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Создание графика, Нужна помощь с созданием графика как в примере
 
Добрый день. Нужно сделать график, на картинке. Уже целый бьюсь головой и не пойму, как именно это можно реализовать. Пожалуйста, помогите.
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1xdXY1+/fpF+tDax6utrUVJSQmEpVM3+WhKdwu5J50sIBs2bEDv3r1D+gEaaebbt29X3VV69OgR6UNrH2/Xrl3quXbyjAXyjqypqXH0sy3A5bsoEpebm6vNP9KBe/bsUT/MnfxdrKqqgtSzsLAwJDzdUuQE1gMPPIALLrgAgwcPDgkYRS4kXO0GU+TMcJRSKHJmWFLkzHCUUihyZlhS5MxwlFIocvosY6xsV/P69etRUFDg2GYzyVbJRZVfD6H+8qbI6d8MwSIpcmY4UuTMcaTImWNJkTPDkiJnhiNFLjSOUSFyoZ3SgdEUuc7Q+35fipwZjhQ5cxwpcuZYUuTMsKTImeFIkQuNI0UuNF5hiWYfOTNY2UfODEcphX3kzLFkHzkzLNlHzgxHKYV95MywZB85MxxtS2FGzhaRVgAzclqYtILYR04Lk20QM3K2iLQDmJHTRhU0kBk5MxyZkQuNIzNyofEKSzQzcmawMiNnhiMzcuY4SknMyJnhyYycGY7MyJnjyIycOZZBS2JGzgxoZuTMcJRSmJEzw5IZOTMcpRRm5MywZEbODEdm5ELjyIxcaLzCEs2MnBmszMiZ4ciMnDmOzMiZY8mMnDmW7CNnhiUzcmY42pbCjJwtIq0AZuS0MGkFMSOnhck2iBk5W0TaAczIaaMKGsiMnBmOzMiFxjEqMnLywl6xYgWWLl2qZvYePXo0xo0bp3WmFDktTLZBFDlbRNoBFDltVEEDKXJmOEopFDkzLClyZjhS5ELj6HiRk/UUP/30U6xZswYzZ84MeZkbilxoN0R70RQ5MxylFIqcGZYUOTMcKXLmOFLkzLHkyg76LB0vcrLW2kMPPYQzzjgj5OW5BANFTv9mCBZJkTPDkSJnjiNFzhxLZuTMsKTImeHIjFxoHB0vcjIx6V/+8hf0799fTVIaGxuLyZMnq/+WZla7TUROlvXKysqyC1V/lwygyKO1clmb8VV1fixdX4sjBicjKzW2zRipV0JCAlwul9Yxy8vLIR+lXr16acV3RZAs8i6ZJCcv9N7Q0KAWeg91AeNI8xQploW1nbwYdF1dHaRzuZNZer1e1SQo96Tb7Y70ZdQ+3ubNm9WznZycrL1PpAPlPZmamoqMjIxIH1r7eGVlZeqd7+SF3isqKtR3ysnPtgCXZ1u+i9nZ2dr8Ix0oUizLczr5uyjvcalnqO/JwMC8oqIiI1gdL3IiELfeeiuuvvpqlZFbuXIlFixYgJtuukmrmVVeUPJg6W7ShPvyyy8rsWpr88T3QXXGJKRVfYQEz+Y2Y+QBOe+88zB8+HDdwzKOBEiABEiABEggygjIj0iKnM1FE3O95557cMkll6Bv377YsWMH5s2bhxtuuEHr16OInIDu0aOH1u3x9ttv44FHnsGH6+LajG+OccPvSobLX4/YGB8kb9dsZfFabicOa8JN112KiRMnah1TjF7EMS8vTyu+K4JEqCWTJNfAqZtk5OSXpm62tqvOQzjKj4vevXt3VRVsjysZOcmADBgwwDa2qwLkmZHnW7If8uPJqdvWrVvRs2dPR2fkJJOdkpKi9U7tKs4yTZNk5HJycrqqCrbHlYycPDtOfrblJEpLS0NqqbI98TAESAuQZOSc/F2UjJxcc4qczQ0gzSfPPfeceninTZsGEa2NGzeqDJ00s9ptofaRW7RoEe5+4Cm8tSLermj0HzIarlgXtqxdfkDstDGNuPmmKzBp0iTbMiSA88hpYbIN4jxytoi0A7jWqjYq20Cu7GCLSCuA88hpYdIK4jxyWphsgziPnC2ibwOkr5pY+WuvvabaoqW9/NRTT9X+dRtOkRs65nj1C3Ht8o8ocprXM5xhFDlzdCly5lhS5MywpMiZ4SilUOTMsKTImeFoW0o4Rc7ttrJ21ngLn7cJ7vgEeC3hbG72gxk528sSlgCKnDmsFDlzLClyZlhS5MxwpMiZ40iRM8cyaEnhFLnAgXvk5mPwqGOwfsVnqCzfRZGL0LVtfRiKnDnwFDlzLClyZlhS5MxwpMiZ40iRM8eyy0UuJS0TfQuHY/vGVaivraLIRejaUuTCB5oiZ44tRc4MS4qcGY4UOXMcKXLmWHa5yLWsQLIldScPrcVPrruIgx0idI0Dh2FGzhxwipw5lhQ5MywpcmY4UuTMcaTImWPpGJFzxbox9uSz0SOhBjef15MiF6FrTJEzD5oiZ44pRc4MS4qcGY4UOXMcKXLmWDpG5KQiOb36YexAKyN35TSKXISuMUXOPGiKnDmmFDkzLClyZjhS5MxxpMiZY+kokZPKyKjViy+ehdT8IzDxiFykpwSfrJTzyJm5Gdi0aoajlEKRM8eSImeGJUXODEeKnDmOFDlNlrL26ZYtW7Bz5061h8zbNmLECO2VGiIxarX1qYjIDR97BrbUFeIPV4/A8P7pQc+WIqd5M9iEUeTMcKTImeMoJVHkzPCkyJnhSJEzx5Eip8nS5/OpJblkia0hQ4aovWQJJlngWWfrKpG79qo5GDp6PAb0Slby6Y6NQazLmnSujY0ip3Ml7WMocvaMdCOYkdMlZR9HkbNnpBNBkdOhpBfDCYH1ONlFUeTsCH33dxG5p59+GmPGjMERRxyhudf3YV0lcoElumrqvZj3r+0ozE/B1GPbXkuVIhfyZW1zB4qcGY5SCkXOHEuKnBmWFDkzHKUUipwZlhQ5TY6BjFxGRgYGDx6M9PR0FBQUaK2zGrhhExIStBdaDmWt1fZOoeXKDlW1Tbj7xY3ob2Xm5kzpB1cbWTmKnObNYBNGkTPDkSJnjqOURJEzw5MiZ4YjRc4cR4qcJkvpI7d161aUlpaqPT7++GOceOKJGDt2rFYJ8sujqakJInM620cffYQnnnkFb62wlt/q4CYid9WcH2DcuHFqrdhKS+YS4mKtf1zw+WE1s37b1y+wNTQ0QM4zOTm5g0cM/26y3q38o9ukHf4aHXwEr9cLkTmpY0u+XVGXYMcUjnJPpqSkOK1q++sTYJmWlubYOsozI5lD4ehyuRxbz+rqaiQlJcHtdju2jsIxLi4O8fEdf++F++Tk2ZbnOjExMdyH6nD5Ho8H8uw4+dmWk6urq1PPjNNZSiLHyd9FeY/L9S4sLAzpngkkHYqKikLar73gGEs0mtevX6+yXPKycfq2ZMkSLF26FHPnztV6eYvICWjdc/vwww/x2LyXOy1y11x2AcaPH38AzkVf7MWbS/fhlhkF6Jn5/QtTLqrcsE6WJHlByT+SEXXqJte5pqYGkr11ssiJuMsLwMmSJPWTj3tmZqZTL7d6ZkSShGNsrPXryKFbRUWF+rCLKDl1E45SPyd/2OV+lOfayR/2aHi25R6U96Q8M7rfxa64b6PhuxhIcFDkbO4Q+dUtL0L5oMhDLE2fkmKfM2eO1se6q/vItTy9pWv3YdHSMsydPhA90r4XOTatmnlNsGnVDEcphX3kzLFk06oZlmxaNcNRSmEfOTMs2bSqyVGM97nnnlMZDGmakJTwBRdcgNzcXK0SnCRygQr7ZEqVnXXI65GAtOQ4UOS0LqVtEEXOFpF2AEVOG5VtIEXOFpFWAEVOC5NWEEVOC5NtEEXOFtG3AdLHTJrMpBlFNpE5SQnrNp05UeSKy+rwq8fX4NjhPXDtOQNRvmeP6n/Wp08fTSqRD6usrMTevXsxcODAyB9c84gUOU1QGmEUOQ1ImiEUOU1QNmEUOTMcpRSKnBmWFDkzHG1LcaLI1Xm8+OCrcgy0RrIWFaRiD0XO9jrqBFDkdCjpxVDk9DjpRFHkdCjZx1Dk7BnpRlDkdEkFj6PImeFoW4oTRa5lpTd+U4MvV5fguGEp6FfAjJztBQ0SQJHrDL0D96XImWNJkTPDkiJnhiMzcuY4UuTMsQxaktNF7rE3tmLRZzvx+9l9MXRwQYSohH4YNq2Gzqy9Pfbt26dGW/br189coYZLosiZA0qRM8OSImeGI0XOHEeKnDmWUS1ypfsasHbTLhTmuVUfOZleTrf/X4QQqsNQ5MzRpsiZYSkDoGQdZum36eSpPShyZq43Rc4MR4qcOY4UOXMso1rkpPIyarVkdw0+XteMsdYAiKOGfjvVipM2ipy5q0GRM8OSImeGo5Syfft2NR+frGnt1I0iZ+7KsI+cGZYUOTMcbUtxetNqQOQ2bK/APz6tx5SxPXHaMXkUOdsre3AA+8h1AFo7u7Bp1RxLZuTMsKTImeHIjJw5jhQ5cywPiYycTD+SltkTyYmx1hJezltuiBk5czcsM3JmWDIjZ4YjM3LmOMoUTbJqgpP7v1LkzF1vilyILEV0Xn31VaxYsQLXX389evfurVVCtGTkWs4j98Sb2/C5tQrE/T8eA5dDmlgpclq3m1YQRU4Lk20QRc4WkXYAm1a1UQUNpMiZ4SilyLRcsiykk+dXpciFeL03bdqEd955R01Ke8kll2hf3GgUuX9++A02l9Thvy4cTJEL4T5h02oIsGxC2bRqjiWbVs2wZNOqGY7MyJnjSJELgaX88p4/fz7GjRuHBQsWYMaMGYe0yAXQNHn9KC6rR6+sBKvJ1R0CMfOhzMiZY8qMnBmWzMiZ4SilMCNnhiUzcmY4MiMXGscYawms5vXr16OgoABJSUmh7R2BaL+1LunixYvVyM7TTz8d9957b8gi53K5kJmZqVXb//znP3jg0efw1orvF7XX2rFF0LQxjbjp2ktw8skna+0qH3ZZhqz1+rFfbarCQ68X44KTemHi4VldOgBC+n3Irw/dJm2tEzccJGn4srIy9O3bt0tZ2Z2WzCEnawbn5eXZhXbZ3yW7KU0b8l5w6ibPzM6dO5Gfn6+W7nPqVlxcjJycHEe+XwPMSktLkZycrEauOnUrLy9Xz3VWVpZTq6jekfLsOPnZFnjyPZVnxsmjlCsqKtQa67rrqnfFTSEtF3LNCwsLQzp8oPWoqKgopP3aC3a8yMkH77HHHsNFF12kXoZ33333fpHTmaJDmlYFtu722WefYf6Lb3Za5GZfdCaOOuoo3cO2GVdZ58eyTQ0YXhCPvEznfqg6dZLcmQRIgARIgASilIAIMUXO5uLJL8VXXnllf9TKlSsxatQoXHjhhVq/JqKxj1xbSD5ftw+NVlPr+JHZXXK7s2nVHHY2rZphyaZVMxylFDatmmHJplUzHKUUDnbQZ+