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FZvmTl88zHHpv1nB9pvEqvb9QO1XITdcnVFUr5EI0tAoe0yQjoQzr/Lh1u5vMqkW9sHZo2GL5h/x86PUwFJuX9W98laJZZRuJHFGKonkJZiZlKtNvtCrh8UAqqf6mrkl1oSL5CZd0lA+dREMzE0YEvTW906n7ZVHPUUeOb/kRgdpBStRCFOd7tCJPTQ/NTpiZZPLbzdF/Kf9kVy73LBVq6o7jqww8Uav5uIRvaun6nGBJSY0+SFoi/EUN1UKDAhlBaQFiKNxPgO4R1ZU+Dkq+TmyaGqr5O7AaQX78GHsQG7vtdtHXdgdbtTe4AwUKHvFFvgdMYl4KiJ4pR88AKPM2o1URhNjk0Xj+7MHPBHPHxChMsThREV91I8pcIDfftna0mDCwUU8AKuxuoxtd6fHBydXqyuvTGpvwQ5cmZveSDsVxW/Qgfh0fHq7A6fX7PxDSG/3Yj8pnfqcToP3s8kwhRygCHpjAlvLAS8tRHzDl902HqR51EnTt4Ti5RlXdBEL484+zm4pm4xOTZi5wyEbjYkQA6nvbxmKMRDHV8cQFy9iGyVennSHfr4lYJBM0Sv+3HGHJQrF1GTfVns9NENHzsY7QeBSCzuBlEtJlzWqixUIj5Q6TOSdsoUdlkvX3V869IAuEYI2iBwtxGDB3det5EdGU7PTBXIJx92oYmrq6kLCMvXO7UBSAkaCUa3MuBKJ0+R6a/HVesOYSMr594MykEanyD/uT6GbGUvPghd29O2QJL+oGgtgB3btTBt1wdstv06frbb39h7dJQILU46iwM0U9eETNcUUFYkAT8bDonWBbFKviiMkoSHFDnhtWKMyBD4l92kVng9Eyey+N9LoTSy7w6mL34bPGsNQjIby7oZuw6SSp91Lgo2zxgykgs8nLNOgKtySMK6evkyivPdCFejo80s6BURp/XuNDc1lCxN1IY5rrDbC0mMAbOrWXcLWjX6pQO8UbPeKEW9Uw9IiiL8ayKhXbjSn8wDV1pnh+4Vw7otn75c4hnLKiooTXBEuuDnvxqUOLtmuDThbUDrQfSS4GUhcd8TakBgejFZ1+ViwVEVFApnWiM6qesQhl7hJuo6EMxtb8iC4pKTbnezVI1o+e9JmvLLSCo2aL0UjRnukbU+BUkJh7KdUZdv0X1jrfGKT/AidnjkiPWf+2+WNKfhofXYC8DfJ3R61D8hHDsRDsH2FbCHMrt+2Y0qtHNhpxV57PodaaFp0eClr5iriyhWJXiOufj55jL+RQZuY9JRnTzf0ecAmr9+heavPsy0Tw4cfUYuNzP2q25vr9TGoCLajb+t1qmeFtiiDcC/+KoDUUHEJTi0tf/gpk+Ox0oQevARWtbCAkN4OH/IejSpVva2dLW5r3G1Z6TCsT5tCW6eODX3yOG4XMBpHCwduHq9208y/pA7aZw8X0vo19/t4FMQvv8Fv4IxTiXttuMOEAgQGexTKaU7otrJOgIcwoIzbiNS22eW+7cNGtbvto6TVF+Whdt3NiZ3/cV89vJPcjKoiXr8tsdMfXr3HnBtwOsjlc98qgrunWqufXhviiPAO+M473HiHkUYvoR8pDsegp0K1m2obCc1O0OIjQrs5CR9U3+4XAo9ebTVCAtZNj28O79t1ZUeLVn0xyfLR75Ti4paignT4t6b6jfZe2Tbb0EW7dFrx8CsdidstF4nHr1orBw/KWOgQ3q0fwo6PV3zc8XtrXJ9nwkO+2IbtLIPVjYUW/07/3xQDPlRI5pn5ezGaZLfMMozsdTh+0anTt7Vv2aNp3+yFKnD+fqq/tV/ddAjMl74aIPhPSDgYsk56yev0nKkw5MY8sGnnTkddREmbbMelYoY6AJr9s6YeqXiLwODG/sUwshe/qSPv2F8buKZw5n8HSfDnoFUsGm8V/Dl+8oinb3iBZ+2fmPryP8w9NFDASInlAuKrfvto+0K+CL8gnPWZNZ6Z1gdW7ZpukYbuH1sk6mbzV5nizoreruPTWdGk+U+NSAFPMpy9gh1dG7ik+ESkUTkEibjW8Cd8XRhfX86L7PBoN8XIHyvxK2nrVfDsT4IpICbIbnPgscxHHO1q+Df0J77sWk794FkyL2qaOsRsQLIdEJjdmmBqncNtwd19DW6NxU1hbrzK/sI7t+q7pOTVIj2aPGyWY4f3792Y2k2FA6qSiR062x/kmLd+CaTOUgRBiEIeLwa8U2sCQ00pkf7p8H9mXCstY+IenyiX9aq8YnlyWK2vySKTELgPGI5vnYHj3tIiy9qdEYjOHQ1XuBIE/x6+prBddfafBbafwAvIr7Ve3zulDibczT6ZzjlhbbZhSujeOfECnZz7oI/GB2KFdcHfMpcHx9LhOfPhPq0pbXkKRjIjM/FvILKLHM0p3Infcl0tsSCKuljx+vB8q6rwDsHvUEAODdPWqthyJwvk/6YIlivuAV3SOjwrIJ45oJ3YQqGxjqzy38HnYOnQy/BcbxDuhf9xmS6vKhkI7fhWzgPFbpCU8RwWFBCx72NkVENRHych4MKtL7f8pAeWOP1UDWSdM4ZziCOichWAitimCI0MyinOtu+JN1WpiZ4idWhOR5n1UTuo/ih2LbJaD8hBjjVL/JR1f9yzz4OknN+lFDAsb7/xuMxnWQFifVxpDc2mYe3dZEAjEF7/imKR39PgdOZdIYFhoDajHovDi7E+k6VidqSD/6KjVZjckJJqrn++VvxgA9Mr1tHXg/JmKDLEZ53mX9nrD8ylOVZ6ah3sJYszczFvwle9o6XPWHcCcEQJFRWE4K8wJJ27ziw+9yC03P1ITwKwiN/IAJ0LwDI+iv+/GS+/17b4gMeNmCcdk8OjXphrLv0xe8VoZh0tNPX/gN8GuXQjHMuTXXXcjIDMY1v1Ltpgt50TqxtK7RDO6cT7oYAOnFvwidZcmEyt04Kb47oyeD8LpeLimyOh1L6PFXrC2b2juAtyGVHV0WGNC9sHS+H4suU22+c9NFXVRhQdivbSvUDe8Ael88Pd5b79h5R/+5BD+fieD/8MdRa8+UJz+4Y3H4sFRWsX5F+Ook58fkD+AXaQ35F/0F3F71NdFE3bdDQaVVQhH7CxPSKJinEmmBrWzyRmN8zfqSJj8PbN88suSjIJE76c2ldkJHcinL8rv7N14L9Xo0TvfAC/NmkYr3ip13QQDkRQvF4Adn3YyEEZ6XW2fxUnDrRK8hgYnF68ezqhfmNZ8cbVzTyqcaOchJ8e8vw6Ln96ybn7tkuXX1+JF89fvdAron4/612DfwMrctgNbu2duLQXS2VMatoRnd2hKKWWWnAVnpfGpyeTC4IYjEiDRxoWN+DD7vIEFyz9fpnDhl6SpWEn6I+F7WKU3WVBwMbx6v1R8O8cOjOBzjZvwMeue3Ec4E7VZaFLOcSWS5/8cdufwA4GhBsl8HLCFfMzkuyOyFl7AGuWwGBUjNrOBrewQd7kdvfLKU9m6CmN1rxg5efHdMSPuTn1Y8TvmDYeiuqVQ6OGMHCvomneA4XYiACU/lG8Oaph66UpEDh4lMsT0FQ1/tOnK/GEwfvdviLEDh1D9X+miOMKOgN5+jPPr9wuGn3Aw4VblxY5pJUKHyUxyvQpV+REyJlliPcrvhUKA6SQ1KUDBAiDv8JihOngmrdy3hvqV6Ode+XvQWuBt+x7Zm1KN6Z/bpzsj1o0YadKHYQurcr7MksiRaX+8LpxPVuuZ5SB/0BLyNyRLHYHBmJ9pdVdhXj93Ln1UQ1XI3Fn8iy8UwwwN9RmRzULtuezLRCPkFCtlOIX1nEtD7n3lknxe3TzhWWobqaNu0T0DEwCpWmzAKQJTdsAZxgEtCfG0vxUbcfzK2BBB4IUo0WxHEKJwkYBl+NW3+Dk4E5EtJjg6JIpwoEEDwU4fLg4RmCgDgAbvogZt9vfAf8Evm52NNA1PUYDLEyf3Xl3/YFAoKC71TSnzKVRqqcxyOhVraphUMLanJ+Ht+Ge5jiLiUraWsWBZ8/edK9qlyPPVgurkvFQnEVxL2im3Hz0LrfJ583LjNnrZ+NxVOdOEhoHv4ywpGye3zH+2gW7h5VrbQ5dAdgGtV4KT4agy6CkDgqVr48J7HB+CcqZsLjZl1+DdznJ30ukt1+93Xx/nsN3oh4eSM89Ex9KB5tPlOYi/di/zr8JLI51rOJLKI4o9kLNROCk2zOvTXHsgslI25QdBdExgaByu1IBicIivRx8CmSJvG4OVjPp7XQ2THK7/JQFIl87YER6JtX4knR5SdIzi3EwX0M7neRQW3yizIouWnrwZmFrSqf5Yy42npuDc15vDRNECAKhqUzfYPj0fKWq/e0ghD1Z6+ieD2FME/1NDFdBh1I799IM5G4N5zcyNj3vUAM9Apqp4digag4+QvOM3pd5uSgJ7q2zKqSGuQ5b9rtq8+gOZ5m/d4CsVdj/ILbW1yV5IKBgC/q9ffzfNYjucXYNa5Gkw5nbriyxjGq4JeE8f3E7CwQWK+X1alszpydEwKsHBiJRn1P9PF9zgz1G9TbfRnlW872OeogY6B5SYQh1RH5ZmcfzU6sjQR7j2fCI97UFPhQ9FM/bLkEVY6naZ8WnCqwipHhwT0BFfxo4Lp/GhLjql9OhIesV98iZIGTw2JkXUj7YWnR7MxwVvtr4CPgq3aXI2RMXUI+tn3Rw+CcvzhJnrHr4zIXA2HrxXIpp0XCDB+gGKa1cG9CldygeV7XQYM44bW+6Ek2dY4I+/w8wbOR0ibeDa4TkZ5eBd4D98OdmMe+xyY4AbikZ3dePsLFI9lI/Bed/+DOkCxGwrIS7P2PYe12574YXuXSmIhhHI3NYndgL6C9bEF91O/hE9hGtHrvvPnSxskU7HLu3EVkgfShG67Ot7q3jUvQuSo7HjcSz11DS4XZnF7sE3kfr+hB1jMnFkfW12dmogPpqGtwMlTZXI9UggIv+tzuSDnEcmpI5dxsPLA0vgn8rbVJa21oxMOFoNcdBG5tqFIEY1tv2VdZrKUGMrwXx4ml0djScktPyKqCWlqccJvLi7FURXBTLjcFa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.me2{transform:matrix(0.240385,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.240385,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.240385,0.000000,0.000000,0.250000,0,0);}
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.me1{transform:matrix(0.245192,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.245192,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.245192,0.000000,0.000000,0.250000,0,0);}
