4iDiqcaJ8xSzf cjTuEmHs3vJOMh4kN6eCardduQZf8fi3/IqPVzfFNzXEyKThoqa4+umyCbQJ UjBWgh4NQMsYOjy0PbGlN70LdVJeSIasyiLqV2kKCLxRbIaoA0og9pPF05TT tMCHg8OfiBQGiaEXNrkDom6VWxaqZzGwepEG4wwdzHg5FawGPOSX/3bOcN6g hq/cZCtwCWygUBImBoRhHICDGJljXz/2zv94Z6JoAsoCaSEPYgN+oeU9PdJB eFaqlbBFiMgyXsgLuC8s8vHLBW+UL5QrYE8QlKG/SoYBcRl+Kmm6LxuK6Su1 qpINdemmrkoDFFsuWFaUKEx002Ens3yxKHYIari3WDu3zxf745/MchvI7iy1 sQifn/jCgu8AuNhF7o0a9bXE60JfacKPkiUX5asVG+QlgF1vwkDp2xWINRpi GzQCjbfda623dqd1lx4tLTtWNlk6iS4bJIb6mPqAhwPe+NobUU9GCQMFezsC uT9DLgGxFYa6WsM+zrn8WAL7JHetbJ1YJ1zn3WrZhqknF5AvU5YBWGw/NsIx qDmEHNYA4Vj+W/kIfIB0UH/YSZhHeZQs8kcRST9PRIZ3iRvy/eCsVzMFQfwl yqK7xQUTqmCsafjq3a4dcF5+vPzCfRfy3s6brZx1t7ptDTbC5RDpPuz/cChv KPetXFy98twVoMDN3luOBo8kpOHSg2EX7w9h+PBWKJtmiVPFRnDqVrL0o3nT Q9kTBqHtZtffTxUv5L1ZlPhsMhieKZshvdZV2ip6AT2FkgLXELU1RDcgFoNz jh5ZJNbdppt6unE+f3GpaAVu/I78BrkwAIUYkK26HZjH1VJFU3BL/ouFkQ9G T+fNblA3HVKnp95LfK0stCLavdF6c7Fsqeyd8nPf8El+KmW2aO4fr/0TcUpj Yu+lh0JCH4+qOU1frd3c7frQKnepuHqD2KrhG/Hzes6Y/wNBZ7/j23alG5fW mWqLzKkVE2diLtLWF6pXZ6tX5iqXpyuXmuLaM1/Pj38qSRzRgDr25q2+jOul R6qO/fXpoEfDHY1ee4NHwVCNF80c/fqpk9881xDTOlY4jQe5W3bMdY5NthZX lWytlqVbKl2ayJ5YKF7YpGxO5U6xz7Cv/PjKhW9e6Irrsglt5IGeuLRctqyi bNrYFggMkMvMMNs59m3pjle8BaQARswVLjWFtTWGta1Wbt5o+cjAsXYn9Yc8 Fnb8GyfOfOds8fslEyWT9kaHs9llkVtbEloTf5504T7f8uMV8ExQjkJY5raY 9oaQhsbQxsmcSYeYODST58M781dnwFJLRAuYQSHiLzPPrGPqFkuWiW8q975P n8yaBn6Ffi+86u2ahYIlMhbDlBGf81eryYBay9AzfViYa9pZ2mz5LGIKCAOc tJG8EYgEUIwwEVw1eXQmUAyxPDeAw/Rl+N3vCyo9gnhw5FbvTRVXCTGer5qj nKkJfTwk9qcxuJTzRrbv93xz3yyZLlv5oO9/2eXbCEbI1/WIUpHRsM3E/0RC R3/GWNgT8efuucT0JcLAucrZdaYCPoZWoIFqGMR6aMelhwPQMtrsSulEiU6o bYprzPhFRv5bxQ1Rbet0jU3m0fEtilq1mmO0y70bDG1dWFPwI5ERT8T1pl63 SF1Qh8XqVfQLERnanyyZQLNo/1pmH9Dw9LdOBT8WhGATamiuMy1Tl5DHExGZ QlkAVXMVc3BWj/7VUZ97fDBWn8CWBliGcQMRWMbVGXkWRFgrFRug8eyZgldL z/2NX8gDkbKgpqUyhV3swVWAF/EZuMCpqFL+sb56PpAsVJO5Sq8vVerLVKYa vbpKvVy8ul6xCev6nzO//t8j/+dW04d6ql5brrJRjA6qyViu/vNFsTsmoJhL 4CG3jyCdSXhxsKjw/FOeTGOd4Iykjm1UKjerVBOZU4Jzosznrha/UwIEIVEG HWyOay54uwDaB1GEV+locEBN0l5MO/edc5E/jKw+UgUUO3A7brgciKZpb1Fi 749mvktfyllABO0RE+v60DjxGbLY2J/ZTz1DhXYjA8xarF4EQAQ+HBjwYADd h3gRYZPbUBOiLg2TIkyL/1m8JFQii5DBgQx+NBjWA3ngCPk9FAg8r1BXSt8v hfqjDlgF0OBxIPh+u527Xcld0Nzz955HU+iRWWp1N+12XOlHwHjh3qDU53Oa YrrWaBqL1DNfoZgpXRnOmR7JndFw4bHvwFZkvJR7/l7fqhNV4I38jAvgBQ8c 8ddUyRS4xVN4ATywmvhsYn1U/UrNqlPixoC3R3T2xPYpyjfIF4kaqs7AMMEk wu3HT4i67GJ9xlNZAd8KnLo6gxlBIS4RX6zv/R1zo+EWymFUz/6FT/KPU2dz 53/V8Y8w9c3h7T7fCrj0YETlMfpyjXK34+9h67Q8q1HkhHFDvjNxIOCB8PP3 BNaFtaAXKrbJWuc1iV3o42DWRENUR3Ns90ThAi6N5c+hkStPZyD8UbKMZon7 WvooSk59wzfo4Sg1x6zj21ap6vGC+dPf9ENh0TtVbZf79AL7VuuHuDRZtIgG h7MngFNz+VNdMW3Xk6+tV65sVq/1xnfSjlTHPhY5nDqw2+D1SB0qyvpQSn9P XMdi0byaoiZjUkgm+aYOggqMQAm6KQ9okPrJMIA3Gz8A4i+XrWa8eBVTcPyv T159NWc0f9zZ6Pa0bFnqbD2pfSnPpyGmzn0jf6IIc+FwNLhsdU6hrxgttIa1 ozWMKp6CoQ6/PzLuscui8xJVjQaG5YPmj3AJWoBBhrNB/nEJ1cj5eV7QPSHl b1TO5MyR0wGMWyxcRh1kUG2jRsm+wEHcXXOqBlAFOURsDqmYLJ4EkK0z1slQ fTR/FL4NZBgpRL31cmvY42Fnv3026bkklECngHRIYeoppylnvnUGmgXhQf2Y J+OuPJ3WGN1JvD3j2zAv5L8DKxQV5hdSSs5mV9Ig5sj3u8HCQNlcxQJwgZR5 PB3qA82CjkBfYp6MqTxeOV44vt2+7WpywcsqeLso+blMwSU5hMfZsIvWMNEQ Bsw+JEQa2hz4UGTIozHtCdfwlD2hsiFeg5yjQYg9ugmbAI0Dq2D74gMXGecZ 6DUqAJWAWX73+XH8OVA0IBTwHcYEqo2agDZUg27idvKYbHA1XzmvZKpWq9bh Wi+XKeBdu+u2WyM7Y75/Ofi+cGlA/WzBoolrQ5C+SdGQu4tj+r5sKGapJFDM sIdiqir1YsnqWuWmnm35j5lf/8sogWK6T1DMSSFQzF7zFYr91yhm5xIrwcjV cdBEABmsH8wp74wAWtwW3gFtHUoeaQxqBqhRjhCfR6nYSlej0ywxrdMVjdEN xb8sqjxWMV0yZRQZttu2lKzNhqh6FBa9U0g/VXsYiq0VrMxmTNPfoSU9doVz hDWXOQNccwoQXJjtcpun2a3mqJpiGsveLxUFCZeqF2907qK8N7Un6dlEv+/5 5r+ZN5Y/6qi36wW6TeZGfaT8ytMJKT9PlkfI+tJ6JSHi6B9FJTx1ueZk9Wje iLXO4m5yWQBVAt1s2QwKcTXvjVzyT2SwTS56RNoc25TzWnb442HpL6aNF4yt Utac9VuzJStcX0n687mJT2VUHqntSbquoGq6EweHsibHcmeni5aUDAOc3q4r A7mvFZ3861OFbxcMZV9frlnqz7gG5gWX+BiQhcp5PB0dYZ5nxP80LuOldFy6 nj64VrneGdXNOMbCaMOQkjtQkXtBkCvtgWWwijDX2c/lht0XMZY+gdAMkQg5 WWR9VMMclb5WHnxvaO7z+Whnt/4mrG59cHPQfeGRj1+mnmQvVqxvNX/glO/A Vyf3a1KzTI2RHfFPpqAC379upVpJrqyw123peTb0jn1ehBtbY3vg208VLqJO 2buU5ugu8j/03uSh8veoIQ9Hx/4oaaFcsVGrUzGN6zQtBirp6cwrP0vn+Unn y9ZQiHsxXKg/njOFoAb4xTxBY5+iA7+msseAVtwzzLwXr46kDbrENtB0znjN uxX5L2U3BMnn8+cxGuRaTYwJuY4dcAaJxVDwzwoRyKPvGCsAmVVgb4lqzXk1 N+LxyNJ3yyYLp4hdthrcBoERDgP1FC3yiShcbb/cMVc2v1CxuFC6yD8vRJyL FuAbkK8EkUd4lfjDZIwnvAu4yrpaA7CJVARij5G9d4bI571QgBkpfqX02uUB MAmtGU0b7427Np4xCfsJIFspX6OdoMY+GZP96tXu5K7FqoUVyvJE4TikFIqD nxBgSG9rfAvHj912uRUlWp4G6dVXsi7e7x/xRDj1NAXqBl2AlELdKKdqjvzF +zE/joZwzpROl/yy9PJPk0mZXKOoyQVaGHAQ5sgh2waRsxz8UFTgAxF1oY0Q aZPYCHVwNsCNsdlkVrSPpqBTkT+IqDhaDn0BV1CHlrjm7Fdy4n+SxDwnwDxC ctwNNyAeeArEY6Z4WRggD3owEs3Wh7fhKWaRy924Y5FY0T7Y4/pzeBe5168O ThZNdFxph8zH/SQWJegFNFFRu4b8mb89DWUczhmC0cA4QKPLj5RBN3Nfz7mW 3geuUA2KM5DZ35PSjXY2GcqRrPG+K4Nwz6Zy5wBkgykjmc/lRD0aJw9qQomG biB29qBoyD8v4A1+hWJ/PihGvqIhd84hVwtDDaG2XdE9/QmDCM2aQ1oRLMwX LS5XLMHag3R8LQQS0sUP4AFEpoonoWveFg8AiBRIyN5Q+iCxPfhBKKYoXAW1 Xmpm/LK2J7wLeU2Fykp8gm2AZkHLoM7ALGGgACnsP7nYD9AACwDJB04BN6Fr eBYIeEE7QwVB+GEEcKkuTArGAB+ALaAYqZjgEFdRCOMAEAHWkCgGnsl1j11J nVAutM+6wIT6wNCZRHYYBJhxGArBRRnLR1gX0gzAws+J/HmUw3rAaGzS9TD7 ggBp0dvFeC7aAUlDJcgDGckH4eloE0+HLUL7sGO9iT3D6aMYW8S5SBFzkYEV udKe3MSe+OyoVAE7iTrV71Bgusk1+eTZmmTshmooR0xR80tqnb8c7WA2YX57 EwYq36VWHaXLw1rBKuAJBPyCcbNJvcDizoR+2ikOWQFI5JB4YQe88t2bLR/p mKaey/08H5HQV9oS0YF8W1TXtcTrSqr2RvOHdpEbBqT2OKv6PVrVu9T5omWU OyVeXEKd7vhr1KMMuMe4Cz+74vr6k4ZWyteJrYz5lvHMYYEPh36MIvUXtkc2 NwbL+OfYzaH18wXTZo4eKIZgDaAW8WBIzbtVo2mjsEW3/3IigYx4WUfTD6eM Cn3EcLcgouS/ii6Ry8Q1Dab2Sy+Juy93blLXHRKbTWQxcvW7zdsTOWMCXx7n HEsWJK0PkSGVB8n7E/oRSSmr1RjnHfkNDD6aAhhJfOuo79XWHmG0hLZh8Ltj egcThzDyxHtvsZfEUOZxdv6LhZR3afDxwAwUBBlg4kTmFEANtFiyLPQXZL2c CccGwoCpx6RDMquOV0KMYaUhkxAJXGL40CHn0CkIKuQcYgNvCq4ORBEyD0UD 1sxXzMEFAtbAAYN+obw5pqXmBL36GAMyCaCBoMKXgCMBH4OEFUgmfLCmqM7U 57LhWjREtgK+0RRwBE/B0/FEtAP5BDLCCYRkQpWgUKSi5b2en/NqIcQerhra hMzcflF5PXNCdKkeLlDcj5OBknCB4MtZpS6j0IRmwR79XC1cWaAz2oEWo0eQ eainhqsGAzAXKAl9LAQOMPB9jbaKcmAZMBReH7AMIAirgktwSjEyg1kDhB/I 0cEEQbooR+iMkxyINyQTkkY/wQa0ARG0DKOKpgORh6lhKr9CsT8HFHPyiV1/ YRxuO7rEWUV8JzxbANl8/iJMKAjuPZzVrfodPcew27LjkNo1TLWBqweojWWP rlQur1atqBkqu8TmbfC45S6ryIKrOqbuMBQjIi+2HeA1nTapq9JY6WZtpZo4 qYFvwb3OOodNbFXWbi6Uzm9Q19EsUjQIWqcoFssW1qpXwYCOrUUdpIqatdGr IyNZwyjf2wTAaOQZUBOMgSvkUQeElpHi9sm8CbSsoivRIArBMPnl8kzh9GzR zHTB1HjOGMqVtSoT30qc3yTxGrm2tSrlVN78cMbE9bSxpTKFqlZPfi1OfK3A tmxQNHPFi2vVxEPnS+bwCDQyVzwLDs0CE1ItS4Mn4hLKJ3LH9ypMTOXOTGfP YngxyLB75N8rJDwBm8gARE3RrpWtLxQsodpc3gLgCVaUdDnILY8wZbgd8QLq IEO+kEQKBZktXBrPnpnOX9ikai0Cp13scUq3vPU3kFHSdHNFy7g6lD4+mjWl qFa5pFu40Sve+qDxw23pDrRsPG2iN6avM6KrO6pn5uqsiWG+Ib95s/6Wg+dc LV4bThpBIdKN8k0tRbcl2f6H9n80My1GumkuZx73DlwevBbXP5oytlaisHMd NxtueOvcRpZ2sWgWkVf/lZ6BxF6EZsOpA8AvG9/kEFpuNe8gI7rAy3o2jXOa dRiKgU+MBgIfQAzGBHX2Xjw6dmReI0OjrFpD6uCbrRwDyCmwfNC0g58on82Z uBbf1RhYB+qIaCXfWJJDjUcAyMj9UvAseHGAMLhwACyEVwi1cAl2BsxgpvB0 4BoYAMDB2UM1oBgyKMQEka895woXpvKn22Jae650I+5uimhsjmy6ltzXGd8B cYXQwiwvlS92Xe5sjW6Zyp+EnEBWIY2QZBTWh8rlITJUg1RDUCGZHXHtDWH1 aHAo4/qeamxO5c+2RXe3x/RAIHUs83qNGhMNcTXxiHXmKxUbk7lzY1en5cHN vPPigdSh6YIZUpXwaJLQOKQRD0LLeCieAs3apG0MZw7JQ+rlIY29Vwbni1eI rTD2viYmPyhGmyhnnOLST3IgPBB+yI+eYzLxzdAjtIBuSgMl6AJ6XRckRe9g KFAO0wEFgQr0JfVyfNiN4Q0YGTxub5cbC66Cn5aoZtwiC67DvfD0cC8GAepj 4Br3tltcJ/f+guPXEdmFYYd3AbFHyEyaMsgGUswgZPIrFPszQTHihJRPgIxc 3UQaCuILSo6N9PnJOrASZp55u2kLsrpn9gm00rJ0nnq3kWfaUw0DEMQitKKc 2BmeYzwMxQBhf9fw4bbQi8yH8lvIGGp0xBFgIjvutYntLpnT27CFlvEUIJpL 5oaEo2WyfeAasbO60IynkyV7yGVCiUPqxL03Wm+iPnFADM+gYWqhueBtq9GL q2jNKrLhKnEoidRulxCIqaKr8SykuBfPgsqgBeLEGQnxN7Fx7xsBEgKQIm8V umArQMjAYpBGwyZ2ok3wgGfhueBwD47t4A0le/t4mMk9qZASXNVsGJlG0niS f4GRb3dvr7QnFnbu/R9EhgCYCEQN0FayAswp+Y0SUIzcx2+3/ibaIXZs2NtY GCU7jbfAMNREt7fVGPJu2Y5HvosuAH9BxG7ne3+II0UwRay94TjIDzGII7n3 TunF1CznLtoYllt1N7YEHrgcKEdmV7wNQt5ENYBQf0e05eG50ML/z957QLlx 3Hn+++7evd2929vbcLvnTV5vcPjba68th3WQZMuSrGSRIpUDKVEMYqZIUcxh InLGDCYPyWHOOcfJARkdgEaeGQYlR+Xk+X8bRcL0oHuEHgIDkFPvfV+9QqO6 uqq6+/ep6q6uHyLYsW9dD4SI6FTOGAxofbyZwWgr4ggGjJ6u0rbWNWd7yjvA tcHmRKxWAMsQJuojQJvpAV3LlI1yTxRRNfS0wQuE6UaLVkcCWg+rdUUszGBt JIFrSecOGX2IBw3eZHXoUn0sbufdZZ3tK053rznvVTkFm/hsFs2IFsOBkDnp GyCEMUT+4jKzai+Eg6LBIaTBT0AN3TwcF6eDLAuMLUiPLgcS4EQg/bkV4mKJ MNo416nFXg6h60KuBHKn4ALD9gvrW9GzQpcJV06PuhdXYGdFF+6v9jKxb4aU qY5cCOa9taQN++IqhWFHPN6UEGqjQBV6KeAXziAQhs4V6XfhRGPjOYxQ9AEg BjhrK+3EXri2yf2Co+PKBxqQc1dlN3qk59ddSPHCgzQ4OpB3fl1b6/ou9N/A KeTs0vkJxXBQZA6WHXr5OLbgBsGh0eXDXuR+RB8Su5Ou2r4Fe1Ev5Iy7A4xG GVBf1AItAxAjjvs0tbgNg39x96EzeXbNOZAOLYYuJVoG9wtKi8bE/YKGRR8J /Ycj84+ig3Fy8SlxLo1RnNMrfkho4sV+FM6m2kcpNk4oJvo2Svm3IpxKL6WO W5is40fW1SFLIeE25+2hRGMClXJqnBiaxepFj2MDGwYitTHOxmE7rjSEgB1Z plvOgzxs2utNV8R1cmxR4Aymz1/pTdYkUx4bxaXgeTsvTllsiCPEAA3HEhwC WR9YfDCVCsM1YWwJmANIj5KIy+BXh7AFYaKxH3t5DX7RWZiFQ6lQnmhdVFxL pDaCELgk6/SKi+RbGLfOS+o1uHEw2TTg1rkHN14SfUc6YgzsvD7gM7Kh6mi8 YSDROBir74/U4lhR3h4WP8kxix8sIBm2+E0MckOeKC1Z6xV5urQuHIu0CY6L o+O4aDf8JCMvGFLyLJd8kkCwRUQm2xNmkddkRDgdMLbYSHhHXqINNF4EEMkW ctb6my+htMGqCFlfV1wrvi6JcnoNKGQYtRDnY6dqgVC04bZoxBjiNQwUNQkD VYkrdRdfq78U1LKXagYu1w6GdBxT6YtbIq83XIYGq5MQEgt6HjsiWdIWCxuC 2JiwRmPmMEKSBrlxWr9f5wnamGhNSKjiADKPtg8htrBmH7Z4dU6f3oWfZ5af 2Dlj65nlp+Rmd6Bq5HIl3yaQDliiNs7rfazaKRh8A9VC0h4M6b0kjgh+Xq6L XayJJGx8zMIiTFSJvstJGxKKkd4CQlz/ZC4itpOZNuKX+6nOHikDGRiSjgR5 U0Ye7ZL5NqAYIiAgrodeVS+uSdwd7SWduBJwlSKOs0/Wuxad8ZkYn1H8JAfX qlPjxvXZp3bh2sZV1F7SjutfdKdi5UUbbmKwHdcSrk+P3ocLDMNnv4lzarxu nR8RXIc4sxBON049rsyu8j7R+5g93KfG7rgRxFmXuAKJ+zxcpSQ3lMRr8OK4 feo+3AuII+xVOcXlL0wcMheXqjOy4sIFqeV2cURcReQ9FC4hJCNbLqxtQx1R TuSJ3WElUCP01nAsxFFg3IM9lX1IgzKgl4t7DXXE0XHfIT3qSO4+cs+S8qDM SJmyLb6ekt6QRfBUelpXtrkr3PjZtrLNp/ELFlhgNqANBHQMm3oa4FP7/Bq/ IoRRit2kFGMNPFk+nTyYSq9lCl3Z9DpsBbqX6GSS8UKqex8GINAjwgWWrAfF EoyRidah7xrH7UC8qAStsOdh8AiJ5SiGjv1gTT+66Iig344QFLvSfEXcC0be FgKAxH6XFfYcnGI9Gg/xdYJjpbx7sJyZE28KR5T4hsBeKAMufuyFMFEnIgl7 oVQoJ8qDsiElciDldGk9xDsGyR974fZBCFyi2G3rO0iNiCtPERwpn8Ii0TS+ 7gonGgq3sziANYuWTTQjai9gJ7qHroni6CgbWgb3HW9J4ThVNq/Wi1KRkiAU F5lM2Ul04MnjRDQymWxPpmqTc0HWmIWdRBqYR/J4DVvI92Vpx9CkH0KWP0rP /SCfvopwtKW2N4q7oxbEC4/4YZo1RNx1iZ84mYIAUMIUHrTFoQFrrN8ShRCJ GUJXHAOv1QwS91W/aHwNP4OqAFfhQwJEkP5SVRLJ3mq4ctGeiOqDcaOQSHm5 QgS7vF578RcbX0vURuN1YQy4IMIyMIuz+N2aXgzBMEzDcCxkZ52q7s6S1miN eNaIly4yuiQDJcSxkTw4ItDBsAjnBRR7s/li0sKFdd5+K3+xSogZA4LWg/CN +sRrtTFsjBr8cRODNNjuLuli0NFK9RBI34C0drqpITQUYISNlzZcwb84KEzN G1veIoNBcpqIExBCMfKhH7mDUh3CEK40wS7gusVViqsCV2N3Ra9L5cK1gdoR r+i4KvAvuSpwT/WW94qEqgrD4F9svojrBzQXO0hGBvcdUiI38i9qjSuQrJdI zjUKT3yX4FyjPOJUByMnkq7SjZS4PrFvrCZGOplid9HCo4TYQjx6ozwoM/EJ jn/FjlOViG8mtayl2HNLLcUsfiJXgxqxvSq3CH2j+NwbW1B+sQtnR5+NI3co 7gUccaBxgNy/qAvuAtQFaTrLugebBk+vOIt6XWq50rm+s6O0C1tEwKXuYpRH 7DBXOolfJNG8aAMDdQNBUxAgSzgS8eo4toStYXExvUqPs8zpVXmxBfwCxQro JbOwFFMIgojcV883C8VEz8UmPlNKvf6JjsPskWFhOPWlD/EMNUySaLvqgCwj nxHCrP1pXg1H8AqqKP/R+fITHfsS/4/o26f81LhUHjLEgES/SBof7ANM6GDT JbJFRExqIECsJa5zsh37YuR1GVyo6ydDadIDIVwjwzHiBwfm9GLjJRhk4vkU R8e/l5rE9zviIg9G0Yu3ONBzJGJV4jAKJAKDwloO9AGPACD8RIQItAK2CJuQ EuTCT/HbZFMY/5KfSI8QyENiAA5ZIQ4JBlawiY8TCcUIwsAsRBBiIIZxWbIh CoFlfoM7XB3y6Xzk+SGqSWazk2fd5JkqeY1FnI2KD1Trk/1VYRAK2EqY2UF7 aMAWjOh9XGUfQmwH17ARFMNPUSY2Wh0hL4JJbhB5rivSwcCSLgFBG1lKhTys IB0G0X1ValoUeWpBBmvi58YpnBHyXk1vCpLXNDi5iIvQVHjdynilzFl4434q xyDkUl6/pZch0jKSKjaKcWU+sIkt8wS1rFftay/pxmDZZ+J+d2bovSMf4653 Vbida3vQOQyrGKbUTSl2IxST9DUs3u8yHtgFq+j+cliIPpIkwqCoJSypsLjj 8HxGCOV8wcuFxC98Ziiff0hS5J6Sl/RReNPV1gtZBJI/+eYr/ZAQ1o9Yy7T3 Z/IzTag0nsgzQ/ITicnrS2JvichwwK8NiOs1VcUi9qjoTVisaVgEVnUcW0hP g0i0lkaePEW86Ojvt8fjlkjCGsXPwepk0hYjTwiJny8kQxwJkIz8RVJiRwjp 0dXEFvyLu5VV+ZEY8bCJH2hIYMyFURgZgvHWAKCGLSAXfoJi+AmRyR79jRjO 8KT6pJXIi0Ly7p7gIz3xXhzJ1iUSVULCxsetHML+qhCUtAfJz4Fq4VJtFGHM woaN/qiZidtDkaqrPu/Ic/X0KSDDWyLSzqRVCTHTY17yNJKcDlJIcl5IwUSQ aQPiYlDGYKrxxfbH2R/FdRvQsSnnxZnh6DQ8H9bAp/xoZ4ajk1xuNxSKPp5S jr9DuuEhrxGZlRkWimKBSiZTTKWfUmwsKZZ+/zJMoh02QuFhoWCOCuawRGgM SipiFiSV2lEqH5kwZIqETEL2IW9IvQ3MCOXyD5qCkuJT3UIJiRlK5E9CtBUp CXIOW2IAGa5b8qKHTM9IvyDDWIAMo2AqiaMW8ryLDBCIXU2bX2LhyQCBTHVI v9+EgRK7rzCGsKIGTvTubYska5KIo8OQcCQgbMG/rJ6FeB2Ls5Cwx8hT34DK RyZy4CeZtpEeSiNNf3UCG/Ev4ggRx/YBR/JKwyXn+l6cZSRAYlYTQG851UUJ XWoeALMw+GLNKaf2Fn+4mse4rL8xBq5hC8J0JNkQTz2Xjqb5RaqWXm3yqqOE 1Esx8aVeTSxqDyWqgsnqUNzORywMhJ9kpke/QxioCWO7YPKHjL6olU04IhiL pXsCJHPy4SR5rpt++ECe35It5O0Y+SYdI1ycoPQtQwhIJkeRn34YUi3L6XGD hGP2ZMwex9lnYXgz7qCRQ0bLIx+JUMcok7ijRD6sLohSSYSpq0KBxB2l8slR COMPCZrhYUgtYiszLBTF/BWBTAUqfJRiBadYyBJOWWMJpWy+hORWJ5ahWFgu H9n8RTYpkNLyiwCSA5Y0wqTzJ0pRLJKiWBQUg+KOJHlaSNo8PeIg8/HStCLr qxDzSEYNZGhGMEcmJ5B1aMm/V8cF1jCABU5F7VHBIhD+Al74CYODLYRi2ILt +BmrimHUJg7KTEEyUsM4AkqNTMPYghFcoiaZrO1HSAZ0SIxkiCAk41BEkIBE sD2aypMM/ULWYKxWfPkFipGZiggJs0J2FiJEgxAH4DgLE64KXz8sSj/ZJi2T HvJcc2QTiTnCiVpRgo0N6N0+rZM1esN2LmRlEEaqeESwhTP58DNZBzDFQCJY D+Jlm7wjTr95JH2DdJOmXx+nt5O/0m50yINEny4AiQNkRxKnGOcdFhinPmKN R20J/PSpmJGvk0ylWCMpJSC7yiwJpRghKSUgu8qafAlmU9BwwFamwCxJKXri Ryl2i1GMmM1hQkXQqwzqwpkSDFEphYN6njwEGCaZMVoIu8hkJa2wMaZIOGWS Ulp+GTcBQXJVjHAUUgxcD1FzAiZOfL6Umm1IZimkhxtpO0nmvKWfXJF5CGQk gvhA40WYX2LeyTLC2HKx+TJuB3FyQt3A5abLl+oGMSYi4yl0FchEevJQl4yw sBERpBmsH3xz6y9C1dGAmU80Dl7e/Eay6WK4Jh6tE1/xI4KNAxsuD5v3KDhi SECmO4ruhqvEOQDiDP9UAhKHUrM9uZBdxBZolWyIXt40MNicQNynd2FoFq0J 4eeljf0XNyQxXuOtAY/WxVt40gLkvRiZskJWmLz+8SnZyJrYSG0kWh+O1AnB as5v9nqNbp/JI35KX8UKNUFsR4g4FK4NxRvEORLIFs2FRiPTOwnLyGDqenKR jWQuKHl9BlS51V5yIsggmiwCnB4bxqoTGH/hXPNagVUHOU0IEYSMipe8iUYQ 9pISz2GgJ/NKSEpsapVaiaxQPClxrIbBUDprMeIu0lnlRFxQxYRUgUwJaiZT BaSYt8yXKV+Zh1KsGCiW6hEJmZKjAK/jiP/0YbpZKCZX/lxRDO1P3vIM++r8 +q/2PBofmWyAn7CfZJq3s9INkfX6yHJVZDoBtmB7X4XLpfJ4UvO1GLUfQvGA KrAM/EL5E/YY4EVwRh4J4ie60+DX2XUdp1a3Og2BgF3o1njI0kahukSwNs45 omQNol6dr1Plaq/oQzLimhAJ4hsuQXxNjLilw7/nS7p6tF7iog5i7eJHEH6D u6+yy6XuwWgrPc0DLAO5yHdkgBoQBtj5DWAERwaqZIUZtAPqRWYkerV+8jqM oC01X87ZrerpUHV2qrtcJjfr4IJ1IYQ+mz9UL0SbY4lNSYTY4rF43WaP1+Rz atxiQ2muziEhb77I0930Y0a0MDkuJM70S7U2mf9JThxZS4RMy0mPoLGju9Lr KvMSZuEeEa1EOZP+qUiUYmI3QMWFKinFKMWypZg02oyp/qRYi+G65ndmmCJy d5kcBbCLTFbSihgSiqQocxSG17Dk46lhEvS8lD6j/GF9nBQjakzGTP0AGWvg zyw7t+PFXfvnHIRxJpM0yHREYkjb1nRsenaz/eFqstxfeu301tXt2It42Gxf 24nt2P3IwmMbn2mpmVRX/1jj5ilb98zYu/3ZrXum7jw2+3D3yo6Qjuu3xxPW aNgQFOdaGIK4leKWyKWaAWzsWdV5cPbBDVO2OJ5u3jh9x/4lx7fP3V/9VFPz tG2n1rZFmgd99tCF8p6DS0/unH9w14JDSHBk+Zm9Lx/ds+jI4WWnu7SecNNA fNNlry14vqy7ZeauTTN2IgckQwLscmZ9R6g+JjiEC6vPbHimwfawaeOzjaeX HccorL8xBoQBaideOVL/uKNmsv3Qgn1OVTdrRiOEQYqOdV0nlpxCTdFKh+Yf Obro+L7ZBxA5u/w8sEJwLy41s+p81RM1tieq6qc2Hlp2xGPzxTYlhKaI1+5n a/lQYzjcHEWkU9t9bNWJPS/v2zF39/GlJ/e+tH/r89uRc+f67vRX1RhbEc9u xxefxLGQ5uC8w2jendN375m1D4UB0cgLNaRBSWon15MThGKQL6PPrbiwbeqO vS8caF/ajVOftF4MaaP+Mo6tDOECkLyJlCskd33KiBV3kcoKpZISL04OV/mz VkDcRTqrnIgPVgRCFf5MweZnSigcxTyl3kx5S92UYnmgmCA3m05mphCfoljo 6h10XYg7NKQNZ4bXKDY8vPakbljIp3aUyEcuTEEhln1I2JQZyuV/zUoMD0Vg EWz9QQiKCak8pRXWR1MliUWN8ZhJHIt5td5NL7Ss+dFa9c80x5ediDbEIKfO BaWWLokdWHRw8TeXTPqLydO+8OL6O0tSK6XEIvVRJNbcp13+vRW2SfajS48N tlzELltnbKu8R7Xsu8uRoeEhY8NTDeu/v0Z9Z3n9JMfR+Qd9alfCEUnWRCO2 YNQe4gx+Vu/Dltc2XBQs3OG5+y0PWtb/VF3+oKn++c1b5x+wPF736u0lhknV x9e1xVou95iZvUuO2Z5u0k20mx6v2zBjx45Fh02PVmsnWaqfqd+37KjHzrCN kQ5t756lh1fcsbbsQa3j2Yb6FzcZJ9vUE017lxwSvbRUszvnbHvl2y8/9bnH Z39lZvXjto6K1uTGWKQh1F5+wTrJ9MIXpkz9/LO6B9UnVx7zmsTKuvTuw0uO ND3XbH3EhsrWP92AFrNMtNY8Ubt91o4zq8+i4miW1pK2w68em/HVl6Z9beai 7y+pmlLTpmkPb4yEGkN9pj6XxeWr8nmrfZ36rgMrD9dPb9JMNpTcX7ll1nZk W3ZXufHnpn0L9uNYqTVhODQ+st2/8IDj8Rrt/TqIHLryp5XlPym3TbSdePWE 6DuvNnJk8RHDA4bpX5j+8tdfNj1kwnbOxrl17i3TtpT8sMR2r/3IzGM476/V vZGw9MMO42bBqU/dODcuXjnFeMmsmApOSuK0OqbSl7X813YM5inkKvx8hY8v Hx4KKlYcf/1hGFIrmwmfQ4q5SzyZ8pS42HKRYkyKYj61Dx2nnrI+v4kbOjP0 4WGRYu5rFEMVQDFylOxDcnSlXjKjujg62BjtMnpucOOlj858PNQ99EnbJ3Je MmHBFB5C0VfYowHZCHPqMsLf4zvrUIG/s+u7B0USXn1okxHK1mJECcZQxBxO 2OP91Uko5oiyNYztKduP/8ePH/v7x06Xno62RHvNvcGmoL/GH6gNIDy+9viK O1f88I9+eNsf3fbQXz60/9X9TB2T2Jo4se6E+mH1unvWNU1vOlN2hm/kkX77 gu26R3T3/q97V/1kVd3zdbtf3lX3XM3y/3pl0X/Oq32qqr38vM/iYqt80caQ UMcxdm/A5gnVsoifX3/a8HPN1H+ZsuS/Vuofq2meuXPH4iOb5+5b+zPt6p+q tr98OFAXC24crH5u45zbXp319cXqR+wdeu+J0rbGmRv0T5he+uYc63NV7YbO bltfh7HLNqV66pdfeO7Lz1ufsZ8oP13zQt3a+0v2LT/w+qE3nVXOfa/uWfqj JXf9yY9/+qc/Wf3Tla2a828eep2p929fuHXW12fc/t9/+OBf3l/xUNnZitPh TaH+7f0bZm4wTDbM/ebcJd9fcmDZgaOrj6IRdr28a9Z/zFp2+zLHc47Y5hiq L2wQti/ZNfGfH/3xX9zzzFenbprf4q0VvaO6zD1sjc9p6nZbehNbor223vIJ FS/eNmvthLKalxr2rxD9jTZMa1h91+qKBytIY8a3xPssfQeXH0Tzzr9tPppU dC75YuOWuVuqnrYv/s6ikrvXHV91lKtlQg38hfJz1U/Zn/z7x+/5458+8Gf3 tata+TqWcfgr7y8vuXNNw+S6I7MPe8rc4swlYyj1gE7swqX6cgrEqAMy8iuU XD45yT9wzYzzeQpFcIgjvuxChQjLIcVEn5iZqvAGKnyAFOSv9EI963sgr8o7 dGLowwMfEi+ZvWu7fWVuqHd1F8k/+3B8UoxqZF3vufV6Sae/SiuJh6VkTgV5 oRYxC2ROBW9mjq0+Wj6hbMLfPfz0vz9VP7Ou1XChx97tb/T1Vfe6a12IXNCf 1z6mQYK7//ynT/3bk2vvX7P15S3dtq6zmjM1LzoqJpZjr9OqU0jsqXPvXrbL +pzl4c/9XDWpcs/y3Z3m9nbNuQ0z6lfc8crL351nnKw5tvqgr9opNLNcvc9b 1ed3uIKNgV5TR8tLTat/suylr79U83zzkbUXzmuc0Knyrk1z9zbM2H66orvb wpyp7FlxV8XMbyxe/pPyxpk7Ag3xLoun09KDA83+9ksLf7DAPtW2b+XeTkvH pvkbf/aX9z7yDxOxxdfgxRYU7MDq/ScrTvCbuMPrDq1/cN3jX3jsob99cO53 5yCx09GHWm+ct+HFr0+7/Y9/9OjnJ1ueNaPi2BeVKnlo/aIfLpz5zRmlPy85 rzvXbmpDK3VZOxd8f/70b7z4yp1LzmnPYvfErvhJ9alnvz71gX+aMP3bM7cs 2co0+VHNgL0v3BBIbAzy9T7Ud+uizTNumznt2zOsMx37y49cMLUiw0NrD6KR 531v7pr7Vu9cugOZ73hlOwo55zuzEW5e2ILW7jC3X9CdO7nuiONZ68aZDV36 VjSg29bToT2/Z/H29fesmval5yb89QNb5mw4uGzPmdLjtieNG19oPLrwUNeq DvIIHXbeV+Ehq0oqeZmV+u5JMa0KJIXUKDblnWIqP1lclCw9mo4PHR/65MBH Vxou4QoRKVbhgXrWdI2uFpRiVPmgGAwXWVmXGDTBGATRvBrXrkU79Y/pV9y1 4uUfvLz6ntW7XtnFNDJsE9tn73NVuxBxO9wt81oWfX/RzG/MRLJH/u6Rhf+1 sHFm49F1R7cs2GJ43IB4q64V6bEjNuLno//4KLafKD0R3BiMbhJ6DZ36CeqJ f/XQ1H95ZtucFgxMAtUehBibcLX+SHPw+KrDa3+ycvbXZiy/fdmh5cfZhoSw 8aLLHvQ6wj1mplXj8tVEuk2Bljl7n/rn6dO/utDyZMPhVefiW1/3OLjIlliH sWPed+ZN+H8T5n57bvNLzRgBHVp9SDNJM+PrM1782ovLf7K8ckLlziU7Ubzk zqTQIhxecxjFe/XOV6f/x3QkKHuobPfS3cdLjqPkc26bc99f3Dftq9M2zd2E QRNaoNvSjXwe+6fHXvrmSzUv1KBBAg0BKL49jhye+Ocnpn556r7l+9oN7YN7 BlvNHTO/N3fSF5+a/f35O17ZyTUyXH2AqXLHGvnBlmikkevWtesmaSb94+R5 P1q0e82B9qoeX4MfTeer822cs3Hi5yY+82/PbJi94dj6Y/bn7KjR0//6NEp1 VnWWa+YSOxKdps5eU9f2uZv3L9mNwV2PvqNT0+q1OT3WvgOv7FE9UPbMPz2x 6o5l6+5aVT/FseHFhtbSswG9Fx0YstKap8zlKunDNRCzRijFilNjQDHn+l6I UCwdx1js04Mfv9Z4GfAC1xBipAacUYpRFRXFYItwuSIkZg2RvvLeLbO3mJ8y W562wNrDhCIOi0rsqqfGA6ONyN5le9WPqFUTVU2zmkAoGFuYdNOTJsfzDt2j OphfgrzQptCZyjPgCBJUPFwBlPBNLF8XCNYzdc9V3/sndz38Fw+AYqEGFuaX cXhhh/FXfFN414Jt07/0/LOff7L03tKDy06ENgyCYl1GPyiGeKAuxjUmAbKa qS33/flkUKx55s6zFT2xLa/12Ri3w9embwPF7v6zuwEU0Ce6NXpOfa52Wu2C 7y148gtPPv75x4EqFLXH2gPA+ev9ILX1GSvKv+beNQAZoIyfDTMawIt1963D LuD15vmbgW+kR9We+pen7v3zewG4rQu3InO0CWHKK7e/MvkfJk/50pQDKw90 mbuw5WTFqVnfmzv535586btzty3eztT7gWnG5gLFEPI1vg71hYqHykCx5fet PqY+3SYOewMoGPCKRr79f9z+s//zM7TnkbVHUOAf/LcfgJ77V+wHvIBgNO/e pbtBK81DFbbHTSfXHG2rPNelbRMauURLBI3ZMrN54bfmTvnC02hJgGzr7E1e ozNqD6c/IQfF3KVOmHr0YSjFilP5phijDqAnA5HmSseHTooUe73pCuAFriEk IzVKMarioRgMF65VXJmIJ6vicVsUF2rrqgvmyaaKByv0k/QLvr3gnv95z9If Lj1VcupM2ZlQc4itZyGn1bnr5V3GR40N0xrOVZyrfKhy6r9PffivH57+/01f ceeK8gfKt83fxtQxnipPeGMYCTbO2jjp/01S/Vx1ZNURvpHn68TXXg3P1tz3 x3dP/D8P7Zi9JVzP9+m6uGq/29iLv5Ibo3vm75j5xWlT/unpsntLj644Hd10 Ceo2+LxVIb4hgdDvCAdqInVTWx7488kzv7pw48yd5yt6Eltec1mZXnPf+crz c7859+4/vfvFr7yIwgzuHOwydKHYzTOaUcIn/vGJe//XvUu+v+TYmmOB2gC0 e/Fux3MOVMf0mGn+bfNRkVd/9GrpfaVb5m6pf6F+1n/Mev6Lz+Nfn8MnbBBc NtczX3jmvv99H1LuXLQzuS2JlkFN+7f3Y6/H/v4xJD604lCPqQdbTlacmfFt UOzp2d9dsOuVPcFGPljPcXZfslHw6ntYm7dL1VbxQPkjfzd52d2rT6jPdTvc XHMQhxjYMbD3lb23/7fbcaBNL206vvZ40/SmO/77HY//w+MHlh1A5mhJHHfH wh22xy0v/uvUBV+fs3PO1h5NR8DmiTaG0KS8I3Bq1THzRP1z//gUWnLtHSsP v7LfZ3IxOj/5OhIhk3qiSAwUpVhxKt8UYzWiI0XRl2Lq24R0fOjU0NDhT99o fg3XBriGEI0JnFGKURUPxchrEQijsAFHEsOx9uWte2buLr2nBAiDVV9912rY ZNhwGHAY/GBTEAgDnjp0HbCoZfeXwcLDnJ5Yd0L3iO6FL73w5D89Oe3L01b+ eCXAATTAFHMNHMwv2AHbC0CAhuENQmJDxKnvNj6snfSXD7/whedAMdhbtsqH 0Gt2BmuYWJNwcuXR9T9ePfers1b8aPnJNecjGy/GN18BvKAuvfdsWZfTwvaa Alvm7H3mn6eDYrYnG46uOpfc+rqvOsjUsWfLz87+xuwJ/3fCwu8sRGGAGHDt tyd+22vu3Tpv6/I7loPOT33+KTAIgAMLAJ2aKTWQ7SkbMAcM4V/ge8+SPRCA iHawPmklXO42dqNNgMJ535qHdohsimAjQuAMOWNHNAVA06nvvLT7Uoexa+Zt cx/7t2cW/mDx/hUHIxvDwHTA5BSqA6zFzVg93ep23UTtw387cc535u9fd9TX xAktEbQe2hnt9vO/+jkyRDfg5PqTjS82ojOA4+J0tGnaoi1RULJVdQGcevSv JwJV22a1+K1u5I82dBl6QrVsr7Zz97zt0/5lyryvvaS5vwLE9JvdzrJe8i6M fGaICChG3MJSihWh8k0xTisOydMXQDo+dFqk2JsbXkcbkgE7LhVxmEYpRlU0 FAO2yHUbtYiPmHDp7nlhl+Fevfpnqr2L954tPdsyq+XVH7w6+W8nz/6P2Vtm b3Fb3QFHINgQ7NB02J+0L/neEuMkY2tlq6/Kh8T1U+uRePqXpyNEYqfZ6a/2 I/3+V/ZXP1096W8m6SboDiw90GPo6VK1b562Yc0PVyy97WXrROOpFcdYmy/W IAg1HGP1cnZ/pC7o1vdum9Gy/o7V8746t/mFzWfWd/TofX3GQLfOu3/J8V0L DiHuNDEXynvW/Lhizn8sXn1n+cbpO/i6eJ/R163v3bdk37z/nLf4u4trn6s9 vPwwCrN93vbGFxo3zdzUZ+pjahgUacG3FqD8J9ac4Oq4Q8sOWR6zaB/W2p6w GR4x4K8JfzVhxe0rsC/KPOMrMx7+y4eRAC2AfVHf8vvKl35/KZKhUqSmXrsX OeOIL33tpeU/Wt6manNZXIPbB89VnJ/2tZmTPv/kvO8u2rNkL+MI9Om6z644 fmHVyb6Kdo+2B1XeAdB8+cWpX3mxbtaGTnNvoJZBbsdXH9f8XIPcVt25atfC XTgKQhRp6r9OXf3j1WhVFAPN26nttE4yTf6LCc/+3ZM7X9qKlgw5WLShS9fD VwUQHl68/8m/eXT+V2cbH9LiWOIX3GoPeQNCXokSHoFrlGLFqXxTjNdxhFyk V5OOD50ZGjryO1CMDNDSIzVKMarioRjgJa68rWPJ7EQMxOoerln69Vc096lh G4WG8Mm1J0vvLvvWH33rP//om+vvXt9e2QHrGmmKdum6zJMss746C/8eXXk0 UMXENsXcZg+QsehbL4Nim6a3gHShegE2f+e8XfqJ+vv+9H7Y3oYpjXsW7W58 pn7F95Yu+frCuieru0rF0UHQxoBi0ZoQjDBn8QNniF9Yd8b8oH7aPz+/9Hsr rY/V7Zx74OSa1pOrLtRPaWmcshkI42tikebBumc2Lvjmq3O/tlg/wd6j9Z5Z 37Zj7k7HM46Xb1tc82xNl6YbpW0tbwOwKu9TldxTsmv+7jMlZxAHcFGexOZE r75v54KdqvvVKKH98aoN0zegXo997rGSn5YCJXsX7XvuC889+GcPAdwei4iq /s0DSIMWWPTtRavvWHNq3am2inbkuWfhXkBnxQ9X4riJTUngHm216+XdT/3r 1Af/74TpX5vdMntzt6rrxLIj257ftGVq09EF+zvWnR3YmHSZnevvLp3ypRcq J+r3Lj/Yqu5oV7c3v7ABLbnmzrXI7fTaM8ktyfOlFwDi2V+d8+KXXqx9pg5l O7Ls6OFlh0w/N0z83w9N+dzTO2ZtAaSAKnHJR7u4Gn9neeu+Obvu/e93Tf/8 8+p7y9HOXp0zbA0RX9gYgsHIEySliUYpVmwaA4p5y90QoVg6LlLs6NBbG9/A tQGukSsk5xSTsXLiV8+gGCJAVX/z4PsnPxjqGhrqHArUBmCFcCeCYoI1ErOI zjRD2miuKEbpVlhJ003LylEMRoy8EYMQPzb3SP2E2srby6snVwNYr+94w2l0 Vd6jevRvHpvyj1NX/mjV+XUXmGo22hA7seqk+mcaAEt7vw5Q8FsCAFbQETq1 5nTDM40AwYFFB10mt1AbvlDW2jxlw7qfrH/1O8tg8M0TLM1TmlZ/b2X5nesd E+0H5u1xVfaGq/lotSD6Vjb6Rd8opgBj8kaqQrw1cGDO3rI7ShZ9Y0n5PbqG pzc2P78V4YYXth1/9YzTEEg2X+rT+/fNP2x7tE7zM6P+57b6pzZsnrmj9sk6 wwSjZaIVWGHtXLQ51lnRtfWlbUu//ar2IV3Tc82Op8Svhk2PmI+8cpSr4Rkb u3nmllU/WA0A1T/dgL1Q5rJ7ynfO3nVo6eENUzfO/8aC5z//QsXPKk8sP4nb BzVF++Bfy2Sr7gE9wpZpm7FX1aPViDc+23R85YlQjZBs6UfLnFhzas63Xn76 356f/pXZmp/rdszcsfWFTfYHzZqflJ1ceNivdQ40Jb0mz5ZZ28vur1x7X6Vu snn3ov1AmG2SneSM3Fx6N1rea/IhjhKuv6sEpQWIUZe98/eU31m66Kvz1n5v 1eGF+9GSsVohaBH9o8Uc4Z7yjobHahd8Zc68f59tn2A+t/y0X+dhdH6lwMqr 5OiTs/wLjaEioZi01GATS96NEocRfet6QDF0a8nsjisN4vdiZO49GhNxaRqW f0ZvgVKMKh8UwzUpGIPEuQmu4bZlFw7NOrD1ua0H5x2E2by46SJXxe+duxfo sU6wwpg7NU5sCVYF20rbt03fVvdUPWzyqZWnfUYfgBWrF1e0OPbKsf0LD1xY ewFoQMoede+RxUc2vdDS8FQD0LDrpV2HFh3a/sKW3TN2iF8trW+HvU3WxeI1 EcHG82YmZOVAMVha0Q7b+LbV5zc/12Kb6Ng4deuBBUcOvXx8//zDBxcda13X 6TWygiPm1gfOrW4DyHbM3LNj1l78e3jxiV0v7REBtOgQysnZOL462KvqPbni VPOzzdtmbt83b9/uuXt2ztqJcratbwtYGZTz9KozLc+3bHx+0+GXD19Y33p2 1VmAGHVpL+s48eoJ++Qq7c+0W2ds6yrv8pn9icYE9mpd14o022dsx3bUa+/8 fXvm7Nk1ZzeOC2iGa8LxpoTf5D9X0mp+rGrtvRUl91TUPF2PNHtm7tzydPOm JxrcZd2CiUnURlFIJAO8Wubu3DJn556F+3e8tHPLtC3I7czKM2hVwSHEGuOR 2ohT50KpgLa6J+rQYcBZwAna9vzmqoetjY/XdaxtRW5he5Ax+NCSAb23u6Rj 1/TturvVmrsqt0zZBIr1rO8qOLYoxSjFKMWockIxIAwheagIo0Fe8TvLnM5K J/HkHqwSODPn0np6y3s7y7qxhbMFscWj97lUrp7KPoRunZd4ve9v6I/Wxcm/ rIkNVYd5C+83MV6tt1flRA7dFb19FX3InDEEAlqfOFPOxMWqIvHqaNga4o0s fgqWICI+tYfVB8jG3rKe8ytb20u6+ypcvSp3b7mzp9Ll0wUYi+jby2cUnaB5 9OLSuH1qlNPZVd7XvrbdqXEHrUFSBtTFp/Mh9Gg8KEPHug7UBXHcBSgntiMl QuKD3q12Y7voe6Um2lPWQ+p7YW3buRXn0A5IidrFamKoL+I+YwAt0FHa1bq6 9czKc6gdaor6slY+6ogiDWNketTOHr3n1PrWoytOn1/X1lXS1bW2o2dNh6e0 N24VwiZerLg1GHSE/VXBboPnfFnn2TUXzq2+gFr0qcX18yO1sXhtnISoEVob LY9/z646f3b5Wcitcl1Yfq59VWvIzCdr4mg6r8qNOGdgIHeFE/+ee/UM+OWp dLnK+wqOLUoxSjFKMaqcUIzwiwjxq96u7VEeJNJ4YNVhMGE5B5sGYbdhzEWu wd5agzDy2J6sT4rWtToi2AVsQQQ/E3UJslFEnpkjibE7RFKGrMH+2gQhF7AF Gw5LC6L5NV6EhGWww4RxEZsAzIlOn6+tqE9Wbr/qs1jPYCN+xmuTibp+4oIk 5USGBUQGGgdQEpQBCMOWlLuTBEoFsqBUiAO7qXV9/dhCakcqiEJiR+yO7Sg2 2QspsQXZAnPgFP4iyfAvNpLKkppii4g5uwAAYSNj4ZItl6IbBoSGOLiG6oNc CVv4cl1/3BTkteg8uAN6P/4KNybYmrDLHAA6STGQs0hDu9iXQDnT7RkR3Whe bWHWyKAx0W7AVsIRQ4sBYRCaFw2LEP9iO5oRf2EL/io4tijFKMUoxahyQjEm NXWWfDpEXIKKa1KZQ4I1zOhZj8rr0/iD5lDEHsUWzsgHdAx+Eq+UxMVktCoW dyQGGy4iTpxXhiyC6HrSIrAGDiFE3FlCiBNnl2FrmHhgSVswsgoW7iMu9f01 YEqKh+1IjEOQAmB3ckQcAvngJ/IE44j3TKTBFiQjBSbHIkIcQpEQJ741r09D 9iL5k0qRw5HEJBk2Jmv7EXdVuL1qn18bQAL8JN42iRBHy/TXDSCOfUkLRGoT LiPDOCJCjehgRfRtrWOj+mDcKIj+O9SMONddLzr/CliC/iqBEVGYIC2MSiEf NDsOR454fZWJr0+IN/LpTggiZBZ93BbFyJrMPCRnlknNl3au7y04tijFKMUo xahyQjEy15pMuU9jxaf2RVNQILadsAkGGXFYb2wERGA5CdQIMi41XUZ6/AsL D2MLw0v+JdjCvtgIIEKIMDomjU6yiiPiML/91QlsJ59gJ+wxbMFthZtL9P55 rSSECwSIxHEzieAv5IwjkjQEqe5KD4okQjNVF/zbW9qHZISt+InyIDFyAy8I dkntQBBEsC+2kGTYixAQx0Jc7rgEMWmYkkMDSa1lPR4zx1eJ7rNBsahJiBlC xP8UWNZvj6PBRc9f+oDPGuRrRC9g2JccApmTzsPvnVNfOzQRMoRhIR0ANCan vdq8ZCUW8hc53WhM/BzFXERKMUoxSrGCm/dxIqUUSz9LTD9aFG95HRO1YTAC Qx3mTSGilGcc0SEpNkJBs+g9h0UOqS3J2gGkZ/Sw+eIXHIhDSAORfZES/xKx Oi6g8gsYjFiiMXMkpOODWi5iFJK2OLYwlf5AhQ/bE9YYp2ZYVSBiDvMpIpBx E2CRpmqaksTUp2mCo+O4KAwOR0ooulKFGdcEyBbRDShuWFTZhIFnJGyLknoh Hq3CkCpOtvi1GAQhW5Y4AMK+qFE6AeLYggTIlihdU4T4F2kgwR7t1fmZqggv Os3keEPwomPgoj0pqNiIhk+YIv32RLwqEbJFApaQzxoK2MMejR8FIwciTS3e rdUJMbdUw2ILaW2xeBoG7Ym2QjNCYUMoagqjedF0aFJew+IvNCxE0gxUJQuO LUoxSjFKMSoFFNPw1yg2PIxaIqnV89jUN7Ci0QhjmGCNBo0h0T6rRZsftkQi 9phgDsMyJx39sO2MliXbYVfBO9FcW0TkkZSJ6mSiph8h/oXFJv9iO1KKRtgc RuY4FowtwRbMrL/cC3gBZ5drL8L2utc7EQfFYIpBt4u1g9gFgxqYegxzAEGM kmC6xUeFokNVHv+KgyCTSDTEYf9xRNh/lAEhtuMuwHaUEFtEwKXcsKIkKE/E mqKVWnS3R0qIlPgX8f66QWwHKZAS+SAlSXOx8TKn50meqF3quL8P0+2G9GgB hEjp1gb85qBL4+9Y0+UsdYHRcWPYt94V1vKChkM1SYFDVTEkc4vjPj7uSL7W /PqVDa+jzClv5qB20FvpA7ZwdJQZOYuUxBlERXDWzBHAC82FdgMW0YBoRvz0 lro9JS78xFEQR1OLOCs0tsaaYsSfS8pif3ZYfGJH5c/rZqGYjGIRbQx4EgxR QrF3j7831DH0afunwygWt/aPDcUo3Qovhf7UiNe2LEPxVJoimaFk+pFXxJKS mJ5PlS3bEOmNqcHmjYXkLeHw0CSAGpL1lQmJ+3IxQ5KzODv0OmfcV8fFqX/T ybIv5wgqOJ6KhIbXFMguLF6WZRmOjmLkdSog1b26E8wSv3ouYoq5zZ70WCxi SFCKUd2glJ1fxRSTWZNETqPIX0ZglrQUXecmIVflUaqCY6XIKDZe1vq4tSnm r/F7bB5QzG9iQpZw1JwAxYKaCKUY1Y3oVqWYYAxKyxBWIGOIUoxSrHh1s1HM 5/C5rW6Xye0zBoJmIWISl1vk1WFKMaob0a1KsZumPJRilGLjhmLeaq/L4nIa XV6DOAkKKQVdjFMJlGJUN6JblWJk9qaEdCEFEt98UYpRihWrbjaKeao8TrOz z+D06H3iNC1DNKSNspUhSjGqG9GtSrH0wibDpQ0qkI6jFKMUK17dbBRz292g WK++z63zsgYeCYKaCFMRpBSjuhHdqhSTNZgyXzQo/V6PUoxSrPC6CSnWZ+rr 0fUSioX0EUoxqhsXpRilWDGIUmw8UMxb7fVV+fz2AGtNrS2AlIZESvmlmNwr A0rD8Sh5yhSKGooNpsLypFR4Iz9uJUcr2fQFJ8vYUgzylLnI6mRgWc+aLldJ n2AMil4yD3/6WuNlbOxd2018quIvpYcgN8LNTjE5g0YpNh5FKUY1tqIUoxS7 ccl9SkMpNh5FKUY1tqIUoxSjFKPKpSjFqMZWlGKUYjeuiCkqKUqx8ShKMaqx FaUYpRilGFUuRSlGNbaiFKMUu3FFzTFJUYqNR1GKUY2tKMWKhWImIdsQY58i o1jMEpcUpdg4lYy/s2vWfljI5oRivPEPxF0nRsco0u9LlWVYaDM+zqWYYje5 PzKlFGNVAW+py1d2lWJda7v6SvuCpuDQ2aFPj3x6uekqxQIVXlbld68fJcVi 1mjMGskMoxYoHBHd5IWAsJQLeNHF0ghr2vur/T6bP2BmyQpUSBYz9Qs6EQTp 6RYRU3TksZIclZQqr+ik1CtqKfF3JgcsuZwFfXCY3y6CLcbIBQys18CIMrI+ E8dYQ6xN8OkCfm0g7TAawk+I+0PYXU+9lLkbzlw5OudsDEg1JrqGuZvbH1mW AsLCWp4t8wRK3UEty+rZvgoXhHtk6PzQx0c/vbThik/tA7xCaiaq49lyr1Iv ZtcoFpEUEJaimEDcHqUoJt44lGKUYreSbpxiQA9r4kO2MGcTApag18J7zJzb IgpxFiwz8QCcX8+IRNMziEPYmKnrKDZcih5jUooVrcbVWh+gWETDM6VuJkUx Rs/2VLogdPNAsQ+OiRTzXqNYTMtzlGKUYlTKlSuKhauioeooZw8H7ILPGvRY eRFkJjZcExfsEc4cTFMMozb8pBQbnxpvFAuruUCJK02xXpUb8pk4SjFKMapc KVcUC1oFjMVAMaZKlL9K8NlDwFm8YSDqiONfMhxDCIThJ6XY+NR4o5igYv3r nQCZ+ETRwPWpPZDfzFOKUYpR5Uq5ohjGWT4jG7AEgTDOEWUckUB12G8LRWoT GKYRbAFhZCBGKTZuNd4oFqwI+Nb1AWSEYk6NF8JtQilGKUaVK+WKYm6116MP oJMZsAsAGQZibgvnMjIBcwpP5uAwUYqNT403ivHlfu/aXoCM1zCEYm6dn7UJ lGKUYlS5Ug7HYv7UvERQzGvhew3+dpXzfElXd4XTpfJgFIbxV8gWTg/KKMXG p8Ybxbgyn2dNT5piLq0PFOPsYUoxSjGqXClXFOMtIfJeDBTDEAwIO7W27eiy M+fXtHeX9oJx4Jc4A8QWZoycV+unFBufGm8UY0u9oBiGY2mKefSBMaMYgVeG ZL8X8zl8faY+p9HF2YIhS5hVBzmVgJSF8pI53qikzBorT3+zlFMuvVIppRiE sZhbH2gr7wW8ds4/2DJz18Zp260TqvfM2tdb7gS/QDrgDAjDWAxxEXypR4vk WzNx7sfVD5+pblndqhQjdw2r5hAPVDL+ioCv3O8v92Is5l/vZMs8QS0LYLWX dHeV940wR9FfJvrExO7IROSgmiM5j3x0SjFKMUqxG6eYS+VBJ7O70rVv0dHq JxpNkxzN07YdXnqq5flt5gesdY82YESWrB8AuTwaHyEapdg4FKUYpRilGKVY cVJMHGQZmLOr26oeb1h824plP1i3dfZezhHdN+/Qym+vXvqNZccXn7yy6fWo I46UCCnFxqcoxSjFKMUoxYqTYpHqGGcTQDHLpJoF31i69L/WbHlpD1MV3jR1 a/kdleq7tCdfOY2xWKwmgcSCPUIpNj5FKUYpRilGKVacFBPnH1ZF3PrAwSUn bI/WrbtLtf6nas0D5tI7Kzc+03J2+fm+ChdQBX5BABal2PgUpRilGKUYpVhx UsxZ6WatoVjDAOeIHl9xTv2g+cm/f/6Hf3TX7C/O3zVjD/nw2aXyAFugmE8X oBQbn6IUoxSjFKMUK06KudVeUCxSl2SqwidWnjc+Uv3iF+fe9ycTpn/hJfvD 1W1rOgityNodBGGUYuNQlGL5oFjEFpFUyBzKlOiiRaeUYsr8lxWbCo6nAtAh e88mSsObn2LEH8owV2LkvViwKuI1MGdWtW6Zudv2aJ3uIav+Acu8Ly5Y/p8r mh5vdld64o4Ea+CAqkRNMmgOQbwpKO5u4Bg9S/y2UIrd2lJMMUX+yAoXineN VoQO4iLFKn2EYizAtN7JpCjmU/s613f3lPX5UxST9MwyGoqpA+RuylIhk0C+ ZQ7pI4yeizck3zn27lDnEMQ1cG6r22Vy8/aQYI1wmlBIG+23XUpRTMTfsFDG r1m04Nga73ST9iYp699KLr1Sr5QFb6hsxKPKJuH6OyI9qgpXRRF2lfRsm75L f79Z+zNjy/Pbzi4/r/6xZtrnpi3+yuK2lW2/3fnbeHXcVe4KmoLDHGv+Hosy 1o9+9XxrSDnF0iz7g1DuLsvac9kYhazK7ytzM5U+XJOsJtBb0kuuf+Il80rz lYDK5yoRV/YQ9Hygwqt4GJg6Svo2zEZBs3KKGQXJh5OyTzILjadxTTFDUM59 cM6s5U1OMdwCkrdGvDYJkKGr2fTkhjXfW1dxp+rgvMMYfO2dsXfl15cv/uKi vdN2R8wCbmR3qRPXudL2pBS7NTRaig1XvvPPobzlbqCKUMy5vtdT5hKMwaEz Q0OHP3296SrFuNQV7q9USDEyUKUUu9UpxmuDkqIUGx3FeFMoc2lfsky9YI/0 VbhantsCiq3/QemeWfvCtsipxae0d6hX/+fKXVN34IbFfYqbmlJs3IpSjFKs eFRwi5qlgrqQpCjFRkcxzii9HL2z0k0maZx+9WzD403G+8z1jzXum7V/63Nb 7fdZGybWda3qSFbFcf/itsWgjFJsfIpSjFKseFRwi5oXUYp9FsVYw9WphsPk 0fiIH2eXynN+ZevBeYd3vLhry3Nbt03Ztu/FPe3LW3FtDziSvI7FvUzHYuNW lGKUYsWjglvULCUYwpKiFBsdxXDZY8CVqUh1DCMyr9YPEa4h0lfm7Cvtw31K rnncbriF0QgJe4xSbHyKUoxSrHhUcIuapZSVn1LssygW0IkfdmWKLPBLni4i HnXEk/UDgw0XkzXJ/uoEblvcoVBQzyE+ivakFLs1RClGKVY8KrhFpRQrKor1 VbjAr3htEvAKV0XJp81h8umlgfdVeHAvx23RN5pfQ9i9upNSbHyKUiwfFCML u2WpsC0qR7FAbcBj8ziNLq/BD9jFrf0JyyBSxi1ROWBJq8i8Xt5cNMzeG6m0 TMK1b8FuVHJ3WcFJlCeKEQUMLGPkRH+XKYqJH5QZc9RuMumJoYB9IMl4HYvh HqTUuhaKkpTCt7bIJYrrkzyCcJc6gSp05OQopmx1AvIJqpahFKMUoxSjFKMU o8qHKMUoxSjFikqUYpRiVIpEKUYpRilWVKIUoxSjUiRKMUoxSrGiEqUYpRiV IlGKUYpRihWVKMUoxagUiVKMUoxSrKhEKUYpRqVIY0OxsC2SvSJWUCweMyVw R1+j2PvXKMZ4bD6n0XONYomEpR8pFVMs5Z9FJNcfhsTGjnU4OinJn1Lss6XE f9kYUIw4ApMUo2dZA8cZed4UvOq6hVJsVMctuPmlyokEPc+q/Jz6KsWcZU6v yhu1R+U8s/zef1OWYeookt4w5RQ2haKmcMwcCYlL8bDxhoF3jn041DEEBWoE r43zWJiAmResYXAHKUM6PmKU9Bn9mRruj6xAoaxBGwlhuchf8XFzotxRTFaj QJi4Y5Zhzlgm1/cTl7WXcQ0mqULRodg03upLBYFNITXDlnnYci/xktlV0uOs dHM2Yah96INDHw00XmT1rL9cTBBSBcTEKvKtdLb+1IiU8iVuFGLmsNgJJBQ7 +vE1ikW8tqDHzF2jWCQKk6jjRkuxYpEymqTAlJP8KcWuIUxhefJMsXy3T8Et T5403upLxaUoJqQoxqUo5lX7Okp7elVuNkWxdw+LFGOuUUyoDAi/p1i2a5UQ UYpRilGKUYrlW+OtvlQcpVjRiFKMUoxS7MY13upLxVGKFY0oxSjFKMVuXOOt vlQcpVjRiFKMUoxS7MY13upLxVGKFY0oxSjFKMVuXOOtvlQcpVjRiFKMUoxS 7MY13upLxY0hxRR+khxJmiMJaxTml1Ds7SMfDbUNfdo2xNbFfPaQ28T6jGzQ nHKCaQ6HDcGbnWJKKaCUYkpBQ2zsjX7drJxishS+RSmWs/LkWXL3daGomu/y F9wyU2WvUVAMu4ziQJRilGKUYpRiuaJGvstfcMtMlb0oxYpFlGKUYpRiWSvf 5S+4ZabKXpRixSJKMUoxSrGsle/yF9wyU2UvSrFiEaUYpRilWNbKd/kLbpmp shelWLGIUoxSjFIsa+W7/AW3zFTZi1KsWEQpRilGKZa18l3+gltmquxVxBSL JqwxmLurFDv6wTWKRXx23m0OXKNYNGaOhA2hiLHg3lWGhfmkmFGxZ5biopgx Iuf3RK4WefecUiDPLIWmWLa1lruvKcWolEjO78kNhTdAseyPIkqOVgl7DIrb RB+XUUs4Yr5quOIGaS+Z3mqfryrgt7OslQ+aReMcMcQgQSfe+6LVTVnsiDks Wl3LNYM/5qFcfXNGMUXlyb/kDHJuym+6ZtuzDEfNjrzmX1wUCyqob5ENDCmt bkIp9EqpJOQ1rPKvngOiQzEVOywc2UumcoolY6b+kD5yjWLvXqOY11fl89sD 1ygGhCUgQSca0vyNHZTyJeVLOs8UKyaNhmK5yP/W1BhQrNjKQyl2a0tyjZoc SaSYilVGsUpWxFaG5NbSISCjFKMUy0f+t6YoxSjFbjFRilGKFb0oxSjFikFy VpRSrMCiFKMUK3pRilGKFYPkrCilWIFFKUYpVvSiFKMUKwbJWVFKsQKLUoxS rOhFKUYpVgySs6KUYgUWpRilWNGLUoxSrBgkZ0UpxQqsW5piMoqCYnHzQMQU 54zBZNMAKPa7tt993PpxoDbgtXs9Fm/AzApIaUlGjcmQNhoxFAhYkhqTtTWA 7DSsEcHPHFKj2FR4slCKFZpQN0IxqtEpZ+1cZBTj1UoOQSlGKZYLFZ4slGKF JhSl2NiLUoxSjFIsVyo8WSjFCk0oSrGxF6UYpRilWK5UeLJQihWaUJRiYy9K MUoxSrFcqfBkoRQrNKEoxcZelGKUYpRiuVLhyUIpVmhCUYqNvSjFKMUoxXKl wpOFUqzQhKIUG3tRio0txfLpaYVSrNAqPFkKADI+b6FC/zKUYuNVuWtnJZ5Z lFMspBYpxqYo5lP7ukp6nJVuLkWxDw6JFGOvUSykCoRE/2IKPcXklGI+h89t dbtMbkKxhG0AycL6eIpiobx5vVRIh/xTbLwp39QoRnoq8v+lKBwNUscXxYqt PDc/xdIsyyZUyDItK+iDrMrPqQOCMYhMnGVOr8obtUeHWoc+OvjRxYaLvI71 VXgCFV6kuc7Rc9blSSnvFDOOysNynihDKUYpdiuJUqzQ5blVKJa1FFIM1yej 9rOaqxRzlzr9ld64LTp0YeiTAx9drr9KMWxEmlGXh1KMUoxS7GYVpVihy1Mo UYpdXx5KMUoxSrGbVZRihS5PoUQpdn15KMUoxSjFblZRihW6PIUSpdj15aEU oxSjFLtZRSlW6PIUSpRi15eHUoxSjFLsZhWlWKHLUyhRil1fHkoxSjFKsZtV lGKFLk+hRCl2fXmUUiyijUWNScEQBcX6mwffPf7eUMfQp+2fynrJ1It3GapA oBAxC1FLGJKjhtyhKcVuLlG6FZZiueolFhvdiq08lGKUYpRit6ooxSjFKMUo xSjFKMVuXlGKUYpRilGKUYpRit28ohSjFKMUoxSjFKMUu3lFKUYpRilGKUYp Ril284pSjFKMUoxSjFKMUuzmFaUYpRilGKUYpVhWFEv7Z8kyVHojFxoHN6lu ZYrlz9MKpRilWJFTTJE/MpFifH4pNirPLHIUY+tZUMxt9viMAVAsZknGTP0j fPWs8LifXbBhobxXMkqxm4lWSimW9/Ln1eul0vqahFxRTGnvMd80yTeVxhv1 8sCyrEJZinUOfXrw40t1g6AY/g3qOWjU5blVKJb92I1SjFJstOUfxVoZlGKU YuNYlGKUYsUvSjFKsWIWpRilGKVYwTFR5KIUoxQrZlGKUYpRihUcE0UuSjFK sWIWpRilGKVYwTFR5KIUoxQrZlGKUYpRihUcE0UuSjFKsWIWpRilGKVYwTFR 5KIUoxQrZlGKUYplT7FAbcBr93osXuIlExRDspA2qtRLptK7qVAUi1nikio4 VijF8ijl1MhvO+TaSyZZnSBiFsjqBKO4jwqOrTFWwTFR5AKkgK2AykfaylPm AtSSVfGh9qGP93844EgCYfgXf6UjlGKUYpRilGKjEHrCw0A28ho7lGKUYpRi lGK3hijFbhmKZYIMohSjFKMUoxS7tUUpdmtQDNYGIiADxdILn1KKUYpRilGK 3dqiFLs1KJa2OTfIsoJjhVKsqEQpRilW/KIUuzUoBhtCFhUnFEs/XaQUoxSj FKMUu7VFKXZrUAy2hcyIHgYySjFKMUqxm55iMv7LRGZZo5lhZsqRwtHa0uzz D5lGISH7kDdAwezDq7b3hkO5Wistv+JQxprJW/VgTuorG+bIGsOAEIoNAxml GKXYzUuxhD0GxW2ir66oJXxttpKg9KvnuCWqEJT5ppIypfE9LJTzXxa1kOYi U5QFwXi1t5yZQyqMjgZhUseVDGF1g+aIQmGX0I2HuDw4I58Z8jLeuBTVS7a+ uSj5Z5TfqIxi1/WFsgoV+i8rvBm/SSVnD/Od/60qMpbPVEjuq+ecUWwkL5mU YkTkq5lMjZw+PUU5RTHxqpbNRzHCFIxtU1Y9wmcvi5BS6MbFmvhM3QAFsq9v DgpfqPKHx99YplCiFLtFKKbhIUqxkUW+msmUUorJ5kMplhKlGKXYWIpSjFKM UoxSrAgpQClGlaUoxSjFxg/FyFczmVJKMdl8KMVSohSjFBtLUYpRilGKUYoV IQUoxaiyFKUYpdj4oZjcVaqUYrL5UIqN2J6UYlT5EKUYpdj4oRj5aiZTSikm mw+lWEqUYpRiYylKsfFAMRnlzEumnHJFMaX0KRQ9ySIMguHqlPuIKRo1x6Bb lWKMLo/WA4gJ2yKCXUKS5YHkyu/XM4yRSydABD8DOoaU//rFBq+nT/rnZ3o2 yZW1pDTMrQqOgyzpkCvlu/whSrEboInSu55S7NagmGANh2wSohSjykYFxxal GKVYWkpnZVCKjQ3FWD1LFk4fppyYIPFxn0UIWiV0q1JM7jovOA5uUhUcW5Ri lGKUYkVOMc4g/aQ3JyZoHFKMKrcqOLYoxSjF0lL6tTKlWGFnd+REyJw3BTmz hG5Vism9/y04Dm5SFRxblGKUYpRiRU6xoCmPT8DGIcUkH8/m6gntOFTBsUUp RimWltJVfCnFxoZiKFL+rDpvTL16kwHWLUmxEawHVQ7bk1KsmCkWsUUUyBoV Ta45ypvE+zq5oT+TYl6TD3d92BYNW2JBY1g0pBY+e4XtgqQUZTJSPqlPijIV tkUkpfS4cvnLKeXvI8ibwimHIJGQJSxYY4I17SQlM1TWnqIFtoZYi5BtaOUV KiSpgJnPFK4Z+XbgcyLGyPhNEgqYWUnJld9rwF6cWOZr1cFPoI2AjNWznIHj U0NLXOEQn3pYmv4pWISwNQyF8l3fVHkyRcqTC7EKlavjFkZy7Vko+TV+hfIq EqPzK5Sy8qNJUaqANoBbAz+dZU6vyhu1R0GNDw98mKxJ4i+f2oe/SEQ5KEXP LNGqmKQkTbpgj2Co5bekZA9c2n7509ZPh/qGhjqHgDAibIcYG0vEV3OS8pm9 kmJsAUmFaoKSkksvIxSJZ6yhbIXE4i55y//3EoaFPhPvM3GZYcDKBKz+TMkV iZwOv53NOlQk7ML7baFMecycpFIVyYFcOr9bH/AYGK+R9QORliAajbUHPRa/ x+LNFOvgpBT0Wlmvhc+UZKVwCAIyOTF6ljVwXOrBpiiM6RTWS+4KQR0lJQ4Y DRIaoZCSksyENTKcKSApwcbLKCRYw5m62iAZkkwMKe0NyuUjXS8DpzT/XOUz CpGGEh8yGDhcYCOdR71f7nwF9F5FksuHM7GSvSm5IjnLXV61j8QR8ai8iKA6 Q2eH3t79Tqw67tP4sZGEfWVOuS9xRhjrQZHqmKQkPx0NVgmBKibgCHhsHrfV Hd0Yffv4259c+OSDMx/0Gnsl5TQ7JeWyuCSFnCWVpuQwyeUvI7fT5HeamKzl F3fJRf49ep8iyZXHbfWi5TMl155KJXceZdJ7eg3eXoM/Uy4zm1fhEH3GAIS4 28J5rLzXFvTauF6jU7L8ko2GxuzReyTbn2Q+TE5DQByj6SXk0fggr9bv0wVE 0hlYCAjDLpJZyUnuUpRs5D69n4xwM0UKcMMKMCY/Y/JmqrusXUqd3aXd3aW9 mepY1yUpycRQT1mfIjkr3ZLqLXdKSmn+ucpHrr4jq6ukp3N9N5qrfW0n1Lam Az+l1CmeAqlT01nSqki5Or84BbgpxKfxBhYRCBH07oZah97Z917UEccW3DhX 7xdtYGwoxlWxXC3rr/J5QLENkXeOv42BGIaH/VuSkhrY2i+pwW0Dkrq885Kk Lm4flFRyc0KBWvqTLZeSm65kKyTGLrnIP9I4oEjxDZcktHFQrjw4FzlRqCEo Ken0zbFgXTRYG8+U0voqlVCfJAo39ONntGkQim0Y4Gp4XJ+Z4us4CdUGA1XB gF3IFFsdyRRfFQlVR8NVEiJzSHB7kon9IVs4db9EWJtE5iNIcgwISQ8YzTwO IX2rSn1uMIJk3huyvBUKZCriCEpJiFRHsrcnkJz9UapYTUJS8dqkpJTmn6t8 JD/JH1nkBOHSIpOUQARIJnEoaOOCNiZTITurSJKZIHMcQvLQcu+XAXq32ouu HYSIS+VBBLUY6h764NBHibp+/ATIxHcNVvF1ydhQzG/xMY4AFKj2A1KfnP94 yD80xA4NORWqR0Zy6Xtl1KVEnUOEudmKpM9J/heU6ZOzUjo3hD7MUNvvMvXh mQ9yovdPvScp6fSnP3r3+EfvHvskU+8c/TivevvIR9D1W8TjHv/o14d+8+vD v8rUrw79UkIHf/3Wvt+8tfftTP1i3zuZ+tXed97a+etf7pDQG1veenPrL6C3 tv3yF9t/hS2/2vmbX+z6zRs7fvXaTgW6tO0tSV3c+mamLm9581LL61c2Sejy xtcU6dKGK1K6NNjcP9icyFSsVpBSJFYjDRSl9JGcaDqC5OgsZ12V5p+rfCQH 8p8pYuoxZgEICAtkUvo9WpdH25cpv8GtSJKZIHOfzkeQNEykYJki4yzSUGTA hQhQMuQe+vT40EDjRRSbDNbERk69OxsDiomTN6q5oINn7Uy8KfbukXdEuw2a 9MlIjj7dMpLLRyndRpAcQDM1iszl8perr5zkqCpX1LYcqVNGI+zSWgQi9B/F jueHhs5J6ay0fnd6aOiUlE6mhAgSnEklPidm/rszyvTJKWX66PjvPjmWA/3u xJCUfvfhkfc/PPJupt4/9LaU3n3/4PvvH/wwU+/uf19Skokh9AEU6bd73pEU ehSSUpp/vvMZQegXQeggoaf0+uY3X2t5Q16vXdo4eGljf6Ze23xRkSQzQeY4 hOSh5XpH6FCh5Kg4+nWkm4cIzsuQ6/cUA+kICr2paR75pphgF3xGX2pahZCa jOGPNUavbHvtyrbLl7ZAFzPDi5svXdw8mBm+tv3117ZfyQzf3PXWm7veyAzf 2v2Lt3a/mRnKpZcJoV++ufPX2QqJc5T/W7t+o0jo9kto329/cwD6dWb4y72/ +uXeX9x4+NuDb//24G8yQ5n00G9+ueftTL17+KO86v2jn0DvHfkYws93Dn34 9sEP3j703ntH33/v6LuZ4fvHPnj/2HsZ4QfvHf2QZDJMkgd97/BHchTALQnB 8l9lGcHZ6aFPFVLp45PSkkz86bWjSOiMQp2XkfjvpxKS61XK9UKV9lqVdh3l yiP32ERp/rnKZ9S94u5rT3tIh7ZdobJ/ADVy/nLtIJMPbgrxaiQ9Q9IDPJvq PZ4bAsvS78UQYuA2NrM7IJfWE6oORWpjwJlT40bI2YKMhcxn9meGXgPkzQxT k7TZzBDDvWBVMDPEUTgbd8MhJChUbvJnLEFF4u1hSYWqoVBmKNduSsNwTTRc E84MZdLLtlusvj+vSjZdTDQOxhsGEI/WJSO1iXBNHMKVGamNZIaJxv5EYyIj 7EcOkkKekhpsuiSp/oZBdCwhxC82X7604Qrpiw5suKxIgxuvSOpSy+uSkuuW o9+uSKSfnKE339z2+pvbrmTq4oaklAYuNl9E9TNFGidTkokhpU9E5dpB5knp lRw9cVWcDwZToxAqQp4Sk4PKt8/lKy2XrrQMZurypgFFkswEmb+17S0yNhwm uZL/etdv39n33geHPsL4GhEIkY+PfooxZqKuHwMxZ6WbPHUEyJzlrrGhWE9Z D2x1vDYO6Pj1fsbCYYCGLZHqiOCIZIb4F7YuMwzZQrw9lBnK5cNbxK+TchGK n/8oCXOTP8bLHn0g+xBn1qX1ZYY+nc+jlwhxLtA9GPtQnAamcmeGcuXPVSg+ TjeI7wsQF3txag+O21PpwvXZVd6TGXo0HnTApELp/CXrNYK6SnogMrmut9zZ V+FKz5HrrnBmHypqT0hu7tzIpc16Ll+v3HuWgNEjJZijgOR0R8mXKZDc9Ei5 9ErzyXf+SvNR+h4tvfIMmeaXfk0mk5IL2XnJ2Rqcxa9IMrM+eKXvPVHykC2c ntkStAqIgF8IUREybxP8QuFRwZw/URyZbuTbsWxC4rUw+zD7nHN73FyVM1f5 i9+GpD4FyjLMd31HODqZIitOMteI88wZPSu+qzVeW8ReSUi+sRI/k7EKxMeK XHkCOoZ8ujUsVFqvEUqSjpOaip/qpN5TZ79WyfWLluQplCsPmcl2w2LkZtqz Zh9sXXryGyL4yZoDrIlVtHaKnOTmOeQk889cyyUTHPkup1w+pK+StTxyvQ4i t6bXpe5xqrqhvsqu3opOn97l1TnJX+mNPeUd2CglN/qukuUks+izl2Qm6bVx lEopxa59AR3NMry63ETWYfY5j/a4o1O25czVp46ftWhDcFiotJ2VhplHJCH5 EhMUExGm8YtffFz78ncUAjtI9UMWYeSvX+W+spQ7X/L1ki5J+rPW68tGIKuI Yrlao0O2xUZF1azFimAy+yRFKTYGFFNIBy9AIwMg5zCQAVgQ2UI2Xg+4W51i 0YgVimcZhkyRkEnIPsw+51EeN7VAUKYEmE0ppXZUUE65/JUqCHsuKWMopfCw UGk7Kw0zj0hCPuVshSwgEyAfLaaWZhqdJFdwkhQLVkpJ7nzJhSOvRCR6QyMr GKfKI65BoZxi+VsuaQSKje7JVeYTKs7CSD5xyjfF5J7gFRvFclXOHD2x9Pn0 HgyvMiUJMgIsEiEUI0RDGjmKyc20v4koFq2Kp2y1AqVshQIpzV/5caVBRmzm cFkUl3MEUOaAYlfZISGl7axUcsclIIO1H2b2800xsFJCel5pvXiDdFHJ4m+k OihMxBaJVcXi1XHyHDJLiuUVYVdbTKY8NzvF5B5yFhvFclVOuXxyRbE0y4YN vnrKO3orOgnL0vxKUy+TYuJwTyGwipNi4nr1WStsjCmSosyVHzcitya83Br+ qcXksy9nXNGa8yNIxrNMOGKKRkzxTCltZ6WSPCgKg/oKxmBQzxGHIIiQdd1H t6L4Da8JH5Q7X3LXA3aRzIrVBHB3kOqgGHFbNFkVTzgSo6BY/hZgH4FiStfu kFFQbi2IfFOsUFJKsXxL6Yph4gQbqYk35FvmTJYppZj46k3qlRylWDFQDGZK SjFKsZEphiIRpqSdM5LC55tiMr68Q7miWLo8pCS4GBL2GIZjlGJjQ7ERZusV FcVyVU65fHJFsTTLhj1dVPpE0a12S67RcXNRDLY6bh7IXhFDQpEUZa78uLGI UYgYQ5lK2mJSiou7KChnUi5/pYqZw1KKxEyJmKk/U0rbWakkDyoWxhyJAtyG oKDnIUTwE0UlP5UKu5Pqk0wghe0myJ0vuetB0AclS4ICpMsAxS0RKGaNKKWY iMJRNUU2EjsPMuUZxXp9kuvyyc3czjfF8jxrJWcUy1U5czTXVHZOKZEkyBTN 7nCpXC6VJ1M3G8XisNXZ62YZi6GnLaV4ocZick84cYicjHlzdF7iUUsEo5W0 s+b04CXfYzEZCbkai5HBOGn2tItVwSLcLGMxue89FUoQqoKSArA4S2p5WBFz PCL4OQYUG5s5n9lTbLRzjIcrN/mYWHmPKgHW6GcMPiig9/p1Hp/WDZGIV+Py qJ2uyl5nRU9feXdvWRf5N1Nulctd6ckUmaKcvWR9G+WUYuRbtqgjfnVqYlWU fBIVgSFVIqRPTUEvHkl7w5RXvvPPd3nyKzm/S4Xz6yRISq78cvnItb/SPnO+ 20cpmOTKPxLIpMSLDlglJZ2/Usn11aVn9SiX3GyZq98GZickztWc5FzVizMw iiTnDdNd4STyVLogr8pN5CxzSspT6ZGUnDdPOa+ao0DYaChmkxwjSCtyzbcm 1a2qXPWxlT6ZUZqPXPlzlT63T7RuvF65qq/SfPJNsXyPbTmjgpMlPjE25+DB y6hnQ+WgyqlJWZnyV3p9FR4ib7k7LU+ZS1LpxMPEqP2SGh2tKMWo8iGlk7eV WrNc5SNX/lylz9HM9v+/vbPbSRgIwuibIybGGLnQC0XUF8KChiCCJAb51ddw 2tHaxA4y8LVdyJecCxKWzU4b9mTamRYWFype7zwocqsXnhuDuHcvv7DHh2Wx +K3Km5+spDEEYjFIUFugRVl/Udf0T3tqscfjTrcedY4eskbLItbLhRYj4UOL 0WJFYF3Bo8VKs5tkZIOzvohMLSYKi2pty2IyLBdajISPt3jbu5uh5rHWjxoP qmyHxYWK1zsPCusKXtyBnt+E4sOy2Oul42TJYJTFIEEBUbGKy8QRmpHplUNv zkWLkfChxWixIrByH1oMi7V1pxXCaV4mspDUzLKYfJULLUbCx9uC5N3NUPNY 60eNB/VnweJCxeudp1BGyZPi0saHXbAspm9S2JBx8oQ0iMUgQW2B8bSHt2yn SbbZxLpyaPmFFiOHR9H2qcpioR2fotdflcVc+88aLIu59isZjLIYJKgtMPpk f5leTZTZ9bvgtVI5Fpu0prlgLSY//+6bbk7Wv1UNhfdfiZqnKqo6Dvt+3PaF EuwZJxc/J3ScZNnA+SHxAi1m7VdWFzlqPV6LqUo0LZJUSO9YAW34r8LEXPPm dHEzW7bmQnrXTKQv+uidPHXrUVRrW5X2KE+t7xegxZR9341pscOGFqPFQrCY 5mW6JFnM8HygtR+0GC22O7TYYUOL0WIhWGx1u1Dks3ylEY0aL1bVBy1Gi5W/ flosTGgxWiwEi33cLT/vV4J80NQsPm4XY2/VB9ZiXy2wvkM= "], {{0, 828}, {578, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], Selectable->False], BaseStyle->"ImageGraphics", ImageSize->{175., Automatic}, ImageSizeRaw->{578, 828}, PlotRange->{{0, 578}, {0, 828}}]], "Text", CellChangeTimes->{{3.5360525473892193`*^9, 3.536052573831172*^9}},ExpressionUUID->"214c70dc-8660-43c4-b710-\ c5190a58d5e8"], Cell["\<\ We have learned how to sum/average helicities and polarizations. Now it\[CloseCurlyQuote]s time to handle color; you will use ColourME[].