n4jFzLU5Fm1pYZOZ3TPFRE7n8eW43K2ibcc9NhiLWaiiO9UeTMEafImWFJkTPDkSJnjiNFzhxLipw+y6gSOas7H5YuXYrhw4dr9+U4VERuy85alZEbWtA1fVgocvoPlV0kRc6OkN7fKXJ6nHSimJHToWQfQ5GzZ6QbQZHTJWUt6+n0wQ76p9J25KEicoGzKy6tw6uf7MQZx/XCwPyUzuLR3p8ip43KNpAiZ4tIK4Aip4VJK4gip4XJNogiZ4tIO4Aip42KItca1aJFi3D3A091erDDzTddgUmTJmldCRlB1HJC4GA7LdtQgbte2Ijrzh6I4w+LXH85ipzWpdQKoshpYbINosjZItIOoMhpowoaSJEzw1FKocjps2RGrhUrp4ucVLeypglpyW54fc1Wf7kYxMbG6F/xDkZS5DoIro3dKHJmWFLkzHCUUihyZlhS5MxwpMiFxpEiF4UiJ1X2WQM//vLCJrhigR+fPzjs86ZR5EJ7sIJFU+TMsKTImeFIkTPHkSJnjiUzcvosKXJRLHKPLdhuZeSAK87oH/alvChy+g+VXSRFzo6Q3t8pcnqcdKKYkdOhZB9DkbNnpBtBkdMlxcEOB5GKhqZVqbSM4G3+rvaNTd8u5dWvZxIS4q0UXRg2ipw5qBQ5MywpcmY4MiNnjiNFzhxLipw+S2bkojQj17LaS1bvxQOvbMbNFw7GmMF6S5Hp3yLfRlLkQiXWfjxFzgxLipwZjhQ5cxwpcuZYUuT0WTpe5CTztGPHDjV/nKyt2L9/fxx99NFWB3+9zNOhNv1IW5d2Z3kD3v6iDFPH5iE3M0H/6ocQSZELAZZNKEXODEuKnBmOFDlzHCly5lhS5PRZOl7k5GW9eL5bmr0AACAASURBVPFiDB48GHFxcWplB1l3dfTo0Vpn2R1ETkD4/c3wW9K7bEOlGtE6rJ/ZiYMpclq3m1YQRU4Lk20QRc4WkXYA+8hpowoaSJEzw1FKocjps3S8yLU8FVmi65FHHlFrrZ5wwglaZ9ldRE5gVNU14RcPr0JPKyv3yzlD4ZaREIY2ipwhkFYxFDkzLClyZjgyI2eOI0XOHEuKnD5Lx4ucNK2Wlpbi66+/Vh/AqqoqzJgxA6mpqVpn2Z1ETrJym0pqkRTvQt+eyVp8dIMocrqk7OMocvaMdCIocjqU9GKYkdPjZBdFkbMjpP93ipw+q6gQubq6OpSXl6s+ci+99BLGjx+P448/XussReQaGhrgdru14j/99FM89dzrnV7Z4fKLp2Ps2LFax5TzEmGVpmOdTV4WCxcuRHV1dbvh3rhceJKKkFSzDC5/3UFxLpcLEyZMwIgRI3QOCZ/Pp/gnJISnD55WJWyCJGMrH/f4+Piwz6vXmfoKR6mr1NOpW4Clk6+3PDOyIorTr7fH41HPtjxzTt2Eo9RP9z3ZFechz7Zsuu/JrqhjNDzbwkVYxsTEOPp6h/pd7IrrLd9F2QoLC0M6fH19PYqLi1FUVBTSfu0FO17kWlf8888/h8jW3LlztQY8iMjJC183g/fee+/h4b+92GmRu/7KGUqUdDYRMrkhMjP1RpyuW7fO6it4D77c2r6cxmcPRc6g8Shd+Qp8dfsOqkZhTx9+cNbJuOCCC3SqCLnxamtrkZOToxXfFUHyMaqoqEBubq6jRU5+mMiPi6ysrK7ApHVMkQ/Jwvbs2VMrviuC5JmRH3jZ2dla74KuqKMcs6ysDBkZGY7+ESQ/DhMTE5GcbDaTb5K5tMbIlp6ebrJYo2XJO1KeHSc/23LC8p6UAYNpaWb7UpuEWVNTo5IHut9Fk8fWLUu+i/IPRc6GWKD5REDJjffiiy+qiztz5kytj/Wh2LS6atUq/O73f8ALS4Jlx2TpLrcliE2ItbKR6peDJbSB7fiiJlxz8RTMmTNH655l06oWJq0gNq1qYbINYtOqLSLtADataqMKGsimVTMcpRQ2reqzdHxGTrIs0pwqH7/AL4ipU6dq/+LpviL37U0QF5+IIYcdi5rKvdi+8WuKnP6zEbZIipwZtBQ5MxylFIqcGZYUOTMcKXKhcXS8yIV2OgdHd3eRc8clYPDIoyyR24cdW9ZQ5Dp7QxnYnyJnAKJVBEXODEeKnDmOFDlzLJmR02dJkWvFKhqW6NJrWv3+xFxWk3SzNaJV/jchMRl1NVU4vqiRTav6z4nRSIqcGZwUOTMcKXLmOFLkzLGkyOmzpMh1A5ELnGLBoJEoKByBLz56A0cXVFLk9J8To5EUOTM4KXJmOFLkzHGkyJljSZHTZ0mR60Yil94jFzm9CrB1/QqMG1RPkdN/ToxGUuTM4KTImeFIkTPHkSJnjiVFTp8lRa4biVzgVGOs+aKOHZmNay4ah8tmTdca/ctRq/oPlV0kRc6OkN7fKXJ6nHSiONhBh5J9DEXOnpFuBEVOlxRAkeuGIpeSlonDx03BRacOwtzzhiDWFWN7x1DkbBFpB1DktFEFDaTImeHIjJw5jhQ5cywpcvosKXLdUOQkI3fcqBxcfcFYXHbxeczI6T8vRiIpckYwctSqGYyqFGbkzMCkyJnhKKVQ5PRZOl7kZFUG+eUtsyfLvyclJYU0Q3p3n36kvVshMCHwYePOxsot1Zg1qY81T1/7SwgxI6f/UNlFUuTsCOn9nRk5PU46URQ5HUr2MRQ5e0a6ERQ5XVJR0LQqqzjIuqKyPIssfSJCd+mll2ovLUKRa/tmCIhcU/aJ+PfSMjxxy5FITmh/yS+KnP5DZRdJkbMjpPd3ipweJ50oipwOJfsYipw9I90IipwuqSgQOcnCicTJWqny73fffTemTZuGUaNGaZ0lRS64yP3gglmo8/iQnRGPBut/E+Jj2+wzR5HTut20gihyWphsgyhytoi0Ayhy2qiCBlLkzHCUUihy+iwd37Ta8lRE5O69915MnDgRo0eP1jpLilxwkQustVqypx7zFm3HiaNzMG5k1kH95ihyWrebVhBFTguTbRBFzhaRdgBFThsVRc4MKttSKHK2iPYHRI3IicRt3LgRL7/8Mq6//nqkp6drnaWInOyblpamFf/ee+/hoSdewFsr4rXi2wqaNqYRc6+aiQkTJmiVUV1dDWlC7tGjh1b8unXrcOddf8ELSxK04tsKkqbVS88/CRdeeKH6846yesx/uwQnHd4Dxw7vcZDI1dXVQf7Jycnp8DHDvaOsyyuS1LNnT60BHOGuT3vl19bWoqGhAdnZ2V1VBdvjSjeGiooK5OXl2cZ2VYDP51O/2uWelHWYnbqVlpYiMzMzpL69kT6X8vJyJCYmIiUlJdKH1j6e/JiMiYnRfvdrF2wwMBqebTldeU+63W7t76JBRNpFhfpd1C7YYKB09ZLvYmFhYUilyn7FxcUoKioKab/2gqNG5EpKSjB//nycffbZ6uTlgdbZROQEmty0Otunn36KeX9f0GmRu2zWORg7dqzOIZXEiWzGxcVpxW/atAmPPPp4p0VuxlnH4cwzz1THlOPXNzYjIS4GtfVeNHr9yMn4XhTloyn/xMd3XHC1Tq4TQX6/X7EUjrr3RycO1+FdhaPUVfd6d/hAndgxwNLJ1zswEMrp11t+YMj7x2WNFnfqJtlNqZ+ThViebdl03+VdwToanm3hItdb3pFOZhnqd7GrrrdwpMhp0JfMgEjciBEjcPLJJ4f0kWbTatuAA4MdAk2rLaPufmED1hXX4P4fj4H7u5GsbFrVuFE1Q9i0qgnKJoxNq2Y4SilsWjXDkn3kzHCUUti0qs/S8Rk5eVk/9thj6hfEcccdp341ZmVlaRswRS50kXtv+W6U7vXgwol99kszRU7/obKLpMjZEdL7O0VOj5NOFEVOh5J9DEXOnpFuBEVOl1QUjFqV9Kr0CZPm0cAmfckGDRqkdZYUudBFLrCHjGbdUFyNQb1T4WuqhbykBg4cqMW9K4IC/Q6GDBkSUtY20nWlyJkhTpEzw5EZOXMcKXLmWFLk9Fk6PiOnfyptR1LkOi5yX6yvwB+fXoerzuyP8cOSKHKdvRm/258iZwYkRc4MR4qcOY4UOXMsKXL6LClyrVgtWrQIdz/wVKcHO9x80xWYNGmS1pXYvXs3pEN0nz59tOJXrVqF3/3+D50e7HDNxVPQVh+5QCVqG7z4Yl0FRg5Ihxv1FDmtq2MfRJGzZ6QTQZHToaQXw6ZVPU52URQ5O0L6f6fI6bOiyFHktO6WhZ/uQGVlNWZOHa4V3xVBbFo1R12mUZCR4tJM7dSNImfuylDkzLCkyJnhKKVQ5PRZUuQoclp3y68eX2VNS9KE268bbQ1Zd+Y0ChQ5rUupFUSR08KkFbRhwwb07t3b0XO0UeS0LqVtEEXOFpF2AEVOGxUochQ5rbtly45ylO/dhyMPGwRPo9+ab85ljSDWm8tP6wAGgihyBiB+VwRFzhxLipwZlrt27VKDmJw8STVFzsy1ZkYuNI4UOYqc1h0TmH7EG5+Lv/9nB2ac0hdD+qZq7RupIIqcOdIUOXMsKXJmWFLkzHCUUmQQoEz2nZuba65QwyUxI6cPlCJHkdO6WwIi53Hn4NHXtuKy0/vhsIEZWvtGKogiZ440Rc4cS4qcGZYUOTMcKXLmOFZVVam+fFzZQYOpLBckD/HChQtxxhlnID8/X2Ovb0M4/UjbqIKt7NDWHi0nBN5X3Yi0ZLe1ZFezNRNhjGpmdcJGkTN3FShy5lhS5MywpMiZ4UiRM8exW4icmOoXX3yh1pVsuSUnJ+P444/XWudN1lP86quv8NZbb2Hnzp248cYbQxpJR5EzL3JSYoM1WfBvn1yDpIRY/M/sofuX8jL3iIReEkUudGbt7UGRM8eSImeGJUXODEeKnDmO3ULkiouL8eijj2Ljxo0qi5aYmKgIZmdnKyHTWZBbRE5gNTQ0YN68eZg+fTpFLkLzyLW83Vsv0dXk9eONxbsQZ63FOu24PLiszFxXbxQ5c1eAImeOJUXODEuKnBmOFDlzHLuFyAkuyco9//zzKvt27rnnomfPnh2iKB/p+++/nyJn0YvUhMDBRK7l3xqb/FhnLeUlgx8S42M7dH1N7ESRM0Hx2zIocuZYUuTMsKTImeFIkTPHsduInGTU5J/ly5erPm7Tpk3DYYcdppWNa4m7MyInHyUZtq6zLVmyBPNffLPTKzvMvuhMHH300TqHVHxk063j5s2b8cTfnur0yg4XnjFWXQ+dLVgdv9zUgKfeqcYNp2egqE+8TnFhiQmVY1gqoVFoNNQzmuoYyrOjcXmMh0QTS913kHFIGgWSowYkzRCy1ARlEyYcJUl1SA922LJlC1588UXIDOyylZaWoq6uDscddxwuu+wyrT5yAY6dETmXy4X09HStK/fuu+/igUef67TI3XTtJTjxxBO1jinNll6vVzU562xr167F7f93Z6dF7vILJ2LGjBk6h1QZmurqavTq1eug+Op6P1ZurcPowmSkJHTdwAdZ5kyWO9Nd6kzrxMMQVFNTo56Djmanw1Clg4qUrgzl5eWOZunz+dQgKLknY2O7LhNsdz2kn64824GuJXbxXfH3srIySN/l1FRnTSnUkoUsbSeimZmZ2RWItI4p70j5Vjn52ZYTkWdbBCQjw1kzD7SELNkucQfd76LWBTIcJO9xueaHtMjJy+GTTz6xRjf6DsCXkpKCyZMnR0zkEhISkJOTo3UJudZq25ha95FrK8rT5MNHK8rViNajh/aI+ITBbFrVusW1gti0qoVJK4hNq1qYbIPYtGqLSDuA88hpowoa2G2aVjuLS0a8fvnll2r0q5hvUlIS+vfvr5oEdX6Fc9Rq21egM9OPtHdNK6xpSW57dgPyeiTgxvMKERfhpbwocp192r7fnyJnjiVFzgxLipwZjlIKRc4My24hcjJqdcGCBarZsOUm6dyZM2ciLi7ODM0gpVDkIidyPn8zduyuR5I14CE3Mx7y37HWMl6R6ndDkTP3OFHkzLGkyJlhSZEzw5EiZ45jtxC5kpISvP3226ppVdagk38GDRqk+qudc845FLnv7ifp1yX9u3T7djlt1Gpbj8Vna/ZhwafWvH/TC9Ez69tpZ8K9UeTMEabImWNJkTPDkiJnhiNFzhzHbiFyLXHJXHIffvgh5syZo9Ukago1M3KRy8i1PNJ7y3bj7+/swG8uG4b87CRTlzNoORQ5c5gpcuZYUuTMsKTImeFIkTPHsduJnIy0lBGh11xzDUWu1X10KGbk/Fazar21+kNyYiwarcmDE+LCP6qQImfuBUWRM8eSImeGJUXODEeKnDmO3ULkVq9ejXvuuUcNIZaRo5KNk6lHItVnKnDDctTqwTduOAY7tPV4lO5rwK3z1mFUYTquOqO/1WcufNOTUOTMvaAocuZYUuTMsKTImeFIkTPHsVuInIwylbnkZNI8kSnpHxeJAQ4tLxObVrumaTVw1MraJjz/n28wtF8KJozOCeuUJBQ5cy8oipw5lhQ5MywpcmY4UuTMcewWIie4tm3bpqYPabnJPHKnnHJKSPPIdRQ9Ra5rRa7l0csrG/HNnnqMGpgeFqGjyHX0KTl4P4qcOZYUOTMsKXJmOFLkzHHsFiIn66w+8cQTasF76QeWlpZmfcBdmDhxohI53SZWyeht3bpVzZgts4/37dtXWwIpcs4Rufn/LsbLH5TgkZ8ejuyMBHNP03clUeTMIaXImWNJkTPDkiJnhiNFzhzHbiFyMsBh8eLFqm/c888/r9YeFZH74IMPtEevyoTAS5cuxZo1a1TTrGT3xo0bh2OOOUZLBClyzhG5zTtrsXZbNU49uifcsd+ufasr8zqPHkVOh5JeDEVOj5NOFEVOh5J9DEXOnpFuBCcE1iUVPK7biNyyZcvU5L8yMXCPHj0wbNgwzJs3D3PnzlX95uw2WcvswQcfxOzZs9X6devXr8frr7+O66+/XmXn7DaKnHNELlCTmnqvWsprUJ8UDLb+MSVzFDm7p0H/7xQ5fVZ2kRQ5O0J6f6fI6XHSiaLI6VCyj+kWIicP3osvvoirrroKmzZtwjPPPKMycrLE1tVXX63+3W6TMubPn4/rrrsO0rdOJhV++OGHcdlllyE/P99ud7UUCUetHowpUqNW27pAW63M3J/mb8CJY7Ix45S+1nQ032bnOrtR5DpL8Pv9KXLmWFLkzLCkyJnhKKVQ5Myw7BYiJys6fP311xgwYABSU1OxfPlylJeXqybW7OxsLZIykfDLL7+MG2+8UWXgKioqVIZOmmt1VkKQDJ5MgSJrtOpsNTU1KCuvwpbdHZ/3bGCuD3k5GUo8dTbJOgor6UOos6k+h3v24oUl9hnN9soTkRtWkIjMzEydQ8Lj8ai+jrK8ms4mkl5YWKiue+vN52vGhm9q0SsrAZmpwZdpk5e3/KOzyVJwMlJazslUlk/nuKHGCEdZyUNWOHHqJlMGybMgWXSnbvLMyItUOOqsu9xV57Fv3z71HER6xH4o5ysc4+PjkZgYmVVYQqlbIFZ+XMim+17tyDE6u080PNtyjvKelGdGp1Wrs0w6ur/8MJd3uu53saPH6cx+8l0877zzVL//ULZA0qGoqCiU3dqNjbEGEjSL7BQUFGjLTmeOLDe6/EKV/5WX25AhQ4IOXNi5c+f+jJzEiwg+8sgjuPzyy9GrVy/bqkjfuptvvlmrGVcKy8nJgcDtzIdB+vUJUxngobPJzSD76MqmSEpcfGKnRS4/3XPQOrjt1Vc+7CIfobxEJRNaWhVrrbnafsYtOcdindoXNdvfR7Pfd8Dh0xL9SI5r0q6jfNjlAZE6OlnkhKO8oJz8EpX6BZ5RnXu4K2LkmZEfQcJRJ7vfFXWUY4oQiyC53e6uqoLtcYWj1E9kzqmb3I+yOVk2o+HZFobynpRnRqd7U1fdD6F+F7uinvJdlCTT1KlTQzp8VIlc4MMqL9zAJnIjTaynnXaa+rUvAxiCveDkl+J9992HSy+9VI1WlQxfYIUInQc61KbVkK6GoeBDcWUHyZxKP8jXv4xHjad9kRs47Ej0KijEkv/805LZA0VuVF8vZp0+ArfccosWaTatamHSCmLTqhYmrSA2rWphsg1i06otIu0ANq1qowoa2C2aViWbdscdd0D+t+WWl5eH2267TevXgEjgxx9/rEarDhw4UM1LJ/YrmTydjSLXNqVw95HTFTkrdQbRPJliJtYdB5+3aX+FKXI6d3h4Yihy5rhS5MywpMiZ4SilUOTMsOw2IvfSSy+pNuTAJk2jMoL1Jz/5iZbIyX6S2ZM56eR/JQsnfaB0m1Iocg4Xue+ql5LeA8OPOB7fbFmHnds3qP+XImfmZdORUihyHaHW9j4UOTMsKXJmOFLkzHHsNiL36KOPqr5s/fr1w5QpU1S/MZl+5Ic//KG2yHUGu2mR89dVoGn9x4gbNBautNzOVG3/vt25aTUAITEpBYUjjkbZN5uxZ1cxRc7IndXxQihyHWfXek+KnBmWFDkzHCly5jh2C5GTTr6LFi1S8iZNpDICVbJp8u+/+MUvolLkGtd/hJqXf43k036CxCPOhLd8u9U0GANXVt8Od7CnyB34YCUmWyP8rMEc/VN3sY+cuXdOSCVR5ELCFTSYImeGJUXODEeKnDmO3ULkWuISeSsrK8Nnn32mVna46aab1KhVGfCg20zaEfymM3LNHmuqkD1b4erRBzFxiah56ZeqWqnn/S/gTkRzYy1i4q1Rkxpz5AXOhyJ34JUdfsQJkKbWpq2v4aLThnKwQ0du/E7uQ5HrJMAWu1PkzLCkyJnhSJEzx7HbiVwAnXwglixZouaxycrKwrHHHhvWIe+mRa7lLSDTZTSueU/WmUL80BPh3bkO9e/8FUlTfoy4XnqDMaQ8ityBD1aPnHzEJSSiZ8wGZuTMvXNCKokiFxIuZuTM4Wq3JIqcOcgc7GCGZbcQOZlT580331T/BDaZn+3www9XKzNEYoLMcIpc61uhqfhr1L99H5Kn/QxuS+QaFv8dMSk9kHDYaUHvGopc23hGFMRi8inH45YfzrAmD7af0JnTj5h5OUkpFDlzLJmRM8OSImeGIzNy5jh2C5ErLi7G888/jwkTJqgpRAYPHqwmGZUJW08//fQO9ykL5TJEUuRkCo1mj9W0mpBsnZsLlX+dZfWd6420GXfAX18Nf+UuxPYstJpdD1w1giLX9hUtKsxD4eGn4uZZh2HyUT1tLztFzhaRdgBFThuVbSBFzhaRVgBFTguTVhAzclqYbIO6hcitXLkSq1atwgUXXACZhmTkyJFq4XtZf/XKK68Ma5Nq4ApEUuRaX3UZ4QqXG67EVDQseR51i+5B2mUPIq5gDPx1lVZfuiTEuOPZtNrO4zKywI9zpozF//z0WiQn2s+KT5Gzfe9oB1DktFHZBlLkbBFpBVDktDBpBVHktDDZBnULkdu8ebMa2CDrospqDDLYQbJy77//vpp+RHc5GFkGQ6Tw9ddfVys89O/f3xawE0SuZSV9e3egafNnSBg9Df6GKtS+eivcfQ9D0klXqjnyGhvq0affAK3zEjn+3e//0Okluq65eIq6NjpbZWUl9u7dqyZl1tm0JwQOUlhgHrmf//y/8fy731hLfTVj1qQCa/m0tleKoMjpXBm9GIqcHiedKIqcDiX7GIqcPSPdCIqcLqngcd1C5OQkn3zySVx00UWKhixeX1JSgpkzZ6olunQ2Ge26ePFiLF26VO171VVXaa/qIOV3ZUauvfPz11eh4YMn4Oo5CAljTkflynfh3fQZsk69Dq7ULFss3U3kfvqz/8afnlmHRl8zfjNnmNW30tUmI4qc7a2jHUCR00ZlG0iRs0WkFUCR08KkFUSR08JkG9QtRE76jImIBaYXkX9XSzFZAx50FzVX/c6sf+Qj/de//hXTp0+PepGT87FOSo12FQ7VHz+LxrXvI/OcW+DK7I2mTYvVvHTu3MI2b6TuJnIy56CVjFOb5OIqapqQkRqHWNeBmTmKnO17RzuAIqeNyjaQImeLSCuAIqeFSSuIIqeFyTbokBY5EbYtW7bg5ZdfRlJSEmbPno1ly5bho48+QkFBgZKxjIwMW0gtA+Qjff/993dI5Nxut5rqxKnb3tISeOuqkNu/CP6KEtQ+a01fMvwUJE2aixiZl87bCH9SphI/2VavXo0//unPnW5avXLGJFxyySVaWGS6GGkuleuns0nsj370I7z+ZTxqPG03hdqVI02rM6YOw89//vP9oeu21+DB17bh2rP6Y3j/1AOKkIE0sq7vgAEDtH8o2NUhHH+XZmqZLLtPnz7hKN5ImXV1dSgtLdVuSjdy0BALkS4XO3bsQN++fSMyAj7E6u0Pl3ehrC+dnJzc0SLCvp982GVez1Dfy2GvWIsDyKAw+eGbk5MTycOGdCx578mPICc/23JCIsUya0R2dnZI5xfJYOnKIzNfyMpQTt0C38XCwraTLu3VO5B0KCoqMnJqMVZ2qHn9+vXqAy3SZWKTj9Sdd96p+rLJzSIvW6n4YYcdhjVr1kBOetasWW0eSj7GH374oZIGeWDHjx+vVoDojMjJgxU1W7MfcbtWwZvWC82puUj+/CkkbluMvWfdBViDI2STD8MTf3uq0yJ34RljMXXq1LCgkXvgjjvu6LTITT95gPohENh27fNiwee1OO2IZBTkxIWl7iyUBEiABEiABHQISKLokBQ5+eX0xBNP4IYbblADGkTqJk6cqCb/3bRpExYsWKD+1tY8cpLNE8v1+XwQQPIrUZpmOyNychxZQcKpW7BfHv5ty+AvWQn32JnWSNe9qHnuZ9iSdwL+7x8fdVrkrpo5GRdffLEWllAzcpJ1kgEtpjNyUtkmL6xmVaCkvB5u6196ZSWocwhk5HQHZGideBiChI38uOjdu3cYSjdTpDxv8qvdySy9Xi9kiiP5ESrvCqdu8sNLsgqmfiiH4zyl/7FMC8WMXOfoSgJCstlOfrblDOXZlm+zk1uq9u3bB4/H4+iMnCQspJ6HpMjJiT3++OO49lpr2girOeGRRx7BKaecgqFDh6ob6Omnn1Yfecm02W3Sn0ykToA99NBDOOuss1QfOZEznX52Thzs0PqcdeeR81XsRPWT12Jz/kT8+Z+foWRrE7ITfXhtWwaaVe8x/e34oiZEy6jVW2655aATq6334rZn1yMpIRY3XzQECdYACPaR07/+dpHsI2dHSP/v7COnzypYJPvImeEopbCPnBmWh3QfOfmgPvbYY5g2bZoyVZkMWNqCpZ+INJuuW7cOl19+uRr0YLdJhm7FihX46quv1KAH2fLz8zF58mSt/Q8lkQuwksEOt956K050laIoowHn/6cQHp8Lh2fXY9W+JFQ12XONdpFr8vnxycq9SLQE7tgR3/Z/pMjZPU36f6fI6bOyi6TI2RHS+ztFTo+TThRFToeSfcwhLXIiXOXl5aopQdL1LTfJ1kkmLTPT6rwfge1QFbnf/f5WfLDChYTYZmyvicdxPWtx77hi3PZVHl7amoU0t8/K0gE1Xpmq4+BsXbSLXMtbZ0+lB1+ur8ARg5Kxb89OlbHVydZG4PZr8xDyDEhTdb9+/bqqCrbHpcjZItIOoMhpowoaSJEzw1FKociZYXlIi5wZRGZKOXRF7sAJgfMSm3By72p8UpqC3Q1u3DJmF9yuZvxxeS/Ueg/uP3Qoidx/vijD7c9twJ+uGoJUVwVFzsCjQ5EzAPG7IihyZlhS5MxwpMiZ40iRM8cyaEndReRaQohz+XH98N1IivXjnlU90Tu5CdcO24OH1+Rgc02iCj2URM7T5MOG4lr0zYlF2a5vKHIGni2KnAGIFDlzEK2SKHLmcDIjZ4YlRc4MR9tSuqPICRSROWlQbfS7cEp+Fe46bgdu+qQAH5amYXzPaozs58cJZ02PiiW62hrsnBXN9gAAIABJREFU0NaFr6iqw9NvrsfwwfmYeETPgyYMtr1ZIhTAplUzoGUeORkRKiNr2xoBb+YonS+FGbnOM5QSKHJmODIjZ44jRc4cS2bkNFjmJTVij9Xk6mt2Yek5a9BoTdewcfQ1mH3xTDTXVSImNTtov7KuXGtVV+TK9tbi90+uwsjBubjydGsOQ3fbS3lp4AprCEXODF6KnBmOUsr27duRlpbm6GmaKHLmrjczcmZYUuTMcLQtpbtm5IKBGZNVixFWRm7quWfjoiPyUPfWXUi79EHE5g5Ec5MHMbFu9U/LLRpETuZvWrthuzXNzWDEWxJX2+BFekocXN+tiGF7s0QogCJnBjRFzgxHipw5jjInqEyV5eSBTMzImbveFDlzLJmR6wDLQB+5maccCc/nLyHp1JsQ44pD3b/vgzu/CInHnL9/uhcZARoNItdy+pF3l+3Bgk934ZaLhyA389t+gU7ZKHJmrgRFzgxHipw5jhQ5cyz37NmjJgR28nJnFDnN6y1TmZSVlan1RWViYJmPLpRfO8zItQ26rcEO/vpK1C34M1w5A5B08tXwlaxBU/EKJIw5HdWNzZCXlO5M/zLD+dy5czu9ssOs00dAt2m1pch9sa4CCxeX4sYfFCIrLV7zbotMGEXODGeKnBmOFDlzHCly5lhS5PRZhmWtVf3D20fKy3rRokVqGR759zfeeANXX321mhRYZ6PI6YucSHNzQ5XVrGqJjzsBDZ/Oh+fLV5F6/h9Rm5iDfdvXod/gYYhJzrSdp62rRU7mjvY0WevWumNQXtmoVoBIS7aajB3QzEqR03ly7WMocvaMdCPYR06XVPA4ipwZjlIKRU6fpeNFrvWp3H///TjxxBMxevRorbOkyOmLXOtIX/Ue+Mu3w10wGrUlG1H3/E+RMvpUJE+64aA+dK337WqRCwjbjt31+OPT63BEUSYun9rPWpOz6wdAUOS0Hl3bIIqcLSLtAIqcNqqggRQ5MxwpcqFxjCqRkxf3nXfeifPOO081sepsFLmOi1zLPSvLy1C99BX0Gj0BsfnDrGzds2hcuQips+5CrDXi1akiV28NeFj0xW4MyEvG6EHpzMjpPDRWDOeR0wSlEcbpRzQgaYRw1KoGJM0QjlrVBGUTxj5y7QCStVVl9KH0h5O1WJOTk+FyudR/f/LJJ1i5ciUuu+wytfyXziY3bGNjI+LjndVPqmXdpX5y3omJep3yN27ciIcefhgl+zqeXcpK8WPKpAk4++yzdTCqZm35R66H2lYuREzJSvgnXIcYdzySV70CT79j4csaqP4sS1D9/ve/x64KwOs/eIkwnYOmJfpx9Jgi1ZSus8k90tDQoOrYVhNqWaUXJXu9GD0g0RrJqlNieGKEo9fr1b6Hw1OL4KVK/aSjcesl9rqiLu0dU54Z6Rcp7wJ5Rzh1EylOSEiwssEHr7DilDoLR6mfk+fjk/tRNmHp1E3e5fIe0v0+ddV5yHtSnplD6bvYFSzlPSnXW9aUD2UL9OfWTUjZle24jJzcYO+99x6kaS43NxcnnHCCenCXL1+Ot956S3WgT09Ptzuv/X8XkXP6gyUXVeqYmpqqdV4iScuWLVNi1ZlNbj7dwQvyEpVrk5GRcdAhXXXliJl/LZqPnQP/6LPhK9sMT2UZlpV9K1ad2fLy8jBq1CitIuShEjY9evRoM/7Zd3fjjSX78NCPBiEtKVarzHAECRN54YdyH4ejHsHKlHtLplFoj2Wk69PW8UTkZDS13JNOFjlpSpdn28mSJJkF+ajr/pjsiusvQiw/0Pb/mOyKStgcMxqebTkFebYlUeJk4Qz1u9gVt4O8x+XbSJGzoS8d8NeuXYt//etfOPPMMzFo0KCQmscOxabVrrhhg00/0tzsh79ilxoE4UpIRs1Lv4a3ZDXSr5ln9aWLg79yJ1wZvVTmLpxby1GrbWXk9lR4sGtvA0YMSLc+/F2XkmMfOTN3AfvImeEopbCPnBmW7CNnhqOUwsEO+iwdl5FrXXX5hSP94qS5NTDtiMjc5MmTtc6SIqeFyTYolHnkmr5ZjeaacsQNOR6+XetR8+It1jx1NyJhxKQD5qazPWiIAXYiFyiuqq4Jr3200+ozl4HDCiPfb44iF+KFbSecImeGI0XOHEeKnDmWFDl9lo4XOf1TaTuSItdZgt/uH4rItTyib1+JmsYk4ahzEZvdDw1L/4HmxjokjbsEMfF6fQJ1z0BX5LbsrMVfXtyE4w/Lwvkn9Yl4do4ip3tFg8dR5MxwpMiZ40iRM8eSIqfPkiKnzypskbt371Z9ppw8g3VHRa4lNL8lcLIcGBrrkXzGL6xREB40bvjEytyNR2xaTqf56oqc1+fH7opGNa+crMfa5PUjNSlyHdEpcp2+1KoAipwZjhQ5cxwpcuZYUuT0WVLk9FmFLbK7iJwA9HtqFUdXQgo81vQlta/ditTpv0X8iFPg2/uNNRFxPGLTczvEWlfkWhb+j/e/wdebq/CLWUVq0uBIbBQ5M5QpcmY4UuTMcaTImWNJkdNnSZHTZxW2yO4kcgdk6Jo88O/ZCldWgTWAxYWqeTfAlZSO1Bm3wxoloZpgY6zBE/I3na0jIvf6Jzvx1cZK/HTGECTGU+QCnDmPnM4dpxfDeeT0ONlFcR45O0L6f+c8cvqsgkVyHjkzHG1LYR85W0RaASaaVoMdqNnvg+eLfwJxSUgYPQ1NW79AwwePI/nMW1TfOmuUhCV3MUFHLHdE5Ly+ZmsOv2a4Y2NQWdukmliluTWcGzNyZugyI2eGIzNy5jgyI2eOJTNy+iyZkdNnFbbI7pqRCwa0cdNnaPjoSUvkfoHYzN5oWPJ3uHr0RcLwk9vdrSMiFyhsw45q/PKxNZg1uS/OOaF32K61FEyRM4OXImeGI0XOHEeKnDmWFDl9lhQ5fVZhi6TIHYxWMnTNVn+6mERrkmRvI6qeuBruPiORYomd35raxF+9G7G5hQfMTdcZkauoacTrH5di7PBMDO2XFrZrTZEzh5YiZ44l55Ezw5IiZ4ajlEKR02dJkdNnFbZIilxwtGrC4b07rP5yqXClZqHu/cfhWfwcUmffh7jew/fv3BmRCxQiE1BvL6tHTb0XI62Jg8OxMSNnhipFzgxHZuTMcaTImWNJkdNn6XiRk2WX3n//fcj6ovKRlY+grL2Zk6M3XQX7yOnfDMEiw91HLpRa+iypa9q23OpLNwW+ilLUPP9za7LhU4CxM1G8owRDhgwJafWPlseW/nK3Pr0WO8oacPeNhyElDNOSUORCudrtx1LkzHCkyJnjSJEzx5Iip8/S8SIn6ylKxio7O1utDXfXXXdh3LhxGD9+vNZZUuS0MNkGOUnkWlbWV7sPDVaGLq5gNHyDTsCuT/6J3LqtSJ40F66UttdcDXay8mNhc0ktPE1+DO+fBsvrIKt5tbXkly20dgIoch0ld+B+FDkzHCly5jhS5MyxpMjps3S8yLU8FVkQ/YEHHsD06dMxbNgwrbOkyGlhsg1yqsi1rLg0re5+6wFkVm5Eyjm/hiu9JxrXvgd3/nDEZvWxPcfWAXsqPXj1o1049ahc9OuVHPL+7e1AkTODkiJnhiNFzhxHipw5lhQ5fZaOFznJkGzZsgXvvfce5EPdo0cPTJkyJaSmVcmmZGRk6FOJcKRIknyUdJuLI1w9dTiZV0xEulevXl1xeK1jejwe7NlVgvy8HDXhsGqC/ft/IfbIcxFnLQnmqt+HmKYG+NLztcpbtaUK9/5zGy6f2hfHjQg9u9feQWpqatTawT179tSqR1cEyRrH5eXljl5tRLpdlJaWIi8vD2535FbmCPV6yI9JaVFITDS7JF2o9QgWX1ZWhuTkZKSmWoOLHLrJDyDZ5Bvg1E3ekfKdcvKzLexEkuLi4vhd7OSNJO9xueaFhYUhlRToz11UVBTSfu0FO07kBMzChQvVRyQ/P19JW+AFKM2szz33nDqXWbNmaTV3yUtUJMRk05gR8i0KEVmVzcl1lPpJPaOpjjF+L9yla+BP7w1fSjZSPnsC7l2rUHn2nd/S9zUCsXFCvs1Lat1u2FXhQ066C7HfTS0XK+2sBrZoY2nglMNSBDmawRotHJ3+noymdzlZmnl2pMsXRS5ElkuXLsXixYsxd+5c1WfObmPTqh0hvb9HS9NqcXFxu4MdGtd9AF/pJiSdeDm8e7ah9pX/RdIp1yG+cGxQCJ4mH+a9VQyf1WHuitP7Iz6ucxMGs2lV756zi2LTqh0h/b9z+hF9VsEi2bRqhqOUwqZVfZaOy8i1rrpk6BYsWIDRo0erVLD8+zHHHMPBDvrX2EjkoSByLUF4d29BzT/+B8mTb0TcoGPRtPETNDfUIn7kZGt1sAOb6RqtgQ9PvbUNTdYqEFefOaDTKz9Q5Izckqo7gnS7GDhwoHo3OHXjEl1mrgyX6DLDUUrhEl1mWHKJLk2O0py6bt06SKZFNklhDho0SLuJjxk5TdA2YYeayMncdM311daEw9bkv9aEw9Uv/gLN1gjYtNn3q0mGvaUb4M6zpjGJS1BkfJbEub5LxMkccymJbuu/O9bMSpEzc09S5MxwlFKYkTPDkhk5MxyZkQuNo+MzcqGdzsHRFLnOEvx2/0NN5FpSkX4tzXUVgLWaRExqNprWvo/a1/+I5Gk3I+Gw0+BvrFfhrvgkLF27F797ah1uvWoExgzq2AAaipyZe5IiZ4YjRc4cR4qcOZZsWtVnSZHTZxW2SK7sYAatiZUdVPbNWv6rafPniBtwJFxJ6ahddI+VpUtAstWfblcN8PK723HuSf3QOyepQxWnyHUI20E7UeTMcKTImeNIkTPHkiKnz5Iip88qbJEUOTNoTYlcy9r4mzyo/+AJS+TikDh+Nvz7voHnsxcRZ/37xuo0JCe4MKBXSkgnQJELCVe7wRQ5MxwpcuY4UuTMsaTI6bOkyOmzClskRc4M2nCInNSs2epDJ5v0nWtc9yHq3roLvmm/xR3vuTHEsxwzzx6DpP6jtE+CIqeNKmggRc4MR4qcOY4UOXMsKXL6LCly+qzCFkmRM4M2XCLXsnbNPq+VldthzU2Xj6+21CH/hfORXnQUUi/8s2V81sRzVj87mZsu2Hx7FDkz15siZ4YjRc4cR4qcOZYUOX2WFDl9VmGLpMiZQRsJkWtd06ZvVmNXXQLe3RyHqfEfwf3pw0i/5mm4c/q1e1IUOTPXmyJnhiNFzhxHipw5lhQ5fZYUOX1WYYukyJlB2xUiJzX/YPkePPjaFvz2NB/67vkQSZOutzJzXtT96y9wDzgKiUecdcAJUuTMXG+KnBmOFDlzHCly5lhS5PRZRo3IyRQRa9euxerVqzFp0iRkZmZqnSWnH9HCZBt0KE8/YnvyNgENjT7sLG9AQc8kuL9by8tftRu1r/4e7oFHIemES+EtWQ2vlb2LHz0NlXXWvHXW+nz9+rWftetsnTq7vyxrV1JSolbJcOpGkTN3ZTiPnBmWFDkzHKUUipw+y6gROVnUef78+Wrd1Msvv1x7MW+KnP7NECySImfPsaauCU/9aztyMxNw7oR8uOG1RkjIMnIxqH//UTSu/DdSZ9yO6tgM1Gz7Gn2KRiMmJUt7cmv7GpiLoMiZY8mVHcyw5MoOZjhKKVzZwQxLruwQAkfJxi1cuBBJSUlYtmwZZsyYQZELgZ+JUIqcPcWKmkbc+9Im9O+VjIsnF+zPzsn9668qU/+484eiasc6eF75DVKPPgdJx8+xJq5rsv6xpM+acDjYIAn7GpiLoMiZY0mRM8OSImeGI0XOHEeKnCZL+Qhu27YN77zzjhK4Bx98kCKnyc5kGEUuNJqyPquInWTnWstZRek3qFv2OnqOPhmxltg1fPg3eLctQ8oFf4IrMTW0A4UpmiJnDixFzgxLipwZjhQ5cxwpcu2w9Hq9al3VhoYGJCcno2fPnnjhhRcwbtw4DB48GHfffXfIIied4GNjpYnLmZvP54MIq9t94GLtTqqtrHkr9XTy4uTCUO4fJ9Tx/ZV1eOvLOvzsvB7ISj3w3mt9vd2r30Lsno3wjLsKMdYgicS1b8LT/zj4Mwu67BaIpustz41TMpltXTDpyyfvH1dgsd4uu6rtH1ieG2Ho5PdkNNQxGt7lcheQpZmHUN6T8tzIGvChbIGBeUVFRaHs1m6s4/rINTY24uuvv1Z94TIyMtQ/d955J4YOHapEZ9WqVRg1ahQuvPBC9OjRwxaC9AWQLTXVGZmOtiosHd/lwdI5H9sTDlOA3HhyTXJycsJ0hM4XKx9M6Wycl5fX+cI6WcK6bzz4ZHUVZpyYjSRr9YeWW11dnfqhkpWVdfBRyrfB9/Q1cE3+EWJGnQ6f9d/Nnjq4ew/vZI1C293j8aCiosIRLNuruXw0pUO03JNOFpDS0lI1OCshISG0ixDBaHluEhMT1Y9np27SKiAfzfT0dKdWUb0j5dlp89l2UK1l5Lx8T9PS0hxUqwOrUlNTA3mnO/m7KO9xueYUuRBuI7HfjmTk5AXqZAHh9CMh3ARBQrtq+pFgtW/y+rF6a7XVxBqP/OxE9SEKNv1Is3WPN9fuRUxShloWrGreTWoC4ozrn4OV0oG/YidcWX0R4wpvhplNq2buSSmFTatmWLJp1QxHKYWDHcywZNNqBziKyD311FM4/fTTtTMFHLXaAdBt7MI+ch3jWFxWhz8+sx5HFmXgsqn9Eed2BRW51kdpKv4azY21iCsci6Zty1G34E9InvIjxBedAFllQraYWPNN8hS5jl3vtvaiyJlhSZEzw5EiZ44jRc4cy6AlUeTMgKbIdYyjx5pjbsmafeidk4hBvVNsM3LBjuLdsw2eL15BgjXBsKtHb3g+e9GyOBcSjjkfrjizzXYUuY5db4qcOW6tS6LImWPLjJwZlhQ5MxxtS6HI2SLSCqDIaWEKGvTVpgqs3VaNiaOSrT5ytSFPCCyDOdR6rpa8NTfWoW7Rvaq5NXnyjUBjPRrXf4i4oSchNrWNvnchVp8iFyKwIOHMyJlhSZEzw5EZOXMcKXLmWDIjFwGWFLnOQ37yzW1YuKQUf7rcamKN8YQscq1r4K+rsP6vGLiSM+BZ8Rbq3vw/pF5wm7WaxNGqLx3c8YhN69jgFIpc5693oASKnBmWFDkzHCly5jhS5MyxpMhFgCVFrvOQa+u92FvdiNQ4j/EluvxN9fDt2ojYvMGq+bbq4dnWoIgCpM26q0MVp8h1CFubO1HkzLCkyJnhSJEzx5EiZ44lRS4CLCly5iBv2bEHj7+xHVPG9cOEw7KNz4HW7Peh4bMXrGxcLuJHToZnzbtoeP8JpM68A7EZelOzUOTMXW+KnBmWFDkzHCly5jhS5MyxpMhFgCVFzhzkDdt247bntuDsEwpw9vG9jItc65o2rnkHDR8/g5QL/wxXUhoalryglgqLG3RsuydFkTN4vTdsQO/evZGSkmKuUMMlbd++Xc0p5uQ5uyhy5i46BzuYYUmRM8PRthQOdrBFpBVAkdPCpBUkk69WWZNA9+/XD3UeK3vW6Ed2erzWvh0JUoMkIP/EoLmuEtVP3wi3NZ1J8qnWHHXVu+Gv3KUmHI6JjdtfPEWuI6Tb3ocZOTMsKXJmODIjZ44jRU6TpXyEZOUDmQ0/sMmvRt1Z0ilymqBtwihyZjhKKS0nBH5i4Tas2VaFX84eiozU8MlcoPbS7OqvKEFMQqqadLj+oyfRuHIR0mSd15z+SvRi4hJRZ60VW1JSgiFDhpg7ccMlyazvW7ZswcCBAx2xLFt7p0eRM3PhKXJmOFLkzHGkyGmylGV45s2bp5Y0ys/PV81Qsu6qrMGqs1HkdCjZx1Dk7BnpRrQUubc/L8O2XXWYdWqBtZRXeFdraF0/+ZHkK90A3871Vl+6SfBZ2bm6V29F/IhT4Bt5Bkp27aLI6V7UIHEUOQMQrSIocmY4UuTMcaTIabIUkXv66acxZswYHHHEEZp7fR9GkQsZWZs7UOTMcGydkfP5myFCZS1agnXFNeibm4geaeHPzLV1Nr7qPdagiMesvnPHoangaOz+6Hnk+vYg6ZTrrb51zlvfkhk5c/ck+8iZYSndJmSN0H5Wtwknb+wjZ+bqUOQ0OQYycsOHD8fo0aPV4tjx8fHaHcQpcpqgbcIocmY4tha5QKlrt1fjN0+swYxJfXHuhN7mDtbBkqSP3L7X/oy0ys3WaNc74bLmo2ta+x5iC8Z0eG66Dlal3d0ocuaIUuTMsKTImeEopezZswcejwd9+vQxV6jhkihymkBlfdWlS5di3bp1ag9Jr0+fPh1FRUVaJYjIScbDySPG5BecCGtGRobWOXVFkCxIL/0Us7Ozu+LwWseUD3tFRQVycnK0RV+rYMNBwlFeUC1HCNZbgx7e+XK3tSZrJvKzEw0fMfTiGhsbIfKem5urdvbv3gI8ex0w4Vq4jjwPMQ1ViPF64E/99u9dsckzIx/OrKws9QPPqdvu3bvVsy0/QJ26SXO/9DtOTk52ahUhH03pWiOja526tfVsO7Gu8mzLM5OamurE6qk6yY9Jr9fr6O+idPmSb2NhYWFIHGWf4uJibY+xKzzGkpzm9evXo6DA6qOTlGQXH/a/y4OwcOFClJeXqz5xU6ZMQWLi9x+2t99+W3Vwvuqqq7Q+1iJyAtvtNr+wuCkYcrOKbMbFfT9q0FTZpsqRj6b84+SPkUi/yJzuQBhTbEItJxhLv3UfrNxqLb/l8eOYolTEumJCLd5IfGuWMX4v3GVr4csogN8aJJHwwf1w7duO+nNuV8uGNddXW4MnrOZX60MbqU2eGRHOUDL0kapby+OItMuz7bKWU3PqJhzlw+5kIZZnW0TOye/yaHhPyj0YDSyj5bsoPClyIb7ZlixZojJ0c+fO1Xoxsmk1RMDthLNp1QxHKaXlYIfWpTZao0X/8Mw67K7w4PbrRiI1qWvk3m76Ec/Kf8NfVYak8RfDW7oJdW/diaSJ1yGu32hzoGxKYtOqOdRsWjXDkk2rZjhKKWxa1WfpuIxc66pLNu3ll19Gr1691K9akbhzzz1XTTmgs1HkdCjZx1Dk7BnpRgQTOTXdTp0XMggiMzVOK+use9xQ4uxE7tu56SQBFwNvyRrUvvFna166H8FdMAqNaz+w/uJH/LCJ1tx04cuEU+RCuaLBYylyZlhS5MxwpMiFxtHxIicfjJ07d6q+MLJJnx2ZekQ+IDobRU6Hkn0MRc6ekW5EMJFrWYZk5R7452bMmtwXRQWR7RdkJ3It69ns88Jfuw+u1Gw0N9ah9pX/BXxNSDnvVlhpc/h2b0Zsz0FwxZvtukGR073j7OMocvaMdCIocjqU9GKYkdPjpH5QO62PnH7V9SIpcnqc7KIocnaE9P+uK3Lri6vxf3/fiOvPGagGQURyC0XkWtfLV7HTSsj5EJvVF56vFqLuzbuQMv03VoZugtFToMiZw0mRM8OSImeGo5RCkdNnSZHTZxW2SBnVJp2NnTzMmiJn7vLripw0r9bWe5GcGAsZ1Sqtmekpkekz1xmRa0nKV7Ub3m1fIm7gWCAuXmXrXOl5VjPsDxHj7ty5UOTM3ZMUOTMsKXJmOFLkQuNIkQuNV1iiKXJmsAaGdMuyUrpN72aOHFopuiIXKFUkTpbyErG7+swBEVkBwpTItSTT3NSA2kX3IjY9F4njZ1tNrlvgWfoikk62pjRJC31aG4pcaPddsGiKnBmWFDkzHClyoXGkyIXGKyzRFDkzWA9VkWts8uG1j3cpSNMn5MMdG/5pLMIhcq2vsuerN1H/7kNInXU3YnMHoGn1O3BlFcCdP1TrhqDIaWHSCqLIaWGyDaLI2SLSDmDTqjYq9pHTRxW+SIqcGbaHqsgJHa/PWsPL2pq8fmwrrcOAXilIjA/fJLiREDnJ0PlrylVTq2yVfzkbcUNPQsqZ/41mTy389VVwZeRZ2dW2xZUiZ+a5kVIocmZYUuTMcJRSKHL6LJmR02cVtkiKnBm0h7LIBQgtXr0Xv/3bGvzpmpE4Ykj4BkBEQuRaXnUZne7dshQx1shXtzXCtf7TZ9G4/HWkzrgDsT3