.m14{transform:matrix(0.245312,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.245312,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.245312,0.000000,0.000000,0.250000,0,0);}
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.m24{transform:matrix(0.247496,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.247496,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.247496,0.000000,0.000000,0.250000,0,0);}
.m98{transform:matrix(0.247647,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.247647,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.247647,0.000000,0.000000,0.250000,0,0);}
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.me{transform:matrix(0.250044,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250044,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250044,0.000000,0.000000,0.250000,0,0);}
.mfb{transform:matrix(0.250046,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250046,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250046,0.000000,0.000000,0.250000,0,0);}
.mfc{transform:matrix(0.250049,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250049,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250049,0.000000,0.000000,0.250000,0,0);}
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.med{transform:matrix(0.250052,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250052,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250052,0.000000,0.000000,0.250000,0,0);}
.m27{transform:matrix(0.250053,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250053,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250053,0.000000,0.000000,0.250000,0,0);}
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.ma{transform:matrix(0.250057,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250057,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250057,0.000000,0.000000,0.250000,0,0);}
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.m90{transform:matrix(0.250097,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250097,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250097,0.000000,0.000000,0.250000,0,0);}
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.mee{transform:matrix(0.250511,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250511,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250511,0.000000,0.000000,0.250000,0,0);}
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.m11e{transform:matrix(0.250665,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250665,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250665,0.000000,0.000000,0.250000,0,0);}
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