\ \>", "Text", CellChangeTimes->{{3.6828053781535187`*^9, 3.682805432673983*^9}, { 3.6828055403555813`*^9, 3.682805554419066*^9}},ExpressionUUID->"397a33f9-afa8-494b-9f08-\ d310e97e820f"], Cell[CellGroupData[{ Cell["\<\ Two-jet cross sections (Only QCD; mass ignored) : Ellis-Stirling-Webber \ Sec.7.5\ \>", "Section", CellChangeTimes->{{3.536037131534835*^9, 3.5360372263613586`*^9}, { 3.536037424335751*^9, 3.5360374299097357`*^9}, {3.5360374678636017`*^9, 3.536037467995038*^9}, {3.536045676079969*^9, 3.536045693740925*^9}, { 3.5360525812615643`*^9, 3.536052607508396*^9}},ExpressionUUID->"b1652f40-faa8-4c4b-82ad-\ bdf6b5fa606c"], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsvX9MHNe9/716VvyBQRT0oFggGRSQMIq/ltMg2WmEIc0jQxtBWn+Db+pg 9zZ2mhpHrdfotli+Ldy2K1cNjhMe39to269Fbsg2NzL0XpOokN7YxDaRC3YC yjfmIcaugRv/wl+IjbEva8zyfGY+u8fj3dlldmdmd9h9v/5Ay+zsnDMz55z3 +ZzzOZ/z8LZd/3Ob3Waz/d/057f/l80mfV4AAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMmMZ7yvvfXg wTffOzvpDXmS1zP+178MXleccHvs6O8atlSVlVVvc3ae94T+KQCJiWfq/Olj 3d0ffHz+Fhd/78y1azMha4JnZsZXTe7NXL08pbXKeD0j7Xs2VZSGpGLT3iNj 8/pvJyTzY3+qr95Qvef9K6jl2vFe6z34s7rdf+i/Zea7AYnJ3GRvc3VBms1H am7FvpOTcyonzvY512Xasr7ffv2e9K/32smmpzJtAntmefPALOotSB48Y4e3 F9q5/KcVbnlr5ObQ21tWPbTtyA3V070X3Zvy7tcYW3aF6wtNFWb248Y16VTF Mgqfqt3xYk3JQ1zjMlY9va3uh8+X5klZSH3OzRXTFO5ddz+XqiUVz8Vjb/5r 9/kZ03JiYYLuff5s8zrp3eTUuMfjmC+wBPHODjSXZ9ptORWOlrb2Q45S+qwu sjc/dZanSA3ChpbzHumHfU1rpFK3otr1+eyVd7fk0pfpaxo/no3PjQAQc27+ xVGUppDazIcLltvtjzqOXlc//8aRbdl2f082r8zx7ogmq3n+ZvfLK2xpRXV/ uiydP9PfWCJf4fHGPrkLwMK9srHfPGWmCj954tXt2/a0D3vCnXX3svv5LBLw GneIR5DAqN37rb43tn+3evvBXlVjB4BQeL9wVWRL1XyNc1AacZk65lglNxz5 te1fKs+b/XTfuhRuU1iar3ZuK5Btha3tN+bvNxd5u4/dgeEMkgFuiu0Zq7c2 H36/09ettaWUt5xTH7ycv9H5YrZ99bY3jnQfO31+KqzEPYBU1+yFO45cuSv/ +2V7bf6DdW3cXZNjX9d8Nv6DptwspOQ5PrwT76zEnGS+d2A0cyca8llx1zT0 3rw/bGWzL3ccvStO46Fsm0KaxQ8z6rqlNsY707k9Xfq/qK47+frLIBmhprgw s+yXvtmf+cHmdRmkl5vcF0P0TeV+bxR9V+/5t//uqe8fvuAT3jsfOvKo6tmz ag/7axrlpHhlw0eyInimxr9UTGHPezxzvsPjAb0BOjR0uv+zscU7CbNXBz/q /uDU+VsBZrk8z+7rZty7df6jP75e5+uflL36+eIDAl7P1H+dP3/+wlWempf+ 9X32zly9cPHqjCI56cj9Ux+4yszY6WMfdB/7ZHzmnpbjKvkIeabyBsPkPNS9 0xMevRp8TdXHTlf035x8rxeDfhjBHYGlz82B15/Jtdszy/b1SY4Kd8dcT8sj bin5DSf8QzA8lL38iaqyXCHNd486ltsV0rzg6a7LkP8vbRmK4/0AECvu3bpw 7r98jbBvMNO+pqkvlLuFb744s6DkibLqn7j6JqIbXbo34HzUHmKe2jPs3v5Y hk1U55sDzZWZ9scajn/sqsyx2XIqWgblyur1XDnesuXrGb6h9fwK50ehvT/l i7AzieiHLMxNDb7TWLOGr2Av+Ls3Bj7v3FmScd/xJPSoPmfg6qlDu76Zy6P7 9qLq1/96c+ydrYVpNnvO6m9XfXt1jjSvllv1St+U5AzT989bVmf5PGHKdioe 3cz5I3s35Kb60ix84e2RmbDHgwl1ZtANDt4MlfNb3nGVe/e9C5tiuCPUY/d6 Rt7eTjdozyvb8U+vNNSsyrAHZVv7HYGE5HJ77Qr55RfXdU/IR3xD2VKb8/nr pfcHtKUxNIU0z99o35oGaQbJiW/SOafSNRRqUNnnEWTPK/3eMyVkXmVWNg/c jDwlz6irShqusj/hHAhonG/0NT7un8le5Tg25bevc2raOmWL3iYPentnB16r lBr5h9ZuP3D4/ddqV6SEMfbnR96ozEwvfLr6CckkLNjWeVXSypO/LKN/7UVV v/hfne82lKbYs7cdueF3crMX/dB97kaYhR7+DKQV1vzDz6oeliX3my98f7WY hs987BuPsdNLdcvR//ipZI1mPr799Xf+5KzOUoidd+xQNX2V9a3G//jPw44S ylC27IAX6rhKVtTPDHGD6jmX/eIC7135LvihhXnsYhpRvvncCscbf3zL8Y0U 6fYPjXnD5BMkCXOTR38qV4+0wq3v+BZi8FC2fW3DycmF8y0KaWbXFCpJj+08 csHj+dxVzZoOaQbJhs+utBfVH70ZcrrXe+X9Pc9saer6m8c3WWzP2vT25Ygt 5+CJZpGA32/EL9z+zgB9vnXr5F6q2pI032HjXRj4vj52iKlquSeQ9bz7szdr Un2K77389qYsuy//87fGOnevtqfJw+l8qcUmWz2DLRU5/gx4fKMN/2PD0/8j 3Zf5lMqWc5Mj7h+tzvCLm215efPp2YWFe/2NK+WblxVNnrun/1a82H75tjyP /8hWadg/1PFgQpwZ6gZVc/7AY/Tfu292Q9FNmg3z2JUvjkcb/BOL2S92Sp48 2u8IJCDeKx3bC6nnn5K76ZDfcZSHslNW1P355v168fWGXrm/Frh4isna4DoX 1/sAILbc/HPdioiWJ/hdKH0NbySoTDQLvJ6pz93bVvrb/zlf884iLjmHp+Y5 ui7IgqIwk/3DXyt/cXL4g9+3CP7QLkcw8N668Mnw9dvHduf5MjzrM9vv4x/o 9vmfB3iQBuAb+bfZcqtbR6QMeC73d/65/+p/e64ebSyVvkmpcI1y8zN7vKEo 1abo8/iboNSVjafu3V+aZJOnCSq3t/5vnr4NdTwYtTM9IW7wToicy+888N7n Jge7XHWP2X0PzXM55GNv7L83NzXU0SDfu7+D5LOjRX9J+x2BRMPXIVROJymd xB4ko7h6H8+S3B479tarjfWOxldeqyuVa9GT1C+P540AEFOE1sjGkTpzk33/ a8/Onx3svSZVmnunnY+mP6BBmgk30bwgjDW23bh594/ESksdSTj+6jO6yRC+ LE+A+tdzpWz48U83ZCsquXLIdGbA+YSdMyxMPHtR1c9+2+Jyv9c7PCn15L13 WL5TqlyjYXTjy8AMCHxWf/qjztPs5OQddVVIzY8ww8Wj5iFi2TpwPp0rxsHF qEWo48EEn3ljOMQNhs656r37boc7UUG/FY+dy4DvZP+d+kqIYvxB+x2BRMJ7 7cSeJ1Lu6/LNwdZ9UjPinej7/Z4tVU/K4YYeX5WT6pfmx7a7h2cnP9q36amK nW7ZxL7R2/B1W7iVIwAkIiKKiGKE2Xvr/Mcf/OfH5/3zrf5WmsXObwFpjjdy nzATzTL3TjWuTPUFuPDJNKciT32ScFw4Lp9g8y+CVtqw/9//6f2XnTUccKyi pu63nSJ0hi//GeuaB+f9Q7VBA+B3zjY/KY0CP+r89Msjuyt/2DqiNoTgy6HK +Ll/nPx+D8f/oOR0lY9askNvjbh/tKbg8S2uT25Ofv7npm/Jd1HS2H8txPHg xzWjfuZfe9VvMHTOVe9d9Ctyn97R+LsDu0I+dtkA9ym1r8vhv/GsUsc/t/df PKf1jkCCcffKkR1yRKP8muaO7u732994uTTT7ve8vs9cb4Pc88vf1jmh8OX+ hnPwtr9a+UsaAMmBvwVW2piXjmxbaVeaSNyq+6YRfQ5CCsdd7Yn5tSlUSC6f bsrSLHzA6LPkpZYu+xT5PY5YI/xBxhaJ4+cTDhZNnwVNMjQgZeHeraHDDRUV u49+Io/Q2rNf+Jd3dq6xZ9a0jqnazoFDtd6p07+ve35355hvOlUEG1wQo/cs zfM8Xe7zM/f3EDi+B78F2eb9VP14sI0Z6go3b4W4wS9C5Hzc6xudVt77Hd9s gj09I91uX9fw+k/CPPYAo9vfAUvPyLDbs3/wi70a7wgkFF7P2ZaKTOFuIQjo 0ns9Y+/vKVsuf5WSU/Gb3knPzaP1RXKfdtXT3yllr8Utb2mLbgRAYiDiAPiH WBcU7lj3Rz7lyeWUbzX/9bPet3fL/sZPNZ28pr2qeKcG2l0tzb+oLeGqai+u aTz0wUiwF/RXJxses1ObX/qjX9WV8YqnrA3bf7whP8W33MYf/c9euOGFF+UI n/bMtT85HG4ljl84/KIp+2zbpTz8/J9+tuWpQtIP6eKXFT7Jy8ucH98KcTnf zzMf3/brZqfjGWmhkOSsfpUNzwcH+WfOuZ7NknK49Wc//Tv53peXNfXIU2mT JxvWyj2cmp//+ifVq7L8jzTU8WBCnhniBmdC5Pzmg77xfO9+xy3pDazafmT8 v8M9dl8p8t+7YrJb+u3gCa13BBKJe5NdPy4MUuagLv3dK117y3LFgPZaR/cV HhHyeVFGEHUQgISBlS7Fv46YkWeWX/656+SXnvun8cIZqapkrN7++4HrkVQV 7+yga0tJ7gPV1J5f+fonKkPGnuH2Pd/bUFpaWvadul/9k2NTaUFm7upnf3Hk fmBnMgPbm2rLCjJSMgord75x4soi1danFArRnJsaeKuhZm2OPTVn9be3Nf7h 2NhtTvrw7u+WlVVvf/1Y2GuKn9szCko37f7nbqmP4fWMuHdW1uzp+q8Hfzlz vvNXtU+tzsksWFv945ajF++b4p6/dTV9h3TTlrFyw7Zf/1FsuxPquMqdhToz xA2q53xB/d59R767+zCHNg3z2OV7r6h6ud3vdH3rry1bKukN7nSdkvoh2u8I AACAhNYNpKQJ6Pc7O48unVBOnvH+ns+ueoYDvLMAAAAAEAe840e2r7KTjf/w w3JkLv9WGgAAAACIC8r9K+2PbHk7/IZTAAAAADAd72S/e98/7tnXquZvBgAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABI EC5dunTmzBnx78zMDP07Ojo6NDQ0PDys8SJ0Pv2KfhvmiPZLhfmWcsW5VeY5 lvB9EZSTBf/jUkV5sk7CP5OICH4jdITuhYsBMzExIb5SZiPMzZrB8ePHtZzm crncbrdLQVtbG3+gK1AZDjifyzbfIx8R90sfVJPgR6Q8Wfx7xv926Bz+oCXP lMOOjo4objZq6Pr0QJRHKANdXV38gf/yQ+N/KYcGFuAAKF1OizMg8iNSD3ih fDzgFXMmXUbgcDiCD3JOgs90Op304SUFdOTAgQPi37179wZfjZ4/3zXdWsC9 KOE7or/8vkRO6FfioRGUosiJ8rfKX2mBfhJFEw0E9AxLHiQvL89msy1btoz/ tT0IHcnOzubP9IFOS09Pt8UbkdsAlCeo/kTcSzKDhwAAMJza2tp469tShXrp rFnFxcWq0mYItTL8ubKyUvkViQInvX79evGX2ShDH6ivSL8SV+CvArSYLsKF gT4Hq7ASOpNOUJ7PhPmJOIevTHkWmefPdDXqzyizwYiD/MGC0IOlh2lq9uid bt68WaTFB+ltCkOAXzoXDOVxLdD59HP6wKUl4NvgI+HhS6lC2eO/JXKB5Lvg Tqn+R8SdYfqrLOShEFU10jqrrIYBx/lZ8b/KOsjflshvR/l8yKoSf8UR6uQ3 NTXxBzb0yMQj44tPoK/oOB3hf5VJKI9wQnGBcl5fX6/9fGHqcmV/SbZw+Su6 ff5q//79fMsR2ZuqsGErklBm2/WgoS1sXqW5/ZLirenPjIDvOuAI3TUdtMnm T7wlbqly5swZLlTxzkjiwI+UwGAOAMlAidyxPxOnWTDLws1gvHOxVGEdoX5d vDOSOAhpjndGAACxoKmpCdIcDE+TxTsXSxXWEZfLFe+MJBQ8zhnvXCQjMzMz wsknwI2HinpPT4/qICF7JQEQHVVVVZDmYHgwId65WKpAms2gqKgIZTIuHDhw ILxfSihIteOdd7BUKS8vhzQHA2nWA6TZDNhqFqtmQMygZ67dg8XhcByQcTqd sckeJcq+cJ2dnUa5IpDJTzdiyKVAdECaVYE06wHSbAaoqnFkeHhYuAcrXYhV OX78uPjh0NBQcXExryhXhVdeR5SZjo6O9evXswpTWsJvn/+qqjPlv7a2VmO/ bnR0lK+pPUoAMJxErO/ztwbe3L11b/uYJ+pLQJr1YII0z4y0/3pnXTC7m35/ bMzjNS4h65KIVXXJwD452rl06ZLyh2HqAk8pksEbJnX6VvnelSWBrkyfc3Jy KMUwo+hf+9rXNBae6elpnjohBgYGFj0fmMSuXbs0vjLv1Cetjm8VZtjtud90 HB72y97t8Y//0jt229xcRsT8YPO6DJutoK57ynfEM97X3nrw4JvvnZ3U2Ihz fTEtiwkO9dvp6ZGVYdgV5y+0v/hYRohm0F74wtsjib+kCNIcR0j4ePk5/RUr LgNWX27cuFFEWRGj2XSO8t8AhON9mNHvrq4uSlS5FJHsX1ESyMKlr9jljKc8 gt3P6Ao2eeG8luFuzjDmyuOORg9t72RPU9ny+61hSmXLuVnv1FDPnxo3pNpS Shve7T4xNDUXmzyH515/40oph1WuUeo+zE32NlcXpPnznZpbse/k5OL55MIf g9wmJKasa/ZeaK3mEriitv2yfOT6oHt3aaZdUuei+qM3541MznqwLQNpjhck edyIhB+dZmkrLi7mI3v37g1TF9jmDXMCXZDlXnlCZWVlcEngS5GIB49ac5ao 57DoPXJu6S8nEd6WB6bC0kzdqnAnzZ93/12B1ACu3nvyyz9ty6bG8KGqP7Q2 5KcobJeM0paQJTaGTB1zrJKUucI16vXODjSXU9OdU+FoaWs/5JCbcXtmefPA 7CLWMwa09cDSbLQbzFR3XYFc0hTjIQuX22tXyAcfqmr9m6HJWQ5YzXGHe+yh 5nMDTmOJZEEPpbx8pk2O/RX8LaWyfv16PkE5BsVSqywJZDvzXLPqyDmLe0dH x6I3yGmJ6HM5OTmL/gSYxKJTIWSc3Dm2W3rrtrxN7ovehaGW0gxZiHv9TaXv fdZ1W8B39M6HjjzqMCyvbr3g9X7hqpDHl9Y4ByWLyqfaNlt+bfuX4S8DadaD OW5gqtIsDnLP8PZ4/4fdXe2tB1taXH/8YEjMX8xNDZ3oJj44Pa4yMU2/et/t Oniwtf3YkGLKwzPe/4H0mx7lQe/k2ffepMu3uNydPUNT3sWOGwekOe6QVrIC klEZ5jTecoI/hx9BKvGHciX1DP6WbVhG6VoWIM2sy6Sn09PTZBoHWM2kyHRy UVGR6u0EjACwqxt1GHj0nopcmNsEpqJBmq92bpNav5R1+z4lY3P+E+eaNLkl PCxrtKWs5vkbnS9KYpz6nPv6vYW5E367fk1D782FhXvX3c+lSv/alzuO3g17 IUizHmInzbN9znWZ0jFphmXYXbPCpsS+tuHktamBN3eV5dnvl9M1m1494dfa ucm+39cpv7Wv2n5k3EvHT+6ryE31H00rqG7unbzrGXl7++osRQJpxY2n5ha8 IY4bDKTZCtDzZ9nSuLYojDSTLCpLa8BeXSKKMqMUXKU003GxcQwZucElhE/e v39/QOqkwnwj9CtWdvEVXZMNbUhzHFl8rvn64dosqenKqOv2kPhddFWmshCf Ge/7j0N7qnJtKTmlzzsaf9d93nhXHO/kR86KfLtNBXvhj7sm7z14Ovci7Fm1 h69L/94ceP2ZXLs9s2xf3y0ym++OuZ6WL5WS33AifMsJadaDOYE6hTSnFWzY Knln73iu1KeeORUtg56FmXOuZ7MeLCMPfe+lrSuk7pm94Fu7nM2/3vFkrlQC lpc3n56l0nX57U1y2bYXVO3aVVUgFw6pnPuO2zPXvvCrX9auli6QvqbxrTeq HqLCk7NhV8vbb76yqVg6vbTl/MLfWtWPGwyk2SJwjH3bg5ZsKMJIMxvF4mrK CSD+ijdb4W+VP1RKM7t4CQIGxklk+TpkUCuP80A66S8lys5jyi0D2PHMJtva WEcfLxazmu9ean3WZzxkFJSUPlaQwTrpn9rzTg71HO0fD+uhPT/kqsxRU9cH WtHM6kNjAcOA3pHW6tyQPwiW5uvuGimvBds6r6rlQ8xLLj72zoUfWwlETajm SAdTD06gcCHIWfXU1qbOc771Ajfaa2WPv7TnD77/6gsV1XU/3bxKKq+y16J8 xkR3nTyPlvX99us3B5xPyKX56w29NxYWvhpw7agoq23uu9jX+Lh0PPXZ1kt3 7/8kb/3/s4YasZTc6l+1943PXn9/Z1H2o87T93xTPMHHDQbSbB1YMZWWZijC SDPvzEWNDOugcNPq7Ozk0t3W1saByOhM5Q/ZoFY22mSAqzZW/POATrLwZ2MX Iy5XWpzEQCxZTJrZIgjiflunAe94586SUCtf/G1sfsUrp24F/PDuUcdyu72g 8vkN+ZJ2l23f8RRlZkW163O1Fcv+XsSKl7tVnHXnJo/+dLXU4KYVbn1nbDFn XpZmrTcIHoRH6kwb0M7d5A7sxPnwdNdJ5cw/t+KbfPGP+MhnnG/ZIF8kp+at dxtXpj74rcy9U77j9rzS51/cVrOhpEAeM7et+8GOb2beL7KpuWV7u66Qdt8+ 2/JtteMGA2m2DiLQRxhvbSaUNCtHlljoWX+FFczVhxTTFmQLszO2lvrFjtYB 1j1fU8xus9Ucs9hlQCOLSLMsjlJBKdrTO+v1m6Xs/xyD3N0e7/+of/yG3Jzm 1PzrO43Faba0re031JTV5/SVkuf48E7wl1c6themSabNpkMjGiJUQJr1wM1O 8PSWPmaHmsvlRkvpBvYgAdLs+1dVmjNKm5uDvl144FcPkLX6xXdH/89n7b/+ boFiZprnSrxT6scNvX1Is4Vwu902bQ7MfGawNP/93/+9zR+ZZPPmzVxuOJyC 8nxW7QBp5tZpUWmenp6m00h5A46zFlOiC4qF1VgnZTUWkWbRTMlzZ96RljK7 bHG4x2OXRc+nzWVZ0jrl4y0bKPX8hl61eeL5cy3l0pzgKsexoHbbM9hSkSM3 mL/Usqh5AdKsD7aajY7BK1RVszQLF30VaS7Y9h/dcmgaary2d84oemu+kDW2 wE7gvdPORzOklXc3xvrfe6t517cKuC681a5+3Og6Amm2CMLzSsveUmzhBkgz XYH0Udit7EQtICEWM7ycUHTSzKPZASPVIggnZ0ns3IHJO6uhTZrTVjee8ixc P+p4VGp1sl/sVLVbQ3Hvs5Ynl9sWQW2uWWJ2xPWMNFq4tvmzkw35cslt7A8u RXfONj8p5W1lY3/AJJ/32ok9T6Tc1+Wbg637DvZeC285Q5r1wM4nRg9o3x50 fmMRafbNNadTYZHf793L7udlx7CV2zsvSUe8F92beCHg7mN3PP5veVXgghQO 9O0XCrP+529f2SQfX72z+wofP9tSleVzOXt4S/t/yZf6rHltuuR04fpnuY4E HTd6nTWk2SLwKLFGV4oAaabXR+LIq5WVfVfh7kVfKV22VCe1g+eaVeHlyQEx KzhSH2eJPvM5lKiWewGxZBFp9rUz1NYNzn7+aplklmauc/Zpnmbmi1w76Xw6 V9XNWpBRXN0cNNdM+BdA2Te4RnwWvFqjJ1k0Uj6D3G/uXjmyo1BKOr+muaO7 +/32N14uzbQHDGEGw9IcsJwBaEd726WNmfOdTVW+qG5phZta+lRGP6b+2ljK i+XsBc80dY9K3UfP565q2fcvo7D02e9uKJTnhH0rpKjfd7q5nDuNmQUlTzyx KsfOgcUm+nzH7Tmrv1317dV8vPBhXy8yZ/XTzz2/YaVUGrOed4++5xtZCjh+ 2eDpZkizFWCHatUIIUpEfA+lNCu9qclqVjo/89rk2traAOtVSLZSYbXMNfNI tepyaZ5rJlEWFzd6MQUwgMXcwG74vFUz8gpyUiXbtqLlbCx3EzjfUiqVnazy ls/nBp1r5EY2aAG1d7Z3jxTE0P5k81nlPLPXc7alIjO4T5Bd4fpCi9W8qI8H UIV75kY6lswPH3rmYcVc7uq6rithz0krcvzlJh/3XDzaUlfms3mzVtU0/nHw uiKuyMWjr25bmyO+/WUnrwEMOL7pN91jX/Y115bdX6SQmlu209U34V2YCnHc YCDNcYe1ddmyZeGXTbF885tSRgMTrtF0BY1zu2J1szKWlxZp5jyQ1gd/xdFE l8kEXxxYhEVDjiiiZ2sNQG0kk+/XFab7nGrmLxze+og9c4OzL2A80x+cs7zl 3AMD7fcmu35cGKTM9sIdRxZzoMWAth64x479Xo0F0hxfxBRzeCEToTzYKOa6 wCPGrIlkq2qZpBaQgRAwfMeyG16aOWZIcARmuhqlzra50H1MNFsQDdHALM/N P9dJYSUWt4W1ExylFmjHlO0tkh5Ic3wR8a7JZKYG80wQe/fuFdGnxewt14VF B8AjYlE3MF7bFTyaLTbLIFEmjeYuBLtqA6ux9KXZH5zTt9WUMUCa9QBpNgNI c3wJmhcLh2hRzZBmdqsO02iHcVQT21YydGZAoDBgEZa+NH/ZXis5bqfWuK8b d1FIsx54gQak2VhYmhfZJA6YBm/9oAXlO+KFhKpzvlHDc9ZhSgL1BMgiVm2+ 6CBlhvMZ0bg6iDFLXpp5Far9UcdRA5UZ0qwXSLPhLPmqmqwMDw8be0Gyc3t6 esKcQA2X4YmCGMP13e12xzsjUTM39dmH7/WNGzaWLQNp1gmk2XAgzQAkD6jv qkCadUIPEFF5jWX//v30VLXsdgQAWOp0dnaivgfT1tZGjwUhR6ImIp8ZAAAA QCPx1rclTLxfHQAAgMQk3vq2hMGAtuHwABc8tAFIBjCgrQoGtHViM3otJ2C3 ECx4ASAZgBuYKhzCDm5gUbNs2TJsZ2MsXFUR7hiAZADSrArH24E0R01eXh6s ZmOB1QxA8gBpVoX3doE0Rw0GtA0HVRWA5OG1115DfQ8G0qwT0mUMaBsLpBmA 5KGnpwf1PRhIs05siAZmNJBmAJKH/fv3o74Hw25gcLmJGpu8qU28c5FQsDQf OHAg3hkBAJgOuuKqsNWMxxI1sJoNh6sqnioAyQCkWRWWZoR3iBpYzYYDaQYg eUB9V4WlGQPaUQMPbcPhqooYa4nKzMwM2QLHjx+Py36OZ2QQZMk6uN1uTGAF AzcwnSxbtgzSbCydnZ0Y4EpUSJeLi4tFiODa2lo6Epukp6en169fz+lStYUW WAQMaKvC0ozwDlFTIhPvXCQU3ItGVbUgUcgoCSLp7969e/m3ZAWwODocjvT0 dJPMJUqLUgxo1lgCuGjxB9jOVgDSrAoGtHVCzUtVVVW8c5FQYO7JmuzatSsn JyeinwwPD69Zs4Z1kKvJpUuXimToc3l5OR2vr683Np/UGeArE/v37xfH//3f /52OcNL0F6OFFgHSrAoGtHUCETEcSLMFOX78eBSWJjcveXl52dnZAaNzExMT fEEtdoHT6SQrWGOilIpyWz1lhqmhm5CB1WwdOOQIfEsCgNWsE4iI4cAtxGoo J4gj/SG9TfpLakjaqpTCyspKuhpdVst1SkpKNJ65IPciNm7cSIlSs+ZwOIJP oArL09waLwhMBdHAVMG6Zp2QOQBpNhaUSatBKqZnb3fS5aGhIforjpCJxEPc pJ5a5q9JmqmiRZF0MCTcy5YtI+3GUKFFgDSrws0gtrGOGurMY12zsaCqWgpS Tx4aikKa29racnJyhFM0tzPCC6upqYkOannRJM15eXmLnkYqv3nzZk6LlZe6 BEpnbPpA//LwKf2lbyO6HWAGqO+qYK5ZJ/T0sL2FsSCmrnUgsSNzlW3MSKWZ hE94RPP8L69lUC6e0qiP9EMtSbPg8lA5j2Xt3btXfJ6enlamS1ofs3VbIAyQ ZlWweEonmGs2HAxoWweSNjIzR0dHheuU9t+ympOqsgLyMDJ96OrqosuSAUuv WKOXi0Zppl4EGelCoMUPRVmiRF+SoQzAHrEIkGZVqKzisegBVrPhoKpaBDZ7 2TWa1JmlWbulKQxtFmiqJhp/Sz+kkzliACmsmOmmzyUKgsMLOxyO4eFhMofZ tZWS4+FrqLCVQX1XhXuYeCxRY0OgTqNBVbUIZORyz5PMTB4lZn3Uvs5F6T9m 07wShGe3F0W1hHAoOTaxecEXqbP2WwaxB/VdFQwe6gTSbDgI1GkR6BUIQ1VM ENMHLevaSL7pTDJXyYyl6/C6Zu3vlIx0+i2Z7fSB57ttfm9V+jeMFcyL4nkg i+0O6mBoHzkHsQfrmlWBNOskJycH0mwsiA5kQXixufbB4YBJXv6XOl3Rpc4/ 15K0Ml4NxwSjI+np6YbHHANGwdIMj50AIM06IdMgrtJ8b+bq5SmPN34ZiAhN ueWqqj36EzAbMlR5cJubUC1TxjwAzoPhPKytxyWDpVm5MjoUPORCtVKs9uLp ZljNlmV4eNiGrXWDgDTrgX1j2O80HnhnB5rLM1Oytx25EaccRILW3LKBBmm2 DlTOWeCI7OxsLcudlGqel5cntreIDo0e2oyY4KZfcbbR7FuZWFjNnvG+9taD B9987+zkIoZB+DO1X0c3kGY9UGsT16GYq53bCmw2e1bt4etxykEkaM0tBrQT ienpaf0XYWnWHiEEC5aXEBzHwLTAvHOTvc3VBWl+58HU3Ip9JyfnIj9T+3WM gZfkY11zdMRZmu986MhLIaNkk/viEhjR1pxbSDMIgBoozEUmKmaahzxSZ7fl VDha2toPOUrps82eWd48MOuN5Ezt1zEMnpFBMxgdvHIzTo2G986x3dICzuwX O2/MR3OB2dPNTz5a8cqpW0bnTI0IcgtpBiB5MHFFhvcLV4Xk229b4xyUWp2p Y45Vss2bX9v+ZQRnar+OcUCa9aBXmr03Rj7411edv2lp77/quXH+1KfjoVyk VM6clItHyoq6P9+MLvUbR7Zl222ZNa1jHiOzqju3kGYAkgcT1zXPnWjIT5E1 dE1DLzU89667n0uV/rUvdxy9q/1M7dcxDkizHnRJs2fYvf2xDN/MRUpGRprN VrCt86rWM48cbV6XYbM/3tgXrQuY96J7Exmy6WsaP541KqtG5BbSDEDywFaz OW6fNwdefybXbs8s29d3i8zdu2Oup+1yu5TfcGIugjO1X8cwIM16YA/taKTZ e7lr5xppuqLwB61nJy66qqQ+WUqVazTIgA155u3J/sN/6B7RYPGGzITnbEtF JhnOTzWdvBbSBtaeVYNyC2kGIHlQLkU3mcvttStkk6G4rjv8QrzwZ2q/TvRA mvVw6dKlqAqVd7avSRIwn0+UZ1SWMPujzoF7UZ8ZwNxk/1tNjp11odjZ4Hy9 peWVHbI/g82W+fj2N05cURmjjigDUef2ASDNFuHMmTM9IaCSv+jP6TT6e/Hi RfGv+BV9oH8HBgbCX+GSTEDSfM1QGdMIWWr8AeG1485rr70WE2memzz609VS 65RWuPWdsXAOL+HP1H4dXUCadRJVobrR1/i49G6zvt9+/Z7fqSAlz/HhnejP fBDfYHUk2J9sPht81YgyEG1uHwTSbAV4G8dQhI8fEhA62+JoiWQCzIMHtM2W Zu+Vju2FadQc5W46NBI26lH4M7VfRyeQZp1EU6jmB6WJVxLDdc1nqdN177Tz 0XR1Zz/tZwbhnRk7feyD7rB0tTnWyt4N9sLvvX7yS5XR5ogyoCO3SiDNVmB0 dNThcPDGFhzUi9i4cWNJSQl9CG9skqzn5eVlZ2eL+Nv8d9myZWLfKN4fiv6W GAFlknKl+lX4JOgeY/ZIgSq8rtnkkCODLRU50nKnsl8ushg5/Jnar6MbSLMe eBPbiAvVvVONKyX/vtQa93UStLPN6+whZm+1nxkNnrHWmkxJl394eCyEXRtR BgzKLaQZKKFuAAzbBMb0aGDeayf2PJFyX09vDrbuO9gre9d4J4d6jvaP3178 zEW/NRpsCqmHKKV54auTDY9JqlXecu7O567qFfctzejPjBxerGd/1HE0THSu iDJgTG4hzUDAtgOZ27ztFEg8TJbmu1eO7CiUptnya5o7urvfb3/j5dJMe0Zd t2fhSledPGmc9bz78t2wZ4a/jikgUKdOoitU82PvbC0UMd9sYSZktZ8ZMVJ4 rtTMyjdGwkpnRBkwJLeQZsBw68SQOo+OjsY7R8B4zJRm/yKUQLIrXF94769W Lqjrngx3ZvjrmJDvBX/hR6DOqIm6UHlvnf/4g67ON7avkl546GXCkZwZIXNT g+93Dn5lYFYNyS2k2TrMzMw4HA7eLjknJ8e0QMfqdHR0VFZWkr3MOz4PDQ3x Zs0EomQnDGZK873Jrh8XBimqvXDHkStkJs+MvP1CoT01t+KVvlt3w54Z/jqm wNKMHdOixiZvcBP1z7VPyBo90RwxEWVAT24hzdaBfa1566j09HSbidsQLA4p MncSbPIGWBjiTgywX7MqGNDWiQ5p9nrG/rN5U7HUF0t9zn09zNJf7WeaREQZ 0JtbSLNFEHtBsj82L3KhI7F0ympraxMlgfeApn5CfX095yRm2QDmAWlWBdKs k6Kioqqqqmh+6R1prc71D42schybMuBMk4goA7pzC2m2CLyqxabYKJlKO/3r drtjloecnBxKcXh4mD5TRaPPVDwW5C6xOA6WNJBmVSDNOuHVkdH91jtz9cLI YO9fegfHpsIP+2o/0yQiyoDO3EKaLQJ7RyuluUTeN9mccMcqDA0NcQZ4Zpn+ khHN082wmhMGSLMqkGadUGNVW1sb71wkFJBmi8ArK4OlOTatKOmv6BuQRiu/ YuOdsheDbACzgTSrAmnWCTVWGzdujHcuEgpIs0Xo6upSGq3T09P8b2VlpdlJ B4cJFfHHqA1PT0+nPAToNViiQJpVgTTrBFaz4bA0I4KiFWDPq/Xr11MTsXnz ZlbJ8AG0DYE6A2Kmm7q+1Engg+wxTlYzFQ8MaCcGkGZVjh8/DmnWA0lzDFqq pAJWs3WYmJggNWQ/7ZycHF67FJtWlLd1U9rLe/fuVdrRlJkYZAOYDaRZFXao QDMYNXrcwIAqkGbLwntSsA1rNm63O0B/yY6olCH7nUxpBEpKDCDNqkCadQJp NhxIs3UoLi4mOea55uHh4Vjaqjx+DkeOhAfSrAqkWSeQZsPBXLNFIEXmoWMy k4eGhtgvOjbRwChpDj5GTRO1URDoBAbSrAo7YUKaowbSbDgszaiqVkC4fjHl 5eXT09MxSJdNBp5opkRJpmOQKIgLkGZV4KGtE0iz4UCarQNZr/Qi2Ndx//79 MdtUQgQbKS4ujpmpDuICpFkVSLNOIM2GA2kGC3IxyM7OXrZsGVqnxAbSrAqk WSeQZsPhqgpDCYBkANKsCuaadQJpNhxIMwDJA6RZFUizTiDNhsMLWlFVAUgG IM2qIBqYTiDNhoOqCkDygPquCtY16wTSbDioqgAkD6jvqrA047FEDaTZcDo7 O1EmAUgSWJpjsJ3Z0oKlGS43UQNpNhz0ogFIHri+V1VVxTsj1gJWs04gzYYD aQYgeeD6jlisAUCadQJpNhxIMwDJA9d3tKIBcEA8NINRA2k2HMw9AZA8QJpV 4c1lIM1RA2k2HFRVAJIH1HdVMKCtE0iz4aCqApA8oL6rAmnWCZWo4uLieOci obh06RKqKgBJAqRZFUizTqhE0QOMdy4SCi6TqKoAJAOQ5lBAmvVAJSo7Ozve uUgoUFUBSB7QFVcFbmA6gTQbDkvz+vXr450RAEAsgDQHgwFtnWBA23BYmjdv 3hzvjAAAYgGkWRVIsx4gzYaDAW0AkgrEMVAF0qwHSLPhQJoBSCpQ31WBNOsB 0mw4kGYAkgrU92AmJiYgzXqAG5jhQJoTG2pz9u7dS21OU1PT0NBQLJOemZlx uVyUNP2lz7FMGoSBmlDU9wAgzTqhErVs2bJ45yKhgDQnNuvXr7cpaGtri1nS lZWVIt28vLzR0dGYJQ3CQE0o6nswkGY9YEDbcCDNCcbx48cdDofQQWqH6f26 ZMx70R0dHcGmMYvygQMHamtr0e5Zh+LiYtT3YFBE9QBpNhxIszXp7OzMzs4m nY3oV01NTQFWKonm3r17eWyZjpsR59bpdHKiZKEr1ZmOk+HMI+r0Lf01PGkQ BbCaVYE064GHyOKdi4QC0mxBSOBycnLovZCwav8Vh02ghpf0N6CdERckG3bR 61CiJLIkqVoSpQ4AJ0qdATbPA06g61Afg77q6urSfi/APCDNqkCa9VBeXg5p NhZIswXZvHkz26Gkttp/NT09vWvXLnqh9NntdpPdLb6iNoeuVlRUpOU6fLLG pCnRqqoqOpk+ULY5dSX19fV0NTpH410As8H+fapAmvXAk1bxzkVCMTw8DGm2 FGRd6vHaIjOWhFJp8zocDg741iaz6BUikubwcNKUKFnThlwQ6Af1XRVIsx64 0Yh3LhINVFXrMDMzw1460Q1o87ASQ7K44BdHgi+oJVg61zItIk42Mg+e8zg5 ZZ6uL8oSTzHzxDfaPeuA+q4KiqgeIM1mgKpqHWpra7Ozs8nmZZGNyGrmKd2N GzeSicqfSazpX+XiKS1az7UseNY4ALoU+5Xxlcla5yOihrLTpgBzzRYBA9qq QJr1AGk2A0izRWBpY01kaV5UH5WwAvJPKisrly1bRnJJluwZPxrjfmiUZvbJ pM6DkGZ21RZO4NTBiDRpEAMgzapAmvUAaTYDSLMVICHLy8sTA85RSDMvYWZx JGNZY4gPMYQu4OtwzChxJLjVIiHevHkzhzThbHP1RPtmcSDNqqDo6gHSbAaQ ZivAM7OkklTI2d2RZ2lJATVegc5MT08PmGteFFJwoelhoIwFW77T09P8LWeS R9Ejmh8HsQfSrAqkWQ8mSbMY9GO/VvZxDSbGIYhDwdmjv5Qf1XwKNF4Q0mwF jh8/LqxUMYFLYkcyvehvqTDQT0jcSSt5VXJE75TLP48/U6HikWpSdj44PDwc quTzyjviuIyYU9bYKwBxAdKsCqRZDyZJM/f2tRDLEMSqCDvFwNxCmq0GaWVR UZFNW4SQBX+9EC+R53y1m9sBsP2uZSz90qVLXNJIxNkVnKoSdQzI2I8uaRAD 6O2gvgcDadaDSdLc1NREZbV8MTZv3kwWhOGpRwo9hEWzSlRVVZGOa7kgpNlq 7N+/nyWPXiLJ36Lnu91uOjk9PZ1KMocrIWXX+PaD0egGRly8eJHzSYkqx9Ip G9ElDWKA6fXdM97X3nrw4JvvnZ306jk5ouvoBtKsB8w1ayQih1hIs6Wgd6cc xtFoOIv1y0Rtba2ebZ60S/PCg4uXOdvFxcUag3yCuGBmfZ+b7G2uLkjzl8TU 3Ip9JyfnIj85ousYAyVTWVlpahIJTFykmdoZskGWinhRw06N5MaNG7X/BNJs QcjmjZdvA6u8dudwqiAiqxBl62PaJkHe2YHm8ky7LafC0dLWfshRSp9t9szy 5oHZYKs3zMnzkVzHMNAM6iEu0sx2AVkEMU43OniDIS1BnwQok0AJO3Qhrmai wk6Gxl/X+4WrQh7tWeMcnKf/p445Vsk2b35t+5cRnHz4RATXMQ40g3qIizTr DDPY1dVVW1sbs5AL3CWONFQFyiQASQKPERt/3bkTDfkp8rXXNPTeXFi4d939 XKr0r3254+hd7Sf/5PWfar+OcaAZ1EN00kz9fxFdP3hnHCUTExN0JpnJo6Oj EzK80Z4eI4KHBzVGKRwaGqIM8MpQ+hx+eJC+dTqdPBdJGb506RLv0EdENK6I MglA8mCW1bxwc+D1Z3Lt9syyfX23yNy9O+Z62i61Rin5DSeC5onDnNx9JoLr GAaaQT1EIc3CTUVsKRvKQ2Z6eppPEFByPD5cXl4edZ55eFDLCDOnJZxqbGGj RtBlldGf6DNlkjctitSZAWUSgOTBtLnmAC63167g9qmue1FLIczJEV0netAM 6iFSaeaoSiSLMzMzIsKS6pmk17ySlJJgTypWRk5RywKWMHAIiPCGs9gK0O12 C1M91MJkEcGJsidCPdTX12vfM0gJyiQAyUNMpHlu8uhPV0u2blrh1nfG5qM+ OaLr6ALNoB4ikuahoSHWLHYfZWkOtaU7f5udnc2TwrwMhOSShC/MvC2dTErq CgsJpbDcSetDDTVzimwm87g0iW+okzlek9hHQAy5d3R0UFoan48AZdIKUEl7 KQSLBg/hkibOpzJA/1JZUpbD/fv3i2/pgqHSihS6GtWdjRs3Ko/wB+7Zig98 DrzL4k4MpNl7pWN7YZrNlpK76dCIZxG36jAnR3QdnaAZ1ENE0tzU1GSTt6nl f7lAtra2qp4sRrAXFBG3FjWWOT8RQS1k8HWEmcxT4TyyHaqcUPY4vAPnln8r bjMKUCatAO+nHIowsW443shSob6+PpZPFQRDlb2oqMjEBDyDLRU50nKnsl8u vhg5zMkRXUc3NjSDOohImtkQfsnvWc1mqWqIJKGM7FIlNqJdNAmyx8kM55i0 L8m7EtAHsg54Q/ngkMj0WdVq4MiKvFGv+DdU8GSRW/YWYx2PaCFzACiTVoCd FdlGJjOTunDC4A2/YcTMzIywT9k4pbdJhYcLZICRSyVTaeFGhLC1lZdVGuAi w5wfqk30mf7yafwVFj7HHSoeJi4F9V47seeJlPt6enOwdd/B3muSxeudHOo5 2j9+W9vJob8yBzSDeohImtlMZmnmwe1QoX2F/xWPXVNjEkYZo4AHtHnKW/WE lx6MgUyNpy30lLGQZuXJUQdMXkCZBCCZMHNA++6VIzsKpanh/Jrmju7u99vf eLk0055R1+1ZuNJVJ08aZz3vvnx3sZPDfGUWaAb1EJE0s2axNCs/ByM8qUia R0dH2QcsoqXBYSAzYZlMmKXNyhHsnp4edvEK5UmulGbxmW4h6hyiTAKGyirV FCp+eooTsDjmRQPznG2pyLQHTWJkV7i+8N5fyFxQ1z0V9uTh2TDXMSHfDJpB PUQkzTwuTTorfLPD+EizE3WeDJ9s1Mgbj06H984SHtfUMPI8cvi9e9gNTOx6 T3/15BBlEjBcrrhEQZ0TFdOk+d5k148LgxTVXrjjyBUyk2dG3n6h0J6aW/GK vFo5zMn/HfY6ZoFmUA8RSfOCrM4Oh0M0OGFi/pNJyzN9XG4N3NWO989dVOip JeQZas5qKANf5JYUX5wcUVjOYFAmrQOVE+rF8bZ9Gje2MJDs7GxKl3qwlAEu gfTZ7XZbZKdyYAixWte8xEAzqIdIpZnhJcNa3LpEEgZONEcKL6/WuAaKB+qj WDClBGXSIpAu86AN/WWH7fA9NFOh7p9wX7TJcWzgwZUYQJpVQTOoh+ikmfVL y2Mns5qbo3g1iW1tbdwSaln+KQKC6TSvUCYtAsd0pRJIsjg9Pc1F0SifBy1Q +aeSzzayiIFDGeBxJz2uhsA6QJpVQTOoB5bmiPaiVfb8w+8xMTw8rLQRdGc2 YnhWmlnUEBYOYPpzizJpEUSEN/6Xy4PO2YqI4KUEnAGykanucNHiehdHEx4Y CKRZFTSDeojCaiYJa2pqcrvdnZ2di57c09NDZ9JfnZE5o4MS7fGjuv46ALo1 PllnblEmrYDoawkFFGv6YpaH8vJym1pUHB5dp6oRs5wA84A0q4JmUA/RDWiD 8KBMWgGyUlmIxfRELKWZendtbW3CbFcOTHE28vLyYraxKTAVSLMqaAb1AGk2 A5RJi8AB64Q089SzzR8E3lSEt3/AfArrcmVlpdPphBtYYgBpVoX6pWgGowbS bAaQZovAU70k0GS0KrcojcGWEJQc+3oprWNhtlPGKFeYa04MIM2qcFDleOdi qQJpNgNIs3UQa/CVROT3GDXBEfMCshE+lDdYKkCaVYE06wHSbAY23fHEgIHw PqSdnZ0cy13jenz9sP4qI7c7nU6xWQZWTiUMkGZVIM16gDSbQYzdgEEozpw5 s379eiGOXNp5C2+z6enpidm8NogvHJQ43rmwHJBmPUCazQDSbBGUG5ANDw/z riix0UpOOjs7e2ZmprKyEmPXCQzvKRDvXFgOSLMeIM1mAGm2CLwhCztc8S4n MQsFxiua2RM7lumC2IMBbVUgzXqANJsBpNk6NDU18evIz88PDv1hHrt27RLu XkVFRVoi3oAlCqRZFUizHliaEfrAWCDNlmJiYiI2LtlKhoeHeY/R2tra2KcO YglLM1apBwBp1gOsZjPg9bPxzgUAIBbAalYF0qwHlmY4kRoLqioAyQM8tFWB NOship2nwKJw5OR45wIAEAsw9qhKbW0tpDlqUKjMAFYzAMkDWlFVKisrIc1R w4UqBiGFkwpIMwDJA6RZFQxo64Hj7UOajYWlGdMEACQDkGZVYKHoAdJsBlwm 4VwHQDLAm43GOxeWg7d3iXculiqQZjPg3Y7inQsAQCyA1awKHoseIM1mgDIJ QPJQX1+PVjQYNIN64G3yUKiMBTHWAEge2MCJdy4sB6RZD7CazQB+7wAkD5hr VgXSrAdIsxlAmgFIHvbu3QsNCgZuYHqANJsBu4HhqQKQDMA8VAWLp/QAaTYD jqmLpwpAMgBpVgXSrAcUKjPgGNpwAwMgGeDdP+OdC8sBadYDpNkMsF8zAMlD dnY2IlIGQ20gHkvUQJrNAPs1A5A8QJpVgTTrAdJsBhjJASB5gAapgseiB0iz GUCaAUgeoEGq5OXl4bFEDaTZDDDXDEDygAFtVbAppB4gzWZQXFyMpwpAkkAC RFU+3rmwHJBmPbA0T0xMxDsjCQUGtIEZjI6OtrW1YVGe1SBdhgYFA2nWA6xm M4A0x4WhoaEzZ87EUblGZUy6+PDwMHv+U+nivvTx48eTKqwN3azL5bLgNuj0 RujVxDsXlgPSrAdIsxkkpzSTXvBIPlFZWRlLiaS0OAIbs3fv3pglLaitreXU s7OzSTSNvTg92/T0dHGDPIIqktu/f7+xyVkQ3iOP2bhxo6WGDtCKqgJp1gMK lRkkpzRzkH9SCg5rT3/NSytgCqatrY2TdrvdHIotxuZkV1cXqwZvQkR5mJ6e NvD6pERVVVV0mwvyPkd8j/SXnzlhnrUeLyZkxL98yyTQ3AWKS+8rFGhFVYE0 6wGFygwsK83UsnV0dBh1NafTSbfJerHgt2tIOBZkH3WTHGNIpIqKiuj6yhth ZaRGe8G/343L5TIjdWWKZMaSXnAfgMxkccv89nt6esxLnbsiLE8szYbb6ZFC b5/fS15eHhUMnVej26GOFl2qs7OTj9DLpX9JrDnsPxczi4BWVBVIsx5QqMzA mtJMdhypiVGVhexTMcAoZIg+UCqXLl0yb6UnGY8iXaVpLKxUFgjRpJsBpZWT k8N5oOQ46eHhYf7AGfjqq68WvQ49KO2J0rOlexe3yR/oCXA2jDXSI6WpqYmz Qe0JPxk6EvXVuKAGly6+R07L7K5XRKAVVQXSrAcUKjOwZqBOHvw0qrLw3C4P rtJn5VcRDTlSftja1QIrESkU2WWULpXegBPYpDJ7JQuPD9TX17OFrrTf6bP2 h0zPTbvEsOQFDNTzo968ebP2zBvOzMyMcmHv6Ogo/UtvJ+rp4KGhIR4D4btT Gsh0zWUyVptrxuKpYCDNeqBChT1TDMeCVrMwr4yqLF1dXSwTZ2TEcTG0q7Hx jDRkEKXLHwLmIjlpsrYoabOdeEl9RDZIi8Wd0vE8GY0zv3Tjwb0LVcTrUz5q 7iFQ9yC+JjPnTTmIzR1+Q6b7h4eHxWd29iPdFw/fIqAVVQXSrAcqVHh6hmNB aRYOzAa+bhIgUkOlDtK/1EaRWNAHjbOB2usvtczUJiuTowwIWSQhEA5glAGz 3aJIkZuamkgchUxQxkiUSTgo6YBhhFBokWa6QbKsKysr+fVRinzLPD5ACdER 6pDE0Q2MpZkefn19PeeNcqvTsKWHSVq/d+9eMZotnPDpgUc02hADMPaoCqRZ DyhUZmA1aWbFZN8hQyoLCYEQC2G4Ccsuoj6AxvpLBjJPEwjPK9ZiHgyn/LAu C0w1nHkcW8B5IFFWHtRyHS3SLLocAtImHpoQkDQbcFc64FfDoyX6Pai51yHg fo5ycZxN4XxoBdCKqgJp1gMKlRlYSprJ3KD8kA3L0mlIZeElQlR46Jp8s/v3 76fPQp6oidboCq6x/lJaPKHJ6Yo8sCyyScWXoj6Dfg/hMPBsMiVHvRH2DKeM UQZEPBD6V6NNp3FAW/R5hN5RR4Vus8RP3E1I7vsJ3dRpMmfL8JgMX5CuRlpM t/ySjKnvNwrQiqoCadYDCpUZWEqa2VOLI2UZJc1swlALSW0mXz8iZ2MBqRuv kRGzxpRP1VadtP7AgQOcrtvtXvAHKo+9KrFNx4E+SDsiUkaSmzMK6BbIAKd7 F0dUH6NYNG3Z2F88IKMk6lXt9IhY3OmaVBhYi43NreGgFVUF0qwHFCozsI40 80gvN27cwhsSUVCM6PKQsvYY7LwUelGCh6M5BqbNH82D5DvUmWYTMG6vcVp5 IWicVhXVoWn+YdxHrUMhunz8XkRUtKiXWotAZzZ5bZqlnLFVQSuqCqRZDyhU ZmAdaeb3y1aeUgK0r1dShVSS75HRHv+BB8BJztga2rx5M1+BNwigXNFBuppq a8wKVVlZueDvZsTFLZb3mFBOfWocuqcfvqSAbpbyTz0l+iyGalWXA/NLjO8K qTDwojyl13TwoiftcB9M6clgqegiqqAVVQXSrAcUKjOwjjQPDw9vlqmqqhJR MvLz8/VE5CD5qK+vX5CDYJSXl9v0DZJTrsgy0nImSzOPAOzfv5/VijITyzFt 7ktwihcvXuToIlFnQONcM6dCd0pv04JtXfBSKY45E0VfgoqleMV0Ea5HVHSN zK4JmN6Keka6XnVs2lBWWlpZ2/jO4NRc2JPH+9pbDx58872zk16Vr72e8V53 856dO//x4NGLHpMyLEOvj2q3mSkkMpBmM7CONCsRTjV6LiLmPZX/6rHBtXet WZrZBYhH1HlhbyzDKSv90Kanp/nfqAfVNUozP3CSKr7r6NIyj2CrmUsFvZ1I L8XNkZgj4Pu1lDO2KpxtkwbevZM9TWXLbTZ7RsHXSwoyKSF77tPOk9fUZHdu sre5uiDNP96Qmlux7+SkQse913qbny2wiwGJnIqWQfPU2ZrN4FIB0mwGFiyT JB9ikJDsL+3NCFlDSofYiYkJsdEAUVxczD5mUWdMuzSzrxGlKIbBmVg6R3F9 4S08eBRCj5OSRmnmB862sxbnZHpQeXl5MZuF53Vt9Ezq6+up+0Q55LgrUewC z6+YvSO4uFrfZF4wtxW9c7b5SVlLy5uHZu/1N66Uy7x95Z6TdwLE2Ts70Fye aSe9dbS0tR9ylNJnmz2zvHlgls+8+amzPIV+nFnucHe3vpAvXShta/uNeXNy bsVmcAkBaTYDC5ZJMmRK5F1lpb5yTo7GCBVsaAd421L7KWauqf3UqYwRhRxx OBx0C5R/broN2UkhIigPZCRynsVWUFGjUZo7OjoiWiTFvn/RiWN0UIrKtd50 U1EnTY+Ub5YuaH17mTEw+lkQMwPOJyRpTvlu6+W5BU93XYb8iPlfJd4vXBVy rVzjHJTEduqYYxXPX9W2f0n/z59rkYU5q7zl8/mFe9fbv59FlylvOWeWMlux GVxCLD1pnj3d/OSjFa+cuhXvjIQhYcrk+vXrqZFX1XFqiAwZwSuRtx7Wf52o obszdZeoMGgP1BkpPPiv09kvUjjsjPUdqg2HW1GTOkLeyVOunc9vbfmr1OJd d9ekysocLKlzJxryU2QtXtPQe3OBxNf9nHyufbnj6F1hfac+575+j6979oOj n4WfttZHwjSDcUG3NM+MHK4vy02V5jU21P28ruY51/8O2Qvz3hj54F9fdf6m pb3/qufG+VOfjnvUJkzCc+PItmy7LbOmdUzDJElEKRqSPZnEKJOxmcklszfG ChIAD5zGfhHWgnzvUUzIaoSXIJm6AxdgzLSaBV7P2H82byqW5NW+ZmfX5aC2 6ebA68/k2u2ZZfv6blEbfHfM9bQ8Ep6S33BibuGca0OW/N/KJ76RJx3P+PqW g6dUHcWMIjGawXihz4Fh7nrXT4rsNnvBM7849EaD5KuQurLx1D3Vcz3D7u2P ZfhGvFIyMtJstoJtnVcjTtN70b0pz2ZLX9P48Wz4MyNK0ajsyfDikeh+ax14 fVBcNCuWcANi2WgeUcNLyMvLy+OdkcTHfGm+fbbl25n++QJ7WcvI4pJ6ub12 hXx6cV33xP2RcJs9s+TZHTueLZFmouEGZl10FapbPQ2r0222vE3ui96Fmf7G kpDS7L3ctXON5JRQ+IPWsxMXXVXSyEtKlWs0inLh9ZxtqaBylflUk7qbYuQp Gpk9iaU3TRDExMSEzfzdFa1Aokozv8GlXg6XBOZLM5nMPa37fra9arUksPZH th6+EHaKeG7y6E9XS7ZxWuHWd8bo1PuT1Nys3b3U+qw03J35jGtkERMnaiDN etBRqGZHXM9IHbnsFzslH7+rndsKbLaMdc2DQWXGO9vXJCmfT8Q9o7L22R91 DgSq+Nxk/1tNjp11odjZ4Hy9peWVHbLzIZWrx7e/ceKKyrCz9hQjPVkTCSDN vP7F+jES9cODA4knzQv+VVdx3JQqSYjJgLbMnQ8defKEctam1tCGg/dKx/bC NJLh3E2HRrh5FNKcUdftUR5IW+P8xCRHMEizHqIvVD6HQHv2tiM3FkSZUR0E vtHX+LgkfVnfb5c8ENh1MCXP8eGdwGvyYHUk2J9sPht4mQhSjPhkTSSANHNM j2SQZl6KlcDSHPfNLxIeM6V5qq/52cLM/DLHu7LIimHqrA2uc+q/8Ay2VORI A9dlv7y/qPnuUcdyu5o0iwPGA2nWQ/SF6t6pxpWpYgT73oDzUXuIQeD5weZ1 8jDMuuaz1D+7d9r5aLpw6Q/AOzN2+tgH3WHpanOslXuO9sLvvX7yS5VyFUmK kZ2sDetIM71ZsVmPyw8Hwwz/0vkWgqWZfkVXaGtr4w/isxI60tHRwZ+PHz9O f+lfOigyQP/ScfrQ2dmpPC6uRja7+NcVhNvtVp5AVws+h1GdKJ+YmFA6V7C7 lHKdTijXC946WcB3SjkRGRD3FXA7obKnBXpTLnmxcH19Pf3ldye+5SPiFQfk PLw0Dw8PnwmL6q+mp6f37t3LKW7cuFEZepQ6OSIEK7FeRnlCeL8FDmTqlBF3 x9HelGWYbl9ccNFiHBtMlGYhqbYNLeepqRt31+Q8KM23x/s/6h+/7Tvfe+3E nidS7uvyzcHWfQd7r3kX/tZa9RCs5iWEQdLMhqc9s/rQWPDosu9MW2qN+zop 4dnmdaFEXBOesdaaTEmXf3h4LIRdG1GKBmdPgp1+rbCKRGykG0z4fRlCSXPA 3sEWR3X/Iy23oOo07tKwP0V8UYbkWggrzQE7Pqui2iyQoEddBsK7o/Mun5ES 9RZXBmKiNHs/a15LloIttdJ1kRR0/hPnGjnYV0ply7lZySu7uVJuDLcfllas 3L1yZEehpOT5Nc0d3d3vt7/xcmmmXVZj30Jmm31tY98tutCN9q3ShdRHHY0B 0qwHHYXqq5MNj5EcZ1X9+k/v/qIiy+6fqw11prwW787nrmppQMZnokYBD6Tb H3Ucvb5Y3jSmaGj2ZNhD2wr9eY7lRWYOtc/UMAYYfWF+GEqayQx8KQSUSrBd o7TpOF36TH85S2QJ8g+VV+ATDEF1qakye9SJYqHhJcbUzvOOz6o7VrDVLAzV /fv3a8lDwGOP9PxQPw8eLggO0MHipbo9BD2ZqqqqktCE2VCMN/igFHlIJMy9 8KABjyQsWh0oOdVBElX43unKVugAmzmg7fPNthdseKGubkdNieynvby8+bTk vOUXbputoK570ucfG0h2hesLqVn2DXSn5FY3HXrjZ1VSPM+0op3vXzdt/RSk WQ96CpV36pPWXd/MFWUhdAdsfuydrYVpitKiYyZXmtROzax8YySsdEaUopHZ k0kAp99Q0px4JMDLCgX3OmIcMC02DA0NRbdFuBmYKc3Uzk70uX64VmiuvXhT i1iPPDd58rebykrLNh3ou3V3suvHhUHKbC/cceTKXd+VJj9yVuT7T0krqH6t /5ZpscAgzfrQX6i8M/910vmUNPebt/tYYFhXxWm3zn/8QVfnG9tXSSUj+iXD VBqnBt/vHPxq8YxFkqJx2ZNIgDLpUmzzZGoSeXl58XUhNrddjStcDjXuWbmE 4FeWnp7usoaHWyyKkHdyqOeD7g9ORx0Hyc/c1NCJ7u4PeoZMDTciwWsfTE4k YTGiUPk9nFc29i+22siQmdyIiChFo7LHT3VJL1pRjZ5tILyRARPLaM/BWEGa Dxw4wGP+BlqCMzMzHOp8SZfDYKinYZO3wODCY4WQOFYoQhbkJct4wy5FeEM3 HYVqZuTtF3yjKItIsyLQnIjjai4RpWhk9tgetE5V5Y0heBZVY0NNP1kmY5Jo Un6Ki4vZGZtSoQ/UxrpC+FSbCu/LEJuXRamQXAaYe1wHhdYYZQnyynRKy5Cr qV6fShQXEmqExZwvvcHa2tpgZ4MAF7WooU4jF+Ph4eFFvb5jA6RZFUizHvSK yPyF9pe/WZCRVVDyRGnlPx27GXrmwjvSWp3rt5NWOY5NRZmidiJK0dDsWU2a eWCTN3AkE5XaNC2/Yme22Oz+41I4P8fY5zZm7SpvnihuU0gwvx3qq3BoTdJu Q5Lj+6qvrzfkagHw+1q/fj31K3j1GX2enp5e8AcIDUbVGy0UJPSUf3oUTU1N ZuTfWCDNqkCa9RBLEfHOXL0wMtj7l97BsanYDGdHlKKB2eNlIBYZSOSmkpdK 8eecnBwtfq08pq1xx8ZIIZ2izHBjTvDQKz03Xndm3qYPwVDh379/fwwS4udJ t0YpkkYLqaI6yGYg7ydiyAPnfSHpqZrhK0X554vzv2IdFssoO70LP3weEyDj PaLqwK16KE3nRQcG3Y0BQJpVgTTrgWoTCpXhlJeX01MVuhNfSIgpM6w+lCVu 7jRuSFRVVWXgEKsSsuboyrt27VJmklfi2BLXMzx8kWDz2ZANKfjFud1u/ZcK RgxxiILBry8/P39BLvzKrk5PTw991draGlES/ByolH7ta18L7qtw6npuwVgg zapAmvXAZhQKlbGw6WeRpxrQivLwo0btY/vIjE0u+BGJ4UoyotmqStRFWzMz M7zIVxwJ2NqYp4ZtQWFDooCeJF2HnrDO64SCHbFsig1DuVPB7TClLu6LPkS3 Hzc9BL4IhyxTfmXBjVcgzapAmvVgtVnRxMBSVVV1ZlP7qOnx48cN3095aGiI R7ADzDoehiUsMhdgFKQm3CMSysuDwKIHQjJEJ9BLIXtTvzRTcmavKjpw4ICI Cyq2uCLbOeA0bl4i9dSih6P8iei2Lfh9wHhG3qQxgSiwVH23Dvym4p2LpQqk 2QwsVVVZBEVbLYJfxSs/AfEYhe5TO8/TlBZZrGogfMvsCs5yzDOw/Jl0h4Wb DhYVFRnlBhYzhBEdrJV0L+HjwQYjZpl5Ofb09HReXh6VCioepNHKGKHUE7BI F85S9d06JEB4hzgCaTYDS1VV1gUe3hSzhHGUZmpOhcc45YdbV2p4OUABmWPs 9xuv7JkBCQr1QFh/OTYXPwHuhLAnvGBpDebzQIdNzVmLvdoiikXGo/pcEriI ktzbFF7rwuXMqKVYhmCp+m4dMKCtB0izGVgnhvaCrHq8ZocXT8Vdmhf8z0fZ aLNFKUgww3loaIjnf22y375wxuNuCf11yFBTVl9fbxFLUAuil6U6rx1FLDJ6 AlRK2QGG19Cxu6AwvalO2eQ14Ibk3yjQiqrC1TzeuViqcKGivmi8M5JQcKMU xwhXAZA6kwlDNUWsOY2vacZdBWWpa2tr410VqBGmdt4KexYYi3JhVIAluEQR Ax1UroLfl5iAjkiwSOvFqDXbxez7LXpxPBFgnodbdOgO3JSYcH873rlYqrA0 J5iREndYmi1i/nDUJjZe2OiI1JYxFjIhE0CYIoUH99gS5JVN9JmadEsNzEYE 20SkzqzL9K8y8piYgI5UsHjImsPQieIqvMK4tY8oekkMwIC2KhjQ1gOk2Qws tZkRVxC217hlKyoqimN+OHo2D1HW19cn3uYLqohFYdRhIwljS9CmWH+0tOBB ANZQKlo8DKL00BZeDZHWAv4hF1dOhZKgMsObVPI1eZdJKsYW6f1CmlXBY9ED pNkMNm/ebJ0yyVFlqNnkXBEDAwNxzI8QKS57JkWStBr79++3BUEabZ2dDSMi +F6I73znO+IEjjRCRHqDXCo47gp3canckgrTEWFEDw8P06PLz8+3SFQfzDWr AqtZD5BmM7BUd5HDPnCblp2dHXcrlR9OcXExmVrWMXzMht4C2X1kAG7cuJGq G/1dv3790vXxIJM/YPcKh8OhjM3OM9FRjDwLR68Ax3WO3crT0BwmVGMo+BgA aVYF0qwHSLMZxHIzI42ckbGCexXvvmSTnXksYvUAS0EqTCWE+pPcAaDPVKG4 6FJnhjp1VHKssOGUAG5gqiTA3rhxBNJsBpaymgEApoL6rgoeix4gzWaAMglA 8sDuaqjvAXAzaKnxjSUES3Ns9uRNHiDNACQPmGtWBXPNekDIETOANAOQPECa VeFm0DqRl5YWXKiWbtwDa8Jhq1FVAUgGIM2qwELRAxequC+oSTC4TGKaAIBk ANKsCqRZD52dnXADMxwuk3iqACQDkGZVIM164F3Y8PSMBWUSgOQB0qwKmkE9 cBR6DL0aC8okAMkDpFkVNIN64LB4GHo1Fi6TmMEHIBnAOhdVIM16gDSbAeaa AUgeELhJFcQv1QOk2QwQyAWA5AHSrArG+fUAaTYDDtyHpwpAMgBpVoV3JIc0 Rwek2Qy4TOKpApAMsDMt6nsAkGY9QJrNAL1oAJIHSLMqCIqoB0izGUCaAUge UN9VwVyzHiDNZoCqCkDygPquCqRZD5BmM0BVBSB5QH1XBdKsB0izGaCqApA8 YK5ZFawh1QOk2QwgzQAkD2hFVUEzqAcUKjNAmQQgeUArqgqsZj2gUJkBpBmA 5AGtqCrcDHZ1dcU7I0sSFCozgDQnEF7PyL/tXPuQzZ5f4fxo0hvv7ADrgVZU FTSDekChMgOUyYTBe/39nUVpNh/Ly5v7bwy6tm4oKyXKvrv78LAnVhnxjLzr KMuzUy4y1tQ0HTnvQS/BKqAVVQXNoB5QqMwAZTJhuDfgfNRusxfW/OIXNQWS LC7PySB5tGc8/HCOJJOFW9rHYqGR3i9cFdlS7yDj4VUFmZSBrE1vX4Y4WwO0 oqqgGdQDCpUZoExaFa9n/K9/GbweiabNTQ2fHfeZqPeuu59LlQSypLH/b53b 8iWprOs22HCeH+3+TX2d45XO8zOKg5+3lGfZbOlrGnsnO7enU8Kpz7mv3zM2 ZRAdaEVVQTOoBxQqM0CZtCizfc51mbas77dHJGqesd72I73jt6XPt/pcu3fW /YN7aO5Ca/VybdJ8e/z0wLjG8ef5C4e3PmKXR8/thS+8PSLU2es5/96r+9r6 J2+PuqpS6OuHdnbfhtlsCbgVfemll+KdEWvBzWBHR0e8M7IkgTSbAaTZktz8 1FkuiZptQ8t57ZbuzIDzCXugBM9d7/zRCpumAW3vqKsiJa248dSchsTmehtk U7zgsVXSeHlKVevlgKv55r4z1zn7ZjXfAzAVbkX37t0b74xYC0QD0wOk2Qwg zdbDO/vpvnUp7M0ViTTPnWjITwmwjv36mFa4vePKYparp7suQ/O4t3fy5MH6 X/y+b8LrvdZ74B/2POhm5p3saSojUz01t/K1gVmYzFYBragqWDylBxQqM2hr a8NTtRY8lG2LSJq9nvHT3W2OtbKgp1X//m88KO0ZfnvLI3b7Y3Vtf3RWf6vh 2PXwV4lAmr2TQz1/6RkKsUJr9nRzOelySm514+9+/u0VX3cOYKrZGmBAWxVY KHqANJsBdRTxVK0ED2Uvf6KqLFe7NM8PNq/LsClIrXFfV8wFy2SUtgyFv4xW ab516pWKfOnK9ke2Hr4wT2Z+X9Mauz2z+pA8Yu4bV7/PGufgvOYHAMwE0qwK pFkPkGYzQJm0Er6hbPuapr7PXy+NwGq+Pd73+22Fkkd2SsnOQ71j0m+uH67N Uihk5jOukUWmfLVJ842+xsfttrSMjBS/7M70N5ZIn1c29kvW8c2B15/J9aVs zyj87r6T1zCibREgzaqgGdQDpNkMYDVbCB7Ktq9tODm5cL4lEmkmVf+seW26 zZa2xvnJfQtVGnbudP/+zfauE0NTar5d0gkfdPvo+lNjhaTuhdtcXf5j3R/2 s7+34O5Rx3J7Stmunz+b65PjubMtZdL65extR27ouX1gPpBmVSDNeoA0M/v3 76+vr28Kgo4r/3W73VquhjJpGXgoO2VF3Z9vLizc629cKSnf1xt6Ncmd//yi uu5FJpQVvzntfDTdtij2tY19txQ/+2qwva3rw1crJKM5Jb/hxNx1d42k6Dk1 7vGIbxrEFkizKmgG9ZBM0nxv5urlKbXlpey1pZHR0dFFU0KZtAp+/+pAMoqr 9y0aEHvucut3pR9HFtxjZuTwz6rlQJ4yj6/KkYOU2HNWPSEOlm3Y8lrvZIDF LeKZSD2B2907H5JU+rutl7UsugLxBNKsCppBPSSNNHtnB5rLM1NUhwdnZmZI nV3heOP/bX7ltd+5NC4EQJm0Ct6Jvt/v2VL15AMqKUnzY9vdi4a/vtxeK69d XuMcvNHnqm9sHfgqihzMyMG7glcoB3F70PkNKbnsFztv3OSJZvu6hkO/2/MP 7rPwxbYypkuz9/rgH3+zq7aqrKxqS8Pvjo7dXuR8z3hfe+vBg2++dzao+xnm K6NBM6gHc6T59tixtoMtAbze3Lh7Z8MrhwejaN/0c7VzW4EUebj2sOahSUE4 WVelo6MDZdKC+AJ62PK3dU5oOH2opVTy0E6rbe1t3pBiy9rgOhdFopoXT011 10lRum2lLednjzcUSb2I9G8/W51lT6ttx3SzlTFZmqf6nBvEwj+JrGdd52ZC nDw32dtcXSA2ZEnNrdh30jc+E+YrU4A068EUafaOtFbnhhgPzljXHN2aD6/n 6hdDV6MNgHTnQ0deis2Wt8l9MfK+YsSyjuhA1sPrGXt/jxSvQxomzqn4TdB4 cjB/a616SBRce+GOI1fuRpGwZmn2+CJw2nMeeSRH4QUeXaEFscNUafZeaq2W umkFNQf7rox27l6bGbotYiPCbsupcLS0tR9ylGZKW7FkljcPzM6H/sqswgVp 1oNJA9remasXzqtx4epMdAVh9uPGNRnRFiTvnWO783xDhZH3CyKXdcw9WY+7 V7r2luWKAe21ju4ri/3E6xl5a0uhHPWr1jWg6oytgQhCjniG3dsfy5DEee2z L3xvQ2GmzZ5X5nh3BPs/Whsz67u/w+YrQH6HBFX/B7E9mW/N+9Qxxyq5uOfX Hj4a8qv2L03ItgSkWQ/RSLP3xsgH//qq8zct7f1XPTfOn/o0ZOh+z7nOpudL clJt9qKqn7/2+s7y/KhXgngvujfl2eyPOo4uZrmqZG9SLoc+N90IfzsfhaxD moHg7jHHcjM2qAKWwcz67h+68Rcg7unZbCtq24OcF+47Pa5p6L2pcCy0L3/5 H3eH+spxNJrBIA1AmvXAhcrpdGr9gb9jzwODGRlkUxRs67yqcqb32smmp6jf n1nW8O6HrTtXyxvZ1bgjn+r1Xc4XHKmi5WwYI0I1e0eOSmGd7I839oXtF6jf 2rBWWVcAaQb38Qwfrv/xbxAhJHExsb77lThImuUVdoFnc1waanL39d0iO+Lu mOtpu+/k90+H/Cr4OsaAeMV6iKxQeS937VwjTVEU/qD17MRFHmlJqXKNBhsE 8zeP1hfRqZmVzQOkaePumhwdE82cOg/XLC9r6lF3LgyZvduT/Yf/0D0SzmwJ 9duLpzXJ+oNAmgFIHuIhzVrGYfxLDGzFdd0Tmr8yjKRZ/mMKkRQqtluFX4pv EsT+qFqY/fkhV2XO/VhGvnDEoezr8c7dTxXkFJaUhqWkwG/SpuZu+KejVwOG YSLJXgS3Nre4rAcBaQYgeYihNPvX2i8uzXOTR3+6WmrT0gq3vjM2r/ErI4E0 6yGSQsVhfm3+nejZkSAlz/HhnaBT5882r5NOza5wfSEZuBx5WN2+JmbOd/6q dkNZeGUufWKV32/Vnln2yyC3/wiyp+fWtABpBiB5GB4eNqu+yxFcFUrsOd+y waZBmr1XOrZLHowpuZsOBbgRhvnKWCDNeohARPwb8djXNZ+dFwEJVR385m90 vii7A5Y09s/cd5D2BeqPlpt/rluRIg1oN/7lSnCJiiB7em5NE0NDQ5Bm60CF nN6I8gj9OzMTamWoWUxMTFCiZ2SC8yMO0ml8Dn1Q/pYP8hW0hKQDscS0+u5b XB8kzQ/GdQ/AM9hSkaNuwoT5ymggzXqIQJrvnWpcmSpcuXx2cQhD2DvqkqMB r3Icm1pg52q9gfpnz7VUplCJqnxjRLVERpI9I38bAkizRdi4caMtBMXFxWE0 jtSQTgj1W+sQgQ8nMAcqKjaz6rs/EE369k5p3amQZhFc/fZ4/0cP7JbivXZi zxMp98X35mDrvoO9shdimK9MANKsh0iGXr862fCYJFnlLefufO6qlrwIfGZm MD45Tl9V29j8s+qC+9O40cI+YD6nMt3ZM/K3KmBA2zqQcpWEgF5QGNuZ2ls6 RyggyfSyZcvyZLKzs0Ndk76ik0N9qzxt0XOUrF+/vry8nDLM/1J/o7a2lj5U VlZSYYvl8wSqmFbf711v/36WXABlf60bvQ1fl/7Let59+a7kkt1cKYUgKdx+ eIztiLtXjuwolNrb/Jrmju7u99vfeLk00y7b3GG+MgVIsx4iEpH5sXe2Foo4 b7bws7HeW190H2zYUlVeUiAHmdNnhC54x49sf+LJ5tNhwoFFlD0DfxsMpDmR iP3QN1hymFjfeVdTIqOgxOdvk1PRMig1pr5NS4mCuu4pKUjO2ZaKTEUkOR/Z Fa7h2ZBffQGr2YJEKiLeW+c//qCr843tq6SXHMLj+gHunG1+UjpX50Qzcdez qM9C5Nkz5rcBQJoBSCrMrO9ez/k/NWzI98vqQ2t3/pvffWtu8uRvN5WVlm06 IK9WvjfZ9ePCIPmVY8z+d+ivTIo44msGHQ6HSddPbKITEe2zsd5b/a9KXge2 lArXaKxiLuiZLDZkohnSDPzMnO8+1NJyqPs8m95ez8i7jrI8qY3MWFPTdOQ8 gnAmBKjvwaAZ1EPkT8/rGfvP5k3FUtuy6D62N//iKOJRYp0+YNqJJHtG/vYB UCYtxu2xo79r2FJVVla9zdkZQzWcGXn7BTZV7EU/Ojx6+36U44yHVxXI+xRs evsyxHnpg/oeDKxmPYyOjkZWqB7YVUp2wA7H7fH+D9pb/6XF9W7v+GJ7jBpC ZNkz7rcPEvFTBebhCxh7fwzP1N12HuBya1XK/YSlLZvnP28pz7LZ0tc09k7K +zjr7AQCi4D6HgykWQ89PT309Orr67X/RNpVamSw9y+9g2NTFozYryd7Bt4a qqo1EHHeVlS7Pp+98u6W3BRZGT+OdnvRSJjsaqj4ZvXud0dmx7v2PPdcyyez 0rzhe6/ua+ufvO3bUeihnd23YTYveVDfg8HgoR4QgdwM4JpoGXivbZstbWu7 tHHYTH+jvB4qb/exO7ERRK9n/Oxw0IaS3uvv75TmejLXOfti0UkAJmPD/uxB HD9+HI8laiAiZsBPFWUy/oht8nyrN70zPIxsK6rrjnYPNM14Jz9yVvgca+05 39h28BRvy+Kd7GkqWy6Fgq98LUZD68Bk0IoGw5tCdnR0xDsjSxJIsxlgksUq BIYgFtsFZJS2DC32Y33c+tjJ+lv63I7a0hzhwDB7url8uRTBuLrxdz//9oqv a9l+BVgajgaGVjQA7NesB0izGeCpWgbejVRI8/yN9q1psZHm8y2lUkLfcA7e 9vmDSbHsrgw4n3hgdekap459UoElYLdP1PcAIM16gIiYAaxmyzB/s/tlOe7q YzuPXPB4fFFYYyjNRGbBY4/kFL7glpY282b3Pl/xjMLv7jtpVgRjEDPQiqqC x6IHPD0zgGuihQhcPMVkbXCdMzfd+XOtz6xQrNl6ZOvhC7CPE5KZmRn4lgQD cdEDnp4ZQJotxu2xY2+92ljvaHzltbpSaY8x+5PNZ6MOkb4oMyOH68tW5K/d +ebJE//W8osflOZKadpKW86bliSIL6jvwUBc9ICnZwaQZuvgnfxo36anKna6 5bDDvo17pC3GzLNg/XuM+ie4ecVW6srGU3D4SlRQ34NBM6gHSLMZoExahrtj rqftfncs7+W3N2XRf7nVrSNmzvBO9Tk3SEPoKauqfrRjW01pQUZKxuq69jEL RugBxoD6Hgw3g01NTfHOyJIE0mwGkGbLMH/zaH2RvJnEqqe/Iw8spxVueWvE 7DDa8xcOb33E74mdmluxT965HiQsqO/BQFz0gKdnBpBmKzEz4v7R6gzeZCKv zPGu6boMkg/U92AgLv8/e+8fE8eR5v+P1OIPbIRAsmJhyVgLEkZGlh0j2dkI gz+RgNsIkliBS7zYuYvZ9S2cLhnz2TMWnw3s3o6cW2M7Hvl7yXd8isgFz+5F xrfnSRRw1pi1TeQFOwHtGcQakgAbYwe+EP8Y+8MY03yf7mem3cz0zPR0d800 9PP6Aw0zPV3VNVX1rqfqqaf0QKXHApJmgrAU1N5DIXHRA5UeC0iaCcJSUHsP hcRFD1R6LCBpJghLQe09FBIXPQwODlLpGQ5JM0FYCmrvoZA064RKz3BImgnC UlB7D4WkWSdUeoZD0kwQloLaeyjYDR47dizRGVmq0K5wwyFpJghLQe09FOoG dUKlZzhUJwnCUlB7DwW7wTNnziQ6I0sVKD2Hw5HoXCwrSJoJwjpMTk5Ce6+q qkp0RswFdoPt7e2JzshShU4WNhySZoKwFNSLhkJuYDqh0jMckmaCsBTU3kMh adYJlZ7hkDQThKWg9h5Ka2sriYseoPQaGhoSnYtlBUkzQVgKau+hgCiTNOuB Ss9wSJoJwlJQew+F9jXrhCqV4ZA0E4SloPYeCq0164QqleGQNBOEpaD2HgpJ s06oUhkOSTNBWApq76FQN6gTKj3DoTpJEJaC2nsoZ86coWLRA5We4ZA0E4Sl oPYeCnWDOqHSMxyqkwRhKaC95+fnJzoX5oI8tHVCImI4JM0EYSlImkPBbpAO aNAMiYjhkDQvZ+a/Or1nA2fjUje+4bn1KNG5IUwBSXMo1A3qhErPcKxXJ3nf 8Ef2wkwOHjt1U0XT2REfv0yTvtVes1FIS4BLK3zrbOcpR01lSdnuNx3/2T8z xzJpOQks8ARi3qcmaQ7Fet2gwVDpGY7l6iT/F1fJKkGsUn+Ql5UGmpVeeWoi Pr1mnJPmh1vK13DZrxw+9d6B4nUBjQ6QVuzomWGWtjwbiSvwBGLip4ZM7dy5 M9G5MBc0oa0Ta4lIXBgcHLRWqc5fdxal22wpmxq7pz3VKfDwya+4px4zSGi0 4+26Gvthz4g33kmHwn93uem5NEEq1u09/d+NG1eCWKy2dxo/x22qpw4HP9X/ 20M1FQVZqenZxdUOzw2fzhsuiacOYK32rg6UZjqgQTNUqVhgvlLlfeNf/HFw 2iAjg/cNn6remG5L3VLtHvLBvyMfHz3U2jv9YNRVlgQP/1Rtx4OoST0Yv9o3 rn5O0r/IK04lZ79+atjrz4mWpDUDyZ076Xy/A/XCN+SufaF8/0fDvgFnQarN lrSu/pLBk9qmeOpoPBmlSKzM3vO7sXmtN1wSTy3DfO098Vhu8tBoqPRYYLpS vd9VvzGF29Y8oLm3lMFPdx7cGuiJubzqs+PYP/JTn9TmgPGYts3RMxv1JqOu kqSVuY1XVGrZXHf9OmEyM2tLXgZ02kllLRPyu8WStA6+bil7KsQ65n3XjxaC VHDPNPbciXqL+bHf7cl5Wiq0yJjjqSPDP7x8cD1n47Ye6hMGWvxsT9MmQVbz G3u90b+txFJ46kWYrr2bAJJmnVDpGY7X6zVZqU5frt8qdJbrG3uNmP97dMG+ 2rYyq2y/40B5FufXKX66q6lwtc2WvKb0nb7Z6LLj66gBOzO1pkPlzCc/fflE 3VsneyZ5/rvuYz8/eHrI9+Sj2JLWDmY6KNvzN1peWAt2Yk7tJ1PRE5+baHkp SfWDm+Kpo+AbcRZDmaTs9fiVeP4LxyaQzqyaDo0r70vhqRdBa82hkDTrhErP cCYnJ81UqvP3Lzf4vYoNkmboHwevDM0I/eLczOCV3vEHC7NXm4ugw0xaU974 7i9+tPZpR1+0hGKTZkix67MuxQn52JPWxNxM/3+/91ZFtlCSXHrJr86PPRDe 9g2drv1hmu0H5Y5/f7e+4YPBB9Hu4xcyVQ+e+KdWw+Mp9yvJotd05dFLQl59 V8SV9x86+qOWhhJL46kXQR7aoZA064RKz3DM5QYmTGWnpmasTjVQmhe8I+3H D+wuKyp77UBzW//M3T7Hs4vclTc5+qPNnMcgzfevHC4R3aG5DXtOfzXvnzLl 0srfH+O9GpLWwuOrjs0psmTEuYK75+s3pYv/Jq/OWMXZ0otdN6LdSLU0m+Gp VSIul2A5rCmoeLUgk9O81ryEnloGSXMoJM06odIzHDNZzcJUdlLOG+1D/1GR bJA0B/v8cGlFv/7PIy+s8XeaXGr2S4cufxd1qlG1NN/paXwGuvrU1KRAb+zt bcwPTALc7Tsec9Ia8X3ZXJiOq+vvfdwrOLCNuYrlUpH2gms46uKnSmk2zVOr gvf95URJsqxObGrq0TLbvLSe+gkkzaGQNOuESo8F5ihVnMrOrHR/w0+5jZLm x72N64W+ccv+C9/N32wph9tyz7vGVOwZEiYqz3X4af+vRrEvz97rag+813Fe mBsP4lGnfTWXVPjmL15e4++i5wachcK21lV7z0Z3ujIQ/xJqytbmPwcUYW5m 8FKkzCswO9hcBM+xsqotUubN89Sq8A6fej17kUG7urCpK+b9AEvsqZ9A0hwK SbNOqPRYYDODW4gwzbjKP69onDT7vWdt6Rurmt7/6GjV2lRVU5fBE8Jh4LY2 9txf/M3v+9ta288fLREMKXF3Ej6LLaPCPa73YWJBdCkXbLn67ruxfG+mx1Gc pvCkGXnPFgg8m5eRllvefGXxY5vlqVXgd8kWdjndGB9o+1V51krxCcUxYWy3 WkJPvQiS5lBImnVCpccCE0gzzg2uLnN+PjIycqO9XtjPsvYfPFO6991Ona5K f2IgcTlvtKu6p3f49IHywoIAz+RlJC9SKIHC4t3vdE+H3i3gaGTLqemYetBR +5TQc7/UMhG3wJgLkmd1zGEu5gddpRlRRyTiWmrQN83w1CrwB+l6MpkQcKKO wf1exhJ56sWQNIdC0qwTKj0WJL5UwykCl7P79Kj2FTpxUrrd/S+VeemBOyat rfk0JjMSb+QVAzoFbVkNw4N+xw+FpFb9xHPnLi4+ctvq33/34M/dA/Fy0R13 V4jlucnR/+AL5yuvHGz/q9piXDST73HtzRPuI5/J7xqcUbiXGZ5aBf4NZWur 2qRfMhYv9GCWyFMvBjKZkpLCMAHfeE9by4kTH3w8EHmVgPcNt/3y4NFTHrFu edwu53tt/d/LLngw1vlu/e6ywsLyvQ4P0yDkJM06ofEeC6BUt2/fnuBM8N7b X4HFPDLc393urForqOgP958duq+9OfoPd+A2C5tW+Jkrh4oFmya5wj0V+71i 2Tw101GTJXTXBc6R2Yv1OYJRlfKjl8vTuSgrtgYiLoOKctPW5yxLs6VsdlzV pBTqZUvzUz++/9X1oWm9kTJV821b1TqbbWXe/s8CAwyQ1G3wiNuaNThQm+C3 jh3I5IoVK9jce266uzmwRiC0tjUlhy4rzCwhE21iQ5fxVFnL1/4PFRw4m9nt DSdp1gl7afaOeN7eW7ajIJjC4oratztGE737gUn2TCHNMvy+W7FMxvL3/9yy e0NyieuJjT3f37xNirgxN9PnqsqGHiN7d1vIXKwKYpFmnz8wI5exYUOGzNtI w2qmVnj0R7JxqzNAormN/9wZtnuMjHpp1vzUtz17s2TxLZnjD8/FZRZU/dzx zq/tFVszOC6t8FDPfQ2txwS/deww60X52b7mojTOllFid7a2vW8vSOMiSuqg GDBWYmX27g+H/aaxFKVtbbnr+uytj3avSRIDkn/OKKIaSbNOmIuIeFhPyLyq f9im6ewY3nf7L4O3DapQxmdPgP2ARz3Qut8pXZPsH3IX/fryXRUdpu+6q3xt SMv1jZ2uNsARF+8VU8gR35C7ekuq0GFvffn1V4uz00AICu0fDcfvWMC56cuH SqAYId2akz0adXkhtslejU8d2AvM0iYKTnL6UnN5TqBqgGXX1D6mKd7Ighl+ 65hh1d6lw7b8O7hnLtjF1RDbuqq2b5W+gNKclrX1+aqag81tfbKFEmHAJsr1 nrY7cK/ArrTM/RceMilYlGbTdINLj3iUnm9qsPsP/j0z7ub9tU2us8JSyLnu oWkNzW3288ZNqUZ2O8ZmT8RcddI30dv2706Bf2v5+H+UljWDvzDaUpkOg/MS 50BwCTwY6zxRW76joKCkouaXJy98o3naVIz2qW050kBiPGLDAB6NuZ7nWD84 P362Oo9jaRMRcqC9r1q1yvj7zl2qXydu8fbvC5B85MKdcSZKs198w9zKX/P8 zh7obmd8zslq1g2UXlVVla5b8HeGz/3HUcfbzrbe2747I1e+VO7r+Km+k9Ub U6FbSs7If/H1quKN2xouqLHggu/zjbsy08ZttneqqFEq82Zg9kTMJc2xIgx+ UlQe1qAd39Dpun96O6FRI2I9YsMQHg8c35GWscP5Z5ZOTYENTRpDfxCxwUqa FzDKirQ64B/XhT/jbPGEduqmykPtY9jjBZwlpEGhFA++wDnIIOdkNetFb+kF Zp9EklJThbD2ez23Q66729dcKqzVpRXW/OZghbBGqbnfCMzXKdh02vJmbPYE lnKd5B9e2J8J5SVfZV6mxHrExlICHQO4Hc0DDxOdleUPtPfc3Fz26UheXrk1 HZNKF9xwFaeLodKKyp5bL3Z90qkrgS0G/uo+f6dtz0qW0rxgho0qSxldIsJP tNcKngVc9t+3DEx+g/4bSWWu0aCuLuDM4PflwEqSlGk/r7HX8C/BRFzoVJs3 Btkzxb5mzWCkYm3utUuM5SzN/sXEVSWuvyz3EVbigS4UmjzjROamO/9ZPKcm QnzyR7fO7i/9ySlhXZ6/6akW4/Zxzzr6vKDFdzv+UdB1bkvt2a98fmcSkmbz okOaJZc/VDS/ayXurFl8oTgFLdmhfkdfJU8Gftyz/7msjOz8EIfpReRnBWzh 5DXFv+y8HbrqojpvMWVPNUvYavYPe8wef8kQlrU047qk2UNcLg/iIM38rTPV wmxe0prK99V5xEmryQHxDd48hag5k0ULo6OjJM160CEiGG8KftvX2oQtOeg9 qGRs3jm7dxX3JBAu/qtswHpHPP9SVVwYWZmF2IaBKPdphb9S2uWnOm+xZU8t gndFTo7mryeSx1ca1yeTNC99/C5D2nadEzHBXJp9/c6SjPDdHYKRzNM32j+d xi/5V5PlNfzB2IUPjzbW2RsPv1NTIHiUMVvyoLVmnWgvvcAuV25b88C8FCRZ wdicH2jeJshk8vrGK48DS5nKBqxK7n5aszZJmNBu/OyW4gBSdd6YZG9hITMz M9F1cqbXubdYeWSzo7zuv8JGvQ4vzTdv3rzGAFeA1tbWoBeK/6r86OLFiwpP p+2IDRG4ofz+XV1dio/TLgIvFPMG73s8nnB5Vs+xY8eiPXVkaeZ9I55D9tqa MNTW/8bdOxnONoNHczgcDQ0NmI19qoGSCXNLAbCz4G52u13+RJCK9Ff+JtwN roS/8BpKNcJt4wBbaea/u3Tw2aQnuny3v+XQiW7Rf1Koz53+Ghtw9OIKncPi LxeQZr9dzE//8VDlcyW1btHovtNd/7SwxFfkvMFm4QqlWa+PsYXRLs3+Ptzf 9v0Cp2hsPjxvz0zya59/BUTPSu7sDWepUFFL3xuOoi8q8mZ89gTyRXTcQDf+ 7TPKcOsPXg63mTGMNHu93pQUFedTmImQR9N8xIYA+/wagMxPOKI0S9FjwsMV u8bCVC5UIg2UlpZGqLMgstpum/BZU5bS/OjW2Z+JwQTWVTSf6ej4pO29fyxI 40RD2B+dz5b+Y/fEowX/wpy0r8p7vblYcLDxn1UqeXf/0NH/gJ84VSlEwl9T 3jLMyBWBNk/pxKZ9zuH7y/VbOBx3PfQ7FfitVOUrufTiN35zoDxLrGbaV3Jx MTSttLkvQuRm9XkzOnsiiZfmhSeBOkP45rY3/IxAeKv5yJEj8FC5ubn5i9m+ fbv8X+h+oT3CaFn6CF5LdhO8Uyqyc+fOoqIi9QZXTEAnr2Q16zliYwHsRLw5 ZB4eateuXfAIhuQWrD+0CpuamvAdtEbRKoR01VvTMvsxstX8fV/LW2FtZoE3 fun5OtzIF8xb+YzHmTNnVM6QwAAvbMULWM2KDxVheiTqbeMANAo20sz7Bpwl aaFDbNG778mu56yajhnpYi6r/EDzsV//bIdwtjW3YfepIdEgmb/bWScGhUnN e/7FAiEGkTxWmPHgWjNZzZrRIc0L82O/25O9UlZhwhqb/P3rbU17iqXOUM9K rmAPPruj+WrkWArq82Zw9kRMIc3a8EszU89eMW5J5au1Jy5riyRmEDEdsbHk WL5rzfx33SfeqCj7cf0HX6iInxMPsIthcOPH0+3/lB2izFz2z87eehRYXE5e U3I4EBN1bqbvgzcLM/Eb3Jr/ZT89JOvIvMPufxBDN9jiE2BNj7gQOkuPvz/y +bl2z3s4eRpu17BEIJqNzuhwj3xq6lSMeTMue6I0x2WfIwtw7xiuvLOAn/3y 0DYc7OuI82kICXcD46evnNz/SjHY6mU/cXhuGJoN3DzF7ndMFIEQBCaoPxLM rGZtPBjv7ewaTHzB2KItYRARMGRgE2Ux9wlTnfbNXKS5ZeNRnbcFA7MXl32O 6uF9M3/96rZXXVN9ONC8g2O36UYKC+xnbYV7lEU6aoi7NPO+kY4TjQ1NJy8I MZoCu/YCtpA092hIUuw3wSmdVMhP93zQtB89yRzHnQH+7QMdMV0XMeWuEEbP aT/IEn2ezHGUs8nau1kgq1kPuqdeed/YH5orc0Uf54gHG8ljc6HfAnNU583o 7JmmqconuNI3Vp9SMYUV8FGP4Cqmi5le508rqt/rvT/d97698m9//v9+9J4d c5i6qaLpLNMzZIOIszTLFlnEZT7vedGlNinT/ukQhsRZbb9gVLOYOl2VzjHb GhPupEKMV6NELKeeRcI3dPpgbd3JK9PzU/2/fXv/Lz1h9xrEEdO0d3NB0qwH m86TRhed3JRnvzAT9krfUFvTG/6tGU1t8ThHRn3ejM6eSZpqQAtWZpXt/3VN YZotZeP+c9HnufwbvcMFAzQUyYhO/UFeVpqe0740EN8jNvBcYy71Bz8Qd+Vv qu++Ndz21u7dTZ6xu8POEs5IaX404f5xOqvCDH9S4f+9jkdnhhBxP0WYVHzD p6o3pttSt1S7F08m8NODf/wivoeSRGHnzp1maO9mA5SFpFkz2HL03EFwBB7u 7/6su39sxmyhGxKVN3NIs/8YOC7njfapOb8ZpercW1zOUxGlXAtz05d/VZiW utlxVTCi5q87i9LF0ye7pzF4kVHmlRriesTGTE/z7hLB/fvOiOewff+7T/zA 8TwRww6KCrj1RtnFoPn24U8q/J27fl0Sl/eTlv4p/yHBN1vKk222pOLm67E5 UfPTnQe3BlSey6s+Ox74jWaHXS+k2Vaur/+jeYKDm6O9mw6ymvWgX5qJUEzR VP37tQM+uv4eVZ0l5Q+xm1Hi7Dd4SMMPoGEVsFV538jHRw+19k4/wGCqtqdq Ox6YyCAyFn5msEsIbHJpcCagy4HwiVxOXafWk84WI5rn3KbadjbTD5FOKjz3 3eCVJzFb5m+0vBB66rcqxAkNYbbHIexnlJ2BGNiRvbKqzTwBSLdv35749m4+ TBB5aQljY3WcmaUxgzQHopxJ22cCR8+o8z/np//oKFnHrW/sNdaE9Xr2irZx kOcwP/VJbc5Kmy1tm6NneR4xDBLseH7Nk4XY1YWOz+/7dTlpTfmvWo//4wv7 z97Sr6b8XzsO/bypzTiPsmBUnlSI5ymoj/m8GH568MqQuDdqbuaJ3EtHPJgr vOq+ffsS3t5NCCgLSbNmaDmABWbYPCUeRqwkzepnjHnvzPfG9X/zg66/2ZD1 g8AsZeqmSuefMOoWP93VVLha8CYqfadvmZ4v/Li3UTgHKGlz1b8ca7YLAZFt ycVv/u/Fxw34p4iXFmFOKsSlCu1+aN6R9uMHdpcVlb12oLmtf2ZuYe5KY648 UgGXXnXaJFu2SZoVWcLhHUwASHPCRWT5ARUy8XMRAS84/14waYkwnou5i/Lz Xbfz7/P9oY3WFlTZD+FO3tmrzUWrhSN1yhvf/cWP1j6tK3q5WZmbaHlJGCit fNU9Obcw5iqGYli368BPNj4xo7kNe05/tdSUOdxJhYEjCLU5tgWfkST6mM16 Rz45IB7JIARw2/i84TvBtUPSrAhJsx7MMPW6/DBHqc7f7zlUKEjhU/lVBxrf /JsslIFESbPA1y1lTy02D0O22yxJyzEq0oJsgOzqD4TtwA/Ge893BK0+Lx3C nlQojQMLnCOx39Y/w2Dbsv/Cd/PoSMY97xp7FDiwwXQnXaI0T06y39GwpDDD 5OHShUqPBeaQZuDx/eGPD+0uFaNDb8nCGH26Y53pyA5GAZUvNOPCpd84Ss1+ 6VCc/KXjjnzjvPCsW+svTyc6T/qIcFLhREsZeoppkua57vp1wpfTN1Y1vf/R 0aq1qX6T3H9b051YitKc8AOwzAZ0g7p25lobmnNggXmk2Xt7YsZvzuBas95D tfQw3+/YJHS50faYLzdmeg6XrUlaV3r8TxMDn7jq8QgVczkyxUyEkwoDG8Y1 S3Ngo19gFIO7/xbm77TtERabuRLnsLlKjqRZEVOs6y1ZoPQyMzMTnYvlhjmk 2R93InVzYzeYybiXinumsSdRc4EYAtRmW/UTzx3fjHyXzfImcJCuX6f8s7JM DxBhTYSTCgUCJwVrOlxDPFO73f0vlXnpAXFOWlvz6d2Fu9314shufWPv3GTP B//+8UiCD5ySIGlWhKRZD+YQkeWGOUo1IIXC4vLdG66XhfBQL7w/mrCV3JmO mizsridvfbR7TdLSNhvVI8XKzqp4y/Hz3cXrU43cxRx/Ip5UKF4RmB6R7UdW i/8MYm6z4A3Iz1w5VPyUX+L5PzdvFfbdpez9bZ9QmdOLXTcYPJ0WioqKSJpD MUc3uFSh5QAWmKROSpuSMrIyUxXXBOOKf/dW0paXf1qSzXEba9pvJS4z8SQQ c9JPWnb5r9rHlu6MQeSTCkXQ615DOLJARBFxun9ups9VJbiZZe9uG+P9jgq2 pA1bnk7jFiWXaEpLS0maQzFJN7hEobVmFpinTvIzfW2uE06n80TLpwMJ9gH2 jZ2u9nfpXP7+zttLdjpXG7xv/Oq5c1dNFfzZfMgqiR/p5EcM8coJ+98La109 k+YpR5rQVsQ83eBShJYDWIB1cnBwMNEZMRtzMwOffvDBf/dYZJWZ0MKDsc4T teU7CgpKKmp+edKo0yRZQtKsCEmzHqj0WIClSvscCcIKkDQrQuKiB/LQZgHV SYKwDiTNilA3qIfS0lJyAzMcOomGIKwDSbMiJM16IBFhAcXUJQjr4HA4SJpD IWnWA5UeC1CavV6zhEQgCIIdDQ0NJM2hkLjogUqPBTTBRRDWgdq7IiQueqDS YwFtniII60AT2oqQuOhh586dVHqGU1VVRaVKEBbB5XKRNIdC0qwHclhiAQ14 CMI6kNWsCEmzHsi+YwG5gRGEdaC1ZkVImoOISRFImllATZUgrAO1d0VImoO4 ePGi+otJmllATZUgrAO1d0VImvWA0kxTr8ZCTZUgrAOtNSuCZ2UmOhdLFRIR FmCpjo6OJjojBEEwh3pRRcjHWA9UqVhAdZIgrAP1oorQaqkeqFKxAEt1aGgo 0RkhCII5R44coV40lKKiIpJmzZA0s4BKlSCsA4UcUYQmD/VAIsICKlWCsA7H jh2j9h4KSbMeSERYQKVKENaBpFkRkmY9kIiwgEqVIKwDbZ5ShKRZDyQiLKBS JQjrQO1dEZJmPVClYgGVqoF4vd6dO3eWlpbSPvFQLl68WFRUtGrVqjNnziQ6 L9aF3MAUIWnWA4kIC6hUjWJycjIzM9Mmkp+fDzJ98+ZNlwh8FOfMDA4O2u12 +HFbW1vv3bsX59RDgRIAUbYFaG9vhzdBo6Fw8HWcgXShcI4dOxb/nyaxkDQr QtHA9EAiwgIqVaMAiYGSrKqqAk2EF5JMA6BK8SxhGBXIdRDHCXFLXRF4fMhJ Tk4OSMOKFStyRaQcbt++PZ6ZwYDJCGQGhjHxTD2xkDQrQlazHig4BgtImg1E Ksauri7s+YuKijDIQ1lZWTyzgam73W5QQ3gBeYhb6hFyhS+gCUvlAznMyMiA F7///e8ZpXvz5s2gbGDSTSLwoq6ujlHSJgQeltp7KCTNeqBozyywoDRPTk62 trbiVHNodQLjFyxfKBadE61gCULBHjt2TNICPXcLB5jDaH7u2rVLMo3hocAY BLMdXu/cuRM+hcdhkfqCqHQ4cw5/1dcinPzHHGINZKSPePPS0lL5vAFYzVA+ kNszZ87Ap1BELJI2JzilY6n2rgaSZj1YUETigNVK1ePx4GQvTjhDFy2dTHrv 