aXqKHImfmuaHImeNIkTPHkiKnz5Iip88qbJEUOTNou4PI7atuxLvL9+CUI3KseebCt+RTpEWu9R3QtHkpGjd8YvWfu8rKztWhftE9iBt2EhJGnbo/lCJn5rmhyJnjSJEzx5Iip88yKkROlj1Zs2YNPv74Y3Vmo0ePxrhx47TOktOPaGGyDeKoVVtE2gGhDnZoq2Cv1cS6ZO0+pCe7MXJgOlya8yrqVrKrRa5lPX17d6Dmn79F/MjJSDz2Ini/WQVf6Qa4hk/G1h071eTgTl7ebsOGDejdu7ej13tm06rukxE8jiJnhqOUQpHTZ+l4kZMmF1mW66uvvsLFF18c8iK/FDn9myFYJEXODEcpxYTIVdQ04vdPrUOaJXL/PWuINZLV7AoKThK5luRl8uHat+6Cd9NiJF54O7ZXelGQZK2vm9sfLlnr1YEbRc7MRdm1a5cajZ6X922fSiduFDlzV4Uip8/S8SIn86s9/PDDmDJlCoYO1RvN1vL0KXL6NwNFzgwru1JMiJzfmoqkpLwBcbExyM1MgN/6wRPrijE27YpjRc46T3/1bjTX7IU/uz+Kl32IzI/uQcoJc5B43EXwWytLwGstrm5JnVOmoKHI2T0Ren+nyOlx0omS72J8fLxaKcmpG0VO/8o4XuTkg3Lvvfeif//+qK6uVjff1KlT1dqrOi/qwA2bk5OjTyXCkewjZwa49JHbsWMHBg8erHVvmDlq6KWYELmWR11fXIOXPyjB9dMHICPFTL85p4pcy/OWPnLb1q9Gr70rkDh4rJq2pP6dh9T8dCnn/+G7dV5lTVi95fxCv5J6e1Dk9DjZRVHk7Ajp/50ip88qWGRVVRXKy8tRWFgYUoGB/txFRUUh7ddesONEzuPxYPny5aipqUFmZqYC9Ic//AHXXnstZKLXFStWYOHChfjhD3+I5ORkWwhyw8pHiRtwQGfKAAAgAElEQVQJHKoElm9pwBuf1+HKyeno1cNsE2u0MUtc8yZcNaWoO3I2YjyVSFz/NjwDT4A/o3e0nQrrSwIkEAUE3G43Ra71dfJ6vSgpKVFLViUmJiqZu++++zBnzhy1hJWI2VNPPYW5c+eqv9ltEh8bG4uMjAy70C77e0VFBSS74OQ0t8iw9JOTTttO3eRHQFlZGQoKCpxaRVUvySzX1dUZ6+vj9TWjur4ZmSku1FhLesW5Yzo9x1xDQwMkU+xklvKu2LlzJ/LzrUmSrZepbDHWGq9o9qM5Ng7+nWvQ+NItiJvyE8QWTbAGSGwCfE2I7T1MIiN2jxQXF6tnW95nTt1KS0vVD+O0tDSnVlFlPqQVJisry7F1lAyNZFuc3I9P4MmzLQOEdL6hXQVbvjfiAU7/Lso1Z0bO5i6Rl/Wzzz6rXtannnoq3n33XaxduxZXX331/pd3sCLYR87MY8jBDmY4Simmm1YDNZMBEH99ZQsKeiZhxil9LKHr+ITB0dK0umXLlnZHrTZb0ubbvRWx2f2+FehnfoTmxlqkX/EoIKJXuw+xaeHvcsGmVTPPDptWzXCUUti0aoalSJz05aPI2fCUUavyUXn11VdVc2t2drYSOt0MG0XOzA1LkTPDMZwiJ9m4+f8uRt/cJEw9Nk8NfujodiiIXMtzb7aydN5vVgNWxs5dMBpN6z5A3Zt3IPnMWxA/ZHxHMWntR5HTwmQbRJGzRaQdQJHTRhU0kCJnhqNtKRQ5W0RaARQ5LUxaQeHKyMnBZSkvaX5q8Piwz8rQ9c5OgqsDQneoiVzrC+Mt3QjPV28g4fCzrJUj8lH/0dNwJWcg4ajzEOOO07qOukEUOV1SweMocmY4MiNnjiNFzhzLoCVR5MyApsiZ4RjOjFzLGkpm7hnrnyf++wjkWzIX6naoi1xLHj5rTdf6N24HrClLkk+9Cc0NVVbG7mPEj5psZG46ilyod1/b8RQ5MxwpcuY4UuTMsaTIRYAlRc4c5HBm5AK13FxSi682VeLMcb2svnJtLzof7Iy6k8hJ943mhmoLhzUPX2IqGlcsRN2ie5F6sbUsmDUwwlu22fr/UxCb3rGJaClyZp4dipwZjhQ5cxwpcuZYUuQiwJIiZw5yJEQuUNsmaymvpdZSXn2sfnP9rEEQOnMvyr7dSeRaX1m/laHz7VpvjW4doQa3Vj14CdwDjkTqOb/s0E1AkesQtoN2osiZ4UiRM8eRImeOJUUuAiwpcuYgR1LktpXW4tePr8FxI7NwzZkDral49AZAdGeRa3mlm63BEQ0fP43YvEGIt6Yw8SxfgIYlLyB19n2ItfrU6WwUOR1K9jEUOXtGuhEc7KBLKngcRc4MR9tS2EfOFpFWAEVOC5NWUCRFTjJym76pRXZGPLLT49VSXu5Y+6ZWilzbl9Lz9b/Q8Ml8JXIxLjc8nz1vZeuOQly/Me1ee4qc1mNhG0SRs0WkHUCR00YVNJAiZ4ajbSkUOVtEWgEUOS1MWkGRFLmWFfp0ZTlWbqnG7CkFSEwIPsccRc7+Uvr2laDqiauQMGoKkk/7MXzfrQEbmzfEkrzvZZkiZ89SJ4Iip0NJL4Yip8fJLooiZ0fou7/LigerV6+Gz2fN2P7d1qNHDzUJqM5GkdOhZB9DkbNnpBvRVSL3/H92YPGavfjVnGHIsrJzwTaKnP3VbPZbK0hYgyRi3BZLa4LhurcfQNOmT5F64Z/VJMR+S+xciWnYuG2HWhElJeX/t3ceUFZVZxv+pg8wFClDEZDelCIIEQQhIk0EQQUURBERNBH91RhjYuLSP5plxGhUBGwgKEUNSKIIKApIEUUpCqggvfc6MAPD/PfZ/zqsGxyGy8y5ZfA9a7GYmXvO3vs8+yvv/va59xY7e6NROmPjxo3uWx2IrbF6SMj5NzMScv6wlJALkSNC7ttvvzW+4YFj8eLFLuD0798/pBYk5ELCdNaTJOTOiijkE6Il5PjA4CPHTlh6qRTLPH7SkgJbrGd6Zk5CLuTpdCfyztfsrYEF5+71llz/Kss+sM0yPnzGkht3sU1p9axihQpWjO+Gjk8I+Q0n5zaCgp0tIVcwft7Ve/fudR9cX7Xq/3+bSKweEnL+zIyEXD44ngysgJ988knr06eP1alTJ6QWJORCwnTWkyTkzooo5BOiJeS8AW7bfcyGTVptV1+Wbl0C3wCR2yEhF/J05npi9oHtdmzeWEuu28bW55S10lsXWmrmPivSbrDFJ5/75/oVbDRnv1pC7uyMQjlDQi4USqGdw1df8f3ZfMd6rB4Scuc4M6x4+Y7V6dOn2+DBg0PeppCQO0fQZzhdQs4fjrQSbSG3a3+mjZy6zto2KWtXNs79u0Yl5Ao+3znHMwNbrom25qe1Vmr5JEs5usvSbvjfQFUu0Y6vXmCJFzUOfNdruYJ35EMLEnI+QAw0ISHnD0dakZALnWVcQCDl/Pjjj1alShUrUiT2VorerWRlZdm4ceOsQYMGdvnll4e8PYGQY1s2NTU1dCoRPvPo0aNGtTGWn6GBP6sjtrVj9WCeESAlSpQI2T6icS9w5JGBtLS0aHQfUp+MLyMjI+TvNA6pUZ9PwmcOHTrkbDI+6M0FPndT4OZYBBVNTrQEC3x9WuADh3MyDtjxlbMssUaLwLN0VQrcvh8NsB2YlJRkKSkpfjQXljawRz4HMZbzVGHwbSaHOInPxDLLY8eOuWfjYz0vEitr1KhxTjZPzt+0aVPIO4tnazzmhBzOOm3aNNuzZ49VrFjROnbs6ETYmjVrbMyYMfboo4+ekygjue/atetsHPS6CIiACIiACIiACJwTgdKlS5/zAui8F3K5EWRb9b333nPqnOfjQv10+nOaDZ0sAiIgAiIgAiIgAmEm8IsUcjxTNGLECLvpppvOuYQZ5vlQ8yIgAiIgAiIgAiIQMoFfpJBje5QtV/bKExLy/iDTkEnqRBEQAREQAREQARGIMIFfpJCLMGN1JwIiIAIiIAIiIAJhISAhFxasalQEREAEREAEREAEwk9AQi78jNWDCIiACIiACIiACISFgIRcWLCqUREQAREQAREQAREIPwEJufAzVg8iIAIiIAIiIAIiEBYCEnJhwapGRUAEREAEREAERCD8BCTkws9YPYiACIiACIiACIhAWAhIyIUFa2iN8j16s2bNsg0bNhjfA8d3vjZv3twSExNDayBCZ/H1ZnzNGd9DOWDAACtatGiEeg6tGz4TcMaMGbZz5073+YAtWrSwK664IrSLI3QW3583b94843uI+Znv8+zdu3dMfjchn7P4ySef2FdffWW33XabVa1aNUKUQuuGoDV27Fjj+3qTk5Pddzzy4d6x9r29+PSiRYtsxYoV7vMqGzVqZC1btgztJnWWCIiACIRIQEIuRFB+n8bXhC1dutSWLVtmN998sxNyw4cPt759+1q1atX87i7f7SE2x40b55IlQmno0KEx96XDfEH3jh07rGbNmrZq1SobP368/fnPf3ZJPlYORMfWrVudKEJsDhs2zM173bp1Y2WIp8axfft2mzx5shPuvXr1irlvP4Hfyy+/bP3797fy5cvHHD8GdPLkSZszZ477ImsYxvKXicckQA1KBEQgZAISciGj8vdEqjJjxoxxlaMGDRq4xqkyVKhQwTp27OhvZz60tn79eps4cWJMCrng29u1a5f7+rWHHnooZpMngnj06NGuinTRRRf5MDv+NUE17p133rGLL77Y5s6da127dpWQywdeb2F2ww03xNTCLB+3oktEQARinICEXJQm6MiRI66qcOONN1r16tXdKN59911LSUmx7t27R2lUZ+62MAg5qpwLFiyw5cuX25AhQ1wVMVYOxka1kO1VknyVKlWsU6dOMbVNzRhht3LlSkOAjBo1KiaFHEFrwoQJrrLJHLP4gSVfuRcrB/797LPPOt9mnNnZ2da2bVu3aIuLi4uVYWocIiAC5wEBCbkoTSLB/ZVXXrHrrrtOQs6nOdiyZYu9/fbb1rNnT6tdu7ZPrfrfDE7H3NevXz+mqq9U40aOHGndunVzQpOt/lisyAXPCKL4jTfecFvU7du393+y8tki2/1PPfWU3Xnnnc6/EfFTp061e+65x9LS0vLZqi4TAREQgZ8TkJCLklXwzNRbb71l9erVO/UANEm0SZMmMflAdKxX5HhGDp4dOnSwhg0bxnTVg8rX7Nmz3Ztcbr311pipHO7du9cx9J4tRHzw3CHPbZYtWzZKnpJ3t7DkjS779u2zPn36xAxLAusLL7zg2CGKeVaOZ00RciVKlIhJlhqUCIhA4SQgIReleSMB8W62jz/+2CUgHiyfOXOm9evXz0qXLh2lUf28W8ZJdQEh9/7779ugQYOsTJkylpSUFDNiCXY8X1i5cmVr3bq1e9dvamqq26aOlYN3/i5evNi9KxkRT+WwTZs27h22sXjwsH6sVuRgyfYv7wJl7tlm7dGjR0xVYdlKnTJlihOWVAp53hCxiX/zDlYdIiACIuAXAQk5v0jmox2S5ZIlS