3j1ccgKxw2ug01Y/FQyCCF+XBB2+iDM8ONGtZs4WvgJjhpgeBwcACPS60vu4 hCrNbMMgJKbbqgSlTT5739DQEO5iGKUUFRVJs8eTIlIO4XeJmhx8N6aKijKE KOovXgAZU3/PpQ5NaCtC0qwHq4lIfLBUqYIWpKSkwPOiAqIQgzTgp2B4SioG V0bVmiDgSkUJQKtWzdHkkCu4squrS/0TgSaCjY/Oz6FJ44+bk5PDaK0ZzE8o PZx5AN1EkVWsS5ABGAWFDhIwAobKtWa0dtVnr0oEkgYJhu8GfQqFhsMw9Tdc BpA0K0LSrAfsSK3mUckanPC0yDKBNLeM+3dQF7CnAmXB19CZ48VYMuq1AA+v kZuuC6JdBndwOBxq7oDdptvtjuWZwgLWOiQNuQLjnZE0B0kbmvCKQwvUQVvA N1t6E3II31KpFAaedw8VHkY1kHlI2iKVH8EBJElzECTNejCwYRISVivVI0eO gFyiVKGYgjrAv9A/o3ZI5pU0HRq1H8P1VrQKsbdfEO1EdLmBj2AMoGZBE6W5 qalJzYNgonIjFP6VbHMYe6wQweEHozlbfGSpPLEuBbldodEq+WPDABvLB3UZ DO3W1lb4q2ZAor6uwkALl7+lkTykIv2OkEMcRcCQCTLGbiHehOCDJ9xj32xA tUTPB0ID2DAtNcSNA1aTZglpp63UM3s8HngtdeBoNavpx0D4pM1K0MBxtly+ 0Ck3xiOApqUaaUZHL/kMAEibfGZY+lR+jeHgRBY+NZpjoY8J5SzfrASvsYSD cqjGjlNZV+WFg/nBgpUGXegTLsFoId6cYLVMdC5MR75IonOxVMGGSVMxxoKj 6ETnIt6Apkhiqqi8knuSGkldCBi8oFDS3UAO8gOA4qsZUqJXlRpphlxBWjgL h0MLPHAWnkvKz74A7HZOyUUQHz/clXiB3A1bnkOV4qhSmuGGkCv8RXA9AgNH Sz8ljsFgQAXXWC00Gc3cKkLSrAdsmJaKDxAHrLmCD30yGMWKjkkImsy5ubkq p/4UF5qjApXZJQN/C6jn8jcVx6KQHHyEftFgpEMmE2IASq5fEoolIC0WxBSU AOokSCoKKCBNTYB5Lpf10DEPFk5ZWZkkx1iwKlf8lzckzYrE6mFIyEFpppAj xoJuyUHrgxYB14JDp2LQWywlJUW9szRWzliVMWhmNRyK34WfDD+FF1IEjzi3 DnxqMPPhwdH1HWhpaQm6DCfb4WFjujmKSFQUV4rlQVfgX8xbTK7vyxWSZkUs u65nCFh6VrPvWGOppgoWFsixZD1JbsNyWw99d+X7naMCdRIN8FgdIdBSBsC4 Q0cUHBKgPbhdJJythxO2OAsnn7yNGyh/0uo2lptNKe4Z1rFYI3uASY6xXxB4 jYUMKe6Tofgz4TY0mzjJhr738F3qOhYs1t7VQ9KsByo9FuDMbaJzESckQww9 taSIGZLlBd24XJfRuzhql45BRbAYoTw1u0Ojwu7atUvNxejPg3qHPyLkHL3B taUeK+j3JTdaMf9FRUVBV6JkwxgD1ByEVbMnp/rBubT0vxDYIocr/nEO1m1C 4iHNvvGetndqX3ituWcm0mX8VP9v336zqqywsGx3/budYw/CXecb/9Nn/VM8 g5xKkLjogf1as3fE8/besh0FwRQWV9S+3TE6zyzhBGKpOil5TaPySvuaUc7u 3buHIgJ/cX1T5aZv6bbY7+mUZpWbpyRTVJq8RdTHSNFJaLQQ9LYKCrkpLTTD 9biip9l6VV9XMW+5ubmQFu7bwu9aap+UImylmf/usuP5NZy/KqbWdPjCXjrT 4yhOk1fc9JddN5T8OmZ7HNvSbOmvtU09ZpVti3WDhsN8Rx4/3FK+RmE1S4BL rzw1wXTcliAstSVNUjF0K5KEGMUCHYeCkGKFRUCyvm36DlGKdV9zaG7jeY4S tERskqWlpeiXhYG7Q/0W5Idw6XFUU99/Qn2W1r7lqF+kWK6gNLOqJPxkj+uf SrLTokozf7OlPBkuyao40XNr1LN/a5rQx1adngq+8O6XjqIk4WbFzpHwOq8b kmY9xGOt2Tc12P2HDpF2d/P+2ibX2XZ4fa57aNoXuzDPXm3esbnk8JX7DHJq FNi7WmdLmsfjkSuFfH7V7XZDHVOzlBlKa2srrgvrGTrGJM2YKOQQzGT4+eC7 YLzHef8CPKy0+xsLU7F5QgnjERhqAmVHIKb+c2hoCMoEfhFIHQ+GJl1eiE97 n//CsWllRGn2jbrKkp5c8XjK/Yog1MmvuBeZxvzsl4e2JWHlImk2L9gJaO98 +DvD5/7jqONtZ1vvbd+dkStfjodTW36q72T1xlQO6kpG/ouvVxVv3NZw4W7s 89l3zu5dxdnSKlrGVFQq30Sv+9d7y1/a+9ZhJ3Dy3EjkwUCs14fBUjG0JfCg BLPNFajf12wqQKCvibBOyJp78I0lLtEhBp0FqRGl+euWsqfkdrWvo0b4gm1t VdvEk6twKttG0mx2dB0K6RtyV29J9f/KSampMKjL2uu5rXTp3b7mUqFCpBXW /OZgRbYw/OM2NfXMxi58/DfuSjDQUjY1fj4bLXundm8ILNEg+Y294e2vWK8P Dw54rCbN5gS9zmh7YDjA7LXUKVEsMIU0B5Q4RJqT1tVfmvNfhFPZq58tK1zD Xppx5zu7+y9vtDsw8BPttZtAyLjsv28ZmPwG51KSylyjob81P9vXXJQG12ZW ur/hF8bdFRlwaab9/ENNCfsGnCVwt7Tnmi5/F1ba+fGz1XmCzqZXtozeueEs DZ89TddHhGKsEYR1iKc0J5W1TCh+HlaapTf8U9mCTXT9eAFZzeZG69QrP9vT JAizX239yxzcZkdfqMef384NmMnz/c3boMqsq2r7NuTSueneD5vstTXhqK13 HHc6D/+sIE20btOeqX7v0i2FOWf+4eWD659k7+FA8w4uXPa0XB8FkmaCsA7x lGZbgXNE8fNgJZ6baHkpSf4GTmVzW+svTy+MOOMgzRjnlt39lzdaJ7Tv9DQ+ I9qY6H4/c8GeF9YQxtVhG7dq79k70r+KBmlAxGOA29E8EJom5kcye79tq1oX 0U6P9fooYIRJkmaCsAKmkOZHnfbVnEyJfSPOYtsTacap7KS1NZ/eXVh43Nu4 Xvjk6fruO+xyTG4MetDo9u+3fG3ctuaBefilrzo2p4QxhBfmB5q3CVUmeX3j lcdgn17YnxneIOW9Y1cvnOuISHurfas4HOSyXz1++VuFYV8ge7b1jb2QysPz 9syk8OvgsV8fDbKaCcI6xMXt84arOD2SNEvaHSzNKzc5vpifu1S/LknBtEnN LT/0x2k2O1hpQlsPGt3+H19pXC865le4pyTxDbcy61c6UZr5m57q9XoMUqhy Yy0Vwoa97J+eHgtzj0VSG5h7j7BwHOv10bCOhzY6WeGWqNLS0n2xEDnGONx2 p0joFyMkhME5gXwZ8uvhX7gnhuvET4uKiqSPYgVuovgrw6PB+2fOnLm2mIsX L7rd7ggj4QjZkMfkbG9vj5AlLAeVjwC3jfmxZeTm5mZmZgZlQHodt1AtiQXD 4zBu7zMdNVkK0sxPD3Z19o4/eHJBSrXHy8ukOaPCPS5sjj55cLc/9NMzeRnJ AWneUu0eYjSpTW5getAqIt9frt8iyFeR88bD667ytU8s6LAXc+nFb/zmQHmW YEEr29eq4P/iKlkFVre9M2Qn/RMC8+05ds//fNxYuDpi9jRcHwXrSDPGUtYG npKgiHTMhPkJPQARhiuKoTnkYFDTUCJ8RR6nBeN5mp9YQ3wvUeIhzfyYu1L0 ql4kzbfaazaKC4s/dk/836m210S7OremYxL6tO76p23+jx4F3Wyuu36d8Nm6 vR6GES3YRmJZ7mgWkfmx3+0R90AFiGQI8/evtzXtKZZGazoMUtEGT04rfW84 om7y0390lKzj1GVPw/WRsY40L4gRtFyqAXMP7ceoDRYuABtT+iJoWYTbwqd4 W4yDAanI0zIW3L6NhIuFcuTIkQiW5r7wJ01LxrWUBDwR/isvMWnXs34mJycV nxFTwRfSI9+7dw9eYwgUfFO6xspgWJtrjNo7/1330VfzUgOdE5eR92zpay3X hfXAJ9PUWTUdM0/2LKdm5T+blyF8I6PE2b+4q+V9Y58cFK0P6OUySt7unp5T Tlc3luoGDUdP6fH3Rz4/1+55DzcdqVmZDQSoydx/4aHm5Y25mf5PPP3fR7/Q Nz3Se/6040VxrKkie7FeHx6qkyahVSTRuSCWOWylef6rtp8I4SMETfYfQBCQ 5gXv8KnXs7nkNSWHe+7PC7I78l/1xZKJ8dTW2v8cDt7A8uhWe0PhGmlCe6u9 4xaTbAe6QTqbTBv6Sy/KQvMipjrtmzl9c8UqmJvuOVn7QuX+00O+hUcT7h+n h5nV0Xp9dEiazcC+wJFY+yx//gLBlLisNS89qBvUAy5aaf027xv7Q3Nlruh/ HRSpNQR56DB9whctU+JitJBKsf1fcQf06sKmrrBeiLFerwKqkwkH43OuELHp OwBiGTM4OHjs2DFpRvrixYv5olftqlWrLOLBZQh4Ohi19yCoG9SD9mhgC0Gn SuXZL0Q8SNQ31Nb0hj9wSFNbyDSLgeAkTyBfqZsqj16KqLOxXh8dC9bJoaEh 7NVTUlLkOtjX17dr166mEO7du8c6P0VFRfAXfoWysrKuri6myRkL5BbDNUBh 1tXVMSorKBx0V4O/GMgUf0EgJyfHtgQDjycKthPaSxYLdoMGorP0eO/tr4b7 uz/r7h+bYRhWJmYee8e/uHChd3Dkq3FV+Yr1+ihYrU56PB60T7dv345Wqt1u x4+kWeUgEmjGQtKQSTAMzXYSB4L2fm5uLhQdZNImHovMIiE8cxnBYzcxuSNH juB50IzSXX6QNCuCbZ/hicPLGquJSHywVKlevHgRu3ecF21vb8d/8dAEtL9A BaRtsDbZac5McTgc8uMpg3KL07Ym9FHBUAO4Po59vi3iRjPN4L5j+NXsIgui fziki27YJM3qIWlWhNzA9IBrzVSpjMVS0izJB0ghviO39UCaJQt6ISDc8fGa RvsdUpS/CZmE93GPFbww4XHDGOUVC00a58R5bhmDRUg/KBEZkmZFLNUNGg6Y NlR6hmOpOhlkJi8ElixDbS6v14vRouKQKxirY66W3K8ApQRFitOA6PoLsFhu ht8LRy+ZmZlyFUahAXUme0clJM2KWKobNBwsvdCIRoQerFYnu7q65MYpqklo JCgcB8ZhhVdapcVVVJQYEDuw1iFXku8xmMygfZHjhSYKqDyQT3wK+bSDURw5 cgQXGkCUMRVcj8DBAJQSvG+RWF76IWlWxGrdoLFQ6bEAS9WEk6VxQJrfDnp8 UEaQANCCOOQB54Rt4uYpabkZBwYIzqijdW9O522cUpbn1lgyMjKk2X6pE8BN QBK01qwSkmZFSFz0YGURYYdl66Q0uR3qgI3KGLfoHyi70hz7grgCDnqHFiJm D7NqTmnGUJwo0DDAwM1NBiJF+YYkYPSC82ZQXNJsA7ygbkElJM2KWLYbNAQs PQrIYCzWrJNgnGZmZoarTjt37ozbIHBychJXUeXhnUGAJIse3sc9SoyWcfWA ecPXUIUYGbA4oS3BYs7cOpA0K2LNbtAoSJpZYME6CbqMhiqu5MK/cs+iODtl SaHAgt7H/Qgoc7ioarY5W2lQgaUHtrOkngYmAU+9a9cu3DbFdOu0RSBpVsSC 3aCB4OCZpNlYLFgnMXoV/IXXYIcGRZnr6uqKpzRj6qA+C2LMK+n9srIyeL+u rk7KcFNTU19fn3kMZ8lMxkzKD8c0KgnJXsZ/3W639MMR2iBpVsSC3aCBYKUi aTYWq9VJ+ewoGn02cUuOdIE0kxyfMsElWjAJ0XyWprXRrofMYLQrm7g3wWz1 H81YLKjW1lbMp4H7miV3uHYRjHAStPubiAms3lSGQVitGzQWkmYWWM25zqaE fEJbMgbjc7YvpgW/QqaI9D7KUENDg+SKjL7cpupUUY4h27g6bxM9tYxNAstB gpq/TqgXVYSkWQ9UqVhgtRX8rq4u12JAX4Ji54KxFrft89LmKRA4+QBJvn9K woTLrJBneAQQUMib3MncQK4FoLgi+sFelE4GD4KkWQ8kzSywmjSbDYwuAoTq DgwPwGQGMxnsd7gAXphnoZlYolAvqghJsx6oUrEAvX+pVAnCClAvqghJsx6o UrEA6yRNcBGEFaBeVBGSZj1QpWIBehlRqRKEFaBeVBGSZj1QpWIBlSpBWAdq 74qQNOuBKhULqFQJwjpQe1cEwx2QNGuDKhULqFQJwjrgVnRq70FQkDQ9kIiw gEqVIKwDRtSh9h4ESbMeSERYQKVKENaBpFkRkmY9kIiwgGLqEoR1IGlWhKRZ DyTNLKBSJQjrQNKsCEmzHkhEWEClShDWgaRZEZJmPZCIsIBKlSCsA0mzIiTN eiARYQGVKkFYB5JmRfCgN5JmbZCIsIBKlSCsA0mzImQ164FEhAVUqgRhHdrb 26m9h0LSrAcSERZgqdrt9kRnhCAI5lAvqgiejUvSrA2qVCzAUnU4HInOCEEQ zLl48SL1oqGQ1awHkmYWkNVMENbhzJkz1IuGgmfjkjRrg6SZBViqDQ0Nic4I QRDMoeMtFKFDIfVA0swCKlWCsA40oa0IWc16IBFhAVnNBGEdqBdVhNzA9ECV igU4wbVv375EZ2Sp0tTUlJ+fT9VSkdHRUSicnTt3Tk5OJjovhABazdTeg6AJ bT2QNLMAS/XIkSOJzsiSBHTZFsDj8dy7dw/eKSoqqqurg9fxz0xKSsquXbtM 0sNACeTk5GDhlJWVwTvvvPMOvIB83rx5M86ZgTKBpGGcAKl///33cU7dPGDI EZLmILAhm6ThLDlImllApaqHFStWgPpA6cEL6PZLS0uhMOE1/M3NzR0aGopb TkCRpUECZMAMp3yiM7BULHIgh2C+xS0nYLPjj5KZmQl/4ScDcz5uqZsKlGba kREEbZ7SA4kIC7D/PHbsWKIzsiQZHBxE6xheYBheoLW1FefHGNkmXq8Xkgjq RsBehhSrqqrwB92+fTuLpGMC84mvpcLZuXMnzqnC0IVRulAC0EvIZy0wBBYA r2GoYOVuBAufpDkIkmY9kDSzgCa4FkRhhc5Kf9UCAQLpAUlCJSoqKjIid4uA m6O4AHLT2OPxgHEKxmAcpLmhoQFHAmCKqh/UgUxDzq+JwHdXrVrFIm8oPWit S6YxFBrUcIyrAyVj5W6E1poVwVZD0qwNkmYWWHyCC5qkpHQZGRmxfh06OhCp UP929aYZyAf0k+q9pHCXR2Zm5goREJ2gC8BwZjoNAg+Low6cxo9QeSBvoL+Q n6D30RtWjTrAkAnGG+rXBaSJa0gX5xBCb4i/tWU7YSwBkuYgyGrWA0kzCyxu NYO2wrOjkmowclEHgyQAnd7BfFZzh1g3r8HNITlQPcg5yFaQNKNNBMIdKtlG IR91oMgCikMLaa1Z/iYMRdDcBo2ImhYWTlNTk8q8oXUMd8YXoaWKq97qb7gs sXJ7Dwc2HJJmbZA0s8Di0oxgw4xVmqH/z83NDSo9uBXoDmgWFKwacw9rtSHl j0lv374dTGaQRf03VASGHJAKPpq0ghzap0HhoA7Kp9bhW1Bi8A5kVU0OsXDq 6ur0ZxvygzmHpI8cOaJmYLBcsVHM/BCwppnBeXIpQtLMApLmhUAhxCTNYJGh uy+ChjPIDU6ogirBi127dkW9j/paDZqCe5GkHws6WLBJ0WLt6urCpOEdeMHu B4XkpDVcEDvFVWPJ7Upa9l2QrQKDNKPbdtS0YrKa4ReBB4cfBbN37949eC1N aOASM7qfoaue6ideVtCEtiIkLnqg0mMBSfOCJmkG9cFOPiUlBSQSbUCp/8c5 WzXzYypP/gJBxPVTuQMYajGmIt88BbCzmhdECxSyjV7oirYGiCNO9eOjYQ6D tlCpMdzUS7Pk9W0LrH2DaSyfTseyQmCEw27C3+TAg1N7D4XERQ9UeiwgaV4I FMKmTZti+hZqk1zQb968CTri8XjAhlXpvKRSfdxuN1wGt0VxgSTg/jgwkK7p CsB6PzUWlwSkGHoN5NC22LMOCkfKocpFPfXSDL8CCC4GjsDwJi+++CK8liYu oEwwaTXpLmPu3btH7T0UcgPTA0kzC0iaFwJVyybue1UPmoGgQTF9C73OJNAW hr/4b2ZmJvwNdS3GXVEoPXAx2q22xO1fBqWT5g0Uvc7Uu2HLOXbsmFQIO3fu RJczGH7sE8Eiwu1pQV9sbW0Fw1k+WQ2jAuouQqH2rgi2JqZzTcsYkmYWUFNd 0CTNODEIxGqiyleow7FixQrFcFW41owTtmizx9+fZ1AEX0vlFrpXC+f2Y93D hYvXkQnnfy7Z8ui+jq+t7O6lCLV3RbBYSFy0QdLMAmqqC7JeXf1XcGcQhrSC r8ckAfJ5M9ynLPeJihB8GzOJY3uUeLAQ43lqmLRxGAckWAiK9QffhydV6Ywt ASV5LQDuod61a5f8zXDLxPJpBGn3d6ypWwG27Z2f6v/t229WlRUWlu2uf7dz 7EG0LzwY7/7IdfLciI+X38U33PbLg0dPedo7AI/b5XyvrZ9h5HOSZj1g06OQ ksZC0YEWNFnNaLSCAQsiBWql2XqNafOUpHfYk8DAALOhLWkN4K7kUGkOenx8 H5QRvddUbvEOJabCkV+MM9tVVVWQumXD6SjC2A1spsdRnCaf40h/2XUjnMed d/h0XeGaZPG61G3N/fNPPppoq1q7eLLkqbKWr9nkWYCkWQ90svBivCOet/eW 7SgIprC4ovbtjtH56HcQsLjVjJOfkmc1dOMq9zaiJsIXU1JSws0/qyEm9cH1 UzCx0WQGAYKk1exCMhBIFPQOpBlkF9eCQ+OHSJINV6r0VFckpsLBHVtQMkGu 4GQ1B8GuvfM3W8oFpc2qONFza9SzfyuoNJdedXpK8eq5K425K6WfKbWmw/fk s0FnQarsN1yZvfvD4UVmtcGQNOsB2zuVnh9+uKV8jU0ZLr3y1IS6imxxaZYW JeWo0Vm4BhdGcbpVcwZiUh8M2YHqDCYhyBCMDeLsVirNMCCgvIrah6MdDJqt My0128MRFGUYD4AVX1RUBGUV6lBHMGvvvlFXWdITlX085X5FEOrkV9xTj5W/ wU8PfFCdHVaa07K2Pl9Vc7C5rW+GoSwLYAQ/EhdtLPmBzezV5h2bSw5fua/m Yv7O8Ln/OOp429nWe9t3Z+TKl+Ohg0bf1GD3HzpE2t3N+2ubXGeFpZlz3UPT qkeYFpfmBVFkr8lQH87aEAyMBhY3YDzT1NQEqtfQ0MDUzwoLBzdDEUbBrL59 3VL2lFxlfR01oum7tqptIuyXvJ69KWGkeeWetjsqJ//0gs4JS1hcEopWaZ6b 6fvAXrI+1calZm0pyN+48QVn32w45Yrp4hi5c3bvKs6WVtEy5otypW/IXb0l MKGTlJq60mbL2uu5rXwxP9V3snpjKgfD04z8F1+vKt64reHCXbVVmqQ5saDZ Tn2CIlA5wQSmzcjGYmO05y6gxCHSnLSu/tJctG9FmtBO3VR5qH2M5YQ2rk9R M9SGJmmem778q8I0EMTC2uPNbxastkWaYInp4tjhv3FXZtpsKZsaP5+NdNlE e+0mEFou++9bBia/wTmipDLXqKKg3+1rLhX8LtIKa35zsCJbWLvhNjX1qB5O kDQThKWwqT57JTbCSnOQ7Cp/a/E1N1zF6dCTpWYXlT23Xvx8ZU7tJ1PMxJmk WQ8oIkeOHFH/lfnR919IB5XLKHH2+xa8vY2C1wq3rXlAyaaM6WJN8L4BZ4kg /c81Xf4uTC3jZ3uaBGG2ZVa6v+EDyzfcZkefwgCBn+1rLoIb+i8ed1dkgIpn 2s8/VJ0nkmaCsBSs2nuwEs9NtLyUpFGaH906u7/0J6cE1y/+pqd6vehB86yj j1V41bq6OpJmzcRuNT8caN4hqJx/DhnVdlWJ6y9KshjTxaHMTfd+2GSvrQlH bb3juNN5+GcFgpJCKs9Uv3fplsIUzZ2exmeEK9JfaxOs9ZkL9rywaus3wwNm 8nx/8zao5euq2r5VXUQkzQRhLVi190ed9tWcTGV9I85im0ZplsN7PdW4HF3g ZOXYQEEz9IAiEsO+Zv4vrpJVTyzf+evOovSwQ6+YLlb4ul8lY4Db0TwQord+ eQ1k4/FVx+aUsGqLi9c2btXes3ekf8NOfStD0kwQlsIWcoi2QQQWiIOleeUm xxdhpx4VpNk7fOr1bC59o/3T6UWXRJR4fZA06yFmEXl8pXF9sqRc/KirJMlm y9x/4aGSHRzTxUrw3rGrF851RKS91b5VnOLhsl89fvlbhWrmz4YtucI9BUI9 0LyNC7vQ7P/Ulry+8crjBf7hhf2ZYae+w2JlacbjkxwOB4z3MEozvMY3I48A vV5va2srXgzY7fZ9AaTX8AI+ku5sLFVVVRhiGv/F19u3b98nBpqGf6U8KMbO gjevhSfC3rH29nZ4IniuI0eOwM0bGhqkLMn3gwc9tbx8kAYRFiWjEtx9dvHi RT31ZykyOTnJTJpnOmqyhN4tpdrj5WXSnFHhHvdfwk8PdnX2jstChIVKc8D6 5gqdw7z8kvRi1w0G2RYgadZDzCeN+i1QVC7faEtlekDy9F6sEd9YS4WwCT/7 p6fHwq0Gf3+5fougxkXOGw+vu8rXRlrvfnjenpnkz7N/RSa2heYFC0szVqdw rFixIsIuqqDziE2LYiwU0GX5+ZKKhFNnjDGiiPzUZvkJjGbGmvGLbKyk+fFU 22vpQrnm1nRA27nTXf+08F/6j90Tj8QLbrXXbOQWvfNk89TKqrY7+I5/BpJb be8UL/Jeby4WDJq0F1zDkfxn9bAU9zCah9hFZHbY9YIohS8fOFCRJ24vEpVX /8WawDlzbrO9M5Lgz4/9bk/2Sln/EUFtUce59OI3fnOgPEuo9LEtNC9YWJoX xI1LrjBEDZQh2Zgej0f6FtwQVFv6F08/DJdEBOAmEazaUMCEj8n+BUkCExvM RukALLAi4R3pdbhhCbwPaSnmWb7BWdtT6wFSPHPmDJR/TAWlueYsaWyLY7Yb yWyPY5sYpzM1K//ZvAyhR0KvWpG5S/Xr0C8sq6ZjZmH+q7afbJFtkUrO2Fhe d/br+YC7LJdVfqD52K9/tmONsGq3YfepIUaz2QuBeFYU01UbWkSEn+pvO9FY U1mcnyXWgYhuXTFdrAHByE1OK31vOJrLN39/5PNz7Z73qvOEuh1+R7Nw5fW2 pj3FBc/kZYihaGNcaF6wtjQnHJBgCiNJxBmG0gyqOvJf9cXrOL/aPrW19j9l ATZxETl5TcnhnvugwH9tP/ij7FRO0mYuo6i+A6MYCvEl3izMxM+4Nf/Lfpqh Li/QhLY+Yg7M7pu42nFhYEbY7P64t3F9ZOWK6WKNzM30f+JRfX5K5IXmxQRi 4sWyOI6QNCcKDEBk2WlVIlEwm9A2nAfjvZ1dg9OMg3QKUOQfPcQmIvz4WcHo XJldfebWLC7aho8sHdPF8YD3jf2huTJXdPJSE/NkqtO+mdO0C5ukOSF4PB75 oqfKMzWsxuTkpHzaGQbndrsdp9wt6MFlFEtHmuMHdoPxP/18eYClV1dXp+pq 6fQHLmPDhgwxuFb16XARMmO6OA4sOroiz35hJtLF8qiecv8KdZA0I1Cv1q1b V1RUhMcdsub3v/99SkpKV1cXJJeRkbG0YlFCnXnxxRch21BcMYUAigkomZyc HKicf/d3f4fv7BNDNkksrUIzDyTNocQmLsRiYhURfrrng6b9YryP/U2uj/tu R4yOGcvFcYD33v5quL/7s+7+sZkoQwTfUFvTG/64Jk1tsR6dRtIM9hd6LINW 2kRPY80nPBoCSNL27dvBMExsNsIxODiIDtjQveMLRpUHz9iSz/nj62PHjuFa gJUrrR5ImkNxkYe2DkhEWGDxUpV2EqFzJnb+8XHUBH1pbW0NehPGCThCwP5T cVdyYkFZxLkFyB4KqOHObDAssYmhnuHOYJ5jzGfoP6FM4CNQZytXWp2QNIeC 0kxeH9rAzfLUHo0Fpdmyx9pCY7TJDuKB2hXuAGJjkdaag96HUQFKEh49bMIN PjirLP2bENdW3F5NTjvaIGkOxeIWin5sjI4zszBYJy3bVDMzM1kYfVFpamqy LQ7TgYAdevPmTXxtTt8wHDyUlZXhRmZUahYF6BLDsgF1dXXyuX0028FaN+GU wpLAyu09HNdijQJNLMbG6DgzC2NlacZZU5sYNQtfQIfPWhAhURAXaV1b3hu0 traC8EmWMsb3MJsAQZakQquqqoK/LDbJ4gAAygcnzKXgbDiVDQXY0NBA/rTa sGx7j8A1LScOE34wsiJJs7FYeSZHUhmQgIsXL6IlCyogD2xlOCgukrpJuoZi hKCRuH37dngduh6dcHCqQYLFrDsqMsoxTl9jLC9pBGVjGDdjmUPSHAp2g7TW rBmqVIZjZWnGdVL5RBYM/OIw/JPUWZqnlQ4dQJ80HL3jNWbbwAtZDQqRDUpt uGmPcgyDEyiruro6LBAw0qVEcTRlbKIWgXrRUKzcDRoClZ7hxBxjbRkhnVIh 2X24chq6BGws6Hsm7x7BTgcZwkC+mB/p9A2mOdEAWPcgzZBD0GhJKw33aZer sC2wli0dmMV0WmPZQ9IcCkmzTlJSUqj0jOXevXtQJ4uKihKdkQSA7TFUmlkL IkbSCK3Ju3btgvfXrVu3ELDoTfi7QOYhn9K/uApgbFcPP8fNmzfBWJakmaTE KIaGhqg8QyFp1gmYM+ShbSxoNVuzqcKz49ysNDWK0pybm8suUcn3LNSrGWdx MSQR5sSEi19BuTK8/uCYJDMzE//FJXhq9QZi2fYeAZxAI2nWDFUqFsRhddW0 4MSptK0b/YuY7qGQZtEnJycbRKSPUJo9Hs9CwNUKchLhiMaEABmTCyW6Zhm4 Lx5n+3F0BA+Oq/8m9IVbulAvGgpZzToxthMgECvXSbBhUQShBFAZWW+YxW25 kBZoNNjs8pLHnHR1deE5ODhkgr+m2j+FQ4ucnBzIOWQPHgGybWBMUXhYdE1H 4P60pcVYSJpDIWnWCU1tscDiTRVMMzzPCICBH2sTVbKasdjlyaEJn5KSIneB NuFYFB5h165dmSLQmxleYqDOZ86cOXbsGPw11YzB8sDi7V0Rkmad2GgzIwOo qcYZUBzoBMAYDDKH4V/QI/iotbUV+gqMqmEqk5lYBlB7D4WkWSdUeiyw8loz QVgNkuZQSJp1QqXHAipVgrAOJM2hkDTrgSKQswBDW5hwQZMgCMPBzW7ksRME SbMeKAI5C7q6uqhOEoRFIA1SJCFnmy4bqFKxgEqVIKwDtXdFSJr1QJWKBVSq BGEdqL0rQtKsB6pULMBSNfx4AoIgTAj1ooqQNOuB3MBYQCv4BGEdSJoVwUPf qBvUBp12zQIsVYfDkeiMEATBHJJmRchC0QNVKhZQqRKEdbDy+ewRIGnWA4kI C6hUCcI6UHtXhKRZD1SpWEClShDWgdq7IiTNeqDSYwE1VYKwDtTeFcHISyQu 2iAPbRZQUyUI60DtXRHaPKWHyclJqlSGQ02VIKwDxsyn9h4ESbMeRkdHqVIZ DkkzQVgHau+KXLx4kaRZM1SpWEClShDWgdq7IuTIpAeqVCygUiUI60DtXRGS Zj1QpWIBlSpBWAdaa1aEpFkPJCIsoFIlCEtB7T0UkmY9kIiwgEo1EfC+4Y/s hZkcFH3qpoqmsyM+3gJJJzwbJnn2BANPv3PnzkTnwlyQNOsBS2/Xrl2Jzsiy gqQ5Tvj++uehab8S8H9xlayyCQLxg7ysNJuNS688NWG4SsyPdrxdV2M/7Bnx PnkzPknL4Gf+5+OW99v6pxYlErdsxL/YTQ8UQH5+fqJzYS5ImvWApbd9+/ZE Z2RZgaVKTVUVotjVNrUNx2ZteUfO/nNBGthq6Rtr//sWfHX+urMo3WZL2dTY Pe2pToEfIPkV99RjQ7P61ek9GwTzEBQo+/VTwwF1jkPSMvjprqbC1UIm0v7m UI9MneORjUQU+1KAhuKhkDTrgUSEBegWQqWqAv7hhf2Zgsxsqu++G8O3Lh9c jxopsLqo+ersAu8b+fjoodbe6QejrrIkePup2o4HUeX+wfjVvnF1o4K57vp1 gnmYtSUvAxJPKmuZCORHU9Ka4IdbytdIT27jnneNPZI+iz0bMTy+ocW+3CBp DoVCTeqERMRwaC5CNTMX7HliP5/f2OuNfrmf+buddTlJuZXN7V+e/2VhWkp2 zSfTgc/4qU9qc1aCSbnN0TMb7Ub8qKskaWVu45U5Fany05dP1L11smeS57/r Pvbzg6eHfEEXxJK0RvgRd3VJ8R5X/8Px9oMvF5b8n47pYBNVfTZienwDi335 Qb1oKLSupxOqVIZDdVIdc9OXfrE1CU2wYueIL/o3ohGY7E1eU/pO32x0283X UZMKdnBNR/S0+enBrs+6BqfD3TTWpBkRUzZieHzjEl2WUC8aCnaDDQ0Nic7I UgVKr7S0NNG5WFZgnSSPzYjwvhuu8vSklNQULnZp5qevnNz/twWC31Fadsk/ Oju/Eb48e7W5CAQiaU1547u/+NHapx190dY81WrT/SuHS9YJ+eQ27Dn91fwC P9vTtInj0srfH0Mhij1pDcBTn9j9dKqw0l19eswnjG0u/6owLaPQ8fn9BS3Z iFWajSr25QdJcyjYDdrt9kRnZKkCpVdVVZXoXCwraAU/Or5+Z0mGLa2s+XBV aqzS7NcCLjVry7Pisq8tqdR5Y6bP8eyThVBh+drRPx8tF6q06U5P4zOcbWVq alLgtt7exnzh9frGXkGGvBqSjp2pTvtmjluT9YMUeOC1NZ/eXfi6pewpWXIx ZyM2aTau2JcZ5FuiCE0e6oQqleHgeV5UqmHhJ9prN3G2teWu6/dFdYhJmv3u WOgJPOWuSAa52NE88F3f8RfW+EWCS81+6dDl76JOrarSpked9tVcUuGbv3h5 jV+O5wachcJGoVV7z94RrrirIemYEbPB5Vf8OF8oMMEJ7U5b1UohyZVVbdqy EZM0G1jsywwaiitC0qwTqlQsoGWC8IjeRFzSmt0f3eL96hCTG5hfIwQheK7q p2V5q56pfv+L+yq/LCwZn+vw0/5fjSWgMLbsva72wHsd53vHHyz+zvf9ba3t 54+WCEZz0rr6S3MoTLaMCvd4LA+uD/677v/n0OG3XhLHB6tKXEPejlrRZn6q rOVr1TfR8Ph+dBX7soakWZHW1laa0NYDVSoW0HAxLPP9zdtAjVdmVzQcdx7+ RcVGcZo4dWNVo/O3vWG9rOTc/cyes/LJDKp//VcFj686NqfYosJtbewJ0pzH U+5XBBWz5dR0TD1ATUx6qWVCnWuzYUx11OSIyvwTz527/kl19aMa7Y8vornY lzskzYq0t7dTN6gHqlQsoDoZlrACwaXtOD4QxYOI9414HDX2o56O0832yoJs 0eJW78jkHT59oLywIMAzeRmi3nIZec9KbxYW736nezpIcx/0O34YpInctvr3 3z34c3e0LBsI/+fmrWLRFThHFgadBeLTr3qh/l//xdU7o+L7mh9fZ7Evc0ia FaEJbZ1Q6bGASlUdc5PuV0VLbN1ez2T0y6WwkII2AZOevetAWlbbOx9F+6ri 7bxiACtZ8JBwzHTUZPnTnb1YnyMoWsqPXi5P5wLrvHHh8ZXG9WLSez3eO2f3 rhICn6x59ocbuNQC52Dst1P9+AYX+3KDpFkRLBaHw5HojCxVSERYQKWqCn7q i0OlouX2VInzz9FNMP9kuM2WV9PS0e553y4EjUwrbe5TH0lsEar9oHz+UFdc xoYNGTKH5MxK9zdx9Hoad1dkCFPpec+/Vpwty4Ywza7hdmof3+hiX2aQNCtC VrNOqPRYYCM3sOg8nmp7Lf2JvqQXu25E+8r8/Z7DJWuSn3wp7bkmHS7BMbgo +4bc1VuEPcUZW19+/dXi7DQbl1lo/yjG0N864X3DH+7OxgXf5IwN68VRApdW 1Kwt0Ifqxze42JcZXq+XvTTzvvFud/PB2tr/cwK3k5sekmadUOmxgKRZPfzM YFdHR8e5q+qCOQt91G9dJ5zOf2tp+5Pq+M/KGBUOK67w04N//ML/4L7xq1Bs Wu8Uy+MbWezLD7bSzH/X3fxy1pNZkowSZ3+4nwxa04W2E7UFq222tRXu0Zg+ NRaSZp2sWLGC4lYZDk1wLQkeXbCvTqg0z4/9bk/O09VnxxMidQl//GUDy/Z+ 90tHkbCYklZkd3e0vC7uYFu5p+2Oknf83KX6dUkBBQ/xQIj8qdHgZAJJs2ZA mpeYiMxebd6xueTwFTPvqSRpXhr4hk7X/dPbCZubnZtoeSkpgeKY4MdfPuSL sLjz/A2nKMzpRc7r84E1oKQi5w3lfWvekQ63+/S/VqxJUhLfyJ8aD0mzHmzx PCOJvzN87j+OOt52tvXe9t0ZufKllpkx9E1Nq2gZU9Gf+SZ63b/eW/7S3rcO O4GT50Yip2hIDkmaCVX4RpzFtAtpGcBMmh8ONO8QZrKlU7D56YFznX+eibyh HjfWhRPfyJ8aCUmzHvRVqrmZvg/sJetTxci6BfkbN77gDOuREnCkEUlKTV1p s2Xt9dyOOU3+G3dlpnh6++dRjp/zDZ3avWFRgN/I8RmMyiFJM6EKkuZlAjNp vuEqFj0lk9Y/+8NMoStLfXr3iSvRIvOQNC8HoEZlZGRo+ioefAMGbGHt8eY3 BdcC2eguCH/YZBuX/fctA5Pf4FaUpDLXqIY+ifcNOEuEdCO6ifLjZ6vzhMqc XtkyeueGszRKikbmkKSZUANJ8zIBulAm7T0Qx1bww89/+Wc/ezkf+r2IbmAi JM3LAahRK1as0PDF+dH3X0iX6ok3ECKpeUBhEQQP0ZP2gfp3iXKbQ8+Pm5vu /bDJXlsTjtp6x3Gn8/DPhJ2VgmvEM9XvXbqlMOfMP7x8cP2TFP3zQkopxppD VZA0EyqYHWwusj05n4JYqrBq75I0+22ERzdbXhb2sKW94BqOMGVI0rwcyMzM 1FSpAosg/jVflOZVJa6/KJmxeKweGLCvtQk29cwFex7Utkz7+YdBF/onq2NB OP4m+DaBJKQq/W1b1TrlFGPNoTqsJs2Tk5Otra3t7e0ukYsXL545c8YVAD6C C6SL4VNXGOBbkRNyu93hvqsZh8OxT6RBZF944FO73R7hgiBGR4P2p8z0OIrT FOpwIFTms3kZabnlzcoujlCMkAHI8LFjxyAb8FdKCB4B3pE+wuc6cuQIPg5e rPjg8DfcI0v3kZKAv5gofhGTk17LgfcHB5n3/OaBuTQHJlYCb6zc5PgifABz DE0TTnwjf2oktng6Mi07NEpzIHaf30yev+4sSrdxzzr6lFZyA9GE/Bf7oyiv q2r7VuHG3rGrF6TDcZRpb7VvFTcBcNmvHr/8rcLcjhS/CE/UfXjenpkUaeE4 lhyqwWrSDN145AEUdNd4JW6piECELh0Pxl1CBI805gddpRnRvsSllb8/pjTA hRoVj0wbhKUiNMLzQkdq/H3Fk0CF0gyW5siLIBhXNpz4Rv7USGwW6waNBYpO y75mfzhf/5G1/KhLODIvc/+Fh0p9SiD2b3KFewr6p4HmbZz2ZVyonmMtFcJx udk/PT0WxqhdJM2ByeoIKRqcQ8vVSTAPFQ1SyciVW83Xrl0DAxD/ukSbGuzo awEiJzQ0NAQXg3l+TQbep6ur69piMBUJl2jOw99rYXAttvfhhvgCPsI3pRfy tPAd+It3kC5TfpZFxzJ6XHvFuR35sYxdgzNh/Cek+8upq6tTtFsNAZ4iaIqj VQTKH19In3o8HvwRpaLQXpmWIKDL8DMyuPHXLWVPKUmzzGoWalTn4qM8TSHN FL9UJ1B0WpYD/NqXvL7xyuMF32hLZXpA15T4/nL9Fg634z287ipfawu7Kq0C NNi5zfbOCHGDAxPUOXbP/3zcWLg6WoqG5tB60kxoIiFuYHPT3e/sLi4sLH+r /RYdT2EMzDy0A8Fs/Sd1zt9p2yPEaX2yinervWajuBL3Y/eE9GuioHNP1bQr nb0d+VMjoW5QD1B0mpYDZoddL4im68sHDlTkpXIBmVZGiHqULTvsVccyrjg7 nZxW+t5wRN3kp//oKFnHqU7RyBxSnSRUEX9pDuyqEOCiNiJCJbjWwOTWvn5n SYZwxFh50/vvHSjLgj5qZU7tJ1M4tfIkwFdWTccMmBj9bseBN17GQ9BtafkV Nb842TMZmIaJ/KnxUDeoB+3jPX6qv+1EY01lcX4WHhwbxgcscPn9kc/PtXve wx1NGvcLi8zN9H/i6f8++oW+6ZHe86cdL66xqUrRuBxSnYzKg7HOd+t3l4Hx ttfhiRIHxkh43/Cp6o3pttQt1e6hYEGcH+14u67GftgzEn7zu5HEX5rRYkrN K/vbYqGTz7VfIN9wA4DGnpuby+jmi62MlVnl7/Tel0ZU3uFTr2dzyWtKDvfA mwrODCmbHVf9FlPkTxlA3aAeNEqzb+Jqx4UBMSjN497G9Ta1K7P6l3FVMDfd c7L2hcr9p6HvfTTh/nF68IQP8xxSnYwE/93lpudkjsraz06KOeXpzoNbAylz eYuCV89/dXqPP0ANl/36qeE4qPOjMdfzXJyt5u73DjZ92Ds9Nz/m+eX+I2c7 P7QXYiyLTRVNZ+M4RlpWMJVmkbmZwUsdHee6BqOFGzET1A3qQYs0+6N5rMyu PnNrFldmufTKUxNRKg3vG/tDc2XuorhzLJBOfk8vtv8r7oBeXdjUpaJOG5ZD qpPhkbaQry13XZ+99dFuIaKvithuRiAe6LAyq2y/40B5FsettndKw7W57nrh 5IDUrC15GeLQrGWCfX4eDxzfkZaxw/lndpZLCA/Gr/b5w89KLSX1B3lZaepa MaGAjsBNyxnqBvWgSZqHW8rFSeLAyfJcdvXpqBGtpW8J5NkvzGjOczRwkieQ VOqmyqOXVI01jcsh1cnw3PbszRJn5vD0HH+wmrDu/cbCTw9eGRJdoMEMuSL3 a+WnL5+oe0tYeuO/6z7284OnQ6a7lwPeAWdZmiTBuOdRGBd1T3uqU1iPmZcv 0NiZbJ5a4lA3qAcouqqqqli/xU/3fNC0X4zPtb/J9XHfbVUWD++9/dVwf/dn 3f1jM4z7vcfe8S8uXOgdHPlqPJakjMoh1cmwSI4r/mlc3ouiYMup6Yjgcm8U 3pH24wd2lxWVvXagua1fOiZA2IHy2dKaLdRCYJNg4Ogi3jfy8dFDrb3TDzD8 ne2p2o4Hy7wMWMDu5KklDXWDeoCiKy0tTXQulhtUJ8MSNooC+xgI4da47185 jG423IY9p7+a90+5hw39sWThfV+fLBd2IQRvpuCnPqnNgQ/Stjl64rCssPzQ HO54eQNVjcRFMzTeYwFJc3gwTqAkzYGtmuyl2e+vaNuy/8J38zdbyoWQOc+7 xv4/cQv8ytRU0Zbf5OifD8yxYyi55cH80Psv/ODJXkJunXTiOT/d1SRs/E9e U/pOfJzxlh/Q2FetWpXoXJgO6gb1QJWKBVQnwzN/t+MfxZAuW2rPfuXz+QO8 xEGa/Y5etvSNVU3vf3S0am1q9p7fjc0KVnxS4Zu/eHmNX47nBpyFaVKku+WC d8TTJO6KFaat8ytqmtrExfTZq81Fq8Vts43v/uJHa5/WeJ6LxWG4r3kpQ92g HqhSsYDqZCSCJ5aR9GLXDbbpTp2uSpcZjjlvtE/NCXEY2lrbzx8tEQ8BXVd/ aW7KXSGsx2ZUuMfZ5ifeTLRVCaOg5PKWm37j2NvneHbRgebCpEFiM7kkoV40 lMnJSeoG9UC+hSyAOklrTxF5MHbhw6ONdfbGw+/UFAhKqHyCmHGIwavb3f9S mZce0KGktTWf3hU+ezzlfiU54Ir2oKNWCFuc9FLLxFy0my4p/EOOtELnQGDa +m7f8RfW+LWZS81+6VCEA9CJ8JA0K0LSrAdyYGCBjdFJNMsCfvqPhyqfK6l1 Dwu7a+901z8t8xlmhD/UMB7Azc9cOVQsyG8g6vuDfscPBXVa9RPPnbuBk8fr 33/34M/dA8tlfpf3Dzls+Y298Yl1ZiFImkMZHR0ladYDVSoWoB2S6FyYE38I LJvth47+B/zEqUphknlNecswQ3tNOolM8D2bm+lzVQnx0rN3t6ELNp7FY7MV OEdmL9bnCLZlyo9eLk/nVla1LZfl5oBv28o9bd/f7jn5m5O97AILWA7qRRUh adYDVSoWkDSHZ/5uZ12OGBoy7/kXC9aADq7M3v3hMNsQkb6x09XZi1ZV5QHi fP5dvYEQOgEyK93fLJcJ3huuYvEIo+J3r19u2MjF47he60C9qCIkzXqgSsUC kuaIeIfd/7AxVdRALrPQ/hFjXUYejHWeqC3fUVBQUlHzy5MXvlkUUsY35K7e kiqI89aXX3+1ODstjhmLDwFpzli/ISPZxj3T2LNc5gNMAPWiipA064EqFQtI mgmT8ejW2Z/55w3Snt3f/tdlM+YwA9SLKkLSrAfy0GYBSTNhPvD0ovPyyOGE IZA0h3Lt2jWSZj2QhzYLSJoJwjqQNIdC0qwTigbGApJmgrAOJM2hkDTrhCoV C0iaCcI6UC8aitfrJWnWA1UqFpA0E4R1oF5UEZJmPVClYgFJM0FYB+pFFSFp 1gNVKhZkZmZSqRKERaBeVBGSZj1QpWIBOdcRhHWgXlQRkmY9QNHl5uYmOhfL DWqqBGEdqL0rQtKsB6pULKBSJQjrQO1dEZJmPVClYgGVKkFYB2rvipA064Eq FQuoVAnCOlRVVVF7D4WkWQ8kIiygUiUI67Bv3z5q76GQNOuBRIQFVKoEYR1I mhXJF0l0LpYqJCIsoFIlCOuwc+dOau+hkNWsBxIRFlCpEoR1KCoqovYeCkmz HkhEWEAzOQRhHWhCWxGSZj2QNLOApJkgrAN5aCtC0qwHkmYWQKmuWLEi0bkg CCIe0FqzIqtWrSJp1gxJMwugVDMzMxOdC4Ig4gH1oorQ5KEeqFKxgKSZIKwD 9aKKkDTrgSoVC6hUCcI6UHtXhKRZD1SpWEClurQYHBy02+3Xrl1LdEaWBnYR r9eb6IyYBWrvipAbmB6oUrGASnUJcfHixRUrVsDvBX/hdaKzY2pAjrdv324T 2blzZ6KzYxbIDUwRkmY9kIiwgEp1CYE/VllZGfUkUfF4PFBKRSLwAv5NdI5M AVaeROfCdNCEth5IRFhApbqEOHbsWGtrK7xob2/HFxJgJA4ODsYtJ5BWuFni ycnJ0dHRuOUEuXbtWlB+IA84lQ24XK74Z8mcUHtXhKRZD1SpWIClCt1pojMS b6DHBqXbuXMnlAC8SHR2dDE0NJSZmQm/Y1VVVRzWVXft2gVpQYqhk+pgnGJO GhoaWGcDgefFMBqQbpD+0hJzKNSLKkLSrAeqVCzAUrWgW1Fubi48+CoReAFy k+gcRQekBwRo37598jdhWJWRkYEL0PAXTEWmeThz5owtAKQoH9SBUttkgK3K NCcIjAGkFOGnlN6HjMG/QWVFUC+qCEmzHqhSsQBL1WrTfWAmY08OHTjYVmjo ORyOROcrCiB2kM/S0lL5m/AIZWVl7e3tC6JOsX4KSAiSg7EcjAGg8gRJc05O DuQBPoWRT3ykGX5KsJohG62trdu3b5fex7IiB7AgKIa2IiTNeiBpZoE1SxW1 WJrHxv7K5KFX7t27hy7HoESJzssSAAYwUFZkNQeBVd2Cs2SRIWnWgzVFhDUW LNXR0dGgGVe0sMw8ewA9akpKijRzK6kz2Mhg+2dkZGBn6/V6wU5kvXR+5MgR GCRAzYG0pE4ejehdu3bhCi+UJIjjmTNnmOZkQZxgxxELTl+jC4G8rMhwlkPS rAhUHpOPzM2MBUUkDliwVCcnJ8NJs2m7LBAgXFBGSxDzKV/2xbnc1tZW6TUj YDAASeTm5mLNweVdXCCQsrcQOOGItdHa3t6OS96QK8xPQ0MDjApwwxT+a9rf NCGQNCuCfhqJzsVSxYIiEgesWaroAybZUxiHweRdFsqNXHbht4MHwc4W38dZ XKaeYOg1h0vMKIv4JoggLhNgTrCEWftpyxeU8TWm2NTUZKOt30qQNCtizW7Q KKj0WIClOjQ0lOiMxBXsxlNSUqCPwtgU5pfmTZs2QQ5BdKR3oJt1u92Yc3wf LWt4k102cK4Yqg2kAol2dXUtiLVInpN79+7ha/yUHSjBQE5OTllZWV1dHSS9 EBjGyMuKQLBkzFzPEwJUYGg7ic7FUoWkmQWW3TyF5kMQpi0HaX0cPbElIMPy nONrpivmYJLLZ9GlvcPS+5C6NM/Memdx0HYtnC6ARHH8EBSVhViwcHuPDLmB 6YGkmQVWbqqDg4NgPp85cwYntOW7Ys0GLiIDGN5K2rKE5j/YjAsBmYanwGtY ZAOkEFKBUQ3OV8unrLEMsX/D9WjcWsVOnSEnUCwwDJDnBwYGkl7D64SEJjMz NKGtCImLHqj0WGBNaYbnBYtPcgNDF18zb7RBmxSFD3IrZRUDbpSVlS0EBLG0 tBQuY7HcjF5nuLi8EFjXDpJmjNyCr+Ejdrub0TCXTGN07cO8SUFIYFQAGWAd g2VpwVyafcPtR+2VxYUFBaVVjb/rn5l78hE/1f/bt9+sKissLNtd/27n2AMV t+N943/6rH+KZ5VdP9gDME5k2WJNEWGNNUsVOyg0k6U54ZjOcoJvxdMck3Ze o+eztCkJXaNBmiHz6IWFvqYsBBGlH7h37x48OxqqUuBuzCHmBPOADmOM9k9J pjHkCjdMSRPa0lIF9rehdRu9uFnkyvxg/WHU3vnprqbC1TYbl5r1dH5WGiTE rXnecfk7UVhnehzFafLlh/SXXTeizajM9ji2pdnSX2ubeswiwxJk9+nBmg5L rEHbx2rSjAYg7oRFHYnJZQinkeO5lCkZiUGyC8qI+ZcDGs1iGhksU1R/BNKV 50Saco9DTpC6ujp5WmCqY1rSnrKgHEpkilgwbvwCW2l+ONC8gxMKvqh5cPZx b+N68Vfg1h+8/JDnb7aUJ8N/WRUnem6NevZvBZXm0qtOT0W64d0vHUVJwj2K nSM+Bhl+AkmzHpZe6c1ebd6xueTwlfuJzkgELLv2JG3FBesvJpGFLh36fLno gAmGPR5oPQgEoxOgurq6FE9QgvzA+/AIkB/4FF6zEx1IAhKCOgO2amgqoIkw wgHTFUxaKF4wTlnLHyQEzwsJBc143Lx5E/IZzjTGUYQ1Q5GwbO/ePsezgjQn vdQyMbfg66hJFRuY8O+DUVeZILKpNR2Cxj6ecr8iCHXyK+6w5jA/++WhbUnY RkmaTY3e5QDfRK/713vLX9r71mEncPLciC/8CkZMF4fjztm9qzhbWkXLmIp6 pSFFIzJpWWnWDC6kSvO0ki0JAoGFCcJN5WlysDOJQ7Ays8G0vfPTV1y1P97j /JNgjEy5K5JFZS5y3pj/uqXsKdsTaZZ0e21V24TyvXAq20bSvATQFZjdN3Rq 9wZu0WRbfmNvmKm2mC6OAP+NuxI67ZRNjZ/PGpg9QzNJ0hwTOLEs32chRRLD f1GmrWmRLSFCf0eLEJf2zvvG/tBcmSv0Ttym2vYJXrKgg6U5aV39pTmFO+BU 9upnywrXkDSbHu3SzI+frc4T6kl6ZcvonRvOUmGaJKnMNar0c8d0cbSEfQPO kjQwnJ9r8vtC6M6e0ZkkaY4JXN+UL0yjF1lKSgr+i0E/LNjnLzlw7zOGKLEO 7Nv7gwHnjyRzlyt0DvNPlDhEmqU35PinsrlNTT3XjxeQNJserZWKf3j54HpB xjIr3d/wAV8FbrOjT2GVQ/3Fc9O9HzbZa2vCUVvvOO50Hv5ZQZpo2qY9U/3e pVsKE84xZU/zV8LC1GNz+aHo9Ds4OIjLml6vF3sk1gEqCf3gwkRMbvnLAPbS DCZzV8uhA9VlGwXx5TbsOf3VfLASz020vJQUTppxKpvbWn95emHESdJsfrSK yMwFe57tiVH5bVvVOvgn037+oZ6L/ZPVscDtaB4ITTOm7Gn+Slis6aGtmXBh 8EGUXS4XNnDLev8uLXAlwvyHdBtL/GbJHp63Z4rym17ZMvypfTUnU2LfiLPY pizNOJWdtLbm07sLCwE376fru+8wzSxJsx6g9LTEa5rvb94mjtjWN/Y+lipM 1l7PbZ0X896xqxfOdUSkvdW+VayeXParxy9/qzDyiyl7mr8SHqqT6gHrGPuT 0I+kFWcbLTQvEVCkzBxnhgU4V8BmW/dMT/PL2WnrCu0fDQvTgxNtVWvFBpFe 7Pq9syBVSZpXbnJ8MS+/x9yl+nVJCnZNam75oT9OM4s8kpubK8XSIWJFY5jT RULGz/Y0beLCL8vGdHF0fGMtFcL+veyfnh4LY9FqSNHQTFpQmnH7TzgiGLxS cJJwF0i7jxUjUB07diw/IuFsGYxdFvm7oShu6YU+GTrn0tJS+AsPW1ZWhhdj hDF4M9w+MjwJOtY8wG0hLcVJYyircA8F/SR8K1xOcHZCJXh4JRKUDWtKcz67 9v6o028a++efx90VGQFp/lNHTZbwMqXa4+Vl0pxR4R4XvstPD3Z19o4/WOAn e04e3F22o0DgmbyM5IA0b/n/2zv7oKjOdMF3VVf/QcGyTa2rBVVoBWrRCkVh pC4mbgc0W2DitiZ3BZMrOjdCEm1SYxo3STve2MRrL5nYMaGLiU6beDsT7cx4 6WRj6wbMCCbKXIOZCDcjDAIxQEaMMBC5YoYW+7Dv1zl9+vQ5p5uP5iM8vz8o uvs978fzfjzn/XqeEndb9Ba1NXA+ZBLQjjb+5241Wh/ELSbN7P3TKSs2VqPR rrS3+CcfOBzcVWf+Ao12ublO5WL9BFKcykwiqc43H+J0v1gJlQs1sqoZ6Sz0 vXDHmW4QyL6BC64nlZC4rhCQteYRFtnXg7BRofzL5gHp9FDbJhEiu2hM96fG m/9IxCgLGjok4gXVPMVwX9uz8cm6mLXOb9FY5P/KlhmLRa9b62gf7vf8LIHU g6kWvfrearA8gD8lbHb33h0bu1FjytAGPgYYbbAsweGWFHuju0OkAdU8Ceir 7wQe5AY+s+UvEd0zUtuWHVfgMOCl5hj92sMdqkpzAilOYSYXLFgw39okVaay qC/0yapmqikEN8qClUjZo7+tra0oEvoT+n+SlrL6eMZ1zFip7BSVRQP0k4rc aNFCUTfAQuNsa2sb71OSmpLU6fXr14WQSkKmNTXfDuxFUTXzZ7O1KXnbTKYd BVnknPaiXPuX+OqocE85PiVrVXoiHrwS8x3N5FCYsIidYqod5GPjfN2nd5N5 BxrfEvNfaxiQu2U1RYBqngyTUiK+gc5LZ6ttj5NbcuG2ZccVWI3RwebT3uYf pjh7U5pJaJORI3hmFH9Jxzphmiyo5pnI4HRjI0Tb82OUoDUVJe8bs5ZoquYx vBztfDZbz08atMsKHRf5DWLO1/mRJU+YUCzMLv1dB7uxMtxxfFuqNiYp/0Dj bWEac/dGzZ6cJGFBO9tceyNa2SbD4HxbP5lCJqRERgcaj5RuKCyrbvON3e11 b06QWzaZUOApYQIpTnEmQTWPi9CRTeyACc3RqE8HpWXh6EEdIE5nisJLyPQX NhLofFzltYHmf74ZBIuuaqbgjeMztWe+7JmABcUZAobByaDh/dKOA7rbi5VX nvmX9Irxopzyc/In/cYVeEqYQIpTnUlok+MiK8THChr/qfEKo9FI/0F/o+qE 5fr16+Xl5cKaLfonNzeXakn0j/B9VPF6vRoRbrd7GhKV5dy5c2JpUFwul5C3 N954Q/ZBWpXTI67ZAyq1YB4HEIBhcDJMSHp0qYTvpfGZhQfPK2uxcQWeEiaQ 4hRnct62SXrsma5FFxUVRbhdS/0mS841oZkXHec1ZNM5qlYs0OxYcP5IzzUJ 56loHqanNpH06Jln6toDfUQyQfPQXbt2Tec8VHBAiWQi7D4Ld9xQXdBfQ2uE HhuYyGXMOc6ET+z8tJm3w+CUMFHp3Rvu+aq+/lJr5zc9g2FP348r8JQwgRSn MpPzs03SIR2NzHv27KEr0omJiZF4jKJD+gxKjJ46o9qZahaaf3oObaa2uekb i8C0na2i2weSTQTBKSRS1nTVOvSwN8rh/NxenIc3MiJBo3CrAoiE+alEos08 nDsMDw9T1UbvEaOPdG4V4Z4pnaXO1PGhN998k87Z0ZRZ2OCmziLRP9M5wqAM /JG/iE0FiPLjdruns0UhnUuvPyOZIMkI36Ns0Jmy+CSAAHXriZiHRtvo0soc PbkXPUA1TwZQzdFgpuZZM4hwB0qYNAnL0ZGM1dQLJNI+s218m86LupIFYbr4 gF4P6B709Ixy169fV68vagEGZVISjL5czTcTnRTa1P8IhnmDmYczlCkEVHM0 mIeqGalUugSKhmj6jaCaIxyykA5atmyZkrmqqIKUoGD6A+VfeD2gK7RIP07P TBDpNQ2x4yH+EmUmLS1NLNjoIeyw01qgFlHE6x4oM9T6Ymg1odoXT7HnFaCa ZZmHw+AUEjoUAJNnfrZJpL/EtqGoskN/Z9tEWAK11J1FjHCivoD+RyoG5Zm6 qkRzeaSgo91HqCMPYZNXfOhLuE4VHRPNAVCphWNvdLJDvxEmPmjyTnOIvp+p l6jZCahmWZTc1gCRAGsO0WB+qmYxdFTXKNvJnD0IS9bo1YKevPr888/FnjU0 IrtkUQKpXXpHjCL48qB5Ky8vR68H0XbwgcqIFK7wQjLGT6LprFmwDCMAmkiA quZITjzOKyZqBRrAwIJ2NJjnqhmpNjpfnhNWoYRpKcowUkl0xor0Tm5uLtJN SCFG++oWRXgZENKi69sactBdE33fW58TaFq04ugcWahEpLWRmqY+O+ZEzU4b 02FyZA6CehMolwkDqjkazGfV/B//8R90AojmejOdl4hoa2sTz1iNRuOMZIMa 9BDb/6ETWIFp0Ib0KLiGmH+5fv268H+0053rgGqWBa57TwZQzdFg3qrmvr4+ ugoqHGmezat8dEMZZbirq4s6l5zBikOvBJqQo+Bo8o5mstS7xDTkgS4g0KPg 1J0WtToy+3clZhZQzbKghgTKZcKAao4G81Y1U9sdwpleeusn2ueXJozgzJGq Hnp3aaZ2x6hd0JldKKaqmQ4IdNsdvbegj7PToPfsAVSzLBq41zwJQDVHg/mp moWjXxJmOl+K0D1xDbkrhKAmRmfKNQPNSWtrK9LOM3ULiV4WQ8OpzWYTO5KG nWV1QDXLMoMvuj8BQDVHg/n5ukhvHkmYhtu4kwHN6wUdtHjx4pnSiXTCjjJA TVWH2sCcHvr6+ugdapoZwZL2LL/+NuOAapYFVPNk0PAXJYApZJbPFqME0i9o eoWmnzU1NegfNP1Eim/2j+pdXV10M3cGLUxSc6AacpNR7FRiRkAVh6pvmKDu AhKgzM/+HhYN3MydBNCoogFIFRgvwj7vrN2aB5SA/i4LLMlOBmhU0QCkCgDz B3BvIQuc0J4MCxYsmIe7otEGVDMAzB/AUKcssAU/GUB60QBUMwDMH+goOg+9 YaoDymUygPSiAahmAJg/0DvpMGuWAMplMoD0osHixYtBqgAwT6BH+EA1SwDl MhmQ9ODy1JQDbRIA5g+gmmWBYXAyIOnBMbApB9okAMwfqGqezebiZwQYBicD SC8agFQBYP4AJ7RlgXnfZKCN6o033ujq6kJvfdSgk+DsRokagtKvH374odJP x44dc/KgYILZKEkYao/oQ4JTBM0ehT5L31TFj9NzkoKJJzG0gNMA3WtGOUT5 lwhTKCz6XvifFo1+SWWLfqKyoo+L5SZIzKmMJLwsKtU0DZw7d06lCc0GUA6R 8AVJimXe1tYm28CmE9r+Q+ud5hn99Xq9kl9lH5k23iT8kTTmP/JNPbRcQpdH 8qfBaPjQYH8MGYiELiNp/+gb+k9oilMiE+rYuqioaJLxoHFY/PE5EXv27HHy o4GQZ1pkobB/VB0TIoQmtGvXLvo/qjL0j9lsFmdG8pGCgpWXl9P/bTYbehbp 5YcffnimVdxchfqXAQAAAICpBb02zLSKm6sMDw+j1xvJ+w/6Rva9SHgjcpJ3 YPSOJ36PiuSVTByD+GWM/kS/RDHTMKFJo59Q3uhP9FnqtI6C3tD+/u//Hn2D /mYFg75BgVEA9L9SueY0gvyRcOgbr5nwHBGa0usx9fcnRII+IumppCK4CET/ o780PJW8EANFnDHJ/+gvyqTRaJS0GZpP2dZIv6RNTrZhCNDGEyXoXAD9k5ub K2lgz/Fll31QkM/cYpzzrYgIm6hQ19FI3Un6xXgjp9P2ySdNm67SrzRXdEFA WFGUPBuJ9CTdSilFOjueJHTtQvh77tw54Sc0wYfNdwAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA gJ82WVlZmvHzj4QoZ43zdZww5yzWovTiMwvKT3b6uCinCAAAAAAzzwT0MuK/ EqKbM+6qM38BTiz+vvQUvUajTSg83gvKGQAAAPip89xzzyHt95/i4h5++OEH HngA/f9wCBkZGfT7uLj4/5yQUFhY+CtCdHPmv+LITdBo4jKtDQPekjiUg5gn 3f33opsoAAAAAMw4wuQ0IrT6tYc7/JIobtSYMnSpP68ZmLzevHvj5I605E1H O0bwgnbnqYMVxy4N3OlyGnUo8YWltXdg2gzMJnzt3opdJiVKXznS2KfYZLkO 1/ok1KfiM3Z6b9wN/qnHazYk6hIzCt5svC3tbzIxDVz6oMqBcbq9tZgzl3p8 ysF9PV9+qhYgYiIpvr/VuTYRjx2pJdXdE0iTG2my5+q1Gv1jjpY7k8/yrEwx qkxdccbZLIEwsK6h1edUyMjT32xfGc8Ub3xKliGUFSnxWpF2zrJeGg6K4d5F 69IYjSbP0RnS7+59ffjR1OS1bzWNKI1PnK+jevcz+7ysz15zGRdqNCmm2sFA iP7TpWmxGo1+pa1xJPTxzo92G5fF4/Ftu7tjWPo7AESR4SbbKm3oC6z4XXa5 rUnxjXW43bkxAYdKLHD3BP80cMGSTWIO6gsK+Ni7qyTpZdbGUUnI0YHGI6X5 S3GH165zdt+VjS5iIiy+r8tVqFDMSBjtdT2hi1QUU8IUpXi72fPOmaifkAmf yhQKcFzNMmpMj2Cng8EvrAZSNcvM9bdCfh3tr9mZhsWtXVB8MvRnAnrNvvDe 3g0pOJhusfnsj+IffbUm3NVlVPO9S9alql2SGzhTlhEXUPd368yLtOJ65wbO lecs0mhikuT0u7/j8Fp9YGzQ5jm7w0tDmduNR355qjuqL4OTaVRzpUHOlXxO Aa0OA2r6i3J2n+72cdx11/oY3A51OQev+O4ONv4yDzVOdQ3Y7y7Aj8QbHK2S X7hWe3akY2CPuyAxVCvKnc1od+Yl8AHk3qXHR8TFv+UpipUvZkT42qrLCjeU neiYtkY1BSne63c/GSM/5E4hkaUydQIcT7OMEtMj2GkinDx53a1NLznZo1x5 d294tiWhYEssDeK3cUXV/GOLfTVRnLollvPS93ecrZ6TJelE2z/h6h0VRcXn c+RLey7Sy7qk9dZDrzyW/IBkAjJ8yUqOlydv2vvSGr0mNtV0eiAygchBajze VDsFy3yqSUywUc2VBjlX8jkVkOaqzSxvpC+NrPVq+EZ0q8HyQJhBjD0ip7M6 HYYIx8DR85YlOtR3D3tr8Fr2CQvuzLq1jvaQRSYMN9KwO21KVHPkxVcp5k8V dlQmyipselIRE3mzjBLTX+SoElaevmZHPnnx1hsdLcrLwlyPt+zx9btP3xDr b9bvcu2twUOBaBdbZj7L3bxQ/oie/izoejLI8PkMWS7LtDUHTWkHa00p+HuD ozNiSSjiu2zPSdBEVTVPplHNlQY5V/I5JaDuUJq3wdnKWiWvm2KLPPS9xN99 4tncp492DA80vru71GQqtVQc/aRlUPSWymbNsemmwx7X246q9061DLC+Je2z d7rrj5H95Hc8zf3B78/DnbXHPM0/kP+HLttydfjw5B9kFbMo5kmr5kiLP8L/ FLfC7PzAWRVUTIZK6X5ocu3Zsv6JYpuXLMUMd3j2lRTvsNg9jU2fHikvM5n3 Han/1kflUFNpQXI2l/+qvts/NjrQcKjMZDKVHWoY+JtCFQx3eg+Y8ZeeTzyu qqpj9d13QlIcVXpWMSfcdzVlq8jgFptifLGqtkMqaO5mQ9XLOELX75suex27 f24q3W33NA1yo4PNHrtF+EhDK2RAJpVIikPCILGw3PKSd37cPCiZP8lViowq CQ42vqLJpjJewXK+Tm+FGQvIbLU7gyJnklIIwPl6Gtz23aXmfc5Tfxoc6bn0 Weugn+QfhazA4uIGLlSVlZpK93vYbqliY5CTvHLD9n1b/97b+GtrQUq4Vx1/ 97FNSWTqnPFS3YDMHFcRyVRXgA07hLgS77BIXmK9HKS46RIZjWqoqXJDEtPN 2vjUJyou3BRFcae7zl6YipfJNEmbqprE3Rm1gY8cVtQpy8qdp3npKYmO5oef v2sW55kPfnCpj8PteS+pgV+66lva6w7h6jDtqvC2jww0vodaS+CED8rJIcsW Y45htbF4/wfSgUVIQqm3RvC4zLORZ09WGmJQgI+djiPuMy2DI90NHxypcomb 3HiaomIZ5WtEeYydm/C6Kfhd0X/7wp4M0SumNsl4oJHvKWygE6Fdkm/7DOst 9tOSYm8fltXxbalCJNr7t1Z/I7fxwvlaHPl6rSZ5u7dfuQtPlWqOqPjBPwWK mVlaIyy3q5aOP0Wm0Sw0uq6JPopjI4/4210bktk3OA+36s3LyIclG1/4mXwV sJN4op9Sd5y8/u+iFL9RrD6VnNxrsj8YGN70qytbJOcNZJ/Fw1x8XOBTXIbl 3G2V9hOaymjY4lwbG+v1FqexnxeZ62/VmBbS2FOKvd+LsqhQKUHNUi7YiVOH Iy2aQirjEyzf5gNIluyUAgQnLfx09t/41FGwwaG6XWS3lyop5bqQbUg3bsnJ cHTgwr4cvSRh9bnM6EDdSyRdbcJ6Z3vkuxJBU91A47vl2RqriVmUuIBk4iFb M68Kg/UySm6RuY7fjROrZlWCq0+70t7iZ5E32DemBElvnQ3pdHnR8ckG1Xjs UstnP9770racNSVtzs69G5P5hCo+ObSORo9nB/5vPM+sCBp10NB64OLt0AzL 9tYIHw991hdZ9pSkESRJ0TnAQLA1L7i+GuTG2RS/uyRTRqU8qHTAsE1udiKv m+52O0mN6NdYjr1twicrNDqjq5f+yAY6XZJx7/Gas7UuswHvzxK1xX6KNziu sFrQPWQ+duqkvRDLXb/B2RF6KPJbd+FijSYh13FFTYYzp5q1qVsqT35gzVuo CbyQ+8OVTliBZ+vh/hb7StqckjY56rw2EhtdUvN3Hd2QoOXzQDe8tPr8N/6f 4zGlKvC3O3LFR+i0q+0td0Qp/rtK9SnnxH/L+wxZMUxc72yVk7JQKI0u6/nj zd1tjnUxtNcYytzN31625eCIY7d6bvmUMyCTSrjiYAHyB3hQRNnbdq7DlwSS 1r7sviyabCpXSqBZtioEW1959IXIinZPKZXxCPYvnqIlGk1MmuXzEV+rqzAl RH3IBvgrP7Lps0yHvbUeO528kmf5I1K0jL2eomS+Ran15RDJ5+w99IKMcE78 Mz4tr00zWg55ak7/zrI6hk9XtXfR1TBc8LXCOlV4ZPVpf60pDeX70GkbEbJw Emy4w7U5ifRSw6r7NKIGoxyVAv6vbJlk1py6s5ZN8/HdK/yWol1WeOC3NbWe yqL78ae0XXVDfrlGKxxn436sL1tMBO3som2cG2kszyRtKNP21Qg/6uAFb7px rzNYv7jZ696cgIvypL3uWx/X13jwCVw0+W2+0EZ1N+LHQ5+NKHsq0hBFzvma KsixS60+e9v+Skfl3gLy1HJzXe94miKS53BoGdVqRHmMnZMo6SZ8w8hStv9g ZfmzeSmxQQGCBjrE0CXrSg191WwXfjpNri0g0acbt5t2FGTpFfoyL0/Ra7As M6aacVv1j91ptj3EN9Yx/lKGaukkUgqKbaTVniuKjW5wk5H/hza8oaZ90Np4 S60K+NgyzEdO2Pe95m33SVKM4FmZnITdQwwuFC88NhvlP5I6Ct9+RKmELQ6B P39LSNjobJdsYipXSlBUCsEc1siK1qaYyjgEy+dBu9iw+dntxnSd9K1VNkAH OzmZtruBnJTgcxVaxuBt03E0pNpfy5SOEbPedZ1TqEElRj63pBE1vtR6KdJr ynL6lB5NQSPMKFOgJDOjA+dfycbj+aJc+x+uOPI00lyNRzWH7jWzjc7Abhd/ NHRBvvMqJ9toBaiIxHvN7FKYJqbA9SV/OUWX62hFJdPokk2fDHEtjhw9337E j6BJ0EuV5Jqpw241m19jy9SSWhjX46E1GDZ76tIQl51Jhn994ro9W1I19ObL nYmNaXw+I6sRuTF2DqKgm/w9p3YZFmnEKKpm4cCUqbaV/8lul64Ga7TxmS/W Spes+TsyeD6i+nIzY6qZFtPXSTs+rejQte7Q0klOkanEFng/STa+tN2g0+jy nV2cahXIHlETfRnxs8E5iVQ1SxQWCy9WzRG0n1DVrFgc/ivhRpVGk21vlSyR qlRK0EuLQrCLByMqWqtXMZVxCNZ/u7EiaH1YOrWRC3D1kj07TtRqIlXN42hI ssJZmhyYQynVoBJseVPWtIgSMvqUrAnELLVevCeco9Y99MLb1vV4Ozs2teTD Gxwv8KCtgcmp5tAWyH0dqAL1Y6IB1Tw6+E0XWdvhc65dkLiI3zXX3pe1Ak1t H7A03JJr8DT/ISwy198NqYVxPf7n0Bocf/bE0hCXXXpagG5G4Kuvhy98OL4x LWwZFWtEOsbOPeR1E11P02hTntjv9jiKyFJf5v7G7mvf+bgQ1cxLXqyaDx4i G0ZhBcNfoQorwFmlmtl2mGquJVfMZGMTTAUGbdAsKfL8JUwVyDbjQIqfRvxs cE6EjnD6jG15fEJRdb+kUME9RVk1X4ug/YhSCVMcoRveqC3N4AeNbMuF4Kst KpUibrFKwSIsWttZxVTGIdh3PnVszsw07nhxa14qnZhKrvcONckE+NVb5Bah sAYYmWoeT0OSFU7ol5Gq5uEWhxHnXv2ctpRQfUqXldLN9fib0QbLksDILlg+ EVSzeIiYnGpmBQ+dh5Lt7AhVc5fLqKM9WriXjZtF6tOlm5P5BVy6pMCSo28g BLbGHptiLLXgA4E7SopLdpTuPljTETSjpI1q03P/GPnjcj09suwpSENcdiXV rEt/+KHE8Y1p8mWMpEZCxtg5x7C3mK4RinVT0MrAUIMlk3SCuPi4GHyjkIkr Ltv+NX4Z5K57S5ayK8kdwvjQUG9Oxw+xa0qjg03OorTVtiZZyz+SscDX7bUW rjc5m34QvuKvUkpsBw13uF/Iz9t2sOFmxKdMIig+Jehes2R5ZDB86SRSYgkF xxYYRkQGWJKfrx3yh6kC2avlQoq2ih0qz6rkROgIXjdOPUQmfC0kF3mQcuCG qS1iqf56yHbpwwjajygV9eKwZsZO++jSc9eQpbCggzdjqpUSrLZkg+0/Xh5R 0Zr/ophK5IJd+fhG3OyXlnivc3QXVXyWY0zoF5IAhz9zrMWNRJdnvzIszWSv izQgkrpwzyjT1jwyroYkK5wH1q3D543J3X9O1AzUVR5vz02TmO9oHs/7dECf coNNHuevnO++YkzQBi48/njWvJj2FaSX911g+8L8pC9oiBiXau7zFi8JHgr6 ak34TCZfcGFDlrwkKJt3wNAa1z1x5Njzi4SL2MJwp8m0NHRRUYuUaX+deTlZ PKMHYnnjLQmb3b1yViak/WjP4cgfl+3pYbKnKg0x0gVtepoINaqsFbETG9OE fP7CoZKHMGPs3IHrazzySmmRgR1r02cV7MCn5Ukx2IFYbUretuJ16QHDemRJ nw0C9JFtG7PIjQS89zfY7d5Cjtnpkks+7mcG8WISM3Lz1mQkauWOgfEv5LKb Mvx3g5ecL2/Lo4dGY1Pyf85eGscEaz8TstujVvwxPG2xryXTFXy+9Grv2d3Z dPKSUVqLb2FyYUonWEyil0f6Gm15bPKTc/BPvbX8nikde0l2eo8X4sNgwg0y lSr48jKfN312qYtd9BCnuGnH/1yi8OzFL1Ryws6R4t6ilbHmJCShTdhwtOse 63H4Hbv09MC9TvcmeioJFeFf/1Wl/UhTef+zMMUJEmC86fR1bIWAhn/WKTIq q1ApQ0HNkpMNtvIf/tcDkRXtD3+TT+WGWhVLivz0L/432TDVJhme2vxoRmKM 9KAUfyRJGuD2BStph9rE7I1FG7IS6UBKVA9vPzM+fc26LOGSUFZZ3eWT42lI sjL89efuEnyxKCbJ8OQO09PGdGoCSDiyLsdIo22lXiNS6BHD69NP6kVLSYGe IuiI4GtZ/JyXr+WgqMKrZs7XcbSQ3PbSJD1eUccu3fDHG7TxKSsMq9ITyUEp sn4eGB9EjVYEe3+gR8rZrDlwt3pxWf2PHJulalcJr/SBs47aRSn30da0KNf+ pfyV0tDeGvnj8j09bPaUpBEcOVPNWr1hxwHH65aCzPgJNUWFMirlYTDsGDtn uHG8QHobQqtff7SbFIMb+MyWv4T8rE/Ne2rbxuxEbUJGyXFsmon7rrbiBVPx 4/zIEJOUs6u6Y3hMdEFAo813dIz4umsqCkm9oJ6eXVIlY5qbvijGppk/HQp8 SW4g6lc84yHn3v1tRzfcJ8qo2ErP93UWg35iJ+RViz821uUu4O806Z/6zcd7 lrGwscusF8lwwKmVjhPGdjS6bjrafuV4IX/eX//Ym+/uEmITlWW4o9pSuPWt Bn60UayCkXbRRYOE5dbzP4ak+O4XtQrPdqjmxH+7ybklIwHXad4rNRKD5YGK 0MZn7Krtazr8KE2C3Gvo+8SckcDaQ+H7XX9Vbj/SVK6ELc7Rq80saW2GqebG vSbbcl736AuO3whkUa5SpM3SJxPs4ufvRly0bk4uFa5zPILtb3IUpgpDk3D3 UNwFFAJwAxedptVJQS2Xqp6AP2JtYvoqZqp60WrH16PjakjyDRsbl7bkLZF2 GOnpXAH+zUqXa7s8JBeAFbPZ+ez656uDrVkKqvlTdmQ6dKva13PpzPnWoEu1 9wZqfp6qlQSOXDWP3nA/FbioEzAXTKRRtDKRljw+s7CiphuPgR1yoguKcKDh zUL0DqNdnFP2kVBAbuD8wa1Fu05eIyPbtZO7Nm2qCKp6bvArl/lRUvUxiVkF ZUcuDijqFZneGvHj8j09XPYUpCFBemIBvS4+WVF7zTfeMU0+n0o1ot4B5zvc YOs54qfiXKtyg5I+M9B6sS3E3gIATBkTaZZzghm3ciaPcH1V1oWEAH9XWrJt zw72oELdvFGzJycpRpu67XhEnibu9DR43J4vegLKYlwL2sAUIZy1tl70+Xo7 v/sJeNsBAACIEP6QlboZvWkncMeNv+QlE2bwT1771gyyLKDNcXTIGOqcEn0K qnn64XyXyslhTf6UCAAAwPxBOKehmVXHUG81Wh+UmivTxCSmP8g7hVyVlSK+ LR1yK5aVa0o8GtALIKCapxHxZRP9U+4b47HRCgAAMOfBHsxrPa4qx5EPGibi Uzw6iP3EhUXWOeNgo70ot3BKnGsT41EJckYIgWhxp7v+nXJ8V6us/L3Gn9YG EgAAwFyF39knnGuFYyQAAAAAAAAAAAA/Ie70XDp75lKP6vrw6GDrV60y7vAA AAAAYDIwT8Sl5Z6O8VmE+Alzp8XxGDuiFP+gpV5qphQTuNwdk7ThnYjtQs9K uIHWc5/+1C6UAcA8gV2u18Zn7PTekLMXN6/hrRHqH3O0yF3f472IalNLqmfP UZ0xkQu8qTkK+9NA5A5Av9beNIR9NtmeMeYYDIac/FI3sbfT4y3N4gNFaAOQ 83W4S3NS5TwN0NeAFSXHPY5pbieBk7SCrapZCW/ljLeVPXnC9dmpfVCa/wmn DkTM1LeZ2clwu3MjOXMp+EgFBARfSPwFjduNzj3vXAq0B1+Xq3BWSu/uddfG yLzuzjS3mz3vnOmcjqk9U80xea9/NTg65ms7vuV+sRm6tNLTxIAgb64/UtXM mwtWYcGWt96a5l42fJX5pFawAj1bEEy2TtU7ZEifje6DkvxPOHUgcqa8zcxW 1A25z3N8bdVlhRvKTpBl4Xv92LwzdZHAE+QmYxYRmZOCGYeKdFq6GG+SnZin utfv+RnSlbHrj1zz3R28/JYRWzjnJ5jj8oPGFiiSjQe/GOQEgwzMoQ9vOz3L +qlrutsJM4Yf4jloljH1DTWoz0b9QWn+J5w6EDFzZHCbNOruzwABZvk5rN/h 2cEsNfMYDHOePi2Z5B21E9XM3CXErHcR4/i9nqLkQCUyHzeRqWbaAATTWFI/ pNRZA+9bZzrbCZ+T2e7Sdk40VBXmev7nInNV5pyv84zTZikttdgq3/E093Pc zYaql02mUnOFt9PHcQMXqspKTaX7PdR0LZs1x6abDntcbzuq3jvVQo+OjA42 f+x0HHGfaRkc6W744EiV65MWdnJ1uNN7wFxqqTjq+cTjqqo6Vt8tbKygpz5y WMvwnXTn6Zagk66cr6fhA6fdat5ldXzUzH7Cd9hftVY4ApGjUeXbuqp/Qlk0 W990nfoTuTuJCuWtMG0tKnm5wnUuYHSdhSwrP1LPf0nyhp914Jwrvrr+0OTa W4qEYvmlq76lve7QbvTBhL1TjQw0vldeZip95Ujj1cuuPVvWP1FsQ3K7FXBG k7XJIhiWZwNg3Aqz8wNnlUh6EoY7aypRlZjLD3tOHt1fvD4n78myqrMoz9zg n045rcXrC0odZ0XG5O904yz93FLxjqdefHuU83XXH8HZQ8L/uLHnDi/D9yos O83WA4E6Cmm93GDLGfcRh/NEQw9fWdxA65kPnA7E2y5mnXh0sPX3blwQl6dR 9iTzD82eww5HldN9kr/devZSj3hbbXSg8d3dRLIVR0V1Gtpmuq7WlK0iIo1N Mb5YVct7HJNvQsMdnn0lxTssdk9j06dYAuZ9R+q/5R8hzQNbQkD1bnd6muTq naljsWrWaJcV7P+Nt3pvHnaGwvu/Y3Ua4YL24CXnK696r7FNjhAX4f5u76vP H6jtPhWunaBKPFaF64L0WZmEZLuPkrhkVXNISLWRQaWPi5GtbvXKotn7tv69 t3FxrQUpasNsaM2qjEtjpF8LfZaLKCcyD044/5LUVWottLojacOKAleurLDt SrnD4iHLZDKX/6q+2489ehxCTcdUdoj46AmNVjYPSpFT2Qy0nHoPRVLlqj55 /HVTfnpqfsUF+chVZD5X8N9urMgRO13SGZ3XmulpJbI4PzhUtyuN+t2hzhbZ GC6CusIR22QTfkla84Lrq0G/2DML+Z5610U93b4xRSsOv852gXpbHmo+vCno J+zX5q+Cqy8yiKwocbf5pJuAccttF/uoqXz+UX2uHVsZ8n9TvVUIGZu65f0O H+dvd+TqAg9rk56ulrUmJ/JYpM3ZuXcjc0SlXVnxyaF1NM7Yf7C+xuS20PjO /3WsXhTIwOrKFmo6UeqHBTsuLa3plXYBOWGGILhg40YuV6wUl4J3AcDd+JD4 7xNIKfZ2thwuEPkq4l3zBKnm0YELFflJMUFyHhsMEr5Gl7Tl6Plj21LFdZT6 85qBYBORoxety8QZoCzMLv0dczvFfB/wMSQZDzSS7sOFtJnFy+5PEArJi1Sp CfEn7oJgXsk4X4sjP8jRmOwKuVg1+4VeECj+pmPMhdD4VHMwIapZ+n0g8+J2 MtxxXCR5GW9rst3Hr9bjJKpZNuTn536tNDKE1pfUg/aYYnWrVdZYwPNFELLD rFzNnv1McVzixkRJLzS6roXLibgoogePnp5g/iWpK9WaXHX/LaI2rCBwxcoK 266UO6y/3bWBd8+HG/OtevMyWtJi7zcy0crk4bnjJ16Ujxy3T8k4T0ku8nTI 5TnyNjNrueYyLtRo9DmOKyPdteX5ScRx9hDzzsnW0+jyHT96sDFcl2Tce7zm bK3LbEASwOPG9ZGmimzqiC172/5KR+XeAiwx7XJzXb9EA2q0q+0tQ9huHg6w rPDAb2tqPZVFWPKkNd7jG8Aig8n2enE2eTTv4EevYE/Z2tT8l1775ZblxM3c mhdeIpPTdJOrpvpwaY5eo1vy4oFXsRpNKnS3dTceKU6NIcPmcK97cwJ6IuvZ Q+53rcb7NJqEnP2/qVyPVyazbZdGqB1+5igwFMFPN/b9PcIPnHgcoxsZOoP1 i4GRht1pvNz8zTZy3Cchx345ECM/AGpTt1Se/MCat1Aj72DaP1T7PBE69hDd 7rvb534qln40vnV58E6Xk24MrnN2ow51t9u5jghm66FP3i8jPnxjCtz9vMfV 2KLqmz11FcZkPAK8XlGEdzNXWi9933P2FXw8YpG5/m6QavZ3Hd2Aw+gS80r3 Fj9I/Ozmv/7+y7j4uuzi1yvfMhPzi9RvqmaBwfSa/eX1ZEgJVU8cLxPUyh4s 3v8mH5K692U51+jXWI69bSJ+EHRGF92bD2kzOXv2/8MC/F/iemcrSeauchPy +1vsK2nXTNrkqPPaiKg1mbZm/188RUuQhNIsn4/4Wl2FKQp9VqyaEX3e4iWi 3CzMd3ztC6rTqKhmuXbCD4+6h8zHTp20F+IBLsg/uF+2+6AuoCIuIcXYIs8t ZcF++vtXlEYGuT4u8Y6oWN3KlcWfYdamGS2HPDWnf2dZrXxeUbZmB3zK45Ko fbK9A+WcSNIKenCi+RdHckWh1kbkqnvZ393/XyJow8oCl6ms4XDtSi1CLDo2 btD2MHzJmoVlnv/WF2d/IRttSB4e2r4jRyFyesiERPI++0mTaCgq+1XNxy+F RL6+8sQ/R9xmZi3MyC32xm76p71FmTHZr35x288P1LS58qt5QapZ2AUbumRd iWNYaW9hGos/Vsp1e7ak4p+W25p+5F2DmY+csO97zdvu4/fyyFBAYEekFuQ7 Pz9ZnMLi9PMnJXb9y9FtJBu6dON203ZjurhWkQZMX7/TtrcgBb2kfXiCmvrX pjz6gs1mMizAGbjL5qG6rOLX7XuKshaK20R8+gaz7dXiLL0u19GudL7+3kXr UlzDMQWuL6lmxB5oHa3nLUs0umTTJ0MS4chucPAu0pB+94/dabY9RILLbe+x x9kpMv4kw5Jib18gGl4dcAMXj+ypOF53xn1gew6d7eLKErRJTFLO9l8eKHs0 Z0f1+co8rVBkS0FKAlGRYtX8Tb05nT6VUvBPjteLs4K6z2LDNqvzt/uMseid YeNjcSSqlJwiS1lBSow2s7wx1LsQi5kWGeX1ureEjO46o7PLh28kVVjK9h+s LH82LyU20MxEsgq0GYlI1ZrQVS5I1COt9lxe1PR1lJRl87O4IUnHH4pYNfMD rBg2tkdVNcu2Ez7/pCPsKMjSS5vZ916Z7vNR971IxEVyoiJY87OrlEaG0PqS Ka9CdStWFtW2wi6/+r6hQs36lMeleyEDmmJOQlITPzjh/AciqZevNb9sdYv6 o1obDi9wUWWFbVeqEZJW0mB5gPT1rZ4f2pz5CzTaB62NTYrRhuZBMXLU9fN4 kbI7DuRNVU04kbWZWYuvu7pEvCapG7dqFk42mWqHJR7c+HslaHLXcUp6rCX0 QBTzzaqJL3nBhA/HBvsR4zWjuF3GZ1pqLh7ICVLSD1gabkoKheuoy5knWd6I X1F8pPbky9nir3UrKy4ruK4bY++BKNkFiYv4nGjvy1qRRBK9JS2UqD1wg+1f 0w3WoFKL21tIavJdmH2UqGbUkd0lK4KW7XBlSXYrtPqcfRf6O8jhNAF99u46 vIspxB/wWS9myVOvl7NXYkZc9oFTH5eki9efFhSflDk5LVHNQqnpDL3n1C7D InFKIapZ1EIkMlFpQkiiiqIO3cRZ62hXV810BIjLKDszMPJt3UHqwZAv71So ZunKiUo7CV3rxh3hxdp+fiOGnS0PccMXkbiI/FVCGgykD6ioZrWja4rVrVTe YfE5eYLaMKtQs1LPkqJxqfuuNNuR91BxyAnnX3jwjUrVWpNU967q0/siaMMR ClwlIVG7Uo+Q/spWD5KNL2036DS6fPT2rRxtSB6UI+erLCbf+hFdRNItsZwf lY18aXJgSTN8m5m1DF5y7DTZnM79JXmp9I2D7HqMQzXzQlNRzbonXF2npS2B uXsTRmxB+WoXvfDG/8HjABG+kFPeLAaa9h5weWoEa/n4fGyyYfNT6zIS6caX PvuZyurTtd53rZtX0q802mWPb1xJtOmKsvqbopZP9laSVhUUGFLiadA0U62c 3SeaQbbOj5tI6tOlm5P5dwJy8wUjvlnGJhpIGpfdBcm4lXJRUs286z39gyWV 7x8uJnPepXsvXCMHwMpe3b9zDb+5rEsqeGV/QUZW0faiR5i86BaGjGrWZZcc qq4hJ7ewscrbF6zZCxPTM3lB4W2Q0rccb5XvLMjio9eusjWFuLmXNhhBNS8z 11+hcwptyhP73R5HEVnby9zf2H3tOx+npppPn7Etj0/Y9Nw/KjUhc91dWVFj h4mDTY7NmZnGHS9u5du8brH57I/SfItUM4vqIVszPS3Dzw5ovU+FaiYbEKHf y7UT3v+j4lFqpkaDu8+Yao8LiIt0c5WQ/+ORv1MaGcKr5r8oVvftGvnKunFO Wli1YXZIvmaVVDMal3pHpbdBFZtNiJ9N8YNKT4XNvxBJ5QeqtSapboWSTlDg KglFHCE9xhZ0SIbcLlSJVtpg1CIXjb1kpKHHaWQjD/1yLqpm+oJNF0O4bjde qidtg11yJELjruKlCQ2/4cKKyb/dsfVJbULh8V7pwhG9PUSWaG6G3oam90Q0 upyDV3C1Cpu56eb6NvqTJv2lenxIb7S/9sVMfXZJyd/h35O2uLGJpNHB5t9a CzJJO0he77ziGxvlN2Sp4nik/MJNznfRmoG+i0t/qigPT/ru2+L5jmS7v+mI ecuOLXijPPn5WnxChhZT1chDYOaO1FmXsPC71HqR9VuxcJg0kotOeLGyow0l 6F6z2nIZv4KdkOdsHwu8FUhUM1EWQTdw+cVPthGsYccAOj/enSdMlun+Ncf1 uQtxZsgBksD6+Z+Zotfl2a9QPcv5un9vL1ym1eiSSz7uF9/GZUfs/L6rVfkx Co1f2mBYq9AseMbb/4loGZC3xYFzHoMbYegNeqGL0btFhl84FJvQIH+nKVjU SIG2fU4qcWmJ9zo31l9rwiOAsF8mQqSaWb0vWu/6hgxATMjaHEcHF6qafd2e svy8bQcbbiqtvwRgZRS93VHU2skgbXj89sHoYJOzKG216KWoT677PGRt7FDu cYN8ihpNtr2VU+6bx95QHBnCWjwIWvUNru7SnVtlK6vzB3pegs+J6h1VVk0h NasyLoUOaErNJvS9S/yg4lPh8h+I5Pc18rX2rUx130d7X7g2rCLwnz29QVpZ YduVaoTsjcLXxW/2sXFVJVr5lyKFyKmgtCmrVi1NytrKdy7ZyB9Yty490jYz a2HS0ManPrJ58yOpaEKkzbZcGBCMm8Wnr1kXmBNlldV9zzGtjXRfVsGObRvp rwkbne3DQmx6w44DjtctVG/ip9ovCzeJsktdTex8O0dPXuHNyhWGVelkEsdO Hfu7f7uVHC3WJmatW5eFf9I/5viyzpZDljvi70sP8sCOc5OStTI9MQYfXHlp 6wo2WU5Mf4hEm7DZ3TvMVrnRl6uoA/fYJSl03ksykJWCc6svcKmZRmQHqzSL y+p/5F/kAlNFweyMRpvxUt3N8+Rwsjb+vvtQHsiseUi4UYWU49Xes7uzaSky SmtvBA/jw1fseTRvC7ZU93MDFyx04R2fWPMJ27XsjFl/nXk5X7L0RNEqFyM+ JYuWTrPoQUNGjFBkHJjq1r/y8WsTNhz9tv9cOZEzjtDwIJEqXbencl7FZMVA Ua0y5qXHBzpjMMKR/vgMY/HTBQZio1J7/5bjbb6xXm9xGulweduK16UL83G8 +/mlTJth5+TpawdZT1ZsQoHz5KiH/qm3toweHUGj2ccn95NlAW2S4anNj2ag 0mkS1zpbQ/ItXtC+c8W+BleH/sFi2zvud+nRx/SSkz2is8386M2/KbHzdYpd r82z+0lDoBkjweZvdV4mi5Jh2gnXf7o0DRUhJjEjN28NWf0I3mqU7z4td5R7 3HCLw8iyErPRdf2uYkjFkUG+jwejVN041XjZyvJe97NbBjFJhid3mJ42plMH 0HHsjIQYfmFNWrOK49L3nKTPDvQpNhvv9eASiR98+p9fyFV6SjX/Qan//vIx +VoLre44vu+FacMqAo+LD6mssO1KOUJyXIFGwszmxGVa/zCiFm1fk7TBqEYe ejMoPrPw4Pm/ykX+68/dkbaZ2Qv2VJ5jWMFWKdk1mTFi6feEOWcxG/BZgEWr HV/f476rrXjBVPx4ViJ93Y9JytlVTa88S1f+Uf99sqL2mi/onHzCcut5fuEF TcdqKor4ZWck6ooa4a4uN3DRaVpNOr8+xfA0fU3iBr9yvUCXZ7XxGT+rauwd aPbYX/4ZW83WP1RajfJ/p7uuqtS4nEVLp884ytGBxiOl+UtJx0xbbz8/4O9v /mB/8ToWUpu0dndNl7qVVW7g/MGtRbtOknup/msnd23aVPEZu3EqzAdxVJuO dgwLV5C0qZsPN/0wNtblLuDvF+if+s3He5ax1he7zHoxeEdHWBfSxi+3Ngx/ 7Xx8GetKqytbhj+zLGXLA+woi6/dW14YaMyozgzri/cfPek5etC6s4gWUHt/ kfPLwZG26rInDEyBJ6QXvolvHd77WrjqRS9AieTMWsUIqo5SYwardCT87e7L 548GvhFffAtG2qf4VsHk+ZktfwlJR5+a99S2jdmJ2oSMkuMdI+1ybcZ/u8m5 JSMBt7q8V2rwRWqFJsR1Hi/kr6HoH3vz3V2CqFNNx886ClMDsiJX/2TyzZYl 2VTV11Zd+pD04h4LKJk1DzVVbkjSLsopP6fmK2Kg5uXsJPFYiRVxUTVZ1g7b TkipC+mSUUxidklVY58kKdnuo9zjxClSe85KIRVGhkrPO/J9XJIrueou3vuK 8T6Fyjo9gC/wfmTJWyJ55eQvFokZapKtWaVxaSykz7ZfUW42KCfikogeTPxv D6QsnEj+b30TPGKMqNVaUHV3Xo6oDSsJ/JWX84TbXiEDcph2pdBhAzYWhjuq LYVb3yLXmZWjlVMKypH76P0aKfhg+R25PEfeZuYHwok760Uky87vwGA7EHoM bK7AliWDTHC0npexmjKZvWZgGoBxaa7DtiqSCt3d/LvKiRJ8K5bt9wGqCFuQ IYcMgfnLaL93O5mP8ffL5gy8cc78qqtq9o3vdH/yErmDCqp5dgLj0tyHrSLy 10nw0s3RwiQdsWfy/UxnbtYjPpunf8ota1MLmG8EXXnLtbfKXb2cpYhsjCj5 a+Z6TgrXx5j5F2CWAePST4GQa3F0v2Drb7vn1ErcDIGtW5djm65l5e81gkd2 gEAtGBOz28y8+VwhcOVfm7Shskluxu//xvMMvU6ekPHMCRglZiUwLv004Hzd Z6vKnszLykjPWpVjfGb/B5fn1HgCAAAAAAAAAAAAAEA0uNPd8NnXg3N5L8Z/ 7eSL255xXIBlq0ggVxWWr3F8HbB14eu5VPuRx3Mm2G/jBGNvPffpuVZSFVAv AAAAE4GaaKC+yeYOvAEEfU5F420/bwcp3JXSaYL3icAuik4+cGQRcj1esyFR l5hR8CaRiUIoZlNCMAzI+Tre3xLwILkox/aHiV/PD5y9Icb6Zle9AAAAzAk4 35WD2EkEtpo1t06ZCuZ0mLtSf8fhtfggH9UIM8tor+sJkrdIDMTJBb7d7Hnn TGfg5k6EEQqmw1SC/XDBQkymMWs/Ab2sTVmzLotc7qcWhifI8FXHOnIym/e1 N5l6kcphqsMDAADMQphlm4BptTlEiH1U5npA6i9gRqCe3cpOdESiJqSBqYvS YA/pkUUY3mbsnRrTQrExPd5iLTa4epu5bZ3kTRNm0JW4TsCfJ1wvcnKYyvAA AACzEa7LmT8np8yEEK8izLT1gme8t+bybRbmM3dCJtnDeVoZbbDgK7vUYzKm 11NE7IJg1wZj5L6J58NmWTPIEcNbRxSsaU2wXsYrh8nIDQAAYLZAZxlin2Kc r9NbgW8ClpqtdqenadB/s6HqZfyxwtvp47iBC1VlpabS/Z6O4TGO/FRqqXD9 vumy17H756bS3Xb0CDc62OyxW4SPNOLxBMYgHXGsCt+Kfccj0RS+b+vfexv/ Yi1Ikagh5hRMyb0jSusjh7UM33N0nm5hx96GO2sqLajE5vJf1Xf7x0YHGg6h EKayQ7wlWElOhju9B8yoIEc9n3hcVVXH6rtDN39/aHLt2bL+iWKblyyuDnd4 9pUU77DYPY1Nn2J3jeZ9R+q/9ckG5r6rKVtFLDbHphhfrKrt8MlEOEasgr+7 G1cUysknLcIRvjCqmTmeZo6TxoaaD28SDAdj7xWIvCfLjlwk+8Lq2VbIwJiM ag5XL2NyDU9WDsqJyssNfd/X6Ny5PgeVa2s59ho/xuz6blmLC2tYbdzyqqcj xJ0lAADAjPG9tzhF5AyR87U48oPsriwzn/03ctqKbukODtXtSqOmGPKc3ewg lhRtfHxc4BPv8mNcgakzZSEj2vu3Vn9DplujAxf2hViGEauhVochXt6BKXo3 sG9MET3KnDL4210bePP+2PnsrXrzMhotMQQXkpN/rT0asM1OvkvdcfJG8JpD oLDkcJ1s2YVCSQLfa7I/KPhSIC4t7oWEGfOzledAWYwHGsWe5pYUe/vkarzd mYd3k5nSROrM8ojE0QKB6FC1bCtnYExONavUi1LD+/RciBxUE5WVG3fzQvkj Ikdl5DTa0DlLhqjRBRbeAQAAZgHMlKKg2qg/65g0y+cjvlZXYQr9ifcXTE/1 8OufWItxIw27idNrjS7r+ePN3W3s/I9WbyhzN3972ZZDHMpt9eBlzMgD32Mj sO4h87FTJ+3YkzQ5s/Q3dkpZm2a0HPLUnP6dZTWJIVQ1825kA9y9cXIH8Qu5 rPDAb2tqPZVF92t5dyT+rqMbErR8oei8UqvPd7T4/LI5OXz69VydeGhfbW+R KByhsPxRqBb7SqpTkjY56ry2vIWiTEoC+295nyGucBPXO1t98hHe7XauI0e5 1liOvW0iiob5bGWqWcFzLu+1ULTtyxulxAvaQtJhs62cgbGAao4t8vCbvkr1 Mqbc8P4aIgfVRGXkJlRfnv3KrcH6l4iP7ZTHjFk6lpPhDtfmJFDNAADMKtgQ Kqi2ay4jGXu1iw2bn91uTNfRQ7xBoz2z/E+0mFQR8EMym7LxH3nj/5EGbmPZ 0KUbt5t2FGTpmf79mgzgmpj1LuY/VWbxllcBogkbhu1CipQFcx9PnY2yc0r4 xeCHNuwjXvugtfFWQCCSnHjdzJ2N+cgJ+77X2DJpMBIVGeQrnPe3LmRSElh2 UVoaYbu3wlK2/2Bl+bN5KbFKNaJQ43xgDF+hVGlGnm2lDMinolAvDPWGJ5KD SqIycuOjJa6HeXfWcSnpqcywcnxKFvo2xmD9AvamAQCYNUhVc4ghcd1aR3sk qlmiXlmECqo5XOBWb7CLVTK0Zr5Ye+MMnfEFRncZFcZP6iUqgMUuUljc1/bs OCEgPz1MNr603aDT6PKdXTLOXvmc9J6WxqYoW4mOox+ZO+BAJiWBZVVzcBh/ z6ldhkVBWRuPasb7EewrvkJpZuRVs0y2FTMwJquaFeqFod7wAnJQSzRUbvwS AVLBK5hejknKr7jQ+zWZmAsk5juawXEUAACzBTaECvuSQ02OzZmZxh0vbs1L pRt0ZHMwvGqWqFd11RwucNtZcmQoZBRnR4nUVXOwopE+K3IczBbz+cVMsZMa 4QZuaIpBclNVzf3ugphwOi7mSXf/PZnAQrlOn7Etj08oqu6XhqErwBptyhP7 3R5HEVnqztzf2H3tuz9HtKAtKtH4VTPOdrdiBnyc2txcXjWrNzxBDgcPqSQq Izf7WwV4r1y0rj76w/c3urw7MxJXmQ68Zil5PCuRbIksMtfDijYAALME/1e2 zNjAOMy01dIS73VurL/WhIc+vJfHrqmSYNxVvN6rYeuf/C3a5CJPL5qIDntL 4mS07UO2ZnyGOeLAf6k3411BbWZ54wiHj1U3OYvSVtua+ppsq/DOYc7BK2Qo lrvDG7w8G4DapBKe5UYayzOxjko319NnfV1OI9tATn6+dog+PCifk0+PBGlS WZia4B3FDnuL44RH+JVh6UsLH1hQMXTlPOgtiIQJWmfmLyZr4+LjYpZsf+G/ q6hmyTEwIhm210w9G0aYbbayIZcBy/lRtlkgXMhSqZcxtYYnkUOWwaCSqIzc 3vqq9nk8V0/e7u0fDT4SFpdRdmaAQ29ktkwmjqFm55aMVCM+GajeawAAAKIL HQZ5g41MU2u0SYanNj+agScUiWudrX7eJGZ8+pp1Wfx5Xm1WWd2fLzJ7XNqE DUe77lHrJXhalVp6euBep3sTXTak1i0E413hA/+t/3RpGspJTGJGbt6aDLwW STYfuRsflmC7VTFJhid3mJ42piewYZad6x4TVEBcsVdyH4a3Tom3HQ1s3zE2 teTDG/xAzPUeL0zQSqyvcDI5MWx7+mEywmv12aWuJtkrwEJhNdqMl+oG+ogp VA19N/hTb20ZOyFMlZEk8OjYvS9ty+Oo1tFqtAuKT96ShunxFmP9pU3J21a8 Lj1eWAr+LzklG8jxcV1yycdyOWOXp/iJpHglOdfeOtzv+RmVqW5lxeWRAeVs f3lSPgML8p1fXXEYmQaM2ei6fle9XsZUGp5UDm+/r5joVVzWULn5v6neej9Z JrgvPYVkSp9pWEE3oGMSUxbHC+2HX08QLfUDAADMCPRes3Bed6jJUZgqjHja Jfm2z8j9Vs7XccKcsxgfaU5MX2VYkYLDLFr91u+ObLiPXqWKz9hV29d0+NEl 9CO+utL3iTmDDvMxSYXvd/vbjkYemCM3Twsz4+kQml1S1dhH9Azn6/zIkrdE ct2HHrTGv7N1aVl74CTOopV001ETn1lYUdMdZFlruKPaUrj1Lf46s+gpcU6+ +MO/BC5PJSy3npe5DcQJLx5I3Ww62n7leKFwe/ixN9/dtYx9iE01nR6QBMbG M/23m9AULgFLI++Vmh6fNEL0loL9U1A56FPzntq2MTtRm5BR/M+7MvlrQdp8 R4fM2nGw9Y97A3XWnKQYEu0Th1uGh+r3rsSaURufubv+VrtKtv8qm4GS4x2+ b90F/GU0weK3Wr2oNDypHORLjROl9RgiN4TvWm3FFrJwnZBesM/bOezv9r5q KjLmkGvNhjWF5adJMxhsPGBM0q94xvPNXLZWAwDATwFmDWyum89i+IfoAmbA 1NW8gxtsPVeLOMMcP4XCVo+n09I41AsAAMB4YNOxhFzHlTmvm9kNqTlpD3wa YWvaulxH+/RUOdQLAADA+OBGLlesxDYUdzeMzOnzL/foPqk2bWdN/1x2PB19 eBMr0zNxhnoBAACYANQW5Vz310OO7OofKYcTtuEhR81T46bFChbUCwAAwMTg fDdv/gBD53yCG+z6ZhCmsQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAADPP/wcBxjvZ "], {{0, 787}, {649, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag[ "Byte", ColorSpace -> "RGB", ImageSize -> Automatic, Interleaving -> True, Magnification -> Automatic], Selectable->False], BaseStyle->"ImageGraphics", ImageSize->{616.0622617534943, Automatic}, ImageSizeRaw->{649, 787}, PlotRange->{{0, 649}, {0, 787}}]], "Text",ExpressionUUID->"e26f04d4-3981-\ 4939-a610-ce8c93be3850"], Cell[CellGroupData[{ Cell["Initialization", "Subsection", CellChangeTimes->{{3.5360374730944557`*^9, 3.536037479508855*^9}},ExpressionUUID->"82929089-bb69-4b32-83f4-\ d676dcbfae47"], Cell[BoxData[ RowBox[{ RowBox[{"Exit", "[", "]"}], ";"}]], "Input", CellChangeTimes->{{3.5360382549509077`*^9, 3.536038276342574*^9}, 3.53603834277113*^9},ExpressionUUID->"8d5aac4b-c694-4040-a6be-\ 93886edebfe5"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"$Language", "=", "\"\\""}], ";"}], "\[IndentingNewLine]", RowBox[{"<<", "FeynArts`"}], "\[IndentingNewLine]", RowBox[{"<<", "FormCalc`"}]}], "Input", CellChangeTimes->{{3.5360373787170563`*^9, 3.536037381121767*^9}, { 3.5360374895751467`*^9, 3.536037548333282*^9}, {3.536037650722055*^9, 3.536037657410592*^9}, {3.5360379743666153`*^9, 3.5360380215197287`*^9}, { 3.536038063766507*^9, 3.536038183907959*^9}, {3.536038388610857*^9, 3.53603838940345*^9}, {3.536045708094194*^9, 3.536045714062668*^9}, { 3.536052625049251*^9, 3.536052625325549*^9}, {3.536053272279801*^9, 3.536053273111397*^9}, 3.583115388185872*^9},ExpressionUUID->"938a5a64-2249-4b0e-9de1-\ 900b64b4563f"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.733277388772808*^9},ExpressionUUID->"d67f2e08-2f83-401f-adc9-\ 34bbc968bf8a"], Cell[BoxData["\<\"FeynArts 3.10 (12 Mar 2018)\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.733277388782484*^9},ExpressionUUID->"8ff95ad0-00d5-4f88-bf84-\ 70481805fc4e"], Cell[BoxData["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.7332773887929783`*^9},ExpressionUUID->"677730c4-0947-4130-8ced-\ 4b183e8bf626"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.733277388907352*^9},ExpressionUUID->"87acae0e-5ac5-4685-bafe-\ 185a0cfe69f0"], Cell[BoxData["\<\"FormCalc 9.6 (16 Apr 2018)\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.733277388917643*^9},ExpressionUUID->"beec4d61-df4f-4086-a385-\ 0aa28963741b"], Cell[BoxData["\<\"by Thomas Hahn\"\>"], "Print", CellChangeTimes->{3.682805504976117*^9, 3.682806033160029*^9, 3.7281417051551847`*^9, 3.728642259642172*^9, 3.73327714923385*^9, 3.7332772317552567`*^9, 3.733277388928164*^9},ExpressionUUID->"37ff7371-2913-493e-a6b8-\ e301d7345cc6"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Create Topology (and also ignore helicities)", "Subsection", CellChangeTimes->{{3.5360398319912243`*^9, 3.5360398413102627`*^9}, { 3.536039916228428*^9, 3.53603992045197*^9}, {3.536053280853504*^9, 3.536053289164153*^9}},ExpressionUUID->"2658c58d-b50c-49bf-9386-\ 58e82ea7c47c"], Cell[BoxData[{ RowBox[{ RowBox[{"topologies", "=", RowBox[{"CreateTopologies", "[", RowBox[{"0", ",", RowBox[{"2", "\[Rule]", "2"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"_Hel", "=", "0"}], ";"}]}], "Input", CellChangeTimes->{{3.5360398433189297`*^9, 3.536039858887414*^9}, { 3.5360398916549*^9, 3.53603989217457*^9}, {3.5360457214194193`*^9, 3.536045731074902*^9}, {3.536052641845634*^9, 3.536052642668128*^9}, { 3.5360532647260027`*^9, 3.5360532794224253`*^9}, {3.5378611133161287`*^9, 3.537861114961829*^9}},ExpressionUUID->"65f78546-42d7-4fe8-9ada-\ 7ad3a042682d"] }, Open ]], Cell[CellGroupData[{ Cell["q q' -> q q'", "Subsection", CellChangeTimes->{{3.5360399097567263`*^9, 3.536039928076377*^9}, { 3.536053291836194*^9, 3.536053298771755*^9}},ExpressionUUID->"dc488b60-9183-4f04-a478-\ 9d30c3ce2e2a"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"diag", "=", RowBox[{"InsertFields", "[", RowBox[{"topologies", ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "2", "}"}]}], "]"}]}], "}"}], "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "2", "}"}]}], "]"}]}], "}"}]}], ",", RowBox[{"InsertionLevel", "\[Rule]", RowBox[{"{", "Classes", "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Model", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"ExcludeParticles", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "1", "]"}], ",", RowBox[{"V", "[", "2", "]"}], ",", RowBox[{"V", "[", "3", "]"}], ",", RowBox[{"V", "[", "4", "]"}], ",", RowBox[{"S", "[", "1", "]"}], ",", RowBox[{"S", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Paint", "[", "diag", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ClearProcess", "[", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"amp", "=", RowBox[{"CalcFeynAmp", "[", RowBox[{ RowBox[{"CreateFeynAmp", "[", "diag", "]"}], ",", RowBox[{"FermionChains", "\[Rule]", "VA"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.53603993169267*^9, 3.536040006745463*^9}, { 3.5360400491143827`*^9, 3.5360400712109747`*^9}, {3.536045734812549*^9, 3.536045749085781*^9}, {3.536052645160928*^9, 3.536052786085621*^9}, { 3.536052960903105*^9, 3.536053014006845*^9}, {3.5360531281787643`*^9, 3.536053129002655*^9}, {3.536053307196266*^9, 3.536053330947126*^9}, { 3.536053378585105*^9, 3.536053389088366*^9}},ExpressionUUID->"3bdaa2ae-4c41-45db-91fc-\ aa84d09ab7cd"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773893712997`*^9},ExpressionUUID->"a03aab8f-a897-4f96-91de-\ 55f06bab9336"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"generic\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/Lorentz.gen\"\>"}], SequenceForm[ "", "loading ", "generic", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/Lorentz.gen"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389378797*^9},ExpressionUUID->"297fdca1-9745-4231-9433-\ 2236ed3111a1"], Cell[BoxData["\<\"> $GenericMixing is OFF\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773893900547`*^9},ExpressionUUID->"b7a07a98-10fe-4d9f-8d30-\ cca368e2da19"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]", RowBox[{"{", "\<\"Lorentz\"\>", "}"}], "\[InvisibleSpace]", "\<\" initialized\"\>"}], SequenceForm["generic model ", {"Lorentz"}, " initialized"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389400178*^9},ExpressionUUID->"3912a8d5-a544-49c0-ba31-\ 210147071cd6"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.73327738941395*^9},ExpressionUUID->"8f7a05bb-6fe7-4187-8eaa-5a6cfa771f44"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"classes\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SMQCD.mod\"\>"}], SequenceForm[ "", "loading ", "classes", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SMQCD.mod"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773894237947`*^9},ExpressionUUID->"0ef32d30-1d5f-4c35-8729-\ db6dd20b7f85"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\" \"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"classes\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SM.mod\"\>"}], SequenceForm[ " ", "loading ", "classes", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SM.mod"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389434057*^9},ExpressionUUID->"7be96a3b-e67b-4e03-90a9-\ 7fd98b11766f"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773894438*^9},ExpressionUUID->"53f56fa3-dfbc-4286-a809-a70a15d914e4"], Cell[BoxData[ InterpretationBox[GridBox[{ {GridBox[{ { RowBox[{"$CKM", "=", "False"}]} }, BaselinePosition->{Baseline, {1, 1}}, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxItemSize->{"Columns" -> {{ Scaled[0.999]}}, "ColumnsIndexed" -> {}, "Rows" -> {{1.}}, "RowsIndexed" -> {}}]} }, BaselinePosition->{Baseline, {1, 1}}, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}], Definition[$CellContext`$CKM], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389453182*^9},ExpressionUUID->"09b46d2b-fd51-47d4-a277-\ 516d25420034"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389462885*^9},ExpressionUUID->"d0261a38-6048-40c8-a85a-\ bd940511ed10"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "49", "\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>", "\[InvisibleSpace]", "18", "\[InvisibleSpace]", "\<\" classes\"\>"}], SequenceForm[ "> ", 49, " particles (incl. antiparticles) in ", 18, " classes"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773894720783`*^9},ExpressionUUID->"3ff0c19e-cc9e-4ca9-ba7d-\ 6f0afff13a83"], Cell[BoxData["\<\"> $CounterTerms are ON\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389481752*^9},ExpressionUUID->"37fc7f14-088e-4394-9308-\ b67fcc54fd05"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "93", "\[InvisibleSpace]", "\<\" vertices\"\>"}], SequenceForm["> ", 93, " vertices"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773894912977`*^9},ExpressionUUID->"286b9b3d-8074-4415-884f-\ ee5c7eeae09d"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "121", "\[InvisibleSpace]", "\<\" counterterms of order 1\"\>"}], SequenceForm["> ", 121, " counterterms of order 1"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773895029078`*^9},ExpressionUUID->"581f2e8b-dc49-41fc-98be-\ 5f2d045d6d74"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" counterterms of order 2\"\>"}], SequenceForm["> ", 6, " counterterms of order 2"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389514529*^9},ExpressionUUID->"d2b9a2f4-4c45-41d8-bb42-\ 4c7a3b51a6ad"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]", RowBox[{"{", "\<\"SMQCD\"\>", "}"}], "\[InvisibleSpace]", "\<\" initialized\"\>"}], SequenceForm["classes model ", {"SMQCD"}, " initialized"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773895273933`*^9},ExpressionUUID->"a271dcd9-9084-4767-8b13-\ 33b810a3d982"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773895401154`*^9},ExpressionUUID->"8db28a57-93c9-4643-86fc-\ 8b20a2be3c47"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Excluding ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389552092*^9},ExpressionUUID->"fb92f9a7-539a-4d68-9f43-\ e652642d64a9"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773895652246`*^9},ExpressionUUID->"309ed0af-5a91-4c86-8e69-\ 143a28acb6f6"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["inserting at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773895771303`*^9},ExpressionUUID->"17e01b4a-9908-4429-88f2-\ 3cc1cebc00c9"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 1, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389588931*^9},ExpressionUUID->"9ec6f74e-b4cc-441e-9b15-\ 52419477ce56"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 2, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389600931*^9},ExpressionUUID->"f889e020-8e11-40c2-b700-\ af63d52ad83b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773896129923`*^9},ExpressionUUID->"0625c142-105d-4dcb-936c-\ 16adfc1d89fc"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 4, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389625547*^9},ExpressionUUID->"d1ff1750-cd99-4ee7-9bdf-\ 5b0016943296"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773896346493`*^9},ExpressionUUID->"881c6482-33d1-4e31-ae86-\ 6266df19cb53"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Restoring ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389644525*^9},ExpressionUUID->"29a8fdf7-db50-4edc-abf5-\ 9cec8b675de6"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["in total: ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389653925*^9},ExpressionUUID->"3a42049c-2a2d-4bb1-9cee-\ cc996cb92cf8"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cedf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 1, " ", "aebf/cedf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773896635103`*^9},ExpressionUUID->"796b68dd-7dc7-461c-8639-\ 16ad78d0c3d1"], Cell[BoxData[ GraphicsBox[{InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[{{1.8189894035458565`*^-12, 15.000000000003638`}, { 9.999999999997726, 14.000000000003638`}}], PolygonBox[{{5.597022314125994, 14.440297768587401`}, { 4.363176198265607, 14.161687355328603`}, {4.442779173482406, 14.957717107496595`}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[{{20.000000000002956`, 14.999999999996362`}, { 10.000000000002956`, 13.999999999996362`}}], PolygonBox[{{15.597022314125994`, 14.559702231412599`}, { 14.363176198265608`, 14.838312644671397`}, {14.442779173482405`, 14.042282892503405`}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {14.845769235517452, 15.437507644825484}, \ {0, -1}], LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726, 5.999999999996362}}], PolygonBox[{{15.597022314125994`, 5.440297768587401}, { 14.442779173482405`, 5.9577171074965944`}, {14.363176198265608`, 5.161687355328604}}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {15.154230764482548, 6.437507644825483}, \ {0, -1}], LineBox[CompressedData[" 1:eJxFlglUVEcWhhuQEREVFY7sgm/pfiABHA2giJcIE4KKsopiWARk8fSwOMhm WGWxkcVWsUOwbSIYbQhBZekoElwAAYmIII2CbAEZUNJoCLjBVM9kyndOn3e+ U6+qq+re+9/f6GC4a5Aii8UqRj/5+38PCar/fWsBK4ST49hBgNqP/eVLoxHv yRJ/LSbA3NFFR/MtYs5D/nAeAbzYkJLALG1gRTBLP6QQkM+5MNNooAOsfL9b 2xELNWYzamoRi4LO3M4h4GZPU8o5Z120XkPg5CUCHGYUnw0+R2wo/k3cRkCa 5doot0A9YAmaroa+I8Dw/vcqnGeItQ4PrLMgQXCcr2oN+sCCDTviuCSMysL3 UacQq7c0PCon4aEy9W3YA8R+LW3hL0ko8OH2RU8jTh6YO81Q0Bw7P3eFZQAs idiy0J8C3tRGW+/3aPxy+LI1fAp6NCLqG0YQq/R5vJZQ0Pkx+tdndYjzzcMS uyjQ27Kp1ZOHuONtBW+EgkKN6NwDe+Tj+29GjFKQ+9YjOGy1fH+CLN2nFNhc zIgwkKL9w4n9KncocJoxzV50EbF6v6edkAKrG3r6gbGIY+f/5hpBwUF1s3vq BxBL07d/vpmC5/0uKuCCePB3B/t5EnzGRANB+xGLJjtX/UKCbbhCjnac/H7u FB5IIsG3NlN5UQViQ2u1YTsSDAInL0jnEPvlvnBaQoJacamvlxfan+jdkIqU AE8jbYlvq/w8sUKbSgKkTbbm8zvQ/Qw+oIWnCRCJJocKehGbr/l3aBoBfS8T uSrha9H8XWpuyQTEWKm4v1IyROcfupbAI+BimoOyZDfi2C0pR4oJkHVZ+RYJ EINPrM09AkyYrBNRfXJ+O+UxTYBOumWBk7YRuo84s3aaBJcavamUXYjH/67k dpAEz1m7oO4YxLGuNh7FJOg9czYLP4fY6hWhO0RCs+NjbVkZ4sHxUyMGFATu rb10pFo+v9FfyYsCsfWvvblV8u9/eKPIo8Cl0rT5K7F8PPTIz9coOPRmgNEQ IGa5SwI7KMjbuD+lOgnx3InquiEKzLsjg6wDEDeklSiMoe9ldhNSe8RShV2L +ilgGTQvG6YRq6is4DRTcM8711a4VL6el8CnlAJFbr2G9Qw6b0jnv/TjKDAL +9b98ihix8WvdtlT8KcHd3vBc8RSk1HLJRSkln1tu3sIscpkaUgrinf2GZ/r U4jnJKUFPBKyS++2rF+M1pcl89J2onx3cdcpM0bM+eKn/lUkjHO4q0q8EJsX Ja4bJECiFM3Xzpfv33gitYaAzrVJp0oeyufbmbWdQ/UWlSc8rrkO7c9wxjmd gPqvArdd90WsdU70NIkA65kMz3dlcs5MEmcS8O7aXYHaHGLp76YhRQTQHfZK F+wIlA8HXT67RUDqjWCr1AzEWjkp/HECnizEi2+guLMqN8iq9EgwyxrIKkB1 zepwIzz2kpBU9/JYA4o7S2bcN3GWhLDV/sHOjohFyWvudJOQdet4QpsP4j3f TWtpUDCjme64NQxxxxbC1pmCRUur4ojDiO9nN1WkUCC92rEnCuUNy+qFzoZy CoYz767JckEsKNZ43UbBtqjGef3N8nHvK3kDFASwA5ZvMkCcLJqzQPG1nV1A D4HHi58WTbcOEXj+vbzNCsONBF5/XbzNeEwFgf+/xMbsp5zzBN7fwp87MvrO EHj/K17G1945S+DzHbNPOL4R1cn/z184JRRcrf10P+kOq9O29X66v644w5hQ ZRLfr6liuofDFhLff8qXguZv4kgcn+cWNz/41ZM4fqq7bYLfLKZwfNvU4q4o u1M4/g6S7xp2iiicHyl5Ef4JExTOH4vh5H96m9M4v3bO87hj4TTOP91e/ivv H2icn5sqy0bdu2mcv7EHbD5/PEfj/C49erh450r2p/z3/P52pQEb18eycn5d qBEb10/3uUNle3XYn+rrrN1kkyob1x9cirzt/weN61PpN6vX+r00rl/hynpN 9k0a1/dO7dzCpiIa1390e2miUzKN9UG43PDJZDCN9eO6S6dVjQeN9eVRlQUd uYPG+nNB7LjvpBON9Wnrz+vHVrjTWL/G6asd+SE01jdq9lahcRaN9e/6jpGV iddorI8Tx+6HVo/RWD+l0pijOQQb6+tJ7WZRQDAb669/4o13X1aysT6fbJkt W/WBjfW7IBtaEhw5WN+rLFTzNp7mYP0XCAdfsJ5ycH/YF/mG6NBhcP9ItDDt eOzG4P4ys1u18nQag/uPO23z8eNlBvenIKck6yN3Gdy/unLN1Ns7GdzfNFf3 vPftYXD/exw3fn72EYP743hJ5HS7fP5f/dNnceiNbyoY3F8PVdY1y04zuP9u VfZ44HSUwf25NqZR8mgvg/v30cDRwq7NDO7vukqNWnwjBvd/wWyzaO1yBvuD et6on6sig/2D1rVkpbIFDvYXEteWlQ6LGew/9JK411u1GexP+Esc3biWDPYv 5uU18SO+DPY3f5yveH+Yz2D/88Uh2T+etDPYH/lnJvLz1I2xfxKm6m2r8jLG /qo65ngdWWKM/ddNrrnyeZkx9mf1jW0/tm8xwf4twKknKjrNBPu7RJNTTHwj 4r/834KC/L0e/gNpNPST "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.0548, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T1", " ", "C1", " ", "N1"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cedf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cedf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {24., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {28.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["\[RightArrow]", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {33., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {37.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {42., 69.96}, {0, 0}]}, AspectRatio->1.0999999999999999`, ImageSize->{288, 288}, PlotRange->{{0, 66}, {0, 72.6}}]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389674734*^9},ExpressionUUID->"d7bea1ac-6785-48ba-891f-\ 02309828cff6"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389685174*^9},ExpressionUUID->"86cdf747-229d-4863-b451-\ e4bb769e9b7d"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["creating amplitudes at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389694709*^9},ExpressionUUID->"c0818e0e-2120-4148-8e16-\ 93143c7625d2"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 1, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773897038*^9},ExpressionUUID->"3ecf14cd-70ce-44ef-8e09-50dab2b72cc1"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["in total: ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773897127438`*^9},ExpressionUUID->"9abb7272-ae8c-41f0-8261-\ d7982ae060cc"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-amp-1.frm\"\>"], \ "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.7332773897216797`*^9},ExpressionUUID->"d495315b-d44f-43a0-8fb1-\ 2e1e779f0304"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.733277389873752*^9},ExpressionUUID->"602fd8e8-39c6-4d97-8061-\ 4da72a475394"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{3.537861175957609*^9, 3.583115396728615*^9, 3.6304088349410667`*^9, 3.63040984187113*^9, 3.682805511074732*^9, 3.682806036545949*^9, 3.728141707923251*^9, 3.728642260849379*^9, 3.733277152033514*^9, 3.733277234775144*^9, 3.73327738988626*^9},ExpressionUUID->"9ed9d226-e32f-4209-b5b9-9643850d2c89"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"squared", " ", "=", " ", RowBox[{"SquaredME", "[", "amp", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"helSquared", "=", RowBox[{ RowBox[{ RowBox[{"squared", "//.", RowBox[{"HelicityME", "[", "amp", "]"}]}], "//.", RowBox[{"{", RowBox[{ RowBox[{"MU", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{"MC", "\[Rule]", "0"}], ",", RowBox[{"MC2", "\[Rule]", "0"}]}], "}"}]}], "//", "Simplify"}]}]}], "Input", CellChangeTimes->{{3.536052973526355*^9, 3.53605297447438*^9}, { 3.5360531561974087`*^9, 3.536053257678905*^9}, {3.536053393659519*^9, 3.536053399362599*^9}, {3.7286422659059896`*^9, 3.728642277385563*^9}, 3.733277158416437*^9, 3.733277194344678*^9, {3.7332772371505136`*^9, 3.733277251348381*^9}, {3.7332774005550623`*^9, 3.733277402233315*^9}},ExpressionUUID->"389ac629-12dd-4c17-a150-\ 4c9649e3fc82"], Cell[CellGroupData[{ Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16", "\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}], SequenceForm["> ", 16, " helicity matrix elements"], Editable->False]], "Print", CellChangeTimes->{{3.7332772473821487`*^9, 3.7332772516010513`*^9}, 3.733277404114416*^9},ExpressionUUID->"e4b7f70b-47b6-475b-b6de-\ a98afe28f03d"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-hel-1.frm\"\>"], \ "Print", CellChangeTimes->{{3.7332772473821487`*^9, 3.7332772516010513`*^9}, 3.733277404124445*^9},ExpressionUUID->"34b67c29-c4e9-4c06-8b9a-\ fadbdc0fc674"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{{3.7332772473821487`*^9, 3.7332772516010513`*^9}, 3.733277404134618*^9},ExpressionUUID->"b1270adf-f2c4-4dc0-a3ff-\ 138b4aaf4642"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{{3.7332772473821487`*^9, 3.7332772516010513`*^9}, 3.733277404242928*^9},ExpressionUUID->"23ed32b1-c2eb-4b2b-81fb-\ 377a5b8bfbb7"] }, Open ]], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{ FractionBox["1", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}], " ", RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "2"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["2", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["1", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["1", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "2"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["2", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["1", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["1", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{{3.733277247528633*^9, 3.733277251900867*^9}, 3.733277404454235*^9},ExpressionUUID->"85084400-6c4d-4e96-a297-\ 3d23a5c015f9"] }, Open ]], Cell["ColourME is used like HelicityME.", "Text", CellChangeTimes->{{3.68280556814644*^9, 3.682805580921422*^9}, { 3.7332774121245117`*^9, 3.733277412384467*^9}},ExpressionUUID->"ea41d7bc-d668-4670-a179-\ 38a6aa4df807"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ColourME", "[", "amp", "]"}]], "Input", CellChangeTimes->{{3.733277370737659*^9, 3.733277373305855*^9}},ExpressionUUID->"646c1016-a975-4a4b-83d7-\ a4f1f1f7b15c"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN1"}], "]"}], "\[Rule]", "9"}], ",", RowBox[{ RowBox[{"Mat", "[", RowBox[{"SUN1", ",", "SUN2"}], "]"}], "\[Rule]", "3"}], ",", RowBox[{ RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN1"}], "]"}], "\[Rule]", "3"}], ",", RowBox[{ RowBox[{"Mat", "[", RowBox[{"SUN2", ",", "SUN2"}], "]"}], "\[Rule]", "9"}]}], "}"}]], "Output", CellChangeTimes->{ 3.7332774147156878`*^9},ExpressionUUID->"9b014300-19c3-4f8e-aad7-\ 4fb61981e632"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"helSquared", "//.", RowBox[{"ColourME", "[", "amp", "]"}]}], "//", "Simplify"}]], "Input", CellChangeTimes->{{3.5360534139607697`*^9, 3.536053419361431*^9}, { 3.536053467599742*^9, 3.5360534833279037`*^9}, {3.728141756247171*^9, 3.7281417630936813`*^9}, {3.733277205742104*^9, 3.7332772111516037`*^9}, { 3.733277260317649*^9, 3.733277268675652*^9}, {3.733277417634306*^9, 3.733277428391966*^9}},ExpressionUUID->"f31d7f6b-9284-463b-a840-\ 2636da66ba21"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{ FractionBox["1", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "+", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], ")"}]}], "+", RowBox[{"3", " ", SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "+", RowBox[{"3", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"3", " ", SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "+", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], ")"}]}], "+", RowBox[{"3", " ", SuperscriptBox["S", "2"], " ", RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "+", RowBox[{"3", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"6", " ", RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{"3", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{"3", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}], "+", RowBox[{"9", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{"9", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"6", " ", RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{"3", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}], "+", RowBox[{"2", " ", RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{"3", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}], "+", RowBox[{"9", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{"9", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "2"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["2", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["1", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["1", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "2"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["2", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", FractionBox["1", "3"]}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ FractionBox["1", "3"], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.537861178828547*^9, 3.5831154189732943`*^9, 3.630408842735629*^9, 3.6304098475109386`*^9, 3.6828055830510597`*^9, 3.682806042131802*^9, { 3.728141746717519*^9, 3.728141763603221*^9}, 3.728642284379821*^9, { 3.733277208167259*^9, 3.733277211529788*^9}, 3.7332772693382683`*^9, { 3.733277423489929*^9, 3.7332774949961853`*^9}, {3.733277548902999*^9, 3.73327757439948*^9}},ExpressionUUID->"140cc0f4-780b-4ba0-912b-\ 341d7cbd8e39"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"%", "[", RowBox[{"[", "1", "]"}], "]"}], "//.", RowBox[{"%", "[", RowBox[{"[", "2", "]"}], "]"}]}], "//.", RowBox[{"Join", "[", RowBox[{ RowBox[{"Abbr", "[", "]"}], ",", RowBox[{"Subexpr", "[", "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"MC2", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"Den", "[", RowBox[{"a_", ",", "b_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"a", "-", "b"}]]}]}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", RowBox[{"%", "/.", RowBox[{"T", "\[Rule]", RowBox[{ RowBox[{"-", "S"}], "-", "U"}]}]}], "]"}]}], "Input", CellChangeTimes->{{3.536053512404533*^9, 3.536053558677994*^9}, { 3.583115427193612*^9, 3.583115428777793*^9}, {3.7332772750432*^9, 3.733277320963126*^9}, {3.733277442843207*^9, 3.733277492039747*^9}, { 3.733277562580917*^9, 3.733277571523592*^9}},ExpressionUUID->"a2c2448d-d14c-41f8-95ec-\ 0d487fef2dd5"], Cell[BoxData[ RowBox[{ FractionBox["1", "4"], " ", RowBox[{"(", RowBox[{ FractionBox[ RowBox[{"64", " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", SuperscriptBox["S", "2"]}], SuperscriptBox["T", "2"]], "-", FractionBox[ RowBox[{"6", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ FractionBox[ RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}]}], RowBox[{"3", " ", "T"}]], "-", FractionBox[ RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}], RowBox[{"3", " ", "T"}]]}], ")"}]}], "T"], "+", FractionBox[ RowBox[{"6", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"-", FractionBox[ RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ", RowBox[{"(", RowBox[{"S", "+", RowBox[{"2", " ", "U"}]}], ")"}]}], RowBox[{"3", " ", "T"}]]}], "+", FractionBox[ RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}], RowBox[{"3", " ", "T"}]]}], ")"}]}], "T"]}], ")"}]}]], "Output", CellChangeTimes->{ 3.5378611790984383`*^9, 3.5831154298500767`*^9, 3.630408844672147*^9, 3.630409850179265*^9, 3.6828055849315434`*^9, 3.682806043617611*^9, 3.7281417672805967`*^9, 3.728642288525387*^9, {3.733277282702344*^9, 3.733277321363641*^9}, {3.733277444656336*^9, 3.733277496139299*^9}, { 3.733277546655015*^9, 3.733277575226472*^9}},ExpressionUUID->"f740c3ac-149a-4694-948f-\ 892289be697f"], Cell[BoxData[ FractionBox[ RowBox[{"16", " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{"S", "+", "U"}], ")"}], "2"]]], "Output", CellChangeTimes->{ 3.5378611790984383`*^9, 3.5831154298500767`*^9, 3.630408844672147*^9, 3.630409850179265*^9, 3.6828055849315434`*^9, 3.682806043617611*^9, 3.7281417672805967`*^9, 3.728642288525387*^9, {3.733277282702344*^9, 3.733277321363641*^9}, {3.733277444656336*^9, 3.733277496139299*^9}, { 3.733277546655015*^9, 3.733277575237584*^9}},ExpressionUUID->"ea25111b-d6ea-4130-a31b-\ 577b3e976abe"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{ SuperscriptBox["gs", "4"], FractionBox["4", "9"], FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], SuperscriptBox["T", "2"]]}], "//.", RowBox[{"{", RowBox[{"gs", "\[Rule]", SqrtBox[ RowBox[{"4", "\[Pi]", " ", "Alfas"}]]}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.536053569947155*^9, 3.5360536089552803`*^9}, 3.536053890344302*^9, {3.73327750302287*^9, 3.733277559501092*^9}},ExpressionUUID->"8a17885f-121b-401b-9546-\ 7504637ed615"], Cell[BoxData[ FractionBox[ RowBox[{"64", " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}], RowBox[{"9", " ", SuperscriptBox["T", "2"]}]]], "Output", CellChangeTimes->{{3.73327751236936*^9, 3.733277576900614*^9}},ExpressionUUID->"fc619caa-74d0-4976-ad53-\ 35d3ac704bf9"] }, Open ]], Cell["\<\ Now you notice that, while HelicityME takes AVARAGE, ColourME takes SUM!!! This behavior can be summarized into two \[OpenCurlyDoubleQuote]lessons\ \[CloseCurlyDoubleQuote]:\ \>", "Text", CellChangeTimes->{{3.536053638383884*^9, 3.536053702628797*^9}, { 3.6828056131689034`*^9, 3.682805679699932*^9}},ExpressionUUID->"5b491a75-d6f6-446d-8311-\ 8a8d9fe48edc"], Cell[CellGroupData[{ Cell["LESSON", "Subsubsection", CellChangeTimes->{{3.536053726444828*^9, 3.536053744147685*^9}},ExpressionUUID->"54c23bec-7a90-4d5c-a817-\ 01ba99b772c6"], Cell[CellGroupData[{ Cell["\[Times]2 for each FINAL fermion", "Item", CellChangeTimes->{{3.536053673681143*^9, 3.536053673982678*^9}, { 3.5360537561554956`*^9, 3.5360537859439077`*^9}},ExpressionUUID->"fdfaa95b-511d-44d5-8fea-\ 69e630727b68"], Cell["DIVIDE by INITIAL colour factor", "Item", CellChangeTimes->{ 3.5360538032185383`*^9},ExpressionUUID->"7587a970-1ff4-4f64-bfb5-\ c4ab2af938ed"] }, Open ]], Cell["\<\ So, in summary, we should calculate the amplitude as follows:\ \>", "Text", CellChangeTimes->{{3.733277595590579*^9, 3.7332776115339746`*^9}},ExpressionUUID->"f44cb53e-8b81-4797-a422-\ 133b3dbd837e"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"sq", "=", RowBox[{ RowBox[{ RowBox[{"SquaredME", "[", "amp", "]"}], "//.", RowBox[{"HelicityME", "[", "amp", "]"}]}], "//.", RowBox[{"ColourME", "[", "amp", "]"}]}]}], ";"}], "\[IndentingNewLine]", RowBox[{"result", "=", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"sq", "[", RowBox[{"[", "1", "]"}], "]"}], "//.", RowBox[{"sq", "[", RowBox[{"[", "2", "]"}], "]"}]}], ")"}], "*", RowBox[{"(", RowBox[{ SuperscriptBox["2", "2"], "*", SuperscriptBox[ RowBox[{"(", FractionBox["1", "3"], ")"}], "2"]}], ")"}]}], "//", "Simplify"}]}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"result", "//.", RowBox[{"{", RowBox[{ RowBox[{"Alfas2", "\[Rule]", SuperscriptBox[ RowBox[{"(", FractionBox[ SuperscriptBox["gs", "2"], RowBox[{"4", "\[Pi]"}]], ")"}], "2"]}], ",", RowBox[{"MC", "\[Rule]", "0"}], ",", RowBox[{"MU", "\[Rule]", "0"}], ",", RowBox[{"MC2", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"Den", "[", RowBox[{"a_", ",", "b_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"a", "-", "b"}]]}]}], "}"}]}], "//.", RowBox[{"U", "\[Rule]", RowBox[{ RowBox[{"-", "S"}], "-", "T"}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{ SuperscriptBox["gs", "4"], FractionBox["4", "9"], FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], SuperscriptBox["T", "2"]]}], "//.", RowBox[{"U", "\[Rule]", RowBox[{ RowBox[{"-", "S"}], "-", "T"}]}]}], "]"}]}], "Input", CellChangeTimes->{{3.5360538186667213`*^9, 3.536053886053658*^9}, { 3.6828060855921087`*^9, 3.682806087358239*^9}, {3.7281417800079203`*^9, 3.728141791493354*^9}, {3.7281418221192713`*^9, 3.728141837505265*^9}, { 3.7332776161187477`*^9, 3.7332776887403297`*^9}},ExpressionUUID->"f8922ee2-9d8c-47a7-8d05-\ e8fc6c52b921"], Cell[CellGroupData[{ Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16", "\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}], SequenceForm["> ", 16, " helicity matrix elements"], Editable->False]], "Print", CellChangeTimes->{ 3.5378611792717743`*^9, 3.583115442181679*^9, 3.630408850407957*^9, 3.630409854636652*^9, 3.682805690056967*^9, 3.682806047827313*^9, 3.682806087693075*^9, 3.728141793899336*^9, {3.728141830332086*^9, 3.728141838747615*^9}, 3.728642296029739*^9, {3.733277684081963*^9, 3.733277688989231*^9}},ExpressionUUID->"95c36b19-3543-4746-9db1-\ 354493620970"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-hel-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.5378611792717743`*^9, 3.583115442181679*^9, 3.630408850407957*^9, 3.630409854636652*^9, 3.682805690056967*^9, 3.682806047827313*^9, 3.682806087693075*^9, 3.728141793899336*^9, {3.728141830332086*^9, 3.728141838747615*^9}, 3.728642296029739*^9, {3.733277684081963*^9, 3.73327768899706*^9}},ExpressionUUID->"8c1865e4-5f07-4744-8dec-\ f537b06c305f"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.5378611792717743`*^9, 3.583115442181679*^9, 3.630408850407957*^9, 3.630409854636652*^9, 3.682805690056967*^9, 3.682806047827313*^9, 3.682806087693075*^9, 3.728141793899336*^9, {3.728141830332086*^9, 3.728141838747615*^9}, 3.728642296029739*^9, {3.733277684081963*^9, 3.733277689008497*^9}},ExpressionUUID->"b9e5b68e-f680-43be-99bd-\ edf34d52bfef"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.5378611792717743`*^9, 3.583115442181679*^9, 3.630408850407957*^9, 3.630409854636652*^9, 3.682805690056967*^9, 3.682806047827313*^9, 3.682806087693075*^9, 3.728141793899336*^9, {3.728141830332086*^9, 3.728141838747615*^9}, 3.728642296029739*^9, {3.733277684081963*^9, 3.733277689103146*^9}},ExpressionUUID->"42aa4e71-c975-42a9-8d15-\ 00ca1b89118d"] }, Open ]], Cell[BoxData[ RowBox[{ FractionBox["32", "9"], " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", SuperscriptBox["MC2", "2"]}], "+", RowBox[{"4", " ", SuperscriptBox["MU2", "2"]}], "+", SuperscriptBox["S", "2"], "+", SuperscriptBox["T", "2"], "+", RowBox[{"2", " ", "MC2", " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", "MU2"}], "-", "S", "+", "T", "-", "U"}], ")"}]}], "-", RowBox[{"2", " ", "S", " ", "U"}], "+", SuperscriptBox["U", "2"], "-", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{"S", "-", "T", "+", "U"}], ")"}]}]}], ")"}], " ", SuperscriptBox[ RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}], "2"]}]], "Output", CellChangeTimes->{ 3.5378611795112047`*^9, 3.58311544226241*^9, 3.630408850552966*^9, 3.6304098547469807`*^9, 3.682805690198399*^9, 3.6828060479255*^9, 3.6828060877766247`*^9, 3.7281417940810127`*^9, {3.728141830516738*^9, 3.728141838968802*^9}, 3.728642296233349*^9, {3.733277684240184*^9, 3.7332776891139593`*^9}},ExpressionUUID->"4ea58db9-7446-4f70-8a3f-\ 94b9941e1ff2"], Cell[BoxData[ FractionBox[ RowBox[{"4", " ", SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["S", "2"]}], "+", RowBox[{"2", " ", "S", " ", "T"}], "+", SuperscriptBox["T", "2"]}], ")"}]}], RowBox[{"9", " ", SuperscriptBox["T", "2"]}]]], "Output", CellChangeTimes->{ 3.5378611795112047`*^9, 3.58311544226241*^9, 3.630408850552966*^9, 3.6304098547469807`*^9, 3.682805690198399*^9, 3.6828060479255*^9, 3.6828060877766247`*^9, 3.7281417940810127`*^9, {3.728141830516738*^9, 3.728141838968802*^9}, 3.728642296233349*^9, {3.733277684240184*^9, 3.7332776891215*^9}},ExpressionUUID->"96486602-97f9-4feb-ac9d-\ bc8bfc736c3e"], Cell[BoxData[ FractionBox[ RowBox[{"4", " ", SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["S", "2"]}], "+", RowBox[{"2", " ", "S", " ", "T"}], "+", SuperscriptBox["T", "2"]}], ")"}]}], RowBox[{"9", " ", SuperscriptBox["T", "2"]}]]], "Output", CellChangeTimes->{ 3.5378611795112047`*^9, 3.58311544226241*^9, 3.630408850552966*^9, 3.6304098547469807`*^9, 3.682805690198399*^9, 3.6828060479255*^9, 3.6828060877766247`*^9, 3.7281417940810127`*^9, {3.728141830516738*^9, 3.728141838968802*^9}, 3.728642296233349*^9, {3.733277684240184*^9, 3.7332776891287403`*^9}},ExpressionUUID->"9b5e9a82-e9a7-419d-aef0-\ 00b4696ca6ed"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["q q' -> q q' (Again)", "Subsection", CellChangeTimes->{{3.5360399097567263`*^9, 3.536039928076377*^9}, { 3.536053291836194*^9, 3.536053298771755*^9}, {3.536053928878334*^9, 3.5360539313169527`*^9}, {3.6828056993456078`*^9, 3.6828057008494377`*^9}},ExpressionUUID->"b9b4510e-5c5f-4f1f-8c65-\ 20fb1636e994"], Cell["Let\[CloseCurlyQuote]s do it again at a stretch.", "Text", CellChangeTimes->{{3.6828057086252203`*^9, 3.682805755178451*^9}},ExpressionUUID->"48a61432-a2d3-4716-b4bb-\ 9214f69dfcc0"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"diag", "=", RowBox[{"InsertFields", "[", RowBox[{"topologies", ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "2", "}"}]}], "]"}]}], "}"}], "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "2", "}"}]}], "]"}]}], "}"}]}], ",", RowBox[{"InsertionLevel", "\[Rule]", RowBox[{"{", "Classes", "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Model", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"ExcludeParticles", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "1", "]"}], ",", RowBox[{"V", "[", "2", "]"}], ",", RowBox[{"V", "[", "3", "]"}], ",", RowBox[{"V", "[", "4", "]"}], ",", RowBox[{"S", "[", "1", "]"}], ",", RowBox[{"S", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Paint", "[", "diag", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ClearProcess", "[", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"amp", "=", RowBox[{"CalcFeynAmp", "[", RowBox[{ RowBox[{"CreateFeynAmp", "[", "diag", "]"}], ",", RowBox[{"FermionChains", "\[Rule]", "VA"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"sq", "=", RowBox[{ RowBox[{ RowBox[{"SquaredME", "[", "amp", "]"}], "//.", RowBox[{"HelicityME", "[", "amp", "]"}]}], "//.", RowBox[{"ColourME", "[", "amp", "]"}]}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"sq", "[", RowBox[{"[", "1", "]"}], "]"}], "//.", RowBox[{"sq", "[", RowBox[{"[", "2", "]"}], "]"}]}], ")"}], "*", FractionBox[ SuperscriptBox["2", "2"], SuperscriptBox["3", "2"]]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"%", "//.", RowBox[{"{", RowBox[{ RowBox[{"Alfas2", "\[Rule]", SuperscriptBox[ RowBox[{"(", FractionBox[ SuperscriptBox["gs", "2"], RowBox[{"4", "\[Pi]"}]], ")"}], "2"]}], ",", RowBox[{"MC", "\[Rule]", "0"}], ",", RowBox[{"MU", "\[Rule]", "0"}], ",", RowBox[{"MC2", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"Den", "[", RowBox[{"a_", ",", "b_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"a", "-", "b"}]]}]}], "}"}]}], "//.", RowBox[{"U", "\[Rule]", RowBox[{ RowBox[{"-", "S"}], "-", "T"}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{ SuperscriptBox["gs", "4"], FractionBox["4", "9"], FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], SuperscriptBox["T", "2"]]}], "//.", RowBox[{"U", "\[Rule]", RowBox[{ RowBox[{"-", "S"}], "-", "T"}]}]}], "]"}]}], "Input", CellChangeTimes->{{3.53603993169267*^9, 3.536040006745463*^9}, { 3.5360400491143827`*^9, 3.5360400712109747`*^9}, {3.536045734812549*^9, 3.536045749085781*^9}, {3.536052645160928*^9, 3.536052786085621*^9}, { 3.536052960903105*^9, 3.536053014006845*^9}, {3.5360531281787643`*^9, 3.536053129002655*^9}, {3.536053307196266*^9, 3.536053330947126*^9}, { 3.536053378585105*^9, 3.536053389088366*^9}, {3.53605393979983*^9, 3.5360539405663033`*^9}, {3.583115463045549*^9, 3.583115481057967*^9}, { 3.7281418556919317`*^9, 3.728141877146212*^9}, {3.733277710608986*^9, 3.733277715238357*^9}},ExpressionUUID->"bc8f84a3-451c-4a89-9798-\ 8d170f22499e"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717024013*^9},ExpressionUUID->"2ae5cc06-7787-421a-9dd5-\ 4cf3ee1d63f4"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Excluding ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717032276*^9},ExpressionUUID->"c1115ec5-2a31-426b-9c9e-\ 45200a63741d"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.7332777170434933`*^9},ExpressionUUID->"8d2ff44a-81a2-49c2-a358-\ b373dcc40506"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["inserting at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.7332777170527897`*^9},ExpressionUUID->"ce781a38-db85-43c6-8030-\ 4ed8cf3da65c"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 1, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717062274*^9},ExpressionUUID->"ff54556b-726f-46ed-a0af-\ 19c8b8f0d808"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 2, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717071793*^9},ExpressionUUID->"97dd81cb-1369-46d7-9658-\ 9ebb604487c1"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.7332777170816717`*^9},ExpressionUUID->"77f29380-35da-410f-a280-\ e0ddcb2574fb"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 4, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717091833*^9},ExpressionUUID->"daa40269-b723-4bb9-8afa-\ 72abcc0425bd"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717101892*^9},ExpressionUUID->"cd223b34-77c4-4d9e-84f2-\ 1e1858aab20b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Restoring ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717113399*^9},ExpressionUUID->"27da08e2-b1e8-4385-8190-\ 788cace649e2"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["in total: ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717125403*^9},ExpressionUUID->"05b63bbb-bab0-4453-ab72-\ 7df02a5e6877"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cedf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 1, " ", "aebf/cedf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.73327771713695*^9},ExpressionUUID->"d79c4c69-a987-4c9c-9ae1-\ 9b48d113536e"], Cell[BoxData[ GraphicsBox[{InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[{{1.8189894035458565`*^-12, 15.000000000003638`}, { 9.999999999997726, 14.000000000003638`}}], PolygonBox[{{5.597022314125994, 14.440297768587401`}, { 4.363176198265607, 14.161687355328603`}, {4.442779173482406, 14.957717107496595`}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[{{20.000000000002956`, 14.999999999996362`}, { 10.000000000002956`, 13.999999999996362`}}], PolygonBox[{{15.597022314125994`, 14.559702231412599`}, { 14.363176198265608`, 14.838312644671397`}, {14.442779173482405`, 14.042282892503405`}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {14.845769235517452, 15.437507644825484}, \ {0, -1}], LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726, 5.999999999996362}}], PolygonBox[{{15.597022314125994`, 5.440297768587401}, { 14.442779173482405`, 5.9577171074965944`}, {14.363176198265608`, 5.161687355328604}}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {15.154230764482548, 6.437507644825483}, \ {0, -1}], LineBox[CompressedData[" 1:eJxFlglUVEcWhhuQEREVFY7sgm/pfiABHA2giJcIE4KKsopiWARk8fSwOMhm WGWxkcVWsUOwbSIYbQhBZekoElwAAYmIII2CbAEZUNJoCLjBVM9kyndOn3e+ U6+qq+re+9/f6GC4a5Aii8UqRj/5+38PCar/fWsBK4ST49hBgNqP/eVLoxHv yRJ/LSbA3NFFR/MtYs5D/nAeAbzYkJLALG1gRTBLP6QQkM+5MNNooAOsfL9b 2xELNWYzamoRi4LO3M4h4GZPU8o5Z120XkPg5CUCHGYUnw0+R2wo/k3cRkCa 5doot0A9YAmaroa+I8Dw/vcqnGeItQ4PrLMgQXCcr2oN+sCCDTviuCSMysL3 UacQq7c0PCon4aEy9W3YA8R+LW3hL0ko8OH2RU8jTh6YO81Q0Bw7P3eFZQAs idiy0J8C3tRGW+/3aPxy+LI1fAp6NCLqG0YQq/R5vJZQ0Pkx+tdndYjzzcMS uyjQ27Kp1ZOHuONtBW+EgkKN6NwDe+Tj+29GjFKQ+9YjOGy1fH+CLN2nFNhc zIgwkKL9w4n9KncocJoxzV50EbF6v6edkAKrG3r6gbGIY+f/5hpBwUF1s3vq BxBL07d/vpmC5/0uKuCCePB3B/t5EnzGRANB+xGLJjtX/UKCbbhCjnac/H7u FB5IIsG3NlN5UQViQ2u1YTsSDAInL0jnEPvlvnBaQoJacamvlxfan+jdkIqU AE8jbYlvq/w8sUKbSgKkTbbm8zvQ/Qw+oIWnCRCJJocKehGbr/l3aBoBfS8T uSrha9H8XWpuyQTEWKm4v1IyROcfupbAI+BimoOyZDfi2C0pR4oJkHVZ+RYJ EINPrM09AkyYrBNRfXJ+O+UxTYBOumWBk7YRuo84s3aaBJcavamUXYjH/67k dpAEz1m7oO4YxLGuNh7FJOg9czYLP4fY6hWhO0RCs+NjbVkZ4sHxUyMGFATu rb10pFo+v9FfyYsCsfWvvblV8u9/eKPIo8Cl0rT5K7F8PPTIz9coOPRmgNEQ IGa5SwI7KMjbuD+lOgnx3InquiEKzLsjg6wDEDeklSiMoe9ldhNSe8RShV2L +ilgGTQvG6YRq6is4DRTcM8711a4VL6el8CnlAJFbr2G9Qw6b0jnv/TjKDAL +9b98ihix8WvdtlT8KcHd3vBc8RSk1HLJRSkln1tu3sIscpkaUgrinf2GZ/r U4jnJKUFPBKyS++2rF+M1pcl89J2onx3cdcpM0bM+eKn/lUkjHO4q0q8EJsX Ja4bJECiFM3Xzpfv33gitYaAzrVJp0oeyufbmbWdQ/UWlSc8rrkO7c9wxjmd gPqvArdd90WsdU70NIkA65kMz3dlcs5MEmcS8O7aXYHaHGLp76YhRQTQHfZK F+wIlA8HXT67RUDqjWCr1AzEWjkp/HECnizEi2+guLMqN8iq9EgwyxrIKkB1 zepwIzz2kpBU9/JYA4o7S2bcN3GWhLDV/sHOjohFyWvudJOQdet4QpsP4j3f TWtpUDCjme64NQxxxxbC1pmCRUur4ojDiO9nN1WkUCC92rEnCuUNy+qFzoZy CoYz767JckEsKNZ43UbBtqjGef3N8nHvK3kDFASwA5ZvMkCcLJqzQPG1nV1A D4HHi58WTbcOEXj+vbzNCsONBF5/XbzNeEwFgf+/xMbsp5zzBN7fwp87MvrO EHj/K17G1945S+DzHbNPOL4R1cn/z184JRRcrf10P+kOq9O29X66v644w5hQ ZRLfr6liuofDFhLff8qXguZv4kgcn+cWNz/41ZM4fqq7bYLfLKZwfNvU4q4o u1M4/g6S7xp2iiicHyl5Ef4JExTOH4vh5H96m9M4v3bO87hj4TTOP91e/ivv H2icn5sqy0bdu2mcv7EHbD5/PEfj/C49erh450r2p/z3/P52pQEb18eycn5d qBEb10/3uUNle3XYn+rrrN1kkyob1x9cirzt/weN61PpN6vX+r00rl/hynpN 9k0a1/dO7dzCpiIa1390e2miUzKN9UG43PDJZDCN9eO6S6dVjQeN9eVRlQUd uYPG+nNB7LjvpBON9Wnrz+vHVrjTWL/G6asd+SE01jdq9lahcRaN9e/6jpGV iddorI8Tx+6HVo/RWD+l0pijOQQb6+tJ7WZRQDAb669/4o13X1aysT6fbJkt W/WBjfW7IBtaEhw5WN+rLFTzNp7mYP0XCAdfsJ5ycH/YF/mG6NBhcP9ItDDt eOzG4P4ys1u18nQag/uPO23z8eNlBvenIKck6yN3Gdy/unLN1Ns7GdzfNFf3 vPftYXD/exw3fn72EYP743hJ5HS7fP5f/dNnceiNbyoY3F8PVdY1y04zuP9u VfZ44HSUwf25NqZR8mgvg/v30cDRwq7NDO7vukqNWnwjBvd/wWyzaO1yBvuD et6on6sig/2D1rVkpbIFDvYXEteWlQ6LGew/9JK411u1GexP+Esc3biWDPYv 5uU18SO+DPY3f5yveH+Yz2D/88Uh2T+etDPYH/lnJvLz1I2xfxKm6m2r8jLG /qo65ngdWWKM/ddNrrnyeZkx9mf1jW0/tm8xwf4twKknKjrNBPu7RJNTTHwj 4r/834KC/L0e/gNpNPST "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.0548, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T1", " ", "C1", " ", "N1"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cedf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cedf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {24., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {28.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["\[RightArrow]", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {33., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {37.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["c", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {42., 69.96}, {0, 0}]}, AspectRatio->1.0999999999999999`, ImageSize->{288, 288}, PlotRange->{{0, 66}, {0, 72.6}}]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717149848*^9},ExpressionUUID->"37a0f94b-ffa4-4227-bda8-\ a8eb71885116"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717163118*^9},ExpressionUUID->"07831422-f1ca-4818-86ee-\ 54ca77361c41"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["creating amplitudes at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717172593*^9},ExpressionUUID->"4fb50366-2142-46bd-9354-\ 3710a09df5af"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 1, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717181625*^9},ExpressionUUID->"e119201b-ea05-4f86-8a4d-\ d18a19041357"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["in total: ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717191106*^9},ExpressionUUID->"2c7874da-fc26-4b23-a51d-\ 3f14cbd8998b"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-amp-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717200253*^9},ExpressionUUID->"cdd5090b-5951-4cf4-bfac-\ eef94b0a7399"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717209136*^9},ExpressionUUID->"61d40ca9-e599-4739-ac76-\ 26245ed6a784"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.73327771721772*^9},ExpressionUUID->"c26f2db5-d915-43eb-82b2-\ b5187ced75c1"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16", "\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}], SequenceForm["> ", 16, " helicity matrix elements"], Editable->False]], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717226345*^9},ExpressionUUID->"7edccfdb-a5d0-4584-8672-\ 3c3bb1d4229d"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-hel-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717234893*^9},ExpressionUUID->"dd044eb7-5897-4aba-bb01-\ 9978ef0ea4b8"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717243428*^9},ExpressionUUID->"5f0d40ca-2334-4e83-b3e9-\ da3701b879b3"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.537861179685317*^9, {3.583115465119471*^9, 3.5831154817975483`*^9}, 3.630408852951902*^9, 3.6304098584085903`*^9, 3.682805757779861*^9, { 3.6828060635838547`*^9, 3.682806090050828*^9}, {3.728141865371242*^9, 3.728141877440565*^9}, 3.7286422988398*^9, 3.733277717252384*^9},ExpressionUUID->"16baed5c-352e-43cd-bdf5-\ b287ae061988"] }, Open ]], Cell[BoxData[ FractionBox[ RowBox[{"2", " ", SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "+", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{"2", " ", "S"}], "+", "T"}], ")"}], "2"]}], ")"}]}], RowBox[{"9", " ", SuperscriptBox["T", "2"]}]]], "Output", CellChangeTimes->{ 3.537861180895526*^9, {3.5831154652994947`*^9, 3.5831154819819517`*^9}, 3.630408853122733*^9, 3.630409858586205*^9, 3.682805757973693*^9, { 3.682806063748983*^9, 3.682806090236355*^9}, {3.7281418656533337`*^9, 3.7281418776639347`*^9}, 3.728642299072589*^9, 3.733277717323989*^9},ExpressionUUID->"1bdcd863-e8b6-4b87-bbd9-\ 8f29179263ee"], Cell[BoxData[ FractionBox[ RowBox[{"4", " ", SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["S", "2"]}], "+", RowBox[{"2", " ", "S", " ", "T"}], "+", SuperscriptBox["T", "2"]}], ")"}]}], RowBox[{"9", " ", SuperscriptBox["T", "2"]}]]], "Output", CellChangeTimes->{ 3.537861180895526*^9, {3.5831154652994947`*^9, 3.5831154819819517`*^9}, 3.630408853122733*^9, 3.630409858586205*^9, 3.682805757973693*^9, { 3.682806063748983*^9, 3.682806090236355*^9}, {3.7281418656533337`*^9, 3.7281418776639347`*^9}, 3.728642299072589*^9, 3.7332777173299713`*^9},ExpressionUUID->"aca9feba-8a61-44ea-a89a-\ 7c4b89950e95"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["g q -> g q", "Subsection", CellChangeTimes->{{3.5360399097567263`*^9, 3.536039928076377*^9}, { 3.536053291836194*^9, 3.536053298771755*^9}, {3.536053928878334*^9, 3.5360539313169527`*^9}, {3.5360543047280607`*^9, 3.5360543100630417`*^9}},ExpressionUUID->"63556f71-1365-47ec-834e-\ dadf4d1ef43c"], Cell["Now you can calculate all the QCD tree-level diagrams.", "Text", CellChangeTimes->{{3.6828057770603113`*^9, 3.682805789690401*^9}},ExpressionUUID->"9e3a0802-30f7-4239-99ef-\ bddc26b6c688"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"diag", "=", RowBox[{"InsertFields", "[", RowBox[{"topologies", ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"V", "[", "5", "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}]}], "}"}], "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "5", "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}]}], "}"}]}], ",", RowBox[{"InsertionLevel", "\[Rule]", RowBox[{"{", "Classes", "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Model", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"ExcludeParticles", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "1", "]"}], ",", RowBox[{"V", "[", "2", "]"}], ",", RowBox[{"V", "[", "3", "]"}], ",", RowBox[{"V", "[", "4", "]"}], ",", RowBox[{"S", "[", "1", "]"}], ",", RowBox[{"S", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Paint", "[", "diag", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ClearProcess", "[", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"amp", "=", RowBox[{"CalcFeynAmp", "[", RowBox[{ RowBox[{"CreateFeynAmp", "[", "diag", "]"}], ",", RowBox[{"FermionChains", "\[Rule]", "VA"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"sqHelCol", "=", RowBox[{ RowBox[{ RowBox[{"SquaredME", "[", "amp", "]"}], "//.", RowBox[{"HelicityME", "[", "amp", "]"}]}], "//.", RowBox[{"ColourME", "[", "amp", "]"}]}]}]}], "Input", CellChangeTimes->{{3.53603993169267*^9, 3.536040006745463*^9}, { 3.5360400491143827`*^9, 3.5360400712109747`*^9}, {3.536045734812549*^9, 3.536045749085781*^9}, {3.536052645160928*^9, 3.536052786085621*^9}, { 3.536052960903105*^9, 3.536053014006845*^9}, {3.5360531281787643`*^9, 3.536053129002655*^9}, {3.536053307196266*^9, 3.536053330947126*^9}, { 3.536053378585105*^9, 3.536053389088366*^9}, {3.53605393979983*^9, 3.5360539405663033`*^9}, {3.536054315004984*^9, 3.536054325918798*^9}, { 3.536054376224381*^9, 3.536054406042901*^9}, {3.53605485576822*^9, 3.5360548582461348`*^9}, {3.728141884074163*^9, 3.728141892320953*^9}, { 3.733277732529895*^9, 3.733277845784905*^9}},ExpressionUUID->"b6560a66-814b-4237-95f3-\ e1a72acd45ec"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846088997*^9},ExpressionUUID->"10572f74-c2e9-4c57-b0d7-\ 68b2e3222539"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Excluding ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846097267*^9},ExpressionUUID->"aaccd164-d11f-49ca-99d0-\ b9808cf0cd43"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.7332778461070137`*^9},ExpressionUUID->"e01dac57-ddce-416b-823c-\ f1a073f7ec6a"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["inserting at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.7332778461161118`*^9},ExpressionUUID->"caeca38d-8360-42c0-b6c9-\ 136c68ac3905"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 1, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846125086*^9},ExpressionUUID->"604da3a1-2dc1-4392-8d6a-\ b2c7a2e3d49b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 2, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846134248*^9},ExpressionUUID->"9ec33b30-0cd3-45e5-add5-\ f035c0923674"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846144012*^9},ExpressionUUID->"8501e85c-75bd-4795-90f7-\ e94f287c0b63"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 4, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846153347*^9},ExpressionUUID->"b76f646e-6fdf-4c5d-873a-\ 822d4134208a"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846163167*^9},ExpressionUUID->"44f3179c-7e8c-4e31-a9dc-\ c77c93aa17a0"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Restoring ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846173279*^9},ExpressionUUID->"7e4bf56b-95e6-4158-ad62-\ b786d5ae5e54"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"3 Classes insertions\"\>"}], SequenceForm["in total: ", "3 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846183744*^9},ExpressionUUID->"04424fa3-5f8e-4907-ac30-\ bdfc2dae849e"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebe/cfdf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 1, " ", "aebe/cfdf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846193631*^9},ExpressionUUID->"769e275d-664a-4428-b942-\ 0e16188ddfcf"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cedf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 2, " ", "aebf/cedf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846203661*^9},ExpressionUUID->"de74f96a-c43d-4b14-9d88-\ acdff4dd91f6"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cfde/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 3, " ", "aebf/cfde/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846213613*^9},ExpressionUUID->"8d86da67-37f4-4356-b9c4-\ 288db8c7412d"], Cell[BoxData[ GraphicsBox[{InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwV1Q04lOkaB/CnhkyWkkjla8gsMU6jKC2ZV6yk1JTtJOlrEyoMbahNHz5a o7bMHpOvU0ydSEubaoqiTKXSoXxEJllGdBKqSVNR4vyfuS7XXD/v8zz3ff/f x8XqZ9HqbeMJIafwQ7+JegwfE4ZoUdgwpHfhVYNQuCQ1Nou6Rnf1ukfTGEI6 2XaTYHVPyRw3WFXTfMsOLo+LOCU3ZojZg72NK2H+ziiuBxxYG+adBNuZ+ac/ N8I6rdvxt+h+l7CKdNimUhA0not6G7YnBsPts70Sl8FFKZ25i2GpV793Fhy9 7UGuJ5yyeqTjBZxt+9vgWnjohfVRh+8ZIjTV0UqGf6rgnIuCOW58por6RkTj ebjm2FIhG/0kFHRpPYd7+bG+62AO80MpsWXIocQBVQkc/mppzQyYHx5+5RvM Nrdo5sJ7cvr2+mBepVPCoA1s91J/eRIsXr9PaQKXmhgrS2Dp3mUPx3C+XZbV iTtwpa44tQNmjvkNKGBXxW3mGuwqKvtnIVwUwNudBiuWbBbtgpffzmwJgrP3 F3zmwsz8MUdHWJyW9vgO+okemOPGgn2dB9uWwb2H/07vRB6lGW9eV9M8q67H VsOcpUlJc+GES0+brsASjt6lnKmoEymZehFmisV1Y4bYZzY6owye7nDAdQec cLh4Xh1dP27l9x1TkMtFw2lv4Zq6psDN8PKK0S5T1CdumgGNAdanljr+BCuD lbPzYQ5rpfEJuCi/MmgLzLvZLWyH9yQtkbvT9Re6V9jSfG8l+TjBvasmr/4F VrKsRxbB2dEr/rgJlydbnNsMS9uMAll22G9uNDOTnr+7lbsYVh1z9W+Dmxtn 1cbDvqOLjtmhv54AdvIZ+JDO2KV9cPWpAp3bcHhvfNBj+OTvX2RNsNg/wMEU 86p6PBxb6fpN8/Q3wHXVO63r4SGX7rB0OMJEJa6Aaz4q1v4FK703vTtF69lr 2q7BIUc+Bu6BA1dv1RTCMk8p1x82kDXd2U/X3439ZAFPD7Y86gY3l6SlqzGf uI9ztQv9RLQuL6uGeyMCKnbBnFdJ0/LgwKCJkwYxX02F74yDsCxgV/9WOCX/ VdN2ml/e8eDcyTh35qWXm+AG/mX70EmY59cR0c+wZIm1/nx95JkwaywGVrUH yIz0UOffxmnHYRI52PLdd/g9eRRRRs9b65xoo8uQ3Zfz9/bT+3zdSb1tIvrv MPlmh/5lnNeZLWz426WnkTBztb4+Di7tyZWUwZKserkfrKj0T2DNZsjmg78a CuHwu9WNK2ADT+24ZNi5v7E+k/pZ+JpOOMXCtl0Jl+q3rAxGvfArOacN7fE+ Lh9Ofg+rV3k6LIZl/YYfpbS/eQu+boMNVGksd/QvTH1juh+WGOn0PIeDC9Y4 pMINOi6WOzCv+9mATSn29O9rRPdv2PnisuRYmBnt+IGHfHolL9+up/vv/a9L CDdfjYlbCKtjrlj5wEzH2TUGsKrcyGsirHXgtHE3+o0OPNWSg/NKQxJEctp/ rUI+jPo2nhm8VFhRJBjkwRI2d8JGWHamvXAh+nfVKzjsBnMUB4ptMd+Ay8JX VjBf9HkRQR68ezfGDGl+L9NPPJqA98QPtzWAVas8InK1GeLtwdjPpPVbXiXG aDFEL6fSwwkmJkGWG1io37KWtYbWMy/OCx3PEKP2r0kpcEO7aPTEONQz5TK3 YMloRcp7gvtV6+pDaN4fuHH74aFgb8YXjuZZ9bjB0e7m0gyaR7payoNDbAoO dcJCje8Ef1h1t2nRbAc8355yJBuunqprHgWT4ikH2agndlleVAwbCApypHC5 sPlWJ9xgc953Hvrja5ovsHnYP09s3Qab5cz35sKlVvc3HsA8RWMxKmfYIGdr gDGdN/Nl/AI4WtqulsKkXpjlCJNhywUaWK4UBU+HG9Kc8hyQl82HcduHaf2+ a5EusJZhY30THD0UN6YPN5hkjRTSfhc/eH0F+yMKlFl7YOHpL5Pt4KJDI2F+ sKRzSnYk+uE9mOBkCSviuffT0G/KdJF0mOZ3k1+VjPnk/00dfA7zb2jND0Ee bG7bihp6/6au0NsxKiCctdddFfQ+zQ1LGjciIOF9Zter6X181hd2dlhAUtiZ Pk/pc5usxrDPAiLt6q/S0P0sy6BNHwXEm+RF0vocP0uPkx8ExIjlpruG+m1u Bm9QQGR59o0ZdB5P88KZ7wXE94JHxjOYifp0IEItIMp604ZZyOfQc638WXD4 41VPRLAs1/2NO+xq0vjkBqxKLGsrhRMCVhqNd8TzB0U3fsF5GqE1ywtmSuf6 xaFezwuLwH3wZvm7LYXop/IPzpzzMDlj+vCdBvN2aVvU0vVadzmLPgmIsMXq RxVdn+/bvgfz7X68dV0vrLD57HZ8CP22VZ3rpvvTPTx2II+aTxenPKH1uX8m jMCu3Z/Gl8OceHHfgi8CIg813SKlz2flR0yFhzrWx+6g55exvY5gvRFvZpM7 rPoSxZzE+YoKjfMkWu+hZZ0/6msce0O76Pye3X+dQ77O2gOm12GFWU/JNczT oJ38JIs+b/V7fwTzj6hLKg7CDP/3s1Fv4TtHs3ZRL508IHuN95fb/WcM3V/l f6+1R0DU2iHF++nzGpmOh0pAgk1DyzNp/v8S3x9qFRCe9OC6Snp/t5gZiBow j+Rr8htq7aK+hdUC/J8aLrSjefymu/GhHPmc+8/NndSymDkDJwWk7scLoXJq +sm+SfTo9z+Y/wPc/pV7 "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {2.6125141805200567, 11.914057016624067}, \ {1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, { 5.999999999994543, 9.999999999994543}}], PolygonBox[{{3.4609327677584254`, 7.8841106397986875`}, { 2.7951409921073664`, 6.808600848362362}, {2.2829934723757828`, 7.423177872040263}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {3.387485819479944, 6.914057016624067}, \ {-1, 1}], LineBox[CompressedData[" 1:eJwt1n001PkeB/AJSTUpNWVuJDIyYqbRzsrNpMFgroRm7axFKlvtiGIPV3M1 rbnI00pCoeSOkqw8c2uLGNssKnVclMcKzUp6sjcijdz39579Y36/8zqf8/1+ Hn7fM7+fWXC46KAWhUK5iB+5U6jkYsOn6JE7g0/p/cUwWh+2vyXK2wnTVjdk WsENfoHO2bCxovSFDyyr0f22B+Y8l0vjYUm4jmylBZ+SIOC2NMFtofJiFziN GjOkzeJTStR57iHwxICvbBesM3vBNw5OnlTqn4cjDhp/nQ5T7wjHR0l8e5Tk FKzxtwqyZaO+5V8J5HB+fP6jaJg7K7ORwEzJ4FQdrJxdpXaDwz7G33wJczoN 80zgqGfLkldt5lN8BEvv/4F6NWv2C21hTdfvrDtwrjrriDPMMCtKPQvP6O+e c4MD89QFoXCb4OzpHXC38eI5dxL/T6s7CxYu9nlrA5epf2w1gFUWfD9jWIeW YvQO+RW2+cWGcNE+elEr3L7p6a318L4o848XYY3J7DAXTvuwvT0KFh591iGG TcVud71g5rrhqwmkXvrXx9gwtfKJpgH2nRAbrYEzyqpezcGBWVcvLoLbxtg2 ruhXcmEoUgdOs62wyYCVD56eXgYbc9SbB2FGyR1fc7hB1By2cSOfMrYnMtMV lu1/xA6DJS/vJEWSec+ppkrh5CGXV9fgjvn9mUOwQr1l9jUcYULjL7XkU2wC 5tK46F8+HXLTCpaPenLkcN3q524OcNqvKU4P4IkSt9YdsEeOMpHKQV/9FtVb 4VuGo8c4sN+X0mUMeKZCZb8blr/ICNWFtXhatUfgCfuPD0l+tu/8gpNwYKx2 7r9hwZj9iXNwrr+lJAmmP3vbVAjzxyTa38KOT66XF8OTb9gcFrFtS+QVeIj6 +ZwuzJx/nlhA8ltmXH5BzmOmUUEmqY9TKemEN0SGlcbBMyFrk9tgoar3fjgc RUlffx/O0N0tCIAp39+t74cLGKtD3ODupdaiafjtVW7WFlJvpbWTKfIFfzmy 3AyW3av9xhf2OOVjsAoWvp4aOQOfN7mrWAzzeKxfH8N6KwsyF8JVA/6xpphH pkWCbBGccWckNAyOaVRVLIdpl+ubbsCDsTkcE1jAbb05D1/69KCJ5DdV9zc5 MXEevnvU5Un6Mdc5cRxWO7+6HErmsalEUwrXzPI46SR+yKX5Iex4L2lXLaxs bnr0O1ynqa7pg6kdOb3v4PE3jYsotvjf2OZKeQN/7gmfYsB691roT2Fx9gDX HW5/7x+jgplT7gUH4eTp/o+FcPRfcu1i4cHGsC4pTL9Wuy0LDrwQn7ETZuQE MwvJfnFB48awx1E7VQncYRZQ+g79qXp5xqWw0CM9pQXufRaQdAXmhq81KCLn J2Vv4QWyv0+dLBWeVYy6nIJVAWWK43D2iFx2HC7xL+2Wwvq8H+Tfw0rpSnUc HL3nUoEITmtv0zkPi65HcBxhWkVj921YWTibYg2XeR4KegMzjMrHjWD5cK+5 JerdWKI8uoL0T2NzQuAP3t5aS+AingO7Gp78b554MSxwqYnXwEUfPvbpk36M DoYLrbCe8aRmLYlreVllwo5bdRttYHuzMa0eeCJ1Y4YAzt+1L5G2Cet3Ncbs hxnzW7KEcPHxJdlxxAfGo3+ANcKi5mI4Kn6Qkg4z3MS/tZN5ndTOuAj3dp3Z +R7WGfVaq4Answdn6VvwvPbRWefgXHFcPA+2F9wYlcNuA90VgfAE/cTL/XDp NuERKVzErBU6wHo9rSPpMOer6IjlsH5JXcS/yHpe6uJh1J/bTb/9M3ygMbS/ Bs5ecvt6Oaz4+5KrSXD09omz12CbesWKYDj5wUzfZbL/2PpjAniwx9Mlh8Qd sp9w4Kiu7nuJMNeouZMJ28xePBcJyyMX7mXB6ubY10EwP9h/xhHOj/U294CZ ZdOyPXCcuVeWHYmzB7nJcPCik4kWsPonZv9tmFLYavX/eVi8uqoh/qde7HJY err6qDP6K6hU7KaS/BUT5WlkHkMGLBLPFhlX98JvLSvFZH2Hs3GluTXyGEbf s4Rfa6rGD8Nt+tsdtsMZUu/OazC3lrvGD64SLDBRwweUWSnH4ASfNy8N8J5t SV2ffp7UE+Pb/gXcsWnD+ybY8/mCUSHM0XMJG4V9MsNfk/e2KFOhoH6B/b2s WJ7w5wPHt9nCM3y3VAd4zamGDyLYOGZDhCkcFnypNgLOX9Wh0iD/4b0vT6TA yruUzk54xqD3Qj6scgzZdAXuGCg/+zMcWNb1UzQsurzSoQpu3+HY9Df48UHh FWK/qWNSM3jSdaHdNViaWGdHgcX/0M5SwMlFCZZjmNfh4piCMzD3YfyyAXjF 2v6wWFgzMmzdD/ubOtiHwmn061tHYZ7nOpEYVjf95j0Px3y3kuZM+vU3+cTA /ip9asdmWOGaxRbDT1sWNJvCvwie+Z2Bx1IKNath6ronUd1wUF/1oRWkvnJt s3WYB2/4RjFxcgOtXgJnf+NvaggLHzf8WAenPeh7a07m6aK8MgfT3Lue25F+ PzkmO+G7ZvB8QIo3mRc3t/4EXLUuwPIIPGafyK6Cvf766n46zNtq7dQDq+J8 xbXkeZhN9/wBp3uxEvrgMGmqZJ7153cb9887m/8/GvyDFA== "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {16.61251418052006, 13.085942983375933}, \ {1, -1}], LineBox[{{20.00000000000182, 5.000000000001819}, {14., 10.}}], PolygonBox[{{17.460932767758425`, 7.1158893602013125`}, { 16.795140992107367`, 8.191399151637638}, {16.282993472375782`, 7.576822127959737}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {17.38748581947994, 8.085942983375933}, \ {-1, -1}], LineBox[{{5.999999999990211, 10.}, {13.99999999998223, 10.}}], PolygonBox[{{10.6, 10.}, {9.4, 9.6}, {9.4, 10.4}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {10., 9.0548}, {0, 1}], {PointSize[0.04], PointBox[{6., 10.}], PointBox[{14., 10.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T1", " ", "C1", " ", "N1"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebe/cfdf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebe/cfdf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwl1wk41PkfB/Cfo4g042rdM440rSMpxUYzUXayuy3JUeuKaISSlWuxQxKd Y1nZDk0W2cIiGykisY4cyTFJckTE1ig0zv7v3/P3PB7Py/f3+37fn+81aHsf 3+crThBEI77Jn8TCF3zpsghpEoYs7oBV4cgDWLB+bWyHAYvw7F7aEAyrOE5M FBuwuOfymck0mPWoW5OPdjfHE2ItOiwiI1lHJxN2Lla5/QssrB80zcfzEwEN Z41h16SRkka0D1tEhYxpswhG1pzZDCxFDD67AydlzKcaYvyNxflXokhHPFkR ZMgiJuzC1znDXGaY3V1YOq+cxoQHypSfL5B5BSXxZqQt7T5aG7G4aoz2VHM4 QrVQ7jSspRX03hYWUrRbq4xYRGjM2XQPuEE57fv/0O40GaAYQ+a5P2O+xpjF 9Vqs5N2ApcPM5miwSPqMZC3MO1BVpW2MfkNHXd7AbI09KYpoD/Xm8gjUZ18S uncW/b1hBIiUYF7p15nNGO9L7hlrGtnOCOj7HTZMc/9LE84z+GvOBc+7Kvav pMDVSV6OyrBhfcvwR3L8M9OJz1CvpLFUbCNcLW22kwfPPGLVpcLmikpyTqh/ n1HcXkcy/yhdTxftr8LGd8jAHH1bmyXMr3Wd0PgBnUV48SiJI1gP379Tpfxh c83Ddq/gGRm7l2vhalUTLbQToRWZkZdoWN8fZ8oW4RVdrQZLWshDzZnXQf/z LilENKwSyJN0hsWoP++mwvQvOexU+IutP6NSE3nibhf1wEsfjS8kwCqt/Hoa 6s8XTH3yI11jNnwEHrLICvGBvVRrPPLhT25WNeEwX8Pu8Ti8Iz3QlQ9n8Jdn NDD/Gm19fAHMSSg4agMLuzpM1DH+WLqK5U+w5aHHSt6w15SDnQ+c8kiNdgsW 9razyXYXSY3tb2BCPfQx+X68iWeVIuplL21X0II37W0pNYEjwjUdJjG+2mtZ 3W1w9eygRTHcH/Rmux7MqT4vGQwrrHx5ehb98eNMthvC157Ovy+A8x6Gnx1H /XVirS3fwSYX3Xh3YM/JkLYO5BfVZN85Ce+48PC5LRwhW9BqB6srM+/na2D+ hIMuRnDnDkJDBhb1iaa04Fr+NhlfdZzPt6kxdNhtgnq3Vg3tPtErTGGlDyWK hnC5nULVPtjy35HcP1VRv5SIEgf/YXNJfSPc4B1QUAGHZg0od6jg+feGxYtw ZRF3+SI8ZuZSZ4N6arR3DvnBVA8N+/Nwqg/l8AFYtCCf3QFbmvbVHIaDzU9t wnkgrHK2Tp6G+c8237ODOUVuf5fDQp6ifxi85PjHxGeY8MigpcHXqYsvrJAn w67paBb5/q72AwmwwD76Nh9Oc6q3roOLjIqUL8EXafFl8/DY29KyY3DVc8tQ GuoNTtf33glLKLgrb4S5S2fTVsH/uDju04c5bc8ONiFvQ3rOBgnYKzlS7wy8 obd34Qn6Y1yOTifrXTXelxoIi34JPigBe6h6aCwib1Ks33+NmB8+0S4eTs5P Df3EFThV53jj4Fc43xmU+HC4Qqe5aSdc3mKn5AM/Zc5OXVuL+0DS/YAHfKKZ FjCnjP7fsIr84d8v1tq7w0UyR/gJ8H5W/YFWJcx3jNRAARw13HTeAeYK/H2H yf1zoX7xnSLu03WW8TrIJ3b1p9+uw9RDyVIcOMj9xZuj8NiaoOAiuLfonZ4j nNFlKy+C7ztQ1ZxIT06zt2N+nu6S2nwMVlGKKybX59pbq7wr5Pued3+4BU/+ kFTYBecJ1hc3weu3BJSpIo9Kbgv9NazCvPHAi8y3XeP2MOzaOXIum3TCvxsF 8C83p3VfwxGd7IBKuMtAe0EG9Y6JM4bJ9T/9LnWvLpwhSOz2gg8I6If04IER gqYHZ9UFFcjCwqifZYaQv+5WnZQA/ZnIFhpnwluiOgqSyTyr3C3c4MeR/jY6 sPDL3Sryvjm/JfVhNvKzbgaumsT8Vf0xbaYMe9Vlvq+F/VbeqYxQwPnvr7n1 FxzoHEvpksd+etJVmgn/mDX7rQks7WfT8CfsoenxG4+K/RR6qrIc1t8ouvOZ gvk/L321D849V9Pyfg3e13K8IYfxbcWfR1NgeuKvrntgvl9UrJcc9re8Qh15 njpOPqWMrsb+6WBHd8IR+Z35N1eT92H3S/K+c/3u/mIKrLIu09ybvP9oL4dL YM7X7yg34eDZ+YolOHg6ems3XBEam+eP/hteyEt8gbfqr/tqEm53Xx2iuhHj 756xiUSeJNMolh6cETL1UhL5eXlLi1pwt5XzzXg4b6BSTgaOUq+gvIUH1snd GUV/pZWWC4qo30RTru0e3GZVwNWCBz4bqMfAZZfpSlQqub9elVqS6/e7GtGK 9zmPA9TnUJ/S5KOx3bD06tVz/8AVhRzls8gT8fHBVBh8WGfb8RvIy647GsKE n/occbyA+tqdpE4pwOl2KSbusvj8utpz/SPmmyPOkFaTwfuWlhcH4WBhT2+b NPKvzXQdgLs3c6XOSWG++xsMP8CmnRY5LiuxP2SP+pDrsy9Fe5C1AuuT1ZVo AeeN+XHsJZFf+6rfCXi6KGb0ggR+f294SwncHsXKXBZH/nBKPnme1uw9opsD i15nfEPeP6EOEuZxcFHRlGkSPPqque0SzKP0LDbChg/kLJphrs+Z3RKY34R0 JX8D9M847mi4CZ4vkuXkwg1bzfwd4MWOgm4T5AkOORLgTbqnNrEKFvB8jvnA VevDtGyQ33zeMGE/bGs1UlkCc/ieaVtht12emeKoNyNyjb0sTOzpz9oAswKV 1LuQJ1GG2UGHg7OkJtPhvfSm0mFyPpqj9fbDZ/0YvGCYPVXoQ4UPNl6LbcD4 7BcTTm2oP2nzHq8PyCtwsD+VBguMd96aQH1J1v50HzhsliZWL4b9LWY2bAW/ k7g1lERgv/TX9euTn5fj87O/LjMJ4eegI+R5/V6x0/TDAtw5TjDgvn7uyog5 JjHwTaQLC9aQd8rb9JlJsLqsd5F/PySMDz8ymWESvCf/9l0hz0/tuH3iJybR wL98XgBTNZR6dnxkEhmjE9s0kZ9acj3z0BST4Dgd9PUl77flOG+hkElwy44F FsACjo/ZW7h6qCJ3Co723X/PEs/T+5v4xpg/Qcj9i0MwURrIPgTbZ+ea1qP/ 8p9fK5+BsxNuvniG8dnONUaZ5Hm7XpX13zS8ezYyB4740NpJzDKJIgWL8mvw lvsvN3yC2QZpMQlk//szlAo/k/WmGnvA+Z617zVFTEK0P33SAM6zzyY2wxF9 rEgh8rmZ9ToO4fny5Xj5v+GkXcG2+rC5sZF1AMx9xe1exvyYP3EsZ5D3R3NA 1gnksd8kRp3A/DCG0q8nIz9X/Omf5Hk0PJkd44z62Zt7Pc/B9MuX23omMF9B BVeOwQT1n47qUSaRZF8/4wVLb/jpt4xBPH+39ltyvb3WiaS0XyBvsm7KSbj6 w4PSQ21MgnHUcjEdZgUtKr9+iPVaOD5WR/ZHfnGt/v//hzHrfw+7ohY= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[CompressedData[" 1:eJwt1ws4ldkaB/AvSlKhOKJch7KzXXZuiejroojcotSENBkMEya5jDR77Igu 7oRDLp1ChNRGIVvueyLlnkQ0DlKJ0i5qzn89z/E8rOfnfde33vWuvT4PlRN+ Dh5CFEW14ZuMbBH8oNRoSvAPvpg01SVgPtwG+y+NX2esSVN/vX8WFQ73pzQI e8P763eItsGiQS9OXdSk2aXlG2PkNtIUz3p7VSYsZM9c7QuHlG4Ty4Z/Cf1y thZOS3TwSMD8pth7T8Q20VTV4405gYjvfVGuZw+zv+kd2w+HhB7Qj4XLOr6/ l4bLN3Q+r4NbTYr39aG+INGO1tfET5/VJjNp9u29YfsXYYsl4e/sEF93Ufq4 iDpNRavWRUkgvsS3v1YYlizylurWoKkssaRHn5Cv3OT7NFeDZpsEm3i8JPV0 +0SEIS77Mn09D7Z727zvJ8Tzug7fyyL1PFgRdRTxKyx9k99JfqHZM3c4otux 2Zmsf1l5KgQO0O6z3w5T1kmV1zC/+jI/VR0eUTFwe4r4nl+Lx+VhWsH8iDjq 7d1ht0qR7N8iIckBtqno0tOE027dyMiAYzmjz/fBXnLSraPweSMFvj9s5OZ1 Wh392R6+uO4m7G9ipOqB/urkiRmMwzyN2uo0uHtDJ6WD/cs2RRXUIT8w4uh4 ODFT5p8+xA1chr8/If0RTUwbQVyivtDoBwb6o2KsMoB44bd97AC47Dtf/hH8 2Kpz8gHMrk0dxnlTT63X9i/AjJLSsz6wr26+ku5m9GeT9C0WXC8npnYM5onb Z77HeTCidd+GwCP6nMEi7If/KE4/Gk5zEUh5w9aJlV4XSX7Sm9cayF/ovJrP hr2iPpR+RD932IaW+pJ8txyfNvhrTFaLHdy6rCusCJaeL8vVgRl+mQmZ6HdP YJHBKjj+SlpyFuw6LZQxiXrpNn5qCczbaP6cD/fHF3d1YH7Dqd0d5WR/mSEP FmHPz7Nz12H/GYawIepx6qZscmA7W/H2YNRb3DVgUQhLKns2PUT8mWJ8fh0s iJ45uBz7d/DNDh2DnS3l/zqA/ho8kFsvjXr8X55Mj0V890kLI1L/iItGaDPi 4mdsJlNgyY8pmbPwktUj9aMwS2Vrl6QWzVZf5M7roW7nSfd8JS2aaqDEIqLg 6IaGAEX4joOadR/cepJxYjXy3/QPOKqiTtYtwdm3eF5Ca/ugJ1xmnHKFBzcy j0bmwdGr94jHoB61BZ3fn8KCuTkRch8v3BBhz8FppsmvRRDnW0mKiWL0kvrB qgH7Hb52iJaAlUW7X0eQ/bte+7YC7hydZVnCc1HvGr5gvvLzWUc5ODnOqWAE Pq60a/YT6iw/tmhYD/sfFhJ+BQfaf7O7Boe0R9YNov/plm3Lwkj9eXNXxmGF LKVfjsJGm94tUhirax+e2oExfiWnbTOe39YyX6VJ6u3514wrxn4H7T/UME48 d2/JwqjPNPBhYMwZ36w2hpGtMMfZRvqhVclhYr93068pOcOMd2+NT2MfF3n6 wxx4JJSdXwFPn/C/W03We1V8HOdD9az8PvUNnjn9+aQq+t0hrmNpgd/nXDq7 ax+82X5BldxDQXrN1mOwNrPuwhQcb6Jh5Y7zMuP0uG7HWKVi5nwI45T114yL GHOM3dfg92z7DEvXZzDPNWleCpaqvaeyRhv3l7LeiftKiZpO9u6BJ+bzmq/D g12jwr5w50f7p+7YT9toRW8kLBl5+ZMCvNM3npUIM9b/MzKIuk98ssxPgL3U Qzdnwwqp8eEkX/Zbn7wPzLP7muAHRzMrk3ehv1unZs0dYHaYUac6eT9lP3Fh ETeOOcnDMhncwVWkniO6w8qwkPqevinU76zeb2OA+Z1zio7tsGyOdTnps1Me R64SnnhzziYG7mGIXrmlRT5fKysbkR/hfCaxEPbXuP8O94n9V4nvb1wy/0Ni nC3pc7tWWwcsuBYkuIr4nb0/nfsEFzxvCB9CfDzAo5lB6ldPzZBH/zSVxzQ9 4ZkIgZID8qxb3AtKYLtPaW5hcMffcdxFWHRDnW0qPKu0EGKjg/UX8m7mwqcT PP7OgS10uW8y4d8SKl/PwFWeM+HReL4WdY+nwEJ9ZsOxHvCJqHXLd8DsP9PX GiJ/t/FntR9h0fNxNxZR76WKebMAuN+L412jSfPqPbz5bLggKGowBHGR3uTk GDiHpX3DAI7ac7jpEnme0BmfefRnXF9i6AIc7z2QhfcPNXdh5PY5sr6slUUC /HPKHTvyfLtntlP+TJqWXBMo4w4zSjlObkyaZ7L0jyBb2ItrkOICzzuOfzWF qTzPEZw/LaPZx9SGJf2mU8n5OBWuDlMh+dqPLbnIT18VzJIj67ec7ZhG/sd+ 4SMyZH9L3/2ohf6HWcRXkfhM7lgp7hO9STOnTpXUxy8wxn7pdEZIpD5ssabL Rhj9+dA51mwFG2UlO5hr0byBgPuTXmR9wfKZc3BT9fRSsn8L7tudt5E/ZNw4 XUbWy+R8JZ8r84kruwZglqxvxDBcIUFdENqCuOpy8VdaNG3dZKvNhPslFAvI vXJTfX/PHo7+6LAFnyueVPWLu4EwZfajI+4hj80+PZcIdwZc93NEvu7dh2FF sPPu6DMycHB9UG4tfPzck8Yu7CdiwxfxNjhtx+mFOOy/9/Oj1naYXqHYbIPz TT2op/WYrBc9WiKFOPPx1feNcJVQ49tX6J/ykhbx+6Tevy+Z1uB8R0qbWwph yY06lf9B/63SWJFpcI54CTcTDufqP46CZb3/24A4u1dvKyOIxMMcUjCfd33j Bhkv2N9tiRh539kftp1xgb3GuKYyWN8ntuCFM6l33Cz3IOpXD1qsOQJPmPHl 8d5iV9RYqboTb3HbRt43Nfbr9/uRfpxzsmWgPxKNx9ach0eoo5W+6If4ITUq m+Qn+S2Qe7uLO7e/Dha8P7psCE4v8Xw5BvPKxCyEtdHfZTd+XamL/ow/ebUe vtvXxtGHW0f/zf1Bm2YXnQi56gIX+M2EIk5xqgOVIuGcgfs1QojXptL5hXC/ 3PDgC9Qz75Yz2kbmT7+ZJe8R4avCda/J8z/zH/rh/NeNjQd8gQUhK0O1ES9f 4cdZrofPU3B2MXkvy/NLusXh492HRApwXkldu3Ml4Kq+ZNVf0J9TyQZnxWB/ qx53fcT3bKEtKLjswKU7+LvH22s8x5zF86vGKk7hPlCXz++OeAWH3Ny58yVs +N219QlZP4Yvgr+DtPE8N+YhqX+vWMsHnFedmblVKWw05XN3LfovGWcYfB2W nHm5ZSfWl5KesMyEo8ftZ3+Hg3yP1GfAyg3c1bVYX9bxRVw2zLCY0lyKfsTe qF5bRPJ5MVxrOMn50IFaUs8Fk6+JeD+tYM9M9BB7LvPtQj8m5U23fST1uIjw xXAelOFJ83XYX0Hw+gOG6P8d51U9prDsNsX2g/D9wir2z7BX0NCQO2zam90Y B/PozaNumM968126Cp4olpa2QXxBsW92CGb0T/6ppU3TwuT/D/3///+hRf8P 1ZrU7Q== "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {14.845769235517452, 15.437507644825484}, \ {0, -1}], LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726, 5.999999999996362}}], PolygonBox[{{15.597022314125994`, 5.440297768587401}, { 14.442779173482405`, 5.9577171074965944`}, {14.363176198265608`, 5.161687355328604}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {15.154230764482548, 6.437507644825483}, \ {0, -1}], LineBox[CompressedData[" 1:eJxFlglUVEcWhhuQEREVFY7sgm/pfiABHA2giJcIE4KKsopiWARk8fSwOMhm WGWxkcVWsUOwbSIYbQhBZekoElwAAYmIII2CbAEZUNJoCLjBVM9kyndOn3e+ U6+qq+re+9/f6GC4a5Aii8UqRj/5+38PCar/fWsBK4ST49hBgNqP/eVLoxHv yRJ/LSbA3NFFR/MtYs5D/nAeAbzYkJLALG1gRTBLP6QQkM+5MNNooAOsfL9b 2xELNWYzamoRi4LO3M4h4GZPU8o5Z120XkPg5CUCHGYUnw0+R2wo/k3cRkCa 5doot0A9YAmaroa+I8Dw/vcqnGeItQ4PrLMgQXCcr2oN+sCCDTviuCSMysL3 UacQq7c0PCon4aEy9W3YA8R+LW3hL0ko8OH2RU8jTh6YO81Q0Bw7P3eFZQAs idiy0J8C3tRGW+/3aPxy+LI1fAp6NCLqG0YQq/R5vJZQ0Pkx+tdndYjzzcMS uyjQ27Kp1ZOHuONtBW+EgkKN6NwDe+Tj+29GjFKQ+9YjOGy1fH+CLN2nFNhc zIgwkKL9w4n9KncocJoxzV50EbF6v6edkAKrG3r6gbGIY+f/5hpBwUF1s3vq BxBL07d/vpmC5/0uKuCCePB3B/t5EnzGRANB+xGLJjtX/UKCbbhCjnac/H7u FB5IIsG3NlN5UQViQ2u1YTsSDAInL0jnEPvlvnBaQoJacamvlxfan+jdkIqU AE8jbYlvq/w8sUKbSgKkTbbm8zvQ/Qw+oIWnCRCJJocKehGbr/l3aBoBfS8T uSrha9H8XWpuyQTEWKm4v1IyROcfupbAI+BimoOyZDfi2C0pR4oJkHVZ+RYJ EINPrM09AkyYrBNRfXJ+O+UxTYBOumWBk7YRuo84s3aaBJcavamUXYjH/67k dpAEz1m7oO4YxLGuNh7FJOg9czYLP4fY6hWhO0RCs+NjbVkZ4sHxUyMGFATu rb10pFo+v9FfyYsCsfWvvblV8u9/eKPIo8Cl0rT5K7F8PPTIz9coOPRmgNEQ IGa5SwI7KMjbuD+lOgnx3InquiEKzLsjg6wDEDeklSiMoe9ldhNSe8RShV2L +ilgGTQvG6YRq6is4DRTcM8711a4VL6el8CnlAJFbr2G9Qw6b0jnv/TjKDAL +9b98ihix8WvdtlT8KcHd3vBc8RSk1HLJRSkln1tu3sIscpkaUgrinf2GZ/r U4jnJKUFPBKyS++2rF+M1pcl89J2onx3cdcpM0bM+eKn/lUkjHO4q0q8EJsX Ja4bJECiFM3Xzpfv33gitYaAzrVJp0oeyufbmbWdQ/UWlSc8rrkO7c9wxjmd gPqvArdd90WsdU70NIkA65kMz3dlcs5MEmcS8O7aXYHaHGLp76YhRQTQHfZK F+wIlA8HXT67RUDqjWCr1AzEWjkp/HECnizEi2+guLMqN8iq9EgwyxrIKkB1 zepwIzz2kpBU9/JYA4o7S2bcN3GWhLDV/sHOjohFyWvudJOQdet4QpsP4j3f TWtpUDCjme64NQxxxxbC1pmCRUur4ojDiO9nN1WkUCC92rEnCuUNy+qFzoZy CoYz767JckEsKNZ43UbBtqjGef3N8nHvK3kDFASwA5ZvMkCcLJqzQPG1nV1A D4HHi58WTbcOEXj+vbzNCsONBF5/XbzNeEwFgf+/xMbsp5zzBN7fwp87MvrO EHj/K17G1945S+DzHbNPOL4R1cn/z184JRRcrf10P+kOq9O29X66v644w5hQ ZRLfr6liuofDFhLff8qXguZv4kgcn+cWNz/41ZM4fqq7bYLfLKZwfNvU4q4o u1M4/g6S7xp2iiicHyl5Ef4JExTOH4vh5H96m9M4v3bO87hj4TTOP91e/ivv H2icn5sqy0bdu2mcv7EHbD5/PEfj/C49erh450r2p/z3/P52pQEb18eycn5d qBEb10/3uUNle3XYn+rrrN1kkyob1x9cirzt/weN61PpN6vX+r00rl/hynpN 9k0a1/dO7dzCpiIa1390e2miUzKN9UG43PDJZDCN9eO6S6dVjQeN9eVRlQUd uYPG+nNB7LjvpBON9Wnrz+vHVrjTWL/G6asd+SE01jdq9lahcRaN9e/6jpGV iddorI8Tx+6HVo/RWD+l0pijOQQb6+tJ7WZRQDAb669/4o13X1aysT6fbJkt W/WBjfW7IBtaEhw5WN+rLFTzNp7mYP0XCAdfsJ5ycH/YF/mG6NBhcP9ItDDt eOzG4P4ys1u18nQag/uPO23z8eNlBvenIKck6yN3Gdy/unLN1Ns7GdzfNFf3 vPftYXD/exw3fn72EYP743hJ5HS7fP5f/dNnceiNbyoY3F8PVdY1y04zuP9u VfZ44HSUwf25NqZR8mgvg/v30cDRwq7NDO7vukqNWnwjBvd/wWyzaO1yBvuD et6on6sig/2D1rVkpbIFDvYXEteWlQ6LGew/9JK411u1GexP+Esc3biWDPYv 5uU18SO+DPY3f5yveH+Yz2D/88Uh2T+etDPYH/lnJvLz1I2xfxKm6m2r8jLG /qo65ngdWWKM/ddNrrnyeZkx9mf1jW0/tm8xwf4twKknKjrNBPu7RJNTTHwj 4r/834KC/L0e/gNpNPST "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.0548, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T2", " ", "C1", " ", "N2"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cedf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cedf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}], InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwl1wk41PkfB/Cfo4g042rdM440rSMpxUYzUXayuy3JUeuKaISSlWuxQxKd Y1nZDk0W2cIiGykisY4cyTFJckTE1ig0zv7v3/P3PB7Py/f3+37fn+81aHsf 3+crThBEI77Jn8TCF3zpsghpEoYs7oBV4cgDWLB+bWyHAYvw7F7aEAyrOE5M FBuwuOfymck0mPWoW5OPdjfHE2ItOiwiI1lHJxN2Lla5/QssrB80zcfzEwEN Z41h16SRkka0D1tEhYxpswhG1pzZDCxFDD67AydlzKcaYvyNxflXokhHPFkR ZMgiJuzC1znDXGaY3V1YOq+cxoQHypSfL5B5BSXxZqQt7T5aG7G4aoz2VHM4 QrVQ7jSspRX03hYWUrRbq4xYRGjM2XQPuEE57fv/0O40GaAYQ+a5P2O+xpjF 9Vqs5N2ApcPM5miwSPqMZC3MO1BVpW2MfkNHXd7AbI09KYpoD/Xm8gjUZ18S uncW/b1hBIiUYF7p15nNGO9L7hlrGtnOCOj7HTZMc/9LE84z+GvOBc+7Kvav pMDVSV6OyrBhfcvwR3L8M9OJz1CvpLFUbCNcLW22kwfPPGLVpcLmikpyTqh/ n1HcXkcy/yhdTxftr8LGd8jAHH1bmyXMr3Wd0PgBnUV48SiJI1gP379Tpfxh c83Ddq/gGRm7l2vhalUTLbQToRWZkZdoWN8fZ8oW4RVdrQZLWshDzZnXQf/z LilENKwSyJN0hsWoP++mwvQvOexU+IutP6NSE3nibhf1wEsfjS8kwCqt/Hoa 6s8XTH3yI11jNnwEHrLICvGBvVRrPPLhT25WNeEwX8Pu8Ti8Iz3QlQ9n8Jdn NDD/Gm19fAHMSSg4agMLuzpM1DH+WLqK5U+w5aHHSt6w15SDnQ+c8kiNdgsW 9razyXYXSY3tb2BCPfQx+X68iWeVIuplL21X0II37W0pNYEjwjUdJjG+2mtZ 3W1w9eygRTHcH/Rmux7MqT4vGQwrrHx5ehb98eNMthvC157Ovy+A8x6Gnx1H /XVirS3fwSYX3Xh3YM/JkLYO5BfVZN85Ce+48PC5LRwhW9BqB6srM+/na2D+ hIMuRnDnDkJDBhb1iaa04Fr+NhlfdZzPt6kxdNhtgnq3Vg3tPtErTGGlDyWK hnC5nULVPtjy35HcP1VRv5SIEgf/YXNJfSPc4B1QUAGHZg0od6jg+feGxYtw ZRF3+SI8ZuZSZ4N6arR3DvnBVA8N+/Nwqg/l8AFYtCCf3QFbmvbVHIaDzU9t wnkgrHK2Tp6G+c8237ODOUVuf5fDQp6ifxi85PjHxGeY8MigpcHXqYsvrJAn w67paBb5/q72AwmwwD76Nh9Oc6q3roOLjIqUL8EXafFl8/DY29KyY3DVc8tQ GuoNTtf33glLKLgrb4S5S2fTVsH/uDju04c5bc8ONiFvQ3rOBgnYKzlS7wy8 obd34Qn6Y1yOTifrXTXelxoIi34JPigBe6h6aCwib1Ks33+NmB8+0S4eTs5P Df3EFThV53jj4Fc43xmU+HC4Qqe5aSdc3mKn5AM/Zc5OXVuL+0DS/YAHfKKZ FjCnjP7fsIr84d8v1tq7w0UyR/gJ8H5W/YFWJcx3jNRAARw13HTeAeYK/H2H yf1zoX7xnSLu03WW8TrIJ3b1p9+uw9RDyVIcOMj9xZuj8NiaoOAiuLfonZ4j nNFlKy+C7ztQ1ZxIT06zt2N+nu6S2nwMVlGKKybX59pbq7wr5Pued3+4BU/+ kFTYBecJ1hc3weu3BJSpIo9Kbgv9NazCvPHAi8y3XeP2MOzaOXIum3TCvxsF 8C83p3VfwxGd7IBKuMtAe0EG9Y6JM4bJ9T/9LnWvLpwhSOz2gg8I6If04IER gqYHZ9UFFcjCwqifZYaQv+5WnZQA/ZnIFhpnwluiOgqSyTyr3C3c4MeR/jY6 sPDL3Sryvjm/JfVhNvKzbgaumsT8Vf0xbaYMe9Vlvq+F/VbeqYxQwPnvr7n1 FxzoHEvpksd+etJVmgn/mDX7rQks7WfT8CfsoenxG4+K/RR6qrIc1t8ouvOZ gvk/L321D849V9Pyfg3e13K8IYfxbcWfR1NgeuKvrntgvl9UrJcc9re8Qh15 njpOPqWMrsb+6WBHd8IR+Z35N1eT92H3S/K+c/3u/mIKrLIu09ybvP9oL4dL YM7X7yg34eDZ+YolOHg6ems3XBEam+eP/hteyEt8gbfqr/tqEm53Xx2iuhHj 756xiUSeJNMolh6cETL1UhL5eXlLi1pwt5XzzXg4b6BSTgaOUq+gvIUH1snd GUV/pZWWC4qo30RTru0e3GZVwNWCBz4bqMfAZZfpSlQqub9elVqS6/e7GtGK 9zmPA9TnUJ/S5KOx3bD06tVz/8AVhRzls8gT8fHBVBh8WGfb8RvIy647GsKE n/occbyA+tqdpE4pwOl2KSbusvj8utpz/SPmmyPOkFaTwfuWlhcH4WBhT2+b NPKvzXQdgLs3c6XOSWG++xsMP8CmnRY5LiuxP2SP+pDrsy9Fe5C1AuuT1ZVo AeeN+XHsJZFf+6rfCXi6KGb0ggR+f294SwncHsXKXBZH/nBKPnme1uw9opsD i15nfEPeP6EOEuZxcFHRlGkSPPqque0SzKP0LDbChg/kLJphrs+Z3RKY34R0 JX8D9M847mi4CZ4vkuXkwg1bzfwd4MWOgm4T5AkOORLgTbqnNrEKFvB8jvnA VevDtGyQ33zeMGE/bGs1UlkCc/ieaVtht12emeKoNyNyjb0sTOzpz9oAswKV 1LuQJ1GG2UGHg7OkJtPhvfSm0mFyPpqj9fbDZ/0YvGCYPVXoQ4UPNl6LbcD4 7BcTTm2oP2nzHq8PyCtwsD+VBguMd96aQH1J1v50HzhsliZWL4b9LWY2bAW/ k7g1lERgv/TX9euTn5fj87O/LjMJ4eegI+R5/V6x0/TDAtw5TjDgvn7uyog5 JjHwTaQLC9aQd8rb9JlJsLqsd5F/PySMDz8ymWESvCf/9l0hz0/tuH3iJybR wL98XgBTNZR6dnxkEhmjE9s0kZ9acj3z0BST4Dgd9PUl77flOG+hkElwy44F FsACjo/ZW7h6qCJ3Co723X/PEs/T+5v4xpg/Qcj9i0MwURrIPgTbZ+ea1qP/ 8p9fK5+BsxNuvniG8dnONUaZ5Hm7XpX13zS8ezYyB4740NpJzDKJIgWL8mvw lvsvN3yC2QZpMQlk//szlAo/k/WmGnvA+Z617zVFTEK0P33SAM6zzyY2wxF9 rEgh8rmZ9ToO4fny5Xj5v+GkXcG2+rC5sZF1AMx9xe1exvyYP3EsZ5D3R3NA 1gnksd8kRp3A/DCG0q8nIz9X/Omf5Hk0PJkd44z62Zt7Pc/B9MuX23omMF9B BVeOwQT1n47qUSaRZF8/4wVLb/jpt4xBPH+39ltyvb3WiaS0XyBvsm7KSbj6 w4PSQ21MgnHUcjEdZgUtKr9+iPVaOD5WR/ZHfnGt/v//hzHrfw+7ohY= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[CompressedData[" 1:eJwt2Hk81PkfB/BJskgax+TMlXJNTHIlMuyEmEW7EoXIkSQp2iySIqxVpnKF chZtkixWkVzlKmZRJEotmkTaSK70e312f/6Zx/Pxud7v9/drPu/HKO8/8qMP H4VCEV1GoZDP//5Umf99SjMp/LUnfETgoMD79ZnweJLh0noyXmjopCvDpLia WR5mwzlddvRauO6hYnUk7CHK0DOWZVK4qS6e1XC8m5V8Hjzd9c2Vsp5J8Xtj dvYTXM7XYWkLMwuyNTXkmBS6n2LQZTjIl7bEgqmqxst5ZH6gjp4lHCMftF5v A5Pykf+NuTZcnhkmEw7XFS20fcN+yQLBHvdgRvaeM7VwPO9F7yRstM3rayDM EtvZLaPGpAxxOyPWwMMfbzAMYZ5M8K17iD/RPMvHCp41eOvlCRdt3RprA1eF 7HOiwhSvFSxzuK/hXe9j1EP1YOIIHXbo35NO6rMYJWe4GvZ48PZQFDz7u+Tx MZwv2CS+NhIOWCm0qR6m8mi2qTC3plM3lcRv6e7UCrt2iu4OgCn6y13X4LzZ pZYASzjq1hFmOFyafV5CDZ5dWdsyDYfW8zKpZH1ISn0k8lEaC3vPT8Z7KzZJ oj4O2lq+K+CWV10pt+HHq7wHxeH0yQkVW3k8t29bYjfC6m+oIq/h8cz3M45w EVOl5dBa1Cm/Xyse5sgnOI7COasaLj0k8XXGHGUrIJ63KSorSb0esJ9mwA4X Nfyd4PTUsp864QFG8J8FMPU3y1kebH1z5eYp2C+qV4y4/I7XcjN11Hfffe0O OL1d7MhZuO+CnPBVWPVE1tdGOOjaV/+9cHG7fsosGa/qnxGG+/iWJytr4HlP 5c/dQXyhlLq/TWHuesoGJzj9ZZfAD3D67+UOX5FfaYiugj3McTyueQuWF3/+ lgW3MPwW/OEanWcVOsQrUry2wtKn/d3F4D4R03UqMOXgxPpxEq941YQymR9z Nr8Bjr/82doENmIu5qbBzIvq4UfJevt1S4fhj4JhcXVwqIVHjPW/+Y1tUUN8 jn2LHRpwaHe3eR5M4fy1QRK2vt/ushH5MXmNB4TI+Crh8EaYU+01JgynbxmV 2afIpBSkVQTLwOqMVL95mD9lQksfrgk622GlhLguJGS5wbPdDpmJsEkjr+IC 7Hxrk1IrrJcgONAJs2JdLBfg4djJORryLb3REaysjE+XexmeMHWw/KoxHPKa 8V0pbF3T4WIJp8eE+i7BRfM5z1lwfMaeoR2aeO55c/8YwEa6Zx4kwZJ6cysV YPoy2sUnsF4HjbaI89gWilbLtGDWyIFuuOlGkJUGHNP/8PZ12Oi3B/EsuEi7 uiUUFjSnZ/wIq7ryXWHDlKTzN36CjdoXlq2Hiw/9cNoa5p+kpvLDPQYvInVh 7mEPixeoD73d+owEHH+8/FMjzB0o751APH5syecP4Z431+Wa4KHRFfvfwAMj uXKX4R712gER7Edfe7D8CCwo4+WtD+coJt62gTkq3bkH4Rrz57l0st5+8XUh zJCyeSwFU6zZcxPwtNcQRRQ2aX3itgX14Jy+l0iFlSort8fBjIgD6kpwn+6X lh54aNJw0oTMFzLgV1TBcwqfdvOFa3RTtnrBfgeFXDLh4heZC1dVyPfI4JZ+ WMTnrgEXLr9y540S8q169NXtMxxkptAXAAvuHwxetQ7rP0+5V5N6UBWkpWGP UIUrQnS8r7fdEmlwQfxctSPMur5QKgAH/BEunAHHFCXMj2M//pOZa3thaRkb jzbYRO3ghNBGvK92Yaxc2Fv61AQDpkrc2B0Ce6zNV7SFBRkOoZZkvKRK0Rku 5mNzZOHxxhB14tl3rUenkH9LfwaVDfNSHCu6Yb9jw0x9eOD31Iz75H0LEMmn wY/9bSfKyPuo2JYwiXiK7uVNlsNMLvfyQ7jKSt62CWYZqeaQ+Ge7kwRfw9LT 28KOwuPHG5KEcT5HOO8DG24ZPFdiBlOXByTqwIL3vi+MhJ3bfk2Ug5nuOdsf wiKnpivFYedRhzkq6jOcue2HNXDi5JNpd5gtHbywgaxvk7IvhgcWFztZMN2w dsMMbLR+zvgInLPifNMW3JPFMfOS18j8KYuaEJh+eLJ4GB6Y+UPoGhzhFjWg ReoVIKvRCve0f1IOhfui7DWGyPz3u2sfwVEU1T/fwUV/ZD6T1Mb70rVDeRRu +TCSsg+WXMp2fAaXWt22L4CtP676i9zTJgofs4dgo6Mhaelk/ehInLgOzls6 J3YEZq6hxRrBLY6vp83hRYEDRTvhIbqqiiRcoJGQ5kbmU9LO8JAf58PKTFfY 9eX8cD3sbLqQYg+z5h+9yIPlhUwWDeGQSL2r50g9nETqpWDm0+SJaLilJ9Hs H8QjvWwzJQ7uUz6g0AwXvLx/LA02SRjVyYKT88eYFTDjC59DMExXK3r4Cl6M mzG3hxlXhhpoiK9cYPG8LhnPCgjaBcvnPTqgCJd2RV/Igh3KVRKk4Lq7N5J4 ZNz3q5Y8qV9812UD9CGLK7jjG+HHHTseRcOCXxQ62HBRY4P+E9iD67s5FE40 GNcn97L6ndB3JWT/8reeNrCSwoTeJMz/WP7BL7D8999GDZDv4upVT7NgJuPp iWjYo1joQRnswZ5V7YK9RT8bVMMlB6yEqAz8Hy6cT6+Ehfn/NtCHc/avG7wG e58+YLUbzhLgJiXAP5r4ixyHBUM+3POF+ev1fjsHU13PdJrAXM45wRyYe6wn bjUsUhIjVgw3zWY+eo18Xhr1R92BZ/0tQirhKFZtVCk5P+bvvRx4abIn/gZc XlcidAxWKUx1vkLiadtW7AbLajl8SISN4nbPO8JrLmiH/wKP+1squMA2b0cd vcl6vsFCf9j1y7URO9jDuOTsr3DMLqFMYzji5qsVFbDSpQ896rD3prMv38Nh YW97ZOEYLxVTOulLEmVvi8HWhWkDwbDT2HZTUZKffbBSHVxgelqSjPfsctcT RR/iK2ocSdazbmhq7yV9if6DEE1Ylf2OQfoWd7mz+UySzzPPpFH4w1XFQ66k fnbscUVy71fX8yJgZ1qrkx28J4lHyYWTRx94BsE5ancCmmF+VRF90tdU7TFq /UDqF1mYlghbBNgW0TZhvY/zp1g48khOrjHMXWi0OQ6XizR7ucKLYoqGLvC9 hhVNv8CP08Tb9eDKVu/HF+Chd3cjSV9QWWXanA/nuPCog4jXeb7J6jYsv1be 9zbcc2qDTjk8fbPYJwZOdZy9VQY3VfQ+cyfza/4xvwnPbttpRvpcAXe+0qtw 3dp3TRth2Xjqwjmy3/MyiQ1wYM+T3WEkvuzRHVqkrw7WU/CB6fqHx0zJ/ul7 79rDnLiqZ27w8M8+qVth9VldhwR4z1ZHCU3YW0FvWQPpE9OSA+VhxsnVq5Yj nyUqf5UE7GEQscEWFj+j1kSFQw5b3yR9VlC/lookGbda2TQCG93VoCnAqkzn WF30JaLyXznaZL8dfVLhcIFVr/F2OEA1j1sD68rEHPYk8brr7f0MR7J1zM+Q /QuTuCq4Rw1WsVOvk3rzFDq/hzX3y617AsdMOf+2G+YFakdPwya7fnruRu7t mxrWcrp4D993aZNxluY3YSbMdq2/woLLgrkRnnCxm02zGszXU/xzJOygatLC B9sVBX6XCgdkpyn2IZ6cBeqpQjjku2jO73CCweefy2D5vwSXnYQvnql4Vglb R2ze/SMcu7TjaTncZKHptBG2FAueKYZFTnyKoMIhM3H8OfD4zz68r6hX2MKU QBI5P6BpyxeYU9ujHw5zTspFk/EMa7v3PnCLtocx6YPrfLdfcoCTW0c2k/qq z36fYQL7nfQv2EfOX77LVQsWzC3QTIdr3lyXVCD1cBt89RwOSKvqoMHSxn8F kvqKDDS5SMAx6Y06pK/qT+YzkyL5HAu2vg/LajOqlWH+ZUc7hNCnhLX9Wa0L x9MMx3bCSy3nX+3QJf2059xFLVLvR+G+MHXeu6QNjuhNzo+DWUvW9C8w83XY ZlKP4m6ptVL/3vtfXnbB3E9T9Rpwjz2dOQ/zdokvapN7nV7GU9qM72++jXZq cOSl7mPbYaUI12cSMF+4+0VfMv5THnMG+2u6WKhGw65azWVc2L95m0kG7DcU WXaNjDOWdG7CHtHC34XCbeJS2RXw7D8P02xgm4pLJ+7CrBebd5C+revv1plK WHKc3r9A3r/i0OslsInY04ZXsHi7nVMuXGQxvKYDdsxTE+fAQ+pFAS1w4OoQ WgQx7X1rJ3wswreGxDs9dC1tGGaEJAfvhAM41CsCOG9bWtd1UzJf8wc+fbhg o0wpHQ6qSNwTCGeZmjUrwuPRehWlsKSYw5QUybdHv2KO9OX9Wks0kq/iqVuW qE9HquAhWVIv6U31yfDYn9uD1sMxbyUEXsMOgoPTBsSfbxWqo2/Rrk26YAfT 23YJHYTbUutTDsEhdwpGsuHIsObV5+BFs86D7fCa2O19d+AajQzbMfjYcYmc Ppjy6E3fAvzvjxp6//89Q5v5P36y9AE= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {16.93668097317552, 13.081348312506332}, \ {1, -1}], LineBox[{{20.00000000000182, 4.999999999998181}, {10., 13.999999999998181`}}], PolygonBox[{{15.4459764877483, 9.09862116102653}, { 14.821609404900679`, 10.198696497472337`}, {14.28643761960272, 9.604061180474602}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {17.561909466396433, 8.080306785261687}, \ {-1, -1}], LineBox[{{10., 14.000000000000908`}, {10., 6.000000000000009}}], PolygonBox[{{10., 10.6}, {9.6, 9.4}, {10.4, 9.4}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.154900000000001, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T3", " ", "C1", " ", "N3"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cfde/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cfde/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {24., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {28.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["\[RightArrow]", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {33., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {37.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {42., 69.96}, {0, 0}]}, AspectRatio->1.0999999999999999`, ImageSize->{288, 288}, PlotRange->{{0, 66}, {0, 72.6}}]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846228427*^9},ExpressionUUID->"dd04ce11-03e3-4c3b-84c7-\ be64d391c8d7"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.7332778462413797`*^9},ExpressionUUID->"315013eb-597a-43cd-9093-\ 7009b57817ea"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["creating amplitudes at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.73327784625098*^9},ExpressionUUID->"0f2e20cc-ba04-4930-a435-\ 5f58d1578c2b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 1, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846260988*^9},ExpressionUUID->"f1cb41f7-9c42-4328-a04e-\ e88f524049e4"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 2, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846270604*^9},ExpressionUUID->"23cf115a-9064-486b-82bc-\ c68a83d978cf"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846280388*^9},ExpressionUUID->"86e004e4-6805-4cad-99be-\ cf95deefb104"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"3 Classes amplitudes\"\>"}], SequenceForm["in total: ", "3 Classes amplitudes"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846289874*^9},ExpressionUUID->"8e339551-02d7-4ddb-b41f-\ 39202842f1c4"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-amp-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846299347*^9},ExpressionUUID->"9da494e3-3451-496f-8177-\ 59493042af47"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846308661*^9},ExpressionUUID->"35003836-a0c2-40df-9823-\ 8f88eb535ccb"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846317931*^9},ExpressionUUID->"d0dbd691-e0a3-46e0-b67c-\ de69d7274a1b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16", "\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}], SequenceForm["> ", 16, " helicity matrix elements"], Editable->False]], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.7332778463270597`*^9},ExpressionUUID->"37243eca-d865-4bc5-b52c-\ f0cbf0d7e39b"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-hel-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.7332778463362913`*^9},ExpressionUUID->"8dcb0e29-8901-4bd2-b703-\ 69ac3bbb584f"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.733277846345457*^9},ExpressionUUID->"76489eae-fa17-4328-bb9a-\ b9f4a7849485"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.537861181143067*^9, 3.5831154881279488`*^9, 3.630408859170183*^9, 3.630409860610038*^9, 3.682805766848343*^9, 3.682806092827421*^9, 3.72814189287663*^9, 3.728642304604628*^9, {3.733277753985813*^9, 3.733277814834784*^9}, 3.73327784642407*^9},ExpressionUUID->"80f4ce87-1ebc-4a62-a962-\ 17ae35fad9d3"] }, Open ]], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb12", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb10", " ", "Pair2", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb16"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb14", " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "-", RowBox[{ FractionBox["2", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb12", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb10", " ", "Pair2", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb16"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb14", " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb12", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb10", " ", "Pair2", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb16"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb14", " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb12", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb10", " ", "Pair2", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb16"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb14", " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb18", "+", RowBox[{"2", " ", "MU2", " ", "Pair14"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb20"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb22", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb19"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "-", RowBox[{ FractionBox["2", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb18", "+", RowBox[{"2", " ", "MU2", " ", "Pair14"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb20"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb22", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb19"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb18", "+", RowBox[{"2", " ", "MU2", " ", "Pair14"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb20"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb22", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb19"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb18", "+", RowBox[{"2", " ", "MU2", " ", "Pair14"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb20"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", "Abb22", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb19"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb8", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"MU2", "-", "S"}], ")"}], " ", RowBox[{"(", RowBox[{"MU2", "-", "U"}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb6", " ", "Pair11", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb9"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "-", RowBox[{ FractionBox["2", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb8", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"MU2", "-", "S"}], ")"}], " ", RowBox[{"(", RowBox[{"MU2", "-", "U"}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb6", " ", "Pair11", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb9"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb8", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"MU2", "-", "S"}], ")"}], " ", RowBox[{"(", RowBox[{"MU2", "-", "U"}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb6", " ", "Pair11", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb9"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["1", "2"]}], " ", "Abb8", " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"MU2", "-", "S"}], ")"}], " ", RowBox[{"(", RowBox[{"MU2", "-", "U"}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb6", " ", "Pair11", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb9"}], "+", RowBox[{"2", " ", "MU2", " ", "Pair11"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb1"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb4", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb7", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb3", "+", RowBox[{"2", " ", "MU2", " ", "Pair8"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "-", RowBox[{ FractionBox["2", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb1"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb4", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb7", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb3", "+", RowBox[{"2", " ", "MU2", " ", "Pair8"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["2", "3"]}], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb1"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb4", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb7", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb3", "+", RowBox[{"2", " ", "MU2", " ", "Pair8"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["16", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "Abb1"}], "-", RowBox[{"2", " ", "MU2"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb4", " ", RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], " ", "Abb7", " ", RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{"Abb3", "+", RowBox[{"2", " ", "MU2", " ", "Pair8"}]}], ")"}], " ", RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}]}]}], ")"}]}]}], ")"}]}]}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "Pair2", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "+", RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "Pair1", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "+", RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"4", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", "Pair4", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "-", RowBox[{"8", " ", "Pair5", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "Pair2", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "Pair1", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{"4", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FF", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"Pair3", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{"Pair4", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", TemplateBox[{"Pair2","\"*\""}, "Superscript"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "+", RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", TemplateBox[{"Pair1","\"*\""}, "Superscript"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "+", RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"4", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN1"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", TemplateBox[{"Pair4","\"*\""}, "Superscript"], " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "-", RowBox[{"8", " ", TemplateBox[{"Pair5","\"*\""}, "Superscript"], " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F1", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "Alfas"}], " ", "\[Pi]", " ", TemplateBox[{"Pair2","\"*\""}, "Superscript"], " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F2", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{"Alfas", " ", "\[Pi]", " ", TemplateBox[{"Pair1","\"*\""}, "Superscript"], " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{"8", " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F3", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{"4", " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}]}], ",", RowBox[{ RowBox[{"FFC", "[", RowBox[{"F4", " ", "SUN2"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ", RowBox[{"(", RowBox[{ RowBox[{ TemplateBox[{"Pair3","\"*\""}, "Superscript"], " ", RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}]}], "+", RowBox[{ TemplateBox[{"Pair4","\"*\""}, "Superscript"], " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}]}], ")"}]}]}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.53786118259375*^9, 3.583115488491948*^9, 3.630408859574376*^9, 3.630409861002677*^9, 3.682805767188548*^9, 3.682806093172105*^9, 3.728141893209941*^9, 3.7286423048807917`*^9, {3.733277755191564*^9, 3.733277815274508*^9}, 3.733277846445566*^9},ExpressionUUID->"3fcf4632-7e7f-4c0d-bba6-\ 6082e47d9635"] }, Open ]], Cell["\<\ Now do PolarizationSum. As we want to take an average (the sum) over initial \ (final) photon, we divide the result by 2. With the helicity factor 2 and color factor (1/3)\[Times](1/8), the result is \ given by\ \>", "Text", CellChangeTimes->{{3.6828059547610703`*^9, 3.682806014879998*^9}, { 3.733277859753594*^9, 3.7332778694478283`*^9}, {3.733278000680929*^9, 3.733278006160627*^9}},ExpressionUUID->"67b0042e-f367-4fc8-a2bb-\ ac2bfae0b542"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"MyResult", "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox["1", "2"], "*", "2", "*", FractionBox["1", "24"], "*", RowBox[{"PolarizationSum", "[", RowBox[{"sqHelCol", ",", RowBox[{"GaugeTerms", "\[Rule]", "False"}]}], "]"}]}], "//.", RowBox[{"Subexpr", "[", "]"}]}], "//.", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Den", "[", RowBox[{"p2_", ",", "m2_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"p2", "-", "m2"}]]}], ",", RowBox[{"MU", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{"Alfas2", "\[Rule]", SuperscriptBox[ RowBox[{"(", FractionBox[ SuperscriptBox["gs", "2"], RowBox[{"4", "\[Pi]"}]], ")"}], "2"]}]}], "}"}]}], "//", "FullSimplify"}]}], "\[IndentingNewLine]", RowBox[{"WebberResult", "=", RowBox[{ RowBox[{ SuperscriptBox["gs", "4"], RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["4", "9"]}], FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], RowBox[{"S", " ", "U"}]]}], "+", FractionBox[ RowBox[{ SuperscriptBox["U", "2"], "+", SuperscriptBox["S", "2"]}], SuperscriptBox["T", "2"]]}], ")"}]}], "//", "FullSimplify"}]}]}], "Input", CellChangeTimes->{{3.536054861300096*^9, 3.536054882387987*^9}, { 3.536055000368116*^9, 3.5360550199027863`*^9}, {3.536055098789361*^9, 3.5360552962426357`*^9}, {3.536055352887426*^9, 3.536055353478883*^9}, { 3.583115495389997*^9, 3.583115503387822*^9}, {3.733277875391967*^9, 3.733277893116428*^9}, {3.733277979740404*^9, 3.7332780098034573`*^9}},ExpressionUUID->"c9a5118c-cef2-4c1f-ba12-\ fad03d80b4bb"], Cell[CellGroupData[{ Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-pol-1.frm\"\>"], \ "Print", CellChangeTimes->{ 3.53786118277971*^9, 3.583115503985181*^9, 3.630408874060894*^9, 3.63040986555294*^9, 3.682805795258708*^9, 3.682806101988861*^9, 3.7281419017015667`*^9, 3.72864231062469*^9, {3.733277884048594*^9, 3.733277894197444*^9}, 3.733277980317813*^9, 3.733278011237306*^9},ExpressionUUID->"0ce17637-9b5a-42a8-b500-\ 63cfad79749c"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{ 3.53786118277971*^9, 3.583115503985181*^9, 3.630408874060894*^9, 3.63040986555294*^9, 3.682805795258708*^9, 3.682806101988861*^9, 3.7281419017015667`*^9, 3.72864231062469*^9, {3.733277884048594*^9, 3.733277894197444*^9}, 3.733277980317813*^9, 3.7332780112491817`*^9},ExpressionUUID->"ed6bbd0d-d790-46eb-89f4-\ 3b0e7cc7c813"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{ 3.53786118277971*^9, 3.583115503985181*^9, 3.630408874060894*^9, 3.63040986555294*^9, 3.682805795258708*^9, 3.682806101988861*^9, 3.7281419017015667`*^9, 3.72864231062469*^9, {3.733277884048594*^9, 3.733277894197444*^9}, 3.733277980317813*^9, 3.733278011380909*^9},ExpressionUUID->"8e7a6b6f-376c-41ef-ac2c-\ 06057c0955c3"] }, Open ]], Cell[BoxData[ FractionBox[ RowBox[{ SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"36", " ", SuperscriptBox["S", "4"], " ", "U", " ", RowBox[{"(", RowBox[{"T", "+", "U"}], ")"}]}], "-", RowBox[{"8", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"(", RowBox[{"T", "+", "U"}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"7", " ", "T", " ", "U"}], "+", RowBox[{"2", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"11", " ", "T", " ", "U"}], "+", RowBox[{"27", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"5", " ", SuperscriptBox["T", "2"], " ", "U"}], "+", RowBox[{"45", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"36", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}]}], RowBox[{"36", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}]]], "Output", CellChangeTimes->{ 3.537861183067024*^9, 3.583115504152355*^9, 3.630408874229453*^9, 3.630409865718009*^9, 3.682805795399891*^9, 3.682806102131411*^9, 3.728141901853656*^9, 3.728642310809951*^9, {3.7332778840759783`*^9, 3.7332778944502163`*^9}, 3.733277980595159*^9, 3.7332780115160723`*^9},ExpressionUUID->"b33e297c-3e7f-4f15-9abd-\ 89dfd3fbf0f0"], Cell[BoxData[ RowBox[{ FractionBox["1", "9"], " ", SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ FractionBox["9", SuperscriptBox["T", "2"]], "-", FractionBox["4", RowBox[{"S", " ", "U"}]]}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}]], "Output", CellChangeTimes->{ 3.537861183067024*^9, 3.583115504152355*^9, 3.630408874229453*^9, 3.630409865718009*^9, 3.682805795399891*^9, 3.682806102131411*^9, 3.728141901853656*^9, 3.728642310809951*^9, {3.7332778840759783`*^9, 3.7332778944502163`*^9}, 3.733277980595159*^9, 3.733278011524873*^9},ExpressionUUID->"6684294a-7873-4c54-ba2d-\ 52a84a055c47"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"MyResult", "==", "WebberResult"}], ",", RowBox[{"Assumptions", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"S", "+", "T", "+", "U"}], "\[Equal]", "0"}], "}"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.5360552996753674`*^9, 3.53605533765009*^9}, { 3.536055370324215*^9, 3.536055409865333*^9}},ExpressionUUID->"f892458e-5b62-4d9a-8201-\ 00eba1d747af"], Cell[BoxData["True"], "Output", CellChangeTimes->{3.537861183236117*^9, 3.583115506016897*^9, 3.630408877161129*^9, 3.630409869140367*^9, 3.682805799421495*^9, 3.682806105450673*^9, 3.7281419035468197`*^9, 3.7286423124594517`*^9, 3.733277905499895*^9, 3.733277982431673*^9, 3.73327801325074*^9},ExpressionUUID->"86586afb-2d71-488c-ae11-03c388466e64"] }, Open ]], Cell[TextData[{ "We used ", Cell[BoxData[ FormBox[ RowBox[{"GaugeTerms", "\[Rule]", "False"}], TraditionalForm]], ExpressionUUID->"97712a1a-246f-4f86-8d14-71d310ecf4f5"], ", because we know the diagram set is gauge-independent.\nWe can calculate \ with GaugeTerms and check that the result is independent of eta.\nLet\ \[CloseCurlyQuote]s do it." }], "Text", CellChangeTimes->{{3.630408879447029*^9, 3.630408973434564*^9}, { 3.6304098737683687`*^9, 3.630409925935677*^9}, {3.682805826228917*^9, 3.682805870050523*^9}},ExpressionUUID->"8f08feb3-ca59-44ad-a446-\ 51b9e441939c"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"MyResultWithGaugeTerms", "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox["1", "2"], "*", "2", "*", FractionBox["1", "24"], "*", RowBox[{"PolarizationSum", "[", RowBox[{"sqHelCol", ",", RowBox[{"GaugeTerms", "\[Rule]", "True"}]}], "]"}]}], "//.", RowBox[{"Subexpr", "[", "]"}]}], "//.", RowBox[{"Abbr", "[", "]"}]}], "//.", RowBox[{ RowBox[{"Den", "[", RowBox[{"p2_", ",", "m2_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"p2", "-", "m2"}]]}]}]}]], "Input", CellChangeTimes->{{3.6304089889434433`*^9, 3.630409068392653*^9}, { 3.630409130036532*^9, 3.630409152363842*^9}, 3.630409541440771*^9, { 3.733278369507725*^9, 3.733278373328583*^9}},ExpressionUUID->"4db29472-e24d-4b6f-b3b3-\ 59f5f46b2332"], Cell[CellGroupData[{ Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-pol-1.frm\"\>"], \ "Print", CellChangeTimes->{{3.6304089930267563`*^9, 3.630409043844359*^9}, 3.6304091556952143`*^9, 3.630409543880625*^9, 3.6304097169231873`*^9, 3.630409929813908*^9, 3.68280587159562*^9, 3.6828061096087837`*^9, 3.728141906543542*^9, 3.728642314289012*^9, {3.7332783634065657`*^9, 3.733278374845627*^9}},ExpressionUUID->"dda9a60b-12b6-4304-a1db-\ 86d41d931a97"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{{3.6304089930267563`*^9, 3.630409043844359*^9}, 3.6304091556952143`*^9, 3.630409543880625*^9, 3.6304097169231873`*^9, 3.630409929813908*^9, 3.68280587159562*^9, 3.6828061096087837`*^9, 3.728141906543542*^9, 3.728642314289012*^9, {3.7332783634065657`*^9, 3.733278374857123*^9}},ExpressionUUID->"656ddb4c-0bd2-48cf-996f-\ e4a8cdd27486"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{{3.6304089930267563`*^9, 3.630409043844359*^9}, 3.6304091556952143`*^9, 3.630409543880625*^9, 3.6304097169231873`*^9, 3.630409929813908*^9, 3.68280587159562*^9, 3.6828061096087837`*^9, 3.728141906543542*^9, 3.728642314289012*^9, {3.7332783634065657`*^9, 3.733278375730852*^9}},ExpressionUUID->"d61b58aa-662a-4ae1-91c0-\ a16aa8b6c509"] }, Open ]], Cell[BoxData[ InterpretationBox[ TagBox[ FrameBox[GridBox[{ { ItemBox[ TagBox[ RowBox[{ RowBox[{"-", FractionBox["1", "24"]}], " ", TemplateBox[{"3"}, "OutputSizeLimit`Skeleton"]}], Short[#, 5]& ], BaseStyle->{Deployed -> False}, StripOnInput->False]}, {GridBox[{ { TagBox[ TooltipBox[ StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource[ "FEStrings", "sizeBriefExplanation"], StandardForm], ImageSizeCache->{85., {3., 11.}}], StripOnInput->False, DynamicUpdating->True], "OSLText", StripOnInput->False], StyleBox[ DynamicBox[ ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeExplanation"], StandardForm]], DynamicUpdating -> True, StripOnInput -> False]], Annotation[#, Style[ Dynamic[ FEPrivate`FrontEndResource["FEStrings", "sizeExplanation"]], DynamicUpdating -> True], "Tooltip"]& ], ButtonBox[ PaneSelectorBox[{False-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowLess"], StandardForm], ImageSizeCache->{74., {1., 11.}}], StripOnInput->False, DynamicUpdating->True], "OSLControl", StripOnInput->False], True-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowLess"], StandardForm]], StripOnInput->False, DynamicUpdating->True], "OSLControlActive", StripOnInput->False]}, Dynamic[ CurrentValue["MouseOver"]], Alignment->Center, FrameMargins->0, ImageSize->{Automatic, 25}], Appearance->None, BaselinePosition->Baseline, ButtonFunction:>OutputSizeLimit`ButtonFunction[ OutputSizeLimit`Defer, 121, 16172651965802223275, 5/2], Enabled->True, Evaluator->Automatic, Method->"Queued"], ButtonBox[ PaneSelectorBox[{False-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowMore"], StandardForm], ImageSizeCache->{83., {1., 11.}}], StripOnInput->False, DynamicUpdating->True], "OSLControl", StripOnInput->False], True-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowMore"], StandardForm]], StripOnInput->False, DynamicUpdating->True], "OSLControlActive", StripOnInput->False]}, Dynamic[ CurrentValue["MouseOver"]], Alignment->Center, FrameMargins->0, ImageSize->{Automatic, 25}], Appearance->None, BaselinePosition->Baseline, ButtonFunction:>OutputSizeLimit`ButtonFunction[ OutputSizeLimit`Defer, 121, 16172651965802223275, 5 2], Enabled->True, Evaluator->Automatic, Method->"Queued"], ButtonBox[ PaneSelectorBox[{False-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowAll"], StandardForm], ImageSizeCache->{62., {1., 11.}}], StripOnInput->False, DynamicUpdating->True], "OSLControl", StripOnInput->False], True-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeShowAll"], StandardForm]], StripOnInput->False, DynamicUpdating->True], "OSLControlActive", StripOnInput->False]}, Dynamic[ CurrentValue["MouseOver"]], Alignment->Center, FrameMargins->0, ImageSize->{Automatic, 25}], Appearance->None, BaselinePosition->Baseline, ButtonFunction:>OutputSizeLimit`ButtonFunction[ OutputSizeLimit`Defer, 121, 16172651965802223275, Infinity], Enabled->True, Evaluator->Automatic, Method->"Queued"], ButtonBox[ PaneSelectorBox[{False-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeChangeLimit"], StandardForm], ImageSizeCache->{111., {1., 12.}}], StripOnInput->False, DynamicUpdating->True], "OSLControl", StripOnInput->False], True-> StyleBox[ StyleBox[ DynamicBox[ToBoxes[ FEPrivate`FrontEndResource["FEStrings", "sizeChangeLimit"], StandardForm]], StripOnInput->False, DynamicUpdating->True], "OSLControlActive", StripOnInput->False]}, Dynamic[ CurrentValue["MouseOver"]], Alignment->Center, FrameMargins->0, ImageSize->{Automatic, 25}], Appearance->None, BaselinePosition->Baseline, ButtonFunction:>FrontEndExecute[{ FrontEnd`SetOptions[ FrontEnd`$FrontEnd, FrontEnd`PreferencesSettings -> {"Page" -> "Advanced"}], FrontEnd`FrontEndToken["PreferencesDialog"]}], Evaluator->None, Method->"Preemptive"]} }, AutoDelete->False, FrameStyle->GrayLevel[0.85], GridBoxDividers->{"Columns" -> {False, {True}}}, GridBoxItemSize->{"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{"Columns" -> {{2}}}]} }, DefaultBaseStyle->"Column", GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {{False}}, "ColumnsIndexed" -> {}, "Rows" -> {{False}}, "RowsIndexed" -> {}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "ColumnsIndexed" -> {}, "Rows" -> {{1.}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.5599999999999999]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], Offset[1.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], BaseStyle->"OutputSizeLimit", FrameMargins->{{12, 12}, {0, 15}}, FrameStyle->GrayLevel[0.85], RoundingRadius->5, StripOnInput->False], Deploy, DefaultBaseStyle->"Deploy"], If[16172651965802223275 === $SessionID, Out[121], Message[ MessageName[Syntax, "noinfoker"]]; Missing["NotAvailable"]; Null]]], "Output", CellChangeTimes->{{3.6304089941668463`*^9, 3.630409006511593*^9}, { 3.630409037724216*^9, 3.630409051136989*^9}, 3.630409157017687*^9, 3.6304095452450438`*^9, 3.630409718279312*^9, 3.630409931082341*^9, 3.682805872628005*^9, 3.682806110619155*^9, 3.7281419085305862`*^9, 3.72864231545142*^9, {3.733278363434514*^9, 3.733278375866806*^9}},ExpressionUUID->"0d6c36c5-1511-4c92-8bcd-\ f25b4a4708c4"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"MyResultWithGaugeTerms", "//.", RowBox[{"MU2", "\[Rule]", FractionBox[ RowBox[{"S", "+", "T", "+", "U"}], "2"]}]}], "//", "Simplify"}]], "Input",\ CellChangeTimes->{{3.630409547131749*^9, 3.630409559634366*^9}, { 3.630409729609214*^9, 3.630409741984241*^9}, {3.630409809363879*^9, 3.630409814679677*^9}, {3.630409936984598*^9, 3.630409939904646*^9}},ExpressionUUID->"c11f0cec-ec92-47d3-9373-\ 89e5ee7a823f"], Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{"8", " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "1", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"T", " ", RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["S", "5"]}], "+", RowBox[{"18", " ", SuperscriptBox["T", "5"]}], "+", RowBox[{ SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"62", " ", "T"}], "-", RowBox[{"27", " ", "U"}]}], ")"}]}], "+", RowBox[{"17", " ", SuperscriptBox["T", "4"], " ", "U"}], "-", RowBox[{"86", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"90", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"4", " ", "T", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{"9", " ", SuperscriptBox["U", "5"]}], "+", RowBox[{"2", " ", SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ SuperscriptBox["T", "2"], "-", RowBox[{"149", " ", "T", " ", "U"}], "+", RowBox[{"9", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "-", RowBox[{"2", " ", SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"39", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"207", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"9", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"53", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"162", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"166", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"182", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"27", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}]}], "-", RowBox[{"T", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "18"}], " ", SuperscriptBox["S", "5"]}], "+", RowBox[{"3", " ", SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{"T", "+", RowBox[{"24", " ", "U"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"15", " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"149", " ", "T", " ", "U"}], "-", RowBox[{"108", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "11"}], " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"48", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"313", " ", "T", " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"72", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", SuperscriptBox["T", "4"]}], "-", RowBox[{"91", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"125", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"167", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"18", " ", SuperscriptBox["U", "4"]}]}], ")"}]}], "+", RowBox[{"2", " ", "T", " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"17", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"47", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"31", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"3", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "2", "]"}]}], "]"}]}], "+", RowBox[{"9", " ", SuperscriptBox["S", "6"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"18", " ", SuperscriptBox["S", "5"], " ", "T", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"8", " ", SuperscriptBox["S", "4"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"25", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"56", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"121", " ", "S", " ", SuperscriptBox["T", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"73", " ", SuperscriptBox["T", "6"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"54", " ", SuperscriptBox["S", "5"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"36", " ", SuperscriptBox["S", "4"], " ", "T", " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"65", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "2"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"114", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "3"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"97", " ", "S", " ", SuperscriptBox["T", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"84", " ", SuperscriptBox["T", "5"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"135", " ", SuperscriptBox["S", "4"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"36", " ", SuperscriptBox["S", "3"], " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"55", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"137", " ", "S", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"13", " ", SuperscriptBox["T", "4"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"180", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"144", " ", SuperscriptBox["S", "2"], " ", "T", " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"53", " ", "S", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"48", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"135", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"126", " ", "S", " ", "T", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"51", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"54", " ", "S", " ", SuperscriptBox["U", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"36", " ", "T", " ", SuperscriptBox["U", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"9", " ", SuperscriptBox["U", "6"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"18", " ", SuperscriptBox["S", "5"], " ", "T", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"6", " ", SuperscriptBox["S", "4"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"124", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"126", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"22", " ", "S", " ", SuperscriptBox["T", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"8", " ", SuperscriptBox["T", "6"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"72", " ", SuperscriptBox["S", "4"], " ", "T", " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"135", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "2"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"137", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "3"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"91", " ", "S", " ", SuperscriptBox["T", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"33", " ", SuperscriptBox["T", "5"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"108", " ", SuperscriptBox["S", "3"], " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"165", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"50", " ", "S", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{ SuperscriptBox["T", "4"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"72", " ", SuperscriptBox["S", "2"], " ", "T", " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"51", " ", "S", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"63", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"18", " ", "S", " ", "T", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"87", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}]}], ")"}]}], "+", RowBox[{"T", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "1", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"18", " ", SuperscriptBox["S", "5"]}], "-", RowBox[{"2", " ", SuperscriptBox["T", "5"]}], "+", RowBox[{"7", " ", SuperscriptBox["T", "4"], " ", "U"}], "+", RowBox[{"25", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"11", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"23", " ", "T", " ", SuperscriptBox["U", "4"]}], "-", RowBox[{"18", " ", SuperscriptBox["U", "5"]}], "-", RowBox[{"3", " ", SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"7", " ", "T"}], "+", RowBox[{"30", " ", "U"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "23"}], " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"90", " ", "T", " ", "U"}], "+", RowBox[{"180", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"23", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"57", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"140", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"180", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"5", " ", SuperscriptBox["T", "4"]}], "-", RowBox[{"52", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"45", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"94", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"90", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["S", "5"]}], "+", RowBox[{"24", " ", SuperscriptBox["T", "5"]}], "+", RowBox[{ SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"44", " ", "T"}], "-", RowBox[{"45", " ", "U"}]}], ")"}]}], "+", RowBox[{"58", " ", SuperscriptBox["T", "4"], " ", "U"}], "+", RowBox[{"33", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"17", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"25", " ", "T", " ", SuperscriptBox["U", "4"]}], "-", RowBox[{"9", " ", SuperscriptBox["U", "5"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "6"}], " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"59", " ", "T", " ", "U"}], "+", RowBox[{"90", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "-", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"27", " ", SuperscriptBox["T", "2"], " ", "U"}], "+", RowBox[{"39", " ", "T", " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"90", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"61", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"19", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"4", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"79", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"45", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "2", "]"}]}], "]"}]}], "-", RowBox[{"9", " ", SuperscriptBox["S", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"82", " ", SuperscriptBox["S", "4"], " ", "T", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"182", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"160", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"147", " ", "S", " ", SuperscriptBox["T", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"78", " ", SuperscriptBox["T", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"45", " ", SuperscriptBox["S", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"29", " ", SuperscriptBox["S", "3"], " ", "T", " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"229", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"11", " ", "S", " ", SuperscriptBox["T", "3"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"144", " ", SuperscriptBox["T", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"90", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"105", " ", SuperscriptBox["S", "2"], " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"120", " ", "S", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"159", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"90", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"31", " ", "S", " ", "T", " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"167", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"45", " ", "S", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"83", " ", "T", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "+", RowBox[{"9", " ", SuperscriptBox["U", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"9", " ", SuperscriptBox["S", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"35", " ", SuperscriptBox["S", "4"], " ", "T", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"103", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"133", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"80", " ", "S", " ", SuperscriptBox["T", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"24", " ", SuperscriptBox["T", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"45", " ", SuperscriptBox["S", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"73", " ", SuperscriptBox["S", "3"], " ", "T", " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"158", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"19", " ", "S", " ", SuperscriptBox["T", "3"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"57", " ", SuperscriptBox["T", "4"], " ", "U", " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"90", " ", SuperscriptBox["S", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"109", " ", SuperscriptBox["S", "2"], " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"71", " ", "S", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"60", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"90", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"139", " ", "S", " ", "T", " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"16", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"45", " ", "S", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "-", RowBox[{"68", " ", "T", " ", SuperscriptBox["U", "4"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}], "+", RowBox[{"9", " ", SuperscriptBox["U", "5"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}]}], ")"}]}], "+", RowBox[{ RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "1", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["S", "5"]}], "-", RowBox[{ SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"34", " ", "T"}], "+", RowBox[{"45", " ", "U"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "4"}], " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"89", " ", "T", " ", "U"}], "+", RowBox[{"90", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"67", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"67", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"90", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"U", " ", RowBox[{"(", RowBox[{ RowBox[{"46", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"87", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"59", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"9", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"9", " ", SuperscriptBox["U", "4"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "37"}], " ", SuperscriptBox["T", "4"]}], "-", RowBox[{"85", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"122", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"3", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"45", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}]}], "+", RowBox[{"T", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"31", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"26", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"13", " ", "T"}], "-", RowBox[{"60", " ", "U"}]}], ")"}]}], "+", RowBox[{"97", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"95", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"31", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"7", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "25"}], " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"37", " ", "T", " ", "U"}], "+", RowBox[{"34", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"19", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"14", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"81", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"12", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "2", "]"}]}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"95", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"76", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"163", " ", "T"}], "-", RowBox[{"28", " ", "U"}]}], ")"}]}], "+", RowBox[{"105", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"97", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"119", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"51", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"181", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"239", " ", "T", " ", "U"}], "-", RowBox[{"178", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"189", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"22", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"43", " ", "T", " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"60", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"11", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"13", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"61", " ", "T"}], "-", RowBox[{"37", " ", "U"}]}], ")"}]}], "+", RowBox[{"48", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{ SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"16", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"50", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"56", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"74", " ", "T", " ", "U"}], "+", RowBox[{"91", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"19", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"7", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"3", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"115", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}]}], ")"}]}]}], ")"}]}], "-", RowBox[{ RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "1", "]"}], ",", RowBox[{"k", "[", "2", "]"}]}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["S", "5"]}], "-", RowBox[{ SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"7", " ", "T"}], "+", RowBox[{"45", " ", "U"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"73", " ", "T", " ", "U"}], "+", RowBox[{"90", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"71", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"30", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"161", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"90", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{"U", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "39"}], " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"68", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"80", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"36", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"9", " ", SuperscriptBox["U", "4"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"46", " ", SuperscriptBox["T", "4"]}], "-", RowBox[{"123", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"119", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"131", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"45", " ", SuperscriptBox["U", "4"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}]}], "+", RowBox[{"T", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"29", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"13", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"13", " ", "T"}], "-", RowBox[{"38", " ", "U"}]}], ")"}]}], "+", RowBox[{"6", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"38", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"26", " ", "T", " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"19", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"22", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"30", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"51", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"26", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"39", " ", "T", " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"58", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "2", "]"}]}], "]"}]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"34", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"38", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"75", " ", "T"}], "-", RowBox[{"6", " ", "U"}]}], ")"}]}], "+", RowBox[{"95", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"58", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"49", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"48", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"56", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"101", " ", "T", " ", "U"}], "-", RowBox[{"42", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"53", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"30", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"23", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"34", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"49", " ", SuperscriptBox["S", "4"]}], "+", RowBox[{"26", " ", SuperscriptBox["T", "4"]}], "+", RowBox[{"45", " ", SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", "T"}], "-", RowBox[{"2", " ", "U"}]}], ")"}]}], "+", RowBox[{"11", " ", SuperscriptBox["T", "3"], " ", "U"}], "-", RowBox[{"17", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"53", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"55", " ", SuperscriptBox["U", "4"]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"181", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"185", " ", "T", " ", "U"}], "+", RowBox[{"88", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"121", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"52", " ", SuperscriptBox["T", "2"], " ", "U"}], "-", RowBox[{"3", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"102", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "4", "]"}]}], "]"}]}]}], ")"}]}]}], ")"}]}]}], ")"}]}]}], ")"}]}], ")"}], "/", RowBox[{"(", RowBox[{"9", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"S", "+", "T", "-", "U"}], ")"}], "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{"-", "S"}], "+", "T", "+", "U"}], ")"}], "2"], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "1", "]"}], ",", RowBox[{"k", "[", "1", "]"}]}], "]"}], " ", RowBox[{"Pair", "[", RowBox[{ RowBox[{"eta", "[", "3", "]"}], ",", RowBox[{"k", "[", "3", "]"}]}], "]"}]}], ")"}]}]], "Output", CellChangeTimes->{ 3.6304095491013823`*^9, 3.630409658250943*^9, {3.6304097278650503`*^9, 3.630409758065441*^9}, 3.630409945775434*^9, 3.630410123530352*^9, 3.682805877906348*^9, 3.682806115548938*^9, 3.728141924828969*^9, 3.728642318791978*^9, 3.7332783858077087`*^9},ExpressionUUID->"b846b379-3544-44c1-8fb1-\ 1fc5b9588fde"] }, Open ]], Cell["\<\ It seems that this amplitude depends on \[OpenCurlyDoubleQuote]eta\ \[CloseCurlyDoubleQuote] (i.e., gauge-dependent). However, note that, in this \ 2\[Rule]2 process, k[1]+k[2]\[Equal]k[3]+k[4]. Therefore...