2z16tVOFHXu3NlKliyZj5bCdwmiA4GJmOMgCSFGeEg/Vp714c0D8+fPN95hy8G4mjVrZrVq1QofmHNsmW1LPoqCygzJvXHjxlanTp2YYXj67WCbX3zxhasYx9LCgnFikwsXLrRt27Y5e2zatKl7Q0as2KPHknHy8UIHDhyw9PR0a9WqlVtg6BABERABPwlIyPlJU22JgAiIgAiIgAiIQAQJSMhFELa6EgEREAEREAEREAE/CUjI+UlTbYmACIiACIiACIhABAlIyEUQtroSAREQAREQAREQAT8JSMj5SVNtiYAIiIAIiIAIiEAECUjIRRC2uhIBERABERABERABPwlIyPlJU22JgAiIgAiIgAiIQAQJSMhFELa6EgEREAEREAEREAE/CUjI+UlTbYmACIiACIiACIhABAlIyEUQtroSAREQAREQAREQAT8JSMj5SVNtiYAInFcE1q5da5s3b3b3VK1aNatatep5dX+6GREQgcJPQEKu8M+h7kAERMBnAnzX7Keffuq+G7dFixau9R9++MHatWsXc9896/OtqzkREIFCRkBCrpBNmIYrAiIQfgIbN260V1991e69914rV67cf3W4fPlyW7Vq1X/9rVWrVla+fHn78ssvrU6dOrZ06VLbv3+/tW7d2ipVqmSHDh2yb775xonCIkWK2MGDB93vLVu2tAMHDtjq1avda0lJSUYVcN++fZaWlmbLli2znJwc11dcXJw1atTI6tat637WIQIiIAIQkJCTHYiACIhAEAGqcVOmTLHDhw9bv379LDEx8b/4TJo0yb12/fXX27Fjx2zMmDF21VVXWcOGDe2ll15yYuzaa6+1zMxMmzFjhvXv39+ys7PdeXfddZelpqbaxIkTbcOGDfbggw+6rdvp06fb3Xff7V6bPXu2E3N9+/a1jIwMmzVrlmurS5cuVqxYMUtJSZGQk8WKgAicIiAhJ2MQAREQgdOE3OjRo61MmTLWvXt3i4+P/5mQO3HihBN5BNDhw4dbmzZtTgm5pk2bWvv27Q1BiLBr0qSJq9Ih5IYMGWJU9BYuXOjE3X333ZerkFu3bp3dfvvtrhr34YcfOiHXs2fPn41FEycCIiACEnKyAREQARE4TchNmDDBEhISrFevXu7/4IOKXF5CDhHXrFkzd8m4ceMsPT3dbYki5Hr06GFTp061zp0727Rp02zo0KFOyPEa27BU/9asWWNFixa1O+64Q0JOlikCInBWAhJyZ0WkE0RABH5JBKiCLViwwD3vRgUNUXUuQg5BxjNziD2es2vcuLFVr17dRowY4Z57Yxu2QoUKNnbs2FNCbvLkyda7d29LTk62xYsXu+fmBg4cKCH3SzI83asI5JOAhFw+wekyERCB85cAz6aNGjXKatWqZV27dnU3On/+fKtdu7bNmTMnz4pcVlaWDR482Imx8ePH26BBg9yW6LBhw9z2K1uyO3futDfffPOUkDv9GTltrZ6/tqU7EwG/CUjI+U1U7YmACBR6AlTlqKh98MEHTnRx8OwbW6aLFi1yz7dReUO0zZw50+rVq+fencozcVTg9uzZ496p2q1bN6tYsaJ7BysCkG1XqnK8K3Xu3LnWqVMn27t3r3t36tVXX+0qcitXrnR98lEnjGPJkiVuLJdddpmekSv0lqUbEAH/CUjI+c9ULYqACPwCCVDFQ8gFPyP3C8SgWxYBEYgwAQm5CANXdyIgAucnAQm583NedVciEOsEJORifYY0PhEQgUJBgI8b4fPl+Jw3/ukQAREQgUgQkJCLBGX1IQIiIAIiIAIiIAJhICAhFwaoalIEREAEREAEREAEIkFAQi4SlNWHCIiACIiACIiACISBgIRcGKCqSREQAREQAREQARGIBAEJuUhQVh8iIAIiIAIiIAIiEAYCEnJhgKomRUAEREAEREAERCASBCTkIkFZfYiACIiACIiACIhAGAhIyIUBqpoUAREQAREQAREQgUgQkJCLBGX1IQIiIAIiIAIiIAJhICAhFwaoalIEREAEREAEREAEIkFAQi4SlNWHCIiACIiACIiACISBgIRcGKCqSREQAREQAREQARGIBAEJuUhQVh8iIAIiIAIiIAIiEAYCEnJhgKomRUAEREAEREAERCASBCTkIkFZfYiACIiACIiACIhAGAhIyIUBqpoUAREQAREQAREQgUgQkJCLBGX1IQIiIAIiIAIiIAJhICAhFwaoalIEREAEREAEREAEIkFAQi4SlNWHCIiACIiACIiACISBgIRcGKCqSREQAREQAREQARGIBAEJuUhQVh8iIAIiIAIiIAIiEAYCEnJhgKomReBMBLKzsy0rK8u9nJqaanFxcYJVSAkwlydPnrSkpCQ3pwkJCe6f30dOTo4dP37cEhMTLT4+3u/mY7497h/W/A9rHWcmACNsMTk5+RQz7MbvOEM/J06ccPZYUJsvbDExmLHfXPNr2xJy+SXn43WZmZm2ZMkS27t3r2u1YsWK1qhRowI7iI9DVFNBBAg8y5cvt23btrm/4szNmze3smXLnpETCX/VqlX25Zdf2ty5c61evXo2dOhQK1q0qNiGgQDB9vvvv7d169adar127drGP7+ONWvWuLm89dZbbfTo0da+fXurUaOGX82famf//v329ttvW//+/V1yXrRokROQHJdeeqmLF+fzwVyuWLHCvvrqK+vXr58TKYX12Llzpy1evPjU8MuVK2dNmjTxTaAeOHDAxowZYwMHDnR2Qmy66qqrfBdyx44ds/Hjx9vVV19tVatWdXZ5eky87LLLjPs70+HFROZ1zpw5hSYmZmRk2Ouvv249evSwKlWqxIQpSsjFwDQcPHjQXnjhBevcubOVKlXKPvzwQ2vbtq1zcB2xR4AV78iRI61FixZWqVIl+9e//uUCWsOGDc84WATFlClTnPOzQi5RooSVLFnS9wAbe7SiMyKSBOKnTJkydskllzgRQPWgZ8+evg0IO5gxY4Zt2bLFSpcubd27d3dVVj8PRMznn39uR44csU6dOtlPP/1kEydOtD59+hhxg9cQeHktIvwcT7TaYrGLzzF/CIfCenz99df2xRdf2DXXXGMI9M8++8zuuusu3xZ0CKpvvvnG6Acf6Nu3r8spfh+rV6+2+fPnO9ujIpdbTGRhQ0HiTAcx8f3337frrruuUMVEuOL3HOTsWKjKScj5beH5aI+A/OKLL9qAAQOsQoUKLlDzf7t27VygbtCggaWnp7uWCezLli1zjl+zZk23kgmuOiAmEBhsxRAkNm3a5By5Y8eOVrx4cXf9jz/+aAsWLHCOTj+IkI0bN9qOHTusVatW7pxp06a5n0mEK1eutIULF7rru3Tp4v6fNWuWq24QVDdv3uxWzCQaKk6M7eKLL3aJhooFfbMlQgCjKkWbOG8sOEA+pstYkSG8qcRQDXnttdfs8ssvd0LuTNw/+ugjt2rds2ePu2+YIwK9oLB161arXLmy+zt/Y143bNjgzm3atKkLiAgRzmNeWREjBjn/ggsuMKpDXJOWlmYdOnRwwgL29FGrVi2jEoCYIYFgPxy0STuffPKJqyYxb5zz7bffuja7devmW6UgP5wLcg0MR4wY4VjUqVPHMaNagZDG9rHBunXruvngd7hg5wgGeLNtxJxRzcDeSY5UzfGlrl27usTz8ccfW7NmzZxvIrDwNXwW7hdeeKHzz2DusOaaXbt2uTG1adPG3SLXzp492/3Mdcwp7XNwDfbF+Kj2kUCnTp1qv/nNb5yfYodUqbwxsgD0rsXeuG/uBzsi+SAIOVJSUtycY79wIaFyzzC54oor3PnBtsk1VJ2x8ZkzZzpxzFixUcbEmEnm9Ec8wOYYC3zxe2IACZ8qEbZFJYMYwnVFihRxNsf1VHEYI/GH+EEs8xZIVIAY769//euCmEZUr4UdMYI4im0Q6wcPHmzbt2933GDPMX36dMebOcEusSv8HzvBri666CJ3DYt+Fg/YKWwQcMw/vg3HTz/91PkAbdNfy5YtfxbfyTHkBKpnzAdxYPfu3S4u0EZwnPHg0S/j4T44gmMiMefVV1+1X/3qV24c3C/jJscE56JwxET8gHsg/p1rTMSfGjduHFJMxOYZ/6BBg3wT4QUxTAm5gtDz6VqvIocREdRIyGy7YYyjRo1yAonAyIGxEXQJhjg9q1Rer1atmktIiLHevXvbO++84xzcS9w4+J133unaIKDjUCSGN998037729+6RPXDDz/Y7bff7vp44oknXHmeYE5QZWVHsCUg3HTTTS6BEKhJEpTUMeqHH37YldsZG0li3Lhxbnvrsccec20jIG688UYXIBAcOFxhfOaHxPfcc8/Zfffd5zh6Qo7kFsx96dKljusdd9xhr7zyiguKd999twuonOf9DAMENbzYKsMO3nrrLbv22msdp+eff961QaBGTCDcCaDDhw93c0HCJrkzRwQYxPJtt93mgiljat26tfs7c/OXv/zF2Q8HtkE1ka2eRx991InEefPm2c033+wWENgBoiWvOco+mWPrth2xoikJVqlsETuamW3rt2fYhWVTrUSxJNt7MMt27Mu02pWLBdqJsw2B1xIT4qxKelE7lvX/51YonWql0pLswOHjtmX3Uat1YZolJ8W7c3MC46xWoahlHs8O9JNh6aVSrHSJZDt89IR7veaFxSw1+efPpSEKnnrqKWfPJL1gIffGG284f8F/2CJBjPz1r391AuXw4cPWq1cvF8yffPJJN8c88kBChC+ihKQFu3/84x/uXAQ41yPoOB+fRHzQfjB3FjvYC4mRflnN46P44O9//3vnu1Rt77nnnlPbhyTUl19+2X73u9+5hEF7bJ3hX9gRY/OEwLvvvut82dt6RAT885//dPEAYYbNDRkyxAkqGCCIqORhdwhcbJA22PZHQOH72DY2gO969vD3v//d3T/3SFwhXt1///32wQcfuGsQDggU7BjBPHbsWHd/jIufEXHYOT704IMPOvH89NNPO+ECT7ap2Y1gHPjNDTfc4OaLuEH1E9vO6ziZmWHZO1ZbQrnqFl+khGUf3Gk5B3dYQqUGgcviLHvnTxaXlGIJZapaTtbRwO9rLL50FYsvWspOHt5j2fu2WGLF+mYJiYHX1lrAcC0x0FbO8WOBdgPnlqpk8Wml7WTGAcvevT5wbj3XXvaudZZz8oQlls99+x4/5f6rV6/uYifz7Qk5YijxAnuF53/+8x9nS7BB1JEPmLeXXnrJ2RULaCrO+Co2gO1iN9gPIh3bmjRpkmsTn2f+sB2KBV58J6bg29g84pC4QP5hbv/2t7+56ic5wosz2Ll3sEhi8co8cngx8d5773V5yxNy2EhuuYi+OYe+qUhi54yXn1nonCkmYouINWwHEUVM5B7Xrl17KiZSrcYOg2MiYph7zysmevYdHBN5fIZYeHpMpJqKnzNfsfBog4ScT2KsIM14Qo6EixMQHFnVEGgRcl71pXz58m5