\ \>", "Text", CellChangeTimes->{{3.630409163122573*^9, 3.630409202826757*^9}, { 3.630409587845854*^9, 3.63040962020288*^9}, {3.6304098216437674`*^9, 3.630409823741753*^9}, {3.7332784444549313`*^9, 3.733278465435993*^9}},ExpressionUUID->"df3ceef9-2153-4d5b-a142-\ 241efa04c46c"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"%", "//.", RowBox[{"{", RowBox[{ RowBox[{"Pair", "[", RowBox[{"eta_", ",", RowBox[{"k", "[", "2", "]"}]}], "]"}], "\[RuleDelayed]", RowBox[{ RowBox[{"Pair", "[", RowBox[{"eta", ",", RowBox[{"k", "[", "3", "]"}]}], "]"}], "+", RowBox[{"Pair", "[", RowBox[{"eta", ",", RowBox[{"k", "[", "4", "]"}]}], "]"}], "-", RowBox[{"Pair", "[", RowBox[{"eta", ",", RowBox[{"k", "[", "1", "]"}]}], "]"}]}]}], "}"}]}], "//", "Simplify"}]], "Input", CellChangeTimes->{{3.6304096588586483`*^9, 3.630409700171159*^9}, { 3.6304099602078047`*^9, 3.630409969972392*^9}},ExpressionUUID->"7cecfb61-3808-40b0-8c2b-\ a659fac1354e"], Cell[BoxData[ RowBox[{ FractionBox["1", RowBox[{"9", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"S", "+", "T", "-", "U"}], ")"}], "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{"-", "S"}], "+", "T", "+", "U"}], ")"}], "2"]}]], RowBox[{"8", " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"9", " ", SuperscriptBox["S", "6"]}], "+", RowBox[{"21", " ", SuperscriptBox["T", "6"]}], "+", RowBox[{"18", " ", SuperscriptBox["S", "5"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "T"}], "-", RowBox[{"3", " ", "U"}]}], ")"}]}], "+", RowBox[{"84", " ", SuperscriptBox["T", "5"], " ", "U"}], "+", RowBox[{"111", " ", SuperscriptBox["T", "4"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"136", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"115", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "4"]}], "+", RowBox[{"36", " ", "T", " ", SuperscriptBox["U", "5"]}], "+", RowBox[{"9", " ", SuperscriptBox["U", "6"]}], "+", RowBox[{ SuperscriptBox["S", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"115", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"108", " ", "T", " ", "U"}], "+", RowBox[{"135", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"4", " ", SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"34", " ", SuperscriptBox["T", "3"]}], "-", RowBox[{"43", " ", SuperscriptBox["T", "2"], " ", "U"}], "+", RowBox[{"18", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"45", " ", SuperscriptBox["U", "3"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"111", " ", SuperscriptBox["T", "4"]}], "-", RowBox[{"136", " ", SuperscriptBox["T", "3"], " ", "U"}], "+", RowBox[{"114", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"72", " ", "T", " ", SuperscriptBox["U", "3"]}], "+", RowBox[{"135", " ", SuperscriptBox["U", "4"]}]}], ")"}]}], "+", RowBox[{"2", " ", "S", " ", RowBox[{"(", RowBox[{ RowBox[{"42", " ", SuperscriptBox["T", "5"]}], "+", RowBox[{ SuperscriptBox["T", "4"], " ", "U"}], "-", RowBox[{"68", " ", SuperscriptBox["T", "3"], " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"86", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"]}], "-", RowBox[{"54", " ", "T", " ", SuperscriptBox["U", "4"]}], "-", RowBox[{"27", " ", SuperscriptBox["U", "5"]}]}], ")"}]}]}], ")"}]}]}]], "Output", CellChangeTimes->{ 3.630409659714468*^9, {3.6304096899582148`*^9, 3.630409703329854*^9}, { 3.630409966029419*^9, 3.6304099702791*^9}, 3.630410124569714*^9, 3.682805883859474*^9, 3.6828061174503613`*^9, 3.7281419283707*^9, 3.728642320249401*^9, 3.733278389657502*^9},ExpressionUUID->"96ff58fc-750a-4a11-b756-\ 111c875516d0"] }, Open ]], Cell["\<\ And we just have confirmed that this amplitude is gauge independent. Needless to say, this agrees with the result in the canon.\ \>", "Text", CellChangeTimes->{{3.630409979813984*^9, 3.630409998355311*^9}, { 3.6304100442168818`*^9, 3.630410078728331*^9}, {3.682805891321563*^9, 3.682805914553473*^9}, {3.733278393974244*^9, 3.733278395085741*^9}},ExpressionUUID->"ef5c7c72-ebd8-4814-b954-\ f438e20fa3fa"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"%", "==", "WebberResult"}], ",", RowBox[{"Assumptions", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"S", "+", "T", "+", "U"}], "\[Equal]", RowBox[{"2", "MU2"}]}], ",", RowBox[{"MU2", "\[Equal]", "0"}], ",", RowBox[{"Alfas2", "\[Equal]", SuperscriptBox[ RowBox[{"(", FractionBox[ SuperscriptBox["gs", "2"], RowBox[{"4", "\[Pi]"}]], ")"}], "2"]}]}], "}"}]}]}], "]"}]], "Input",\ CellChangeTimes->{ 3.630410040309057*^9, {3.630410083681086*^9, 3.6304101101930923`*^9}},ExpressionUUID->"a2b5f5fa-f671-4554-97a5-\ 551dfd307a6f"], Cell[BoxData["True"], "Output", CellChangeTimes->{{3.630410089231657*^9, 3.630410127103527*^9}, 3.6828059187666187`*^9, 3.682806120955811*^9, 3.7281419314726152`*^9, 3.728642323762454*^9, 3.733278396757077*^9},ExpressionUUID->"662bb64b-e498-44ae-a1a4-\ 67133bf6b588"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Summary of Calculation", "Section", CellChangeTimes->{{3.536055421739831*^9, 3.536055429943141*^9}},ExpressionUUID->"c0ce5743-ffae-4b14-b010-\ 2878e62b3536"], Cell[BoxData[ RowBox[{ RowBox[{"Exit", "[", "]"}], ";"}]], "Input", CellChangeTimes->{{3.5360555785592947`*^9, 3.5360555799347982`*^9}},ExpressionUUID->"1587d09f-a9e6-4f05-b5a4-\ d58328e1a1c6"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"SET", " ", "UP"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"$Language", "=", "\"\\""}], ";"}], "\[IndentingNewLine]", RowBox[{"<<", "FeynArts`"}], "\[IndentingNewLine]", RowBox[{"<<", "FormCalc`"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "Topology", " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"topologies", "=", RowBox[{"CreateTopologies", "[", RowBox[{"0", ",", RowBox[{"2", "\[Rule]", "2"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "Diagram", " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"diag", "=", RowBox[{"InsertFields", "[", RowBox[{"topologies", ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"V", "[", "5", "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}]}], "}"}], "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "5", "]"}], ",", RowBox[{"F", "[", RowBox[{"3", ",", RowBox[{"{", "1", "}"}]}], "]"}]}], "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"InsertionLevel", "\[Rule]", RowBox[{"{", "Classes", "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Model", "\[Rule]", "\"\\""}], ",", "\[IndentingNewLine]", RowBox[{"ExcludeParticles", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"V", "[", "1", "]"}], ",", RowBox[{"V", "[", "2", "]"}], ",", RowBox[{"V", "[", "3", "]"}], ",", RowBox[{"V", "[", "4", "]"}], ",", RowBox[{"S", "[", "1", "]"}], ",", RowBox[{"S", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"Paint", "[", "diag", "]"}], ";"}]}]}]], "Input", CellChangeTimes->{{3.5360373787170563`*^9, 3.536037381121767*^9}, { 3.5360374895751467`*^9, 3.536037548333282*^9}, {3.536037650722055*^9, 3.536037657410592*^9}, {3.5360379743666153`*^9, 3.5360380215197287`*^9}, { 3.536038063766507*^9, 3.536038183907959*^9}, {3.536038388610857*^9, 3.53603838940345*^9}, {3.536045708094194*^9, 3.536045714062668*^9}, { 3.536052625049251*^9, 3.536052625325549*^9}, {3.536053272279801*^9, 3.536053273111397*^9}, {3.536055457656991*^9, 3.53605556902032*^9}, 3.583115513527516*^9},ExpressionUUID->"3b9352df-0251-40f4-8403-\ 081c435e890e"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785295055447`*^9},ExpressionUUID->"87b14d40-867c-43af-a031-\ 7648920d8a9d"], Cell[BoxData["\<\"FeynArts 3.10 (12 Mar 2018)\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785295135717`*^9},ExpressionUUID->"db344427-4704-4a4d-9509-\ eae3226490cf"], Cell[BoxData["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529523403*^9},ExpressionUUID->"bcfab94a-30b3-4dce-92fb-\ 40a21eab194c"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785295953693`*^9},ExpressionUUID->"277a26ce-7a4f-4e40-a1b9-\ 20f59771efee"], Cell[BoxData["\<\"FormCalc 9.6 (16 Apr 2018)\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529607312*^9},ExpressionUUID->"ea15d5d5-9486-4ca4-a27c-\ 40d45361e5bc"], Cell[BoxData["\<\"by Thomas Hahn\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529619725*^9},ExpressionUUID->"6301e646-cd19-4948-8cf0-\ 55b52c3ad1bb"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529907606*^9},ExpressionUUID->"41c1f5b0-80e4-4d1c-8930-\ 792f7b1f5f8b"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"generic\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/Lorentz.gen\"\>"}], SequenceForm[ "", "loading ", "generic", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/Lorentz.gen"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785299203053`*^9},ExpressionUUID->"73b23c32-0286-4bee-a9d3-\ a40bf4eee950"], Cell[BoxData["\<\"> $GenericMixing is OFF\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785299329557`*^9},ExpressionUUID->"3c01a82e-e9f3-4811-bd0c-\ 2f060171e4d3"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]", RowBox[{"{", "\<\"Lorentz\"\>", "}"}], "\[InvisibleSpace]", "\<\" initialized\"\>"}], SequenceForm["generic model ", {"Lorentz"}, " initialized"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529945628*^9},ExpressionUUID->"34922124-8493-484f-9920-\ de0e9f908f28"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529957241*^9},ExpressionUUID->"20b4e031-c3ee-4753-8444-\ a0a86479b860"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"classes\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SMQCD.mod\"\>"}], SequenceForm[ "", "loading ", "classes", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SMQCD.mod"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529969508*^9},ExpressionUUID->"6460cb60-80a3-4cc4-976d-\ 0f4948c0a439"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\" \"\>", "\[InvisibleSpace]", "\<\"loading \"\>", "\[InvisibleSpace]", "\<\"classes\"\>", "\[InvisibleSpace]", "\<\" model file \"\>", "\[InvisibleSpace]", \ "\<\"/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SM.mod\"\>"}], SequenceForm[ " ", "loading ", "classes", " model file ", "/Users/misho/.ghq/github.com/HEPcodes/FeynArts/Models/SM.mod"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529982492*^9},ExpressionUUID->"1051c9d1-fd61-411c-a8c8-\ 921810646cf2"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278529994893*^9},ExpressionUUID->"333d7596-8bd1-4941-8e48-\ 0109992b9a01"], Cell[BoxData[ InterpretationBox[GridBox[{ {GridBox[{ { RowBox[{"$CKM", "=", "False"}]} }, BaselinePosition->{Baseline, {1, 1}}, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxItemSize->{"Columns" -> {{ Scaled[0.999]}}, "ColumnsIndexed" -> {}, "Rows" -> {{1.}}, "RowsIndexed" -> {}}]} }, BaselinePosition->{Baseline, {1, 1}}, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}], Definition[$CellContext`$CKM], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530007597*^9},ExpressionUUID->"a6074477-4e47-47d9-8671-\ bd82d68400da"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530020926*^9},ExpressionUUID->"fdeed5be-7a2c-4417-972a-\ d1f4a623cd3e"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "49", "\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>", "\[InvisibleSpace]", "18", "\[InvisibleSpace]", "\<\" classes\"\>"}], SequenceForm[ "> ", 49, " particles (incl. antiparticles) in ", 18, " classes"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785300331383`*^9},ExpressionUUID->"01e4307c-0961-467e-a22e-\ 05d948df069a"], Cell[BoxData["\<\"> $CounterTerms are ON\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530045624*^9},ExpressionUUID->"2aa74b61-148b-4ab7-a2e5-\ 453aa8f5deb5"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "93", "\[InvisibleSpace]", "\<\" vertices\"\>"}], SequenceForm["> ", 93, " vertices"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530057996*^9},ExpressionUUID->"35f401a8-af52-4b87-88e4-\ 09136de79409"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "121", "\[InvisibleSpace]", "\<\" counterterms of order 1\"\>"}], SequenceForm["> ", 121, " counterterms of order 1"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530070376*^9},ExpressionUUID->"c7f237b1-0806-4e7d-bd6a-\ d5bfc9022417"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" counterterms of order 2\"\>"}], SequenceForm["> ", 6, " counterterms of order 2"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785300826807`*^9},ExpressionUUID->"876dd3e0-2c81-40f1-8dbe-\ 276dc2229415"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]", RowBox[{"{", "\<\"SMQCD\"\>", "}"}], "\[InvisibleSpace]", "\<\" initialized\"\>"}], SequenceForm["classes model ", {"SMQCD"}, " initialized"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785300955143`*^9},ExpressionUUID->"7becac8c-85b3-47fd-88ea-\ 7b7dfd009ce3"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785301077347`*^9},ExpressionUUID->"43fbef86-6192-4011-8b57-\ 703e81b27c12"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Excluding ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530119376*^9},ExpressionUUID->"ea787dce-100d-4210-9e7a-\ 143f09c84498"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530130826*^9},ExpressionUUID->"71110c96-19ba-47de-8fbd-\ 12dded8f3a57"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["inserting at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530142397*^9},ExpressionUUID->"953a4166-d2a6-4ef0-97e3-\ 1f5bf35ea5de"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"0 Classes insertions\"\>"}], SequenceForm["> Top. ", 1, ": ", "0 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530153735*^9},ExpressionUUID->"959b7b26-52f7-43a0-ada0-\ 3c2a60814b14"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 2, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530165244*^9},ExpressionUUID->"01816ead-1c67-4b76-91f1-\ 42a35a17bc66"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530177061*^9},ExpressionUUID->"b5629ba7-e9f9-4245-b634-\ 459394cb56d5"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes insertion\"\>"}], SequenceForm["> Top. ", 4, ": ", "1 Classes insertion"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530188793*^9},ExpressionUUID->"426152a6-62f5-49cf-a59d-\ c905ff71504e"], Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530201065*^9},ExpressionUUID->"3f1bef1c-63f0-4be3-8f02-\ 9f9909c40d73"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0", "\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "6", "\[InvisibleSpace]", "\<\" Particles fields\"\>"}], SequenceForm[ "Restoring ", 0, " Generic, ", 6, " Classes, and ", 6, " Particles fields"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530213217*^9},ExpressionUUID->"e1d6e392-5624-4da4-ab62-\ 2172d00fb24c"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"3 Classes insertions\"\>"}], SequenceForm["in total: ", "3 Classes insertions"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530225424*^9},ExpressionUUID->"ff76672b-a61e-451f-8406-\ 0bf8b8138205"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebe/cfdf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 1, " ", "aebe/cfdf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785302372828`*^9},ExpressionUUID->"a6ce7eb5-f4c9-4f8b-a635-\ 13afb4352883"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cedf/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 2, " ", "aebf/cedf/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785302491693`*^9},ExpressionUUID->"378c6efa-18f2-49d7-a04b-\ 4f85e3592947"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\" \"\>", "\[InvisibleSpace]", "\<\"aebf/cfde/ef.m\"\>", "\[InvisibleSpace]", "\<\", \"\>", "\[InvisibleSpace]", "\<\"1 diagram\"\>"}], SequenceForm["> Top. ", 3, " ", "aebf/cfde/ef.m", ", ", "1 diagram"], Editable->False]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.7332785302610273`*^9},ExpressionUUID->"75b73bd3-2d66-4f19-991b-\ 9ab54d89d3d5"], Cell[BoxData[ GraphicsBox[{InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwV1Q04lOkaB/CnhkyWkkjla8gsMU6jKC2ZV6yk1JTtJOlrEyoMbahNHz5a o7bMHpOvU0ydSEubaoqiTKXSoXxEJllGdBKqSVNR4vyfuS7XXD/v8zz3ff/f x8XqZ9HqbeMJIafwQ7+JegwfE4ZoUdgwpHfhVYNQuCQ1Nou6Rnf1ukfTGEI6 2XaTYHVPyRw3WFXTfMsOLo+LOCU3ZojZg72NK2H+ziiuBxxYG+adBNuZ+ac/ N8I6rdvxt+h+l7CKdNimUhA0not6G7YnBsPts70Sl8FFKZ25i2GpV793Fhy9 7UGuJ5yyeqTjBZxt+9vgWnjohfVRh+8ZIjTV0UqGf6rgnIuCOW58por6RkTj ebjm2FIhG/0kFHRpPYd7+bG+62AO80MpsWXIocQBVQkc/mppzQyYHx5+5RvM Nrdo5sJ7cvr2+mBepVPCoA1s91J/eRIsXr9PaQKXmhgrS2Dp3mUPx3C+XZbV iTtwpa44tQNmjvkNKGBXxW3mGuwqKvtnIVwUwNudBiuWbBbtgpffzmwJgrP3 F3zmwsz8MUdHWJyW9vgO+okemOPGgn2dB9uWwb2H/07vRB6lGW9eV9M8q67H VsOcpUlJc+GES0+brsASjt6lnKmoEymZehFmisV1Y4bYZzY6owye7nDAdQec cLh4Xh1dP27l9x1TkMtFw2lv4Zq6psDN8PKK0S5T1CdumgGNAdanljr+BCuD lbPzYQ5rpfEJuCi/MmgLzLvZLWyH9yQtkbvT9Re6V9jSfG8l+TjBvasmr/4F VrKsRxbB2dEr/rgJlydbnNsMS9uMAll22G9uNDOTnr+7lbsYVh1z9W+Dmxtn 1cbDvqOLjtmhv54AdvIZ+JDO2KV9cPWpAp3bcHhvfNBj+OTvX2RNsNg/wMEU 86p6PBxb6fpN8/Q3wHXVO63r4SGX7rB0OMJEJa6Aaz4q1v4FK703vTtF69lr 2q7BIUc+Bu6BA1dv1RTCMk8p1x82kDXd2U/X3439ZAFPD7Y86gY3l6SlqzGf uI9ztQv9RLQuL6uGeyMCKnbBnFdJ0/LgwKCJkwYxX02F74yDsCxgV/9WOCX/ VdN2ml/e8eDcyTh35qWXm+AG/mX70EmY59cR0c+wZIm1/nx95JkwaywGVrUH yIz0UOffxmnHYRI52PLdd/g9eRRRRs9b65xoo8uQ3Zfz9/bT+3zdSb1tIvrv MPlmh/5lnNeZLWz426WnkTBztb4+Di7tyZWUwZKserkfrKj0T2DNZsjmg78a CuHwu9WNK2ADT+24ZNi5v7E+k/pZ+JpOOMXCtl0Jl+q3rAxGvfArOacN7fE+ Lh9Ofg+rV3k6LIZl/YYfpbS/eQu+boMNVGksd/QvTH1juh+WGOn0PIeDC9Y4 pMINOi6WOzCv+9mATSn29O9rRPdv2PnisuRYmBnt+IGHfHolL9+up/vv/a9L CDdfjYlbCKtjrlj5wEzH2TUGsKrcyGsirHXgtHE3+o0OPNWSg/NKQxJEctp/ rUI+jPo2nhm8VFhRJBjkwRI2d8JGWHamvXAh+nfVKzjsBnMUB4ptMd+Ay8JX VjBf9HkRQR68ezfGDGl+L9NPPJqA98QPtzWAVas8InK1GeLtwdjPpPVbXiXG aDFEL6fSwwkmJkGWG1io37KWtYbWMy/OCx3PEKP2r0kpcEO7aPTEONQz5TK3 YMloRcp7gvtV6+pDaN4fuHH74aFgb8YXjuZZ9bjB0e7m0gyaR7payoNDbAoO dcJCje8Ef1h1t2nRbAc8355yJBuunqprHgWT4ikH2agndlleVAwbCApypHC5 sPlWJ9xgc953Hvrja5ovsHnYP09s3Qab5cz35sKlVvc3HsA8RWMxKmfYIGdr gDGdN/Nl/AI4WtqulsKkXpjlCJNhywUaWK4UBU+HG9Kc8hyQl82HcduHaf2+ a5EusJZhY30THD0UN6YPN5hkjRTSfhc/eH0F+yMKlFl7YOHpL5Pt4KJDI2F+ sKRzSnYk+uE9mOBkCSviuffT0G/KdJF0mOZ3k1+VjPnk/00dfA7zb2jND0Ee bG7bihp6/6au0NsxKiCctdddFfQ+zQ1LGjciIOF9Zter6X181hd2dlhAUtiZ Pk/pc5usxrDPAiLt6q/S0P0sy6BNHwXEm+RF0vocP0uPkx8ExIjlpruG+m1u Bm9QQGR59o0ZdB5P88KZ7wXE94JHxjOYifp0IEItIMp604ZZyOfQc638WXD4 41VPRLAs1/2NO+xq0vjkBqxKLGsrhRMCVhqNd8TzB0U3fsF5GqE1ywtmSuf6 xaFezwuLwH3wZvm7LYXop/IPzpzzMDlj+vCdBvN2aVvU0vVadzmLPgmIsMXq RxVdn+/bvgfz7X68dV0vrLD57HZ8CP22VZ3rpvvTPTx2II+aTxenPKH1uX8m jMCu3Z/Gl8OceHHfgi8CIg813SKlz2flR0yFhzrWx+6g55exvY5gvRFvZpM7 rPoSxZzE+YoKjfMkWu+hZZ0/6msce0O76Pye3X+dQ77O2gOm12GFWU/JNczT oJ38JIs+b/V7fwTzj6hLKg7CDP/3s1Fv4TtHs3ZRL508IHuN95fb/WcM3V/l f6+1R0DU2iHF++nzGpmOh0pAgk1DyzNp/v8S3x9qFRCe9OC6Snp/t5gZiBow j+Rr8htq7aK+hdUC/J8aLrSjefymu/GhHPmc+8/NndSymDkDJwWk7scLoXJq +sm+SfTo9z+Y/wPc/pV7 "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {2.6125141805200567, 11.914057016624067}, \ {1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, { 5.999999999994543, 9.999999999994543}}], PolygonBox[{{3.4609327677584254`, 7.8841106397986875`}, { 2.7951409921073664`, 6.808600848362362}, {2.2829934723757828`, 7.423177872040263}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {3.387485819479944, 6.914057016624067}, \ {-1, 1}], LineBox[CompressedData[" 1:eJwt1n001PkeB/AJSTUpNWVuJDIyYqbRzsrNpMFgroRm7axFKlvtiGIPV3M1 rbnI00pCoeSOkqw8c2uLGNssKnVclMcKzUp6sjcijdz39579Y36/8zqf8/1+ Hn7fM7+fWXC46KAWhUK5iB+5U6jkYsOn6JE7g0/p/cUwWh+2vyXK2wnTVjdk WsENfoHO2bCxovSFDyyr0f22B+Y8l0vjYUm4jmylBZ+SIOC2NMFtofJiFziN GjOkzeJTStR57iHwxICvbBesM3vBNw5OnlTqn4cjDhp/nQ5T7wjHR0l8e5Tk FKzxtwqyZaO+5V8J5HB+fP6jaJg7K7ORwEzJ4FQdrJxdpXaDwz7G33wJczoN 80zgqGfLkldt5lN8BEvv/4F6NWv2C21hTdfvrDtwrjrriDPMMCtKPQvP6O+e c4MD89QFoXCb4OzpHXC38eI5dxL/T6s7CxYu9nlrA5epf2w1gFUWfD9jWIeW YvQO+RW2+cWGcNE+elEr3L7p6a318L4o848XYY3J7DAXTvuwvT0KFh591iGG TcVud71g5rrhqwmkXvrXx9gwtfKJpgH2nRAbrYEzyqpezcGBWVcvLoLbxtg2 ruhXcmEoUgdOs62wyYCVD56eXgYbc9SbB2FGyR1fc7hB1By2cSOfMrYnMtMV lu1/xA6DJS/vJEWSec+ppkrh5CGXV9fgjvn9mUOwQr1l9jUcYULjL7XkU2wC 5tK46F8+HXLTCpaPenLkcN3q524OcNqvKU4P4IkSt9YdsEeOMpHKQV/9FtVb 4VuGo8c4sN+X0mUMeKZCZb8blr/ICNWFtXhatUfgCfuPD0l+tu/8gpNwYKx2 7r9hwZj9iXNwrr+lJAmmP3vbVAjzxyTa38KOT66XF8OTb9gcFrFtS+QVeIj6 +ZwuzJx/nlhA8ltmXH5BzmOmUUEmqY9TKemEN0SGlcbBMyFrk9tgoar3fjgc RUlffx/O0N0tCIAp39+t74cLGKtD3ODupdaiafjtVW7WFlJvpbWTKfIFfzmy 3AyW3av9xhf2OOVjsAoWvp4aOQOfN7mrWAzzeKxfH8N6KwsyF8JVA/6xpphH pkWCbBGccWckNAyOaVRVLIdpl+ubbsCDsTkcE1jAbb05D1/69KCJ5DdV9zc5 MXEevnvU5Un6Mdc5cRxWO7+6HErmsalEUwrXzPI46SR+yKX5Iex4L2lXLaxs bnr0O1ynqa7pg6kdOb3v4PE3jYsotvjf2OZKeQN/7gmfYsB691roT2Fx9gDX HW5/7x+jgplT7gUH4eTp/o+FcPRfcu1i4cHGsC4pTL9Wuy0LDrwQn7ETZuQE MwvJfnFB48awx1E7VQncYRZQ+g79qXp5xqWw0CM9pQXufRaQdAXmhq81KCLn J2Vv4QWyv0+dLBWeVYy6nIJVAWWK43D2iFx2HC7xL+2Wwvq8H+Tfw0rpSnUc HL3nUoEITmtv0zkPi65HcBxhWkVj921YWTibYg2XeR4KegMzjMrHjWD5cK+5 JerdWKI8uoL0T2NzQuAP3t5aS+AingO7Gp78b554MSxwqYnXwEUfPvbpk36M DoYLrbCe8aRmLYlreVllwo5bdRttYHuzMa0eeCJ1Y4YAzt+1L5G2Cet3Ncbs hxnzW7KEcPHxJdlxxAfGo3+ANcKi5mI4Kn6Qkg4z3MS/tZN5ndTOuAj3dp3Z +R7WGfVaq4Answdn6VvwvPbRWefgXHFcPA+2F9wYlcNuA90VgfAE/cTL/XDp NuERKVzErBU6wHo9rSPpMOer6IjlsH5JXcS/yHpe6uJh1J/bTb/9M3ygMbS/ Bs5ecvt6Oaz4+5KrSXD09omz12CbesWKYDj5wUzfZbL/2PpjAniwx9Mlh8Qd sp9w4Kiu7nuJMNeouZMJ28xePBcJyyMX7mXB6ubY10EwP9h/xhHOj/U294CZ ZdOyPXCcuVeWHYmzB7nJcPCik4kWsPonZv9tmFLYavX/eVi8uqoh/qde7HJY err6qDP6K6hU7KaS/BUT5WlkHkMGLBLPFhlX98JvLSvFZH2Hs3GluTXyGEbf s4Rfa6rGD8Nt+tsdtsMZUu/OazC3lrvGD64SLDBRwweUWSnH4ASfNy8N8J5t SV2ffp7UE+Pb/gXcsWnD+ybY8/mCUSHM0XMJG4V9MsNfk/e2KFOhoH6B/b2s WJ7w5wPHt9nCM3y3VAd4zamGDyLYOGZDhCkcFnypNgLOX9Wh0iD/4b0vT6TA yruUzk54xqD3Qj6scgzZdAXuGCg/+zMcWNb1UzQsurzSoQpu3+HY9Df48UHh FWK/qWNSM3jSdaHdNViaWGdHgcX/0M5SwMlFCZZjmNfh4piCMzD3YfyyAXjF 2v6wWFgzMmzdD/ubOtiHwmn061tHYZ7nOpEYVjf95j0Px3y3kuZM+vU3+cTA /ip9asdmWOGaxRbDT1sWNJvCvwie+Z2Bx1IKNath6ronUd1wUF/1oRWkvnJt s3WYB2/4RjFxcgOtXgJnf+NvaggLHzf8WAenPeh7a07m6aK8MgfT3Lue25F+ PzkmO+G7ZvB8QIo3mRc3t/4EXLUuwPIIPGafyK6Cvf766n46zNtq7dQDq+J8 xbXkeZhN9/wBp3uxEvrgMGmqZJ7153cb9887m/8/GvyDFA== "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {16.61251418052006, 13.085942983375933}, \ {1, -1}], LineBox[{{20.00000000000182, 5.000000000001819}, {14., 10.}}], PolygonBox[{{17.460932767758425`, 7.1158893602013125`}, { 16.795140992107367`, 8.191399151637638}, {16.282993472375782`, 7.576822127959737}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {17.38748581947994, 8.085942983375933}, \ {-1, -1}], LineBox[{{5.999999999990211, 10.}, {13.99999999998223, 10.}}], PolygonBox[{{10.6, 10.}, {9.4, 9.6}, {9.4, 10.4}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {10., 9.0548}, {0, 1}], {PointSize[0.04], PointBox[{6., 10.}], PointBox[{14., 10.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T1", " ", "C1", " ", "N1"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebe/cfdf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebe/cfdf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwl1wk41PkfB/Cfo4g042rdM440rSMpxUYzUXayuy3JUeuKaISSlWuxQxKd Y1nZDk0W2cIiGykisY4cyTFJckTE1ig0zv7v3/P3PB7Py/f3+37fn+81aHsf 3+crThBEI77Jn8TCF3zpsghpEoYs7oBV4cgDWLB+bWyHAYvw7F7aEAyrOE5M FBuwuOfymck0mPWoW5OPdjfHE2ItOiwiI1lHJxN2Lla5/QssrB80zcfzEwEN Z41h16SRkka0D1tEhYxpswhG1pzZDCxFDD67AydlzKcaYvyNxflXokhHPFkR ZMgiJuzC1znDXGaY3V1YOq+cxoQHypSfL5B5BSXxZqQt7T5aG7G4aoz2VHM4 QrVQ7jSspRX03hYWUrRbq4xYRGjM2XQPuEE57fv/0O40GaAYQ+a5P2O+xpjF 9Vqs5N2ApcPM5miwSPqMZC3MO1BVpW2MfkNHXd7AbI09KYpoD/Xm8gjUZ18S uncW/b1hBIiUYF7p15nNGO9L7hlrGtnOCOj7HTZMc/9LE84z+GvOBc+7Kvav pMDVSV6OyrBhfcvwR3L8M9OJz1CvpLFUbCNcLW22kwfPPGLVpcLmikpyTqh/ n1HcXkcy/yhdTxftr8LGd8jAHH1bmyXMr3Wd0PgBnUV48SiJI1gP379Tpfxh c83Ddq/gGRm7l2vhalUTLbQToRWZkZdoWN8fZ8oW4RVdrQZLWshDzZnXQf/z LilENKwSyJN0hsWoP++mwvQvOexU+IutP6NSE3nibhf1wEsfjS8kwCqt/Hoa 6s8XTH3yI11jNnwEHrLICvGBvVRrPPLhT25WNeEwX8Pu8Ti8Iz3QlQ9n8Jdn NDD/Gm19fAHMSSg4agMLuzpM1DH+WLqK5U+w5aHHSt6w15SDnQ+c8kiNdgsW 9razyXYXSY3tb2BCPfQx+X68iWeVIuplL21X0II37W0pNYEjwjUdJjG+2mtZ 3W1w9eygRTHcH/Rmux7MqT4vGQwrrHx5ehb98eNMthvC157Ovy+A8x6Gnx1H /XVirS3fwSYX3Xh3YM/JkLYO5BfVZN85Ce+48PC5LRwhW9BqB6srM+/na2D+ hIMuRnDnDkJDBhb1iaa04Fr+NhlfdZzPt6kxdNhtgnq3Vg3tPtErTGGlDyWK hnC5nULVPtjy35HcP1VRv5SIEgf/YXNJfSPc4B1QUAGHZg0od6jg+feGxYtw ZRF3+SI8ZuZSZ4N6arR3DvnBVA8N+/Nwqg/l8AFYtCCf3QFbmvbVHIaDzU9t wnkgrHK2Tp6G+c8237ODOUVuf5fDQp6ifxi85PjHxGeY8MigpcHXqYsvrJAn w67paBb5/q72AwmwwD76Nh9Oc6q3roOLjIqUL8EXafFl8/DY29KyY3DVc8tQ GuoNTtf33glLKLgrb4S5S2fTVsH/uDju04c5bc8ONiFvQ3rOBgnYKzlS7wy8 obd34Qn6Y1yOTifrXTXelxoIi34JPigBe6h6aCwib1Ks33+NmB8+0S4eTs5P Df3EFThV53jj4Fc43xmU+HC4Qqe5aSdc3mKn5AM/Zc5OXVuL+0DS/YAHfKKZ FjCnjP7fsIr84d8v1tq7w0UyR/gJ8H5W/YFWJcx3jNRAARw13HTeAeYK/H2H yf1zoX7xnSLu03WW8TrIJ3b1p9+uw9RDyVIcOMj9xZuj8NiaoOAiuLfonZ4j nNFlKy+C7ztQ1ZxIT06zt2N+nu6S2nwMVlGKKybX59pbq7wr5Pued3+4BU/+ kFTYBecJ1hc3weu3BJSpIo9Kbgv9NazCvPHAi8y3XeP2MOzaOXIum3TCvxsF 8C83p3VfwxGd7IBKuMtAe0EG9Y6JM4bJ9T/9LnWvLpwhSOz2gg8I6If04IER gqYHZ9UFFcjCwqifZYaQv+5WnZQA/ZnIFhpnwluiOgqSyTyr3C3c4MeR/jY6 sPDL3Sryvjm/JfVhNvKzbgaumsT8Vf0xbaYMe9Vlvq+F/VbeqYxQwPnvr7n1 FxzoHEvpksd+etJVmgn/mDX7rQks7WfT8CfsoenxG4+K/RR6qrIc1t8ouvOZ gvk/L321D849V9Pyfg3e13K8IYfxbcWfR1NgeuKvrntgvl9UrJcc9re8Qh15 njpOPqWMrsb+6WBHd8IR+Z35N1eT92H3S/K+c/3u/mIKrLIu09ybvP9oL4dL YM7X7yg34eDZ+YolOHg6ems3XBEam+eP/hteyEt8gbfqr/tqEm53Xx2iuhHj 756xiUSeJNMolh6cETL1UhL5eXlLi1pwt5XzzXg4b6BSTgaOUq+gvIUH1snd GUV/pZWWC4qo30RTru0e3GZVwNWCBz4bqMfAZZfpSlQqub9elVqS6/e7GtGK 9zmPA9TnUJ/S5KOx3bD06tVz/8AVhRzls8gT8fHBVBh8WGfb8RvIy647GsKE n/occbyA+tqdpE4pwOl2KSbusvj8utpz/SPmmyPOkFaTwfuWlhcH4WBhT2+b NPKvzXQdgLs3c6XOSWG++xsMP8CmnRY5LiuxP2SP+pDrsy9Fe5C1AuuT1ZVo AeeN+XHsJZFf+6rfCXi6KGb0ggR+f294SwncHsXKXBZH/nBKPnme1uw9opsD i15nfEPeP6EOEuZxcFHRlGkSPPqque0SzKP0LDbChg/kLJphrs+Z3RKY34R0 JX8D9M847mi4CZ4vkuXkwg1bzfwd4MWOgm4T5AkOORLgTbqnNrEKFvB8jvnA VevDtGyQ33zeMGE/bGs1UlkCc/ieaVtht12emeKoNyNyjb0sTOzpz9oAswKV 1LuQJ1GG2UGHg7OkJtPhvfSm0mFyPpqj9fbDZ/0YvGCYPVXoQ4UPNl6LbcD4 7BcTTm2oP2nzHq8PyCtwsD+VBguMd96aQH1J1v50HzhsliZWL4b9LWY2bAW/ k7g1lERgv/TX9euTn5fj87O/LjMJ4eegI+R5/V6x0/TDAtw5TjDgvn7uyog5 JjHwTaQLC9aQd8rb9JlJsLqsd5F/PySMDz8ymWESvCf/9l0hz0/tuH3iJybR wL98XgBTNZR6dnxkEhmjE9s0kZ9acj3z0BST4Dgd9PUl77flOG+hkElwy44F FsACjo/ZW7h6qCJ3Co723X/PEs/T+5v4xpg/Qcj9i0MwURrIPgTbZ+ea1qP/ 8p9fK5+BsxNuvniG8dnONUaZ5Hm7XpX13zS8ezYyB4740NpJzDKJIgWL8mvw lvsvN3yC2QZpMQlk//szlAo/k/WmGnvA+Z617zVFTEK0P33SAM6zzyY2wxF9 rEgh8rmZ9ToO4fny5Xj5v+GkXcG2+rC5sZF1AMx9xe1exvyYP3EsZ5D3R3NA 1gnksd8kRp3A/DCG0q8nIz9X/Omf5Hk0PJkd44z62Zt7Pc/B9MuX23omMF9B BVeOwQT1n47qUSaRZF8/4wVLb/jpt4xBPH+39ltyvb3WiaS0XyBvsm7KSbj6 w4PSQ21MgnHUcjEdZgUtKr9+iPVaOD5WR/ZHfnGt/v//hzHrfw+7ohY= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[CompressedData[" 1:eJwt1ws4ldkaB/AvSlKhOKJch7KzXXZuiejroojcotSENBkMEya5jDR77Igu 7oRDLp1ChNRGIVvueyLlnkQ0DlKJ0i5qzn89z/E8rOfnfde33vWuvT4PlRN+ Dh5CFEW14ZuMbBH8oNRoSvAPvpg01SVgPtwG+y+NX2esSVN/vX8WFQ73pzQI e8P763eItsGiQS9OXdSk2aXlG2PkNtIUz3p7VSYsZM9c7QuHlG4Ty4Z/Cf1y thZOS3TwSMD8pth7T8Q20VTV4405gYjvfVGuZw+zv+kd2w+HhB7Qj4XLOr6/ l4bLN3Q+r4NbTYr39aG+INGO1tfET5/VJjNp9u29YfsXYYsl4e/sEF93Ufq4 iDpNRavWRUkgvsS3v1YYlizylurWoKkssaRHn5Cv3OT7NFeDZpsEm3i8JPV0 +0SEIS77Mn09D7Z727zvJ8Tzug7fyyL1PFgRdRTxKyx9k99JfqHZM3c4otux 2Zmsf1l5KgQO0O6z3w5T1kmV1zC/+jI/VR0eUTFwe4r4nl+Lx+VhWsH8iDjq 7d1ht0qR7N8iIckBtqno0tOE027dyMiAYzmjz/fBXnLSraPweSMFvj9s5OZ1 Wh392R6+uO4m7G9ipOqB/urkiRmMwzyN2uo0uHtDJ6WD/cs2RRXUIT8w4uh4 ODFT5p8+xA1chr8/If0RTUwbQVyivtDoBwb6o2KsMoB44bd97AC47Dtf/hH8 2Kpz8gHMrk0dxnlTT63X9i/AjJLSsz6wr26+ku5m9GeT9C0WXC8npnYM5onb Z77HeTCidd+GwCP6nMEi7If/KE4/Gk5zEUh5w9aJlV4XSX7Sm9cayF/ovJrP hr2iPpR+RD932IaW+pJ8txyfNvhrTFaLHdy6rCusCJaeL8vVgRl+mQmZ6HdP YJHBKjj+SlpyFuw6LZQxiXrpNn5qCczbaP6cD/fHF3d1YH7Dqd0d5WR/mSEP FmHPz7Nz12H/GYawIepx6qZscmA7W/H2YNRb3DVgUQhLKns2PUT8mWJ8fh0s iJ45uBz7d/DNDh2DnS3l/zqA/ho8kFsvjXr8X55Mj0V890kLI1L/iItGaDPi 4mdsJlNgyY8pmbPwktUj9aMwS2Vrl6QWzVZf5M7roW7nSfd8JS2aaqDEIqLg 6IaGAEX4joOadR/cepJxYjXy3/QPOKqiTtYtwdm3eF5Ca/ugJ1xmnHKFBzcy j0bmwdGr94jHoB61BZ3fn8KCuTkRch8v3BBhz8FppsmvRRDnW0mKiWL0kvrB qgH7Hb52iJaAlUW7X0eQ/bte+7YC7hydZVnCc1HvGr5gvvLzWUc5ODnOqWAE Pq60a/YT6iw/tmhYD/sfFhJ+BQfaf7O7Boe0R9YNov/plm3Lwkj9eXNXxmGF LKVfjsJGm94tUhirax+e2oExfiWnbTOe39YyX6VJ6u3514wrxn4H7T/UME48 d2/JwqjPNPBhYMwZ36w2hpGtMMfZRvqhVclhYr93068pOcOMd2+NT2MfF3n6 wxx4JJSdXwFPn/C/W03We1V8HOdD9az8PvUNnjn9+aQq+t0hrmNpgd/nXDq7 ax+82X5BldxDQXrN1mOwNrPuwhQcb6Jh5Y7zMuP0uG7HWKVi5nwI45T114yL GHOM3dfg92z7DEvXZzDPNWleCpaqvaeyRhv3l7LeiftKiZpO9u6BJ+bzmq/D g12jwr5w50f7p+7YT9toRW8kLBl5+ZMCvNM3npUIM9b/MzKIuk98ssxPgL3U Qzdnwwqp8eEkX/Zbn7wPzLP7muAHRzMrk3ehv1unZs0dYHaYUac6eT9lP3Fh ETeOOcnDMhncwVWkniO6w8qwkPqevinU76zeb2OA+Z1zio7tsGyOdTnps1Me R64SnnhzziYG7mGIXrmlRT5fKysbkR/hfCaxEPbXuP8O94n9V4nvb1wy/0Ni nC3pc7tWWwcsuBYkuIr4nb0/nfsEFzxvCB9CfDzAo5lB6ldPzZBH/zSVxzQ9 4ZkIgZID8qxb3AtKYLtPaW5hcMffcdxFWHRDnW0qPKu0EGKjg/UX8m7mwqcT PP7OgS10uW8y4d8SKl/PwFWeM+HReL4WdY+nwEJ9ZsOxHvCJqHXLd8DsP9PX GiJ/t/FntR9h0fNxNxZR76WKebMAuN+L412jSfPqPbz5bLggKGowBHGR3uTk GDiHpX3DAI7ac7jpEnme0BmfefRnXF9i6AIc7z2QhfcPNXdh5PY5sr6slUUC /HPKHTvyfLtntlP+TJqWXBMo4w4zSjlObkyaZ7L0jyBb2ItrkOICzzuOfzWF qTzPEZw/LaPZx9SGJf2mU8n5OBWuDlMh+dqPLbnIT18VzJIj67ec7ZhG/sd+ 4SMyZH9L3/2ohf6HWcRXkfhM7lgp7hO9STOnTpXUxy8wxn7pdEZIpD5ssabL Rhj9+dA51mwFG2UlO5hr0byBgPuTXmR9wfKZc3BT9fRSsn8L7tudt5E/ZNw4 XUbWy+R8JZ8r84kruwZglqxvxDBcIUFdENqCuOpy8VdaNG3dZKvNhPslFAvI vXJTfX/PHo7+6LAFnyueVPWLu4EwZfajI+4hj80+PZcIdwZc93NEvu7dh2FF sPPu6DMycHB9UG4tfPzck8Yu7CdiwxfxNjhtx+mFOOy/9/Oj1naYXqHYbIPz TT2op/WYrBc9WiKFOPPx1feNcJVQ49tX6J/ykhbx+6Tevy+Z1uB8R0qbWwph yY06lf9B/63SWJFpcI54CTcTDufqP46CZb3/24A4u1dvKyOIxMMcUjCfd33j Bhkv2N9tiRh539kftp1xgb3GuKYyWN8ntuCFM6l33Cz3IOpXD1qsOQJPmPHl 8d5iV9RYqboTb3HbRt43Nfbr9/uRfpxzsmWgPxKNx9ach0eoo5W+6If4ITUq m+Qn+S2Qe7uLO7e/Dha8P7psCE4v8Xw5BvPKxCyEtdHfZTd+XamL/ow/ebUe vtvXxtGHW0f/zf1Bm2YXnQi56gIX+M2EIk5xqgOVIuGcgfs1QojXptL5hXC/ 3PDgC9Qz75Yz2kbmT7+ZJe8R4avCda/J8z/zH/rh/NeNjQd8gQUhK0O1ES9f 4cdZrofPU3B2MXkvy/NLusXh492HRApwXkldu3Ml4Kq+ZNVf0J9TyQZnxWB/ qx53fcT3bKEtKLjswKU7+LvH22s8x5zF86vGKk7hPlCXz++OeAWH3Ny58yVs +N219QlZP4Yvgr+DtPE8N+YhqX+vWMsHnFedmblVKWw05XN3LfovGWcYfB2W nHm5ZSfWl5KesMyEo8ftZ3+Hg3yP1GfAyg3c1bVYX9bxRVw2zLCY0lyKfsTe qF5bRPJ5MVxrOMn50IFaUs8Fk6+JeD+tYM9M9BB7LvPtQj8m5U23fST1uIjw xXAelOFJ83XYX0Hw+gOG6P8d51U9prDsNsX2g/D9wir2z7BX0NCQO2zam90Y B/PozaNumM968126Cp4olpa2QXxBsW92CGb0T/6ppU3TwuT/D/3///+hRf8P 1ZrU7Q== "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {14.845769235517452, 15.437507644825484}, \ {0, -1}], LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726, 5.999999999996362}}], PolygonBox[{{15.597022314125994`, 5.440297768587401}, { 14.442779173482405`, 5.9577171074965944`}, {14.363176198265608`, 5.161687355328604}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {15.154230764482548, 6.437507644825483}, \ {0, -1}], LineBox[CompressedData[" 1:eJxFlglUVEcWhhuQEREVFY7sgm/pfiABHA2giJcIE4KKsopiWARk8fSwOMhm WGWxkcVWsUOwbSIYbQhBZekoElwAAYmIII2CbAEZUNJoCLjBVM9kyndOn3e+ U6+qq+re+9/f6GC4a5Aii8UqRj/5+38PCar/fWsBK4ST49hBgNqP/eVLoxHv yRJ/LSbA3NFFR/MtYs5D/nAeAbzYkJLALG1gRTBLP6QQkM+5MNNooAOsfL9b 2xELNWYzamoRi4LO3M4h4GZPU8o5Z120XkPg5CUCHGYUnw0+R2wo/k3cRkCa 5doot0A9YAmaroa+I8Dw/vcqnGeItQ4PrLMgQXCcr2oN+sCCDTviuCSMysL3 UacQq7c0PCon4aEy9W3YA8R+LW3hL0ko8OH2RU8jTh6YO81Q0Bw7P3eFZQAs idiy0J8C3tRGW+/3aPxy+LI1fAp6NCLqG0YQq/R5vJZQ0Pkx+tdndYjzzcMS uyjQ27Kp1ZOHuONtBW+EgkKN6NwDe+Tj+29GjFKQ+9YjOGy1fH+CLN2nFNhc zIgwkKL9w4n9KncocJoxzV50EbF6v6edkAKrG3r6gbGIY+f/5hpBwUF1s3vq BxBL07d/vpmC5/0uKuCCePB3B/t5EnzGRANB+xGLJjtX/UKCbbhCjnac/H7u FB5IIsG3NlN5UQViQ2u1YTsSDAInL0jnEPvlvnBaQoJacamvlxfan+jdkIqU AE8jbYlvq/w8sUKbSgKkTbbm8zvQ/Qw+oIWnCRCJJocKehGbr/l3aBoBfS8T uSrha9H8XWpuyQTEWKm4v1IyROcfupbAI+BimoOyZDfi2C0pR4oJkHVZ+RYJ EINPrM09AkyYrBNRfXJ+O+UxTYBOumWBk7YRuo84s3aaBJcavamUXYjH/67k dpAEz1m7oO4YxLGuNh7FJOg9czYLP4fY6hWhO0RCs+NjbVkZ4sHxUyMGFATu rb10pFo+v9FfyYsCsfWvvblV8u9/eKPIo8Cl0rT5K7F8PPTIz9coOPRmgNEQ IGa5SwI7KMjbuD+lOgnx3InquiEKzLsjg6wDEDeklSiMoe9ldhNSe8RShV2L +ilgGTQvG6YRq6is4DRTcM8711a4VL6el8CnlAJFbr2G9Qw6b0jnv/TjKDAL +9b98ihix8WvdtlT8KcHd3vBc8RSk1HLJRSkln1tu3sIscpkaUgrinf2GZ/r U4jnJKUFPBKyS++2rF+M1pcl89J2onx3cdcpM0bM+eKn/lUkjHO4q0q8EJsX Ja4bJECiFM3Xzpfv33gitYaAzrVJp0oeyufbmbWdQ/UWlSc8rrkO7c9wxjmd gPqvArdd90WsdU70NIkA65kMz3dlcs5MEmcS8O7aXYHaHGLp76YhRQTQHfZK F+wIlA8HXT67RUDqjWCr1AzEWjkp/HECnizEi2+guLMqN8iq9EgwyxrIKkB1 zepwIzz2kpBU9/JYA4o7S2bcN3GWhLDV/sHOjohFyWvudJOQdet4QpsP4j3f TWtpUDCjme64NQxxxxbC1pmCRUur4ojDiO9nN1WkUCC92rEnCuUNy+qFzoZy CoYz767JckEsKNZ43UbBtqjGef3N8nHvK3kDFASwA5ZvMkCcLJqzQPG1nV1A D4HHi58WTbcOEXj+vbzNCsONBF5/XbzNeEwFgf+/xMbsp5zzBN7fwp87MvrO EHj/K17G1945S+DzHbNPOL4R1cn/z184JRRcrf10P+kOq9O29X66v644w5hQ ZRLfr6liuofDFhLff8qXguZv4kgcn+cWNz/41ZM4fqq7bYLfLKZwfNvU4q4o u1M4/g6S7xp2iiicHyl5Ef4JExTOH4vh5H96m9M4v3bO87hj4TTOP91e/ivv H2icn5sqy0bdu2mcv7EHbD5/PEfj/C49erh450r2p/z3/P52pQEb18eycn5d qBEb10/3uUNle3XYn+rrrN1kkyob1x9cirzt/weN61PpN6vX+r00rl/hynpN 9k0a1/dO7dzCpiIa1390e2miUzKN9UG43PDJZDCN9eO6S6dVjQeN9eVRlQUd uYPG+nNB7LjvpBON9Wnrz+vHVrjTWL/G6asd+SE01jdq9lahcRaN9e/6jpGV iddorI8Tx+6HVo/RWD+l0pijOQQb6+tJ7WZRQDAb669/4o13X1aysT6fbJkt W/WBjfW7IBtaEhw5WN+rLFTzNp7mYP0XCAdfsJ5ycH/YF/mG6NBhcP9ItDDt eOzG4P4ys1u18nQag/uPO23z8eNlBvenIKck6yN3Gdy/unLN1Ns7GdzfNFf3 vPftYXD/exw3fn72EYP743hJ5HS7fP5f/dNnceiNbyoY3F8PVdY1y04zuP9u VfZ44HSUwf25NqZR8mgvg/v30cDRwq7NDO7vukqNWnwjBvd/wWyzaO1yBvuD et6on6sig/2D1rVkpbIFDvYXEteWlQ6LGew/9JK411u1GexP+Esc3biWDPYv 5uU18SO+DPY3f5yveH+Yz2D/88Uh2T+etDPYH/lnJvLz1I2xfxKm6m2r8jLG /qo65ngdWWKM/ddNrrnyeZkx9mf1jW0/tm8xwf4twKknKjrNBPu7RJNTTHwj 4r/834KC/L0e/gNpNPST "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.0548, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T2", " ", "C1", " ", "N2"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cedf/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cedf/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}], InsetBox[ GraphicsBox[ TagBox[ TooltipBox[ {Thickness[0.005], LineBox[CompressedData[" 1:eJwl1wk41PkfB/Cfo4g042rdM440rSMpxUYzUXayuy3JUeuKaISSlWuxQxKd Y1nZDk0W2cIiGykisY4cyTFJckTE1ig0zv7v3/P3PB7Py/f3+37fn+81aHsf 3+crThBEI77Jn8TCF3zpsghpEoYs7oBV4cgDWLB+bWyHAYvw7F7aEAyrOE5M FBuwuOfymck0mPWoW5OPdjfHE2ItOiwiI1lHJxN2Lla5/QssrB80zcfzEwEN Z41h16SRkka0D1tEhYxpswhG1pzZDCxFDD67AydlzKcaYvyNxflXokhHPFkR ZMgiJuzC1znDXGaY3V1YOq+cxoQHypSfL5B5BSXxZqQt7T5aG7G4aoz2VHM4 QrVQ7jSspRX03hYWUrRbq4xYRGjM2XQPuEE57fv/0O40GaAYQ+a5P2O+xpjF 9Vqs5N2ApcPM5miwSPqMZC3MO1BVpW2MfkNHXd7AbI09KYpoD/Xm8gjUZ18S uncW/b1hBIiUYF7p15nNGO9L7hlrGtnOCOj7HTZMc/9LE84z+GvOBc+7Kvav pMDVSV6OyrBhfcvwR3L8M9OJz1CvpLFUbCNcLW22kwfPPGLVpcLmikpyTqh/ n1HcXkcy/yhdTxftr8LGd8jAHH1bmyXMr3Wd0PgBnUV48SiJI1gP379Tpfxh c83Ddq/gGRm7l2vhalUTLbQToRWZkZdoWN8fZ8oW4RVdrQZLWshDzZnXQf/z LilENKwSyJN0hsWoP++mwvQvOexU+IutP6NSE3nibhf1wEsfjS8kwCqt/Hoa 6s8XTH3yI11jNnwEHrLICvGBvVRrPPLhT25WNeEwX8Pu8Ti8Iz3QlQ9n8Jdn NDD/Gm19fAHMSSg4agMLuzpM1DH+WLqK5U+w5aHHSt6w15SDnQ+c8kiNdgsW 9razyXYXSY3tb2BCPfQx+X68iWeVIuplL21X0II37W0pNYEjwjUdJjG+2mtZ 3W1w9eygRTHcH/Rmux7MqT4vGQwrrHx5ehb98eNMthvC157Ovy+A8x6Gnx1H /XVirS3fwSYX3Xh3YM/JkLYO5BfVZN85Ce+48PC5LRwhW9BqB6srM+/na2D+ hIMuRnDnDkJDBhb1iaa04Fr+NhlfdZzPt6kxdNhtgnq3Vg3tPtErTGGlDyWK hnC5nULVPtjy35HcP1VRv5SIEgf/YXNJfSPc4B1QUAGHZg0od6jg+feGxYtw ZRF3+SI8ZuZSZ4N6arR3DvnBVA8N+/Nwqg/l8AFYtCCf3QFbmvbVHIaDzU9t wnkgrHK2Tp6G+c8237ODOUVuf5fDQp6ifxi85PjHxGeY8MigpcHXqYsvrJAn w67paBb5/q72AwmwwD76Nh9Oc6q3roOLjIqUL8EXafFl8/DY29KyY3DVc8tQ GuoNTtf33glLKLgrb4S5S2fTVsH/uDju04c5bc8ONiFvQ3rOBgnYKzlS7wy8 obd34Qn6Y1yOTifrXTXelxoIi34JPigBe6h6aCwib1Ks33+NmB8+0S4eTs5P Df3EFThV53jj4Fc43xmU+HC4Qqe5aSdc3mKn5AM/Zc5OXVuL+0DS/YAHfKKZ FjCnjP7fsIr84d8v1tq7w0UyR/gJ8H5W/YFWJcx3jNRAARw13HTeAeYK/H2H yf1zoX7xnSLu03WW8TrIJ3b1p9+uw9RDyVIcOMj9xZuj8NiaoOAiuLfonZ4j nNFlKy+C7ztQ1ZxIT06zt2N+nu6S2nwMVlGKKybX59pbq7wr5Pued3+4BU/+ kFTYBecJ1hc3weu3BJSpIo9Kbgv9NazCvPHAi8y3XeP2MOzaOXIum3TCvxsF 8C83p3VfwxGd7IBKuMtAe0EG9Y6JM4bJ9T/9LnWvLpwhSOz2gg8I6If04IER gqYHZ9UFFcjCwqifZYaQv+5WnZQA/ZnIFhpnwluiOgqSyTyr3C3c4MeR/jY6 sPDL3Sryvjm/JfVhNvKzbgaumsT8Vf0xbaYMe9Vlvq+F/VbeqYxQwPnvr7n1 FxzoHEvpksd+etJVmgn/mDX7rQks7WfT8CfsoenxG4+K/RR6qrIc1t8ouvOZ gvk/L321D849V9Pyfg3e13K8IYfxbcWfR1NgeuKvrntgvl9UrJcc9re8Qh15 njpOPqWMrsb+6WBHd8IR+Z35N1eT92H3S/K+c/3u/mIKrLIu09ybvP9oL4dL YM7X7yg34eDZ+YolOHg6ems3XBEam+eP/hteyEt8gbfqr/tqEm53Xx2iuhHj 756xiUSeJNMolh6cETL1UhL5eXlLi1pwt5XzzXg4b6BSTgaOUq+gvIUH1snd GUV/pZWWC4qo30RTru0e3GZVwNWCBz4bqMfAZZfpSlQqub9elVqS6/e7GtGK 9zmPA9TnUJ/S5KOx3bD06tVz/8AVhRzls8gT8fHBVBh8WGfb8RvIy647GsKE n/occbyA+tqdpE4pwOl2KSbusvj8utpz/SPmmyPOkFaTwfuWlhcH4WBhT2+b NPKvzXQdgLs3c6XOSWG++xsMP8CmnRY5LiuxP2SP+pDrsy9Fe5C1AuuT1ZVo AeeN+XHsJZFf+6rfCXi6KGb0ggR+f294SwncHsXKXBZH/nBKPnme1uw9opsD i15nfEPeP6EOEuZxcFHRlGkSPPqque0SzKP0LDbChg/kLJphrs+Z3RKY34R0 JX8D9M847mi4CZ4vkuXkwg1bzfwd4MWOgm4T5AkOORLgTbqnNrEKFvB8jvnA VevDtGyQ33zeMGE/bGs1UlkCc/ieaVtht12emeKoNyNyjb0sTOzpz9oAswKV 1LuQJ1GG2UGHg7OkJtPhvfSm0mFyPpqj9fbDZ/0YvGCYPVXoQ4UPNl6LbcD4 7BcTTm2oP2nzHq8PyCtwsD+VBguMd96aQH1J1v50HzhsliZWL4b9LWY2bAW/ k7g1lERgv/TX9euTn5fj87O/LjMJ4eegI+R5/V6x0/TDAtw5TjDgvn7uyog5 JjHwTaQLC9aQd8rb9JlJsLqsd5F/PySMDz8ymWESvCf/9l0hz0/tuH3iJybR wL98XgBTNZR6dnxkEhmjE9s0kZ9acj3z0BST4Dgd9PUl77flOG+hkElwy44F FsACjo/ZW7h6qCJ3Co723X/PEs/T+5v4xpg/Qcj9i0MwURrIPgTbZ+ea1qP/ 8p9fK5+BsxNuvniG8dnONUaZ5Hm7XpX13zS8ezYyB4740NpJzDKJIgWL8mvw lvsvN3yC2QZpMQlk//szlAo/k/WmGnvA+Z617zVFTEK0P33SAM6zzyY2wxF9 rEgh8rmZ9ToO4fny5Xj5v+GkXcG2+rC5sZF1AMx9xe1exvyYP3EsZ5D3R3NA 1gnksd8kRp3A/DCG0q8nIz9X/Omf5Hk0PJkd44z62Zt7Pc/B9MuX23omMF9B BVeOwQT1n47qUSaRZF8/4wVLb/jpt4xBPH+39ltyvb3WiaS0XyBvsm7KSbj6 w4PSQ21MgnHUcjEdZgUtKr9+iPVaOD5WR/ZHfnGt/v//hzHrfw+7ohY= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {4.8457692355174515, 13.562492355174516}, \ {0, 1}], LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, { 9.999999999988404, 6.