lixDzhByv43gEB5IwhocAoMLHSh3nw9ExOpyEJEJCpy+29gjorO7pE2cnkHJwPc6GkxCAWV3RDs5BOwR4nBihgFijzP6HP/zBtU2yIoBT3eHeaJ8EwbkIUsbIahwh4/dWVEHmIdRrETwEHZIigc8TcgTD3LiTaEmWVDhJkN42EaKWqgZBgVUrARweJELOJ9iTvAn2BAyYwo2AzvyRpJmv7777znDkK6+80gXU9957z83RhAkTnIghQa5fv96t3hHVBGyCFsmRSiv9I/JJxFRZSaAkGZLD2bZ9Dh45bg+PWmE1KxWzB3rXsm/XHrDn31trt3SobFc1LWcTZm22jxbtsOfuaWgliiban15bacUD/z/av579sOmwPTtptfVsU8muuby8TZ2/zd79bIs9PeQSq5xexB55ZUVg5WL25J0NbN32I/b0+NXW8bJ0u6FtJfvk6502etpGe3xgvYBILP6zqeOe4ENyg9vpQg4uJDzs+9ChQ04o4VckEfyJOSJZkZgQEPgR9svrLGxIIggskh3VDPgyd9gE18GW6lIwd5IL84PA8lhzHsmd+fWqIMFCjqoLwuaBBx5w4yUZk8CpliLOqHRQ3eY1xoNIYm5J9lTyWXB5Qs4TetgPCQ374t5hgI1ykPAQrdwf40RkUnnGvxEisEF0YX9U71jcsbjAx4kxXpWPBQzxgmSP8MS+qMpPnjzZVSM9Ice90h8xwatIE9NYoLCIgRN+hW2zUKU/GOd1ZH4/2zKmDbOinf7Hkhu0t6OfjrSs5dOsxJBxAVGWZIffvs/iS1awYtc/YSc2LbUjU5+01DYDLKXJtXZs/jg7tmiSlRj4msWXKGeHxt1jllzEit/0rGVv+94OT3nMUpr3stQWvSxz8WQ7Ovd1K97/RUtMr2mH3r7fcjKPWPEBIy0ulzel4KPewpu5YW6DhRwcEWD4KXaCIMEOEXXMAeKGuEBeIF6wYMMOWFjwd+IpLInXxBbl8MEAAAsJSURBVBWqn/gBjIntiEVijhffmXMEITGafrAD5uGWW25xQomKMX6CDXi5xOOOXZGLiBUcXkykzWLFip0ScsT73GIi9sBiNTgmMu+I9rxiInZA+8ExkXvGFxhvcEyECzYeakzEPxGu2JkXE5kL7uH0mIiPcV8IPBhF+5CQi/YMBPoP3lrFiKl64ZgYO4LBq8gR8An8bFfkJeQIthgZFTXEH+2zqkKYIQwQHqxOCMzBQo5ERoDFSAkCBGf+J8EwLg5WQzgM7ZE8EJwEpH379tmf/vQn52A4FY7NOAjEjIOxE5gZNwerGBJdYXwXGoKZKg6BlqToCTnEdG7cSdKIJ7YZ2NrwnidBBLAiRSjAl1UlAQMhR8UG0Y04ILiS2Kj4wJE5ql+//qmghQinSodtcCAu2YohgbIIINBgM2xtUGlFjJPA+RsrXH7nWRdWoswHwoeDrRYEfF4Plx8/EdgGXrrbLiiebM3qlnIVuHnf7rGmdUpZ5XJFbPXmw7ZywyHr3DzdkhLjbe7y3a6CdnmD0q4C93ng94Y1StpFgaobFbYlq/dbh4BYK1Yk0eYFXgsU/OzKxmXtUMYJm7tst9WrWtxV4bYGKndfrNxn7ZuVs5KByt/pB9sq2DM+xPiDhRyJCT+guoNvIcwQbJwPSwQbiZKfqTTxOr7iPbjNYgvbRbAR+LF9tli96it/JzGSJD3ujz/+uPMlkiXzSIUaP0JwkSywJxIUvkYlxmOObyG6HnroIWcLwVur3AP+hQ0hrDyh5j3wTuWKOJKXkENswcqrcmFHiC18nzjENjGvYaPBQo5FILEFPyeJcP6wYcPcghI/5yABYsOIF2yWLT/uH9vkd4Qnj2DQLkyoMJJ4aYfXPQb8TLuhCrnsQPXt+Ko5llS7lSWUrmwnNn9nJ7auspSm1wUKcvGWteITV6njdSpwWSs/taQazS2hbDU7sf1HO7FhiaVc2s0sKTXw2qzAJUmWXL9doAK3P3DtLEus2jhQdavlqnHH1yy05MaBqnWgvaxVsy0nO8tSLumYa1ZhbvFJhChx9HQhR2Xce+wC3tgmdoTggQFCDptE7FDdJw4RBzi4DmFF9Y5rYOn5Nj6AkDs9viPwOLAhqrHEGeaOeOXtsmDfLBRpI7gixy4BcYr542AsLFqIU8yzV5HjeqqItBmci/iduEPFzouJCDkWJQgwHkEINSZi41R/EceekDvXmPjvf//b5Un8gbzlxUR8gfs5PSYSHyTkYkA8xdIQgoUcwohgRzkXsYWR4tCsShFJBDzOz0vI4eg4BasdtiioGJAs2HbxgjMrLNrxhFxuW6s4G+KC1YlXAaAigQjDkXPbWiXoEHBJgCQ8AherNJIhY2dFxUqf5IdjF7bn5AiSiCnug8oChyfkCCRn4k5gJqmzPUeQRaAjnggUXEfVjG0RkjMBkqoLQY15JihS2SAxwpdVNVVPb9sMEYBIY94J9swRgZltqdy2VumHahv2gPhjzMw1SRsxwfM2JNfCOkcEWYQzduo97xUs5JgvEhvbeixGqCIj5HLbWmVLi8oygp15YZHDPGLbzzzzjONE1ZI55flQFku5ba1SrebvVFOoelIt5X/mlIob/cObamrw9ih/QxgyDpJ/sJBj7NgJfkRC9YQcwo42SarEjLyEHG14VXbvuT/uiZhD4sdnsU3YeEIut61Vxu/5ATGH2IKfs2Dwto5P31pFsCGOiXNsOyNsSKIsElkkIYQRPyxMsEtiGO1SBSmMB3GReErsJe6dLuRYvDFnCF2vcnemrVXmjfao1MGVtrB37Adbx14QQsQOT8idvrUKd6qALN4QfYgnKvHEJcQX8R27Is4wH8FCjrzBwpQFjRcTWZhQpeXePCHH9ecaE4lPCNTcYiJvKAreusWH8AFinxcT2aXgeVXiYn5iIosG+MOHPOzFRCp2CD38DX+HAZXrvN6ZGyk7VUUuUqTz6IfgxOqUFTf/CICU2EmyCDmMB2PC4XiWhW0OjJaVDM4f/IwcDo3xst1J8MXhcTS2PFhtIaj4GQegXUQJQgvxiOAjMJCseEaCn1mJEEBxcAIqz8SxOiTYUgXgZ7Y76IvESOJg/AgWBCDjx9gxNEQLrxF4GAP3V5iEHIkMYcpqlYDlfX4SD6vjzNdff72r5JzOnWBGQiZ5c7+c4z2Ez1YWWyckTAIFwRIhRZDwWHEN9kBiJUkSPDmXOUDUIfZ4DTGHEPTe8EIbiEQEPVUXxOMf//hHY/WJGCFgYxskYKouiEASAVU87IbAjJ0UpucY4YKgwfa4J2/rnm1r/IwFCcICW0bg4C9woaLkPdzNPMIAwcLfaYPkgijhZ3iysGIxg6DHD6laUFEh+MOTOefvHvdHHnnEVS14xg5boX0SIXNMVQtxwiKLfqjYeNUoziMp4i8kN2yNJEOlAz8lqZGEmUdiCHZExZdzEQSIQOIBNoT/ec/IIfTwX5IW8cR7hAL74XwSPH0xLliR5LF/7JBnA4k5LBJYAHJfCDnO51lZ4hSi09sCZPHB1jD3RNLFxqmgeG/UQMyyxU+MYfGCyGa+6Jf7wR+o7NEO3OFfmA5sEpHPPWJb3lYctoe/sWOB/SAagrcmeYaYeYU926bEG+Yeu8KvOZ/YS1zHHuDk2Snbo1S2iAEs0jgPW8Tng+M7c4q/kE+YH+wbuyGOezs4XpzxdmW8Kh52xnyFEhO5B9r3ctHZYiIxCsGUn5iI/eIX5xoTWTSQ87gvfI6fYZ5bTKSijo3CllgZ7UNCLtozoP4LDQGSLokRkeqV2hk8wQaRhrhDZOkQAb8IkHQRfyQOKjmF8VEEP1hQZaSygxDx3sHvR7tqI38EvI9TotqHkMstJiIGWQhSWTufDsQviyJ2Pbx3nkf7/iTkoj0D6r/QEEDIsXrlHaPBn82EkOPZFFba3jMjheamNNCYJ0CQpmrrffRPzA/Y5wEiZqlcs1VGJbCg3yTg8/B+kc15Ow9UZdniPVNMZHucc86nw9tdojodvKCP5j1KyEWTvvoWAREQAREQAREQgQIQkJArADxdKgIiIAIiIAIiIALRJCAhF0366lsEREAEREAEREAECkBAQq4A8HSpCIiACIiACIiACESTgIRcNOmrbxEQAREQAREQAREoAAEJuQLA06UiIAIiIAIiIAIiEE0CEnLRpK++RUAEREAEREAERKAABCTkCgBPl4qACIiACIiACIhANAlIyEWTvvoWAREQAREQAREQgQIQkJArADxdKgIiIAIiIAIiIALRJCAhF0366lsEREAEREAEREAECkBAQq4A8HSpCIiACIiACIiACESTQNiEXHp6uqWkpETz3tS3CIiACIiACIiACJzXBDIzM23nzp1Wp04dX+4zLidw/PTTT5adne1Lg2pEBERABERABERABETgzATi4uKsdu3aviByQs6XltSICIiACIiACIiACIhARAlIyEUUtzoTAREQAREQAREQAf8ISMj5x1ItiYAIiIAIiIAIiEBECUjIRRS3OhMBERABERABERAB/whIyPnHUi2JgAiIgAiIgAiIQEQJSMhFFLc6EwEREAEREAEREAH/CEjI+cdSLYmACIiACIiACIhARAlIyEUUtzoTAREQAREQAREQAf8ISMj5x1ItiYAIiIAIiIAIiEBECUjIRRS3OhMBERABERABERAB/whIyPnHUi2JgAiIgAiIgAiIQEQJSMhFFLc6EwEREAEREAEREAH/CEjI+cdSLYmACIiACIiACIhARAlIyEUUtzoTAREQAREQAREQAf8I/B+5joLOqEfIRAAAAABJRU5ErkJggg==[/img]
Данные для построение графика, нужны из столбцов Выполнение, Добавление и Sprint.
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[/img]
Сам график должен находиться в 3 книге. Подкиньте хотя бы идей. Буду очень благодарен.
 
Ужас какой. А что с картинками то стало?:(
 
Ну если грубо, то вот так вроде похоже
 
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написал:
Ну если грубо, то вот так вроде похоже
Довольно не плохо! Попробую разобраться, как вы это сделали и сделать это на основе нужных данных :)
Данные для построение графика, нужны из столбцов Выполнение, Добавление и Sprint.
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