}}], PolygonBox[{{5.597022314125994, 5.559702231412599}, { 4.442779173482406, 5.0422828925034056`}, {4.363176198265607, 5.838312644671396}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {5.1542307644825485, 4.562492355174517}, \ {0, 1}], LineBox[CompressedData[" 1:eJwt2Hk81PkfB/BJskgax+TMlXJNTHIlMuyEmEW7EoXIkSQp2iySIqxVpnKF chZtkixWkVzlKmZRJEotmkTaSK70e312f/6Zx/Pxud7v9/drPu/HKO8/8qMP H4VCEV1GoZDP//5Umf99SjMp/LUnfETgoMD79ZnweJLh0noyXmjopCvDpLia WR5mwzlddvRauO6hYnUk7CHK0DOWZVK4qS6e1XC8m5V8Hjzd9c2Vsp5J8Xtj dvYTXM7XYWkLMwuyNTXkmBS6n2LQZTjIl7bEgqmqxst5ZH6gjp4lHCMftF5v A5Pykf+NuTZcnhkmEw7XFS20fcN+yQLBHvdgRvaeM7VwPO9F7yRstM3rayDM EtvZLaPGpAxxOyPWwMMfbzAMYZ5M8K17iD/RPMvHCp41eOvlCRdt3RprA1eF 7HOiwhSvFSxzuK/hXe9j1EP1YOIIHXbo35NO6rMYJWe4GvZ48PZQFDz7u+Tx MZwv2CS+NhIOWCm0qR6m8mi2qTC3plM3lcRv6e7UCrt2iu4OgCn6y13X4LzZ pZYASzjq1hFmOFyafV5CDZ5dWdsyDYfW8zKpZH1ISn0k8lEaC3vPT8Z7KzZJ oj4O2lq+K+CWV10pt+HHq7wHxeH0yQkVW3k8t29bYjfC6m+oIq/h8cz3M45w EVOl5dBa1Cm/Xyse5sgnOI7COasaLj0k8XXGHGUrIJ63KSorSb0esJ9mwA4X Nfyd4PTUsp864QFG8J8FMPU3y1kebH1z5eYp2C+qV4y4/I7XcjN11Hfffe0O OL1d7MhZuO+CnPBVWPVE1tdGOOjaV/+9cHG7fsosGa/qnxGG+/iWJytr4HlP 5c/dQXyhlLq/TWHuesoGJzj9ZZfAD3D67+UOX5FfaYiugj3McTyueQuWF3/+ lgW3MPwW/OEanWcVOsQrUry2wtKn/d3F4D4R03UqMOXgxPpxEq941YQymR9z Nr8Bjr/82doENmIu5qbBzIvq4UfJevt1S4fhj4JhcXVwqIVHjPW/+Y1tUUN8 jn2LHRpwaHe3eR5M4fy1QRK2vt/ushH5MXmNB4TI+Crh8EaYU+01JgynbxmV 2afIpBSkVQTLwOqMVL95mD9lQksfrgk622GlhLguJGS5wbPdDpmJsEkjr+IC 7Hxrk1IrrJcgONAJs2JdLBfg4djJORryLb3REaysjE+XexmeMHWw/KoxHPKa 8V0pbF3T4WIJp8eE+i7BRfM5z1lwfMaeoR2aeO55c/8YwEa6Zx4kwZJ6cysV YPoy2sUnsF4HjbaI89gWilbLtGDWyIFuuOlGkJUGHNP/8PZ12Oi3B/EsuEi7 uiUUFjSnZ/wIq7ryXWHDlKTzN36CjdoXlq2Hiw/9cNoa5p+kpvLDPQYvInVh 7mEPixeoD73d+owEHH+8/FMjzB0o751APH5syecP4Z431+Wa4KHRFfvfwAMj uXKX4R712gER7Edfe7D8CCwo4+WtD+coJt62gTkq3bkH4Rrz57l0st5+8XUh zJCyeSwFU6zZcxPwtNcQRRQ2aX3itgX14Jy+l0iFlSort8fBjIgD6kpwn+6X lh54aNJw0oTMFzLgV1TBcwqfdvOFa3RTtnrBfgeFXDLh4heZC1dVyPfI4JZ+ WMTnrgEXLr9y540S8q169NXtMxxkptAXAAvuHwxetQ7rP0+5V5N6UBWkpWGP UIUrQnS8r7fdEmlwQfxctSPMur5QKgAH/BEunAHHFCXMj2M//pOZa3thaRkb jzbYRO3ghNBGvK92Yaxc2Fv61AQDpkrc2B0Ce6zNV7SFBRkOoZZkvKRK0Rku 5mNzZOHxxhB14tl3rUenkH9LfwaVDfNSHCu6Yb9jw0x9eOD31Iz75H0LEMmn wY/9bSfKyPuo2JYwiXiK7uVNlsNMLvfyQ7jKSt62CWYZqeaQ+Ge7kwRfw9LT 28KOwuPHG5KEcT5HOO8DG24ZPFdiBlOXByTqwIL3vi+MhJ3bfk2Ug5nuOdsf wiKnpivFYedRhzkq6jOcue2HNXDi5JNpd5gtHbywgaxvk7IvhgcWFztZMN2w dsMMbLR+zvgInLPifNMW3JPFMfOS18j8KYuaEJh+eLJ4GB6Y+UPoGhzhFjWg ReoVIKvRCve0f1IOhfui7DWGyPz3u2sfwVEU1T/fwUV/ZD6T1Mb70rVDeRRu +TCSsg+WXMp2fAaXWt22L4CtP676i9zTJgofs4dgo6Mhaelk/ehInLgOzls6 J3YEZq6hxRrBLY6vp83hRYEDRTvhIbqqiiRcoJGQ5kbmU9LO8JAf58PKTFfY 9eX8cD3sbLqQYg+z5h+9yIPlhUwWDeGQSL2r50g9nETqpWDm0+SJaLilJ9Hs H8QjvWwzJQ7uUz6g0AwXvLx/LA02SRjVyYKT88eYFTDjC59DMExXK3r4Cl6M mzG3hxlXhhpoiK9cYPG8LhnPCgjaBcvnPTqgCJd2RV/Igh3KVRKk4Lq7N5J4 ZNz3q5Y8qV9812UD9CGLK7jjG+HHHTseRcOCXxQ62HBRY4P+E9iD67s5FE40 GNcn97L6ndB3JWT/8reeNrCSwoTeJMz/WP7BL7D8999GDZDv4upVT7NgJuPp iWjYo1joQRnswZ5V7YK9RT8bVMMlB6yEqAz8Hy6cT6+Ehfn/NtCHc/avG7wG e58+YLUbzhLgJiXAP5r4ixyHBUM+3POF+ev1fjsHU13PdJrAXM45wRyYe6wn bjUsUhIjVgw3zWY+eo18Xhr1R92BZ/0tQirhKFZtVCk5P+bvvRx4abIn/gZc XlcidAxWKUx1vkLiadtW7AbLajl8SISN4nbPO8JrLmiH/wKP+1squMA2b0cd vcl6vsFCf9j1y7URO9jDuOTsr3DMLqFMYzji5qsVFbDSpQ896rD3prMv38Nh YW97ZOEYLxVTOulLEmVvi8HWhWkDwbDT2HZTUZKffbBSHVxgelqSjPfsctcT RR/iK2ocSdazbmhq7yV9if6DEE1Ylf2OQfoWd7mz+UySzzPPpFH4w1XFQ66k fnbscUVy71fX8yJgZ1qrkx28J4lHyYWTRx94BsE5ancCmmF+VRF90tdU7TFq /UDqF1mYlghbBNgW0TZhvY/zp1g48khOrjHMXWi0OQ6XizR7ucKLYoqGLvC9 hhVNv8CP08Tb9eDKVu/HF+Chd3cjSV9QWWXanA/nuPCog4jXeb7J6jYsv1be 9zbcc2qDTjk8fbPYJwZOdZy9VQY3VfQ+cyfza/4xvwnPbttpRvpcAXe+0qtw 3dp3TRth2Xjqwjmy3/MyiQ1wYM+T3WEkvuzRHVqkrw7WU/CB6fqHx0zJ/ul7 79rDnLiqZ27w8M8+qVth9VldhwR4z1ZHCU3YW0FvWQPpE9OSA+VhxsnVq5Yj nyUqf5UE7GEQscEWFj+j1kSFQw5b3yR9VlC/lookGbda2TQCG93VoCnAqkzn WF30JaLyXznaZL8dfVLhcIFVr/F2OEA1j1sD68rEHPYk8brr7f0MR7J1zM+Q /QuTuCq4Rw1WsVOvk3rzFDq/hzX3y617AsdMOf+2G+YFakdPwya7fnruRu7t mxrWcrp4D993aZNxluY3YSbMdq2/woLLgrkRnnCxm02zGszXU/xzJOygatLC B9sVBX6XCgdkpyn2IZ6cBeqpQjjku2jO73CCweefy2D5vwSXnYQvnql4Vglb R2ze/SMcu7TjaTncZKHptBG2FAueKYZFTnyKoMIhM3H8OfD4zz68r6hX2MKU QBI5P6BpyxeYU9ujHw5zTspFk/EMa7v3PnCLtocx6YPrfLdfcoCTW0c2k/qq z36fYQL7nfQv2EfOX77LVQsWzC3QTIdr3lyXVCD1cBt89RwOSKvqoMHSxn8F kvqKDDS5SMAx6Y06pK/qT+YzkyL5HAu2vg/LajOqlWH+ZUc7hNCnhLX9Wa0L x9MMx3bCSy3nX+3QJf2059xFLVLvR+G+MHXeu6QNjuhNzo+DWUvW9C8w83XY ZlKP4m6ptVL/3vtfXnbB3E9T9Rpwjz2dOQ/zdokvapN7nV7GU9qM72++jXZq cOSl7mPbYaUI12cSMF+4+0VfMv5THnMG+2u6WKhGw65azWVc2L95m0kG7DcU WXaNjDOWdG7CHtHC34XCbeJS2RXw7D8P02xgm4pLJ+7CrBebd5C+revv1plK WHKc3r9A3r/i0OslsInY04ZXsHi7nVMuXGQxvKYDdsxTE+fAQ+pFAS1w4OoQ WgQx7X1rJ3wswreGxDs9dC1tGGaEJAfvhAM41CsCOG9bWtd1UzJf8wc+fbhg o0wpHQ6qSNwTCGeZmjUrwuPRehWlsKSYw5QUybdHv2KO9OX9Wks0kq/iqVuW qE9HquAhWVIv6U31yfDYn9uD1sMxbyUEXsMOgoPTBsSfbxWqo2/Rrk26YAfT 23YJHYTbUutTDsEhdwpGsuHIsObV5+BFs86D7fCa2O19d+AajQzbMfjYcYmc Ppjy6E3fAvzvjxp6//89Q5v5P36y9AE= "]], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {16.93668097317552, 13.081348312506332}, \ {1, -1}], LineBox[{{20.00000000000182, 4.999999999998181}, {10., 13.999999999998181`}}], PolygonBox[{{15.4459764877483, 9.09862116102653}, { 14.821609404900679`, 10.198696497472337`}, {14.28643761960272, 9.604061180474602}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {17.561909466396433, 8.080306785261687}, \ {-1, -1}], LineBox[{{10., 14.000000000000908`}, {10., 6.000000000000009}}], PolygonBox[{{10., 10.6}, {9.6, 9.4}, {10.4, 9.4}}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->9.996694214876033], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 9.996694214876033]& ], {9.154900000000001, 10.}, {1, 0}], {PointSize[0.04], PointBox[{10., 14.}], PointBox[{10., 6.}]}, InsetBox[ TagBox[ StyleBox[ TagBox[ RowBox[{"T3", " ", "C1", " ", "N3"}], DisplayForm], FontFamily->"Helvetica", FontSize->7.997355371900827], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 7.997355371900827]& ], {10., -0.5}, {0, -1}]}, "\"aebf/cfde/ef.m\"", TooltipStyle->"TextStyling"], Annotation[#, "aebf/cfde/ef.m", "Tooltip"]& ], AspectRatio->1, PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {24., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {28.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["\[RightArrow]", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {33., 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["g", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {37.5, 69.96}, {0, 0}], InsetBox[ TagBox[ StyleBox[ TagBox["u", DisplayForm], FontFamily->"Helvetica", FontSize->11.996033057851239`], StyleForm[#, FontFamily -> "Helvetica", FontSize -> 11.996033057851239`]& ], {42., 69.96}, {0, 0}]}, AspectRatio->1.0999999999999999`, ImageSize->{288, 288}, PlotRange->{{0, 66}, {0, 72.6}}]], "Print", CellChangeTimes->{3.537861202455904*^9, 3.583115517044059*^9, 3.630410143719808*^9, 3.682806154437888*^9, 3.728141965608423*^9, 3.733278530281707*^9},ExpressionUUID->"fcf450a2-47a0-4c95-a603-\ 5eb97a9ae8c5"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", "Amplitude", " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"ClearProcess", "[", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"amp", "=", RowBox[{"CalcFeynAmp", "[", RowBox[{ RowBox[{"CreateFeynAmp", "[", "diag", "]"}], ",", RowBox[{"FermionChains", "\[Rule]", "VA"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"squ", "=", RowBox[{"SquaredME", "[", "amp", "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"If", " ", "contains", " ", "Fermion"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"squ", "=", RowBox[{ RowBox[{"squ", "//.", RowBox[{"HelicityME", "[", "amp", "]"}]}], "//.", RowBox[{"{", RowBox[{ RowBox[{"Hel", "[", "_", "]"}], "\[Rule]", "0"}], "}"}]}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{ "or", " ", "simply", " ", "execute", " ", "\"\<_Hel=0\>\"", " ", "before", " ", "this", " ", RowBox[{"evaluation", "."}]}], "*)"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"If", " ", "contains", " ", "Colored", " ", "Particles"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"squ", "=", RowBox[{"squ", "//.", RowBox[{"ColourME", "[", "amp", "]"}]}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"If", " ", "contains", " ", "Vector"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rawResult", " ", "=", " ", RowBox[{"PolarizationSum", "[", RowBox[{"squ", ",", RowBox[{"GaugeTerms", "\[Rule]", "False"}]}], "]"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"Asserting", " ", "gauge", " ", RowBox[{"invariance", "!"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{ RowBox[{"otherwise", ":", "\[IndentingNewLine]", "rawResult"}], " ", "=", " ", RowBox[{ RowBox[{"squ", "[", RowBox[{"[", "1", "]"}], "]"}], "//.", RowBox[{"squ", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ";"}], "\[IndentingNewLine]", "*)"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "Appropreate", " ", "factors", " ", "depending", " ", "on", " ", "the", " ", "process"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"result", "=", RowBox[{"2", "*", FractionBox["1", RowBox[{"3", "*", "8"}]], "*", FractionBox["1", "2"], "*", "rawResult"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"FullSimplify", "[", "result", "]"}]}]}]], "Input", CellChangeTimes->{{3.5360373787170563`*^9, 3.536037381121767*^9}, { 3.5360374895751467`*^9, 3.536037548333282*^9}, {3.536037650722055*^9, 3.536037657410592*^9}, {3.5360379743666153`*^9, 3.5360380215197287`*^9}, { 3.536038063766507*^9, 3.536038183907959*^9}, {3.536038388610857*^9, 3.53603838940345*^9}, {3.536045708094194*^9, 3.536045714062668*^9}, { 3.536052625049251*^9, 3.536052625325549*^9}, {3.536053272279801*^9, 3.536053273111397*^9}, {3.536055457656991*^9, 3.53605556902032*^9}, { 3.5360556068432713`*^9, 3.5360559484235783`*^9}, {3.536056051336589*^9, 3.536056057847293*^9}, {3.6304101517017937`*^9, 3.630410181775736*^9}, { 3.7281419416171217`*^9, 3.728141949366995*^9}, {3.733278559099865*^9, 3.733278717607983*^9}},ExpressionUUID->"f1a1a22e-d397-4a0b-9ab5-\ 46a28f5d3565"], Cell[CellGroupData[{ Cell[BoxData["\<\"\"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647836108*^9},ExpressionUUID->"e5f73c7d-4cfa-452e-86b5-\ e1ea91fa2a79"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]", RowBox[{"{", "Classes", "}"}]}], SequenceForm["creating amplitudes at level(s) ", {FeynArts`Classes}], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.7332786478474407`*^9},ExpressionUUID->"c92ac23f-c457-4fd9-8abb-\ c53969de0647"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 1, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.7332786478573914`*^9},ExpressionUUID->"51ddd868-21e5-4979-98f5-\ c32943d83fb9"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 2, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.7332786478677177`*^9},ExpressionUUID->"10515d8c-dae7-4eb3-ac9f-\ 603b5a1e9d35"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3", "\[InvisibleSpace]", "\<\": \"\>", "\[InvisibleSpace]", "\<\"1 Classes amplitude\"\>"}], SequenceForm["> Top. ", 3, ": ", "1 Classes amplitude"], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647877934*^9},ExpressionUUID->"afccf2b7-3d4e-4a2c-bcf0-\ df73ab964e4f"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"in total: \"\>", "\[InvisibleSpace]", "\<\"3 Classes amplitudes\"\>"}], SequenceForm["in total: ", "3 Classes amplitudes"], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647887186*^9},ExpressionUUID->"6fc4bce4-e723-4efb-8e12-\ 10f8768a48db"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-amp-1.frm\"\>"], \ "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647897216*^9},ExpressionUUID->"6d1ef4ba-2fb6-46f7-b149-\ c71c460d398d"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647907454*^9},ExpressionUUID->"c556cce1-5381-4724-b38a-\ 99d82cb9c2a8"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647917281*^9},ExpressionUUID->"d4318603-2c66-4179-b857-\ fe890ecaab81"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16", "\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}], SequenceForm["> ", 16, " helicity matrix elements"], Editable->False]], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647926997*^9},ExpressionUUID->"4486589c-3672-4b44-9466-\ c9e7a0a64914"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-hel-1.frm\"\>"], \ "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647937018*^9},ExpressionUUID->"f58c4b9c-7fb7-42c5-8f86-\ 2881858ca269"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278647947688*^9},ExpressionUUID->"5a5fceb9-7fc0-418d-b4bb-\ 6b3ea11dbbf7"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.7332786488439083`*^9},ExpressionUUID->"e92a5d5d-7f26-40be-943c-\ 6e67d26c3a38"], Cell[BoxData["\<\"\\npreparing FORM code in /Users/misho/fc-pol-1.frm\"\>"], \ "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.7332786489160013`*^9},ExpressionUUID->"8577e41c-0a43-4626-947d-\ 779fe0ca6957"], Cell[BoxData["\<\"running FORM... \"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278648926218*^9},ExpressionUUID->"276a7628-324c-4a24-92f7-\ 29c8cbecaa86"], Cell[BoxData["\<\"ok\\n\"\>"], "Print", CellChangeTimes->{3.5378612047500353`*^9, 3.583115525736*^9, 3.630410185416032*^9, 3.682806156477742*^9, 3.728141967505638*^9, 3.733278648999473*^9},ExpressionUUID->"b91d4994-b57c-4b2f-86cc-\ 9eb907f66c8b"] }, Open ]], Cell[BoxData[ RowBox[{ FractionBox["4", "9"], " ", "Alfas2", " ", SuperscriptBox["\[Pi]", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", RowBox[{"(", RowBox[{ RowBox[{"10", " ", SuperscriptBox["MU2", "2"]}], "-", SuperscriptBox["S", "2"], "+", RowBox[{"S", " ", "T"}], "+", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{"S", "-", RowBox[{"2", " ", "T"}], "-", "U"}], ")"}]}], "-", RowBox[{"U", " ", RowBox[{"(", RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}], " ", SuperscriptBox[ RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}], "2"]}], "+", RowBox[{"36", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["MU2", "2"]}], "-", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{"S", "+", "T"}], ")"}]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{"S", "+", "T", "-", "U"}], ")"}]}]}], ")"}], " ", SuperscriptBox[ RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}], "2"]}], "+", RowBox[{"9", " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["MU2", "2"]}], "+", RowBox[{"2", " ", "S", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "S"}], "+", "T"}], ")"}]}], "-", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{ RowBox[{"7", " ", "S"}], "+", RowBox[{"3", " ", "T"}]}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{"S", "+", RowBox[{"3", " ", "T"}]}], ")"}], " ", "U"}], "+", SuperscriptBox["U", "2"]}], ")"}], " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}], " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}], "-", RowBox[{"8", " ", RowBox[{"(", RowBox[{ RowBox[{"6", " ", SuperscriptBox["MU2", "2"]}], "-", RowBox[{"T", " ", RowBox[{"(", RowBox[{"S", "+", "T"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", "S"}], "+", "T"}], ")"}], " ", "U"}], "+", RowBox[{"4", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "S"}], "+", "T", "+", RowBox[{"8", " ", "U"}]}], ")"}]}]}], ")"}], " ", SuperscriptBox[ RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}], "2"]}], "+", RowBox[{ RowBox[{"Den", "[", RowBox[{"S", ",", "MU2"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"9", " ", RowBox[{"(", RowBox[{ RowBox[{"12", " ", SuperscriptBox["MU2", "2"]}], "+", RowBox[{"2", " ", "S", " ", "T"}], "-", RowBox[{"S", " ", "U"}], "+", RowBox[{"T", " ", "U"}], "+", RowBox[{"3", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{ RowBox[{"4", " ", "T"}], "+", RowBox[{"7", " ", "U"}]}], ")"}]}]}], ")"}], " ", RowBox[{"Den", "[", RowBox[{"T", ",", "0"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "40"}], " ", SuperscriptBox["MU2", "2"]}], "+", RowBox[{"S", " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", "S"}], "+", "T"}], ")"}]}], "-", RowBox[{"3", " ", "S", " ", "U"}], "+", RowBox[{"2", " ", SuperscriptBox["U", "2"]}], "+", RowBox[{"2", " ", "MU2", " ", RowBox[{"(", RowBox[{ RowBox[{"5", " ", "S"}], "+", RowBox[{"8", " ", "T"}], "+", RowBox[{"6", " ", "U"}]}], ")"}]}]}], ")"}], " ", RowBox[{"Den", "[", RowBox[{"U", ",", "MU2"}], "]"}]}]}], ")"}]}]}], ")"}]}]], "Output", CellChangeTimes->{3.537861207870204*^9, 3.583115527013286*^9, 3.630410186762473*^9, 3.682806157609329*^9, 3.728141968993822*^9, 3.733278649960434*^9},ExpressionUUID->"4d98538b-a6fd-4aee-93c3-\ b95fede66b0b"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"MyResult", "=", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"%", "//.", RowBox[{"Subexpr", "[", "]"}]}], "//.", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Den", "[", RowBox[{"p2_", ",", "m2_"}], "]"}], "\[RuleDelayed]", FractionBox["1", RowBox[{"p2", "-", "m2"}]]}], ",", RowBox[{"MU", "\[Rule]", "0"}], ",", RowBox[{"MU2", "\[Rule]", "0"}], ",", RowBox[{"Alfas2", "\[Rule]", SuperscriptBox[ RowBox[{"(", FractionBox[ SuperscriptBox["gs", "2"], RowBox[{"4", "\[Pi]"}]], ")"}], "2"]}]}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"WebberResult", "=", RowBox[{ SuperscriptBox["gs", "4"], RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["4", "9"]}], FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], RowBox[{"S", " ", "U"}]]}], "+", FractionBox[ RowBox[{ SuperscriptBox["U", "2"], "+", SuperscriptBox["S", "2"]}], SuperscriptBox["T", "2"]]}], ")"}]}]}]}], "Input", CellChangeTimes->{{3.536055960016794*^9, 3.536055994671412*^9}, { 3.5831155313869867`*^9, 3.583115533334128*^9}},ExpressionUUID->"479055a9-17ba-477e-af4d-\ f11982147ae8"], Cell[BoxData[ FractionBox[ RowBox[{ SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"36", " ", SuperscriptBox["S", "4"], " ", "U", " ", RowBox[{"(", RowBox[{"T", "+", "U"}], ")"}]}], "-", RowBox[{"8", " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "3"], " ", RowBox[{"(", RowBox[{"T", "+", "U"}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "2"]}], "-", RowBox[{"7", " ", "T", " ", "U"}], "+", RowBox[{"2", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{"S", " ", "T", " ", SuperscriptBox["U", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "2"]}], "+", RowBox[{"11", " ", "T", " ", "U"}], "+", RowBox[{"27", " ", SuperscriptBox["U", "2"]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["S", "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"8", " ", SuperscriptBox["T", "3"]}], "+", RowBox[{"5", " ", SuperscriptBox["T", "2"], " ", "U"}], "+", RowBox[{"45", " ", "T", " ", SuperscriptBox["U", "2"]}], "-", RowBox[{"36", " ", SuperscriptBox["U", "3"]}]}], ")"}]}]}], ")"}]}], RowBox[{"36", " ", SuperscriptBox["S", "2"], " ", SuperscriptBox["T", "2"], " ", SuperscriptBox["U", "2"]}]]], "Output", CellChangeTimes->{3.5378612082146263`*^9, 3.583115533768633*^9, 3.6304101884503517`*^9, 3.682806161670423*^9, 3.728141969797695*^9, 3.733278678590354*^9},ExpressionUUID->"b97f71ae-c9f2-43fa-881e-\ a7974422fbc5"], Cell[BoxData[ RowBox[{ SuperscriptBox["gs", "4"], " ", RowBox[{"(", RowBox[{ FractionBox[ RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], SuperscriptBox["T", "2"]], "-", FractionBox[ RowBox[{"4", " ", RowBox[{"(", RowBox[{ SuperscriptBox["S", "2"], "+", SuperscriptBox["U", "2"]}], ")"}]}], RowBox[{"9", " ", "S", " ", "U"}]]}], ")"}]}]], "Output", CellChangeTimes->{3.5378612082146263`*^9, 3.583115533768633*^9, 3.6304101884503517`*^9, 3.682806161670423*^9, 3.728141969797695*^9, 3.733278678601707*^9},ExpressionUUID->"520d562f-db1b-4e1e-8985-\ c5982e7d7904"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"MyResult", "==", "WebberResult"}], ",", RowBox[{"Assumptions", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"S", "+", "T", "+", "U"}], "\[Equal]", "0"}], "}"}]}]}], "]"}]], "Input",ExpressionUUID->"fc8f19e0-77f9-4bff-b573-05db85bc3332"], Cell[BoxData["True"], "Output", CellChangeTimes->{3.5378612083708887`*^9, 3.583115536254676*^9, 3.630410190644758*^9, 3.682806164352853*^9, 3.7281419709046507`*^9, 3.733278680896298*^9},ExpressionUUID->"c7d3dd48-09fe-457f-9958-\ e6b3f3094287"] }, Open ]], Cell[CellGroupData[{ Cell["LESSON", "Subsubsection", CellChangeTimes->{{3.536053726444828*^9, 3.536053744147685*^9}},ExpressionUUID->"a81e000e-8909-4c50-a4f3-\ ae507d1458c3"], Cell[CellGroupData[{ Cell["\[Times]2 for each FINAL fermion", "Item", CellChangeTimes->{{3.536053673681143*^9, 3.536053673982678*^9}, { 3.5360537561554956`*^9, 3.5360537859439077`*^9}},ExpressionUUID->"a135edaa-767a-43ab-9947-\ db2817f6b7dc"], Cell["DIVIDE by INITIAL colour factor", "Item", CellChangeTimes->{ 3.5360538032185383`*^9, {3.536056633891552*^9, 3.5360566338960667`*^9}},ExpressionUUID->"d822a66c-6367-4d08-a68a-\ 3618e5e25ef1"], Cell["DIVIDE by INITIAL vector particles.", "Item", CellChangeTimes->{{3.5360566340593433`*^9, 3.536056643595896*^9}},ExpressionUUID->"0500f6b3-e7c6-490f-a85a-\ 551faa9594d5"] }, Open ]] }, Open ]] }, Open ]] }, Open ]] }, WindowSize->{2880, 1665}, WindowMargins->{{293, Automatic}, {Automatic, 0}}, FrontEndVersion->"11.2 for Mac OS X x86 (32-bit, 64-bit Kernel) (September \ 10, 2017)", StyleDefinitions->FrontEnd`FileName[{"Report"}, "StandardReport.nb", CharacterEncoding -> "UTF-8"] ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[567, 22, 231, 4, 144, "Title",ExpressionUUID->"8343477e-0a3e-4b49-bed9-efcafee4c412"], Cell[801, 28, 224112, 3680, 398, "Text",ExpressionUUID->"214c70dc-8660-43c4-b710-c5190a58d5e8"], Cell[224916, 3710, 340, 7, 87, "Text",ExpressionUUID->"397a33f9-afa8-494b-9f08-d310e97e820f"], Cell[CellGroupData[{ Cell[225281, 3721, 435, 9, 104, "Section",ExpressionUUID->"b1652f40-faa8-4c4b-82ad-bdf6b5fa606c"], Cell[225719, 3732, 94595, 1556, 1143, "Text",ExpressionUUID->"e26f04d4-3981-4939-a610-ce8c93be3850"], Cell[CellGroupData[{ Cell[320339, 5292, 164, 3, 51, "Subsection",ExpressionUUID->"82929089-bb69-4b32-83f4-d676dcbfae47"], Cell[320506, 5297, 220, 5, 63, "Input",ExpressionUUID->"8d5aac4b-c694-4040-a6be-93886edebfe5"], Cell[CellGroupData[{ Cell[320751, 5306, 747, 13, 126, "Input",ExpressionUUID->"938a5a64-2249-4b0e-9de1-900b64b4563f"], Cell[CellGroupData[{ Cell[321523, 5323, 277, 5, 36, "Print",ExpressionUUID->"d67f2e08-2f83-401f-adc9-34bbc968bf8a"], Cell[321803, 5330, 304, 5, 36, "Print",ExpressionUUID->"8ff95ad0-00d5-4f88-bf84-70481805fc4e"], Cell[322110, 5337, 324, 5, 36, "Print",ExpressionUUID->"677730c4-0947-4130-8ced-4b183e8bf626"], Cell[322437, 5344, 277, 5, 36, "Print",ExpressionUUID->"87acae0e-5ac5-4685-bafe-185a0cfe69f0"], Cell[322717, 5351, 303, 5, 36, "Print",ExpressionUUID->"beec4d61-df4f-4086-a385-0aa28963741b"], Cell[323023, 5358, 291, 5, 36, "Print",ExpressionUUID->"37ff7371-2913-493e-a6b8-e301d7345cc6"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[323375, 5370, 290, 4, 51, "Subsection",ExpressionUUID->"2658c58d-b50c-49bf-9386-58e82ea7c47c"], Cell[323668, 5376, 622, 13, 95, "Input",ExpressionUUID->"65f78546-42d7-4fe8-9ada-7ad3a042682d"] }, Open ]], Cell[CellGroupData[{ Cell[324327, 5394, 211, 4, 51, "Subsection",ExpressionUUID->"dc488b60-9183-4f04-a478-9d30c3ce2e2a"], Cell[CellGroupData[{ Cell[324563, 5402, 2077, 53, 219, "Input",ExpressionUUID->"3bdaa2ae-4c41-45db-91fc-aa84d09ab7cd"], Cell[CellGroupData[{ Cell[326665, 5459, 368, 6, 36, "Print",ExpressionUUID->"a03aab8f-a897-4f96-91de-55f06bab9336"], Cell[327036, 5467, 795, 17, 36, "Print",ExpressionUUID->"297fdca1-9745-4231-9433-2236ed3111a1"], Cell[327834, 5486, 391, 6, 36, "Print",ExpressionUUID->"b7a07a98-10fe-4d9f-8d30-cca368e2da19"], Cell[328228, 5494, 609, 12, 36, "Print",ExpressionUUID->"3912a8d5-a544-49c0-ba31-210147071cd6"], Cell[328840, 5508, 363, 5, 36, "Print",ExpressionUUID->"8f7a05bb-6fe7-4187-8eaa-5a6cfa771f44"], Cell[329206, 5515, 790, 16, 36, "Print",ExpressionUUID->"0ef32d30-1d5f-4c35-8729-db6dd20b7f85"], Cell[329999, 5533, 786, 16, 36, "Print",ExpressionUUID->"7be96a3b-e67b-4e03-90a9-7fd98b11766f"], Cell[330788, 5551, 362, 5, 36, "Print",ExpressionUUID->"53f56fa3-dfbc-4286-a809-a70a15d914e4"], Cell[331153, 5558, 1005, 25, 36, "Print",ExpressionUUID->"09b46d2b-fd51-47d4-a277-516d25420034"], Cell[332161, 5585, 366, 6, 36, "Print",ExpressionUUID->"d0261a38-6048-40c8-a85a-bd940511ed10"], Cell[332530, 5593, 680, 13, 36, "Print",ExpressionUUID->"3ff0c19e-cc9e-4ca9-ba7d-6f0afff13a83"], Cell[333213, 5608, 388, 6, 36, "Print",ExpressionUUID->"37fc7f14-088e-4394-9308-b67fcc54fd05"], Cell[333604, 5616, 535, 11, 36, "Print",ExpressionUUID->"286b9b3d-8074-4415-884f-ee5c7eeae09d"], Cell[334142, 5629, 567, 11, 36, "Print",ExpressionUUID->"581f2e8b-dc49-41fc-98be-5f2d045d6d74"], Cell[334712, 5642, 561, 11, 36, "Print",ExpressionUUID->"d2b9a2f4-4c45-41d8-bb42-4c7a3b51a6ad"], Cell[335276, 5655, 607, 12, 36, "Print",ExpressionUUID->"a271dcd9-9084-4767-8b13-33b810a3d982"], Cell[335886, 5669, 368, 6, 36, "Print",ExpressionUUID->"8db28a57-93c9-4643-86fc-8b20a2be3c47"], Cell[336257, 5677, 757, 15, 36, "Print",ExpressionUUID->"fb92f9a7-539a-4d68-9f43-e652642d64a9"], Cell[337017, 5694, 368, 6, 36, "Print",ExpressionUUID->"309ed0af-5a91-4c86-8e69-143a28acb6f6"], Cell[337388, 5702, 561, 11, 36, "Print",ExpressionUUID->"17e01b4a-9908-4429-88f2-3cc1cebc00c9"], Cell[337952, 5715, 608, 12, 36, "Print",ExpressionUUID->"9ec6f74e-b4cc-441e-9b15-52419477ce56"], Cell[338563, 5729, 608, 12, 36, "Print",ExpressionUUID->"f889e020-8e11-40c2-b700-af63d52ad83b"], Cell[339174, 5743, 608, 12, 36, "Print",ExpressionUUID->"0625c142-105d-4dcb-936c-16adfc1d89fc"], Cell[339785, 5757, 608, 12, 36, "Print",ExpressionUUID->"d1ff1750-cd99-4ee7-9bdf-5b0016943296"], Cell[340396, 5771, 368, 6, 36, "Print",ExpressionUUID->"881c6482-33d1-4e31-ae86-6266df19cb53"], Cell[340767, 5779, 757, 15, 36, "Print",ExpressionUUID->"29a8fdf7-db50-4edc-abf5-9cec8b675de6"], Cell[341527, 5796, 538, 11, 36, "Print",ExpressionUUID->"3a42049c-2a2d-4bb1-9cee-cc996cb92cf8"], Cell[342068, 5809, 700, 14, 36, "Print",ExpressionUUID->"796b68dd-7dc7-461c-8639-16ad78d0c3d1"], Cell[342771, 5825, 7919, 182, 444, "Print",ExpressionUUID->"d7bea1ac-6785-48ba-891f-02309828cff6"], Cell[350693, 6009, 366, 6, 36, "Print",ExpressionUUID->"86cdf747-229d-4863-b451-e4bb769e9b7d"], Cell[351062, 6017, 579, 11, 36, "Print",ExpressionUUID->"c0818e0e-2120-4148-8e16-93143c7625d2"], Cell[351644, 6030, 602, 11, 36, "Print",ExpressionUUID->"3ecf14cd-70ce-44ef-8e09-50dab2b72cc1"], Cell[352249, 6043, 540, 11, 36, "Print",ExpressionUUID->"9abb7272-ae8c-41f0-8261-d7982ae060cc"], Cell[352792, 6056, 421, 7, 66, "Print",ExpressionUUID->"d495315b-d44f-43a0-8fb1-2e1e779f0304"], Cell[353216, 6065, 382, 6, 36, "Print",ExpressionUUID->"602fd8e8-39c6-4d97-8061-4da72a475394"], Cell[353601, 6073, 368, 5, 66, "Print",ExpressionUUID->"9ed9d226-e32f-4209-b5b9-9643850d2c89"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[354018, 6084, 952, 22, 95, "Input",ExpressionUUID->"389ac629-12dd-4c17-a150-4c9649e3fc82"], Cell[CellGroupData[{ Cell[354995, 6110, 386, 8, 36, "Print",ExpressionUUID->"e4b7f70b-47b6-475b-b6de-a98afe28f03d"], Cell[355384, 6120, 240, 4, 66, "Print",ExpressionUUID->"34b67c29-c4e9-4c06-8b9a-fadbdc0fc674"], Cell[355627, 6126, 203, 3, 36, "Print",ExpressionUUID->"b1270adf-f2c4-4dc0-a3ff-138b4aaf4642"], Cell[355833, 6131, 192, 3, 66, "Print",ExpressionUUID->"23ed32b1-c2eb-4b2b-81fb-377a5b8bfbb7"] }, Open ]], Cell[356040, 6137, 12357, 348, 374, "Output",ExpressionUUID->"85084400-6c4d-4e96-a297-3d23a5c015f9"] }, Open ]], Cell[368412, 6488, 225, 4, 52, "Text",ExpressionUUID->"ea41d7bc-d668-4670-a179-38a6aa4df807"], Cell[CellGroupData[{ Cell[368662, 6496, 189, 4, 63, "Input",ExpressionUUID->"646c1016-a975-4a4b-83d7-a4f1f1f7b15c"], Cell[368854, 6502, 576, 18, 63, "Output",ExpressionUUID->"9b014300-19c3-4f8e-aad7-4fb61981e632"] }, Open ]], Cell[CellGroupData[{ Cell[369467, 6525, 502, 9, 63, "Input",ExpressionUUID->"f31d7f6b-9284-463b-a840-2636da66ba21"], Cell[369972, 6536, 10617, 296, 304, "Output",ExpressionUUID->"140cc0f4-780b-4ba0-912b-341d7cbd8e39"] }, Open ]], Cell[CellGroupData[{ Cell[380626, 6837, 1085, 30, 120, "Input",ExpressionUUID->"a2c2448d-d14c-41f8-95ec-0d487fef2dd5"], Cell[381714, 6869, 1940, 52, 136, "Output",ExpressionUUID->"f740c3ac-149a-4694-948f-892289be697f"], Cell[383657, 6923, 724, 18, 93, "Output",ExpressionUUID->"ea25111b-d6ea-4130-a31b-577b3e976abe"] }, Open ]], Cell[CellGroupData[{ Cell[384418, 6946, 607, 18, 91, "Input",ExpressionUUID->"8a17885f-121b-401b-9546-7504637ed615"], Cell[385028, 6966, 402, 12, 90, "Output",ExpressionUUID->"fc619caa-74d0-4976-ad53-35d3ac704bf9"] }, Open ]], Cell[385445, 6981, 374, 8, 87, "Text",ExpressionUUID->"5b491a75-d6f6-446d-8311-8a8d9fe48edc"], Cell[CellGroupData[{ Cell[385844, 6993, 157, 3, 49, "Subsubsection",ExpressionUUID->"54c23bec-7a90-4d5c-a817-01ba99b772c6"], Cell[CellGroupData[{ Cell[386026, 7000, 227, 4, 43, "Item",ExpressionUUID->"fdfaa95b-511d-44d5-8fea-69e630727b68"], Cell[386256, 7006, 151, 3, 43, "Item",ExpressionUUID->"7587a970-1ff4-4f64-bfb5-c4ab2af938ed"] }, Open ]], Cell[386422, 7012, 213, 5, 52, "Text",ExpressionUUID->"f44cb53e-8b81-4797-a422-133b3dbd837e"], Cell[CellGroupData[{ Cell[386660, 7021, 2175, 65, 254, "Input",ExpressionUUID->"f8922ee2-9d8c-47a7-8d05-e8fc6c52b921"], Cell[CellGroupData[{ Cell[388860, 7090, 621, 12, 36, "Print",ExpressionUUID->"95c36b19-3543-4746-9db1-354493620970"], Cell[389484, 7104, 474, 8, 66, "Print",ExpressionUUID->"8c1865e4-5f07-4744-8dec-f537b06c305f"], Cell[389961, 7114, 438, 7, 36, "Print",ExpressionUUID->"b9e5b68e-f680-43be-99bd-edf34d52bfef"], Cell[390402, 7123, 427, 7, 66, "Print",ExpressionUUID->"42aa4e71-c975-42a9-8d15-00ca1b89118d"] }, Open ]], Cell[390844, 7133, 1181, 31, 80, "Output",ExpressionUUID->"4ea58db9-7446-4f70-8a3f-94b9941e1ff2"], Cell[392028, 7166, 720, 18, 90, "Output",ExpressionUUID->"96486602-97f9-4feb-ac9d-bc8bfc736c3e"], Cell[392751, 7186, 724, 18, 90, "Output",ExpressionUUID->"9b5e9a82-e9a7-419d-aef0-00b4696ca6ed"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[393536, 7211, 320, 5, 51, "Subsection",ExpressionUUID->"b9b4510e-5c5f-4f1f-8c65-20fb1636e994"], Cell[393859, 7218, 192, 3, 52, "Text",ExpressionUUID->"48a61432-a2d3-4716-b4bb-9214f69dfcc0"], Cell[CellGroupData[{ Cell[394076, 7225, 4020, 111, 446, "Input",ExpressionUUID->"bc8f84a3-451c-4a89-9798-8d170f22499e"], Cell[CellGroupData[{ Cell[398121, 7340, 404, 7, 36, "Print",ExpressionUUID->"2ae5cc06-7787-421a-9dd5-4cf3ee1d63f4"], Cell[398528, 7349, 795, 16, 36, "Print",ExpressionUUID->"c1115ec5-2a31-426b-9c9e-45200a63741d"], Cell[399326, 7367, 406, 7, 36, "Print",ExpressionUUID->"8d2ff44a-81a2-49c2-a358-b373dcc40506"], Cell[399735, 7376, 599, 12, 36, "Print",ExpressionUUID->"ce781a38-db85-43c6-8030-4ed8cf3da65c"], Cell[400337, 7390, 646, 13, 36, "Print",ExpressionUUID->"ff54556b-726f-46ed-a0af-19c8b8f0d808"], Cell[400986, 7405, 646, 13, 36, "Print",ExpressionUUID->"97dd81cb-1369-46d7-9658-9ebb604487c1"], Cell[401635, 7420, 646, 13, 36, "Print",ExpressionUUID->"77f29380-35da-410f-a280-e0ddcb2574fb"], Cell[402284, 7435, 646, 13, 36, "Print",ExpressionUUID->"daa40269-b723-4bb9-8afa-72abcc0425bd"], Cell[402933, 7450, 404, 7, 36, "Print",ExpressionUUID->"cd223b34-77c4-4d9e-84f2-1e1858aab20b"], Cell[403340, 7459, 795, 16, 36, "Print",ExpressionUUID->"27da08e2-b1e8-4385-8190-788cace649e2"], Cell[404138, 7477, 576, 12, 36, "Print",ExpressionUUID->"05b63bbb-bab0-4453-ab72-7df02a5e6877"], Cell[404717, 7491, 735, 15, 36, "Print",ExpressionUUID->"d79c4c69-a987-4c9c-9ae1-9b48d113536e"], Cell[405455, 7508, 7957, 183, 444, "Print",ExpressionUUID->"37a0f94b-ffa4-4227-bda8-a8eb71885116"], Cell[413415, 7693, 404, 7, 36, "Print",ExpressionUUID->"07831422-f1ca-4818-86ee-54ca77361c41"], Cell[413822, 7702, 617, 12, 36, "Print",ExpressionUUID->"4fb50366-2142-46bd-9354-3710a09df5af"], Cell[414442, 7716, 644, 13, 36, "Print",ExpressionUUID->"e119201b-ea05-4f86-8a4d-d18a19041357"], Cell[415089, 7731, 576, 12, 36, "Print",ExpressionUUID->"2c7874da-fc26-4b23-a51d-3f14cbd8998b"], Cell[415668, 7745, 457, 8, 66, "Print",ExpressionUUID->"cdd5090b-5951-4cf4-bfac-eef94b0a7399"], Cell[416128, 7755, 420, 7, 36, "Print",ExpressionUUID->"61d40ca9-e599-4739-ac76-26245ed6a784"], Cell[416551, 7764, 408, 7, 66, "Print",ExpressionUUID->"c26f2db5-d915-43eb-82b2-b5187ced75c1"], Cell[416962, 7773, 603, 12, 36, "Print",ExpressionUUID->"7edccfdb-a5d0-4584-8672-3c3bb1d4229d"], Cell[417568, 7787, 457, 8, 66, "Print",ExpressionUUID->"dd044eb7-5897-4aba-bb01-9978ef0ea4b8"], Cell[418028, 7797, 420, 7, 36, "Print",ExpressionUUID->"5f0d40ca-2334-4e83-b3e9-da3701b879b3"], Cell[418451, 7806, 409, 7, 66, "Print",ExpressionUUID->"16baed5c-352e-43cd-bdf5-b287ae061988"] }, Open ]], Cell[418875, 7816, 716, 19, 90, "Output",ExpressionUUID->"1bdcd863-e8b6-4b87-bbd9-8f29179263ee"], Cell[419594, 7837, 707, 18, 90, "Output",ExpressionUUID->"aca9feba-8a61-44ea-a89a-7c4b89950e95"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[420350, 7861, 310, 5, 51, "Subsection",ExpressionUUID->"63556f71-1365-47ec-834e-dadf4d1ef43c"], Cell[420663, 7868, 198, 3, 52, "Text",ExpressionUUID->"9e3a0802-30f7-4239-99ef-bddc26b6c688"], Cell[CellGroupData[{ Cell[420886, 7875, 2475, 60, 250, "Input",ExpressionUUID->"b6560a66-814b-4237-95f3-e1a72acd45ec"], Cell[CellGroupData[{ Cell[423386, 7939, 375, 7, 36, "Print",ExpressionUUID->"10572f74-c2e9-4c57-b0d7-68b2e3222539"], Cell[423764, 7948, 766, 16, 36, "Print",ExpressionUUID->"aaccd164-d11f-49ca-99d0-b9808cf0cd43"], Cell[424533, 7966, 377, 7, 36, "Print",ExpressionUUID->"e01dac57-ddce-416b-823c-f1a073f7ec6a"], Cell[424913, 7975, 570, 12, 36, "Print",ExpressionUUID->"caeca38d-8360-42c0-b6c9-136c68ac3905"], Cell[425486, 7989, 617, 13, 36, "Print",ExpressionUUID->"604da3a1-2dc1-4392-8d6a-b2c7a2e3d49b"], Cell[426106, 8004, 615, 13, 36, "Print",ExpressionUUID->"9ec33b30-0cd3-45e5-add5-f035c0923674"], Cell[426724, 8019, 615, 13, 36, "Print",ExpressionUUID->"8501e85c-75bd-4795-90f7-e94f287c0b63"], Cell[427342, 8034, 615, 13, 36, "Print",ExpressionUUID->"b76f646e-6fdf-4c5d-873a-822d4134208a"], Cell[427960, 8049, 375, 7, 36, "Print",ExpressionUUID->"44f3179c-7e8c-4e31-a9dc-c77c93aa17a0"], Cell[428338, 8058, 766, 16, 36, "Print",ExpressionUUID->"7e4bf56b-95e6-4158-ad62-b786d5ae5e54"], Cell[429107, 8076, 549, 12, 36, "Print",ExpressionUUID->"04424fa3-5f8e-4907-ac30-bdfc2dae849e"], Cell[429659, 8090, 707, 15, 36, "Print",ExpressionUUID->"769e275d-664a-4428-b942-0e16188ddfcf"], Cell[430369, 8107, 707, 15, 36, "Print",ExpressionUUID->"de74f96a-c43d-4b14-9d88-acdff4dd91f6"], Cell[431079, 8124, 707, 15, 36, "Print",ExpressionUUID->"8d86da67-37f4-4356-b9c4-288db8c7412d"], Cell[431789, 8141, 34232, 679, 444, "Print",ExpressionUUID->"dd04ce11-03e3-4c3b-84c7-be64d391c8d7"], Cell[466024, 8822, 377, 7, 36, "Print",ExpressionUUID->"315013eb-597a-43cd-9093-7009b57817ea"], Cell[466404, 8831, 587, 12, 36, "Print",ExpressionUUID->"0f2e20cc-ba04-4930-a435-5f58d1578c2b"], Cell[466994, 8845, 615, 13, 36, "Print",ExpressionUUID->"f1cb41f7-9c42-4328-a04e-e88f524049e4"], Cell[467612, 8860, 615, 13, 36, "Print",ExpressionUUID->"23cf115a-9064-486b-82bc-c68a83d978cf"], Cell[468230, 8875, 615, 13, 36, "Print",ExpressionUUID->"86e004e4-6805-4cad-99be-cf95deefb104"], Cell[468848, 8890, 549, 12, 36, "Print",ExpressionUUID->"8e339551-02d7-4ddb-b41f-39202842f1c4"], Cell[469400, 8904, 428, 8, 66, "Print",ExpressionUUID->"9da494e3-3451-496f-8177-59493042af47"], Cell[469831, 8914, 391, 7, 36, "Print",ExpressionUUID->"35003836-a0c2-40df-9823-8f88eb535ccb"], Cell[470225, 8923, 380, 7, 66, "Print",ExpressionUUID->"d0dbd691-e0a3-46e0-b67c-de69d7274a1b"], Cell[470608, 8932, 576, 12, 36, "Print",ExpressionUUID->"37243eca-d865-4bc5-b52c-f0cbf0d7e39b"], Cell[471187, 8946, 430, 8, 66, "Print",ExpressionUUID->"8dcb0e29-8901-4bd2-b703-69ac3bbb584f"], Cell[471620, 8956, 391, 7, 36, "Print",ExpressionUUID->"76489eae-fa17-4328-bb9a-b9f4a7849485"], Cell[472014, 8965, 379, 7, 66, "Print",ExpressionUUID->"80f4ce87-1ebc-4a62-a962-17ae35fad9d3"] }, Open ]], Cell[472408, 8975, 24900, 699, 961, "Output",ExpressionUUID->"3fcf4632-7e7f-4c0d-bba6-6082e47d9635"] }, Open ]], Cell[497323, 9677, 459, 9, 87, "Text",ExpressionUUID->"67b0042e-f367-4fc8-a2bb-ac2bfae0b542"], Cell[CellGroupData[{ Cell[497807, 9690, 1877, 54, 164, "Input",ExpressionUUID->"c9a5118c-cef2-4c1f-ba12-fad03d80b4bb"], Cell[CellGroupData[{ Cell[499709, 9748, 448, 8, 66, "Print",ExpressionUUID->"0ce17637-9b5a-42a8-b500-63cfad79749c"], Cell[500160, 9758, 413, 7, 36, "Print",ExpressionUUID->"ed6bbd0d-d790-46eb-89f4-3b0e7cc7c813"], Cell[500576, 9767, 400, 7, 66, "Print",ExpressionUUID->"8e7a6b6f-376c-41ef-ac2c-06057c0955c3"] }, Open ]], Cell[500991, 9777, 1957, 56, 90, "Output",ExpressionUUID->"b33e297c-3e7f-4f15-9abd-89dfd3fbf0f0"], Cell[502951, 9835, 727, 20, 81, "Output",ExpressionUUID->"6684294a-7873-4c54-ba2d-52a84a055c47"] }, Open ]], Cell[CellGroupData[{ Cell[503715, 9860, 445, 12, 63, "Input",ExpressionUUID->"f892458e-5b62-4d9a-8201-00eba1d747af"], Cell[504163, 9874, 363, 5, 63, "Output",ExpressionUUID->"86586afb-2d71-488c-ae11-03c388466e64"] }, Open ]], Cell[504541, 9882, 591, 13, 122, "Text",ExpressionUUID->"8f08feb3-ca59-44ad-a446-51b9e441939c"], Cell[CellGroupData[{ Cell[505157, 9899, 834, 22, 89, "Input",ExpressionUUID->"4db29472-e24d-4b6f-b3b3-59f5f46b2332"], Cell[CellGroupData[{ Cell[506016, 9925, 457, 7, 66, "Print",ExpressionUUID->"dda9a60b-12b6-4304-a1db-86d41d931a97"], Cell[506476, 9934, 420, 6, 36, "Print",ExpressionUUID->"656ddb4c-0bd2-48cf-996f-e4a8cdd27486"], Cell[506899, 9942, 409, 6, 66, "Print",ExpressionUUID->"d61b58aa-662a-4ae1-91c0-a16aa8b6c509"] }, Open ]], Cell[507323, 9951, 7818, 206, 155, "Output",ExpressionUUID->"0d6c36c5-1511-4c92-8bcd-f25b4a4708c4"] }, Open ]], Cell[CellGroupData[{ Cell[515178, 10162, 466, 11, 85, "Input",ExpressionUUID->"c11f0cec-ec92-47d3-9373-89e5ee7a823f"], Cell[515647, 10175, 55239, 1324, 829, "Output",ExpressionUUID->"b846b379-3544-44c1-8fb1-1fc5b9588fde"] }, Open ]], Cell[570901, 11502, 504, 9, 52, "Text",ExpressionUUID->"df3ceef9-2153-4d5b-a142-241efa04c46c"], Cell[CellGroupData[{ Cell[571430, 11515, 756, 22, 63, "Input",ExpressionUUID->"7cecfb61-3808-40b0-8c2b-a659fac1354e"], Cell[572189, 11539, 3452, 100, 122, "Output",ExpressionUUID->"96ff58fc-750a-4a11-b756-111c875516d0"] }, Open ]], Cell[575656, 11642, 423, 8, 87, "Text",ExpressionUUID->"ef5c7c72-ebd8-4814-b954-f438e20fa3fa"], Cell[CellGroupData[{ Cell[576104, 11654, 702, 21, 95, "Input",ExpressionUUID->"a2b5f5fa-f671-4554-97a5-551dfd307a6f"], Cell[576809, 11677, 280, 5, 63, "Output",ExpressionUUID->"662bb64b-e498-44ae-a1a4-67133bf6b588"] }, Open ]] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[577150, 11689, 167, 3, 104, "Section",ExpressionUUID->"c0ce5743-ffae-4b14-b010-2878e62b3536"], Cell[577320, 11694, 200, 5, 63, "Input",ExpressionUUID->"1587d09f-a9e6-4f05-b5a4-d58328e1a1c6"], Cell[CellGroupData[{ Cell[577545, 11703, 2624, 61, 529, "Input",ExpressionUUID->"3b9352df-0251-40f4-8403-081c435e890e"], Cell[CellGroupData[{ Cell[580194, 11768, 251, 4, 36, "Print",ExpressionUUID->"87b14d40-867c-43af-a031-7648920d8a9d"], Cell[580448, 11774, 278, 4, 36, "Print",ExpressionUUID->"db344427-4704-4a4d-9509-eae3226490cf"], Cell[580729, 11780, 294, 4, 36, "Print",ExpressionUUID->"bcfab94a-30b3-4dce-92fb-40a21eab194c"], Cell[581026, 11786, 251, 4, 36, "Print",ExpressionUUID->"277a26ce-7a4f-4e40-a1b9-20f59771efee"], Cell[581280, 11792, 275, 4, 36, "Print",ExpressionUUID->"ea15d5d5-9486-4ca4-a27c-40d45361e5bc"], Cell[581558, 11798, 263, 4, 36, "Print",ExpressionUUID->"6301e646-cd19-4948-8cf0-55b52c3ad1bb"], Cell[581824, 11804, 249, 4, 36, "Print",ExpressionUUID->"41c1f5b0-80e4-4d1c-8930-792f7b1f5f8b"], Cell[582076, 11810, 680, 15, 36, "Print",ExpressionUUID->"73b23c32-0286-4bee-a9d3-a40bf4eee950"], Cell[582759, 11827, 274, 4, 36, "Print",ExpressionUUID->"3c01a82e-e9f3-4811-bd0c-2f060171e4d3"], Cell[583036, 11833, 492, 10, 36, "Print",ExpressionUUID->"34922124-8493-484f-9920-de0e9f908f28"], Cell[583531, 11845, 249, 4, 36, "Print",ExpressionUUID->"20b4e031-c3ee-4753-8444-a0a86479b860"], Cell[583783, 11851, 671, 14, 36, "Print",ExpressionUUID->"6460cb60-80a3-4cc4-976d-0f4948c0a439"], Cell[584457, 11867, 669, 14, 36, "Print",ExpressionUUID->"1051c9d1-fd61-411c-a8c8-921810646cf2"], Cell[585129, 11883, 249, 4, 36, "Print",ExpressionUUID->"333d7596-8bd1-4941-8e48-0109992b9a01"], Cell[585381, 11889, 888, 23, 36, "Print",ExpressionUUID->"a6074477-4e47-47d9-8671-bd82d68400da"], Cell[586272, 11914, 249, 4, 36, "Print",ExpressionUUID->"fdeed5be-7a2c-4417-972a-d1f4a623cd3e"], Cell[586524, 11920, 563, 11, 36, "Print",ExpressionUUID->"01e4307c-0961-467e-a22e-05d948df069a"], Cell[587090, 11933, 271, 4, 36, "Print",ExpressionUUID->"2aa74b61-148b-4ab7-a2e5-453aa8f5deb5"], Cell[587364, 11939, 416, 9, 36, "Print",ExpressionUUID->"35f401a8-af52-4b87-88e4-09136de79409"], Cell[587783, 11950, 448, 9, 36, "Print",ExpressionUUID->"c7f237b1-0806-4e7d-bd6a-d5bfc9022417"], Cell[588234, 11961, 446, 9, 36, "Print",ExpressionUUID->"876dd3e0-2c81-40f1-8dbe-276dc2229415"], Cell[588683, 11972, 490, 10, 36, "Print",ExpressionUUID->"7becac8c-85b3-47fd-88ea-7b7dfd009ce3"], Cell[589176, 11984, 251, 4, 36, "Print",ExpressionUUID->"43fbef86-6192-4011-8b57-703e81b27c12"], Cell[589430, 11990, 640, 13, 36, "Print",ExpressionUUID->"ea787dce-100d-4210-9e7a-143f09c84498"], Cell[590073, 12005, 249, 4, 36, "Print",ExpressionUUID->"71110c96-19ba-47de-8fbd-12dded8f3a57"], Cell[590325, 12011, 442, 9, 36, "Print",ExpressionUUID->"953a4166-d2a6-4ef0-97e3-1f5bf35ea5de"], Cell[590770, 12022, 491, 10, 36, "Print",ExpressionUUID->"959b7b26-52f7-43a0-ada0-3c2a60814b14"], Cell[591264, 12034, 489, 10, 36, "Print",ExpressionUUID->"01816ead-1c67-4b76-91f1-42a35a17bc66"], Cell[591756, 12046, 489, 10, 36, "Print",ExpressionUUID->"b5629ba7-e9f9-4245-b634-459394cb56d5"], Cell[592248, 12058, 489, 10, 36, "Print",ExpressionUUID->"426152a6-62f5-49cf-a59d-c905ff71504e"], Cell[592740, 12070, 249, 4, 36, "Print",ExpressionUUID->"3f1bef1c-63f0-4be3-8f02-9f9909c40d73"], Cell[592992, 12076, 640, 13, 36, "Print",ExpressionUUID->"e1d6e392-5624-4da4-ab62-2172d00fb24c"], Cell[593635, 12091, 423, 9, 36, "Print",ExpressionUUID->"ff76672b-a61e-451f-8406-0bf8b8138205"], Cell[594061, 12102, 583, 12, 36, "Print",ExpressionUUID->"a6ce7eb5-f4c9-4f8b-a635-13afb4352883"], Cell[594647, 12116, 583, 12, 36, "Print",ExpressionUUID->"378c6efa-18f2-49d7-a04b-4f85e3592947"], Cell[595233, 12130, 583, 12, 36, "Print",ExpressionUUID->"75b73bd3-2d66-4f19-991b-9ab54d89d3d5"], Cell[595819, 12144, 34106, 676, 444, "Print",ExpressionUUID->"fcf450a2-47a0-4c95-a603-5eb97a9ae8c5"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[629974, 12826, 3597, 88, 680, "Input",ExpressionUUID->"f1a1a22e-d397-4a0b-9ab5-46a28f5d3565"], Cell[CellGroupData[{ Cell[633596, 12918, 248, 4, 36, "Print",ExpressionUUID->"e5f73c7d-4cfa-452e-86b5-e1ea91fa2a79"], Cell[633847, 12924, 463, 9, 36, "Print",ExpressionUUID->"c92ac23f-c457-4fd9-8abb-c53969de0647"], Cell[634313, 12935, 490, 10, 36, "Print",ExpressionUUID->"51ddd868-21e5-4979-98f5-c32943d83fb9"], Cell[634806, 12947, 490, 10, 36, "Print",ExpressionUUID->"10515d8c-dae7-4eb3-ac9f-603b5a1e9d35"], Cell[635299, 12959, 488, 10, 36, "Print",ExpressionUUID->"afccf2b7-3d4e-4a2c-bcf0-df73ab964e4f"], Cell[635790, 12971, 422, 9, 36, "Print",ExpressionUUID->"6fc4bce4-e723-4efb-8e12-10f8768a48db"], Cell[636215, 12982, 301, 5, 66, "Print",ExpressionUUID->"6d1ef4ba-2fb6-46f7-b149-c71c460d398d"], Cell[636519, 12989, 264, 4, 36, "Print",ExpressionUUID->"c556cce1-5381-4724-b38a-99d82cb9c2a8"], Cell[636786, 12995, 253, 4, 66, "Print",ExpressionUUID->"d4318603-2c66-4179-b857-fe890ecaab81"], Cell[637042, 13001, 447, 9, 36, "Print",ExpressionUUID->"4486589c-3672-4b44-9466-c9e7a0a64914"], Cell[637492, 13012, 301, 5, 66, "Print",ExpressionUUID->"f58c4b9c-7fb7-42c5-8f86-2881858ca269"], Cell[637796, 13019, 264, 4, 36, "Print",ExpressionUUID->"5a5fceb9-7fc0-418d-b4bb-6b3ea11dbbf7"], Cell[638063, 13025, 255, 4, 66, "Print",ExpressionUUID->"e92a5d5d-7f26-40be-943c-6e67d26c3a38"], Cell[638321, 13031, 303, 5, 66, "Print",ExpressionUUID->"8577e41c-0a43-4626-947d-779fe0ca6957"], Cell[638627, 13038, 264, 4, 36, "Print",ExpressionUUID->"276a7628-324c-4a24-92f7-29c8cbecaa86"], Cell[638894, 13044, 253, 4, 66, "Print",ExpressionUUID->"b91d4994-b57c-4b2f-86cc-9eb907f66c8b"] }, Open ]], Cell[639162, 13051, 4350, 128, 116, "Output",ExpressionUUID->"4d98538b-a6fd-4aee-93c3-b95fede66b0b"] }, Open ]], Cell[CellGroupData[{ Cell[643549, 13184, 1356, 43, 164, "Input",ExpressionUUID->"479055a9-17ba-477e-af4d-f11982147ae8"], Cell[644908, 13229, 1808, 53, 90, "Output",ExpressionUUID->"b97f71ae-c9f2-43fa-881e-a7974422fbc5"], Cell[646719, 13284, 673, 20, 95, "Output",ExpressionUUID->"520d562f-db1b-4e1e-8985-c5982e7d7904"] }, Open ]], Cell[CellGroupData[{ Cell[647429, 13309, 324, 8, 63, "Input",ExpressionUUID->"fc8f19e0-77f9-4bff-b573-05db85bc3332"], Cell[647756, 13319, 250, 4, 63, "Output",ExpressionUUID->"c7d3dd48-09fe-457f-9958-e6b3f3094287"] }, Open ]], Cell[CellGroupData[{ Cell[648043, 13328, 157, 3, 49, "Subsubsection",ExpressionUUID->"a81e000e-8909-4c50-a4f3-ae507d1458c3"], Cell[CellGroupData[{ Cell[648225, 13335, 227, 4, 43, "Item",ExpressionUUID->"a135edaa-767a-43ab-9947-db2817f6b7dc"], Cell[648455, 13341, 203, 4, 43, "Item",ExpressionUUID->"d822a66c-6367-4d08-a68a-3618e5e25ef1"], Cell[648661, 13347, 179, 3, 43, "Item",ExpressionUUID->"0500f6b3-e7c6-490f-a85a-551faa9594d5"] }, Open ]] }, Open ]] }, Open ]] }, Open ]] } ] *)