","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":""},"images":{"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-02-18-20um-2000-33-42_48b844b4-c92d-40dc-84af-417ddbacbe1a.png?width=1881":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABY4AAAW6CAYAAABbefZWAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR4nOydB5RcxbV27Qc2OUfb5CwRhMHkDEKInE0GkyXAYIIxJhgQ2CCSiSKZHCVQQAFERgQFQJkcTbDB5GAw+P12/WuXXfPuNDOjnpnuube7916rFmh6pru6um7fr746dc73goiIiIiIiIiIiIhIhu9l/yEiIiIiIiIiIiIionEsIiIiIiIiIiIiIs3QOBYRERERERERERGRZmgci4iIiIiIiIiIiEgzNI5FREREREREREREpBkaxyIiIiIiIiIiIiLSDI1jEREREREREREREWmGxrGIiIiIiIiIiIiINEPjWERERERERERERESaoXEsIiIiIiIiIiIiIs3QOBYRERERERERERGRZmgci4iIiIiIiIiIiEgzNI5FREREREREREREpBkaxyIiIiIiIiIiIiLSDI1jEREREREREREREWmGxrGIiIiIiIiIiIiINEPjWERERERERERERESaoXEsIiIiIiIiIiIiIs3QOBYRERERERERERGRZmgci4iIiIiIiIiIiEgzNI5FREREREREREREpBkaxyIiIiIiIiIiIiKicSwiIiIiIiIiIiIirWPEsYiIiIiIiIiIiIg0Q+NYRERERERERERERJqhcSwiIiIiIiIiIiIizdA4FhEREREREREREZFmaByLiIiIiIiIiIiISDM0jkVERERERERERESkGRrHIiIiIiIiIiIiItIMjWMRERERERERERERaYbGsYiIiIiIiIiIiIg0Q+NYRERERERERERERJqhcSwiIiIiIiIiIiIizdA4FhEREREREREREZFmaByLiIiIiIiIiIiISDM0jkVERERERERERESkGRrHIiIiIiIiIiIiItIMjWMRERERERERERERaYbGsYiIiIiIiIiIiIg0Q+NYRERERERERERERJqhcSwiIiIiIiIiIiIizdA4FhEREREREREREZFmaByLiIiIiIiIiIiISDM0jkVERERERERERESkGRrHIiIiIiIiIiIiItIMjWMRERERERERERERaYbGsYiIiIiIiIiIiIg0Q+NYRERERERERERERJqhcSwiIiIiIiIiIiIizdA4FhEREREREREREZFmaByLiIiIiIiIiIiISDM0jkVERERERERERESkGRrHIiIiIiIiIiIiItIMjWMRERERERERERERaYbGsYiIiIiIiIiIiIg0Q+NYREREREREpIH597///Z32r3/96zvt//2//9dq+9///V+bY+AcqJE50NI13NI139J3gzQWGsciIlKTixObY+AcqO054OJERKQ2dJkGcf4mn80x6EoTeUbmsTQWGsciItKluDhR+Lr4aew50NbixKgWEZGu5YXnn7c5Bs6BBpwD33zzTVP79ttvY/vnP/8ZW6lma0mnSeOgcSwiIl1G3gLJ5hg4B/JdnKSFSWuLEyNbRES6Fu+LaiPnQGPOga+++iq2r7/+OrZ//OMfsSW9ltVpmseNjcaxiIh0GXkLJJtj4BzIb3HS2sIkLU5mZCCLiEjlSN+t3hfVRs6BxpwDn332WWyff/55bF988UX48ssvw9///vcmvZY1kbMaTX3WWGgci4hI1XFxkr84tDkGeS9OWlqYJEOZxUlLCxMXJyIiajM1jBrGOVD5OfDBBx+EDz/8MLaPPvoofPzxx+HTTz+Nmg2tlnRaqUYr1WdS/2gci4hI1dE4VvAr+Bt7DpQuTD755JMmMxkTORnIKbLFqBYREbVZ3vcum2NQz3PgnXfeCe+++274y1/+Et57773w/vvvRzMZrZZ0GgZyqXlcurkv9Y/GsYiIVB2N4/zFoc0xyHMOpIXJX//617gw+dvf/haN5BTdgoGcjkZiHrd2JFJERNRmaho1jXOg83Pg1VdfDa+99lp4/fXXw5tvvhneeuutaCYnrYZOy2q0ZB6rzxoPjWMREak6GscKfAV+Y8+BtDB54403wp///Ofw9ttvN0W4EN2CgUxkS4o+bs08FhERtVne9zSbY1APc2DatGlh+vTp4fnnnw8vvvhiePnll6NWQ6dhIKPRMI+JPs5GHqvPGg+NYxERqToYPhg/eQskm2PgHMhnDqSFyQsvvBAXJkS5YCInA5kI5Kx5nCKPNY5FRNRm3rvVb86Bys+BCRMmhKeffjo8++yzYfLkyWHq1KlRqyUDGY2WzGMij5M+K01Z4cZ+/aNxLCIiVSflwVL0KfydA405B9LCZNKkSXFh8txzz8XoFgxkIltIZZHM4+yRyJYKsYiIiNos7/uazTGo9Tnw6KOPhjFjxoQnnngijB07NhrJ6DQikdFoWfOYvMds7rekz9Rm9Y/GsYiIVB1EBbvSeQskm2PgHMhnDjz22GPh8ccfD0899VQYP358NJGnTJkSI1teeeWVmFuPyGPSVqQjkSmqxahjEZHqaDM39dVF6qLGnQOjRo0K9913X3jggQfCww8/HE1kDGQ0Gpv8mMecDiNtBZv7rekzjeP6R+NYRESqDqJC4zh/gVjU9vxzz4Vnn3kmjBs7NkybOjX3/tgqPwYsTO6///7w0EMPRRP5ySefjJEtHI0k+hjzmKIsFGQhqiVFHadcxx6HFBGpLG7qe7+vde34zNNPh7FPPVVT2rFI/R48eHAYOnRoGD58eLj33nujgYxGS+YxacbQZ5wMS1HH6LNsLQqN48ZA41hEWoSbxSWXXBKOPvroMGDAgPhvbhIiHUHjOH+hWuSGcD7ggAPC8ssvHwYNGpR7f2yVH4MhQ4aEYcOGhZEjR4bRo0fHyBaORibzmNzHHIlMUS0pl162grfHIUVEGsM4nj5tWhg/blxsz02fnnt/bMXVjsstt1wYNHBg7v2pxX7feuut4fbbbw8DBw6MOg0DmU1+UlhgHpO2IukzUopxKgx9lk1XoXHcGGgci8h3ROSll14a5p577vC9730vLLDAAmGmmWaK/9+nT5+Y20ikvSAqMH7yFmu24orobbbeOsw888zhpptuyr0/tsqPwW233RbuvPPOcPfdd0cDmeORRB9jHpP/mHx6FGNJUS0p13H2OKTGsYhI/W/qE5H5wP33h169eoWePXuGMY89lnufqvleJ4wfH+4fPTqMGjmyam3kiBFlNU5+0ae8x6W92vHmGtKORer3ddddF2644YZwyy23NGm0ESNGxMhj0ouhz1LUMbmOU7qKbJE89JmpKuofjWMRacaf/vSn8P3vfz907949Hl0htxE3jT322COax3379o03CpH2oHGcv1Atcps6ZUrYZpttwqyzzhpuveWW3Ptjq/wYXH/99XFTAAOZqHLuL6SveOSRR5pFtZBLj1zHVPBmozIdhzSPnohI4xjH944aFVZbbbWw8sorh4cfeij3PlXjPT75xBPhygEDwl577RV6rLZaPHW1wgorlNeWXz7+frvacsvNsKHFiDzNe3zqWTsWqd+cKr766qujgXzzzTeHO+64I+oz0lagz8aNGxfrUbz00kvNNvZL8xxrHNc/Gsci0gS7h8sss0w0iDlOnIUbBUJl3nnnjQt7kfagcZy/UC1yK5KItlVnDK666qpw7bXXxsiWZB5zJDJFtTzzzDMx1/Frr70W01Vkj0OaR09EpPGM49VXXz306NEjPPLww7n3qRqpOAjWIVCHdVeR2k9XXz338aln7VikfpOW8rLLLgtXXnllk3mc9NmDDz4Y61FMnDixaWM/1aHAOGZjX+O4cdA4FpEmOIKy//77h3322SdGe2VhV3HXXXeNgoKjxSLtgd1oU1XkL1aL2qZMnlwYEW2rzhiwMCGy5Zprrgk33nhjzKlHVBNRLeTSGz9+fKzgXXoc0jx6IiKNaRxjGtercUze5uuvuy6sXEDjmEChvMennrVjkfp94YUXhosvvjhcfvnlUZ+xuU/KClKKkeuYjX3qHLGxT57jdCIsFcjTOG4cNI5F5Du0lIri/fffj8eciDjmxiHSHjCNKaCQt1izFTv6YvbZZw933H577v2xVX4M/vjHP8b8+SmqhXx6d911VzzdQqE80lWk45BvvfVWvOdoHIuINN5psKaI4x49YtTxo488knufqhFxfNWVV4aVVlopd6O4tJ3461/nPj71rB2L1O/zzjsvmsdEHid9xqmwtLH/2GOPNeU55kQYBfKyxnFKJUYNCqlvNI5FpFW4EbB454jK7rvvHmaZZZZw4oknxt1FkfagcZy/UC169MXWvXv/R0TfcUfu/bFVfgwuuOCCaB6nqBaijqnifc899zQdhyTPMXn1yaOXjGNSKFm5W0SksYxjCqhiGv/0pz8Njz36aO59qoZx/Puzzw5LLrFE7kZxaTv++ONzH592a8caMo6L1O9zzz03nH/++VGfXXHFFTGlGBv7FMnjGuRE2IQJE2IB42Qck0osaxwTGKRxXP9oHItIq7DLuNFGG4U55pgjComdd9453hxE2ovGcf5Ctcht8qRJhRHRtupGtRB1TL5jiuWxSZCOQ5ICKRnHb775ZlMBlqxxbAEWEZHGMI5HjhgRC8bVs3F8Vr9+YYmMcUxx8jxb6scxRx+d+/jUs3YsUr//8Ic/RH120UUXNW3sk+c4nQijQB6pxDCOX3311aYaFBQvztag0DiufzSORaRV2HHs1atX6NmzZ5hnnnnCYostFiOO2WEUaQ8ax/kL1VqIvphzzjnDwDvvzL0/tupEtRB1TC69dBySPMdU7x49enQ0jlMBllLjmPRJGsciIo1jHI8aOTLmN15jjTXCmMcey71PVUlVcdVVMVUFAToLLbRQWHSRRcIiObT0urPNNluYeeaZw4033JD7+NSzdixSv3//+99HfcbGPrUorr766nDTTTfFAnkjRoxoMo6pQaFx3NhoHIvIDAuasWCn4v1qq60Wd6JPP/10R03ahcZx/kK1FqIviiCibdUZg3POOSdGtXAckiJ5VJNPefQwjlMBlmQcU7lb41hEpHGNY1JVrPWzn8X7Q959qqZxvMvOO4ebb7opjBg+PAy/554ub7zu0CFDwuabbx7TEuYdBdsh7ThwYO79qcV+axxLuWgci0jZsLhHUCy++OIxt5FIuWgc5y9UayH6Yu655w5333VX7v2xVdc4Jo+exrGISL4UPlVFjx5hrbXWCk/UqXFMdGe3lVYKBx10UO7pOOjPjjvsUFvGcUY7kloh7/7UYr81jqVcNI5FpAnEI/mKOBbcEhxRIV0FN7rnn3/ekZOy0TjOX6gWPfqi91ZbhbnmmivcNWhQ7v2xVS+PnsaxiEgxKLJxPKIRjOP/RhwfdOCBuRvH06ZODTvuuGOYddZZw501cvIrqx1JrZB3f2qx3xrHUi4axyLSLKJ4hRVWCNtuu20Uk6WQGH+++eaLebg++ugjR07KRuM4f6Fa9Ijj3r17xzx/pqqoz6ZxLCJSLIoecbx6jx7hZ6SqGDMm9z5Vyzju1q1bOPigg3LP4xyN4x12iHmOB9VI2odkwNZamrMi9VvjWMpF41hEmkUUL7jggnEHlHxipZxxxhkxxzHGskh70DjOX6gWuVEUjUKciOhaWbDY2jcGGsciIsWiyMYxeXeprVL3xvFKK0Xj+LGCGMezzz57zZz8mlSj2rFI/dY4lnLROBaRJv7973+Hk08+OZrDa665ZjSPP/vss/D++++Hfv36hR/+8IdhgQUWiNVVRdqDxnH+QrUWRLSpKuq3aRyLiBSLohrHz02fHob/1zhuiFQVBchxjHG8w/bb11TEca1qxyL1W+NYykXjWESa8eWXX4ZDDz00msQYyPPMM0/4/ve/H/9/2WWXDYMHD3bEpN1oHOcvVIsuorf6b743i+PVZ9M4FhEpFkU2jkc0gHE8YMCAsOKKKxbCOJ46ZUo0jslxnHf6hHZpx2TA1lBxvCL1W+NYykXjWERa5MEHHwz9+/cPffv2Daecckq48cYbw1tvveVoSYfQOM5fqBa5TXz22bDlllsWIvrCVp0x0DgWESkWRTaO77nnnrDaqqvWtXF85YABhYk4njJlSthuu+1qKuK4VrVjkfqtcSzlonEsIm2CoBTpLBrH+QvVIrdnn3km9OzZM8w999xGHNdp0zgWESkWhTaOhw0Lq66ySlh77bXr2jgm4rgIOY6nZozjvM3M9mrHIhiwtdpvjWMpF41jERGpOhrH+QvVWhDRc8wxR81EutjaNwYaxyIixaLoxvEqq6wS1qrj4nhXXH75/xnHBUhVsd2229akcVyEInO12m+NYykXjWMREak6Gsf5C9Vaib7IW0TbqjMGGsciIsWiyMbxsP9GHJOqoh6NY4rRXX7ZZWGFFVYoRMTx5MmTwzbbbFOTxnHUjjXS56L1W+NYykXjWEREqo7Gcf5CtcjNVBX13zSORUSKRaGN46FD6zpVBcbxZf81jouQ4zgax1tv/Z8cxzViwjZL+VBDxfGK1G+NYykXjWORgvLJJ5+E6dOnh48++ih89tln4dNPP+3y9sEHH4R33nknfPzxx7m8fmvtyy+/zPvjkXaicZy/UC1ye+bpp0PPLbYoRL43W3XGQONYRKRYFNk4HjpkyH9SVRBxXOfG8cFFM45r5OQX2nGLGtSOReq3xrGUi8axSEEZOXJk6NatW9h4443DeuutF9Zdd90ub2ussUYUbez259WHltpGG20Ub3QIXqkNNI7zF6pFbhPGjw+bbbZZIUS0rTpjoHEsIlIsimwcDx48OHTv3j2svdZa9RtxfOmlxUlVMWlSzRnHT0+YEDavQe1YpH5rHEu5aByLFBRye80+++zhe9/7nq2FMZhlllliBILUBhrH+QvVwkdfbL55FNF319BxQ1v5Y6BxLCJSLIpsHA8ZMiSsvPLKdZ2q4pKLLw7LL798ISKOJ02cGLbu3TuuPfM2M9tjwKId55577prSjkXqt8axlIvGsUhBQTBRbVXjuGXj/Ac/+EG4//778/6YpEw0jvMXqoWPvkgi+u67c++PrfJjoHEsIlIsasE4XmeddcKTTzyRe5+qYRxf/Mc/NhnHY3KOOJ747LNhq169aqo4XorcnWfuucPgGtKOReq3xrGUi8axSEFBMM0zzzwax60YxwjJL774Iu+PScpE4zh/oVp0EU2qCr7z8hbRtuqMgcaxiEixKLRxPHhwNI5JUffUk0/m3qeqRBxfcklYAeP44INzN46JON5qq63+E3FcI9G7yYCdd95543zJuz+12G+NYykXjWORAhvHHNs24rhl43innXbK+yOSdqBxnL9QrYVje/PNN1+spJ53f2yVHwONYxGRYlFo4/i/xfHWX3/9MPapp3LvU1Uiji++OOY4PvSQQwpjHM8xxxy5p0/oiHYcWkPasUj91jiWctE4FikoHNdeYIEFYi5fzeP/M4xnnnnmMNNMM2kc1xgax/kL1VrIcRxF9JAhuffHVvkx0DgWESkWRTaO2UTGOKY4d91GHP/XOD7s0EPDmDFjCpGqgjSJtXLyK2rHLbaI2jHvyN1a7bfGsZSLxrFIAfn3v/8d7rzzzrD00kuHfv36hWuvvTZcfvnlXdrYBd95553DwgsvHH7729+GAQMGdHkfSttVV10Vbr755rDYYouFHXbYIe+PSdqBxnH+QrXI7dlnngk9e/Y0VUUdN41jEZFiUWjjeNiwsOqqq9Z1juNLL7kkrIhxfNhh4fGcjeMUcUytiVrZwK9V7VikfmscS7loHIsUlEGDBoVlllkmjBo1Krc+kHtrxRVXDC+++GIoCu+//3401DWOawuN4/yFai2IaIvj1W/TOBYRKRaFNo6HDq174/iySy+N6ywijotgHPfu3TumScw7CrbetWOR+q1xLOWicSxS0IjjgQMHRuOY3Ed58O2334aLLrooCprp06eHovDOO+/EcTHHcW2hcZy/UC1yK5KItlVnDDSORUSKRU1EHK+9dv0ax5ddFtdZhxQgx/HkSZPC1ltvXVOpKmpVOxap3xrHUi4axyIFTlWx7LLLhnvuuSc34/jCCy8M3bp1C88991woCm+//XY0jkmjIbWDxnH+QrXIrUgi2ladMdA4FhEpFoU2jhsh4rhgxvE2W29dU8Xxsikfakk7FqnfGsdSLhrHIgWPOGbHPU/jeKWVVipUxDHGMakqdt1117y7Iu1A4zh/oVrkViQRbavOGGgci4gUi1owjtddd926No4pjnfwwQdrHHdCO84777w1EyVdtH5rHEu5aByLFNQ4vv3226NBmmeqigsuuCDuhE+bNi0UhbfeeiuOixHHtYXGcf5CtegVpnsWpMK0rTpjoHEsIlIsimwcU6BtlVVWCeuvv34Y+9RTufepmhHHhxpx3GHtuMV/tWOtFPQrWr81jqVcNI5FCmwc5xlx/M0334T+/fsXLuL4zTffDEsttZTGcY2hcZy/UC28iN588yiiiTLKuz+2yo+BxrGISLEosnE8ePDgsPLKK4cNMI7Hjs29T1UtjnfYYbkXx0s5jklVkXcUbLnt6QkTwuY1qB2L1G+NYykXjWORghvHeeU4xjg+77zzonFcpBzHGse1icZx/kK1yG3C+PFhs802iyL6nmHDcu+PrfJjoHEsIlIsimocT582LebZ7d69e9hwgw3CuDo1ji+95JJoHB9eAON40sSJoXfv3mGuuebKPQq2Pdpx0003DfPPP39Nacci9VvjWMpF41ikoMbxLbfcElMy5GUc/+Mf/wjnnntu4SKO33jjjRhxbI7j2kLjOH+hWuQ2fty4sMkmm4QFF1ggfufl3R9b5cdA41hEpFjUgnG80UYbhXHjxuXep2oYx3+86KKY4/jwww/P3Tie+OyzoVevXrFIcd5RsB3RjsNrSDsWqd8ax1IuGsciBTWOb7rpphhxPHz48NyMYxb63bp1K1TE8auvvhqWXHJJjeMaQ+M4f6Fa5FYkEW2rzhhoHIuIFItaMY7RCHn3qRrG8UUXXhiN4z59+oTHH38894JtW/63SHHeUbD1rh2L1G+NYykXjWORAhvHRNbmVRwP45ibCUeoihRxrHFcm2gc5y9Ui9yKJKJt1RkDjWMRkWKhcVwM47hvnz7hiZyN41ikuGfPMO+889aMDmvSjgsuWDN9Llq/NY6lXDSORQpsHOedqoKFPsbxtGnTQlF45ZVXwhJLLGFxvBpD4zh/oVrkViQRbavOGGgci4gUC43j/O75RTWO59M4bijNq3Es5aJxLFJAimIcczMpWnG8l19+ORrHu+yyS95dkXagcZyfKKyFViQRbavOGGgci4gUC43jghjHfftqHDeQdixSvzWOpVw0jkUKyL/+9a9w7bXXxlQVw4YNy6UPX3/9dTjzzDMLVxxP47g20TjOX6gWuZmqov6bxrGISLEosnF816BBoXu3bg2R41jjuPMG7Ijhw3P/TGux3xrHUi4axyIFNY6vu+66GHGcV3E8jOMzzjijcBHH9GWxxRazOF6NoXGcv1AtciuSiLZVZww0jkVEioXGcX73/KlTpoQL/2scH1GwiONa0WG1qh2L1G+NYykXjWORAhvHyyyzTK7Gcb9+/UK3bt3C888/H4rCCy+8EBZffHGN4xpD4zh/oVp4Eb3xxhbHq+OmcSwiUiyKbhx3q3Pj+IILLihUxPEWW2zxn+J4NWLC1qp2LFK/NY6lXDSORQqcqmLZZZcNI0eOzDXiuHv37tGsLZpxvPvuu+fdFWkHGsf5C9UityKJaFt1xkDjWESkWBTZOB54553x1GNdG8fnn1+o4nhNxnGN6LBxY8eGjTfaKCxQY9qxSP3WOJZy0TgWKSAp4nj55ZcP9957b64Rx6usskp46aWXQlEg+plUFXvssUfeXZF2oHGcv1Atchv71FNxcVgEEW2rzhhoHIuIFIsiG8d3YhyvuKLGcVcax5tvHlNV1IoOe+rJJ8OGG25Yc9qxSP3WOJZy0TgWKSD//ve/ww033BCN41GjRuVmHJ999tlh1VVXDS+++GIoWsTx3nvvnXdXpB1oHOcvVIsuojfYYINCiGhbdcZA41hEpFgU2TgeNHBg3aeq6N+/f1h+ueUKEXH89IQJYdNNN60p47hWgw6K1G+NYykXjWORghrHN910U0xVMWLEiFz68I9//CMu9FdeeeVCpap4+eWXwxJLLBH23HPPvLsi7UDjOH+hWnQRXZRje7bqjIHGsYhIsSh6jmPS5dWrcTwF4/jccwtjHI8fPz4WbKsl45iUD7HIXI1pxyL1W+NYykXjWKTAxnGexfGScVy04njJOP75z3+ed1ekHWgc5y9Ua6LCdAFEtK06Y6BxLCJSLDSOC5LjuADF8Yg43myzzWrKOK5V7VikfmscS7loHIsUkKJEHHMzKVpxvFdeeSUaxxbHqy00jvMXqkVuRRLRtuqMgcaxiEixKLJxPIiI427dwsYbb1y3xvGFF1xQGOM4FcerJeO4SJG7tdpvjWMpF41jkQJSNOPYiGPpLBrH+QvVwovojTcuhIi2VWcMNI5FRIpFoY3jgQOjcYzBNmH8+Nz7VNWI4wKkqkjG8by1ZhyjHRdcMIwYPjz3/tRivzWOpVw0jkUKbBwvt9xyYeTIkbnnOC5ScTwijpdccklTVdQYGsf5C9UityKJaFt1xkDjWESkWBTZOB54550xXd5mm24a0yjk3adqGMfn/9c4PuKII3I3jhnjzTffvOaMY+pjLLzwwmHUyJG596cW+61xLOWicSxSQP71r3+FG264ISy//PLh3nvvzaUPX3/9dTj77LPDqquuGl566aVQFCyOV5toHOcvVGuhwvQiiywS7h01Kvf+2Co/BhrHIiLFosjG8Z133BFWWmmlmHe3Xo3j8847LxrHRx15ZHjyiSeKkeN4vvnCyBEjch+fctpTTz4ZNtxww5rTjkXqt8axlIvGsUhBjeNrrrkmGsf33Xdfbsbx6aefXjjjmOhnchzvvffeeXdF2oHGcf5CtcitSCLaVp0x0DgWESkWtWAcb17HxnH//v3/YxwfdVTuxvGECRPCpptuGhZYYIHco2DbpR032KDmtGOR+pP1LwUAACAASURBVK1xLOWicSxSUOP46quvDiuuuGK4//77c+nDV199FU477bTQo0ePmB6iKEybNi0stthiYZ999sm7K9IONI7zF6pFF9EbJBF9772598dW+THQOBYRKRZ5G8fPP/dcNImnTp0a/8u/S1NVkD6hHo3jKRjH555bGOOYMd50k03+YxzXiAmbtOOiiy5aU9qxSP3WOJZy0TgWKSBFMo5XX331QhnHiEuM4/333z/vrkg70DjOX6gWuRVJRNuqMwYaxyIixSIP43ja1KnhsUcfDTfecEM495xzwq9POCEcffTR4cRf/zreJ26/7baoCTCOV+7ePWxRx8Yx7x/j+JcFMI4pQEghQooU5x0Fm9pz06eHSRMnxr6R0mzcuHHh2WeeiXMo5QreaMMN/6MdC9LnWuu3xrGUi8axSAHROG4djePaROO4sRvRQ1TsZmHEgvHxMWPC+HHjwpTJk2OEURTRG21UCBFtq84YaByLiDSucYxpxv393HPPDXvuuWdYc801YxHwH/3oR2GhhRaK/1122WXD+uuvH/ocfng45ZRToqnas2fPqB9qUfdgeKN57h89Ooy+777w0IMPRlOcNBU8fv5554UVC2QcE3FMkeI8dRiacOKzz8Y+DLjiivDb3/42HHLwwTFF4X777hujsxk38jAzthtvvHGcO/flHHRQq/3WOJZy0TgWKahxfNVVV8WI4wceeCD3iONXX301FM04PuCAA/LuirQDjeP8RGGeIppF012DBoUzzzwz7LfffmGLLbYI666zTlwYbr/99uH444+PeQwffvjhGOny4x//OHcRbavOGGgci4g0nnGMFiDq8qx+/UKvLbcMSy65ZJh77rnDD37wgzDTTDOF73//+01tpv/5n/DDH/4wpktYZpllwvzzzx+26tWrpoxjDFh0Tb9+/cKhhxwSdtxxx5huA1O2V69e0TTHFL/j9ttjEXLScRBxjaFczX6xWT9o0KBw2aWXhnP+8IcY7YzBOWzo0DB50qQYEUs+6YUWXDA3HUYwwT333BPOOP30sNNOO4XVVlstLL744nE+MGfmnXfesPDCC8cNBTTkqaecElbv0SP85Cc/icZ8Xp95rfabpnEs5aJxLFJAjDhuHY3j2kTjuLEaR/Q4btqnT58YVUQEy2yzzda0SPyf//mfuGica6654ubU4YcdFlZeeeVCiGhbdcagUY1j+v/RRx/l3Q0RkS43jjGNuadjjGIEowPQAN/73vdm2NAJs846a9hqq61qwjh+5plnou751a9+FU1iDPL55psvzDHHHGGWWWaJhjjvB91DAAxmMu+N/z/mmGOqYhyn8cfExrBeb731YuF1XpO20oorxpQJR/TtG1OHbLbppmGRhRfuch1GageicDHSe26xRezbnHPOGX4w88xxHmTnTNxgmGmmOK7p9/LSjrXa7/Yax2PHjg0nn3xy7DuBH8z1Tz/9NPz9738P33zzTdRneBdS32gcixRUyBlx3DKmqqhNNI7zE4VdLaIfuP/+cMzRR8cTE5jD5SwQWVAhqIsgom35G8cvvfRS/DkFelic1KpxPHny5LDDDjuEtdZaK9x+++15d0dEpMuMY0xLoll32223mIaKe3w5eiDbZp1llsIbx7zPRx95JJ6s4uQU7xWDGOOwtfeFiYiJTjTqXHPOGY3jJytsHJMS7PTf/S5ssvHG0ajkddBaydDMRnhjcLOJz6kv+t+VOowUJiOGDw99+/SJEbmMXbmbC+l95KEda7XfHTGO77777hg1nfp/yCGHxI19jePGQuO4TkXAXXfdFS/+Dz/8MO/uSAc/wwEDBuRaHI+bwamnnlq44ngUk+BGa3G82kLjuP4bOfsGDRwYdtlll3i8tL0LRBrX9n0ax6HRjeODDjoozoeZZ5459O3bt2aN43XXXbdpbrMgf+utt/LukohI1Y1jzFRMte222y6ao+Uaai0Zx70LbByTpxhznNNVRO+2J6I6GYgYjmy2VyrHMRv4mH577rFHvO9gDJfTJ+63mPtdaRxjvt59111h9913j69LH2pBO9ZqvztqHPOz7MYPmzkax42HxnEdctZZZ8XjD3yJ7bzzznGxJbUn5K688kqN41YiuDSOaw+N4/o3jW++6aYYbTP77LN3SEAXRUTb8jWOJ0yYEBdi2YV1rRrH5DRM74NchxzvFBGpd+OYnMYUBWM92lHTOBrHs84aevfuHfPvFtE0Hjp0aAxkIaK3o+Yh7/FXFUpVgRa75uqroxabZ555OjT2XWUcM36D7747nsohmrWtCO1ytGNXmd212u/WmsaxlIvGcR2yxBJLNH0hkVdy+vTpeXdJOiDkLr/88tyNYyrCGnEslUDjuH4bkRe33Xpr2GD99ctOTVFkEW3L1zh+4oknmhnHtFo1jqmYntVjvD8RkXo2jikUdtqppzY72t7RRgQvxcaom1CkezNRvURU77vPPmHhhRbqUBqOShvHmMaYgN27d29X2oTSxn3r/tGjqzp+RKSTSmPvvfbqsMGdbRj31e5zLfe7raZxLOWicVyHZBdcCy20UJg0aVLeXZIOCLlLLrkk5kzKyzj+4osvwoknnlg443jixInx6JWpKmoLjeP8FzrVEtGPPPxw2GbrrTttGhdFRNuqMwYaxxrHIlL/xvHQIUNisdvOmmq0ueeaK+ZTxYwu0r2ZgmjHHXdcLIDXmYjTZI7zXERpd0aLsSnbbaWVOhz53JXGMRsBv/vd7+LmQiXmyXLLLRcefuihqn/utdrvtprGsZSLxnEdko1w0TiuXSFHRJYRx9+FY8zMcY3j2kLjuD4bx0ePPfbYipjGNDbLHn744dzfl63yY6BxrHEsbUM0PZXpuV9+++234auvvgqff/55+OSTT5pVsOdxdGItRd9LYxjHnEA68sgjK6YJSPdzXv/+McK3KPdlUg798aKLwpprrlmR90kOaE54jh83rsN9IvqZnPrkM+5sfzi5/NCDD1Zt/DC57xk2LKzeo0dFzFfaeuutF8aMGVPVz71W+z2jpnEs5aJxXIdoHNc+LByuuuqqaBw/8MADufSBBctpp50WI45fffXVUBSIoDfHce2hcZz/YqcaIpriIERMVEJA0zbccMN4DDDv92ar/BhoHGscy3fB/OX+iOb6y1/+EsaNGxcGDx4cgwfOPvvscPLJJ4fjjz8+nHDCCeHMM8+MUYW33nprePDBB8NLL70UDWVMZnSjSN7G8bixY+O6oRJ6gMhZnmvYsGGFuiePGjUqpiqoRCoOGut2zPGJFIftQH/4u8MPP7xi/VlllVViRHW1xo+UGkRYV2pzgXbQgQdWPQ92rfZ7Rk3jWMpF47gO0TiufVgAUBwvz1QVRLaceuqphUtVMXXq1Hic3Yjj2kLjuP4aR0f79u1bMQFN63P44R1ePNmKPQYaxxrH0twwJnr4nXfeCcOHD4/G8KabbhqWXXbZsNRSS8XiVr/4xS/CvvvuG6PSMIUw0oh0I6pwkUUWCT/96U/DHnvsES6++OIYBfnZZ59FI1AkL+N42NChYa655qqIHphvvvnCb37zmzB50qTc71/ZDfM/XXtt+Nmaa3Y6RUVqrLNuveWWDkdVU5h4uWWXrVh/yCk9Yfz4qo3h2LFjw1prrVUx3UgBxksuvrjqUem12u8ZNY1jKReN4zpE47h+UlXkbRwT6VI043jy5MlGHNcgGsf11yjksuqqq1ZMRHNc88oBA+LCLO/3Zqv8GGgcaxzL/90P//rXv4a77ror7LbbbtEEprgWpjDHxFnIv/3221GH0f785z+Hm2++OWy11VbRbMgek+b/Z5999vhdTF2KJ598MtaoMAJZ8jCOb7rxxooYmGyOrL/++uHeUaMKdT8m6vTcc84JyyyzTEV0zxxzzBEOOOCADqeGwHQ84ogjYqG2SvSHzSlOm1bTzBw1cmSYf/75K6Yde/XqFR584IGqf/a12u8ZNY1jKReN4zpE47h+jONu3bqFhx56KFfjeI011givvfZaLn1oCYvj1SYax/XXyKlXqcUKbfvttw+PVvF4pC3fMdA41jhudIgyJiUFkWuHHnpoNIyz34ELLrhgjLAkr3Ep0dx74YVw9NFHx7yvLZlzHKFebbXVwgUXXBDNZqOPpauNYwrjYYZ21rwkXcJll14apk+bVqh799MTJoTfnHhis0L0HW1s+vTo0SNGMGNId6Q/nNDqucUWYZZZZqmIDiOSmqjxao4hmwtslFWivwsssEC4/PLLOzx+jdDvGTWNYykXjeM6ROO4PoTcJZdcEo1jCkXlwZdffhkXMD/72c/C66+/HopkHJPj+OCDD867K9IONI7rr91w/fUVOxq50IILxsVT0RaJtsqNgcaxxnGjg64aMWJEi8edMSTWXnvt8PTTT7dpPJMHmdzHP/7xj1v9PiUq7pBDDglTpkwx8li61DiOJ5FWWaVTpnG3lVaKubyLmLaKAnbkHGfzprO6h42jk37zmzhmHe0PuYg5GVoJQ5Mo7zPPOCMWOKzmGA4aNCjMOuusne4vpy9I5/PUU091yWdfq/2eUdM4lnLROK5DNI7rQ8hddtlluUYcs8A56aSTYtXgIhnHLKqY4xrHtYXGcf01jlnPNttsnRbR5EMkt3E1c+rZ8h8DjWON40bmH//4Ryx2zPH7lr4HSTex1157hU8++aTN58E8fuutt8IxxxzTZpQhOZHRSaQa429EusI4ZvO335lnxvncXi3AfN5wgw3CtddcE2so5H3PaqnRr7PPOissueSSnTaNuYYfefjhTqXneuLxx+M6rbPGMdHPu+yySyzOWe0xHPPYYzGXe2fN1/332y+Mvu++LssRXKv9nlHTOJZy0TiuQzSO6yfiuHv37uGRRx7JpQ/kyCNfHhHHb7zxRigKFIAh0kbjuLbQOK6/9viYMWH55ZfvtGl8yMEHd3rxZCv+GGgcaxw3KuQbnj59ekzHk81PXFoI7Nhjj41pwmbEP//5zxitRjG91p6PxnqgX79+MzSjpXGptHFMGzd2bDhg//1j9HA5OgDTk9zebCDffdddVY947UxDp1x77bUxjV9b115bjRMBRx5xRHj4oYc6rXtIdcD3SmcjYXttuWVMP9YVOgzznVQ9HR0/NsXIC4352pWn1Gq13zNqGsdSLhrHdYjGcW1ARC9HDl9++eWYt46oEP5NVAqLDHIcd5VxzOshHLOQh4+I46KlqpgwYUKc49y8pXbQOM5fHFZDRPft27fDIhqjhOPUlVg82Yo/BhrHGseNyscffxzOO++8Nk9oYCocddRRURuWw6effhoGDBgQFlpooVafk5zH6623Xox0Fukq45j7ORvLhx12WAz0YB6Wzk3SXBF9SZG5PffYI6a+Ig1EUaIw22oP3H9/OPSQQ8LCbVx7LTWMdIqekyP50UceqZju6X/uuR1OnUF6iq233jrcc889XTb2vO97hg2L68v29nXFFVeMkdp8Bl1tvtZqv2fUNI6lXDSO6xCN42Lz5ptvhiFDhoTf/va3YbvttosFILihUCCBf7O4Hj9+fIw45jGKRVUaIlqmTZsWzWkid3v27BkjV3bYYYeYu4tFxgcffBDOOOOMmHOPPnclLIjeeeedaKZTmO/9998P33zzTXxs8uTJMccxhpPUDhrH+YvDaojokSNHhnXWXrvdInqllVYKJxx/fNwY0zRujKZxrHHcqKBjdtxxxza/FzGVd91116h3yt3wR8fttNNOrT4nm3qLLbZY6N+//3eCA0SqZRwnffDM00+HW2+5Jfzyl78MW/fuHTbYYIOw0UYbxTXHvvvsEw0rIowxjItmprXV6CsF5Pbdd99Y0LIcw5iI6j0wyG+4IRbYq6TuIcJ77733bndRQjar+vTpEzfvu9qwZwzJGbzJJpu0uLFQugG2wvLLhyP69g0DBw6Mua/z0o212u+2msaxlIvGcR2icVxM3nvvvSgYttlmm3izbu1Gwy48R6C22mqrsPLKK4fHHnusYn3AfB01alTYfffdY36t1iIF55lnnphrjwXJuuuuG6tzd0VqjDFjxoQzzzwzvvflllsuVp2lcjGFHzC4R48eHVNVIMAOP/zwqvdJKofGcX02FhtDBg8Om2222QxFdIq6+OVRR8W/mTxpUu79t3XdGGgcaxw3IuQXJk0FWqqt78dUHA+NUy4ffvhhvK7aOqaOjiLtWDkpMKTxqJZxnBpGGWYb93sMUxoGGuko0A9FNNLK1T4E9vzh97+PRviPf/SjmKMZkxitQzoK1nA7bL99OOXkk2NNCIz0ahm0Y596Kp7E5CTXjE6BsYbaZ599wp/+9Kf4ueRpwo4cMSIGUm26ySYxOn3uueeODUOeAAMCqojQvuXmm+MGQxHmS632u7WmcSzlonFch2gcFwuiQig2QDRve4tFkD+0UsYxkboYxu3Ng8Vip5oRx4jW+++/PwovDOsZReQQrcDN+Ygjjqhan6TyaBznLw6rKaLvHTUqnHrKKdFA/kmJiKbIJ4snRPZtt90WF45599nW9WOgcaxx3Ki8+OKL8VTXjPQW0cGXX3551I3lQEoxot+WWmqpVp+TIIHTTz89pkET6WrjuN4bOYap0XDbrbfGU5wXX3xxuOzSS2OgEGkNnnryyWiSd4VxiLYifc3Pd989Bt9gIqPDCFZaeumlw+abbRbzqN9xxx3RxC6CmUkfMK8ZQwIKiFC/5ZZbwp133hnNWVKeTJo4sRB9rYd+t9Q0jqVcNI7rEI3j4kABE3aZV1111XaZtamRC6sSxvG9994bRURH+lBN45hombPPPrvNHH2tNY3j2kLjOH9xWG0RTc5j8vYNHTIkLqJogwYODKNGjoyVv/OMbLHlPwYaxxrHjQqpt4gG5ERZW7qGo+ac9nr33XfLet5vv/02PPTQQ63m3OT12Li78cYbY+SzSCkax5XXQs/nfK9Fa6G57rv33mhiUoyNf1cz4tlWu2OgcSzlonFch2gcF4Ovv/46XHnllW1Ggsyocayb9A0dhYUCeZWIYuloH6qVqoJCgOQH62gl4COPPLLifZLqoXGcvzi0OQZ5zgGNY43jRoU0EUT5cUS8rWPkGL0EDFx//fUx8KAc45jj8q2lwZhrrrnCz3/+85gqQxpHa1En5G9/+1ucdzPaMNA4VheoDRt7DmgcS7loHNchGsf5wzHDq666qs1cxuVGHD/++OMd7gcLlY5W2q1mxDHRN7vttlun+qVxXFtoHOcvDm2OgcZxfnqMtC3PPvtsF/dAigDmHZvlv/nNb2aoC9lM79WrV8x1jKnXFqSfGD58eIwqLn0e8q2us846MZVFOSa01Mfag2jX3/3udzEwg6Pzn3zySZt/o3GsLlAbNvYc0DiWctE4rkM0jvMHwd+SkG9voyjchAkTOtSHl156KUYsd7YP5BR+++23KzY2X375ZfjVr37V6X5pHBeHN954IzzxxBMxyqU1NI7zF4c2x0DjuGvROJasQffCCy+Egw46KOYdbSvymNykffr0CS+//HKb5jGm4GWXXdasPgTPi/nco0ePcOmll7Z5X5b6An3NyQ4KszEX1ltvvVhDpC00jtUFasPGngMax1IuGsd1iMZxvnzzzTfhuOOOm2Euu3IaUScYwO0FIUhkS2dfn7bjjjuG999/v2LREOR8ZlHUmT6xMDrppJMq0ifpHBjGKX/2TjvtFD7++OMWf0/jOH9xaHMMNI67Fo1jKb0PTps2LRx++OExhRgGb2sGMqfF0JLPPfdcjCwuLZhHFDFFj/fYY4+m55h55pmjvmLD/+qrr451JKRxID0FQRVpDqHNiDpuC41jdYHasLHngMaxlIvGcR2icZwvRAh3tBheaWPR8MUXX7S7DxMnTqxItPFMM80UTjzxxJivuRIQubz22mt3ul8cwSQViOTPYYcd1uyzaS26ReM4f3Focww0jrsWjWNpyagjXRc1MLbaaquw6KKLRgMZvVW6QY4JjDE8YsSI8NZbb4XPPvss5q0linjSpEnhhBNOiClQfvjDH8bfJcoY45C8x1999ZWD32AQ5EHhaI1j7/XqPeeAxrFUGo3jOkTjOF+uueaaZscGO9rIgzd48OAO9eGPf/xjLIqSZx9a4rrrrgs/+MEPOt2vBRZYIJrjkj8HHnhgs8/mnnvuafH3NI4VsS5kGnsOWBzPHMfyf7AhT1qzs88+O2y//fahe/fu0QRGu80222zRDCaCeI455ohpy375y19Gs5naFUQTH3LIITGidPHFFw8bbrhhOOqoo8Ldd98dcynPqCCa1Ccax/nf52yOQS1qs/79+4cLL7wwpj7i/nLzzTfHE8IjR44MjzzySPxZdnOzd+/e8YQpG5mctOYETOmpGKk/NI7rEI3jfKEoRWnkSEfTVLAAaC8sGFhAVCJVxgYbbBD++te/VmRcMA4POOCATveJtu2228ajm5I/5GvMfjYU6mkJjeP8xaHNMchzDpxzzjnh/PPPjxubAwYMCH/605/CbbfdFoYMGRJGjx4dC8GyIUj6G6Iws98rmGwsTPgeqSVTzIhjmREsul955ZVo+p511lkxtzHFg3v27Blz1K655pphtdVWCz/72c/iz3bZZZew9957x01bUpKxoH/yySfjIr6Wrg2pPBrH3uPVec6Bjmiz8847L1x00UXh8ssvjwFwpcYxP9M4Fo3jOkTjOF9OOeWUNouelNNWWGGFcN9993Xo9Vlcs6jorDlLfr3bb7+9YuPCogYjuhJR0A8//HDF+iWdQ+NYkepCxTlQzhw499xzo3F88cUXR+OYEyjcY4YOHapxLPLfOhCkJ2PDnsJ4bKSMHTs2PPbYY3FD5dlnn405j0n7RWG8b7/91nGTJjSOvRerx5wDHdFmF1xwQZM2u/baa8Ott94aNzNHjRoVUx+1ZBxzDyIlEpufbOobcVz/aBzXIRrH+ULuXSpmd9QYXWaZZeKCmi/hjvKrX/2qUxHHHI1kgY8JXcmiHWuttVanjeN+/fp1amyksmgcK1JdqDgHypkDRLRwFPLSSy+N98nrr78+HrsfNmxYzI2OMUbeVqInszrGiGMRkeoax5g/mEDk0f7ggw/Cu+++G1577bUwffr08PTTT8fNi3vvvTeeEOGkCN/fpE7h+5xIRb7fMaCIXqTYls0xcA4Uew5wraYNfa7hpM3wINJpMILYxowZE83k1oxjNjBr7TSYdAyN4zpE4zhfWPius846HTJFl1566filTc6gzsBOIbnyOtIHcuuddtppFS+sgijdddddO2Ua77nnnvFGJbVrHJNi5Msvv4yfI4scCv689NJLsTo8kVUPPfRQfI5BgwaFm266Ke5yc3SK4+3siJOHC7FDTq68RZfNMXAOlL844frlOk5HIW+88cYwcODAmBf9wQcfDE899VT8HuC/pcYx3xumqhARqb5x/OGHHzYZx0S4k4sb84iUQpwQYcOP7++kzy655JK4KYgBhUbj+97mGDgHij0HuFbThj7Rxkmb3XDDDeHOO++Mm/opjRipxUqNY4q0ahw3FhrHdYjGcb5wVAPD6yc/+UnZhijVsHfaaae4m1+JaFq+zPfbb792G7MrrrhijCBAQFYDIhRmmWWWdveLAjGHHnpo+Pzzz6vSL+la4zhVhScKnSO3HMmdMmVKGDduXExDQk4tjkix4GHnmznJwoQdcRYm2cgWm2PgHCjuHEiLkxTRwnWc8huTQ48NohEjRsQNIzaO+B7QOBYR6TrjmEbUILnk0dkfffRRTJfyxhtvhBdeeCGmTOEkCBt8fF/zvU2ACpqeHNtXXHFFjFbEfOJ7HiPK5hg4B4o9B7hW2czn2uUa5lrmmuY7g/zGXOtpU5+1WEvGMd8ZRhw3DhrHdYjGcf6wA8eX7Prrrx9N4VIjlC9fcvVi1JKPmEU0Aq2SUGyFQirl5FtecsklQ9++feORtGpClOn+++/frhzQyy67bDQbKh0BLcUwjt95553w6quvhmnTpoUJEybE45AcjUpRLWzCcEQKs4lqv9mFCRGMNsfAOVDcOZAWJ1y3XL9cxynamPzGHIVkw5QceuPHj4/fA2wgtRZxjMFRS8chLY4nIrVkHJNjm5ok7733XnjzzTebToTxvUyRrJSugohENv9Y6/Cdznc75hPf8xhRNLS7zTFwDhRvDnB9cq0SZUxwDtcw1zLXNNc2a7Ckzbj2iUIuNY45naBx3FhoHNchGsfFgR17duw4Vn/88ceHY489NlbBZhHN8VzMXRbE1Xx9bgjbbbddnBfkXp5nnnli4bvVV189mtbsMFbbMM5C7rQTTjghLLDAAi0ayORmnn322WMFcSLWGCOpD+O4rTx66TgkeU4feOCB+DzseJNnC8GCeUwal+zCJG/hZXMMnAPtW5xwHXM9E61G1Br3QfIbcxSS65/vATaQSo1jvjc0jkVEKmscc0oyGcctpRJDg7OhR55jvqdT1PHgwYOjwcTzsxGI6cT3OwYU6wr0ms0xcA4Ucw5wjXKtJsOYa5hrmWuaa5uTn1zrSZsRxJM1jrfeeut4OoHvDCOOGweN4zpE47h4IMqIsqSxO9fVlUfJVzZ16tS4a8hxYPIw//nPf46RBXnAOGAYHHjggWGDDTYIa665Ziyct9VWW4Vjjjkm3rgwE2spsqxRKdc4Ls2jh+BgXqbjkC+++GJTnmOiWog6Jr8W5hLmMaKGI1RpYZK36LI5Bs6B8hcoXLdcv1zHmMbkNk4RLaSn4Sgk9yWORbNIack45vvDiGMRkcobx2zM8T2bToSljf3XX389fi/z/cwaglNhbPZhHhN5jEbjdBjf67wWBhPf8zbHwDlQ7DnAtUqEMWssrmGuZXQZ1zbXONc61zxrM67v1ozjWtzUl46hcVyHaBxLrRnqiFRuQIhWbzz1bRyXHocsjWpJUcfkPMVUwjwm3zGbCYib7MKEyEWbY+AcKO4cKF2ccB1zkoDretSoUU0RLUSzsblJvnPyaZYaxymipdYWZ9sPvgAAIABJREFUJ9n3Mf/888fvRzbKbI6Bc8A5UOk5wPfovvvu2ywNHamC2vobgjRoaDDSUjz//PPxu5jvYdIHocfY3GMzn4AP9BhphvhOZzMwbeSTqoKTJZwwsTkGzoHamANcs1y7XMNcy1zTaDauca51rnmufU6QUW8ofbdsu+22cR1Xq6fBpGNoHDeAcYwAEBGpBoccckgzgwczaEbGcfY4JFEt5DlOUS3sbLNYwUzCPEawsPvNLjjHp9gRJ1oRA4odcptj4Bwo7hzgOuV65bplEcJ1jHnKphCm8ZgxY2JEC9FsGBYYGKRO+vGPf9yicUx0XC0tTtBg6T1QGJYoHQrXYu7YHAPngHOgknNgt912CyussELTd85cc80VT/W19Tf77LNPbKSuo+21115hjz32CD//+c/j8+2yyy6xePcOO+wQ097xHcbpwF69esU6KltssUXYfPPNw2abbdbUNt10U5tj4Bwo+BzIXrNcw1zLXNNc2+Qw5lrnmufa33jjjWMqyfTdwncD67ha3dSXjqFxXOfGMaLh7LPPborUszkGzgHnQKXmAMbQJpts0szgOe6441r8vmEHO0UKs6NNQUh2t8l7moreUUzr3HPPjd9ZZ5xxRjjttNPCySefHE466aTw61//OubGJlc4r0EjZ7jNMXAOFHsOcK1y3XL9ch2T55/r+tRTT43X+VlnnRXz2Z9//vnxe4D/Ly0qmyJaas04Jl9/uYVgbY6Bc8A54BxwDjgHnANFngOkrGB9RtpBjONa1GbSMTSO6xAKoGUvcAqQ2RwD54BzoNJzILv77PeN88vvGOdApeZA9jtlqaWWaopoqbXFybLLLtvseKfNMXAOOAecA84B54BzoFbnwIILLhhPl2bzG9eaNpOOoXFch7Rk5tgcA+eAc8A54BxwDjgHam0OHH744TWZpgI4VbHeeuvF4+M2x8A54Byo1hxYccUV40bVvPPO2/Td+YMf/CAsssgiZT/H8ssv39QorEfjOWnLLLNMbEsvvXRsbOilRi5lm2PgHKjtOZC9ptN1nq779D2w0korhUMPPTS899570TSu1U196Rgax3UIeak0j/Nf7NocA+eAc8A54BxwDnR8DswxxxwxsqVWFyYsqsjjnPI82xwD54BzoBpzgKKj1157bcxPmk1XuOeee8YUYa39Hd9NqW5Eqh1BYaxsMWIKnV533XXx+a+++uqYYixbDO/SSy+NjQJaNsfAOVBbcyBdv9lieVzjXOtc81z7qdgx3xVvvvlms9zGaLNa1GfSfjSO65DPP/885gk88sgjw1FHHWVzDJwDzoGqzIGjjz46dO/evZnRs+WWW8aft/T7fCfRjjjiiNj69u0b+vTpEyMKDzvssFho7+CDDw4HHXRQOPDAA8MBBxwQ9t9//9haKiiVirrYHAPnQDHnQPZ65RqmpWua6/sXv/hFvN657rn++R7g+4DvBb4jKIxpRIuISNtg2lAMnaJV2YhjgokoPoqx09rf0Xg8FTEmkvCbb74JX3/9dfj73/8evvjii/Dpp5+Gjz/+OHz44Yfh/fffjxGHf/nLX8K7774bCxy//fbb4a233rI5Bs6BGpsDXLtcw1zLXNNc23/729/itc41z7XPdwDfBXwn8N2QTVGhadw4aByLiEiHwfjJGsc77rhj2YsTdqzJkUWBBarzfvbZZ+GTTz4JH330URQt2YUJwiYtTP785z/bHAPnQA3NgRktTrjuuf75HuD7gO+F0oiW9B0iIiLNweDp379/+MlPftJMky266KKx4DDfs21ps9bM46xGIzAp6TReD632wQcfxMZ3OQ1T2eYYOAeKPwfSNUtL1zHXNNd20mRc86W6rKUUFWqzxkDjWEREOsQrr7wSFltsse9U2+V4YynZhUmpeVwa2YJYSdEtaWHioiR/kWlzDDq7SOFaxsBIixOuc6730miW1o5BujgREWkO35fDhw8P66+/foupCsmzzuN8t7ZGa+ZxVqNhHvE9jZHEd3YykvkeTw3DyeYYOAeKPwey123SYlzTXNtc41zrXPNZXdaaaaw2aww0jkVEpN0gGDhu3lJe0pVXXrnF6JbWzONsZEsykFtbmOQttGyOgXOgc4uU1hYnXP+axiIi5YOmevHFF2PKn9lmmy1qsB/+8Idh9tlnDzPPPHP8Nz8n/dcLL7zQqsHTUuRxSwZy0ml8ZycjOWk2m2PgHKi9OZCu4aTFklmc1WRZw7gl01jjuDHQOBYRkXZDwYS2inCeccYZLebUa8s8bmthkrewsjkGzoHKLVDKWZwYaSwi0jZsxlHgaqmllora6/vf/36sPbH99tuH5ZZbrkmTLb300uGKK66I38NtUarRsjotabWk15JmK218p9scA+dAcedAS9dtuqZTS3qsNU2mcdx4aByLiEi7IGdpdkFCW3bZZZsZyfPNN194+umnv/O3pUIjuzDJmsitLUzyFls2x8A50PmFSnsXJyIi0hy+P++7776wySabRMM4aa/jjz8+PPnkk+HYY48N8847b1OhvB122CGMHTs2fs+2Rkv6rFSjlZrIpZrN5hg4B2pjDpRew6llNdmMTGNpHDSORUSkbBAULEaypvEyyywTnn322bDxxhs3+/nWW2/dYk69csxjFyX5C0qbY1DthUo5ixMREfmujiL1BCkqSEuRzOGtttoqPPbYY/H7lP9uueWWsfYEjy+wwALh5JNPDn/9618dThERaRcaxyIiUjZ33HFHUx69lEtv4MCB8bHRo0eH+eefv+kxImAuvfRSR1dERESkQpArnhQVSy65ZJPmWn755cOVV17ZlI6C3zn//PPDT37yk6bf+elPfxoGDRrUZqE8ERGRUjSORUSkLN59993vpKg44ogjYsRgioA55phjmj3OQobUFiIiIiLSOTit8eCDD4aePXs2RROTogL99cYbbzT73cmTJ4e99tqracN/1llnDfvuu2+YPn26JzpK4EQMhZ3Ruu+8806rDWN+RqdhKP46bdq0mBrkqaeeiuPdWn7pjz/+OEyZMqXpd99///0Wa4SIiOSJxrGIiMwQjj0efPDBzUzhJZZYIrz66qvNfo8jkKXmMkcjk7ksIiIiIh0D3dWnT58w55xzNqWoIDXYE0888R1DE5OZCOPVV1+9KQ8yEcgXXnhhjEiW/+OVV14Jl112Wfj1r38dTjjhhFbb448/Hk3mtsA0Pvzww8NGG20UNtxww2jWk3eaz6OUMWPGhP333z/+Lu2ee+6JdQE6C30knQn1Rkgn95e//KXF15fvQkQ+Y/fMM8+ECRMmhL/97W+a+dLwaByLiMgMGTlyZIxUSWYwhfBuuOGGFn+XRUq2UN5cc80VHnroIUdZREREpIN8+umn0dyktkS2OPHll18eo1xbAsPwpJNOijmOk37r1atXUy5k+Q9DhgwJa6yxRjTiaaRiK238nBRsrUUPJzCJ11133abPCJOfz+Dtt9/+zu8OHjw4rLzyyk2/e9VVV4Wvvvqq0x8LkcvUJOGz3nbbbcMtt9wS54/MGIJgfvnLX4bevXvHyP5KmfkitYzGsYiItAlH89Zee+1mUcQ///nPW41cYKeeAi3Z399ggw0qIoSlbfhMbrvttnDRRRfFxUh7xpyUIjvvvHNYf/314+e15557troQJRIDQc3v/uxnP4sL0EpAtBR9/vvf/x6bkerlw3XHYpZm/koRkfqCCNL7778/bL755k0pKuadd97Qt2/f8PLLL7f6d6Q9IBoZ8xDjk7+jHgWRtW+99VaXvoeigva44oorwlJLLRWN9UUXXTSauT169AirrbZas3brrbfOUFuRciJrHNN4vjvvvPM7pjOG9SqrrNL0e1dffXVF9DKaDi2X6pGceeaZMXJWZsxrr70W1lprrTDzzDPH8WNjBk0q0shoHIuISJv86le/aiZ+F1poofDiiy+2+TePPvpos0J5LHIo0iLVhTx5LCQZc448vvfee2X/7fPPPx8XS9nihv369Wvxd8eNG9d0TJZ29913V6T/LKj23nvvaGDvuuuucZEs5dG/f/+w/fbbhx122CFeazM6SisiIrVlZh155JHxFFdKUbHllluGRx55ZIbH6NkExvxaeumlmxmZN910k5v6IcRo0tNPPz0svPDCYfbZZw+/+MUvYoQupi6b8KmhdUgVMqNN7ZaMYwzpnXbaKaaNyEZ6t8c4JjgAA/Pzzz9v2iQuTU/Cv/k9+snmfsptzfsjEARt0NLf8FzME1KY8BqtRaPz3Pwujd/hbxmP1K+06Z99Df6d/oa/L3397OOlf5veT2uPp79nzOg7feDzbCkPNdcJ75/nyY4D/0595+escQiYScYxhSjJRV3O2PG5mKNa6hGNYxERaRVEMpEKSdCyUDnvvPPKGrHf/e53zUQzefVeeuklR7tKcCwRszWN9yabbNIu45go4mz1dRpHW6dOnfqd3x0/fnyYZ555mn6PBVUl+Oijj5rNtwEDBlTkeRsBTOM0bhjvX3/9dd5dEhGRCoApdc0114QVVlihaWOXehJEybZ2MqilzWFy6WKMpijU3XbbLeZxbXSj64MPPoiR25jyP/7xj2MqttIIUwzCGRXFa8s4ThHiZ599dtRr7TGOMUKJKidt3JVXXhnOOeecmDKD1HAEDGQL9pGOgs0E9NOKK67YpN05KfinP/0pFlb85JNPmp6b+YOZzXP98Y9/DL///e/jJsPDDz8cNVl2bmDgUsSPtQEN3YjO5NQZ/WYDmzl57733xp8nY5kijbzPgQMHhgceeCCasKm/mLGk9uD5eJznz75/ChYSRHDXXXfFx9lAyRblxgznPfHe/vCHP8Q+cPKOPNOlG+iM+/Dhw+PzjBgxIr53ou7pG393++23x7QUvH+Ke6fIfmq8sJFA3zGYU9/5e64fxo684Xy2pJIheIYxLne+iNQCGsciItKqkF511VWbid7tttuu7DxfCMOf/vSnzf7+iCOOMKdeBSF34cSJE+MCgtx82bGuhHFMIwK4NPVBtYxjFmopmoronOuuu64iz9sIYACkz4M0I41uBIiI1AOYdZh45KpNRhb3X/QUJlq5YKJhkBFJmQrlYZJiQmLONTJE5+6yyy7RYO3WrVs0ECmKhlGLwYgR+MYbb5SdBiprHBO1ykm92WabLf4bXcxzJi09I+MYA3Lo0KHRvFxzzTVjVPQss8wS5ptvvtjX3XffPVx//fXRQMWoJVp2jz32iBsL6TX5vOkDGw9sLD/33HPxud98881w7bXXxve+0korhbnnnjuOAUEDFPUj7dnrr7/eZNRimpL7lxQerA9OO+20cNZZZ8U8wJxYI7J5wQUXjGkezj333PDuu+/GPpG3eb311otGNqfhGJ+U7o58wnvttVeMgKcPbG7Qr2S6YkITWd+9e/dY5BHzNkUf8zykXCElB/qVzRD6wHvnOUePHt1sA4CULWhjXmfjjTeOhjN/TwoS/o73QZQ2pjFjl64T3ht950QX1xz6ivHmffEzPge0K9cnpy157jR25hGXekHjWEREvgMi8YwzzmhmICJWW4o+bQvEbraoHv+PkJPOg3BF7JcavZU2jhHOd9xxR4eMYxY8GNujRo2KcwGRj9guhQUA0ehEncwxxxxNxjFHK1ngINRLIzd4bqJkiB4hUoWIl5YKvyDaWRROnz49Rlyl32ERyAKEfrGYyEYAMbYIfiJW+Dv6XHrskj7xGK100c1ChdfiMfpfGhHG3xM9RNFIomgYn9YMADZw6AeNnIXAgoux5G+JzuGzY8GTPg9yjDM29MG8fCIitQv3L1JUYOolI3LTTTeNWqq9phT3E1JQpbRU3GfRCjxXa3UrGoGnn346jiljgml40EEHxVM8yczETMQwxUAu556aNY7RNDwXm/sYvhizhx12WNQAaI22jGPMfu7zGKP8LcbokksuGZ+LfhI9no0+J0L4lVdeiSYzv5M24vmdxRdfPNak2G+//aK5jG5hLvA8PC8aH0MYc3qRRRaJ82yxxRaL5jBBCkl3YTyj5Zk7mKlLLLFELNbIOGGaps0N/jbV2kCn8bv0g8Z7TLro8ccfj31I75//RwumlBSsRVJhR4xjtA2P8TuYtqRNoz8UiWRThH4wLvQDkxqdl0z6++67r0nnomHZcMeA5zPhb7bZZptoUjN2PG8yjknxss4660QzGlMbA53oYj4LXgdTng0BxpdrK+XJPvnkk2NeaSOPpR7QOBYRke/AIiIJzqyYbS+I3mwkJA1hmj0mJx2DBUc2NUWljeNURIeGIE+mZbnGMYshRDSCOv0eC19EPUVasosvTFOiV1isJKGehP2PfvSjaIpmjxxiFLO4IbIl/S7RISzUWExkIeccC0LeG4sbFmFEaPOe0gKHBQILEqJPAJHPwovXJiILIzZr/rJw4H3wGM9LtfQsHHNlkcZjLIKyZjnvlc+NBUfKn0ejbxdccMF3jlZy7JF+0Mi7iOG94447NpkIPA+vU7pBw1jSBxawIiJSe3DfQXtljTVMLFIKdERHcW/DJMX8S/d47iWYomyWNiKMCRHA6dQWWgKjknsu99F0b8UAZtyy0bLlGsennnpqTN/GfT6ZuKQeYSO7LeOYzV8CBDA10QvoOlIikE7hxhtvjFog1bUgohdjm9N+fMaka8D4TnrugAMOiPoH/cbcIV0Dr4sOYn799re/jdoKk5f+0lcMUAoGssFO+iv+Dk2fIpkxs+kDmopUDsccc0zURUnHnXDCCVGH0rbeeuv4+/y8T58+TWZ00jhZ3UfENxqR+c+pt2SQs4FChDIG+eGHH94UIU3hR1J4YAxTvBBDmXHnb/j7t99+O37OrG2SzuV9o/0w3TH2Dz300Gi+owN5L0QRJ43I9cEcob4Hnw3/z5gxPhjnGMTDhg2LEeoY3ZjmPMZY8JrWnJB6QONYRESagejERMuakBh3HY1cJDqgNJIVUSqdAxGMwMdsZCGB+K5kjuN99903RqCkfyOqU/qDUuO4tDgeC6S0sEiLluy/EfOYsUQ/AZE3GKBZ85NGFAx/R6QHwpvXL31uFhTZf7MAYSGWYKGTFt0sAlhcIehTP7Kvh5mcFjPk8s72N1sQkkVD9u8wprM5hTk6mh4jUigdb2UxySIlPcZCMLtBQ/84fpw9DktUS3ocI54FUva1Wdim6Jrs8zAmPPeYMWM6MLtERCRPiKokGpMUYcnk5b6LYdaZehFoOY7Yc19M90CiQUlZUG6+5HobZ0xH7v/pdB0GMRvc5Psl7UMyQzEjTzzxxGhElmsccy/meUh9weZv2vRFV3PaCTO3NeOYPMUYt2lzGUMz+xlhFKMx0BLoJdJGJF1F7l4eS5vJPEb0KxBtfOCBB0aNwN8dd9xx8fcZC6LYMWcPOeSQON94buYc7xmjO2sck/oCszZpFp4DbZdqVWB6s9mNXj3llFOaIodJZcFpLAx4Xod+8Fr0E/1CJDTmMLoUzUYfGHvSl5HPmesCUxwth3bEsGXM6DuNnMj0jcfRhDxOH7PGMQ3Tl00Y1imk1UAvojPpM7ozbe5jKKc1EM+DGZ3GgALiaO00djwHcybpWcY2m9NZpFbROBYRkWaQ7ytrTBHViTjtDIjm7HMiwlOONakcLH4qZRyff/750ZRO/+Y4XzIh2zKOycVIFEd6jCgTImuIIGHxkX3sN7/5TRTpCHKEPhEy2Zx8RJdg0qbXJeolvS79IQqEoiQ8N9XKsxFZKX0EIp7IkVKjF2OYStksrLIGMtHCwMKcY5fZxVyCfmefj+ghjhMDRxjJl5cew9RPP+czST/ffPPN47gQOcSCKr0WCx2KvCQo9pI10nkco5hjkZtttll8nIUbi6v0e+QmTCkwWHyJiEhtwckWTCfudWlDkPsGEZGdzZvKyReKwWXTX7ApieHZaAYX5iX3yuOPPz6amGzWUvAMgxIzkpRTGL5Je7CBO6MN2VLjGCMU05Z7NT9PRihagkJsnLhKOiQZxxiRbCSnzWUM2+wGdjIxid5Nv0N9A1JVAKfEssYxRngyjtHfpHFIm8xEI6OHMKoxSWkU00vRzJiopKorNY5J7ZBeL0EajtSfLbbYIgYGABovbZxjIGPmMsfRMWyM9O7dO5q9/D/GK+Yt+gg9lzY3iPjl82LjI6VbwfDnM0t957/oO36OXuI9kvYMLVgacUxKkmyasuz1kTWO+YyScUyf0Xhpsx5dS+BGGjd0HRHMyTjm8yaa37oTUutoHIuISBOI4VRxOzUKPHQWIiSyplmKaC2tHC2dA9FaKeMYwxOhjHjOPiefGYuqloxjFjHkh0s/ZyGAYZqFginpcSJ70qKipeJ4FHzJppyg4EgylYkSyUIOOwzT9DgLiZaMY/4/Oy4sAojaTY8fffTRTY9l8wZjTAOLavLoZecyfSWPHpAqI40NC0MiWQBTPC00KHJEBEoWFibp+VhopKiirHFMI8qGxQ8LQKKc02IkmxKGPHwuUkREahO+/9lAxCzLRkeymdtSLv/2gvFM0TGMxXQCh7RSmIspYrVR4J6OfkCroDOy99XEzTff3PRZoBdIz9WWed+accxr8P9Ja3E/RwuntAdZ45jPmXt5MiBJA9FSpDM5iFNKMDbFp0yZMkPjmNoIpI1L+gXdj/ZKjQ0F+p00CxHRKcVF1jhOOX+zEIGbDGc0W4qO5zQXmooNcBpFGTkdxhjwb4IVeD5em0J4RGPTZ4JX0HREgRPRzOkzTi2mzfZ0cqu0YUDz3vhbNkmY11njGH2GydvSacq2jGPWScmUTs9TOnYpBzSvTaQ4Rr2aTGodjWMREYkQoUk0S9ak4shZpcxdIlHT8bUkVsmxJsU0jvv37x9/TsRHNkqYXHaTJk1q0ThmUUPESPp5aVG99DpEnKffoUBcAjM1axxno3wxmFPqDIT5TTfdFBdIHP+kYWYTeZONKmZByEIwaxxzxLCUrBHMwqUlMxfxz6KJ44wpAowjxKmYH1H1wHHf9Dc8L4s/+sHx1vTzo446Kha7S31nPMnLlzZtWHTx81LjmEXMnXfe2eLnly2USKRQNnWGiIjUBkSaUuyVaM5kXHFfJLVAJU9qcRqFjVxOzKQNV8xO7vmNlJMVk55IXjQE92IMxlKTj4jklAOZaFm0TVt5jlszjoEIZkxQfk7OX3QXeqo04hjtgl5JxjEnrDBOS8FETcYx0bvlGsecWuI16QN9JdUZkb6pEb2MHuK/RL4zRmi0rHFMpHK2/gUce+yxLRrHmPP0NRnBvAY5kFMuaSKQ0ZfoQ7QQepY1CK9F/4kiRk8xNzHLk3GMLiTCN9t3Gn1n/Og/p/EYz6xxTB85xZYK53XUOEZrk56spbGjEZHMGGkcS62jcSwiIhGEbdY0xhxL5lUlQGQj4rKvQRRDo0W31JpxDBzfTD/n2CCRUNnCdMk4piBLNgqEPHQtLVazqRyy5nBbxjELnWwe3xk1iuch9InwyRrHRMOUQgRwepzFU4LCNMkYxqxm0cGiOqWMYNGRnptjvixAyQWdnosoF6APLBTL7Ttjx7HOUuOYsU8pMUrROBYRqX0wBzHUsikqSCtAhDCmcqVgQ5P0A1lzEsOOwrClKRHqGVIikC6KjWBMUUzhbFQ3hh+RqSkHMvdhTM62jMC2jGM+QwrbEVWbzMdsS8Yxz0+Ucdqkpwhd6cYB6TT4vNLm/n777dekEbLGMeYwRdtSH9B7aETmFhqH6F/mAoZpahi+mOloLx7jtUojjttjHDPfGDfSVWAcU2CYtB+8PnqN12DNkdVUqWAy0fboSdYRPA+fR0pVQeQ06fSyfaelwALSW9BHxj1rHKNV2RDI1pQoxzjmuXjNpEc5/YZWLB079DCvTT/cyJd6QONYRERi1Gc2qpRGZEClc90haClkkX0doi+l2MbxO++8E0V+ikri91JuxKxxzAIj/RxzlcVTKSzIssUXyatXjnHMscX0Nwh2oqRYyBEJnBr/plFMhjQZRNGz2Mkax1QOL4Xfbck4xggmkiU9RmG+k046Kf4/CxkWCCnKmSgkFinpOCvvI40LZjm5ntPzEB3E4inb99R//kv/WeCUGseMW2s5izWORURqG8wp0iJki6WhmUhRgWlXaTC0yOuPiZndoMQoI0KzEeAUEad0SG1A22GHHaImRqvQMACJIk2byOiFiRMntvmcbRnHQPE5tG+2jkKpcQzk8k05ftEFGM7pFBOfHTqBk01oIsx/9EJLxfFSgTuMZzQR2hDTF53CY/SFzQLMVZ6bucYm+cknnxwjnUm1hT7rjHEMaCZOgzHO9DelwyBil/4yRqm4HloymbOY+tnXIeoXTYoeJUKZmg5s0NN3IpJZaxChTKAAeaQxdttrHKdc1Pwuuo+UHIwd4858SZstBFbw+2kjgc+H/rD5Q+oz0ppoHEs9oHEsItLgYI5l89gmsVetRUO2gFsy3MidJsU1joGFQxLRpS0ZpIj1tMihUdiupeieVCWchnBvzTgmqiTBgictRvgdUp+wUMg2jhyyCOC/KU8hIj5rHLMAKNc4Bo5Opsc4BpquFYq+sEAhdUQyylkkpOOmLPyTyUuUDEVu0vNQqIXrLtt3DAOej/6zaEzHYLPGMVE5rV2XWeOYRa4LFRGR2oGcuRiOGJcprRcb+hTwwtSrVtE67slEtqYIZ+7znMIhirOSEc5FhXsltTySLmEcOCFE+ika99aUJosNYzTBjIrOzsg4BiJoyflLNHBrxjGmK2kPmAd8LkSeo82IikbvEZWbNuvR7aQ4SWlGMKd5/hTVjA7C1GWjgGAAnoP8wjzOe2cOkAIMrXfWWWfF/mOOcrqM4m+Yxp01jhlrih5nU53x/hln9B/6B7M6a6jTP/IfZ6PACQog0hotyONoMz5D9Bi6ETOXDXr0GFqY1GBcX+Uax+RjTgZ32rQn3Rh1N+gnp81Iy8ZrExWNQU26MV6f+hr8Pp8X48B4q8ekHtA4FhFpYDDWLr744maiFRHaUoqBSoGTKCLfAAAgAElEQVQgLs2lzO59S3nGpDjGMeZmNqVDS8Yx5ud6663X9HMWvKWLXRYlSYwTwTN58uQWjWMEPwX6Eiy6UhQWj5EuoxSOBZKzkWOXybTurHFMFHXqU8pJyP+z+AEiWdLj2ShsFjVZiKxOjxE9U5o7nPfOkUf6z+ZKKirYEeOY6OZGylEpIlLrYMAdf/zxzVJUcD8l8rOaBi468JFHHomboSnCkz5wryQat95Bo7DpTWQt0auMARqFoAZaKrK22GKLxehVoktnZOJzQiptMrMJwGbx+++/3+x3MBPRbJwyyuopooyTPsDsvO++++I9HZ1B3zAqKaZHf9AjPD/pvzB9s+Yq0bEYmryHZMBi2GI+o7swvzGIidzlPaJf0skn/obXwjQm5RbjwzzBOKZQcIq2pbBfqXHMBnoyhol4Lk17ct1118W+p/ebNXAZ10GDBkWDPj3OZ0KgQGlOaQoRo3uYq5i05ErGzOVv6R/vCQP39ttvb0ozwVgmnct4kjqjJeOY8ec0WdJ0jB3/z/VIvQ02/tFmfA6ME8Y+p8j4N++H36dfpC6j9of5jaUe0DgWEWlgMMVSZEBrhmG1XjctjpIRmI0uleIZx8CRzbQIack4BgzdZAyzoGEhjNAm+oXIi+yCgdyKWdGOGM9GopBHjggPokRYUBDJkR6jr8wZDOXXX389vveU847GcV9godMZ45gFRIocSo08kCxG0vNn/z4tMlKqiQTHHFOaFhYav/jFL6LpzOKN3JUUQsoav2lcyjWO2XzJbv6wUOVzKV2siohIseA+g/GXTRnBvZLvf6Irqw33FTYus6eBuN9wD2mETf2U75nxZoOclFOMPzoDMxBTHU2ElinHxCeVBZHCfJ6YukTsthSlTLQ3p5HQOvwujaLR2QhV5saDDz4YjUzSUmDuYqbyWa266qqxABsb8qSoyBramM6Yq0TfUgiP94EpzMY1BfoAUxMdRUouoo9JAZaeG91D9C/Rusm0ZUObtBYYsvQVI53o3CxED9NPHt9nn32iPsuSigPyevwO2odxTX3ncyDqPj1OAALjVGrW0yfWEqSEoK+8N/rO58bnx2ukfNXpbwmKIZKY5yW/cjZCuxQeI2c07xVTmOcnjUYy0dHXmPzoNZ6PscO8ZuwwmEmLxkm5Rojal8ZA41hEpEFhB57Ig6zhhdiZ0RG8SkEUQ/a1MdVKIxekWMZxS0UUS41jBDWLhezjRGOkXHrpZ4jx0kIvCOz111+/2d/yNyxgWSSwaOFoZnoMAxaTlOfPFs7DkGbRVAnjGLIpKGgsEDCCE1Qrz/aZx1PEcJYBAwZE0zn9HhHX9D97VJVFx7PPPtv0N+Uax0QOZftAf4mQZvEjIiLFhHsV6bqInkz3Au6XpAFIBl+1wVhDA7Chme5R3D+IKMU4bBQ4+UO0MBvD6ClyPd9yyy3RcGxPjmnMfqJkiZ4lxy2bxC1FtvLZUzxt2LBh8XdpGK1Jv5RGRROZS55j0mUQuctzM0daS4WAbkJnEbWOucx7YVM7+15YCzD/yMvLaSeemw17CvSiIbN9wWTFrOV16SvBBKWnp3g/pHLgcdKdEBCQhb6iS9CN/A7R7kRHJ9BO5JimPzxOgb62Uj0QFU8kMcECnOxCZ/H5Yd6X/h3vh9NoPC9jzr9biwbmfTO2/F4aOzb5Uy7l9F4YD/rK63KCkwCJBx54IG7aG2ks9YTGsYhIg4IhlTXbMN8Ql10FIpgIiKzZhZms0Oo42bQjHJMkyrdcWFxko8CJ7m0JNhaIXsl+buR1K/0diitypLLUZCYamUIo2RQVWVhwpEJ8qXH8MC26iG4h4iWbFiI1oueJyslufrAQzEZRHXfccd95TSJQ0uNE45TCYiFrHBPdkmXIkCHN+kGETOnCD1hssOgrfX+ppRyFWbKmNFEt2aOoWTg+iwFemoeaBZiIiBQT8s0S2UlagHRihSP+GFylx/OrScrZz6Zuut+xmUyRsa4KKCgK3KvRHLSiaVK0BVHgLWmMSswBnrto77ncz4y+8x6qlQ+8LXjdVFtDpB7ROBYRaUCIaMyahDSMvq6GqIBsH8hLRoSCdAxMVapN04j6aE+eW6JGyBGc/p4jjK3BY+n3aK0dpaUoCpEgGNpsVBClwtyb0YKHCBKidYjiYCHLcctSMU4UFAtriqZgchMN0lJkFFHMRKykvnLksRT+Lj1OZFApKcom/Q7HKrMQUUMf0+OlRzdbMgowiDkiesYZZ8RIFd5vaWQOUGk8PS8RNG0deyQSZsKECTFChmuLjaDWjGYREckX7rsU1SLlQNJBHHfnBAmbnl0N916KgKWUVAQXcHqJCMpqGJUiIlIbaByLiDQYHAkjn1lpiorWjsBXE6IDsrlZaVSBzqMvIiIiIl0BRiwbkhQbox5Ayp9PqiU2fvOASE02Qck7m2oVUHeAkzpsYoqISGOicSwi0mCQsy1r1HLkn2iSvCBHGlWIs30iz5qIiIhIPUIqKU56pehe0kNQVIzUR+05LVRpyHnLaRgKjCVNRqEycsiW5rMVEZHGQONYRKSB4Bh7yqOXGoW/8szJRYQLlZmzfeKoZlcVhRERERHpKsiFSoEuCp4m3UM+YVJUfPDBB7l/ENSgOPTQQ2MBV/pGRDS1CUiXlEf+WBERyReNYxGRBoG0EKSByBq0a6yxRqz8mzcslHr06NGsb3vssUeXFoYRERERqSYYr+Tdx4idbbbZot7hv/vss0+YOnVqIYxZIp6JfKbILsX66OOiiy4a+vXrF9577728uyciIl2MxrGISINAgTIKnSRjds4554wFt4rC6NGjm/L8pVx/Q4cOzbtbIiLy/9k7D+ioqi0MK9J7x0KR3psCAj6lSBMQFAsiReldBUFEpIkiGKQ3QZoiLdSE3nsLLYSO9N47gkj2W//h3XkzIYFJMplz5s7/rbUXqEhmztw7d9/v7rO3EEI8NYCue/fukiFDBkeLCjzExyBYnS0qInLhwgU1vBXC2HqdEMkYusqH+oQQ4l9QHBNCiB+Atg9W8m9F165dxbRBMU2bNnV5jSVLlpTLly/rfmmEEEIIIbHe+TV9+nQpVqyYErFWJS9Esgm7vyKrjMbwPmtQHgoO2rZtK0eOHNH98gghhHgRimNCCLE59+7dk5o1a7oI2SJFisiZM2fENPbv36/6Gzu/1t69e+t+WYQQQgghMQazJHbs2CGffPKJJE6c2LGz6uOPP1b/3kQwDG/ixIlSqFAhR06WJ08eGTt2rNy8eVP3yyOEEOIlKI4JIcTm/PTTTy4tKlKkSCFBQUFiKv369ZP48eM7Xm+aNGlk3bp1ul8WIYQQQkiMQG9g9Ah23v1VokQJCQwMVJXIpnLy5Ek1RDllypTqNSM/q1GjhmzcuNGIfsyEEELiHopjQgixMXv27JEXX3zRpYK3Xbt2Rif7t2/fltKlS7u8ZtykmNT7jxBCCCHE3Z1fs2bNkldffdXRogI9jr/99lvjWlRE5MGDBzJ//nwpW7asY1AeXjvaa5i4c40QQojnoTgmhBCbguElmNLtLGCx3dD0mxSwbNkyx7RxBCqmUZVDCCGEEOIr4EH99u3bVUsKq0UFfq1Tp45s2bJFtbAwHcyawG6wLFmyqNcPgYyBfjNmzDC6WpoQQohnoDgmhBCbMmLECEdli9WiYtGiReILYFBely5dXKQ3+uphGjkhhBBCiC9w8eJF+fHHHyVjxoyOfKZo0aLy559/yt27d8WXhizXq1fPIb/xcB8DjTGbghBCiL2hOCaEEBuyd+9eyZw5s4t4bdy4sRKyHuffByK3rrjG3Rsi4bGrojl69KjkypXL5T107NjRYy+bEEIIISSuQIut4OBgKVOmjONBfqZMmVSLirNnz/pcu42pU6dK8eLFHe8le/bsqkjhxo0bul8eIYSQOITimBBCbAaSe2yBdBauefPmVSI2Tlg+TsKbJZfwZolVSIuEIgMbity+Guu/etCgQY6eeojUqVPLqlWrPPKyCSGEEELiitDQUGnYsKEkS5bM0aLigw8+kJCQkKe3qHj4r8i5oyIhC0Q2BHomNgaK7Foicilmu7fQ07hz586SNm1aRxuxSpUqqbzMF1puEEIIiRkUx4QQYjMmTZokCRMmdMhW/H7evHlx88Pu3RXp955I02dFGsd7FM2eEfnlE4+IY/TOe/vtt10keLly5eTatWseefmEEEIIIZ7mwoUL0rdvX3nhhRcc+UvBggVl4sSJ7vUFfnBfZNMckf7viXQv65no+brI0AYiYTF7AI9daytWrJC33npL4sePr95TqlSppEOHDnL8+PEY/Z2EEELMh+KYEEJsBKqKsXXQWbS2adMm7ipBdi4TaZfj/9LYw+IYYHgM+jM7D8obP368R/5uQgghhBBPDycOCgqSUqVKOXZNpUuXTjp16uT+rIZ/7omsmizSuaiEN3vGIyEtnhHpWe5RFXMMuX79ugwcOFBefvllFyE+ZcoUDsojhBCbQnFMCCE24cGDB2pLpLM0zpEjR9y1qDh/XKRPDddq4zgQx5De3333ncv7ypkzp5w4ccIjfz8hhBBCiCcIDw+XPXv2SJMmTSRp0qQqZ0mUKJHUrl1bNm/e7P6DfIjjNVNEOr/yeJ4V00B+1rOCyLbYDUrGQDzMzUiePLnj/TVo0EC15sD7J4QQYi8ojgkhxCaMHj3asXXQmnj9+++/x80PO7hFpHv5yG9mPCyOrankBQoUcJHHn332mcf+fkIIIYSQ2HL58mUJCAiQl156yZGvFClSRP744w+5e/eu+3+RweIYQ//QAg0V1dZ7fPHFF9X7vnLlSqz+bkIIIeZBcUwIITbgyJEjkjt3bhexiuoP9KOLFeixd+eayM3LItfOi2wJFhnaRKR97qhvZOJAHAO0p0iQIIHj/aHSZe7cuR79GYQQQgghMd35tXDhQilbtqyjRUWaNGmkY8eO7reoiKRVhcqrmkQjkJ9F9WC/V/lYi2Orh3PXrl0lffr06n3i/b755puybNmy2OeehBBCjILimBBCfBwk6G3btnWRxuhz7JEWFSELRbpXEOlQWMKbp3W/oiUOxDHe5zvvvOPyPkuXLi23bt3y6M8hhBBCCIkuYWFh8umnn0qyZMlUjoKH3Rjwu27duujL1H8fiBwOEZn7i8jUHiJTe7ofEzqL9Kgg0jSBa37WNrPIuA4ip/bH+sNFy40NGzZIjRo1HLvdMI+idevWcujQoVj//YQQQsyB4pgQQnwcDCRxrsRNmDChzJgxwzN/+fLxMdsKGQfi2Lopc55Q/uyzz8qgQYM8/nMIIYQQQtzl6tWramicc46SP39++e233+TOnTvRX0j0Cr5359Fur8tnoheb5z2aQeGcm7V6XmR4C5H9Gx5VM3uA27dvy6hRo1x2vOH348aNU/+NEEKIPaA4JoQQH+b48eOSJ08elyrcOnXqeG6b4IqJIk2TGCOOAXroQRhb7zdTpkysbiGEEEKIthYVaNFQvnx5R4uKtGnTSocOHeTkyZPefTHnjoj88Z1IuxyOvCy8eTKRQQ1E9q4Vuf+3x1ultWjRwjEoD8ULH330kezYscOjP4cQQog+KI4JIcRH+eeff9RUa2dpnCVLFtm9e7fnfsiKCUZVHINz585J8eLFXd53/fr12VOPEEIIIV5n37590qxZMxd5itZaaOXg1X6/yLsWjRbpXPz/ORnaVfSqLLJptsi9aAzni4Y0X7x4sepvbElzPNDv06ePnD9/3uM/jxBCiPehOCaEEB8Fg+GSJEniIlAnTpzo2R+yeY5I9/Ii3d54PND72KmixVviGMyePdvlveMmzePvnRBCCCHkCVy5ckW1zMKDe+d2DaNHj45Zi4qY8uAfkR1LRfrWkvBmif+fk3UoKBI0WOTGxTj70deuXVOi+Pnnn3e0EStZsqQEBwcrsUwIIcS3oTgmhBAf5OzZs1K4cGEXadygQQP5+2/PbkGU+/ceCeBbVx4P/HsMYGnxjNfFcXh4uDRs2NDl/RcrVozVLYQQQgjxCqgmXrp0qbzxxhvy3HPPqVwkVapUamDxsWPHvPspnNgjMqbdo17GjhYVqURGtxE5uVck/GGc5mRbt26V2rVrqwf5WIekSZOqKuz9+2M/iI8QQoheKI4JIcQHad++vYs0RZUHtkp6nT97iLR81uviGOBm5KWXXnJZh/79+8fpzySEEEIIAYcOHZLWrVtLsmTJVA4SP358qVatmqxdu9a7LSpuXBCZ+4vIl/mcWlQ8K9LrrUeD8jw0DO9J3L17VyZNmiSFChVy5GRZs2aVESNGyM2bN+P85xNCCIk7KI4JIcTHmDp1qqOiA5EgQQIZOnSonhczpbs2cYwKl7Fjx7qI49SpU8v27dvj9OcSQgghxL+5ceOGjBw5UrJly+bIQfLly6fyEq+2qAgPFwlbLfJTLZFmz/0/F0Pl8eTvRC56bzjfqVOn5Msvv5Q0adKo9UAVNno9b9q0SR4+jLuKZ0IIIXELxTEhhPhYi4oiRYq4yNKaNWuqQXn+Jo7BrVu3pGzZsi7rgZuU+/fvx/nPJoQQQoj/AQm6cuVKqVChgqNFRcqUKVX1sddbVNy8LDJngEj77I+qjK1q4x4VRDbPFfnXe/khqqyxLhUrVnQMyoNE7t69uxpsTAghxDehOCaEEB8BFbbdunV7rEXFrl279L0ozeIYzJ8/32VQHn7/66+/euVnE0IIIcS/OHDggLRo0UKSJ0/uqKx96623ZMWKFd4dBocqXlQb968j4c3i/7+3cYv0IpO+Frl4QrzN9evXJSAgwDEsEIPyUPAwbdo0z8/hIIQQ4hUojgkhxEdYtGiRiyBFYEukVgwQx6Bdu3Yu65IrVy45edJ72zMJIYQQ4h8tKkaNGqX691o5R86cOWX48OFqF5R3X8xFkZn9RNpmdc3Durwmsm6aV6uNnYscdu/eLXXr1pVEiRKp9cGv9erVk9DQUK+/HkIIIbGH4pgQQnyACxcuSLFixVzkaOXKlfVXbxgijk+cOCF58+Z1WZ9vvvnGaz+fEEIIIfZvUbFu3To1AA+D8KwWFS1btvR+iwr0Nt69UuSHmiJNE7jmYcObipzcK7q4d++eTJkyxaW1WubMmdU8DlQkE0II8S0ojgkhxHDQM65Dhw4uUjRdunSyceNG3S/NGHEMJkyYoAYFWmuEm7ktW7Z49TUQQgghxJ7gIXXnzp1VfmG1qChXrpwsWbLEuy0qrGrjWf1F2r7smoOh+njuLyJ39AraM2fOSMeOHR2D8iDaa9SoIRs2bOCgPEII8TEojgkhxHBWrVolyZIlcxHHgwcPFiMwSBzfvXtXqlSp4rJO5cuX9/7WUUIIIYTYips3b8qYMWNUKywrx8iWLZv88ssvqn2F1zmwWSSgrmu1MYbi9XpLJGSByMN/RXfRA6qzkZdZAwRTpUolXbp0kVOnTml9bYQQQqIHxTEhhBjM1atXpUyZMi4ytFatWnpuUgwXx2D9+vXqxsRaKwxl6d+/v9dfByGEEELs06JizZo1UqlSJUeLCjzQb9y4sRw6dEj19fUqD+6LrJ0q0qXkI1nsLI6HNRY5vltM4M6dOzJo0CCXftD58+eXqVOnqnYWhBBCfAOKY0IIMZhevXq5SOPUqVOb1X7BMHEMIrb1yJEjhxw/flzLayGEEEKIb3P69Gnp2rWr48E0HkqXLl1a5s+f7/0WFeD6RZHAviKtX3TJv8Jbphf58zuRK2fFFPbs2aMG4yVOnFitXcKECeXjjz+WXbt26X5phBBC3ITimBBCDAU3JFYfPetGpXfv3mIUBorjs2fPSsmSJV3kcevWrdW2SUIIIYSQ6FTNTpo0SfLkyaPyMOQU2bNnVy3DtO3+OrpLZGhjkWbPuVYbdyoksmycyH3Ng5OduH//vsyaNUtKlCjhyMkyZswoAQEBalcdIYQQ86E4JoQQA8HU6ddee81Ffr7xxhvqBsYoDBTHYM6cOY7tpFaFy9KlS7W9HkIIIYT4FmhBgUHE1atXd+QUSZMmlc8++0wOHz6s50U9+EdkQ6BI1zKPt6lAf+Nti/DCxSQuXbokPXr0kEyZMqk1jBcvnhoquGLFCj7UJ4QQH4DimBBCDGTAgAEu0jhdunSqv55xGCqOMSgP07sjivfLly9re02EEEII8R1Onjwp33zzjUuLClTOooL2n3/+0fOibl4SmdFHwlukcW1T0Sy5yLAmIsdCxcQe0WizhrzMWcB37NhRTpw4ofvlEUIIeQoUx4QQYhiobnFuUYHA1G6vD1/xYXEMdu/erYS7tYaocPn222+1viZCCCGEmM/t27dl4sSJLi0qsmTJIv369ZNr167pe2HHw0SGNnHNuxCtnheZ/r3IjUtiItgxN2LECMmZM6cjL8PvJ0yYYN5uOkIIIS5QHBNCiEHcvHlT3nzzTRdpXLZsWb03KT4qjsGPP/7ospYvvPCC7N27V/fLIoQQQojBbNu2Td59911HhWySJEmkUaNGcujQIb0P8sNWifSp8bg4bpdDZNGvIv9qGNbnJkePHpVmzZpJsmTJ1JpibWvWrCmbN282sziCEEKIguKYEEIMolevXpIgQQKH6ERyvWjRIjEWw8XxxYsX1eRzZ3ncvHlztW2SEEIIISQi586dk549e0rq1KkdLSqQSwQHB8uDB5rF7KbZIl+XfFwcd35FZN10MRmsHdawVKlSjpwsQ4YMqoqbrcQIIcRcKI4JIcQQQkJCHmtRgRsXozFcHIMlS5Y4qlsQzz33nMycOVP3yyKEEEKIYWBGwuTJkyVfvnyOFhXYrfTDDz/IjRs39L64f/8RWTZOpH3Ox8Vx76oiO5eJLwx/7tu3r7z00kuONmJlypSRhQsX6pfyhBBCIoXimBBCDAD93apWreoijStUqKAmURuND4hjUK9ePZe1LVKkiJw9e1b3yyKEEEKIIaBdAtomoH2C1aIiceLEUrduXQkLC9PfTuHWFZFZ/R/1M44ojvu/L7J/g5gO1hAzKOrUqeNY40SJEkmLFi1UGxBCCCHmQXFMCCGGtKhwFpvp06dXNy/GM6mLSNtnRJo7RatnHt3A4AbHEI4dOyZZs2Z1rC+qiFq3bs2WFYQQQghRXLhwQfr06SNp06Z15AvFixdXu5T++ecf/at07pjI+E4S3jzt4+J4YH2Rv7aLL3D//n0ZO3as5M6d27HO2bJlU/8OQwkJIYSYBcUxIYRoZvXq1ZIpUyYXcdyxY0f9lS3ucOmUyNEdIkcixLnDIg//FZMYNmyYyxqjLciOHTt0vyxCCCGEaObevXsSGBgohQoVcrSoyJw5s2qrgPYKRnBkp8iQxhLePJWEN0vuEjKyuchJ3xn+e+bMGWnbtq2kSJHC0UasUqVKsn79et0vjRBCSAQojgkhRCN///23VKxY0UVoFitWTK5cMada1y5cvXpVbT91Xuv33nvPjCoiQgghhGgDD5Lff/99R/uEhAkTqhYV+/fvN+dB/t93RM4dFTm+W+RY6P8D/3zhuMj9v8VXwJDilStXSrly5RyiHhK5e/fucv78ed0vjxBCiBMUx4QQopFffvnFRWRieyQqkEncgPYfzltQcbMyevRoLjchhBDip0BUomVY6tSpHblB4cKFZcqUKYYNbAsXCX8I6/p4mCK3o8GtW7ckICBAsmTJ4lj3V199VYKDgw1bd0II8W8ojgkhRBN79uyRDBkyuIjjHj16mFPZYkNQ4dKyZUuXNcfkdA7KI4QQQvxz59f06dOlYMGCjspXtA9DPnbt2jXdL8/WIN89cOCA1K9fXw0hxNonSJBAGjZsKHv3+k7bDUIIsTsUx4QQoqnKokaNGi4Cs0iRIhSYXuDkyZNqCIvz2mMYzr//mtWTmRBCCCFxS1hYmNSrV8/RogLiEi0r8HCfD/LjHuRekydPVuLeyskg7gcPHmxOb2lCCPFzKI4JIUQD2BKJmxMrSU6SJIksXryYn4WX+PPPP9UgFrYIIYQQQvyTy5cvS79+/SRdunQucyYwJI/zD7zHuXPn5IsvvpBUqVKpzyBevHhSvnx5WbVqldopRgghRC8Ux4QQ4mX27dunqimcK16RMBPvcffuXVVh5PwZYEghtqwSQgghxN5ADM+ePVsKFSrkaFGRPn16+e677+TGjRu6X55fATm8ceNGqVSpkiMnS5o0qXz99ddy+vRp3S+PEEL8HopjQgjxIhj28dFHH7kIyxIlSjAx1sC2bdscg3CsoSzDhg3T8VIIIYQQ4kV27twpH3zwgWP3EXaB1apVS7Zv384WFRrAg/uRI0dKzpw5HXlZgQIFVP/pe/fu6XhJhBBC/gfFMSGEeBGISWdpjG15S5cu5WegiW+++cbl88iaNav89ddf/DwIIYQQm3L16lUZMGCAqjC2rv/osYteu3jAT/Rw9OhRadCggSRKlEh9JpD62B22e/dufiSEEKIRimNCCPESEJIvv/yyi6hs0qQJh7Jp5NKlS5I/f36Xz6RTp06sNiKEEEJsCMTwggUL1G4vq0VFxowZVYsKCGWit2XFzJkzpXjx4o6cDP2nf/rpJ9WPmhBCiB4ojgkhxAvcv39f2rRp4yIoc+XKxRYVBjBjxgyXQYUpUqSQFStW6H5ZhBBCCPEwe/fuVVWtVosK/PrOO+9IaGgoHxobwPXr16Vbt26OgYWQ+yVLlpQlS5ZwUB4hhGiC4pgQQrzAhAkTHFvvrKEfc+fO5dob0lcPfQ0j9p3mcBxCCCHEPqCiOCAgwCElEXny5JFx48Zx95chhIeHS0hIiFSrVk3ixYunPqPEiRNLx44d5eTJk7pfHiGE+CUUx4QQEsccO3ZMsmXL5iImO3TowMoJg1i7dq288MILLp/Rjz/+qPtlEUIIIcQD/PPPPxIUFCTFihVztKhImzatdOnShS0qDOPff/+V33//3aWVWPbs2dW/w8N+Qggh3oXimBBC4vhGBVsinYUkpkSfO3eO624Yffv2ddxMIha9MPEAACAASURBVF566SU5dOiQ7pdFCCGEkFhy8OBBadq0qaNFBQIPjOvXry/ff/+99OrVi2HIGuDzaNeunRLHVtUx8jO0FNm2bRvPBUII8TIUx4QQEofMmjVLbbGzblKQ+EIkz5kzRwIDAxkGrcH48eMlQ4YMLpK/efPmcufOHZ4jhBBCiI9y+/ZtGT16tGTKlMnlGo+cLH78+GrOAcOsNcDnYkljK1KlSqUG5XGIISGEeBeKY0IIicMWFc6Toa1Injy5JEuWjGHYGmAonvOQPETChAnV1lZCCCGE+CbY5YWWFM67ihi+twaoFv/0009l//79ug8pQgjxKyiOCSEkDquNdSfZjNivQaNGjThpnRBCCPFR7t69q/rj5syZU8lHVLIyfGsN8LllzpxZhg0bJtevX9d9SBFCiF9BcUwIIXEEpkKnT5+e8tbHBfbgwYN5jhBCCCE+zM2bN2XVqlUyYMAA6devn/Tv35/hQ2uAz23JkiVsU0EIIRqgOCaEkDji4cOHqs1BzZo1pUqVKgwfW4PKlStLQECA6o1ICCGEEN8mPDyc4eNrQAghxPtQHBNCCCGEEEIIIYQQQghxgeKYEEIIIYQQQgghhBBCiAsUx4QQQgghhBBCCCGEEEJcoDgmhBBCCCGEEEIIIYQQ4gLFMSGEEEIIIYQQQgghhBAXKI4JIYQQQgghhBBCCCGEuEBxTAghhBBCCCGEEEIIIcQFimNCCCGEEEIIIYQQQgghLlAcE0IIIYQQQgghhBBCCHGB4pgQQgghhBBCCCGEEEKICxTHhBBCCCGEEEIIIYQQQlygOCaEEEIIIYQQQgghhBDiAsUxIYQQQgghhBBCCCGEEBcojgkhhBBCCCGEEEIIIYS4QHFMCCGEEEIIIYT4MeHh4Y/Fw4cPH4t///33sXjw4AGDa8BjwEePgcjOaedzPrLvBuJfUBwTQgghhBBCCCF+ytOkMUWxfrnH4Bp4WyI/SR4T/4LimBBCCCGEEEII8UP27d3L4BrwGPDDY+Dvv/+We/fuOeL+/fsq/vnnHxXOIjkygUz8B4pjQgghhBBCCCHED9EtrxhcAx4Deo6B27dvy507d1TcvXtXhbNMtiRyRIFMeex/UBwTQggxblsk++dxOx63ZNr3GGAvPUII0Y+Ve1HaUdzyGPDPY+DatWsqrl+/Ljdu3JCbN2/KrVu3HEIZIjkygUx57H9QHBNCCPE67vbR0y24GFwDHgPspUcIIXaE4li/uGNwDXQeAxcuXJCLFy+quHTpkly+fFmuXr3qEMmQyBDIqEJ+kjwm9ofimBBCiFdhkswkmceA/x4DT+qn51yRzF56hBASt1Ac678mMrgGOo+BkydPyqlTp+T06dNy9uxZOXfunJLJkMhXrlxRAhlVyKhAdpbHEfM0Yn8ojgkhhHgNbolkgsybJP8+Bp7UT4+99AghxLs5GfMy/ddFBtdA1zFw6NAhOXz4sPz1119y9OhROX78uJLJZ86ckfPnzyuBjApkVB87y2NWHfsfFMeEEEK8Am9QmBjz5ojHgNVLL2I/PUskR7UdklsiCSGEeRnzCOYRPAY8dwyEhobK7t27Zc+ePbJv3z45cOCAksjHjh1TAhlVyGhjYcljq21FZC0riL2hOCaEEOIVKI6Z7DPZ5zFg9dNz7qUHmezcS895GAurWgghJO7yMkgfXpt5beYx4J/HwKZNm2TLli0SEhIiO3bskF27dimJbAnkEydOOOQxcjU87EeehhzNuWUFxbH9oTgmhBDiFSiO9SeIDK6B7mPA6qWHbZC4GcFWSNyQoJeeJZCxHfJJ8pgQQkjssXZz6L4uMLgGPAb0HAMrV66UVatWyZo1a2TDhg2yefNm2b59u6pERgUy5DEqj9H7GA/7sVssYssK5mb+AcUxIYQQr8DKFt4Y8MaAx4DVT+/IkSNqKySqWSCScVNiCWTcmFjVx1ZVi/PNCeUxIYTEHopjXpOZl/n3MTB//nxZuHChLF68WJYvXy6rV69WAhkVyKg+3r9/v8rX8NAfO8awSwxVx9bDfevBPvMy+0NxTAghxCvwBkV/gsjgGug+BtBLLywsTPbu3atuSCCRMZAFAhlVyLgxsapaII9xcxJxijdvUAghxDN5Gb5XdV8XGFwDHgN6joHAwECZNWuWzJ07V0nkJUuWqCpkSx4jZzt48KAamoddYlZ+FrFdBfMy+0NxTAghxCvwBoU3Brwx4DGAbZBbt25VWyF37typJLIlkHFjgupjyGNUHkc2xZvimBBCmJcxn2A+wWMg9sfA77//Ln/++adMmzZNCeR58+ap6mNLHiNXw4N+tKxA1bHV69jKzSiO/QeKY0IIIV4BT6RZ2cJEn4m+fx8DVi+99evXq6Es1nbIvf9rYwF5jMpja4o3t0QSQgjzMt3XLn+JvXv2yO7QUAnZulW2btkiobg+79mj/XUx4mYNxo4dK+PHj1cCecqUKaoCOSgoSJYuXapyNQzOQ9Ux8jPsDMNcCuRmzjvC8FCfFcf2h+KYEEKIV4A0RnLB5M+7CXDY7t2yedMmFXvCwrj+vAHRegwsWLBAVbMsW7ZMSWQIZNyYYJo35DEqj3Fz4jyIBVsircoW3qAQQojn8jI+0KeUdL5GQxrPmT1bWrdqJZ82aqSE4s4dO5g72vQ4GTFihIwePVp+++03mTRpkpLHs2fPVrkaqo43btyododhZxge7CM3w44w66E+xbH/QHFMCCHEK1Acez8hRJXI0iVLpEqVKlKpUiVZs3q1rd/rls2bZcnixbJg/vw4i/nBwW7Fpo0bWaUTyedk9dILDg6WRYsWyYoVK2TdunVKHjsPYkHLiohbInmDQgghns3LKI715y8mxa6dO+XX0aOlePHiki1bNvnxhx9U9bHu18WImzUYPHiwDBs2TEaNGqXkMR4UzJgxw1F1jPwM7Sr27dun5lFYfY4hjvFQn3mZ/0BxTAghxCugUhAVg0z+vCtTFy5YIEWKFJGCBQvKiuXLbfke169bJ6NGjpR69epJ0SJFJHfu3JInTx73Indu9eejFblyPTWqV6+uqjZ0r49pMXnyZJk6darMnDlTCWRM87bkMdpWoOextSUyqsoW9DkmhBASOyiO9V8TTRTHv40dK6+88orkyJFDfvrpJ9kWEqL9dTHiZg1++eUXJY+HDx8uY8aMkQkTJqgcbc6cOWp32Nq1a1VutmfPHvVQH63ELl26pGZQUBz7FxTHhBBCvALFsT5xXKxYMSlatKisXLHClq04UCVRoEABeeaZZ4yK4sWKaV8f02LcuHFqOySGsaCqBYNYUHmMthXoeWxVHR87dsxR2WLdoFgTvCmOCSEk9nAnmP5romlBcexf8fPPPyt5PGTIEFV1jBwN+Rl2h+HB/urVq9VAYzzUx4A87AZzFsfIy/hA3z+gOCaEEOIVKI71iWNIY7uKY/RtHj9unBQ0UByjoln3+pgW6KWHYSwTJ05UNyeoPEbbCvQ8Rr9ja4K3c7sK3KCgXQXFMSGEeA6KY/3XRNOC4ti/AhXlAQEBMmjQINXvGPnZH3/8oXIz9DnGQ31rQJ4ljq28jA/0/QuKY0IIIV4BlYJsVaGp4rhoUVV1vGrlSu1JalxUHI8eNUry5cunXRRHjK87d9a+PqbF0KFDZeTIkQ55bG2JRNUxJnhblS0Yknfq1Cm5cOGCGpBHcUwIIZ6F4lj/NdG0oDj2r+jbt6/0799fBg4c6GhXgT7HgYGBMn/+fDUgb/PmzUocW3kZxDHzMv+D4pgQQohXgDRGj1LdSZK/iWNUDEAaY9DJ6lWrtL+muBDHGN6SLWtW7aI4Ynz11Vfa18e0QFULBrGg8th5S6RzZUtoaKjqc3zy5EkljjEg79atW2pAHltVEEKIZ6A41n9NNC0ojv0rfvzxR+nXr59qV4Hc7Ndff1XtxNBKDLvBLHGMvIzi2L+hOCaEEOIVKI71iOP5wcFqYJydxXGf77+XrE7i+Nlnn9Ua1uv44vPPta+PaTFgwAA1iMV5SyQqW3CDgiF5Vp/jgwcPqgF558+fpzgmhJA4gOJY/zXRtKA49q+gOCbuQnFMCCHEK1Aca6o4nj9f9TfGhOw1q1drT1LjpFXF6NGqVUWyZMkkQ4YM8nymTJJJQ1g/N0mSJBI/fnyZOGGC9vUxcRALtkQ6V7ZMnz5dgoKCZPny5bJx40bZuXNnlOIYuxY4HI8QQmIPxbH+a6JpQXHsX0FxTNyF4pgQQohXoDjWJ47RqqJkiRKydu1a7UlqXIrjOu+9J79PmiTBQUESNG+e1wM/d87s2VKxYkVJlCiRTJ0yRfv6mBbWlkj0Osbnhj7H06ZNk3nz5qkBeRs2bFDi+MCBA0ocnzt3Tq5evUpxTAghHobiWP810bSgOPavoDgm7kJxTAghxCtQHGtsVVG0qJQsWVLW2VQco3I1f7580qRJE+3tOPB6ateqRXH8lAneQ4YMkVGjRsmECRPUgLy5c+c6xPGOHTuUOD5+/DjFMSGExBEUx/pzGNOC4ti/guKYuAvFMSGEEK9AcaxHHAf7gzj+X8Vxk8aNtYvj3aGhUrt2bUmcOLGqpNW9PqYFxTEhhJgBxbH+a6JpQXHsX0FxTNyF4pgQQohXoDjWV3FcrGhRKYFWFWvWaE9S40oc58+fX5o2aaK9j7MSx7VqqT7HM6ZP174+pgXFMSGEmAHFsf5romlBcexfQXFM3IXimBBCiFegONZUcRwUJEWKFLG/OM6XT4nj1YaI46RJk0rgjBna18e0oDg2g9u3b8u9e/d0vwwSSy5evKh6gBMSEyiO9V8TTQuKY/8KimPiLhTHhBBCvALFsfcTwj1hYRL0P3HsF60qDOhxDHFc6513WHEcxfpQHJtBaGioLFy4UPfLILFk8+bNauBkeHg415JEG4pj/TmMaUFx7F9BcUzcheKYEEKIV6A41iOOg/1AHI8cOVLy5s1rhDgO3bVLiWP0OJ7OHsePrQ/FsRmsWLFCKlWqJKdOndL9Ukgs2LRpk2TPnl02btzIdSTRhuJYfw5jWlAc+1dQHBN3oTgmhBDiFSiO9YjjefPmSZHChW0tjkeNHGlMxfGuXbukZs2arDiOYn0ojs1g7dq1kixZMgkICJCHDx/qfjkkhmzbtk0SJEgg9erVk7t373IdSbSgONafw5gWFMf+FRTHxF0ojgkhhHgFimNN4njuXClcqJCUKlXK1uIYFccm9DgOdRLH7HH8+PpQHJvB+vXrlXDEeRMSEqL75ZBYiOMUKVJIwoQJZfr06WxZQaIFxbH+HMa0oDj2r6A4Ju5CcUwIIcQrUBzrE8eFChWSkjYejjdi+PD/i2MDWlXUrFGD4jiK9aE4NkccY4DjM888Iw0aNLDtgDX0/rVz/1+I45QpU6rPMX/+/HLs2DGxw+dlh/AFKI715zCmBcWxfwXFMXEXimNCCCFegeJYjzie+7+KY7SqsKM4xjC64cOGSZ48eYyoON65c6dUr16d4jiK9aE4Nk8co2J1/PjxPiO73OX+/fvy119/yYULF2zbjsNZHCO++OILJQN9DRx7N2/eVOL7yJEjcvToUZ8PPIwx/ZyiONafw5gWFMf+FRTHxF0ojgkhhHgFimNN4njOHFu3qoA4HvY/cWxCj2Mljt9++1GP4xkztK+PaUFxbJ44RqBHeFhYmNgJSOMSJUpI9+7d5c6dO+IP4jh9+vSyYcMG44VlRCD3W7RoIenSpVMPMnw98JlUq1bN+ApwimP910TTguLYv4LimLgLxTEhhBCvQHGsRxzPmT37UasKVBzbXBw3NU0cT5+ufX1MC4pjM8Uxok2bNqrq0y4cPHhQXnrpJfn888/l9u3b4g/iGFG7dm25fPmy+BJjxoyRZ5991uV92CH69+8vJkNxrP+aaFpQHPtXUBwTd6E4JoQQ4hUojvWI41mzZkmBAgWkVMmS9q04HjrUnFYVO3ZQHD9hfSiOzRXHadOmlTlz5vhctWpUHDhwQDJnzixffvmlX4nj5557TkaPHu1T7TnwvRAvXjztoteTARE+aNAgMRmKY/05jGlBcexfQXFM3IXimBBCiFegONYjjmfPni0FCxa0dauKIYMHS+7cuY2oON6xfbu8Xa2aknKBbFXx2PpQHJsrjhFvvfWWXLp0SeyAv4pjBB6kHTp0SHwBCO6PP/5Yu+j1dCRMmFDNGDAZimP9OYxpQXHsX0FxTNyF4pgQQohXoDjWK45fe+01Wb9unfYkNS7E8eBBgxzieI3miuPt27ZJ1SpVOBwvivWhODZbHCdIkED69OnjU9WqTxLHWbJkkY4dO/pNj2Pn+Oyzz9SAQNPBsVavXj1Hqwr8aofA57Js2TIxGYpj/TmMaUFx7F9BcUzcheKYEEKIV6A41iSOZ81S4rh06dKyYf167UlqnFQcDxkieSCOmzbVLo5RcVy1atVHFceBgdrXx7SgODZbHCNy5sxpi0F5+/fvV+K4U6dOfimOU6VKpcSlL7QeWbRokWTIkEE9cMuRI4fkypXLZwOvP02aNJI3b145fPiwmAzFsf5romlBcexfQXFM3IXimBBCiFegONZXcYzheGXLlpWNGzZoT1LjpOJ48GC1Nbt5s2bGiONkyZLJTIrjx9aH4th8cYxo27atz8vWvXv3qlYVX331lc+/l5iIY0SNGjXk4sWLYjrnzp2T/Pnzy+uvvy6nTp2SCxcuyPnz530u8LqPHTsm7du3l6JFi8rJkyfFZCiO9ecwpgXFsX8FxTFxF4pjQgghXoHiWI84njtnjhLHZcqUsW/F8f/EcYvmzWXNmjVGtKpInjy5zJo5U/v6mBYUx74hjiEjp0+f7tMtK/bt2ydZs2aVr7/+Wv7++2/xB3FstUlwHpSH1iMPHjwQkzlz5ozky5dPKlSoYPxrfRrop432KEWKFJETJ06IyVAc678mmhYUx/4VFMfEXSiOCSFR4gvbG4nvQHGsSRzPnSuFCxe2dY/joUOGSF6I4xYtZK1mcWxVHEPmzJk9W/v6mBYUx+aJ43jx4qkWAQiIRks6YpcCqj99ueIYrSq6dOniF+IYn1369OlVoFe19Tm+9NJLsmXLFjGZs2fPqopjDGdEruDL3Lp1S4ljVBxTHOu/5jCitwYUx/51zFAcE3ehOCaERAqS3cmTJ8v27dt9vvqDmAHFsb6KY7uL42FDh6p+kqg4NkEcV6tWTVKkSKH6S+teH9OC4tg8cQy52qFDB9XS4dVXX5VEiRKpfx8/fnzp1q2bTwxYi6riGO+ta9eucu/ePbG7OEbF7vDhw1W8/fbbLhXldevWVULT5IpjiOPKlSvbQhzjXCpevLjxD15Ycaz/mmhaUBz7V1AcE3ehOCaEREpQUJC6GcFNI7bdERJbKI41VxyXKmVfcTxsmBLHzQzocbxzxw4lbdiqIvL1oTg2RxyjwhjVxgEBAUoggd27d8tHH30kCRMmVMIxXbp0snr1ap/cgWSJ42+++cbWFcd4SIXPcezYsS49g9Giw5LHiRMnlhkzZhjbesRqVQFxjGIFHG+xCZ3cvHlTVRxDHJ8+fVpMhuJYfw5jWlAc+1dQHBN3oTgmhETKvHnzVNURtnjadagM8S4Ux95PCP2m4tgwcVz97bc5HC+K9aE4NgP0AocchhjetWuXy387fvy41KxZU1UcQzp+8MEHcuXKFfE19uzZo4bj2blVxdatW5UcTps2rezfv/8xgdmyZUtHBXnFihXVZ2tyqwoMxzt8+LAaMBfTwHu8du2aNkmOdUcF/yuvvKKEuMlQHOvPYUwLimP/Copj4i4Ux4SQKMUxKlRQqUNxTDwBxbFecVy6dGlbi2MMx2vatCnFseFBcWwG69atU+L45ZdfliNHjjz230NDQ9VATVSy4s+hmtWqSvYVwsLClDhGHmPnVhXJkiVT7xPSNCKoeEUFOXoe40EAJIGJrSBwDOI7HNXTaJdSokSJGEfJkiXl888/V1XXuiuO2apC/zWHEb01oDj2r2OG4pi4C8UxISRSKI6Jp6E41iOOMaCtUKFCatDVxg0btCepcVlx3JwVx8YHxbE5rSpQiQpx/Ndff0Upl3PlyuXon4vWD75YcWz3HscQxxiAd/To0Uj/DD5fPAR49tlnVesOfPamsWDBAkmTJo2jJ7Mnwrl1hze5ceOGfPnll2xVYcD1hhH9NaA49q/jhuKYuAvFMSEkUiiOiaehONYjjmfNmiUFCxaU1yGON27UnqTG6XC8Fi20D8ezehxD5syaOVP7+pgWFMe+I47ByJEjVS9kiDhUUfrSsFz0a7Yqju3aqsIdcQyCg4NVWxJ8jp9++qlxIh05Z+rUqT0qjvG562hXAXH8xRdfUBwbcL1hRH8NKI7967ihOCbuQnFMCIkUimPiaSiOvZ8Qhu3eLTMDA6VAgQLyn9dfl002FcdDhwxR4rilAeJ4x/btUq1aNbXlGtXeutfHtKA49i1xjF6x77//vjz33HOSNWtW2blzp/gKaLcBoervFcfW9bdt27aqZUXGjBll1apV2ofIOYO+xrlz51ZV0Z6Qxmix0r59ey1tOSiO9V9nGDFfA4pj/zp+KI6Ju1AcE0IiheKYeBqKY73i+I033pBNmzZpT1LjQhwPGjhQ9cfEICjd4nj7tm1SpUoVSZkypeovrXt9TAuKY98Sx5acxPkFIffVV1/5jITF0D8IVTsPx3NXHIODBw86WlY0adJErl+/LqaA/szYGZM8eXJ5/vnnJVOmTLEKHK+Q4zrAukJao8cxekybDIfj6b8mmhYUx/4VFMfEXSiOCSGRQnFMPA3FsX5xvNmm4njgL78oUdCqVStZu3at1tezLSREKleqJKlSpZJ5c+dqXx/TguLY98QxGDRokBqYi9YPvlJ1bIljtqr4P4GBgZIhQwZJnz69LFq0SEwSx/gO/89//iNr1qyRJUuWxDiWLl2q+lvraFNhVem3a9dOXnnlFTlz5oyYDMWx/muiaUFx7F9BcUzcheKYEBIpFMfE01Acez8h9Ddx3LpVK1mnWRyHbN0qlSpVUv06g+bN074+pgXFsW+K40uXLqne3WgB8O233yrh5CvimK0q/s+dO3fUzgy0HkGv4/v374sp4hitKrBbw6QWGrERx8WKFZNTp06JyVAc678mmhYUx/4VFMfEXSiOCSGRQnFMPA3FsfcTQopjfeI4DcVxpOtDceyb4hisXLlS9cfNnj27nDhxQkxnx44d8uKLL1IcR7IukLRoCbF9+3YxARyDuXLlksqVK/vUAMbIuHr1quonzVYV+qUYI/prQHHsX8cNxTFxF4pjQkikUBwTT0Nx7P2E0O/EcevWxlQcUxxHvj4Ux74rjlGdiN64qFadMGGCmA6kKMQxKqR9pS9zXPY4dv4cu3XrJkmSJJG+ffsaUeGL/ss5cuSwjThu06YNxbEB+QEj+mtAcexfxw3FMXEXimNCSKRQHBNPQ3GsRxwHzpghBfLnpzj20ppTHD95fSiOfVccg5CQEMmSJYvUr19ffaf7QsUxxfHj7N+/X/XgRWuIu3fvim4OHz4sOXPmVK/H18Xx5cuXVTsQVhzrl2KM6K8BxbF/HTcUx8RdKI4JIZFCcUw8DcWx9xNCfxDHobt2yS//qzhuY1jFcXBQkPb1MS0ojn1bHIPOnTtLwYIF5fjx42J6xTEqcbt3725ML18TKo4BqowHDhyo2kOEhYWJbg4dOqTEcdWqVX1eHF+5ckXtfuFwPP3XG0b014Di2L+OG4pj4i4Ux4SQSKE4Jp6G4lifOM5vc3E8YMAAo1pVvPXWW4+G41EcP7Y+FMe+L4537typ+hwvX75cTK84zpw5s/Tq1cv46mhvi2OrPUThwoVl5syZYoo4rl69uk8MXnyaOG7VqpUSx2fPnhWT4XA8/TmMaUFx7F9BcUzcheKYEBIpFMfE01Ac6xHH06dNk3z58tlbHAcEPBLHrVqZJY7nzdO+PqYFxbHvi2O0NqhTp44MHTpUTAaCG+K4R48eFMeRgL7P6MULcaC7zzFaVaD6uUaNGvLw4UOxQ6uKEiVKyLlz58RkKI71XxNNC4pj/wqKY+IuFMeEkEihOCaehuJYjzieBnGcNy/FsTfFccWKHI4XxfpQHPu+OAajR4+Wr776ymghu2vXLiWOMQiOrSoiJzAwUNq3by937twRnRw5ckRy585tm4pj7H4pVaqUXLhwQUyG4li/uDMtKI79KyiOibtQHBNCIoXimHgaimM94njG9Om2b1XRv39/yZ0rlxEVx1u3bJHy5ctTHEexPhTH9hDH+P8bNWokly5dEl8Qx6iutSOxaVUB9u3bJw0bNtTer/rYsWNq10i1atV8vsfx1atXpW3btqri+Pz582IyFMf6cxjTguLYv4LimLgLxTEhJFIojomnoTjWOByvQAHbimPIof79+hkjjjdv3izlypWjOI5ifSiO7SGOT506JTVr1lQtBkyF4tg9yfnJJ5/I7t27Rbc4RsUxhuP5esXxtWvXpF27dvLqq6+yx7EBOQIjmjnVzp3y29ixqkd3jhw51DV7W0gI19GmxxLFMXEXimNCSKRQHBNPQ3Hs/YTQH8SxS49jA4bjoeK4QoUKFMdRrA/FsT3E8e3bt6V+/fpy4MABMRW2qng6f//9t3Tp0kVVHusE1dKWOPb1imNLHEO8nTlzRkyGFcf6cxjTguLYv4LimLgLxTEhJFIojomnoTjW1KoC4jh/fnnzzTdtK45/GTDAGHFsDcdLw+F4ka4PxbE9xDGEY0BAgJw+fVpMF8fdu3dnj+MnfI7og697iJsdW1Ww4lh/fsCI/hpQHPvXcUNxTNyF4pgQEikUx8TTUBzr63EMcYz2CVs2b9aepMZpxbEBrSoscZya4jjS9aE4toc4vnXrlqxbt05VHpvKjh07lDju2bMnxXEUYCgeBDuH43kOimP9eQEj5mtAcexfxw/FMXEXimNCSKRQHBNPQ3GsRxxPnzZNDcerUL68aqOgO0mNoag3EQAAIABJREFUC3Ec8D9x3KZNG+3iGGtcsWJFiuMo1ofi2B7i+MaNG6pK1OR+tBgch6FxvXr1UtcfOxLb4XgQ/2fPnpWHDx+KTg4dOiS5cuVSfbPDw8PFLsPxdFdyPw22qtCfw5gWFMf+FRTHxF0ojgkhkUJxTDwNxbEecTxt6lTJly+f6rtrV3H8888/K3Hcrm1bWb9unRk9jtOkkfnBwdrXx7SgOLaHOL57966qOjaZrVu3KqH6/fff+3z7g7gSx7guo12Fbvbv368GcdWqVcvnxfGVK1dU26RSpUrJhQsXxGQojvVfE70de/fsUbmhc+wJC1P/3sqpOBzPf4LimLgLxTEhJFIojomnoTjWK44r2lgc9+/f/5E4btdOuzjesmWLlC9fXtKlSycL5s/Xvj6mBcWxPcSxL2CJ4z59+hhdGa1THJsChvNBHNeuXVt8ncuXL0vLli0pjg243vh7IAdE+6w1q1dL0Lx5MmniRBkyeLCShT169JDvvvtOevXsKQE//yy//fabBAcFyapVq2T0qFGqRzfOSVyzt4WEaH8vjLhZA4pj4i4Ux4SQSKE4Jp6G4jjuK0hCQ0PVr1bliHOrCrRPsKM4Rn/O/v36GSOOscbly5V7JI4XLNC+PqYFxbEZ+Is4Ro9jimPfEcfvvvuu+DqXLl2S5s2bS+nSpdXvTYYVx/YL5H87d+yQVStXyqRJk6Rnjx7SqGFDlQMWK1ZM8ubNK9mzZ5esWbNKlixZ1K+5cuaUIkWKSOVKlaRVy5Yq8Ocoju0fFMfEXSiOCSGRQnFMPA3FsWeTvd2hobJ61SqZOGGC9PvpJ+ncqZN8/vnn8nXnztK3b1+Z8uefsmH9eiWOCxYoIG/ZWBzj/UMctzdAHGMAIQYRpk+XThZSHD+2PhTHZkBxbA/sVnFMcexdKI7tJYx3bN8uy5YulZEjR0qTJk1Un+1sWbOq1lmJEyeW+PHjS7x48RyBf8b3R9q0aSVjxozywgsvPBLKmTOrf09xbP+gOCbuQnFMCIkUimPiaSiOPSeMIST79esnH3/8sdpOiKFCSPgzZMigfs2ZM6eULVtWVY1069ZNSdVKlSqpLYu6k9ToBqqmIbwhyZcsXiyLFy2S5cuWKSmONhX479hmmdcgcYyK4/Tp01McR7I+FMdm4C/imK0qfAOKYz1QHNsnL0Q7ilEjR0qDBg2kcOHCSgYnSJBAnn32WRXPPPOMiueee05SpEihdmO88sor8k7NmtKkcWM10BG/WvkL/h9PiWPshlu2bJmMHj1atcqYMX26yket3XEMfWtAcUzcheKYEBIpFMfE01Acxy65Q4K9ccMG6fP991KlcmXJli2bpEyZUt0Y4EbAujlAPBcvniRMmFC1S0DijxuIqlWq+JQ4hoBFf2YMtmrerJnqfYmtlripqVKlipLmkOJTp0yRH374QbXjQMU1hHJcvq7NmzbJjBkzZNjQofJT376q2nnkiBEyd84ctT0UN1joJ50hfXpZtHCh9nU0LSiOzcBfxDHkCL4f2OPYbOwojsuUKcNWFQZcc+yeF27ftk1mzZwpX3zxhRQtWlRSpUqlKoktUYxAXoicEEIYLSk++vBD6d27t0yePFk9jMeD+XVr18rKlSvVYDzkWvjzsRXHe/fuVX9vp06dVPUzrjdoj5E7d26pUaOGzJk9W0lv3evoz0FxTNyF4pgQEikUx8TTUBzH7uYAyT3EKBL5JEmSuFSQPCmwHRFbFKtWreoT4jgkJES12fjyyy+VJIYgxzZLbJuE6MLNDN6PVTGDGxy8N/weN05xIY6t9YfEhrCGEMCND34mIl/evPLGf/4jbVq3Vq1DKpQvL5kyZlT/j+71NC0ojs3AH8QxBlWy4tg3sKM4Zo9j/dcbOwfyEuzGGj9unNSpU0cyZcqkCgkiCmP8O+xGK1mypNqFNubXX2XpkiXq4TykrXPV756wMLVTCn8f8szYiuNNGzdK06ZN5cUXX3QUOCAnxa/I42rWrCnz5s5VP1f3evprRFccnzhxQs6fPy/Xr1+X27dvy71799T93cOHD3V/9ZI4huKYEBIpFMfE01Acx/zmANWsH3zwgTz//PMq+XZHGDtH4kSJjBfHeJ8Y5oIqGPQIxnvFjQVuMqJ6X7j5wM0NKq9TJE+uxDGEmCdf19o1a9RwmXJvvqkkMX4O5LV18+Nc4Q3BjeEzuEnC66c4jp04htA8deqUXL16VW7duiV///233L9/3+duUEx8vRTH9sAuPY5RmYiBXXYQxxcvXpRmzZqx4tiAvMKugXwJ+RyqgytXrqwepEcsJkDVMXadlSxRQlq1aqUeaqP6FzujomoRgR7JY8eMkddKlVI5TmzEMaT08GHD1N9h5UtW3oY8FjlT8uTJ1VwOk3NTu0d0xPHOnTtlESrUV6+WM2fOUBz7GRTHNgQ3VngCFB4ervulEB+G4ph4GorjmN0cBAcFqaoMyFF3q4wjE8fVDBbH6FMMOY6bG1TvRqei2roRgWT+4vPPPdbjGBUwSJw/rltXiWDc5LjzmnCzhpsiiuPYieNNmzbJ77//LtOnT5cjR474pDi+efOmbN++XdatWydnz54Vk/AHcYxjCD3f+/Tpw1YVhrNnzx5biWNUWbLiWH9uYdfYtXOnauVVs0YNSZo0aaT5UN68eaVx48by22+/KWGM/+dpojdo3jxp2LChEs74u2IjjvH/NKhfX0ntyHI25Er4FQ/lg4KCWHVsuDjGIOqff/5Z3nzzTTUzBf2qWXHsX1Ac2wxsj5ozZ45MnDhRbScgJKZQHBNPQ3Ec/YQOPY0/+eQTVZURU2msxHHixFKtWrVYDziJK2mM61ajRo1URW/E3nzReY9feqhVBYbuYTsnKp/RLzAma09xHHNxjCpKVI+jkhLr36tXLyVhfU0cT5s2zTG8snv37mpLpyn4gzjeuHEjxbGPgGo2tCWygzi+cOGCNGnShOLYgPzCrgUFK1esUK2xIkpZPLSG9H3jjTekd69esmL5clVh7NbQ5YUL5fP27dU1wdrphUHLGD6MPsrRfZ1oFVShQgX10D2qnA1tNCC4p0yZonJB3Wvrj+GuOEbgQYJzjktx7F9QHNsMnPzocQTJgD6Md+/e1f2SiI9CcUw8DcVx9JI5VId0/+47SZ06dYyFsRWo4MUNObYh6k5SI1b1oqIaVSkZM2SIURsOT4tjSGNcSwsUKKD+zpgKe1Q6Llm8WPsa+6I4RoUuHiJYawmhdO3aNZ8TxxgG5Hw8oHLaFPxBHONGF7sFWHFsPqhms4s4Rv/Pzz77jOLYgOuNXXNDtKjAQOCIu51wDtWvX1+1pUD/46haUkSUxvODg5U0xkNO6+E95DEG6Y0eNSpGA+zw86u//bbKoyKrOMb1Bz+rePHiEhgYKGHsc2y0OMav6JXt/DlSHPsXFMc2A08GrZM5bdq0qmcYITGB4ph4Gorj6CVzmDZdsGDBWFUaW5EyRQrVc/FpWxW9HZjk3bFjR3Wz86Rexu7KcfxdqNKO6evBTdagQYMkf758Ma58pjiOvThesWKFEq3WWuKB+OXLl31OHKMixzknw+BHU/AHcczheL6DnXocQxx/+umnFMcG5Bh2DOQ4nTp1cqnkxe+Rt2CoMCSwO7ke8h1UEgfOmKGGOeL8c857sOOnRo0aMmvmTLcEdMTAa+jSpYukT5/+sfwI+Z41LK/exx+r+RYx+RkM74rjjBkzUhz7MRTHNsP5JgVbVUy6SSG+BcUx8TQUx+4ncqjuaNu27WMTsmMaSPZ+7t/fqB5yuD4NGjhQbeX3xPtED+iuXbvK5k2bYvyaUP2MvpRRba2MTmTNmlWWL1umfZ3tII7xe18Ux87vAeIYLThMgeLYHthlON6+ffvUNmg7iGP2ONZ/nbFrQK4uXbJEPvzwQxdpXLBAAenWrZsSsO60fMCfQd/jkSNHSp06ddS1ynnHF8Ru9pdflm7ffhvjXVx4rQvmz5eyZctGmVNlyZJFRgwfblxRgz8FxTFxF4pjm+F8kwJxbNJNCvEtKI6Jp6E4dj+R27RxoxQrVswj0hgVJPi7IOZ0J6jOsWDBAvmkXj2PtOKw5CLkeEx68SHw/7Vs2dJjr6dQoUKqolr3OpsWFMdm4E+tKn744QcOx/OB4Xh2EceYN4MKzjJlyqjfm8y///4rDx480H5dYERPxlapUkXlGZC9qBTu3LmzrF2z5qnFAVaVMYYRd/3mGylTurSaIxBxxxf+XZ333lPVxrEpOLDmRaDnsvOAZ7xuPFzv2bOnetjPamN95wDFMXEXimObQXFMPAXFMfE0FMfuJ3JI6iObRB2TSJMmjdou6M6AFG8FbhLQo6/Eq6/GukWFFZDjk//4I8Y3Ob9PmiS5cub02OuBANmyebP2tTYtKI7NwF/EMSpx+/btS3FsOOhvCgGG6kdfhxXH+q8z/iCOIWHxoPujDz9UVchPkq/4b6jqxS6oIYMHq/8H3/2oBI7YDg07GMqXL692BHlioDJ+7uxZs+SLzz+XGtWry1tvvSV1P/pItUagNNZ/TFEcE3ehOLYZFMfEU1AcE09Dcex+Ijdp4kSPCEzcFGCb4MIFC7QnpxGrUPr99JPLhObYBG500FMypq0hIJvbtGmjqmw8VeXdvXt3o1qDmBIUx2bgD+J448aNShzjmENlpR2xS6uK0NBQdSxiC76vc+HCBWnSpAkrjg243tgtIIDR0qlu3boqz8AQ38GDBkWZa6DtGeQsZmb06tlTqlevrs6zpEmTPpZj4p/R1gwPbyZOnKiksacqgdEaA38fdtOhRzMeqqOYgZXG+o8pimPiLhTHNoPimHgKimPiaSiO3U/kkORDBsRWXqJdwrChQ93qeefNwLTtLl9/7dKXP6aBapmiRYuqCmYI6Zi8HmzdrPTWW0qkeUIco5IaVeO619nEoDg2A38Sxxj84yt9sSNy7949uXnzply7dk0FptijtYDdxPGuXbvUkNQPPvhA7CCOGzdurB7aoje7ybBVhW8FRCvEK1pTQP5ip9XYMWMcAha/Ig+CpF25YoWMHzdODQ2uVKmSvJwtW6TCGIFrQe7cudUQ5RnTp8uO7du1v1eGd9aA4pi4C8WxzaA4Jp6C4ph4Gopj9xM5DCMpXKhQrKQxJmwPGjQoxj1/4zJQAfPVV189NqE5JpEpUyb5pkuXGA9wQaAXMW7AnIfDxKbKu3evXqrSR/c6mxgUx3FHeHi4+p69fv26nD59Wg4ePKhaAKB/LOQwhBYGDAIMIbSLOMb7hhhG4PfO4hg9jvv37+9T4vjWrVty5MgR2bp1q8rFxo8fL8OHD1eDrP744w9ZunSpGiaHP7djxw7biGMcix999JH4OufPn5fPPvtMXn/9dbly5YqYDMWx7wXEMIRwoYIF1X3/Z59+qtp0zZs7V2bMmCGjR42S77p1U9X7RYoUUTlS4kSJIhXGyBXTp08v5cqVkz7ff69aXsT0ATzDN9eA4pi4C8WxzaA4JjG50XIOC4pj4mkojt1P5FAh/H3v3qo6JLriEjLoP6+/rqpQTJ1Ujdf1Q58+qsIsttL4iy++UJU1sdnyiOnir776aqzFMaqfsc1z06ZN2tfY1KA4jhtQiQrZuHjxYiUZUZHWoEEDdTy+//770rRpU+ndu7fMmjVLjh8/LmvWrPFpcYxKXIjwvXv3KkG8fPlyWbFihTr3Dh8+rKQqfp85c2afEcc3btxQkn/SpElqUOebb74p+fLlU1IYA68zZMggWbJkUTIIgvX3339XuZqviGPkAHfu3FEV1Ii7d+86WohYrSqwBd/XOXfunGqdRHGs/3pjx0Cug0F4X3furL4P8L2QP39+KVGihNp9lStXLrWbC98LyGki9jDGP+MBd4b06eW1115TOdTUKVNU+wi21/K/oDgm7kJxbDMojsmTwPZGJOu42cINJm5Qtm/fLiEhIepX/POpU6fUzcvs2bMlceLE8s0336hEn5DYQnEcvWQOveA+bdRIVYS4Iy2tKdWtWraUmYGBRle84sZn7Nix8sorrzx2U+NupE2bVtq2aSMrli+PdZ88VNi888476jsvNuK4SuXKEhwUxL59T1hrimPPf68eO3ZMVZqhT3fx4sXVwKQECRKoc8sKfD9AFOfJk0c+//xzGTBggJIHviaOUTENMRwcHCw//PCDEqgQdGjLA6H6n//8R0lyVOZOmTJFCdWff/7ZpRLZNCC1kXtNmDBBtWqA7H5a2xx8nnjwVqNGDfVnTRXHWHe02MAxBrH/559/yujRo+XXX3+VadOmqZYpZ86cUeIYPe99RRwjn4b4xgMK5NV4cIOHGfgsUXEMcYxj8erVq2IyrDj23eKCZUuXqpZf+O7DMGXkL8gXUVnsnFfh9/j3SZIkUXkTxPLb1arJt127yrSpU9VuLeSL7Dfsn0FxTNyF4thmUByTyJJ2qzIHghg3U7169VKDO9577z3V9wrTc/Er/vnLL79U2yJxc4+bka5du1IcE49AcRyzqpIWLVqo7dYQQRHlAW4QkidPrm64P65bVyaMH6/aQPhC1Qi2RDZv1kwyZsgQLTmLGyDIL9wwrVq50mM3O/379Ytx6wwIuLfffltV//nC2usMimPPgZYUq1atkvbt20vBggXdfshkCWTIR18SxxCMeKiN/AWSGN99ESvqLEkCOYK8BgMvAwICjBXH9+/fl507d0qXLl3U93h0dz1Yfx6y2TRxDGGMqu8hQ4YomV+mTBn1cBPyCoFjD1vkUaAwZswYVT35ySefiKlYEhzrjFYvc+bMUUPEIPzxkGLRokWqAh7/Ha0q3njjDYpjA645dg3kGigwwH1dhw4d1EOkUiVLqmtB3jx5VM9i7FjAw8SKFSpI/fr1pft338nECRNU/oVZExDQFMb+HRTHxF0ojm0GxTGJeENy8uRJWbJkifTp00dV1OXMmVM9dbZusCCj8KQa25qyZ88uefPmdWx3gpT69ttvKY6JR6A4jn5Ch4Q+ZOtW1b8OcghVIqiuww0ppEiD+vVV0ocKYwhj04bgPSnwWjFADtvp0WPPHWEM6YCKNNyo46bHkzc8uAGDtIjuUEJUd7Zq1UpVPlMaP32dKY49w8WLF9V5gHYGeHAR0yp5XPdNF8eoioSQ++6775QIic4uBfxZVFeb2KoCVavr1q2TevXqxXoYqkniGGuNqnD0ZEZhQpo0aZ76IAOfK3JTXA9MBJXF2JX322+/qa39eFCIPBnyG9clPIgpXbq0eqiB3TS1atVS5+bTKo4ho/F3Y6cfKpi9DSuOfT9QLYx8CIUGEMJz586VmTNnSuCMGTJ71ixZMH++esiOoXoYmsfqYv2fmUlBcUzcheLYZlAcEysRRSUStgCizyG2g0MOOyfq6J2KrY2oAEFlBMQykt1x48bJ119/rW5C8Oe6detGcUw8AsVxzBM7CFKI1p07dqgbBASG3uEGALLSVytG8NpRMdn3xx+VCH/xhReURIAkhgxDVRqqZ2q98450+/ZbCQwMVCI9rgQtbqyaN2+uRMfT5BRkASp4IBLwufjqZ+DtoDiOPah6RB9jyLbYyEZfEMeQq9gtBbmaMmXKGL1HE8Ux8rTdu3fLu+++63iYbwdxjOs8BvahRzMKEqL7PkwTx/icUOk+ffp0adSokRLEqHSP6vqAzxLV8KieRjX1k8Qx2sBt27ZNVVtjkC1ad6CNnNX32RtQHNsrkIdYgTzJyg+Zn+j/bEwNimPiLhTHNoPimCDJxWAObF1CRQQS3IhJLYRH7dq11cUC1cjorYdKB9ygIZAkV61aleKYeBSKY/0JoqmBHsMYcPfn5MkyYsQIGTx4sAwbOlRVVGJSuDd78EHKo1Luow8/VNvdIZEhrFBZDMmGLZ/YFjp16lQlsXlDFr31pTiOHbhWT548WQms2MpGBPrkojrURCB7MfgO+UpkrXrcrTj+5ZdfjGtVgd1g2KkQkwGokQUk7aFDh7S+J7RFw4NAtD2Lab94k8Qxcpb9+/dLjx49pFixYtF+T6g4xkOeqM5jyOjq1aurB6T4u3F9gXCHePcWFMf68x8G10DnMUBxTNyF4thmUBwTbF9F5ULhwoVVqwkrgcVNF44PtKsYOHCgGoYX2dA73FyFhYWpSmT8f2xVQTwFxTGTY3cTWVUho3m9UEW8bu1aWbRwocwPDpbFixapf47Limd/CIrjmIPr89q1a9WWeE/IRgTyAsgxE8F3AKRxTAdoIpAHIScySRxjwB8ejqVLl85jnyPkI9ZLF1jf1atXS4UKFWL1eTVs2FBMyVdQ6Q6R604rpcgCLaWiEsfokVygQAGX49QKyHNvDaWmONZ/TWRwDXQeAxTHxF0ojm0GxbF/g0QTFXqoWnCutkG1XMmSJdVQvF27dqmqkKg4ffq0GtJibQlFT0FvJbDE3lAcMznmDRKPAYrj2D0YbtasmWrn4inhiEpVncIxKtD3FcN6Y1q5agVa3owePVpMAg/nIRU99RlaDwB0VhwfO3ZMFSbERhojGjduLLqBBEeuDIkdsc2bpyqO0QbOOU9HYNAhxDF+Jo4Rb0BxzGsy8zL/PgYojom7UBzbDIpj/wWJLnqlVaxY0aWCAX3vMPBp1qxZcuXKlSf+/+fPn5d+/fqp3mxWMtu3b19VHUNIbKE41p8gMrgGuo8BiuOYM2/ePDWMy5PCsVChQkr6mQaqVzGHIbbvD61m5syZIyYBkf20gXHRDewSQw6nAxQj9O7d2yO9mr/66ivRDdaxdevWsZLGCFRfY95IZECQR/zzlkDGDsGlS5d65b1SHDMn0J0TMPSuAcUxcReKY5tBcey/QO5iAIxVKYzhUnnz5lVVxqhceNKwDST9Bw4cUJLY+aYU2ygxrMO0oTLEPNAb+2lQHDNB5g0CjwGK45iBazgG18a0129UgaFzUcktXdy/f1/1EfeUGPdW9aa7uRqqxmNbmRtROEK4Pmk3WVyC6lzMzojt+0DeimGjOkGegiHRnmgjUrNmTbl9+3akP6dnz57q/Tr/eaviGD87NrsAbt68KTt37lTDF3EuPQmKY16TmZf59zFAcUzcheLYZlAc+y8YaIdtdVbyWbBgQRk6dKhcunTpiVXGmPi8bNkyad68uWTKlMmRwCJ5rVWrlhw8eNCr74P4FrgpwfAiVLRjoMuTHlBQHOtPEBlcA93HAMVxzMCWd4goT0pjtIH49ddfjXs4jLzFmrMQWxGJylGINJNyNU/2qEagB+/ixYu1vSec0554H6gwh4TWydGjR1127sUmmjZtGqW43bJli7zyyisufx55d7JkyaRRo0YxfgiAc/n3339X+fuHH36o8vsnQXHMnEB3TsDQuwYoGuvfv78aIjts2DCVE+A7JDAwUObPny8rV66UzZs3q18zZszo8p2FB2P4rsL9nWl5BPE8FMc2g+LYf8FUdPSXwxc5Kj9QfXz58uUohTG+7FFljAtEuXLlXCZ7o3oFlcdTp059arUC8W9Q0YKbYFTIVKlSRd0URwXFMRNk3iDwGKA4jhloJ1GkSBGPCkfIWRMfDqNXr9UyKzaRI0cOWb58uVGD8fA54sG+pz5DVKB/9tlnqghAB7iuV69ePdbvAwUPLVq0iLJC11tAmKROnTrW7wcCOCAgIMpjD5IFO/oqV64suXPnVsc7zm8UcYSGhsaqN7jz0L06deo88YE+xTGvyczL/PsYQE72888/y8CBA2X48OEyZswY+eOPP5Q4XrBggaxatUo96KI4JhTHNoPi2H/BzQgSRGsi84kTJyJNEFF5gxvFKVOmqGoI50F61k1Irly51NaVJ/VEJgSMGjXK5fhZsmRJlAtDcaw/QWRwDXQfAxTHMePUqVNSqlQpjwlH5Iu4QXySVNLFvn37XPLZmAQeZnbu3NmoamOrctx6yB/bQL5XtmxZ2bp1q7b3gzYnnnigUbhwYVXVphOcCy1btlTrGtvP5fXXX5cNGzY88edBHqOlBNpzoNpv5syZcvbs2Vj3Z3YeKFm0aNEnzimhOGZOoDsnYOhdA1Qbo9hs8ODBMnLkSPV9NHnyZLWTdOHChWreAK4xEMgRK47v3LmjKo7RrpAVx/aH4thmUBz7L5C87du3V5XDP/zwg6rawJc4ZB1+f+HCBVXFgGoKVDSg/3HEXonJkydX1aO4eODPE/I0kHA4H0N4Qh0VFMdMkHmDwGMA4hg3KUOGDFEPniZMmKB2t8ydO1dtq4ZsWbFihUs+g99jBw0ECHbB+MoNivN7SJs2rRpgG1Pu3r2rBmrFVmpZUhU9cS9evCgmcu7cuce28UcnUqVKpfIcCGjTwLH7/fffu8i9mMrJV199Vd3c65T/EPMlSpSIdYsKDAzUPYgZP98T1dOoHsb3m7vV05Au+F7zRGU8zh3nHYTFixdXcudp4hjyB38ODwLQKub06dPy119/yZ49e5Q0gjxatGiRzJ49W/78808ZP368+szQEg+ViqiuRj6I73dsfUegAIXBNeAxYN4xgPMT52q/fv3UuYtzGOcyzmmc2yguw7mOc37NmjUSEhKivgMiE8f47sJ3iEk7e0jcQHFsMyiO/Rd8aeMJIba81a9fXz0lxBc9nhBOnz5dXRwwBAf/PWHChC5tKZBkojVF3bp11fRxVMQQ4g7Y3uScRKBiJioojikNKY55DOBaBHFs3aRMnDhRbdmeN2+eQxxjSyTF8eOgQjjijVt0A/8/HjKjHYSpQGLFdBBghgwZ1PA5tFEy9UZ2/fr18tprr8X4IUCSJElUizHc2OuWrRDhWO+YHo/ZsmVTIt2EHW4QINi5F5vzCw8tcOyiV7IOYiqO8d7xcOrGjRtKHKPt2JEjR9SQPtxLrF27VvXRxgM+POjD9za+j0aMGKEkuSWPkRNCIDO4BjwGzD4GcK5a0hjnMM5lnNNWToZzHbtIce7joTcEsvMsJIpj/4Pi2GZQHPs3J0+elC5duqgqlAoVKqjtkBjygW2EuJmCJEZgYAxuPDCoN/QTAAAgAElEQVRQBRPHIYxRZYyhJEggCXEXimOKQMpgHgPR3RZpDWGxxDEebgYFBal+tBi2SXEcOagA/OSTTyRlypQx6rmaJ08e1b4Bra1MB/kI8pdEiRK59f6wYwqVr99++62RfZsjivGxY8eqnV/IyaLTBxiiFcPTUBRgSuU9qtJQNRyd4xEPBdCeAjlEVPM4vA0eNPTq1cvtYy4yafzxxx+rhzK6HlrERBwjnMUxPg+0zID8RtU+Bh/jYQe+n4ODg9XOMhSqYLcI5qRgezseBOI+YtCgQUpEMbgGPAbMPgZwruKcRS6GcxjSGOc0zm0UAWEwHs55PMzHdwAEckRxjO8MVhz7DxTHNoPi2L9BoooKAdyY16hRQ/U2w3AY3Ghg6xx+zZcvnxqIg6oKVEVgy9n+/fvVlz8h0YXimNKQ4pjHQHSOAVS44IbFGsKC9kkzZsxQQgItKjZt2qSk2Isvvui4OUFug4pEVFf60vRuT7aqsK7x2C4KcQhR57x7KLLAQ2JIZghK7ESCrMQDZl8A7xXHw/vvv68G/kZs7YBqXchwHCcQxhishhtdUyTk08AwO7RqKVmypBKOT/ocIQKxBlWrVlWCDnmeSUBM9uzZ0+WcfZIwRi5au3ZtVblq2g43PLhC8UV0hT527X366adKsOqsdI+tOEbrEXzX4u85fvy4GqKNhzjW9zIeEmBnIioSMUAL29rxvYJjGRWL+F6HiELgWGVwDXgMmHcM4PzEuYpzFg/wkYvhXMY5bVUb41zHOY9zH98B+G6jOPZvKI5tBsUxAehRhhtU9L5DNQBu0lHhha0oqO7CDTouArjBYoUx8bY4dr45QVULqt+cq1qWLl2qtq0jebG2QyLBwXGMLe7OffR09wljcA14DLjfSw/fF9a1yHkIi1XdgkpjDMiCHKU4jhxIHswr6N27txKJkMK4mcMuIgisFClSqFwQ1cXly5dXvX7xHYpepbrbGkQXCDi8VxwvGOZbs2ZNefvtt1Uf2g8++EDatGmjjinkNL4ixJ25deuWeu3oN12lShW1Owz9p1HxigcD6PNcqVIlJcVxs48beFxDTQSiEec6jjmIYUh9vA8IfxyTeD8Q/NjhhveCoXAm5p/ITyBCsRvvaQ9m8P5QlIHKeHyvoT0K8hydRFcc4yGcJY7x/YBjEg81MOcE59Thw4clLCxMtatYt26daieE72q0ScFOEXx/T5o0SUknfJ9j7fB9g3sPBteAx4CZxwDOUZyrOGdx7uIcxrmMcxrn9oIFC1S1Mc55nPv4DsBDtYji2HqYj+8QU1tDEc9BcWwzKI5JZEkhtkUiPDV8g5CYiGPcJCLBiKyqBVXvuJHElihrOySqEFGNiMQG1Sy42bTkMfvo6e+PxuAaRKeXniWNsTUSD4Jw82INYbGmd6O6ZcuWLaqXXmTiGNcxf644tsB1HGIHW0exjmhR9d5776kWVQ0aNJBu3bqp70xIHrS38PUdRfjMMawL8hsiGYIO7QDOnz+vjglfBw/xcWzgmofKXfSgxnUOD1AxmAz9Zk2UrBHBdR3XcFSzdejQQVq1aiWtW7eWTp06qXMf13V8bqbKbwu0a8B307vvvisFCxZUfcFTp04tadKkUS3eUF0Mqf/RRx8pWY4HXSjYMIGYimOcYziXMNAPVeAYnIlzzmpXgfwMDy7w3YyH+5DHqEpE2wo85Mf3OMQTKhaRtyEgoxhcAx4D5h0DOD9xruKcxbmLcxj3bzincW4jd8C5jgf5OPdxj4bcjOLYv6E4thkUx4QQXxDHVlULbvxPnDihelJCCCBJgTyCRMJTbyQ0qDq2tkJCOKH6jH309PdHY3ANottLDw9/rK2R48aNc7SpgCBzHsKCKheKY/cEMkQPKgNxU4eKbXyPQjTiO9ZXBDt5BD4vSD4IWFRy+eqDfohhiFQMWUNAxEJK+tL7wfmD7yL0/MSDGIhwRNeuXdV3GoQpHmBA+pt0nsVWHOPPOvc5Rn4G2Y+KQ6wHqg4hyiGWsJUdDwMgm/DwD/kf1gXf6QyuAY8Bs48BnKs4Z3GvhXMY5zLOaZzbOMdxrm/fvl2d+/gOwPn//PPPu9zzWQ/zWXHsH1Ac2wyKY0KI6eIYN8RWVQuq5k6dOuXYDonqKsgjSCQMy0Jygz7ckMeoPLYGsUTspcfgGvAYMPcYsHrp4eEPtkha0tiqNra2RVpDWNCyJqI4xoMmVhwTQrwt8iG/IVERqMQ1WYTHRBwjkJ85txKz2lVYVcfodQxRDpGEymM83MNDfkgm5GsQTvgeR7Uig2vAY8D8YwDnKwLnLs5h5GA4p3Fuo4gH5zrOeZz7aCmIyuOI4tgajEdx7B9QHNsMimNCiK+IY6siCdVxGPZj9TmGPELlHJIZPAWHPIZggmhC9Q+kk9VHj8E14DFg/jHg3EsPD4GsASz4vkCVC25asC0SVbOomIWYcBbH+D1EhnWTYlKFn45WFYQQ4mlxHDE/Q9Ux/j7saECOBoGEB/wQSOh7iu9pPOTDw35UKEI6IXdjcA14DPjGMYBzFucuzmGcyzinUcCDcxznOs55PDhCgQ8kckRxbFUb4zvExAdpxLNQHNtcHEPCEEJIXBEQEOCSRKB6MCpwY4KIuB3S6nOMdhVITJC04Ik3nn6jZQW2sePvxdAGTGGP2EePwTXgMWD2MRCxlx62SM6ZM8chjXHzYm2L3Lt3r5ISGKblLI6xQ8ESx75ygxJRHEOKE0JIXIGH8c7iGL2YnzSwD9+lVrsKKz+z2onhOxd/nyWPIZCwZR0P+SGVMGQb39n4vkbehgd/qFSEfGJwDXgMmHsM4Dy1AucuzmGcyzincR+GcxznuiWN8R2Af44ojq1qY4pj/4Di2GZEvEnBjRieHDO4BjwGeAx4+hiA/MVgGOckAmIoqj8PUYwqFlQOQhijvzG2QWILFKRxxB56zgNYUJloiWO0rqA81i8DGVyD6EjjiOIYffXwUAg7C/CQCBUvEA+odMF3QMSKY3x3+FovPeecLGXKlKryGt9rDK4BjwEeA3FxDOB7NXHixI7vndy5c8vixYuj/PN4cIfAn8F3MR7W/5e984B6ouq6sIA06VVBEQVBpCnSRQHxE0U68osoIr33XgT1QxTpvRdpCtK79N57B6VKeem9inL+tW+8+WZC3p5kZpL9rHUX+iaZ3NxMknP3nLPPwoUL3d7FOB6+rxF/6QZ4aK6lq79QSaIrwGAlhgEPew6uAc8B+54D+rOKYawKw2can218xnXMhs8+9mD4fyQlegrHFI1DBwrHQYax22WSJElUEwd8QcBXkINrwHOA54AvzwEEHFWqVDEFEQ0aNAj3Owcep9qbGE2y0CwLTWaQtdyrVy/p2bOnfPvtt9K9e3fp0qWLdOzYUXVjb9OmjbRq1UpatGihus03a9ZMmjZtqkaTJk04uAY8B2x8DujPKgY+u/gMt2zZUjWaatu2rXTo0EHFKl999ZV8/fXX0qNHD9WMKmXKlO7vlRdffFFlwDlNOE6VKpX7NTz99NOSJ08eKVKkCAfXgOcAzwG/nAPIMI4bN65pL1ioUKEoPbZw4cLugcdgFCxYUAoUKKBG/vz51cBzYMAGQ4833niDg2vAc8Ch54Dxs6w/3/rzjs8+vgdwvwQJEri/W5B9zGzj0ILCcZCRNGlS9wcagUPatGlVxgsH14DnAM8BX58DyAJEFp1ROIZQEtnjEGwYBy54YaRPn16NdOnSqYHvLz1wlZuDa8BzIHjOAePnW3/mjd8B8eLFc3+vvP3226qE2mlNWBImTGj6fuTgGvAc4DnAc4DnAM8BngNOPwcqVqzozjZ2SkxGYgeF4yAWjjm4BjwHeA7wHOA5wHOA54DTzwFkJjuxCQsE7zhx4li+fhxcA54DPAd4DvAc4DnAc8AX5wCShmBxQeE4tKBwHGTUrVtXlXTiA50iRQoOrgHPAZ4DfjsHUEpu9NLTZZH4e1SPge8qz5EsWTKvAxfGOLgGPAecfw6E9xn39n2QO3du5bvpxCYs8A2tWbOmlCtXTsqXL8/BNeA5wHPAb+dAhQoV5MMPPzRVa+D7tnTp0uq2qBwD31XGUbZsWTU++ugj0yhTpoxp4Hk5uAY8B5x5Dnh+njH0Z11/B2DgOwHfJbAYQ9M8ZhuHFhSOg4zjx4/LoEGDlF8gPEI5uAY8B3gO+OscgA/pe++9ZxKOkWEHr1Jv98f3kh6dOnVSHsYIPtq3b6+8jJFVqP2M4YEKT2NvfsaNGzfm4BrwHHDoOWD0Ptaex/isa99jfAfguwDfCfh+QDNMNNbUorGThGPM+dSpU7Jr1y7V9I+Da8BzgOeAP88BXGQzWuTAPgz7wqg8Ft9TGDt37lQDzYoxtm/fLtu2bVPNSzG2bNmixubNm9VAM1MOrgHPAeeeA/qzjKE/3/is43OPge8A/V2A74iLFy9SNA5BKBwHIffv35dbt25xcA14DvAc8Os5ADEHIq9ROIaQ/Oeff4Z7f4wbN27I9evX5dq1a3LlyhW5fPmyCkLCwsLk3Llz6vEQW06cOCHHjh2TP/74Q37//Xc5evSoHDlyRA4fPuwehw4d4uAa8Byw8Tlg/Lzi84uBzzI+0/h844L3yZMn5fTp0yqDBd8B+C64dOmS+n5ATOPEbGNCCAk048aNk/jx45uacn722WcqBosKOoNQX6TDwHcvvoMxYBmkx8OHD90DHvQcXAOeA847B4yfYz3w+dafeXz+PS/cGwcJHSgcE0IIiRHIUEGnXU+rilGjRqkgI7INid6M6E3HvXv35O7du3L79m23wAxx+erVq26BGQOCEgbEZg6uAc8B+58D+jOLoT/H+Ezjs42LSPisQ9jAZx/fARCLjZsXo2jMjQohhDwJLsQVKFDgCT9SZB3Pnj07SktmFIQ8xWM9tKDkKSRzcA14Djj7HDB+to2feYrGBFA4JoQQEm0g6NaqVcvkpacHPElR0hSVDYnehOjsFQhGWkC+c+eOEpJ0tjLEJeOA4MTBNeA54IxzwPjZ1dUHWizGZ10LxjoDJjzRmMIxIYSYwfco7MOQYeytmVWpUqXk7NmzXDZCCCExgsIxIYSQaAEhZ/z48apxlbcNCsTk+vXrKyHIiGd5kzfxWAvIEI+0iKyFZC0mc3ANeA449xzQn2UMfLbxOfcmGIcnGlM4JoQQc2z166+/SubMmd1xGJoPp0mTxv3/CRIkkO+++0591xJCCCHRhcIxIYSQaLF//37Jly+fSSguXry4pEuXzv239OnTy6JFi0yP8xR/vAnI3rz0PL23rPYD4+Aa8BzwrZdedPz0KBwTQsj/gGd80aJFTRfwK1eurJoQG/2OX3rpJVm2bBmXjhBCSLShcEwIISRaFhUtWrQwWVS8+eabsmrVKqlTp45p41K6dGk5f/78E8eIinhMHz3rvc44uAaB8tLzJhgz05gQQiIGdj9t2rQxWVRkzZpVli5dqpqN4qK+MS77+OOPlXUQIYQQEh0oHBNCCIkykyZNkmeffda9CUmWLJnq4g3xd9OmTZIpUyb3bQkTJpR+/fopUYgQQgghhPgGxF0TJ06UDBkyuOOuxIkTS9++fZUNEJgxY4Y8//zz7ttTpkyp4jhWbhBCCIkOFI4JIYREib1795o6diPD5f/+7//k6tWr6nZ453311VemzJfXXntN9uzZwxUmhBBCCPERx48fl/z585syiqtUqSIXLlxw3wdNSNu2bWu6T6FCheSPP/7g+xBkoJIH8TaSOBCvRzdzferUqTJy5EgZMWKETJ8+XfUk8AYa3P70008yatQoNXwV4+NihtGmDhVIJOpgvbh2xJ9QOCaEEBKloBIN7+LEiePefOTJk0c2btxout/JkyelWLFiJv9jWFsg0CRRC5zhBYuAHRlDMQmc8XhsFvGeYaDkPzwg9uv7hbdJIIQQQoh9wG83PIyNF+pR8bV69WqvfSmyZctmuujfuXNnd1YyCZ4LCRUrVpT//Oc/Kl6PDn/++adKDME59MILL0iuXLlkyZIlXu974sQJyZkzp7ovBoRmX4DYFRYraL6NSsb169f75LihwsqVK9W6Yf3Wrl1L4Z34HArHhBBCIgTi5axZs0wdumFRMWzYMK+Byc8//2xqlJcxY0ZVLkki5uzZs6qhIIJwdD8fNGiQzJ49W2UGRST+egrPy5cvV5vCbt26SdeuXWXr1q3hlqWiEzuyxDEGDBjgs7cIG4ArV66ogYsGUZ0/cQkCyOLHgKc4S4oJIYQYQUxmtKBIkiSJdO/eXf1+eIIszv79+0uiRInc98+cObPMnTuXixokIFng66+/lrhx46r3F8JvdIAYjFjdmJlepkwZ5ZPtrRljihQp3Pfr3bu3T14DYsWaNWtK9uzZ1YWODh06+OS4oUKDBg3UumH9WrZs6fW7gJDYQOGYEEJIhCBbpWTJkqaA8ssvv5TLly97vT8arzRp0sQdwGKUKFFCZUMQ7yCzApnZhQsXVp3PU6VKpTaFaDz4xRdfyIIFC1QJWmRAZMTmERtEbCThd1i1alUJCwvzen8E6c8884wauXPn9tnbs2PHDiVaQ5AePHgwM86jwYYNG5Toj/H999/TI5wQQoibgwcPqpjKGJOVL19eTp06Fe4qwb7io48+ct8f8RkaGF+6dIkr61Bu376tYrstW7bIf//7X3nxxRfd72904zkIx8YLERiII3v27PlEggiEY3hl+1o4hvj93nvvuY+L+JREnXLlyrnXrlq1avLw4UMuH/EpFI4JIYREGJg2atRI4seP7w5IcEV7165dEa7avn37TKWReDxERDbKexIE4djQQejVmUPI7oboqzd4BQsWVCV8URGOkW1sDP5xHGQTe8v6RXCp75clSxaffRLgf4eMFGwuUP7oLWuFeGfgwIFq3TBQMsqsEUIIIbqaBxeZPbOHUaYeGYsXLzaJi0mTJlUetcR5INb78ccflbj6/vvvm6r8fCUcYyB71dMyIjrCMRJJTp8+LYcPH1bJI7hQ4SlEIzbF/XC78YJI9erVVdUaqq889w44Bm7DvPWxYbnmDdiw4XkvXrzovg/iKlT5HTlyRB0D1V3eHoMEGQzP+Bk2L7gdA5nSnpVheD14nL7dEzz/+fPn1VpiDoiRvSWH4HkxNxwHrxeff703O3bsmPz+++9qfXDbhx9+aPI6P3funPp7VJJOCIkKFI4JIYR4BYEQbCc8LSp69eoVqXcWgh1kKiRIkMD9WGTSIhOV/A8EwxDUEyZM6BZvu3Tpouwq2rRpI6+++qp7/SpVqhSp8O5NOMaAH922bdsiFI6zZs3qs7dm7Nix7uPiNSCAJVGjT58+7rVLnjw5L7YQQghRoPooQ4YMppgMlSlRyS6EGIZ4wxiXvf7666qqjDgLxNhvvfXWE7Ger4Rj3c8EfUpQtWYUVqMiHEOgnTNnjqo8q1WrllSuXFkJwWjUiIsVeD7N3bt3pV+/fqpSERdB9HFht9G+fXv55ptvTDEksqzHjBkj7dq1U8dEbPzpp5+q+3nuMRATL1y4UFq3bq0G9jQQjGHdAmsHzOvzzz9XcfOaNWvcAvHmzZuVVQaeA8NYMYn9D14bjoc4HTEbsqU1EGrxmcRrxYDlnBEk3mDN8Ho//vhjNYe6desq+z/P6kAc94cfflDPgzmiESEaH/bo0UM1J8fc8VxYJ8TwxrgbF5jwdzbCJL6CwjEhhBCvIDiEdYIxGEWQFtXsUTTb+OCDD0ylkbVr11ZXx8n/ykdhR4H1wWYOYru2AEGgjEDS6BUd2dqHJxyjGQ4yU5AFERPhGHNBp+558+apIBj/jUaIniAgR2ALrz1jJvOyZctk9+7dKsPCCIRwZEwgYIcPNjwX4cnsLcsWATSOvXPnTjl06JB6LDbC2CggiMeGGsG+MesEx0GQjUAdz2/sNg9wXxwTt+Nfz2ZBuD9uw0B5sOfmHOcybkMmF+b/22+/ebVkwfuCv2PumK8uD8a/WBv4VR44cEDNARsEoyiA++M5kC3juXb4jGLtZs6cqdZu+/btbHJICCFBCKwo3n33XdNvO37Do3NhFlmK+fLlM8VljRs3VhmMxDkgpoBwCbsRxNkYSM7wlXCMisG0adO6L2BPmjTJnVXrKRwj89kIYlj06XjjjTckderUKraFAI2BY7388stKTEZloo6j3n77bRXvGJs94nF4HmQ964sbiMMgiCJeRVWbPi7OY8wXli3Ivtdzxb8Qr3FsDPg2Q8zFa9VZ+3g87OFgyYd4ESCWxAUaPAcGms4Z40YIvjiefj3Giy9YHwjguA1jwoQJ7rkgTkMDQxwbFnF67kgewWMwN2NsDSEZjchxnOeee06tNUTy9OnTK3Efc0BVH9bJWBmK/8a8kfiDRnmE+AIKx4QQQryKdB07djQFca+99poS9aIDxDwdfGIgiEQAxoZf4g6C8+bNq4JI/OuZ+QMhUa8dAsWIPAy9CccIHhGY4r8RGE+bNi1awjGEWWRrIDMCGxSI3MhQQmkkMiSmT59uEmqRBYKgGPcxlsOiyzcC+ilTprjvC9F09OjRysMZ5YkIjrGhhW0H7Bo8RV6IrgjWK1SoIE2bNlVr17dvXylbtqzaoOTPn19tnpB9gYsW+jzGxQpkpCCrY/jw4U/4CaOkD7fjX71p0Gs5dOhQdRsGsk50mSAyTiDm4jOC11uoUCG1UStSpIjaEKFBobE8EPfHRgpzxzrgc4HySmwSkDWE9x6Z5rgd2eHG9w/rAe86YyMjrB06Z9eoUUOtHR6PtcP9kP0Snqc1IYQQ54GLmp7ZwpkyZVIXDqMDMipHjhypRCtjbIHfcsZlzgIXm3ERHx7HGJ999pnPhGMkGmDo/0eMozNXIxKOEesgroPIqa3Sihcvro6FWAbnmv47YjMkM+CiBXpzQBA1ZtO/8sorUqdOHdXoDTEd7le/fn0louqsWmRDI+bC/BAvYcAnGWsDcE4jdjPuQSD0Yk6I3RA36RgZAi7uC2AvYYxjsbYaxOHGtcLjkbygwR5Hi7h4Ph3XIwlAzxOvv1ixYir+RRyuRX/cH8kDOkkByRaYL26DuIw4F59dxNWYA+JFxJFYJ3wf6DnhMYgPEacj1iTEF1A4JoQQ8gS//vqr8lfVQQiCnCFDhkS7bB6iIhrp6cAMA4EPskyJSwCcOnWqykhA1imETgSMCJDhCwcRVK/bO++8E6nfradwjAwGrLduVIhg2ZjNEJFwjHmgsR38lfH+I7sBwSqyGPDfCGKxOcGmAQIzQGYHLhRov2ZjNgf+jtcDIGxCdEU2MjbCCKS1rzPuj3MPZYJYAw2yefGcuB1BNjYdCJwRROsLHHidzz77rHz77bfqXMVrgOCN2zGwodABOTbQEJ71bRjYUOvNM0RiiLr6NmxO9G3wm4YAjA0M5oOsD7xGHdxjQ4AsYP1cEJFxf50dg40QNkBYT71OEMU91w7rjHXBgH0JwAYKa4NNFdYOA7frtUFmOs4B2oMQQkjwxGRGf2L8ZqJcPSYe+MgINf7269gAFUPEuRirlWIrHEOMhBitBU3EFq1atVKxHgTk8IRjVIPhQr7OGIZ4iYxXiJewS4MlhX4s/kU/DIjNiPVQFYbYyRgTIUMe1VqIx5D1rOMsXCxHlRcu9sMjeMWKFSqhQX82EItqSz3YNRir75o3b67mhIv/iCuNAjHmri/6G2PpHDlyuKu+lixZYtrTYOD5EFMiRkSsqK0+EPfBigN7IYi4+nEQ0levXq3WBcIyki602I5/cZsWjrUFBeJbvDaIz6jqw2NgvYH3A+tkbCyIJAK8F7jNs5KOkJhC4ZgQQogJBBvG4A3BCjIhPUvlowpKvoyBGQInBLgMZryDbFRsCBFkQljFeiErwpitG1XhGEEwsh90xgKCzk6dOrk3mxEJx6tWrTI9DgFwt27dVPduBPS6eR+Eyl9++UU9BsE7NhHI3jVmM+E58XcE6xB0ISDrzQMyjbEhwe0QRLHh0RnSyNLVFyuMwTqeG8f95JNP1GOQgaznqrPjkRUDkL2s/w5BWpdHQqTH4z2tWPSmARkreo54XmzcAQJxlDRiY4BSR2QyI4iHzQiOp7NhUD64ceNG9RgcE5nRxkwaCPDYIOCzhg0PspuxBsjKMV6wwRrA4w6bLrxvEMX1vHBeoFwVjzN6YkOAxmOYQUYIIc4GFlUo5ddiFAYaYcVG6MVvMSwA9PFw4RHVKt6a6JLQE45xcRuxF+I9HXfhojwSHJB8oAVcT+EYlVA6UQHxlqfnMDKMjTEOBE4NYjIt/mJAgNVABEaGsFHYRuM3PfBYiNL6uZEwoavWjMIx4lVUrxlBDKVvx8UZbReHbH5tZ4G4btGiRervyPzH33DBHmuC/0blF/Y08ILGc+sL/4jrEIdhX6UzgpFogHXEWuj5I4tZx4h4DbDj0EkWRu9iPB9iUSSd4Pl0FRzAPs0Yy0bF95yQ6EDhmBBCiBsEIrgab7SowOZCX/2OCQg+kS2phUYMlKPF5pjBTMOGDVWHbN0wD+8FGmBEZlPhTTiGKItMDmPwj8BZB8AoDfQmHCOrBKV5eqNatGhRtzcv/OiQ5WEUhxE060AWJX7ITte3QcxEVgX+DuETWSUQxHVZHkRnbIBxO4JklDkisNYCsG6iAuHYeF5CvEamBh6DLFw0RtG34fG6IQmySnTHcWwCtF0FMjS02KzXBvPSHtw4Z/XfsZnQGbwoqdTzwKYHrwcbDWwYMB8tRiP4hyCODQ8+A0bhWIv6yOiGrQUEZr0GuGig7wNxGcfGBgMbBKyjzgDCpgXWI5gXHod/kYGizxusuzcfakIIIc5Ai3f6e13/TiFTMjbgtxqNjj1jPTYwdi6+FI61cIm/w2pM/x0VXOvWrTNZ0BmFYwjO+u+o2DJadmlwf2N8qBvLIYYyPheqFTWIg4wJKDg2snYRG2PgvqVKlXILx4iPdJKAUTiGqAuh1ghiQn071kDHnEiWQcWdjhFhJ4YYW/uMI8MXDeDPVdsAACAASURBVOp0ogNiMIjSuqE4/tX2fqhS0zYz2AtB5IVNhZ4/BuJdPQ8I6LiIA/HbKBzDji08P3Ikd+j7IbZncg7xNRSOCSGEKBCkoMmXvoKuAxxcxY/tlWuIisZsAR3YePrYElECKJoSojQOgSbEWwSUyPY1draOinCMzQPWGKIzrC703yFi4j1BsOpNOIYQq88DbFhh6eAJvI/1phNBs7EBx9ixY93HxdyNmVGDBg1yB/eYHx6HzSoauyHoRsa1tknB60dDPm/Csc5y1iBA15trZEhrawesmTGghhccznUIttoDWncnx/PBMxDraPQLRICPDTyEb4jo+u9YawjTmDsGPKlRsqhvhyc0Njw4nlE4hrCNTHAI9J4ZXsj60vdDZrFx4wWhWIv5aF4Dj2a9dvgXjfb0+4a1QhkoIYQQZ4KYDJZTxpisd+/eqvw9tiAu0L99OkMSWZ66eStxFv4QjhGfINbTF99hr2X0GfYUjrWQqi+se2PixInu++CivLYki0g4xoV+nXCgPweIozAfb8Mo2hqFY8TBnsIrrOL07Uis0F7OiPl0drGOm2GLoeNTVH8hDtW3ow8FjqUTDlAloGN2ZAnr+yH+hSVZePOH/RpEaQi/EK+NwnGzZs3CfQ8pHBN/Q+GYEEKIAqX9xjIxDFgZ+KrRFqwPEJQZRbEBAwawNNIDZJVC1ESzjQYNGriDUATuujtzdIRjZEHg7/Dc1ZkQCFiHDRsWrlUF7EWMTfW8dWVGNqsWKSG4aqEWIGvYKBzrZnUAFhz6NjweGwVkUSCTBeW3yBrRGccYsJoAyLDSwrEWeI3AN1tnwWAD3L9/f/V3ZPziPNNiNTJIIObCWkLPAZm6OiMewi0yfJGtrTNN4COnN9pGSwxkr2DOmDsGSjCNHevxnmk/b6NwjM16eGXGEAWMnxFtK4INnHETg9vw3Hrt8C/W0rh22DARQghxHhDL8B1vjMnwHe8rL2L8pkD4Mv5moApo1KhRPjk+cb5wDCC0IhbVF60R1xgv4huFY4jK+u/IzPUG7BuMtl1aXPUUjo1WFfD6NWbkwjsZMR4SW/TA/yMxATEjBixeEPsahWNUx3ledMEFdm/CsU5Y0H0nkB0NCzB8XvD6UbmHmFDH1UhKQMWgFofxfujEACRE6JgasRt6fHjOH3Eq5o+/I+ZElZlnxjFiwKgIx7CqYMYx8TUUjgkhhKgABUGOsRwSApn2aPUFEMA8bTAQCCJjMxRBQAvfWmTnYnjrjn7w4EG3NQEGsjliIhwDlAMam3bkypXLVPpnFI4hXBvFT2/vkbHbM4Jk4+YhIuEYFhPGzFs8LzYPxoFsWgxkmCCQ9hSOEcgjy9Zzk607cuM1IhA3CuHYEOugHZkoZcqUcW/EcdEEzVbw/7CagCgNmwj8P7JLtF8y3g/j5gr/jXl6mz/+hfiMx3pmHCOTJryMsYiEY3g5GzNuUFoc3tphXVFaSQghxFkg2xG9AYzNUuGJj+xPX3rXw+YIJf9GcRoVT8bGtCS0hWMAe7KcOXOazhNvwrGxpwTiN237oEEcY6x0Q1NGLa5CODY2eMN5adyjQPTVt6GyCw3njAOZ8rDAW7lypdq76NgpNsIxxGctWOOziCoyxKFYK2QfQ5zVCTfIntb3RUY2qgU0iFe1LzRuQ4ztOX8kGWDuuA09NvA5NzbHw0A/jagIx7CS82YTQkhsoHBMCCFEZbfqjr7aCxZlWMbGC74AHrBoGqafB4IjMhRC9co4snQRFGJATNRdoDVYF6M1AsTOmArHOnjVDdQgrhp9p43CMSwXdHYEBFRvfooQarUYi/MF5YdREY6N4id8ftEZG37ExoHzEQMNRBBAe1pVoJzP04sxIuEYm2N93uE2NJzT5YYIxLGRqFevnvp/iOlYQ52hjDXX5yeCeIiyev64H+bpbf74FzYbeG68r0bhuHHjxuEG9Z7Csf4M4r3VWdI6+yW859Z/p18lIYQ4DwhIupmW/o2FXZUvLCo8QVyA32L9XEggwHPpxrTEGfhTOIa4i3hVX1APTzhGMoROdsA5i8ZziM0Qv6B/BJo868pDxHO6Mgyg0guVU/q4iH23bNmiHo84CNm+sBfDbRBwYc0Fuy+cpxBxcSxkOaN5MWIzWOzFNuMYcRqsynTsqJNrcByIvVgXeJDr/Yy+HZ8no7Ucqty0wIzYGpnJaJiH2BDHQbIC9kKYO46tLdqiIxwb7QCRGILvECQuYI0I8QUUjgkhJMSB5QC8uIyBYKVKlaLUjC26IMiaNGmSyR8NGa26WVuoMXXqVPc6wMcQQbcRZPoa/Q0bNWoUK+EYQSoassFDzTP4NwrHCFaRvaqD+w4dOjwhaqOc1dht25iVbBSOsYlA4K9BdrUO/vGcng3cENSjfBZWGmhagrnEVjgGaFSnxWBkzsDuAsdDBpeeM27HualfO+YJkVmDjYhujIKBjDBPj2IE6pg3yjEh4HprjtekSZNwN+XGxjGYi+7wDbCZ0K8B6+qZzYMMG5Q4Yu2wyTMK9oQQQuwPytNhe6SrgzCQTeivLGCIY/jNgNCnnw+itTeLKhKawjFALAKLiIiEY8Rv6NOhY7X06dMr2wRUPyHuQSKBPq9hsYWMXg0u0Buz31GRhvtAUMV+xNirA7EZhGUI04jDUI2HjF/cBusI9JBAbBZb4Rhgz6Ib2+mBBAid+Q8bCuNnBwPzMoK5wC5O26lhjqi+w9yx1qh809UFEMUhhEdXOIadiPFCE7K50UtGNwkkJLZQOCaEkBAGgRqCPC3k6fKy9evX++05vZVGwsfPGECGCsim1cIwAm0I9miAhqZn06dPV8GwDsAhIiI7NzbCMUA5X9WqVSMUjiFAGpu8QUiFyH38+HElRqLRB4JbfTs2E8asBmOzEQTDyBRB+R0CchxDPxbnHexLYB2BzfLu3buVNQWEXWwCsDHQm+XYCsd4fp1hrcVXbJS0DYXRzkLfjuN5eilDFNabCKwZNhV6XZCZDQ9nzB0Dm6XoCsd4/fp+WB9sypBZg3XAZ0RbamAO2HDgYgN8yNFY0Lh2KDemcEwIIc4BFyfxe2m8uItqMPz++dKiwhP8hiDbUT8nfkMRJxgvXBJ7g8ZpxpgtOiCG0fFPREkK69atMwnMGKiEMoJYBWKvjscgYqJ6CnGbjt8gCMNWwnhOQ1yFiKs9g3VcjOQSVMEBfA6wX8DnQ1/oRxa0Fm5xwQMZwPq8xfGRNKCPV6RIkScycI3NnGEnoftSaBBHGSsyMYyNh3F/Y/8WDMRsnsAuDvEcsoFxH2QnY+7aMxnxXqFChVSTPZ2QgPjduN4R2Y9BmNbiOQYSOxDzrlixIsL3npCoQuGYEEJCGGRbGjNaEcggsMHmxZ9AjDMGOAgCsVnyzN4MBeG+e/fu7uY0WH8ElciKgD+uDobxd9gbRNbtPCrCMUAg6RnoGoVjgDI63XEdATrmBWEbWRKYm842hpDpKa4aRV6dHQsRGFmweI+RDaIDcWxW4GuHzAhsJnSZIwRnBMnaJiK2wjHKII3NVXT2CcoEATYaWC/j7dhIe3bghsAN/zgIt3ieHDlyqHXBJhtirc6mR5M8HbAjoyuqwjGy741rh88nNjvIwsbaIZNZbySQvYK1Q5NDlEHqzzI2Iyg19vfnmBBCiO9AVYkxwxC/vfhN9/wd8tdzQ6TTz43fMjYwdg64uI8L1xjR7W+A2BIXovXjJ0+e7PV+iMdwTuj7YeiqLSNIEkCch7gVsRFiLcRAuD9ifVzw9mbXhfgKVXHInkWmMh4LEVpfBEdMA2sViMO1a9dWmfk4doUKFZT9A6wwPBt6IxlDzxUit6cFHxJl9O1YA8zBCC7+o/JM3wfxmzErWSfg6NuRDHHlyhWv64c4E+vVsmVL+eyzz1T8hobQSBLB5xxNxLU3s45b27Vr5z42LMjCA1YgELRxAQHHxtrBTxq9OQjxBRSOCSEkREGGgbHsHgP+Yr7q2B0RCIwQ2Bo9dv2d6WxXUH7Xo0cPJToaS1P1gOcuytk8syDCE45xX/1YZJ96E46RcYGuzsZMczS6MwJhc+nSpcp72TPbQgu+CExhx+ApUOIcghBszBwxZksgwIWIjLJDY0NGLfpCjIbwabSxQKMRnQmMCw3emuPBMkMfp2/fvk+sjTHzRJcb6osV+BcbFePt2OB4A6I1ykKNjQv1wEUAbJCQNaJFb2yQsMHR98FmKjzhGJseZHAjQ8d4XC2EY1ODtcOGw7N8EgOiPjZVzDYmhBDngO92lKzr3zkMlJt7WhL5C8QFEM6McQhiiKjEHsR6IEpC0MSI7u8/YhTEW/rxEWWaQxTV98Mwevl6nk84JqwSkKmMqijcPzxR1ViViP0JBE/0RcFjPGNMCN04L3FMHBvVavicGEVXb/NFbOqZuY/kAX075utN0EZcFtF9EGfr25FxHVESDGI/vD9IzkDSBRr54XXClsJzbhCtsUfQx0bsHBFYc9wfx8a6Hz58OGR7yBDfQ+GYEEJCEAQ98P0yCk/IVkSpvT/LIT2FPk/h+pNPPlHlXKEGgnSUtkGohDcaxFps4JDlAP807fMbFdasWaOOgzFmzJhwM5Ww/hBX9X0hRno7T2DlMH78eOWthiyQOnXqqCzpkSNHqsDUW1Yrgl3chvsgEwMiNawvUJqowbwwVzQ0we14zSiPxLHnz5//RNYHNhK9evVSc8W8PdcEmRnIVMHtuB/sLzzB5kK/XgwE7EaQ7aFvwzG0jYUn+IzANgIZPhD9IUBj/njvkI0DYdm4LlgP2HvoY+NzFt7GAn9H0A9LDOPaoUmMcaMDOxOIyfCfNq4dBOuLFy96PTYhhBD7gd8U/K4ZLSpQFYTv80DFZACWACiXN1oFIFYMr5krIVHBs0eGU47tbxDvhVqlJXEuFI4JISTEwCYEApnRqkA3AQvklWnMA55c8BTT80CW5axZs0IykELwC9EcGRFojIGMBGReRHfDhjI8CIsYaAIS3qYTf4d4q+8bUedlZHEg0wHirc4Yicq5gudHNgpEYIjjntkgeJ/xvLgdrxkZIzi2t9eM9dHzxb+emwV9LH17eIK2fr0Yns+D/9e34RiRnYdYa7xHyPCAyIz3TltfeIL10sf2LJWMytp5PgZzwxyRCYPnRhZMeGtHCCHEvuAiqtGiAhf1ceEwEBYVRvC7OXHiRLcfLQYsoLzZERBCCAkdKBwTQkiIAZGrTJkypkzfihUrBsSiwhOIaMaGHro0k6WRhBBCCAl2UL0Cn3yjRQR6AiBWswJcJC5XrpwpLkNDMt2olhBCSOhB4ZgQQkIIeGt99dVXJm/hF154QWUgWwUsDbJly2Zq0Ify+/A8YAkhhBBCnA6qYGB3pBvkYqAKC9ZGVlZeLV++XNKnT++eEzKQ0VjMybYAhBBCYg6FY0IICSGWLFkimTJlMllUoJmalc0TUFqPDUmiRIlMYvaKFSssmxMhhBBCiD9BcyyjRUW8ePGkXbt24VoeBQrEhPDWx3z03LJnz676BBBCCAk9KBwTQkgIlUO+9957pnJIlB/Ct9Zq4OdbtmxZ97wwx/Lly6vOyYQQQgghwQQaun788ccSN25cd+yDhsHoI2AH0HOgRIkSJlG7Xr16UfLoJ4QQElxQOCaEkBAAWb29evUyZfWiOR6yegPZsTsiMJdnn33WVBo5btw428yPEEIIISS2wPJh0KBBT1hUzJkzxzbNgTGP6dOnmxrlpUmTRjUwJoQQElpQOCaEkBBg5cqV8vLLL5ssKtCx+/79+2IXMJf27dubsm8KFiwohw4dsnpqhBBCCCE+YdmyZZIjRw5TlVXLli0tt6jwlhVdvXp1U6O8d955R44cOWL11AghhAQQCseEEBLknD17Vj744ANT4F+yZEk5efKk2A1sRvLmzeueZ4IECaRRo0YsjSSEEEKI47l69apUqFDB5B9coEABOXr0qNiRLVu2mHpjoHKtY8eObJRHCCEhBIVjQggJYlBq2L17d0mcOLE76M+QIYPMmzfPNuWQnuWbQ4YMkeTJk5tKI2fPnm311AghhBBCYsWoUaNMFhWpU6eWn3/+2ZYxGXj48KH06NFDVarpOUNI3rFjh9VTI4QQEiAoHBNCSBCzceNGeemll9zBPmwgunTpIrdv3xa7cuHCBalataopQxoNY9gojxBCCCFOBdm7r732mqnhXIcOHeTGjRtiZ06dOqWypI3WGp9++qntrDUIIYT4BwrHhBASpISFhUnFihVNnsGlS5eW06dPi9MEb2RMo5EMmvwRQgghhDiJK1euSLVq1UwxGay5jh8/7psnQCPhR49EHj0UefSXyN+PXH/zAciGXrx4scqO1nNHZdhPP/3kk+MTQgixNxSOCSEkCHn8+LF89913kiRJEneQ/+yzz6rAP1ZgI3LrisiRLSIbfhVZPlZk/kCRxcNF1kwVObRB5HoYPCdiXRrZs2dP0wYre/bssn379tjNnxBCCCEkwDFZ//79JUWKFO6YBvEZhNdYWVQ8vC9y5rDI3hUia38WmdNXZHJXkWnfumKz9dNEju92xW2xBJVqtWvXNlWDFS5cWA4ePBjrYxNCCLE3FI4JISQIWbNmjSljF+WQLVq0kDt37sT8oGEnRFaMExnWUKTHhyKdioi0yyfSModI6zwiHQqK/PcDkYE1RVZPFLl2Llav4cSJE1KwYEGTzUbNmjXl7t27sTouIYQQQkig2Llzp+TIkcMkujZt2lSuX78eswP+9UDkwBqR6f8V+a6cyNclRDoWdMVjjV8UaZZFpM1rIp0KueK10c1FNv4qcutyrF7H3r17JWfOnO7XkDBhQmnSpIncu3cvVsclhBBibygcE0JIkAGP4LJlyyoPOh3clyhRIuYdu5FlvGOxyKAvRTq+KY/rpxCpHTf8UTexSMf8IiMaiWycKfLgbowb5U2ePFlSpUrlfh0pU6aUCRMmxOx1EEIIIYQEEFzs/uKLL+Tpp592xzJFihSJeabu9Qsis3u7LtS3zPpv3BUnnHjs3783fk6kcyGRSV1ELp+J8Wt59OiRDB06VBIkSGCqZkOyAiGEkOCFwjEhhARZOSS8gI0WFWnTppVFixbFrBzyn79F1v4i0r2ESIPk4W9OvG1WGqYR6VxUZNnoGIvHyMapU6fOE6WRTvBpJoQQQkhoM27cOHXR22hR8csvvygRNto8uCcy9WuR1q+6LtJ7i8nC+xsGMpFHNhG5ej5W/TOqVKliapRXqVIluXnzZoyPSQghxN5QOCaEkCBi8+bNygvYaFHRqVOnmNs77FrmsqSoGz98gbjOUxELyB3eEFkV8wYqe/bskaxZs5pKI3v16hWzTRchhBBCSIAa/ebOndt08btevXpy48aNmPkZz+kn0vKV8MXhpi+JdCoq0uyl8GOzRs+JTOkmcvdGjBMU1q1bpzKN9WtKmjSpDBgwIEbHI4QQYn8oHBNCSJBw+fJlKV++vKmhHMohY9yx+/JZke8rh79BaZBWpHspl79e27yu7JfwxGOIzyf3xmgaEIgHDx5sKo2EkMzSSEIIIYTYkVu3bsmnn35qsqiAz/H+/ftjdkB4GrfM6T0m61hYZGZPkU2zRPYuF9k8y9W0uEdZ7xf+W7wqsm1hjF/b/fv3Vd8MoyVarly5ZMeOHTE+JiGEEPtC4ZgQQoIAZIAgC/eZZ54xWVRMmzYtZhYVjx+7OnQ38eJnjE3Lt6VF1kwVObJZ5I8dro7ei4aLtH/T66bmcb2nXRkuOG4MuHTpkvJpNjbKq1ChAksjCSGEEGI7pkyZIilSpHDHLYjPxo4dG7NqKcROY1s/GV/h/795X+TQepGbF0Ue3nM1zsO/d66LHNspMqiWSD2P7OP68UR+6hDjmAz8/vvvSizWry9+/PjKWozVYIQQEnxQOCaEkCAAWR7ZsmUzlUO2atUq5sIqOm/3/VQee242lPVEAZE9K0Xu3xH555HLB/nRXyJ3rolsXyTSKqd3sfnrUiLXL8VYGJ8xY4YSw40+gSNGjIjZ6yOEEEII8QN79+6VvHnzmmKy5s2by9WrV2N2wNtXXQKxp3AMS4qtC1xNjL2B+AyicvOs5sfWf0rk+0oi92JmV6EbGKNZsdG/OU2aNLJwYcwzmQkhhNgTCseEEOJwsBHxLId855135NixYzE/6NFtIk0zPCkAN0wvsmCoy2vPG/j77D5PZreoDU4WkeO7YjwliOCtW7c2bcTgHYisF0IIIYQQq7lz547Url3bFJPhwv7hw4fVRfAYcfaoSMeCZvEXcVbP8pE3ukP28dfvmeMyHAcVYpf+lNhw7do19VqNcVnJkiXlypUrsTouIYQQe0HhmBBCHM7AgQMlefLk7qAd2R9z586NmUWFZvk47yWRXd4WuXAq4sf+vk2kQSovWceJXZYWsQAi8euvv+5+rdiYofnfgwcPYnVcQgghhJDYMmbMGFMWLhr6Dhs2LHYWDmEnXE3vPLOGh9YTuReFyjJkF3sKxx0gHJ+J+Zz+rQbbtGmTZMyY0f16EyVKJL179465SE4IIcR2UDgmhBAHs23bNpNFBbx/0bH79u3bMT8ogv0J7b03YBnVLPySSM354yLt8nkRnuOL7FgS83n9Wxo5btw4tTHRr/m5556TZcuWxeq4hBBCCCGx4eTJk/Lmm2+aMnCrVKmiMnNjxd3bIl97WFXgvyEI34jEAuzBXVfGsafo/N8PRe7E0DrDo1FemzZtTK/51Vdfla1bt8b62IQQQuwBhWNCCHGwRQU2JBCLdbBeqFAhOXjwYOwO/PffIgO/9C4czxsY+ePPHxNpnevJBnn1U4vsXx27uYnI5cuXpVy5cqZNSqlSpVQDPUIIIYSQQPPXX39J06ZNJUGCBO7YBD7HW7Zsif3BH/8jMrnrkzFZ88wiG2dG/Nh9K0WavmR+HLKPJ3aMPBEgipw4cULFn8ZqsOrVq8cuiYEQQohtoHBMCCEOZfTo0ZI0aVJ3oJ4sWTKZNWuWysqNFWimgvLHltlFWrz6v9Eyh8imWZE/ftdSeezNqgLNWU7ujd3c/i2NXL58uTz//POm0sgffviBpZGEEEIICTjTp0+XVKlSueOS+PHjy/jx4+Xhw4e+eYITe1yxmCnrOL5I57dcDfKQeawtyiA0o2HxnhUiPSu47mcUjdvnEzm8wTfzQtj4zz/q9XvGpLNnz/bZcxBCCLEOCseEEOJA9uzZoxrDeXbs9kl2B6wqIPAeXPfkuHEx4sdiozKkrnd/5G7vum73AXfv3pWuXbs+URoZ62xrQgghhJBo9l8oXLiwKSYpW7Zs7C0qjDx6KLJ4hEijjB5+xfFFOhYQGdZIZNkYkQ0zRFaOF/mpvUinIq5qL2Ms1uwlkRXjXU3zfAhea926dU1rgEbNFy5c8OnzEEIICTwUjgkhxGHcunVLqlataurYjYZxx44d892TIOsYJYyeI6JmJ4/+Evn1O5GmL3hpjBdfZF5/VxaMjzh9+rQUK1bMVBrZuHFjlkYSQgghJCDA47dBgwYmi4rMmTOrHhQ+Bxff1/4s0reaPK6X1BxnNUon0i6nSMc3RNrnFmmWyWwXVi+RSO9PRLbNF7l7w+dTQzXY3r171Ws3Ngbs1q2bz5+LEEJIYKFwTAghDmPw4MGmcsAUKVKockiUCloGunovHyvSPJsX0TiOSK+KIlfO+fQp8XpnzpwpiRMndq9FmjRpZMaMGT59HkIIIYQQb8ybN09SpkxpEksHDRqkPI/9wvULrqxiVHF5i7f08LytY0GR1VMjrxyLBXjNPXv2lDhx4phEdNiLEUIIcS4UjgkhxEHAiiFnzpymUsD69evLjRu+zx6JMmEnRCZ1EWmb2/smBl7J8NnzYbaxBtYcaBBo3KQULVpUwsLCfP5chBBCCCGa8+fPmyqfMKpVq6b+7hfOHHbFW/A1bpzxyZgrotEwvbKukAltRY7t9NubiPgLcZhej3jx4knlypWVxRghhBBnQuGYEEIcws2bN6V27domi4r8+fPLkSNHrJkQrCm2zBXpXdXV2dubaNwim6us0sdeekbQsfzll192rwnKRTt16uS35yOEEEJIaPPo0SNp0aKFyjDW8UemTJlkx44d/qkAO7hWpGf5Jywo3FYU8DJu/6bId2VFOnp4GxsH7MS+ed/VUM8PwLJiwYIFki5dOve6JEmSRCZNmuSX5yOEEOJ/KBwTQohDGDNmjCRPntwdiMOiAV2s//7778BP5uJpkandRToUkMf1Uzy5MUHjlg4FRDZMF7l/y69TQcfy3r17S9y4cd1r8/zzz8v27dv9+ryEEEIICU1+/vlnSZs2rTvuQAzSq1cv/1hU/HnYJRo3eObJC/RNXxQZ2URk51KRU/tEzh0VOX1AZM8q198bv/ikyAy/467FRS6c8P1c/21g3L59e1M1WN68eVVvCkIIIc6DwjEhhDjEouLVV191B+AIxj/77LPAN4KD3cShDSJ9P3V15vaWzYKNzLelRXavEHkQmPmha3fJkiVNG7hatWrJnTt3AvL8hBBCCAkNYMdQpEgRkzD6/vvvy6VLl3z/ZMhenvmjSMNkT8ZbjV8QWTxc5HqYyF8PXTEamhjjX1SF4e8Lh4o0TPPkY+snFJk/yC82YuDAgQOSNWtWUwPjDh06qExtQgghzoLCMSGE2Jxbt24pkRg+cToAz507t+zbty+wE7l5WWROP5HOb8vjBqm8C8bNsohM7yFycq/IXw8CNjWURi5ZskQ1x9NrhOzscePGBWwOhBBCCAluYEPRsWNHZYul441XXnlF1q9fr2IRvzTDQyM8VHJ5VnZN+1bkzvWIH3/7msiwht4v9KNhXmSPjyHIvB4yZIgpdoV9xZw5c/zyfIQQQvwHhWNCCLE5U6dOlWTJkpk8fKdMmRLYrI2r50VGNxdpmVWkbnzvojE887YtErl1ReSfwNtnoDSyTp06piY1uXLlkhMn/FOKSQghhJDQAhepPS0qIJDCNssvnDksj9HY0TnlnAAAIABJREFU7olmd2lE9q2K2jG2zpXH9ZJ68UVOIXLqgH/mLSLXrl2Tjz76yFQtV6pUKfV3QgghzoHCMSGE2Bg0vkMDPKMYWrduXdUoL2BcOCkyprlI0wzeBWNsaMa3dXnrPbwvVrJr1y7Jnj27qTSyZcuW/vEcJIQQQkjIcPbsWWWLZbSowP/7xaJCc2SzSP14T8ZfLXOKnDkUtWOEnXDFak/EcPFFti/x29SRgb18+XJJnz69e70SJUrEajBCCHEYFI4JIcSmPHjwQGrUqCHx48d3B9zwOT58+HDgJnFyj0jfauGLxh0KiqyfJnLzkiVZxp5AIEYTQWNpJDYsq1evtnpqhBBCCHEoaETcokULSZgwocl6Yd26df6xqNDsXyVS38OmAqPFqy5bsKgQdtyrcKya5G2a7b+5i8i9e/fk22+/NSVAZMuWTSVGEEIIcQYUjgkhxKaMHTtWkiRJ4g60n3nmGRk2bJjavASEezdF+n8h0ijlkxsWeOt9VUJk30qRB3fFTty4cUMqVqxoKo2sVKmSXLlyxeqpEUIIIcSBrFq1SlKmTOmOLXCBumfPnv6zqND8vt11of4J0TepyM4oZgvvWOISib0dY7//L6yfPn1a9eYwrh2q5/y+doQQQnwChWNCCLEh8OXNmzevKUOjevXqgbOoQJftTTPlccO0Xjcs0qmoyMF1AW2AFx3Wrl0rqVKlMonuQ4cOtXpahBBCCHEYuPD8/vvvm2KysmXLypkzZ/z/5GePiDR90fsF/LGtIr94/9dDkTEtvcdyjTKKnD8ekIaCqAaDfZgxW3v69Ol+f25CCCGxh8IxIYTYjDt37kiTJk1MAfZrr70mBw8eDNwksJFAF29vXbibZhFZPFI1bJGzR6M+cH80zguQzQdKStG0Rq9h1qxZZe/eKJZ1EkIIIYSISNeuXU0WFc8++6xs3LhRCaJ+B8Jw76re7SoaZxSZ21/k4T3vj0WF2rpfRJp5EZ4hJPf/3CUsB4Dbt2/LJ598YmoqWLhwYblw4UJAnp8QQkjMoXBMCCE245dffpEUKVKYSvomTpwYOIsKeSwy/VuRBs94FY4fN0gr0q2kyLcfiHz9ftRHj/+IrJ8e0Kzt119/3bSONWvWDOA6EkIIIcTJzJ8/XzJmzGjKNoaQHDCbBfgn/zbGq9WEGs2yiIxo7KoCu3xG5PYVkathIif2iUzqItI2Vzix3DMiW+ZKINm2bZtkzpzZvY7o4dGnT5+AzoEQQkj0oXBMCCE2AmJnnjx5TBsU+PUGzKIC3L8j0rGQ9w2KGvHVBkZtYuomjvpolEhk0bCAvQxkAk2ZMsXUXDB16tSydOnSgM2BEEIIIc7k+vXrUrJkSVP1UtGiRSUsLCywE7l1VWRQLZc9hbe4DBf0W+dyXaTH/XqWF2mbV6TRc94tKnCcwbVF7twMeAPjH3/80dTA+MUXXwxsRR0hhJBoQ+GYEEJsAuwVatWqZbKoyJIli+zevdu/Hbs9ObJJHjd4NgLhOIajwVMBFY7B3bt35csvvzQ1ysMm8OLFiwGdByGEEEKcA+IuNL9LkCCBO4ZA5vGKFSsCG5O5JiNy/phIv+rehWC3/URikYYpXU3vwr1PHJEBNUTO/e46boBB/FWoUCGTZUW1atVUvEYIIcSeUDgmhBCbMG/ePEmaNKnJWmH06NHy6NGjwE5k9RTX5iMIhGOwc+dOef75593rik3gd999F/B5EEIIIcQZwMM4ffr0pgvPP/zwQ+AsKjyBn/KFEyLDG7q8jb15HkckFuP+jV8QGd/OZWkRCH9mL0B0nzlzpiRKlMi9tkmSJJFRo0ZZMh9CCCGRQ+GYEEJswKlTp1T5o9GiAhkYAbWo0MzpI9IwjkiDuL4dTeOKzB8Y8JeD0siOHTuaSiORNbRr166Az4UQQggh9uby5cvy4YcfKrFYxw0FCxaUs2fPWjuxx/+I3L4qsmaqq2Feo0wuQRgD9hM6Gxn/YtT797YW2UT6fyay5meRuzcsyTQ2cu/ePalRo4Yp5s2XL5+cP3/e0nkRQgjxDoVjQgixGHjxNmjQwOTF+9JLL8m+ffusmdCJXSJrJ4usmeLbsW6yyClrXtO5c+ekWLFiptLIypUry507dyyZDyGEEELsSefOnU0ZscmSJZNly5apeM0WPLwvcv2SyIG1IqsniszuIzKhnUifaiLdS4n89wORvp+KTOoksnK8yJHNLsH5r/tiF/bv3y+5cuVyrzFs2rp162afNSaEEOKGwjEhhFjMtGnTJHny5CaLCnSZ/vvvv62Z0N+PXJsSXw9sWHBsi0ojFy1aZNoIJk6cWGbNmmXJfAghhBBiP7Zt22ayqMDo1KmTdRYVEYGYCrHVg7sid66LXA0TuXTaZUVxPcyVXfzQutgrIhDjwp7C2Hgwbdq0snnzZqunRgghxAMKx4QQYiEoy0N5nnGDUq5cOblx4wbfFx9z//59adiwoWmt33rrLTlz5gzXmhBCCAlxbt++LRUrVjRZVLzzzjty+vRpcQSwoDAOB1iCGKvBsO4VKlSwxqaNEEJIuFA4JoQQi3jw4IG0b99elefpoDlz5syyZ88evid+4ujRo5IlSxb3esMepG3btlxvQgghJMRB8zs00NUxQurUqWXFihW0T/BjNdjy5ctNjaGfeeYZ6du3r7+ekhBCSAygcEwIIRaxYMGCJywqRowYYZ1FRQiAte3Vq5epNDJNmjSyZs0aq6dGCCGEEItYtWqVZMqUyVSV1KxZM9Vgl/gPrG/z5s1N6549e3Y5fvw4l50QQmwChWNCCLGAsLAwKVCggClQfv/99+Xq1at8P/wM1rhkyZKm0kh0T2ejPEIIIST0wO//Bx98YLqonDt3blpZBYg//vjD1CgP70OHDh0C9fSEEEIigcIxIYRYUJrXqFEjlWGsg+SMGTPK1q1b1W3E/+u/YcMGSZEihXv90TRvwoQJXHpCCCEkxBg8eLCyrtIxQapUqWThwoWMyQLEP//8I1OmTDHZhKAiDzYWhBBCrIfCMSGEBBgEwsmSJTNlG/fv358WFQHk0aNH0rFjR9N7kDNnTpZGEkIIISHEvn371MV7YzzQpUsXWlRY0MC4dOnSpvehRIkScu3atUBPhRBCiAcUjgkhJIBcvHjRZJOAUaZMGblx4wbfhwBz4sQJyZYtm6k0skmTJnwfCCGEkBDg1q1bUqVKFWVZpWMBWCacPHnS6qmFJGvXrjVVgyEDuWfPnlZPixBCQh4Kx4QQEkBat24tTz/9tMmiYseOHSyHtKg0Es0I0cFbvx9JkiSRefPmWTEdQgghhASQ77//XllV6RggYcKEMnv2bMZkFjYw7tatmym5IkOGDHL48GGrpkQIIYQZx4QQEjgWLVokKVOmNAXE33zzjRIwiTXcu3dPKlSoYHpPihYtKtevX+dbQgghhAQpBw4ckBdeeMH0+4/+E7CyItbx559/SrFixUwNjOvVq8f3hRBCLIQZx4QQEgAgRBYuXNi0QYFlxdWrV7n+FoOM79SpU5ssK5CJTEGfEEIICT7++usv+fzzz00WFW+88YaysCLWNzBG1rcxExz/jeQLQggh1kDhmBBC/AyyV5BZDEFSB8Hp0qWT7du3sxzSBkAg/vHHH02iPrKQ0DCHEEIIIcHF8OHDTbZhSZMmlfnz5zMms1GjvKpVq5risoIFC6psZEIIIYGHwjEhhPiZNWvWSPLkyU1ld3379mVGq40ICwuTfPnymd6j6tWrK789QgghhAQHO3fulCxZsphEyZo1a9IKwWbg4n3atGlN1WDt27enuE8IIRZA4ZgQQvzIjRs3TF5tGKVKlZKbN29y3W1WGjlt2jTVHE+/T4kTJ5Zff/3V6qkRQgghxEeZrFWqVDFZVOTJk0cuX77M9bVhXDZ48OAnGkrv3bvX6qkRQkjIQeGYEEL8SNu2bU0bFHTsbtq0qcyYMUMJlRz2WYOpU6dKrly5TCJ/3rx55dy5c/yMEEIIIQ5n4sSJkiBBAtPvfPbs2aVGjRrK85jDXmtQrlw5iR8/vqkaDBYWDx8+tPpUIoSQkILCMSGE+IlNmzZJqlSpTBsUlNolS5aMw4ZrADsRCPvG9wublN69e9NWhBBCCHEwyCr2tKjQv/OIzTjstwbGxAs9kIE8Z84cq08nQggJKSgcE0KIn/BsuMbhzDUoXrw4y1gJIYQQB3Pw4EHL4wkO36xBjx49rD6dCCEkpKBwTAghfmLmzJmmEjsOZ64BrEUePHjAzwkhhBDiUPA7/umnn1oeU3DEbg1gLXLo0CGrTydCCAkpKBwTQoifgAfboEGDpGzZsvLRRx9xOGwNPvzwQ2nVqpWEhYXxM0IIIYQ4HDQmXr58ueozMWvWLA4HrQGSMebNmyenTp2y+jQihJCQg8IxIYQQQgghhBBCCCGEEBMUjgkhhBBCCCGEEEIIIYSYoHBMCCGEEEIIIYQQQgghxASFY0IIIYQQQgghhBBCCCEmKBwTQgghhBBCCCGEEEIIMUHhmBBCCCGEEEIIIYQQQogJCseEEEIIIYQQQgghhBBCTFA4JoQQQgghhBBCCCGEEGKCwjEhhBBCCCGEEEIIIYQQExSOCSGEEEIIIYQQQgghhJigcEwIIYQQQgghhBBCCCHEBIVjQgghhBBCCCGEEEIIISYoHBNCCCGEEEIIIYQQQggxQeGYEEIIIYQQQgghhBBCiAkKx4QQQgghhBBCCCGEEEJMUDgmhBBCCCGEEEIIIYQQYoLCMSGEEEIIIYQQQgghhBATFI4JIYQQQgghhBBCCCGEmKBwTAghhBBCCCGEEEIIIcQEhWNCCCGEEEIIIYQQQgghJigcE0IIIYQQQgghhBBCCDFB4ZgQQgghhBBCCCHy+PHjJ8Y///yjxt9//+0ejx49Cnf89ddfHFwDngM2Pgci+vxi6M+5/uzr4fndQEIDCseEEEIIIYQQQkiIE55gbBSNKRBbL/pxcA0CISobLxRROA5tKBwTQgghhBBCCCEhzKGDBzm4BjwHQvAcuH//vmk8ePBAjYcPHz4hJHsTkEnwQ+GYEEIIIYQQQggJYawWrzi4BjwHrDkHbt++rcadO3fUuHv3rty7d88tIhsFZGMGMsXj0IHCMSGEEFsQWWlkRJ56LNljyR7PAeedAxF56nn66tFTjxBC/Bt/UbSjcMtzIDTPgWvXrrnH9evX5caNG3Lz5k23mKxFZE8B2TNGI8ELhWNCCCGWE1kTFgrF1ot8HFyDQArJkYnHhBBCfBuDWS1ecXANeA5Ycw6EhYXJhQsX5OLFi3Lp0iW5fPmyXL161S0i37p1y52FjAxkT/GYsVnwQ+GYEEKIpTBI5EaB50DongMReep5K4vkBoUQQnwLhWPrfws5uAZWngOnTp2S06dPy59//ilnz56Vc+fOKSEZIvKVK1eUgIwMZJ19HJ54TIIXCseEEEIsgxkuDJS5WQrtcyA8T73wfPWYeUwIIb6PxRiPWf97yME1sOocOHLkiBw9elR+//13OXbsmJw4cUIJyRCRkY0MARkZyMg+RtzmKR7zon7wQ+GYEEKIJXCjwgCZmySeAxF56kFINgrI9NQjhBD/xGMQfvibzN9kngOheQ7s3r1b9uzZI/v27ZMDBw7IoUOHlIisBWRkIMPGAuKxzjzWnsfMOg4NKBwTQgixBArH1geKHFwDO/nqwVMPJZEQkrWnnlFA1tnHnrYVhBBCYo7+PrX694CDa8BzwJpzYOPGjbJ582bZunWr7NixQ3bt2iX79++Xw4cPyx9//KGsLCAeI/MYMZr2PNZZx7SrCH4oHBNCCLEECsfcIHCDwHNAe+qdOXNGbUogJGsRWQvIyEA2isfeMo8JIYTEDArH/C1mPBba58CKFStk5cqVsmbNGlm/fr1s2rRJtm/frrKQDx48qMRjxGvnz59X8ZmOzTzjMsZjwQuFY0IIIZbA0kjrA0UOroFdfPWwKTl+/LjKaoGIjM0JBGTdlEVnt2CTwoYshBDiW+EYoo/VvwccXAOeA9acA/Pnz5eFCxfKkiVLZPny5bJq1SrZsGGDykCGjQWsKxCj4UI/qsRgWYG4THsdUzgOfigcE0IIsQRmuHCDwA0CzwFsSPbu3atKIpHVAhEZjVkgIKMpCzYoWjzWDVk8LSuY4UIIIbGLxygc8/eYMVnongO//vqrzJw5U+bMmSMLFixQAjIykCEeb9u2TcVpiM9OnjypLuwjLkPWsaddBeOx4IXCMSGEEEvgRsX6QJGDa2D1OYByyC1btqiSyJ07d6rNCQRkNGXBBgXZx1o8Dq8hCzcqhBDCeMzq3zMOroFTz4GJEyfK5MmT5ZdfflEC8ty5c5V4jMxj+B8jPkNshgv7iMvgdYwL+jomo3Ac/FA4JoQQYgkQfJjhYn2wyME1sPIcQEbL6tWrZd26dWpzgswWNGVBV2+d3YLMY9hW6IYsLI0khBDGY4xfIv593bd3r7o4+8vPP0vVqlXlo48+krJly0Z74HG+Gh9++KF8/tlnMmf2bL5/Noo/R48eLePGjVMC8s8//ywzZsxQ9hVLly6VtWvXKsuKffv2qYv68DrWdhXGSjBczOeF/OCFwjEhhBBLgGiMIMPqYImDa8BzwLpzACWRixcvVpsTiMgQkJGBjOwWiMfYpMC2wrM00uh1zI0KIYTELh7jhfzgi4Vm/PqrvPzyy5IgQQJ56qmnbDVeeOEF9btv9RpxuNZg6NChMmLECBkzZoz89NNPSjyeNWuWLFq0SMVmuAABa7HDhw+rC/poZIyYTF/Mp3Ac/FA4JoQQYgl2E44PHjgg27ZuleXLlknbNm2kXNmy0R4qOwMZHdEcXjMzypSRShUrSteuXWXjhg2Wr090x4H9+1W2i9UD87B6LTjCXwNktcyePVtltmCDgs7eWjw2NmRB1rFnaSQ3KoQQEnzxGIdv1mDypEny9NNPWy4Shzf69u3L99om5/uAAQNk8ODBMnz4cBk7dqzKPJ4+fbrMmzdPli1bJuvXr3fbVZw4cULOnTsnly9fVhZiuJjPeCz4oXBMCCHEErBJQcag1cGSHhCNq1WrJkmSJLE8mDaO5MmTy5c1a8oeiGg2WKeIhHeIffPnzZNBgwZJy5YtpX79+tLAy8Df69erF61RD6Nu3WgNPO7r7t1l0cKFsn/fPsvXKCYDFw2QlfPbkiWWjiWLF8uG9et9/vrgqYfMFjRmgYCsxWNsUmBb4a000jPDBX7phBBCYgaF4+AckyZOlIQJE0qcOHEsj2U9B+Y1c8YMy9eIw7UGEPEhHg8ZMkRGjRolEyZMUH7HaJb322+/qQv6O3bsUJVguJhP4Tj0oHBMCCHEEuwmHG/dskVKlSpleTDtOZAtUrRoUVn622+Wr1FEY9fOndKnd2/JkSOHrTJcsGGCp968uXMtX6PoiPAQar/r0UM+KF1aXsuRQ7Jly+az8corr0R7ZM2aVd577z2ZMnmyT18rMluwQZkyZYrKbtENWeB7vHnzZlNppLar0BkuupM3hWNCCIk5FI6Dc0z86SeJGzeu5XGYt5EqVSpZsXy55WvE4VqDH3/8UYnHAwcOdGcdIy6DXQXsxNasWaMu5u/fv181yEMVmDHjGPEYL+QHNxSOCSGEWILdhOMtmzcrYczqYNpzJEqUSMqVKyc7tm+3fI0iE467d+sm6dOnt3zNPEemTJlkxPDhSpC1ep2iMmCx0b5dO0mZMqXla+c58P768rVig4KmLFo8hnUFfI+XL1+uso6R4YLSSG8ZLhSOCSEk9lA4Ds4xbuxYy2OGiGJbuydEhNL44YcfpHfv3irreNiwYSouQ0XYzJkzVSUYLuajQZ5ROIZ9GOOx0IHCMSGEEEuAaGw34bh48eKWB9OeI2nSpFK9enXbe/Xu3LFDutlUOM6bN6/ya7N6jaI6YKvRoX17SWVD4Th+/Pg+fa2wNdGbFGNpJLKOPTNczpw5ozYqaJAHn2MKx4QQEnsoHAdvxjGqrjBQCWaXgfmkTZtW9RSxeo04XGvw/fffq6zj/v37q0Z5iMkmTZqkLuYvXLjQLRzDPuyPP/5gPBaCUDgmhBBiCRCN4VFql6Bt08aNUuyttywX5jxH4sSJpXLlyrb36EVGdNcuXSRdunSWr5lxoEwTFiSzZs60fI2ik3Hcpk0bW2YcI/vdl68VmxQ0ZEE373HjxsnUqVPdnbyxUYFv9t69e90blYsXL1I4JoQQH0LhODjHhPHj1cXe5557TkqWLCnvvvuu+teqgeeH9RoSInLlyiVrVq+2fI04XGvQs2dP6dWrl/Tr18/tc4yEC/SfQBXYqlWrVDxG4Th0oXBMCCHEEuwmHNs14zhZsmRSo0YN2wvHmzdtktatW0vq1KktXzPPkT9/fpk6ZYrlaxQdER7NAPHeB7tw3KdPH1NppM5wwUZl5cqVyud4z549qkHen3/+qYTj69evy+3bt+X+/fv0OCaEkFhC4Tg4x/hx49TF8w8/+EDZie3etcvysXDBAtUzIWfOnBSObTQoHJPIoHBMCCHEEuwmHEP4LFGihPJdq1SpktSrW1fqWjhq1qwpxYoVkxdeeEFatGhhe+F4+/bt0qVzZ9tlHMeLF081mIP9gdVrFOW13LZNatWqJcmSJrV8/TwHsoZ8+VrhqYesY2OGC5rkzZ8/X1asWCGbNm1SwvHRo0fl9OnTcuHCBZNwjO8QNscjhJCYQ+E4OAfsnyAcly1b1vK56AF7CjTppXBsr0HhmEQGhWNCCCGWYEfhGKIYOj1PmzZNCbVWjo0bNkjnTp3klVdecZRwnDFDBrUhqFKlivxf1aqWjaoffyxvvfWWPP/881Lj888d1YRl75490rpVK9tZVWAD2rlzZ5++VpRGopM37CpGjhwpP/30k/r8zZs3TzXI27hxo+zevZvCMSGE+AkKx8FrVaGFY7s0B166dKkSjnPnzi3r1q61fD4crjWgcEwig8IxIYQQS7CdcLx5s/JfS5smjS38cGGd0bVrVyUcN2/e3PbCMewVunTpIpkzZ5b69esrIR6lkVYNzAeNPvLlyyc1v/hCli1davkaRUc4btmihbL9wHuPzujIxEWjG6sGNp5JkiRRa+rrTt6wq0CTPPgcI0PKm3B85MgRZhwTQogfoHAcnGP8+PESL25cKV++vOVz8SYcr12zxvL5cLjWgMIxiQwKx4QQQizBrhnHaewkHHfpogLsVq1ayYH9+y2fU1Sa47388svSrGlT2bN7t6XzQXbNoIEDlb+xE4VjZByj6/jgQYMsX0uM2rVrK+EYQq8vj0vhmBBCrIXCcfB6HEM49nVvgtgKx9mzZZM8efLI+nXrLJ8Ph2sNKByTyKBwTAghxBLsKhxDrJs9a5bl83GicAyripdeekma2kA4xnoNHDBAChQoIF9++aXjhGO85zgXhwwebPlaYtSpXVt1QmfGMSGEBBcUjoNzjPu3OV7Zjz6yfC56wDaMVhX2GxSOSWRQOCaEEGIJthWObZRxDOsHZGa0dpBwjIzj5s2aWS52Yr0GQDjOn19qffmlashi9RrFRDgeOmSI5WupM44hHPemVQUhhAQVFI6Dc4wZM0YJx+Vs1BzvtyVLlAUbPY7tNSgck8igcEwIIcQS7CYcb9q0SUoUL66sKmbOmGGbjGME2C1btnSGcPyvVYVdMo6VcFyggNSuVctRwvGefz2O06VLJ0OHDrV8LbVwnCxZMunbp49Pj0urCkIIsRYKx0EuHNvIqmLJ4sUqroVVBZvj2WdQOCaRQeGYEEKIJdhOON64UYoXL26bjGNkQCODFwF2KwcIx9u3b5fO/1pVNGnSRHbv2mWbjGNaVfgu47hv374+fZ8oHBNCiLVQOA7OMWb0aCUcl7eRcKwzjikc22tQOCaRQeGYEEKIJdhWOE6b1jbCcadOnRzjcbx92zbp1LGjbTyO9+/bJ/379ZP8b77pOOEYGcctmje3lccxrSoIISQ4oXAcnGPUyJH2yzg2CMdsjmefQeGYRAaFY0IIIZZgW+HYRhnHThSOYVXRzAYexxCO+0E4dqDHMdau+b/CsV08jmvVqqUyjvv07u3T4zLjmBBCrIXCcXCOkSNG2C7jePGiRZI1a1ZmHNtsUDgmkUHhmBBCiCXYTTjesH69vPP227bKOO7YsaPLqsIBwvG2rVulY4cOKuO4mY0yjmFV4USPY2QcK49jmwjHyNpWVhX0OCZE8ejRI7lx44ZcvnxZ/Xv9+nVHD7yGu3fv8t0NQSgcB+cYMXy4uznewQMHLJ8PxqKFCyVLliwUjm02KByTyKBwTAghxBLsLBzPnjXLFhnQHTp0UMJxawcIx1u3bJH27dsr4bi5XTKO+/aVNx1oVQF/aIjvdrKqcAvH9DgmRP755x85ceKEtGnTRlU1lCxZUlWsOHmUKFFCVRasWrVKHj9+zHc5hKBwHNzCsZ0yjikc23NQOCaRQeGY+D2wRhbDpUuXuNIOAhuGBw8eyK1bt1QwSUioCMdvv/22pEmTRmbOmGEr4biVU4Tjdu0kc+bMtrGqgMgJj2OnZRxDOEaDQWQcDxs61PK1xPiyZk1aVRBiiG9///13qVGjhjz11FNBMyAyvfvuu3Ls2DG+1yEEhePgHMOHDXMJx+XLWz4XT+E4b548sm7tWsvnw+FaAwrHJDIoHBO/grK3tm3bSsGCBWXWrFmyfPlyW45ly5bJb7/9JosWLbJkrF69Ws6dO2ebDI/bt2/LvHnzVDMklMr36NHD8QMCEt7jmzdvWr28xMbCsZ2sKpRw3L698oJr1bKlY4TjF198UYmeED+tFo779OmjMo6d5nG8a+dOady4sa0yjmt+8QUzjgkxCMdHjhyR6tWrWy72+nLEiRNH3nrrLTlw4ADf6xCCwnFwDlhd4TNtp+Z4CxcscAnHefPKunXrLJ8Ph2sNKByTyKBwTPwGRNCwsDCpUqWKO4vBzsPKQD1RokRSrFgxmTRpki3EY2SJDxkyRFKOzETwAAAgAElEQVSmTGn5JsaXA4HKiBEjbLHGxJ7C8dvFitlOOHaKVcWWzZulnc0yjiEc58uXz3FWFUbheLANhGN4I35Ro4YkSZKEzfEI+dffeOPGjZIjRw7LYxtfjueee05dbMdvMwkdKBwH5xg8aJASju1kVbFg/nxlacaMY3sNCsckMigcE79mYyBjIdiCan+NePHiqcy4rVu3Wn5WXrt2TQnHqVKlsnxdfDkghLdu3drxzV8gfOM1oCEP/nWqEG4n4RjCGErmihYtaivhGBm8ryDj2GlWFTZpjqczjp1mVWEUju1gVaGFY3gc9+nd26fH/uGHH9T7NGjQIHVhb8KECTJt2jRV9YKKIIhzu3fvVtmdp0+flgsXLqiLm6iMuX//vvoOQbxBSCCBndecOXMsTzzw9Xj99deVxzEJLSgcB2/Gsd2sKtzCcd68sp4Zx7YZFI5JZFA4Jn4DG7r+/ftL/PjxLQ+EnSIcv/HGG6psx2pgm4EmV4kTJ7Z8XXw1cMU9V65cMmXKFHE6EIt/+eUX+eyzz2Ty5MlKgHUidhOO165ZI0WLFFG+snZojrdxwwbVeCmrQ4RjCN2Y54uZMtlOOK7lROG4USMlHGPjZyfhuG+fPj49NoVj4tSMY8RrqGSyOr7x5UAcCvs0ElpQOA7OAasrCMcVKlSwfC5Gq4qXX35ZXqdwbKtB4ZhEBoVj4jfQEC9TpkyWB8FOGbCrqFSpkmpIZzXIFEdzFKvXxJcjQYIE8sknn8jZs2fF6dy5c0dGjhypGrkhM9ypJaV2E46R+QDLGNsIxxs3Ko94CMdOsKrYvGmTyuiHx3FzG1hV7Nu7V37s1UsJIU4Tjnfu2CH169WzlXD8+eefUzgmxCC0HTp0SF3AzZMnj7Rs2VI6d+7s2IH5v/POO6onyYYNG/g+hxgUjoNzDP5XOMb+0uq56DF/3jyVcYzYDBZxVs+Hw7UGFI5JZFA4Jn4DpaQQtpDpCeHOLn7Cdh0JEyaUsmXLqnWzmqNHj6qr01b7TvtyIHsaPqdXr14Vp4MSbZR0Fy9eXIYOHUrh2JdWFf9mHM+ZPdsWwnG7tm2Vx3Gb1q0d4XEMoRtWFXYRjnv/+KPyOHaicNygQQN1LtrBqgLnHgQyeByj0agvj82MY+JEYI9y+PBhqVevnmoGaoeL/rEBFjDdunVTwvH69eutng4JMBSOgzfjGBWt6Ddk9VyMVhXIOEZshso6q+fD4VoDCsckMigcE7+W8a1YsUJly6G8FRmspUuXlkKFCqksqhQpUlg+kidPrgRbiNv4YbVy6IxjiIJWc/HiRdUcBU1ScEUY75uTB865559/XurXr28LYd6XwvGwYcMoHPtQOEY3eZz38+bOtY1VBYRjCLKYo9VziopVBYTjFs2by949e2whHCuP49q1HSccN2zY0CUcDxtmuXCMc69GjRqSLFkyCseEGDKO69Spoy7yoMrOyZw/f146deqk4iVmHIceFI6Dc+DCM/aYlStXtnwuRqsKWPwgNqNwbJ9B4ZhEBoVj4ldu3LihNuy5c+dWQSlK0xFcb968WdasWSNr1661dCxcuFBloWbMmFHKlCkj1apVs2R88MEHSqxCVhwEd7s0x4MwOXfuXCVMOnHgfEMDGzRYKlGihMoMwmsLJuF4+PDh9Dj2oXBc7K23JMNzz6lSOrtkHGfLlk01nbO7cKytKlCCCAEZwq1dhGOIOyuWL7d8jaKVcVy/vqRPn16G20A41hnHuNjar18/nx6bGcfEycJx3bp11UUeNKt1MojRYVlRpEgR9dtDQgsKx8E5RgwfLvHixpWKFStaPhc9sPeGcEyrCnsNCsckMigcE7/x+PFjFUh/8cUXqkuzHS0Cbt68qb4oCxcurJqcQJAL9MAc8NxYI4jYdmh0hvcKvlgQWxctWiROPw9xkaJkyZJKOA6GjGOUxEIwxvsDAdkO50yweBzDXscuGcfI4G3Xrp2jhGNYaqAEsbUNhGM0x+vdu7fkz59f+QWvXLHC8jWKTnO8hg0aqHNx5IgRssfi7G2jcDxwwACfHpvCMXEiwZhxrIXjTZs2WT0dEmAoHAe5cGyj5niL/hWOse9F3G31fDhca0DhmEQGhWPiV8HuypUrbuEY/203ICJ+++23qjx9165dlvnk4bmRFYeMY7sIx8g4hti6ePFicTJYXwjHsErB5g5Z8E4HFxvgbYyMYwrHvgv60KTjnbffVlmedvA4hnDcoX17JRw7waoCHscQuiEco9GS1VYVRuEYF41gnWT1GkVHOG7UsKGthGM0x0uZMqUMGjjQp8emcEycKrQdPHhQVdXBBgsWX07m3LlzyqqiaNGiqiqQhBYUjoNbOEbfGqvn4ikc582bl8KxjQaFYxIZFI5JQIRj/DjYsYxPC8fFihWzTDhGsLZjxw63D6cdrCqMwrHTM44hHK9evVoJxygnhegaDBnH8D3F+zNq1ChbXGxwesaxUTi2S3M8JRx36CDZHNQcD8IxrCqaN29uub0ChOM+ffoo4biuw6wqIBw3btxYnoVVxfDhlq8lLlp8UaOG6g0woH9/nx6bwjFxsnCMSrFgyDjWwjGtKkITCsfBOYbb0KqCGcf2HBSOSWRQOCZ+FY4RSCNLKU+ePLYVjr/55hslHO/evdsyYXPnzp3urDj8vx2E40GDBqmM1gULFkiwCMeNGjUKOuF49OjRtrjYECzC8dt2yziGcJwtm2qSZ/eM461btihLDTTHa96sma2E4zoOFY5xLqK5jV2EY3ocE/JkxnEweBwbhWNaVYQeFI6DWzhG83Wr5+IpHMPjeP369ZbPh8O1BhSOSWRQOCZ+FY5Rule9enWVcWxXqwoIx7CqgHiLRmqBHvfv31fPjYxjNFlB8GY1eK8GDBighONgyTiGyBosVhXa4xhi+NixY21xzgSNcFysmL0yjmFV4cCM4xbNm9vCqgLCsa7mWL5smeVrFF3hGOeinYTjZMmSsTkeIf8KbQcOHFAZxxCOA51xjBgbfTJgYwM7LsQ5MR14/KxZs5SPOYTjrVu38j0OMSgcB+dAkkm8ePGkSuXKls/FUzjOly+firutng+Haw0oHJPIoHBMApJxbFeP42vXrslXX30lr776qnTp0kVGjhwZ8AEBEA1J8CMKccMOtgPIOB44cKDlzfFwDsV2IBheuXKlei3Y3AWLcKwzjseMGcOMYx9nHMNXdu6cObbyOHZCxrHJqoIZxz7LOB4+bJhthGNmHBNiFo5r1qypqpkCnXGMxIwePXpIokSJ5KmnnvLZyJUrl6o0Q/xEQgcKx8E5hgwerITjj6tUsXwueixcsEDteXFRf+OGDZbPh8O1BhSOSWRQOCZ+zzj+9NNPbSscQ9hGhgV+VBMmTCiJEye2ZOjnhgcVsqCtBu9V//79Lcs4RgCLdTh16pScPHkyVuPYsWMydepU1fAFmzuIrsHSHA9iODyOaVXhG2EM3Z1hWwPheN7cubYRjrNnzy7tHNAcT1tV2Kk5XjBYVdhJOGbGMSH/i1P279+v+ngE2uMYv/loYIe4xpeiMcYzzzyjxPBgiJVI1KFwHJwDPQmwx61atarlc9Fj/rx5Kk4skD8/hWMbDQrHJDIoHBO/CscXLlyQatWqKR8juwnHmN/p06dVhqGvA++YjKeffloKFiwo27dvt3pp1HvVr18/S4RjWEvAN7BFixbqvMmZM2esBzxXU6dOLbVq1XJ853OArOnBgwcr4ZgZx74TxtauWaM24hkyZPh/9u4D2raiyh7+X20VA0lAbBBooogCEh8IKEkkSc4550eUHIUn8MiZB0iOkoPknHNGRTGSVVSkaUN//++rb/yKrtubw83nnHv2PXfNMWq8cM/dp3bt2nvPNWvWWummG2/sOIl7+OGHs2A815xzpr333ntUOI732muvHBDsvttu6YXnn69Pcbyttx59wvEOO6Tpp58+V0Wvi3AcxfECgY8KxyOdqsLOtAceeCBzxnbw0YUXXjjSVYwxhHDcne2E44/PwvF6663X8b6UxpghLvP8YpDodH+ifTAGIRwHBkIIx4G2C8deVnIc17FwyFtvvZVWXXXVjovG2ic/+cksBP7yl7/s9LDka3Xcccd1RDj23UceeWQej1aO78c+9rGcT+vaa68d9VswOY5PPfXUnKoichy3Thi7795702LjxqUZZpghb6XrNJm0hU9uY6kq9hkFwvGjjzyS9th99ywc77HHHh0Xjn3/MRMnZuF42222SXffdVfHx2gowjExivt90pln5jymneyPubfJJpukqaaaKp180kktPfZRRx2VBX4FWc8888x0/vnnpyuuuCLdcMMN6c4778wLKIrXvvzyy3mxF6+wI0V+VzUC5EmvQ1HZwNgVjkc6VQUO88orr+R7stVclMikfsLPf/7zETufQOcRwnF3tjoLx4suskjmjZ3uT7QPxiCE48BACOE4MCKO4zqnqrB9p9OicRE255hjjixsjmXh+LXXXsv5XBGdVo/xNNNMk6uGExtGu+OYyBKO4zYIx4stlmacccZcvKMOOZd333337Djed999O96fwQjdu+26axaO99pzz1oIxxOPPjottOCCo044fvqpp3Kf6yIcK8worRPh+JSTT27psUM4DoxWoe3555/P90UniuNxHSusLC3QWmutldZee+2m2sorr5wXKdX8uPzyy0f9AntgaAjhuDtbXYVjtTAWXXTREI5r1EI4DgyEEI4DbQPSydHrZVXHVBUgbYG8wkTbOgjHX/7yl9PZZ589poVjTjJuWrk0W31dpp122izAvf/++2k0wxgV4Tgcx90tHHPwynE86oTjvfbKqSI6LRwffdRR2XEsB6kimZ0eo8G2p558Mm291VY5bco5Z5/d8XzRhOMNN9ggTR3CcSDQk2fYgs6GG27YkeJ4VcHv73//e9PNbrdddtklvwOfeOKJuMpjDCEcd2ers3A8LoTjWrUQjgMDIYTjQFuF4zfeeCM7GerqONYnRPlzn/tcFhW5uzrROGEVJFlhhRXSb37zm04PSw6AjjnmmI4Ix+aNLZIKQ3G/zDTTTE236aabLo+v1A733XdfGu0gHJ900kn5+kSO49YQphCOu1s43n677dI9IRw3LxxPPXU67dRTW3qdwnEcGM2OY+kiOikctwqvvvpqdi8TjhXeC4wthHDcna3OwnE4juvVQjgODIQQjgNtF45toaur4/jPf/5zOvDAA9OCCy6YrrzyyuwekUtxJNszzzyTLrroojT33HOnbbbZJtUBtlweffTRaamllkq33HLLiH+/fJXy+BLR5fFrpsmLecEFF+QiDFyH0jyMdoRw3F7hmPO/bo7j/UaR43i22WbLRf1COO5Cx3EIx4HAhxzHUlVY6K4jxx2qcCw3vQKxjz32WKe7ExhhhHDcne34/xGOpY3sdF9KC+G4ni2E48BACOE40HbhWA5hRcmItHXrH4HUFvBvfvOb6YUXXugYWXv88cezK5tw7N91cRxLhdAJ4biVMJ633357WnLJJXNwR5Ae7fjLX/6STjzxxEhV0ULCFI7j7hWOF/4fx/FoTFWhUGOdhOMvfOEL4TgOBBocxzvvvHPtOO5QofDkrrvuGsLxGEUIx93Zjj/uuA+E43Acd/xa1L2FcBwYCCEcB0bEcWyrMLGrbv0jkO6///5ZOOYc6ZRr5aGHHkrzzjtv2nbbbWtRHb44jqVCuPXWW9NohvG97bbbuk445iJwfSLHcWsIUziOuzdVRQjHzY9lCMeBQO/C8aabbppTntWN4w43VQU+HDmOxx5COO5u4bhOqSquv+66NMsss6RFF1kkiuPVqIVwHBgIIRwHRiTHsTQBttfXUTjeb7/90hJLLNFR4fjhhx9O8803X3Yc10U4njhxYs4JzK3bTcLxe++9l0Y7OJtK8cIQjlsnHN97770551qdUlXsvttuo6o43q7Fcfz979dGOI4cx82PZaSqCAQ+KrS9+OKLabPNNks77bRT16SqwIdDOB57COG4O9uxxxxTO+H4uhCOa9lCOA4MhBCOA20VZt98882cqqLOwjFBRi7fTqWqKI5jwrEcvPrVaRiXY489tquEY9fYdtL//M//TKMdnE0nnHBCpKpog+N43LhxtRKOOcDmmnPOUSEc6+/4XXbJRU/q4jhWeG2hBRcclcXxttpyy1rlON5g/fUjx3Eg0CAccxx3Q3G81157Le25557ZcSx9WmBsIYTj7mx2j37i4x+vlXB87TXXpJlnnjkcxzVrIRwHBkIIx4G2gQD69ttv54T8dU1VwSEiVYVcvi+99FLHhWOO2LoIxxytxoXoOpphfInf3Lnjx49P77//fuoWx7Hrc95559UiL/Zw8N///d/pX//6V8fJUhGOCYu2zoVw3ITjePz4WqWqOOrII3Px09EmHD/5xBNpyxoJx66ld3kUxwsEulc49txWHC+E47GHEI67s02soXB89dVXp5lmmimE45q1EI4DAyGE48CICMd1LI4H+nTggQdmUbGTjmOpKhTHs92xbsJxN+Q4vuOOO/K5yEPYDY5j81aO42WWWSZdcMEFtUhv0g3C8d133ZUXueokHBNi5xxFjmP3WDiOW+M4rpNwHI7jQGDsCMePPfZYp7sTGGGEcNydTSxXt1QV4TiuZwvhODAQQjgOtA2jSTiW/7aTOY4feeSR9I1vfCMHH3UTjm+55ZY02snwnXfemRcHCPPdkOOYe//EE0/MqUTOP//8EI671HH84AMPZCF2tAjHDzzwQNppxx2zcPz9GjiOia2I8Gh0HD/x+ONp8803r41w7FoKPMNxHAh0Z47jkqoiHMdjEyEcd2c74fjja1kc7z+iOF7tWgjHgYEQwnGg7cKxl1XdheNOF8d79NFHs+N42223rYUI2K3CsVQgf/vb39Joh3zhJ510UhaOI1VFa3McL7bYYvXKcbzrrqMmxzGhWx7xWgnHEybk989oFI433WST2gjH0n6su846aeqppkqnnXpqS48tD7Wc+ieffHI688wz82LYFVdckW644Yb87LYj59lnn00vv/xy+v3vf595hWeg3SP/+Mc/8q6FOrw3A2MLuIWdahzHnnt15LjDcRxHjuOxiRCOu7MdX0PH8Q3XX595IqPGo4880vH+RPtgDEI4DgyEEI4DbRWO33rrrfyyqmOOYwjhuG/hWCoEwmS3pKroJscx0aQ4js8999zIcdxi4XjGGWesjXC8x+67p7nmmmv05Djeddc022yz1UY4PnIU5zjeYost0gwzzFAL4di1XHfddcNxHAhUuAXDwcYbb5x3htSR4w4Fr776anYcM1I8+eSTne5OYIQRwnF3tuOOPTYLx3b/drovpV137bVplnAc166FcBwYCCEcB9oqHL/55ps52FxkkUWy2FXnVBXPP/98xx3H2223XW2EYw4wwqTCct0kHHeb4ziE49YJx/fec09adNFFa+U43n233UadcFyn4nhHH3VUWnihhbJwfPcoy3G89VZb1cZxHDmOA4GPcgtO+A033DA/90a7cMzNv9tuu2U+/NRTT3W6O4ERRgjH3dmOOeaY9G//9m9pow037HhfGoXjcePG5fi30/2J9sEYhHAcGAghHAfaKhy//vrraa211sovh3fffbd2oy0nXR2K4xXhePvtt69FjuM//vGPaeLEiVmYJLp2i3BsO2k4juuDOgvHt9x8c8f7NNpSVWThePz4WgnH0iAsNAodx4TjrWpWHG/DDTYIx3Eg0IdwXEdzxFDwu9/9Lo0fPz4ttdRS6emnn+50dwIjjBCOu7MdffTRWTjeeKONOt6XanG8WWaeOX1z8cXT44891vH+RPtgDEI4DgyEEI4DbQMBVM601VdfPW//rptwrH+ctfvvv3/O5avISSeFY8Xx5OCtg3D8hz/8IW/xJhzLMTmaYXxvu+22LBwLiuTF7BbH8TLLLBM5jlssHNsdwQlx6y231EM4/h/H8f777dfx/gymv7Zsy11XG+F4lKeqqJNwbKtrFMcLBLpXOPb8Jhw/88wzne5OYIQRwnF3NovndROOr7n66jRzCMe1ayEcBwZCCMeBERGOVWmuW4oA/eOs3WeffbJA+tJLL3Us+FD8h+NYKoU6gHCMbBAm77rrrjSawdWqwJ9giAj3/vvvp9EOW2LlOHZ9LrjgglqkN+kGx/Hdd92V0xrURThWbG78Lrukr3zlK+nAAw7oeH8GIxxz9ctxvO8++2SxseM5jn/4w5xjf8cddhh9wvHmm2f3+7k/+lHHhWOLACEcBwK9C8e4RQjHgdGMEI67s1k8z8Lxxht3vC+lXX3VVWnmmWb6oBBnOI5r00I4DgyEEI4DaawLx3vvvXcWjn/2s591TDx74IEH0nzzzZfdHnVAtwnHN998c87bt/vuu6f/+q//SqMdcnMfd9xx+fpceOGFIRy3QTi+7dZb6yEcjx+fheMDRoFw/MD996eddtzxA+F4331rIRz/cMKEfE31i6O802M02PbE44+nTTfdNAvH5517bi2EY4Vup5122nTmmWe29NjeNXLqn3zyyfnY559/frriiivSDTfckHe8WFgl0L388ss5D+vbb7+dRTq7R/7xj3/kxafRungWGL3oRuHY+8burHAcjz2EcDw6G56FHzzz9NO5+Xt1t5c6D5/85CfrJxzPPHNaIoTjWrUQjgMDIYTjQNuF4zXWWCOvKoZw3Lewef/992fhGGmvA0I4rjekWFHwgnB88cUX1yK9STc5jqVaqItwvMvOO48ax7H+7rzTTrVyHP+wOI5HoXC82Wab1UY4lvZj3XXW+UA4PuOMlh47hOPAaBWOCazdJBxHqoqxixCOR0/DrR55+OF0xeWXp+OPOy7tueeeabttt80puRhkpBq8/rrr0tNPPZWOO/bYLBxvuskmI8al1WhQ8+Kee+7JDTfkLMYjqsXxQjiuVwvhODAQQjgOtA2jSTgmwHXScRzCcfsdx1JVdJtwvOyyy4ZwPARSRHxDtu+6885c/O72227LLlmFgJDd++69N+c4JhxHqoqhk05jSaCdfbbZ0n777VcP4XiUO45nmmmmnMe8VsJxOI4DgSwce3dI4dItOY7DcTx2EcLx6Gh4zBmnn5622XrrHFszFqiF8IUvfCFNM8006UvTT58X75dZeul00IEHpj322COnqrAQ3c5+cTvjzaecckpeSPNc/M53vpPb6qutlvt7zMSJ2ZRx9dVX5yLKdoLiOp0e02gfjEEIx4GBEMJxYERSVXi5vffee7Ua7RCO+0YpjtdtwjECFcLx2HIcE4QffeSRdMnFF2cX7JprrpkWGzcuzTfvvNmJusIKK2RXr5QfP7nppvyz2WadNYvK7e6XPLYE7MsuvTT96Jxzci5bDpI7br89PfvMMz3F8eauieNYnwmI+sZRws3y3LPP9myL/FCO45qkqphwxBH5Oodw3NxYuu7rrL12mm7aadNZkya19DqF4zgwmh3HG2ywQdcIx+E4HrsI4bjejTB7zjnnpDVWXz0XTJ5qqqnSpz71qfSJT3wifexjH/tQ+/jHP54mm2yyNMMMM6Q5Zp89/3vzNgnH+CDuyvFMCJa7mID9+c9/PvdB++xnP5v7awfV0t/+dtpkk03Sl770pVyYPoTj+rQQjgMDIYTjQFuF2VdffTWtttpqtc9xHI7jjwrHXiDdJhx3o+P4kksuiVQVfZAg2+MUBiEOI6xINlL9f/7P//lQ48bw8+9+97vZbTznnHO2TTgmtMrvtsfuu2fSPMccc2QX5+c+97lMtKebbrr0ta99LeeTnThxYhZi55lnnnTwwQd3TCwWGHgOEAzdQ+uuu24eU+Oln9/fa68svBPBCQ/Oaf/99su/286+Ea7vuOOOdOWPf5zOPffcdM7ZZ6eLLrww3XD99XmbpEDLAtjCCy+cC4/WxXFM0Da/9PeII47IiwKHHHxw3nLqXJyXtsUWW2TH8fnnndezxbNTzeKA626uTgrHcSCQheOnnnoqPwO7QTj+7W9/m983uFLkOB57COG4vg2fOeyww9IiCy+cRVhCcCOP7a3hu4Rlf2+H41h6NzH0At/4Rppyyikzxx6oT5/+9KfTVFNOmT7zmc/kGDOE49EnHD///PPplVdeyeZAOsq7776bC8//85//zDF31JzoXoRwHGgbQjgeWqqKeeedt1Y5jidMmNBVwrGV8G50HIdw/FHyQ7AkYq6zzjpp+umn71Us7q0h2ERkW/9aLRwT/m668cbsynB8QnF/fZGTjluEiE2IPfSQQ0acRBKMkcUf/OAHacUVV8wiJrJfDVr8XSDDAbPxRhvlhcLZZ589F/Nrh3DMxSwlxtlnnZV2HT8+rbLyymmBBRbILmc58/RjiSWWyKLrqaeckvbZZ58cbHGVS0XSSVLO+X722Wen7bbbLj+PjNO000yTpphiihx0ud6c8BtttFEWZ42nc7rg/PPbKhyXxYzDDj00bbH55mmllVZKK6+0Utpwgw3ytefENxc2WH/99MXpphtRx/Htt9+ebrnlllxAdrQWxyMw1m3HVaA13OKJJ57ICyrdkOOYcGyBLYTjsYkQjuvZ8BYpwHCcwQizfbVWOo5xOzmU11xjjZwaA18dan/wbTGm3MedHuNogxOOr7rqqpzT33W76KKL8i6VEI7HFkI47jIITt55551MAOogHAvyVl111do6jgmke+21V1p66aU7muP4vvvuC+G4jeP7k5/8JItJ3eY49vIO4fijwqJiYty8wyHZhNBWC8fcowqKyZ9MeB0Suf74x3P1aY7UkSS3yDzhdfnll89bDAcjvnOSEMTl25Nbr5XCsesqgDrpxBPTeuuum8V0Y9lbv/yfvhCR559//vxZTuhOCcfculzDa6+9dk6DQmjvbzz1XZ5oovGMM86YLrzggrYIx/J9K5yz/HLLZSexLaUWTnqcSv+z3VXAusP22+fPubZE+5ESjuV35oK0AOA9KVAZTcLxr3/965TGdr4AACAASURBVNx/i1hE8ED3oNscx7/5zW/S9ttvH8LxGEUIx/Vr9993X9p6q63SF7/4xR7ncKeFY7yOmLjUkktmvjdYY0Zv3Jb5JRzHo0c4luqvcERxyeOPP551lHAcjx2EcNxFsGVg0qRJeWuugh2dDqQIsxwMq6yySm2L44Vw3DsE5ocffngW1LvBcdyNwrE0BoTjiy++OFJVVMRFAq3UDoPdytebcDz33HO3RDhGsG0xPGD//bO7dLj9QdBGynFsDAUrhx56aPr617/eQxKH0gQ5B7ZQOCaaXnrJJbnQKoFzqNdWvj3iXSeEY+KsgjAK9BFhhzqW8gC2Wjh2XbiGv/Wtbw16ccU8IGhP/8Uv5hQbIyEcX3PNNXnhQnA6+eSTp2233TaLW6NJOFYYqIyhhYDXX3+9010KtFA4fvbZZ7MDq1uE4x122CGE4zGKEI7r1ezyseCN8wxXnK02u4la0S91OIjGzbifQzgencLxoosu+iH+LVUcPhbC8dhBCMddBHmGBHZWJeWf7DSJLY7j733ve7V1HHvgSV8QjuPuFY6JCjfeeGNevAjhuHuL4xHDuFGJrM2Q2VYJx/ojpy63iNzFzfQnC8eHHjoizljpNLbcYou8/XC4fZYe5OCDDmqJcPzYo49m4XXBBRccdqBCOO5Eqoobb7ghbbzxxllIH+5CRhaOL7ywZcJxKWA4WBd5Y5ODe6SEY+c99dRT93w35zgH72gSjl370n/n8uSTT3a6S4EWF8frFuG4FMezoBQ5jsceQjgeOW4wGC52wgkn5PdHK0RjuoDdBM3269prrknLLL30sBbBexOOv7P88rlIdKfHO9rAwrE4erHFFgvheIwjhOMugqJO1UBZ8vJOC7Nc0KuvvnqthWNiYieFY0Hv3XffnQti1SnHcbcUx6sKx92U49jL3bwNx/EHhEceVnnCmyWzBD6O5bvuvLNpwfP73/9+mm7aaZvuz0gIx0RehU7kuPT+aKbPgp2DWiAcCyiOPuqofF2H43zupHDMtc3h47ubCfxaKRxbyJCTsJmgz7UdKeFYwcOqcIzj/OpXvxpVwrHUHtV5GMJxdwnHdvetv/76XSUcR47jsYkQjusjIOJidkm2QjTWpPXaf//9m949pcDeQPU5BtvkRWYsk8qt0+Md7YMxCOE4MBBCOO4iCDDLA/kLX/hCLtrRSYwG4bikqiCQdlI4VqnUtvA6CcdSnnSDcFxSVShG1S2O43J9CMeR4/in6aknn0xbbrlly5wZCy+8cBbZmumPVCJywzbbH8IxwcwOgHaSWyk1pJdo1rHdKsexgm2nnHxyWmihhYZVeKWTwjHB2w6gGWeYoek52SrhWEHBNVZfvemxDOF4aAjheGwIxxalbdcdzYjieGMbIRzXQ0CULuwHhx3WEldv9b2tzkIz/TrxxBPTLDPP3FIxe6stt8xcr9NjHu2DMQjhODAQQjjuIlQDlLoIx6+++mpabbXVapvjWDVQAX4nheO6FsfrFsex8b355puzi6ZbHMfmLZdeOI4/IDsXnH9+3kLfCjIrHYJnFnfFcEm/FAWtcosQshXrO+6449pGbhF3Ts/55p23JX2eaaaZ0oQJE4bdH4KznMbLLbdcS4InQdNuu+2WXcAjEfRNOvPMvIOk2WI2ZSwtDjUjHD//3HPZKaQoXyvGMhzHg0cIx90tHHOQr7vuumnPPfesHccdjnAsjY3CsnI3B8YWQjiuh4Bo4Vm6mFbw2dLGjRuXzQHNcIgNNtigqZ1fjW3qqaZKRx15ZHqphUWUozU3BiEcBwZCCMddhLoKx7aicHu+9957qY6OY9vJO53j+P7776+VcGwr8BFHHJGFY2k0ukE47ibHsVQVxxxzTBTHqxDaVpFZ4potfVL9DId42XaHDE855ZQtE7IXWWSRXCCtXaRYPucN1l+/ZUHB1+aZJ51+2mnD7s89d9+dtt1mm1wUphX9+fKXv5z232+/nN+33YGFvq+z9tpp8ibyWn9oLL/2tXTVlVfmnIfDFbJPO/XUvLDSikUBY2mhppVjFqkqAqMR3SYcK4634447Zl7x3HPPdbo7gRFGCMf1EB7vuP32D+XGb7ZZfOdgxgWa2bFEfG5Vn7T55psvXX/99R0f72j/OwYhHAcGQgjHXYQ6Csdypq2yyirZwSAfYZ1Ql1QVhM177703C8fy5NWpON6yyy6b+zaaIRWIarCEY8Hd3//+9zTaEcLx/xId6QdmmWWWlhBZDlGu26uvvnrYTlkEe5NNNmnZdj755NZcc822uWWfefrpnBJinq9+tSX9dd7LL7dcuuGGG4bVH8HNqaeckgXTVo2hNEAKzbS7CAtX8IknnPChegPNtlVXWSXdeccdw077ccvNN+eAr1WLAvPPP38Wsls5biEcB0YjcDc8m3CMR9bNHDFc4ZiRIoTjsYcQjushIl5+2WUtdfba8dssf1Q0WXHaVvVJyiy7wKR16/R4R/vfMQjhODAQQjjuItRROLb1jXBs201dhWNioi3RL7/8ckeFY+KGF2ldhOMf/OAHXSccc5crptQNqSoUx7PgMdaL41111VVpsk9/umU51/bac8/sYh6u6CmftkrRreiPqtPyJHP/t6I4Wm+NC5cTf4oppmhJn7175BNWHHA4/Xni8cezCNMqx40AbPnll09XXH75sF27g22PPvJI2nzzzdNULXKby29tPj7+2GPDno+KKn6+Re5nbbXvfS8X7mnluIVwHKgrFF18//33M1f8/e9/n3fRef/auURoI7DKcdwNjuNf//rXafvtt8+8otPFtQMjjxCO6yEiXvnjH+edZq14X3/1q1/NO4SaLVR8ycUXf0hjaLYxSnFWN9uvaK0dgxCOAwMhhOMuQieFY8IVgq0VEavRcYx81wn6RyCV95aw8Itf/KJj4pnieF6k+lIHdJvjmPuRcCyfdbcIx8QWAd6ll146poVjKRwIbE2LtJ/4RFpggQXSrbfcMuy+EHcvu/TSXFyvFeSa4LfGGmtkx2m7CDLyvuEGG7TE3es6fHPxxdPFF1007IBAUUKO7VZV7lZcbvfddmt7YTznaywtkrYq6Jt11lnTRRddNOxFA4Lzit/9btMF8Ur79Kc/nQsoDndhpa8WwnGgbrAziSh8/vnnp5122imttNJK2bkvd730a/vuu2+69dZbMz/aaKON8qJ0X45jvPjPf/5zevDBB9MDDzyQBei6Oo532GGHEI7HKEI4rkfDVVpRpHjuuefOaapa8b6++qqrcmG8VvCIGWaYIR0zcWJTqTOitWcMQjgODIQQjrsIIy0c//Of/8wC1iuvvJILaTzyyCPpsccey2QbAeW+QJAVmqprqoq33noru+0Ix51yHBPO5BHmOB4p4di5u36u0TvvvJOvo8DGNZK3rwjHnNgK9w10rDoLl0U4FvB1i3DM/URsIexffvnlabSiFcLxzT/5SZpi8smbFjznmH32nJe3GQcEgk40XXCBBVoiws4111zprLPOahvBdq4/uemmtMbqq7ckIJCi4eCDD86u4WauJ2GmFWInMVxRTNek1WJnYyPucgpZAGzVQgb3cjMFbSw4tKpIn+YZekMbchKGcByoC/AD4i7nLbeeXSi9LarZyUDc8Q5edNFF0z777NOrcIxTXXnllfkzdnVMPvnkacEFF0ynnXbaiNZbKOK1ehoKreK9BPGDDjoo71rCf/F26dKc0wsvvDBifQvUAyEc16MpVrzpJps0veh8xumn52O1ok8W9L/xjW+0ZCH/yB/+sGX9itbaMQjhODAQQjjuIoyUcIzschLfcccd6dhjj01bb711dmMIKgXpHMYqM3NCEh39mzOy00XJisBZdUQTSBHo73znOx1zHFeFY9sd2wmisOBBPufbb789nXvuubnI2pFHHplOPPHEdNlll6XHH388/fSnPx1QOEYy//KXv+SA45lnnkm//OUv87E7JSILjJwfMVLTP32pCseCu24Rjl0zAZ5rVmfhvt3CMZFS8bhmBFpOiuOOPbZpcVEqBMKa512zgidXhoUOxfba7ZLdcMMNmxY7p5xiiuwUvvPOO5vqEyHbO6MVOf6mn3767AQciaJ4rj3h2HO8Fe5t7sZrrr66qfQa115zTRa3WtEfaVMOPOCAtqRMCeE40GkUPigXusWfoTx/8G0FVRuFY1xDmiwiTnnXlAUxRSbPPPPMtp8XTsTcMXHixMzPFcmsLsp5NigIS8z2vpGvGa948cUX2963QL0QwnF92nXXXpu+/rWvDfk97V52nxONW/muJvRKydMMT2TOmHj00W1fxI82/DEI4TgwEEI47iK0WzgmzL355pvpuuuuy66ExRZbLJNQjgwkGwHV/N02Y2659dZbL1dOJcyOpHBcHLXctFwU8rVxRNsqWIRRbmP56oi17RSO9cW2R6Kq73z99dfTG2+8kQucGRPCWUlVIbdnuwghV/HDDz+cA6ONN944CxMzzTRT3g7vGk499dT5mnH7HXDAAWmLLbbIwjH3TV/ByCmnnJKPZeGAaER8No7mykjAeXH0GE8OGW4agjjx6tFHH819dN4q9yJTo1U4bhSGS6oK14fjeCwLx8RP8244OXo5MT3HfnTOOS1z9RIpt9xii2GLdYg55+5hhx2WC9e1mwTLy3vA/vs3lVN4mmmmyc8BIkmz/WlVqgqi8W677pqPNxJ59HzHXXfemUUXKR2a6fviiy+eczI3G/hxb88555xNLwr4fc8aY9mOsQvhONBJ4BG4Al477bTTDvn+wLf322+/jwjHr732Wtpyyy0/9NnCkT0jPCu8y9sFC/sMHL5nMEJ44e52CL700ktt61egngjhuL0cYah84pyzz84x2WCeQZ4nHMFqIiiI2456DtKwLbTggkN+Pk422WRphRVWyDu/2l1nIlpzYxDCcWAghHDcRWincEzc+fnPf54DPELwYHM4Ema8NFZcccURE471lTjLxUtQkrNt5ZVXzkKp3KMExHXWWSdNmDAh/fjHP07bbLNNfqlxzLaahBGLjdvNN9+czjjjjOzi5Uw55JBDsoBL0PTzW265JY8rd1yrkYW5n/0sHX/88dkJSSAeSCQgwnE8ygtMbK+CSGkBQfE8glE1ILKQIPhqdw4/wrWA66mnnkqXXHJJ3h6/wQYbZFcx8rTQQgvl9COuPVePeev6C+4sKNQZxSX917/+NQeehHgLHZzdxlUwaPwVxyvC8WhFK4RjjcCqsORgBTtznONri803zw7hVqaC4MyYdOaZw8pRp//c063cYjhQI06q4r300ksPub+EBotPW225Za663QqBlsPawpXnz3CFTu/CHXfcMQu5IxlIPPnkkzmfsufgcAVaorFCNK1w5Tzy8MM553Kz7m3HkOOwXeMWwnGgU8AliKR2XQx3wacvxzEx2ju6t9/Bl3A+z4xWw8L9r371q7zzb6qpphrSueDs7vdwHI89hHBcr4aXXnvttWmXXXbJsat72W6BsvA07TTT5J0C66y9dn6H3n7bbVmYbddCueNef9112Vw0GA3Ac3HNNdbIKeDwuiiEV/8WwnFgIIRw3EVol3BM3JG7WM634QTzXnIcqe0Wjglu7777bhY6CbPIL/dIb24r/2eMuA29eDmOkfxW9UMhQMR70qRJOZWH7+EiJLQSZRGAGWecMYtExE0Fh+TT44htFUo/OG8FEHJLDfW66Xej4xi55OzV38ZASNAx++yzpwsuuKAtLljH5BgmpMoRqHCYbaBcMr1dZ+SGQDjPPPOk2WabLQtSdRWOy7lxwRtzaUT0l2OJKM4BbmHhnHPOyY5qc5w4fsUVV6SxLhxrTz7xRNpn773z/OOg7y0gll9yjjnmyON56SWXNJWLt7/m2XvooYf2bFEeqAkGzM/ttt12xMXO3N/HH8+BB3fLYNypPjP1VFPlRbjDf/CDdPddd7U0KLjqyivzO8O2y6E8s4yj55KFpAfuv78jgcqNN9yQxSILpkPp+5RTTpk223TTXJyxVa4cx5FeYrjubc90bkWicTvHMoTjQCdAYJV2bdtttx3y/ToY4fjXv/51rvHReE/hVp5VxCACbyuBn9l9ZdfGcPLEe0+G43hsIoTj+jXvXaIrXmFnHMPR8ccdl04+6aR03rnnZuODXW4jxXV8j++T4nClFVfMugPuIqb1HJx9ttkyd8PF7Zp67NFHQzAeRS2E48BACOG4i9AO4RiR4MZAQr0chkOqR0I41k8uYxXofZfzH2z/ypbBVhB4/eAGvfHGG7OTmRDTX9AuiCAkE5VdP47YVomQghhOZulChnPtinDc6Dgmbsqr27jiXIRjbjuiprFox8KAKuZczcZ2KA4hiwgE+joKxwRU81eVdqLXd7/73fSVr3ylJxWMAFBgyy1OGFtrrbWyi58jXOGd0YpWCscalyYivf9++6W11lwzC3jEdTsOpI9QlMPPR8L9wAV95hln5EUpaSCqBcrcK66nRQ1OeCkVODk66cgQDEw44oh8z3smNRZUIxabi2UngkKecvq2IwczF7RnuftAKp3BCu+bbrpp3g5pJ0KnxpFYe8H556dvfvObg3o+eTYbT7n/Hn/ssbZUaF999dUHvUuoNIssa6+1Vt4t0+55GcJxoBPAJwgxw90hUOUWFgobOa7dQQrRVUXpIhy77+2K4HhuJUeyc85zcLi7DEI4HrsI4bgznGGo/EJrV8HkoQra+MVtt96aY031MhTz9f+d7l+04Y1BCMeBgRDCcReh1cIxEsqNweU4XNG4CJCKHbVLOC756Tzw5p577iH3T0AthUOzwrF+GK+TTjopu52H6pYjCnKttALEXXmTiVZDFQwaheOHHnroQ8eWr1l6hMbzK4Vf5BaVxqKVwrG5KAizbYvLeKB0G6NJOHat5OBW7I6D0707kOuTIGX8559//hCO+yBAiOuzzzyTUz60o6DXYNvTTz+di5Sdduqp6agjj8zitUJ83CJEuaeefLI2JNd4EbDdvxYLOUo8QyzGKYzy/b32SmdNmpS3RLY7/3Ip3GchZdlllsk7JjzLPJf86T6xk2DVVVfNOZq5Yo11p8ew9F2eQYVXF1l44dzXT3/qU/n5SHyf6ctfTkstuWTegnruj37UdleOYG6jjTYa1DvJIgdHvp0NI1XEJoTjQCcWLdV8WGCBBZoSjTWcRyowi6CNYCRQdK66C8bC3GabbZZ++9vftvScLD6r2dFMahrCMT4svVlgbCGE485zh2gxBp2cAyEcBwZCCMddhFYLxwStM4eZq7PaBMsqNbdDsLPVUB7YZnJiEiGadRwjXIIA7hJO0eEQ91YJx/oibzLHczNFmpwD15yigo1jLnWJbZaNnydMyNt31VVXpVZCyg0r2kSs3tIQjFbh2HkJXjmoZ5lllo+4PAdqCiqG4ziIZiuJIwGTYKhoHjfJPXffnf+UL5dYPNJOEmI2AZmL16KcbZonnnBCFjYJ8vffd19tq3Rz3kg9wT3tXSp3tRQ0RG7pPUay39zMp55ySnYf2+Fia6kFYVyBW9viwN7/s71U2peRHKcQjgMjDfUnuISbSVFRGo7c33vYe/62227LuzTGjx+f00txO7cSjBn6MNSUZL3xYUYPaTYCYwshHHeeM0SLMejkHAjhODAQQjjuIrRSOObwVJRL0Thb65ohosRLhLmVW/JKH995551cAK+ZQkqIsu3swyXKhNS33nori8YccMOtYE84JoA3OyZ/+tOfssCiaFWzAYSt/s8+++xHvsd3yDHM4U3Idc5EY0ImtyKXTavAxUOoVrxmuKKxVlJo9OYK6gQEk3IVc3Zy+Q3nnEI4DpI5lgINorXc8f6MQivDG0Piv7QkeXvpzTdn93jZXtqpMQ3hODCSwJMYBQikzfJbxgg7hZ555pmOng/+utVWWzV1LiVFjePgeIGxhRCOO89xosUYdHIOhHAcGAghHHcRWikc28bHGTWUXMF9Nc6miy++uOXF0jhH5RIeTnqKauM4UcDk97///bD6IZfwj3/84ywaN9MPhfMOO+ywpsbEdVMMj+A7XAG7NELw2muv3et2StfyD3/4Q3bSCTK42PypKN7bb7/d1Dk0fo/0H/vuu2/Tc1ExQgUdjFFdtsnaEi5QG+45tcPdPdzzkcJkqItDrc5xHC3GIObA6JsDIRwHRhLeU48//nj6+te/3hSnIDpLUzFhwoSOLkjbHfiTn/wkzTnnnE3zdXn3mSAYIgKjE2ISad2kLRmKuz2E486/C6PFGHRyDkiZOHHixJz7nzns7LPPznG+OPOmm27K6Sur2sIdd9yRY/6//e1vedcLXUZcF++P7kUIx12EVgrHiMd2223XtPho6/0iiyySUye0EgTFV199NW288cZNO0YUr3OuhNDhBCDy037ve99rmrDbYuhB3Qz++te/pjPOOKMpB3YJiDh05bdurBTeSDSRUg5j391qVzkx8oYbbsjO2mbH1wKDBYxOv9DMXWK8QogWC5o5pwUXXDBdf/31HT0fuacVLLzkkktyMM5JPViEcBwkOQKlmAMhHAdGEt47iv42K7Tijuuss07enddJ4F6nnHJKU6nJinta2rZWFNYOdA5EnmJkMccJP4Mx7oRwHO/i4GNjew7gYgxWdnIX4VjcHMJxoCCE4y5Cq4RjBOONN97IFe2bFR8JY0cccUR2RLQS3B0EM3lhmxUU5b71kBxO8T6rbITa4RRrqzYCPWHz9ttvb2pcCLgKMjWbt08AIr/xdddd11GhVbEXbuNmz0f+ZQERN3anQYi/7LLL0je+8Y2m54wijHfffXfHzsVCgVVoqV7cixZypBUZLEI47jxRjBZj0Ok5EMJxYCRBILPgP27cuGG/f3ES773777+/5bvphgqmB0VEm+XC3uEE6DrVgQgMfW4r1Fh2svnz8MMPH1QMFsJxcIFOc4FonR0DbmM7TqS7pG386Ec/yqaga665Ju9qaXQcS7fo/VN1HIsLO23QCrQPIRx3EVopHEvbsPTSSzftxrAV/5VXXmn5uf7nf/5nLiQnD2+zgqKq2vfdd9+QyX9Jo+AcmyXscveuueaaWShtBq7bpptu2rQgOeuss+YtK53Oc/fcc8+lFVdcsenxlUOYAP3HP/4xdRovvfRSrqjerDtIKhH5kVvt5h8KuIsFrOVcbHM966yzcgAyGIRwHEQ5AoWYA4RjwcrJJ5+ciwief/75eYu1dFnVRVlF/eSmtTWSyxIPIIhYSK5roFLlZRbSn3zyyU53KZBSnkO77LLLsAoZ453f/va3c7qpOkCtD/dQM7vvcCScWtHAwOgFTkU4VvjUdZ1iiily3RG79wYrHBN/iEB2E4oBxCWeu7iruFK8dOutt+Z0GJdeemk677zz0qRJk/KiAxPOsccemwWoo48+OscR0WIMYg7Uew64V4to7B4+9dRT8z3t3mZ0YiJToH7xxRfvVzjGxTxDOr2YGmgfQjjuIrQyVYXt5xtttNGwiSg3hsIj7SLWgkbuxlalYxhumoqnnnoqLbzwwk33QyE7gluzqR5ee+21nHZjOMFQ6YsAwjF+9rOfpU7D/JGOoZnxFeRZBJGLabCCZrvg++XlbkXqDe4gL3kv7E66pwnyUtKUdCsIx2DzSIdwHKJhCMcxBwQtxA7Cg2BFrvy+hGNFwEI4DjQL4tg999yTjQND4UfEfwu/+HVdgmMB+5VXXvmhGGAojci4zTbb5J2GgdGNVgjHxB+fxy0Jx+aF5+5Pf/rTvPD1wAMP5N2Rdn1efvnl6cILL0znnHNOOv300/MzXH5U3JSAbNs7QSpajEHMgXrOAfeoe7WIxhbw3cvuaVxMDScpI2+77baPCMd33XVXNmSFcDx2EMJxF6HVxfE8OIaag7UQ61VXXTWvSrdLqCMcE7abEWsFpOuuu27Oyzoct5IxQqC+8pWvNNUPxM65/OY3v2mJ88TDX8GWofaF+Ef442J95JFHWp6veDiQWkKO7OGOrwWMhRZaKIuZdXDSIONexsO5Po1u4zXWWCM99NBDHXXaEY7lai4LFZ5BIRyHEBhicMyBoW6PJHYUlwshQrDC7RLCcaCdO2a4qRSZHYinEeKkprCY0coCwK0ADvDyyy8PmRMX88ROO+1UC6NAoPPCsVYVjsUUUuCJT+xue+aZZ7Khg2Bk67rcp1zHdonIh2rHiOc48cl2d0JUaQTlaDEGMQfqNQfcm+5V96y8xlJUuJeJxu7tkqaCu1gKy6pwLFUi4Vgs6JkRjuPuRwjHXYRWCsecFFJMrLfeeunzn//8oAioXFoI+G677ZaFx3YKWraoHnTQQcPKfVv6uvrqq+dV8+FWwyasWn1vxnFsbBXW43xphXuFiwapI9xLfzHY8TCOBPDx48fna9dpZ24Borrhhhv2OFqHKhovuuiimcS+9dZbqS6Bqhez+7OZAjbmnADWzoBOIoTjEAhDJI450Owc4HYRvFisLlW8OSiJEb0Jx3YIVVNV1LmKd6SqqDfwP2LYIYcckpZYYok044wzZjHVIjpOtNJKK+WfcVvVhUf0xUdxtyWXXHLQ/GippZbK91l/BZADY1c4Ni8YLsx7afksTkgfx9ChILJ0FbawW+STB9XzWk5UuycJyJ7n+G60GIOYA/WeA+5VgrF71z3sXnZPV93GdArvyKpw7P/sSsDFQjgeGwjhuIvQSuEYEAirSeuvv36aYYYZPpKTlZgnjzH35Pzzz5+3utm2ZFtTu4M4xAZpseV/KOk0PPAUw5NGwwracAriNeaC3mKLLYYsbBYHi6CEeN3KYiTykrkO0jO4Pr2Nj/8r108+45VXXjkH7qqD10U0BsKoFxnBYLDX2TWeaqqp0jLLLJPda3XafmneWsF1PsMRjV2z2WefPQcCr776ase3yrZKOC5BSnG3/Pa3v80OqKeffjq7qqUZQV6QGKvgxCVkxyq5IMlWK9vd5XnsdK6waDEGMQcGngPuVfcs0ZjrxRZnYoMFMQHL1Vdfne/1qnDsAYt24wAAIABJREFUXcX5Rjj2nrMQ590ZwnGgGXiPmkcEMu8dhfPkczXXBMWjpVic+8A7UyoNwnc1wC+Lzrg83kkosAgT6C40IxyL24pwbEGOGISDe97im8xEL774YjbMPPjgg9l1fPPNN2fx2AIEbmvRj+hktwgByg67aDEGMQfqPQfcq7gXzuUedi+7p0tuY1qQHdYWJqvvFQtI4jZcrCzie4Z0OjYNtA8hHHcRWi0cAwIhj+8RRxyRi8Atu+yyuSgIUZLYuNVWW6VDDz00B3lI9kilN/BQsj1C8DnnnHMOmNOX4GZMCNw777xzFmuRombhYWmrFgG7kaT35+7VZ+TeKl6rgxJjwyWgX/JAS9Uw88wzZ4FfMMFRM/fcc+cXgEJ6BGMvhDqkcuiNyCKrBxxwQBZM+7vOrjHBmOt96623zvnXBH11eoHpC7eGhYuhFnY0b1w3ObkFtnVw2DUrHHte+Gxv7pbGbZE33XRTntMXX3xxJjhEJmJTEY8jn17nc6VFizEYal49onHJqWdBiOhg4VPhJQFMo3BsUcm7P4TjQKB34Lb3339/vs/22GOPtPvuu2cO5R7z/9z6ge5EK4RjxxCXiG/MlVIgr6SrePbZZ9Njjz2W4wbb1wlLFvZtaSc2eX5LAWMBEF+LFmMQc6C+c8B9qhGL1ZZwD7uX3dPubfGXe13sapdK1SjnfWJxiQkvhOOxgRCOuwjtEI6L2IU8cKPKB0zIsSUOeSDwdGqbG5JjFVzg6WFGHEWW5H/VpIGw5ZDgaHuFPG4CUdWBBytsDWZsrMYTsL72ta/l7+1L1NQffZEig9hl5b5V/egNiKJiFl4Axujwww/PCwACdm4A4rmtZ60Q0NsJ4iLxWO7m5ZZbLs0xxxz5uhIUzHNi+FxzzZW+9a1vpR122CGvmHIN1dUlZHWWQGIRYzBFDMuih8UaAYFza+e86ZRwXNwt8kdy8nveEMgFKFa1ERir36UYixXysh2yCMiRR6/z+dKixRgMJaee50XJqUc0FshYIFJEVCBTTetDOMY5CBmlGEs4jgOBQOAD4FO4MsG4WeHY89Vztizo42W4ODc+ZzshiXDEjcgEYxen5zaeZuFP7MFUFC3GIOZAveeAe9U9y3DlHnYvu6eLaCwOYyJkHKwKx35GH/J88cwQ04XjuLsRwnEXoV3CcZ2B6HAf2S41YcKE7DSVWkPjpt1zzz1zoMqt+Mtf/rKp1BT99UE6BCkV5OPl8JUbj8BJ0CQQcmpvueWWOVhGtkYyN62HeBHmNGNQ5629fZ0DgV4+JUIDsZKLxvWVf1BKCkK4RQEuiTq5jBuhbxY8iMByFRPAbSGtisWEWGlEbCsdN25c2nHHHTMZJ6rWKZUI4XjfffdtWji2Ul3cLa7za6+91rMt0nMMOZGuAqEhKnGzFPG4FGQhPkVOvc7nSosWYzDUnHq2ShbRmOOlbI/090bhmHhh8c2zJ4TjQCAQaJ3jWMPLSgoxMQNeJs4S59jxYVEfN7MjjJlIOrEiIHMg4+JEJ8/waDEGMQfqPwek/tTcu+5h97J72r3tHnevv/DCC9nAVBWO/dzikhiuFMYL4bi7EcJxF2EsCsdVskRwKi5FjduWO8lqebsdmsiWh6eVeOJWEbUEw1bzPIAJYT5TJ+FvNIHg6qVEMEBi5cLlgij5leriwh3sfCGOcs/uuuuuuZghV/ziiy+eU4jIQbj55ptnwm8F2Lxux6JHszCfWykc237OTShAkX+RuxphscPBooFgxPYp95SxIzRxmHPQS18ROfU6nystWozBUHLqeUeWnHpymHO9lAre7vNG4dhz0zu9sYp3XRdCozheIBAYbcJxlZcV1zHjguevlBU4qRhLsTxOROISnkZIstAv5rnvvvuixRjEHBgFc8D9qsld7h52L7un3dtFT7FDmQmuKhz7nMWlsvOLvuEZUmfzVqA5hHDcRRjLwnHdULZ81TWYDdQDiDkirtgIoaRsDbItCDEnio9U3vBOCcdadVukcy55jo2BVW7jg8wQj62K20FAYOI+5krkQCY8RU69zudLixZjMJScehaACMZEYotkRTQWxPj3NNNM08NrZptttryoZMdOKcZShOO6BiqNwrFALBAIBNoBz8JG4ViausEIx56hJXbpzXWMmxXxmPOYGUbOY4YZ4pL0hVJYeMbhbGJQ4lO0GIOYA/WdA+5TzT3r3nUPu5fFXu5tgrF73T0vXWRVOLaDGheruo1DOO5uhHDcxcKxh0AgEBgdGI2LDb0Jx7ahD1Y4bgxQuAhLFW/BSXEdc7WULZHEY2krbK/i7icuRT69zudIixZjMJycetJS2EVQcuoV0ZiTRQqqRuHYopKdCaOlGEujcCwoCwQCgXbAs1B6vqpwrLaJZ+VA8Awt4nFxHZdFfdysKh5bwJNyjftYijiL/ERkfI07keAknUW0GIOYA/WfA+5Xzb3rHiYWS+/p3iYYu9fd89/5znc+JByLy8RunhVl51dduVigNQjhuIuFY4GXm5koEy3GIOZAzIFWzwFBxN57790jHCtUKI+3QGMwv49w+CxHCxGaaFzSkMhlirQU4dhCmGdayaVHPOY+Ji4RnbiQCclEqGgxBjEH6jsH3Keae9b9axFIbj27LRTCtF3Srgv/XxWOFZe1qFTSVIyGYiyeiaX/n/nMZ9JWW22VDj744HTggQdGizGIORBzoKVzYP/990/LL798+vSnP52fOZ/61Kdy4WgL/AcddNCAv3/AAQf0NMdST8Tv7rPPPpnrff/738+1RfbYY49cZ2S33XbL6dbGjx+fdtlll7Tzzjt/qClKHi3GIOZA/edAuWfdx5p72r3tHi/3u8X7j3/84z2cxkJ4lYeFcNz9COG4izD99NP33MwKa+21117plFNOyUJOtBiDmAMxB1o5B04++eQ0ceLEHKQUIsHdss4662THi58PdAyf02ytVAn82GOPzcc86qijcrFLufkOPfTQHPAIYgQw1cClGrSUVkhPtBiDmAP1nQPlfi2BiaDEPY23ECgIFn6OyxReo+isHOiNaSrqLBxPNtlkHyp8Gi3GIOZAzIGYAzEHYg7EHBjNc2DuuefOOw7wsKpoXFcuFmgNQjjuIkw++eQ9N/THPvax9NnPfjYLOf4/WoxBzIGYA+2YAxwt1ecOoaSZ433+85//SCMe9dY846LFGMQcGP1zoK/72zOlPF9sk7Rd2i6F0VKMpTj/osUYxByIORBzIOZAzIGYA90wB9Zbb728S7RwsBCOxwZCOO4iTD311B1/kESLMYg5EHMg5kDMgZgDMQdaPQekeJDWpuQ2Hg3bI+2WIIDH/RD3Q8yBmAMxB2IOxByIOTDa5wBTokLHFvBDNB5bCOG4iyBHzQwzzJBv6GgxBjEHYg60ew5wCFcddVJWyOPZiuMO1ZUcLcYg5kB3zIHe7vl55503F8aU27ixgnedhWP9UqFc7mb9jxZjEHMg5kA75oBnjPoP8pSWFD/4mfRhipDed999gz6W45Qm97ymcKmmvoSc9JqCppp6E9UmP320GIOYA6NrDjTex+X+dq+77zXPAnVnLN6HaDz2EMJxF+HXv/51Ov3009Nhhx0WLcYg5kDMgbbOAfmHFVNReKXkOJamYqmllsqFVPx8oGPIX1xthxxySHYVliIufRVoKUVa5EOtNrmPo8UYxByo/xxovHfdz5p7233ufnffu/89Ey6//PKcpqIxRUWdReNAIBAYSdiRcfjhh/cIx1L9LLHEEln4GSpKvlKtPGs9dzULd6V5Hkch9ii+HQXYu2cOlHu67OwqC/WlNQrGwcHGDkI47jK4eW3jjBZjEHMg5kC754DCCNtuu236xCc+0eNuWWONNdJDDz00qN/nHtTkLNUUvRL4vPfee+ndd9/NQtGf//zn9M4776Q//vGP6Q9/+EN6++2301tvvZXefPPN9MYbb+T2+uuvR4sxiDkwCudAuYfdz5p72z3uflcIz/3vWVCK4fWWoiKClkAgEEjZEUgoruaGt4vD4pzn6lDjyd7E46qA3CgiV4XkaDEGMQdG1xxovJf7EoxDNB67COE4EAgEAkMG59/111+fFltssQ/lvpIu55hjjsliz2DQm6OlBB+EIt9TROZGcVn729/+Fi3GIObAKJ4D5V52X2vucfe6e9697xnQn2gcwnEgEBjr+N3vfpe233779G//9m8fyUn61a9+Neck9QwNBAKBQGA4COE4EAgEAkMCoebFF19MW2yxRXazVAMUaSuWX375nE+PuDPY4/W1HbIqIFdF5Ea3crQYg5gDo3cOlPu57EaoisWNgnGjaBzCcSAQGMvw7Jw0aVKaZZZZ+ixoZTfY888/3+muBgKBQGCUIoTjQCAQCAwJto8fd9xxaeaZZ+41QJl66qlzHlMOmKGgry2RfW2B7HQesGgxBjEHWp9Tr7e8en0JxiEcBwKBsY4HH3wwLbfcch9KTzH77LOnf//3f+/5v+mmmy4dddRReXdHIBAIBAJDRQjHgUAgEBg0iDmq7H7729/uyW38xS9+Mc0333zpS1/6Uk+Q8rWvfS2dd955eev5YDGcfHqRU6/zedGixRi0Mqdeb4JxpKYIBAKB3gujb7fddulTn/pUD/9StFgqsQkTJqSpppqq5/8XWmihdOONN8YwBgKBQGDICOE4EAgEAoPGL3/5y5xHb/LJJ8+BiHx6q666ahaJN9tss/SZz3zmQ4XyHn300dhKHggEAoFAINBCSOkjRcWXv/zlHnF4pplmSqeeemr+2dNPP51WW221np9NNtlkaccdd0y///3v4zoEAoFAYEgI4TgQCAQCg8Kf/vSndPzxx6dZZ521JxCZY4450plnnpn++te/phtuuCEtuuiiPRW9OZA5XvxeIBAIBAKBQKB52IWhlsSyyy7bw8c++9nPpvHjx6c33ngjf8bujSuuuCLvACuf+Y//+I8sNhOWA4FAIBAYLEI4DgQCgcCAsK38Jz/5SVpiiSVyATwByJRTTpmDFFsl4Q9/+EMWimecccaeQnlLLrlkuuWWW3IAEwgEAoFAIBBoDq+99lradddd8+6uIgovs8wy6f777+/1c2U3mLbSSiulJ554oqOXQEoyvJKAjR+OVJFT3yOvfinIqg/NfHc5j1Ks2bGbPZ4xKUVjm+1fMyh9Gcy5SS1Vilf7bHD+QKD7EMJxIBAIBAbEr371q7TTTjv1pKj45Cc/mb7zne+ku+++OxPG4oB56qmn0tprr51/7nM+7/f8fiAQCAQCgUBg+CDg/ehHP0qzzDJLjxhswf6EE07Iol0jLN7bDVY+O8UUU6QDDzwwFzoeaejfvffemw455JC0+uqrp6WWWiqtt9566cQTT0w///nP2y44cmPvsssuaa655krzzDNPLhj41ltvDft4hFKGiW984xtpttlmyyK9lG7Dxeuvv5522GGH9JWvfCU31/SPf/xj6gR+9rOfpXXXXTf3Q7FFCw7PPPNM5vqN4H6Xts64crVfeOGFQ6px0hd8l3n69ttv5+aYvX1/4KMg8tsNatzefPPN9O6770bqwEBTCOE4EAgEAv0C8TjttNMycSyBx1e/+tV01llnZSJSxfvvv5/OOeecTB7LZ/399NNPz8cJBAKBQCAQCAwPFuwJrtXcxdtuu2367W9/2+vn8bLjjjsuFzKuFjC+/PLLexb+RwIMBN///vfTv//7v/f0o9oIueeff35677332tYH+Z3XWmutHgPE7rvvnl599dWmhHA774qpYp111kkvvPDCsI/nGn7ve9/L9UOkfdt///2z6NcJEIkXWWSRnvRz+rT33nv3pEKp4qabbspzqnxWnu3G+GA4IBRvueWWWZjXLDB0YsFjNMJ9tNdee6UFF1wwff3rX0/77LNPrwtLgcBgEcJxIBAIBPoE98ftt9+et0B+4hOf6HGrIMq/+93vel29lrpCAZaqO/m73/1u3kI5klvu9L1sm7PdbiRdCrYXCtYQN9/fbHDGYVSO55yaOZey/RAh12wv7KSDo4xV6U9/WzNdU58xDn4ntkMGAoFAYKyAiLjnnntmsbgIrlKI3XHHHf3+3ksvvZTdo+V38LktttiiJ9VYu8E4wGU8zTTT9PQBN3QehVtqCyywQBYh28VJqsLxpz71qTyWzQjH+NgPfvCDLHorUoj7/uIXv2hKOFbQ0NhI93bAAQc05YhuVjgeN25cjxiszTzzzOmaa67J512FVHbEyZLKrlXCsXlT7YOFBw7awODGziJE2QFq3rdzUSbQ/QjhOBAIBAJ94uWXX07bb799FotLsLH00ktnMbkvMZSYZ2skR0wJCL7whS+kgw8+OOdBbjd8P2fL1VdfnY499th0xBFHpFNOOSXdfPPNOUBot9hI9Hz44YfT0Ucfnfbdd9900kknpVdeeaWp43EYHX744dntYYuq8xiuCE+Evu6669Khhx6a+3fRRRd1lIgbqyOPPDLtt99+uf34xz9Of/nLX3r9rFQoP/zhD/M42GLaqq2tgiAulnfeeSf97W9/G1EX1mgHoV+AUsbPvwOBQCDQWljwvfjii3PqgGqKCi7MRiGvt+e0Qnnzzjtvz+9KdXHGGWfkxeN2AlchLHKv+l55mYmjCip7px922GE5vUFxteKc7RK0Wy0ctxp1F461VVZZJXOvkRCOzetvf/vbOZbQDylWOpW6Y7TBfW2xyDx3TTbccMOWpA8JjF2EcBwIBAKBXoH0IX+zzjprD2GcY4458v8NlHbiT3/6U94aWYIBhE/QcO2112bhsl1wbM5mrg/b2r70pS9lh8tMM82UCbBtiY8++mhbK4pzygjG5p577lzl3HkTfpsJugirnB4K3Mgjp7DNcIVjxJFjfPrpp8/9W3/99dNPf/rT1ClIYzLnnHOmz33uc7nJxUjk7y0QFjRLfWIc/I4FilZcSwshgldC+tlnn51dXZFHb/CLSxZJbKkl/Fu0ibELBAKB1uLBBx9Myy23XA8f8x4kstr9NRgQ3Dyjy24wjRFAzuF2AuewgD/ddNPl71x++eXzgnGVa9pGX/rlHJ3rYIAnPP3005lHWAyXQo272gLwk08+mcVpfOI3v/lNXhAerHCsqCDnswXqYgBwvEZe4pi+Dxe5/vrrsxDem6vTdxBXJ06cmN+VTA0PPPDARz7bKBwTSgnH0l9IGce1jYMTdfsT/H2fc8cd9f/kk09Ozz777JAWCfoSjon7+lE1HAxWOHa+ru2kSZOyKH7MMcdkk0cj57JTzxyx2CEFRjmua8fscNddd+U4pMqDzW/X2hgzFzj2Y4899pFz9jvOzfW98cYbM/8VO7iO+J9+HX/88fk7qqkdcBu/4zr7mcXy6vc///zzeRz8vDHO8Hfn4/vEQS+++OJHFtldY7mhfb/7VNoWaUEa+ZQx9P2ur+OV3MXyTOOx5tatt96aU9Esvvji+XoZO2YeY43vWuRvHDu/I26T3oJBQywVJopAFSEcBwKBQOAjQBaInQrgFdfw1FNPnYuKDMY9i+ggRptssknPlkpBzuabb942kZLzFNEhhE411VSZLBGOuXMELIinc9hqq60ywWsXnDuSTuh13sj0QNtI+wNyh8Qiz8RehWQESs0Ix9ttt136/Oc/n/unQI1r1SkIyLimqttXzRvbPRvPEZEuBYFsC0WaW+GWstXUIod5owCM8QjCPDjcdtttWcx3bxk/IkSMXSAQCLQOiqbtscceebG3vCsXXnjh/A4cChcgOFXzI1usJRS109VKYLRYre94mILJVbGWgEZoLJzJeXmvDAR9JkhbpOdiLmLw/PPPnwW0NdZYI+92wxUIykTfgYRjAh9xjbjtfVb4L16izgdhrSqYOiYhWN99XvoPReWq50b8JNB7R5bj+RM/5QIlbpadU1Xh2GcI6nbMLbbYYj3OUT/zziUkM2lUof/l+/SnCK5+txg/Gn9nMMKxZozL8RxLjFD6PRjhmDCL27keRcws6e8InFdeeWWPkG4xBBerjlk5D9yVcx4Pxrc1gu6yyy6br3fpgz77Lvyues74CXMJ3un4hFpi9EILLdST1sEx5AR3b5SdkgRf425cXW9ztIjDjim/NY7umN/85jfz4kMBh7aUMowsft/OwSJKlzQuYhXxUhHq3S+Oc88993xIZBZDMcY412mnnTaL1MRy3Fi/FWn08ymnnPJD4+zcLM4wAxGxC0976KGH0re+9a3ct+oigVzkxk5auEAAQjgOBAKBwEdgm6Dq0IhHIbmItKBjsFvREWqr5wTPQkSIc7ZV9pWKoBmoZK0aNdKGXCKRREn52BDDUtwPsUNq27Vlq1E4RnCbFY4J3VI4XHDBBflYSHAzwjGXUnH3CK4Q+roIxxrCjlhzDfUnHAsWWiEcmx9IuOPaFmk8wjU7OHCpCDBKwBHCcSAQCLQOxDm7baoFivEYOz2GKuoQq0444YT8+9Vix5dddlnbFvwIvNzAinQRQAme1QJnOAlXbFnMVhODGNYfcEiCbTVnMhGcCEkg8z4vHIdpAc9w7v0Jx0RAbk071KqiJk5ZBEX/di5FaG8sjic1QFmIx5V9b+EspY/OsyqG4hzcx65zVTjW/K7v9PmSrqGaaoTDtoi3XLNSmhGky2dweP0vAqJjERkHk+6hKhwbK1zRTq/SdwsAxrOkIulPOMYL7L4r/XDMwtWrfeWQxm8dl6nBuZSxL9fSNSfyPvfcc3nO4tszzDBDz9g4R4Jq+a5S1K+cs9/ZdNNNexZhiMGuXxHHq2Osf0Rl19n3Vc/RfVSEbo5291H5GQ7L2Vt2WFrgKcUp9b/EUpy/a665Zs/Ch+/Wd3Ok9EMs4Vgl9hIPuPbl5xYrqgtKhGOLL76vHLecCxONhRb3l3G45JJL8ufKsYxD9d8ao0k7YrbA6EMIx4FAIBD4EBB6pA9BLMTBCjVyNtScZcgfYo4gFgJH0EWCWplr2LEuvfTSTOoQHqRSIFRIHTJ+0EEH5VV1q/6Cg6E4bBDOxx9/PJM/WxKt+AvYOBEECQg2sb0UrhuMcMxl4He5Fq666qocAHDZ9iaE6iuyaBskx3dvlZHL8XwXsdzxbE1s3ArZl3DMRcN5YJudPvm//iowE3WNg2up/0RcroqhCrm9CceagozIbXWhYjDCsfHn9HjkkUfyVj7nY2skB0vjogcXl+2B22yzTU8eb4Tb+XCzuO6NwbRxMhccm0OG68ZxGj9n3I2h4xinUqjR91X7JXAoIrXAlVvJfNIaj+v3Hcsx/bxxq6Z71zzxM3/qQ/XnpU+umb6bz/7d22KQczd/zDnzUj98v3H1u8bAdxABqoGGrZ629Jqnjfe4e6bMea4o3+98Q6QPBAKB3uFZK0VVVQDacssts1g1HNhyT2wqAiBexvnargVkz3fvP5wB/yCmVd9L3oVEZX0hdCmAZot+f8fz7vCu9jtcmnZiqd3ASYlTzDfffD3vJGItTtafcKw/uF3Jw0ywJGbbxcYRzMFc0rbhIPgm7uGYu+22Ww9/qArH3rOlj8ba9+JmjomDEiyLu5Wz2Pu+KhyXPjomgQ+nI9YW0d8xpTQwVvqPD+HApf8EbhwDj7I4jjMZEwYOYzUQV6sKx+aI42lFWMfrObnFBf0Jx85LkbYiYnLDnnnmmblfFp65kItJxbFxWFwBp3Y9zQ3H1Q/znghduKZj4Nh+7hgWEzh08RbX3PH8njmCt5iHuMxmm22W50W5pziezzvvvPzdFmTKWPkZkVkqDd9nnhGv/T+HsXMz9tJCVMVr40XEN+fxK+NW5gg3uHnoPiCUl3M3fkRq/K7sniw7NouD2XfhkOZi9bs052BHJRe+Z4axY/gpc8mCjP8v8Yv7XZxn7Mq9YGx9P+OGeeI7zDNj2c40g4HRgRCOA4FAINADhApxItqV1XoC47bbbjusStEIvrxbK6ywQk+QgiTZ/tXKgiRELsGGYyOnUmog4IiOQAWBRZYQyjvvvDMLXoNxHBO+kChBw8orr5wFaTl4EXkCmVzGAjDOiAkTJmSiO5BwbIw5F+QQQzyRPUGO42688caZ3FYdxf4ksiGvyLctbdU0Do7n3JBd/SKM26opACIKy9HnfMuWut6EY25mxQuRTFXNuYIci/hedQaVayowkj9ugw02yIRW/wVI/s0Z5XoM1hFdFY4RWPMOWUXOXVPEfLDCsessoHT9zTkBhyZnIkJtC2o1txtyrM/IcyHX3CAWGATqBN4invse88fctYXSXHBtbfvdeeedM9Gv9sWYE6QFgZzwBFciq2vud0u/5DB0/cw1ZF4AyYFiTrmm1cUa80bg5Jh+LjCt5tEjeAs2/Mz5lkBDI+QKUlxX10zf9cO/BcGNIrSx9TNzTh/9vm26gg+/a0eCczFvq64Wc8e9IlAtixaOK9Bzj/gdn7ETwffrr++Poi2BQCDwYXiXEsMaRa7BpHLoC57H3pOev9Vt6RyU/S0WtxreXd5ZuEoRHJdccsm8GNsff9BHDtLCYfx+lWMR6qT3whEGKxx7V3lPE+pwAWJwNXc0wdFni8jns4T7voRjgqH/L5/HE3CAcl7e9bgEEdj7Ew/BA3xnVTjGxas1LXwnblOEVLwQH3S8khoOhyJ6V8V33ESfy5ip91FNpTCQcIy/S1tAbLTIUByufo6X9Cccn3POOT18WJoGPKzKlfSfoaScMw5U0oE0FsfDK4pzGGcwDwjYfub8G88Jh/Sd5dr4eaNw7BrgeqVPOC5eUgRifNBii2uAk5XdabgoEdfnjbc5UNJ6+DmRWV81nKi4q409voVT4Z4+75juhSqfI1aXMdXEAX7eKBwbNxzN3HAOZcHe2PVXHA9vLdzN2DXe+7h5Ea6J3UPh9YHuRAjHgUAgEOgB0orUFBKMrCFtnBjDdQgjSEhk2WaJ7BA2rdC3qkgdUQpBQq6QQFvxbAUTLMgLiPDrAwKOOCF6AxEgn+FmkJdZUGUsSo4w28hs9yKyEhoRdQIsot2fcOxnHCCOSSxuDEn4AAAgAElEQVR1vOr2SiSNAEtgLI5o/SS4cTP4nhVXXDG7BoogyCVMJBQkIYiIIFLvs47p93yf3xFQVYVj14L7g4CpP76/mhNPQCYgqBaEcRzipe/zXfpfcqn5N6JLYCT4DsZJWhWOHYuoWYi5PHrmSSG7/QnH5pk0KERJ/XEepeCevgkCXC9zo+Ss40K3rc/PqiRcoOG6ctMIAC1ASBNinMq2T9fMGJoX5gNB1aJE6Y/gF7n3Wa4XgqnzqW5T1UfbEt1z+uT6uJZlPhBlBQPlWkv9Yn6XaytYKMGZsXadHd/PLAKU4Iv7xgKHueC6mh8ld6B/u2YCbdsRy30hr2K5rvohADOnS98FQs5LX8ucKdtEjZ37oRTRFFgKWvS98fvNGSKyORO59AKBQOAD4Fzef3KfluerreYchY1pnIYKi9ME6WqhPFyv3YXyCoi1hMhqGgeLqcSz3grjVuFdSegq72su3Eb3NZ7lfAYrHBMvV1lllZ50CHgj7sMRq3m3Wywtbl/ivfQSfQnHOKnvKakPcI3CO6rCID5l0dk7knjd6Dj2nfpcgF94zxdRs+wY03/nW9ItuLbV/uMjhGN8w+8xGNgZ1B8PbhSOmQtwCmNRnM1FzOWUZSDoTTjGHcquQ/y1NxMKDlQEXudEqAXHILoX4ZhAW8YRx7SI73xxVykVCMAWVZyzhXXjXooy4nrOyX1lDItwjOcyfVRBkC6iv3jF9cSxXC88Tl+cK7c83rL22mvnPhgXKStcP8c1L82HEg/gtvoo9uEgL33DzZguSt9L/517mQsMPMajUTjGS3tLJYF/6VcRjonhZTHfPLIAUQxCxt/3le/2HOCKL+ljzHvnHrvDxjZCOA4EAoFAhkCEi7YapFgNRwAbXadDAWKKKG699dY9LgUEC4lB4loBhIZwV5wzRDpOSUGJ79Rsu0JIiyN2IPgMklqItmMJVgQ7gg2ksOSe83PfV4p19CUcI5+EQQQZIeOysNVQIMgBQYhzPETVlkYBlPHznSU/moKFtk76f2SXq7UQ7nnmmSeLwsiy73HOyK2f67OFgUbh2NgQjwmLCD63KjJbticKoIo73J8ljzSyzonBHcI9rR+lOId5w81bhMPBCsf6SUAUOBXBVzAnZQKXSF/CsZ9xRyPtfse5cQwTVgU7HLxljIwJARaB5iB2rbh6SiAmuECiOUsIro4vQBQoIvBEUSKoa+a6IN/66me+h2tIfyxclDlgrIyp8+IykhORWFoCAosq+kKgFoCVYMKfggtBhrmgX4XIa7675Bh0bTjIynx0TVxrCxCubRGsOUfMOednHhh718y4GMOymOO6lMDK9bb11RgS381b509stohQAqwS3HC5F3eMQNNnjK/zFdwKNAn4CtSUuVaKzURgEggEAilvNcdrikBEANpoo40yj2jV8Ql5RezznvJOIF62CxZHCZreIdXCyTgbR+5gDAovv/xy5imFS3rPVwvWgTHCyQYrHHtfW3Qu77GBGuMAoa0v4Zjwxj1tbL17Tz/99I+kDesNVeG4CKVV57B3Kqdo+T48h5Do3YnHDaX/eM1whGPvaO94XNuxvLvxe8cs/KMIx/hT1d2LP/bmdCZSltzMBOjCpfsTjnEt/Lqaj7e/RpwleuNZVeGY+Ny4AxK3K2I3rua79Mfv4qTFqUtgxhMZPnBPixia60Mk9n2TJk3qycUtbijn75yr3GmgZl6IxRqFY9eir/R1fQnH5pn5Ul3076+5z5xLFD4e2wjhOBAIBAKZEHE9VFegkV1BhO1UzW5PEixwknCUFLKDxHHSNrowhgOEBkkvBAfhIywivcRNfy/uRgIgl0B/+bqcL8eK4KYQf+kPkFlOHcRPPjTEq5zPQMKxgIgY5//9jrHmPOA6kT5BrlfkG5EUNHCaEHr1Ra60qnBMKEfg9EGePMcjOiOiRHpjqliggMY4G5OyVZKYWN2yiNBKYeD7BShc1sXFUUg1oqofxODituAMJm77HWTWPCmisp8XEXWguVMVjp07twPRkQhu7EsxF2PUl3DMeYIgE8F9t8BQ4CbIMRaIvW2DpeAI4i+w5BQRmBBzS5BgHhkn5yRI8xliaHEXE8hdZ/0xFzi+uXdcM33lUkbOOXyqbirf6R7TV0GKbcElmNAvaU9cG/0yr4obWGoSfSQAm8u+p1qAhYveXDCnjWPZ9ihFjPvu3HPP7SleV7b0mnMcKtwwAp+yoCMw8T2umTlc3R5t3grQzVn3BkeQwMS202pxPFugjY1zcRwLNUUctiBiXHyH3xW8GM8ioNuuGykrAoHAWIeFa0JddaEQf/Kcb9V2ce8HuWarxeAsYtpd08oaFAUWPy2M4kTl+yxY4oEDpU2ogvhLoC3ir8Xtxt+32FzMBEMVjr1fve8ImL01/Xds7/O+hGPvWcdzLNxhIOG4XNOqcOx3LbJW63EMRjgueYz76z/+WXauDVU4Lv206GAM/dw7vrr7aCSEY5wVTyzXDP8h8vZ2zkwFFs1dZ2NYFY5x98Y+9SUcgzRtZVcct69UW/goHuV+MscLJ5KmQwq68l3mWzFUVIVjfNu59NZ3vEn/mUH8bqNwLA7oLV/1UITj/ua75rPmewjHYxshHAcCgUAgO1e5GQtRQiYIg0Sg3gpnDQfEqmoVbESQ4MZR2SwZITZW3SICIe5ZjhCuCsIj8leKZHAENG5Nq0J/uFI5KByPg1Ye4OpYIPOclEVgHUg4JjJyfvq88SVGEtFKITQ5cQUJhN4iYOq74zUKx7YYcogLmMo149ix3bHq2NQf6RsQfn0i7pZcfkU45iBFCMvvCRirQqo0BSXFh98rAQsybHwFaKX/ckEXEZjA7LoMVFCjKhw7trESGLhGxSXMScuRi4T3JhxzYJdiOH6HwF0N0pwbN225JoIqAUTpG0G0BAIcsSVvHRBIEXfXzLVD9n1fuW7OnyhdxFduZHO9UTiW+qHaJ78nSC/OboGKIMlnzI0SaBDgzTXid6mkzd1S5hFh1hg4h3JNpakQILuW5mhxdnHMWxiozjmBTjl3Y1qqbVeFY/cqgVmA7R6oBpvS2BTB2medd7mfSy7BshgliDF3q2PHYV7GTvBZzd8dCAQCYw2em9dee21+75T3h2cjgbXVC2sWDy1Yl2d0VfxstWjs/V0Kwmk422CKtDXCe9KCY8nza3HbO7kKKT5wvsEKx0RIQmj5vHRh3sXed6VVuZVr5D3Vl3Ds3UrULaIdDmdBtQrvdPxH4TQLvMTL4QrHhE0Ca+G4Ftkb+199r5b+94f+hGNwPXGp3hyq1VQVeGrhcngyU0MjquksfAZXLde6L+HYdcOHjbFzdn/oX1/nXFLUNeY4HqpwTHAv5y3WcM1dDzwIf9J36SpcPz/zmVK/Q7xTeKe5X3aXEYI56f2sr/6XxZxG4ZhQ3Vvav0bhuLowzxBB9C73fbk/+prv/h67wQIhHAcCgcAYB3JpK1Up0lCENdvQm0lR0QgEiJMTKS5ia3HyDrc6eAF3KTemYyJCJQ1GITpcsRy8ZXWfKNtfLj/kjUBYRFwBDuGy8TOIdBHdBhKOibplW6hxJkojboivxsFC/CxkFjFELJHF3oRjpNm2Vds8HbNxSyMgf5yl3EvFQdtYHI/zhIBXBQJe3B+C10KGXbsiQpovUjz4/dJ/roTSf2NN1Bwob22jcExsds620QoYkF5NcCvAKuNahGPnJMiWYqI4plyrxgUPY8a1Yex9T7VvgrOqcOxaFfGTk6cECYIXQnq5ZuW8fXdxzRJ1BX9V4Vj/ubOrAbI5X5zF+mRRBdE3fyxalOvNhSIIlUZGH103c7M416W94GImMJf7ShoJ97Vrro+lb4L2xr6b2+Wa+n1zztyuCsfStRDae3Oh2XZcFY6r2xmJBVVXi2tT5ovm7wLT0j/HcO0iQAkEAmMVBMWSZqG8Pyz6DadA8UDwrPXM9q4t30cwwzkGk2pqsGBC8G4s71FcwoL0cODdzsGLIxXeYLHbDi3n411VLbY2GOHYuRKjvQP1zyI/Ia8KC+V4pMVhC8HExr6EY4Knxe/Cs3AlgmOBhX+pmsrPLT4TJ4crHDseYbAsKMv328irvav9rv7b4dSY3mOowrFzdLwiCvclHNuFVVzt5lZjHmuL89zA5XrhsuV7qsKxnzmvUjAZl23MjVwtaAh2R5VzNqdx4WaFYwsA5lCpCVJc1+KKUttDKhXXws8K/2GAYFgpYrDFimIesHguDqumnPA5xg8FEF1b8w83G65w7Dyr5gUGhfIzsUnj/S53Nt5t7KQ3qxaWDoxNhHAcCAQCYxgIjq32ttGXlWeEFKFoVR69Kgh1tlUVJ0gRs7gtmqnmTRSsukW4L6spMAQaSFkRFwmIRMe+gJzZjtafcOyYhMzioB5IOCaEIseFRPo9gmRjQwj9iWQWx3dvwjEhFzktAYa+9JX2oxRX0xqFY8dodBfJf1vOnZhNOCamEvoK0SRiOse++i9XNtfPUIVjDlbnjAgLzkrAQcjmgi9BQlU4tlWwiLScHsa6UeQkvnJXGyuEn1umkOj+hOMrr7yypzq73zUu/V03AaLgpSocWyBxLavkXoAodYT7TgCAmJcCJ77fHC2F94i5CLy5bV5YgCnbRAVV5qZ55vOCHWNoDgtiBDPl3h5ozvmzpHGpCsfc44Kc3gTd/oRj195xy8+McV/fXxpHTgjHgUBgLMLOJOmJijBY+Ip3abueiwQjQll5B5adRhZxWwG8hMBX3ifeR3ifnTEWL/GK0iymSyOAl/YHohbRtPTXsXEO70dcqSzQD1Y4xo0sQJd0D96j+ozTEeztzMEfvGML33Kt+hKOQVqn4hr3XXaF4QWEUv0pacYIjBbriZrDFY713664sktO/wmwuAQBnJCLd5eFarvwBjKGDCQcg/ExVxpz5VaFY/3Xz7KwjVPiXzgs7kKYLOeDM1msL1zJ+OJURTj2c1zJ/aD/fr+YXpgoCPv6ZIylXHE9iyAtLiB+Nisc+7Oaaqw0313GFIduFNS5qqtF7HDU6k4x/Ed8hD86B58vqWr8WXKAD1Y4xm+ZSwpnd1/4PrvvXEcLN7ht2fVW0rC5R3BqO0LLuBOvI41YIITjQCAQGMNAEGxBr6ao4NwtwlM7YMWd06IQIqSOU2CgfGv9wdY35BP5sXLPvVkluIRIDoviUBFcIKd9AbFEbAlmRTiTy7WaUkPQQGAvbs2BhGPCG/JcAg+OFuSXUFdtgg1/ugbIrO/sTTj2M+kikGXEz3UsTowCJBmx1nfH8/PGVBWlKvdAwrG5UipH+3+EFGHtq/+EUkHQQLkS+xKOwe8j+KWQn3MtRLaaqoLYWK6VwKI4M6pwDty7JQewIKssVvQnHHOml3lTtkNyD/d13q41wZTrqQjH+l9E7sEIxwi661IqsnNTCYAKuZcKQ+DquL7DtS/9N7cFZCU/oG28JXDgWnPeffVdE0SXOVwCK+NWdcr0Jxw77zJ2zlfgWYJKgbO52Nv3l1aC+EAgEBhL8K60UFnythYBkNhTFZzaAe/Hsvhedp/gN/2l9BoscB87YhpdqX01Lkyu1P7gHeWdamG0CIOl2f5P6LLg773kPYZn9CccA9HPWBeu5Xcdu+oa9X92tBWxtj/hGDfBFwqXKqJ59XiFO+IcMFzhGMwRYncRNEv/S6G98n3GZjApoQYjHDsGkbgsrvcmHANeVPhOiTWMQ+E/hSf5jqoBApeoGh1KYwLBt3FFxaCrix7lmlXP2YIEM4x506xwXHhhdVHcn5dcckmPk9rPS/HA0ifcqzEtC4G76o4vtS2q18wYMbIUE8ZghWP9Nf9KKrDSzG9p8IyD3WvlPKtjV52fOKU5HQv6gRCOA4FAYIwCqSOOcmgWgkDsRFBamaKiEYgews89WogPIoMgD6VAShW26cmvK2BAvLhoCdGF6AgMyrbAUhytv22SyDBniBX3stpPbOVaJUgitlIHcJMMtjgeUl+EZqQMGUYaq0BsrfTbhkmQI073VhxP35HIqmDIuVM9Z38KQldeeeUs/hoTjoXhCMd+DyGWFqG4KAjHjbnqCJal/wrcSZ0xlOJ4jcIxYmvsSsXqKvmtCscCHOTWuCLJ8uY2Oju4lwuR5/ThaCqidlU4FtzYKlzET+4P318CHccx3xqDbnmVnTdCbqyqjuOhCsegUnYh9Bw15qDPCshce4Lr9NNPn8V0QZSflXlVjlOCLp9xHAGvwK96TfybM0ffXTv3fmNxPEKGba+DEY71q4yrOej7S1Bkrulb9TgWM4ydhR0pOprZeRAIBAKjFQQhz+iyOOpPQiThtd3wzPYe8K4p71i7feT6bfaZrFCrBdnBCsfeZ7jLYIBzeG/gJhbS99lnn2wKwAmKWF2Kz3r/ep+X//fOkiqNmFzg/UeIU0S5LLiW5j3HVep6lHeYd7GUFOVdaXG9CLnl57gQQ0Z5D1fH16Iw3lf4hvdsSWnmM1zDFooLnIN0DcV4YWG4iM7FLMC1ils09h9nIpSXheWBgM/iVeX3GTKqInb1O83T6vnhD1XhGIyLnVO9pbYwPhYLeisg6PeI3VUXvnPBg52H+UmUtYhQjA2lEdEttnNdV2svMJqU/hrv6hwAAnaVf+HI1THjDq+m15DOq5oeTyxj7Mq9zAnuPHqr54ILGlt8rip2awwD5m51557rjZ+Xz7pvexOOwXmVFCblmMbRPeme1x/Gi6q7uDRjyeCC54doHIAQjgOBQGAMAulVEI3YWIgPwc0qvJX1djv+EE0r4UXIQ5JVDEcch+N0RmoIViWHHgKGLNp6KIjgIinb2ZBBboK+0joUED2rYrOgQVBA4EPcCarGbLDCMYKmYIntlIWMEgcFIQKDkovNtlSCIzGzuC8bhWMCseMJrkpROMKnoIaI6XgETEJdCWg4UxDOxlQVgxGOpX7QD27R4to1HvrldwUTvpfbxef133ZTAVEzwjHoL0dJKSLSm3As2HNOJYe1oAmZ5pZCygUViHHJX6hgHEJd+lbNVe17zA/zxvgj7K65eeO8uZjMU4Knn3PJEuU5nrlAXGN9bsZxDMaz5L8r224FJ/rlHjHuJT1FCTJ9Dxd71dXivij5kKX7sEVVEGX+Kyhknlk80leLAf5/KMKxuS0ALveByt/c5vJmm6OE5bId0n1pYUrgalHEPFY4x9hx7wgqB0ptEggEAt0Gz/4jjzzyQ6Ia0QiHGakdGN5pOEgRmTyzvdvwmmZAQMRz7JQaTONu7M9hbTws3uJouIe/W6wlIJZFS+8WLlPn4d2upoHf8+60YO97LBB7hzdyTp9zbJyMCIujeK96pzVu18f3HINo6JiOXc3fW4CTWYB3PO9WHMJ5NoryOIL3o75prkmVD+kb7lK+z2d7+z7CJY7PHCJPLg5EuBzKIoDPluumL8akr2LZzg+/LNcQj+hNJDUXnDfeZFyJ9MbZdeyvSLb54JztJsMvcNJGkVn//L8xZh7gAPY7zqN6D/k7PmNelzFsnAOO5Xr7Oa7VWwFH/LIcQ9xU/Yx5aC6Un+Nc/RUa93kucPzXuDAo4E4WOhrHxfV2LctYD5R7WCoa54KrGXfzwj1T/R3XDx+0CIOjuS7+HQv5gSpCOA4EAoExCGSUk6EEKYQngljJb9puICwIla3rxRVBhOXIHW4BGMSHGE0AK0IqRzBxjghKoBMQEUoR+P5IaiFycvxxJxfx2Aq8MfNvAimhulotuj/huIiFtjUSJ/WHs4bbwdZJbgn/71pwJ3B/ClL6Eo79P3JOcCQIFmGQs6ccr4idRGpkGmlvRjjmsuBy1k/HNdYWH3wfxwhhkJBJQOWMbawiPhzhGJBk41R1k1SFY2MuJQcHiGtsMYQATyy37dM5lJQeFihcjyrJl7+wuohBxJS3j1PIeLmuxt2xNbkOuZaMnb+XBQRj4bPmDuG4zIHhCMe+t+QxrgoJJdcw4m/OVZ0kBGD3T9UdImgg6Je54JpxKbn3zBVzpuRuFmSWIHSwwrGAyVbOIl4Tt40xJ5dz8P1cYI7l+42Je0oxIN/v80VUFtwOlNokEAgEugme19V8uBpe4Z3Qzt1ffe20KoWGSz8spLY7VcZQgLtZGPbe8X7EN9TJKO8ufxK/SvoEu9v6K4YcCAQCgYERwnEgEAiMMXD0Id3VPHqItxX6wQh9rYKVbOJoKUZS+mFrZOMWt8FA0EOMEzAQaxvz3hHIuGAJeoMt8kCcs6VLPlluY2Ksgi4Ebn1XvKIIjkREq/qCQA6PUtRNcMMlAUQx6S44aEvQQzQrbk3CKfFTGgxCeClo5/uL45aLhhu1iHhcvZzLROwirJbjEUsFgYTRcjwuDW7sIgoSVhuL43E+lfPST2kdSl98n7Qgrlvj9zmmLZ5EYy6cgcR5UGSkCMd+37a5RuHYuBnv4hr3Wf0TbBcB2LwmzrrGRQytji2B0jZg+YkbnSqEc1vySlGdMmdcR3OR4GsRgZuWwNp4bNeGeG5uleBVkbgyB1yHxuJ4hNhSbMdniKuNwbnrWnWgEXtLjkHXwu+ULauaedlYGRtsNTziiCPyfVGE6mr+PNfMfVfcxuDcyxzhku8rx7H7+Ic//GFeBKmOHVG4iB5+15z3zGkcO/epwJ5QXSdxIhAIBEYCJa1CeX56JuMT/n+k4Xku76mFvPIs997gfK4TLCZbGC7vEQui3u9SP3gXl/7jVPjMSArwgUAg0I0I4TgQCATGEAg/3LacitUUFUSzat62kXQ+26peUgwQ0Tg7baUaTl/8ji1vghzpKQh9Gne1PKpE2962nPUG4iURjuDKxWlLGNeK8bMFjaBYUhwIXhQeK2PIEWyrGQf0WWed9aECM8RU2wj1UUAjP54UIf4UsPkOQU7VNSrtBIHV8Qioxq2Mj88RE21rk4aA09P19CfnMCdu9Xgc5T5LYHc86S44iavgMOYELv2v5p52HNv4iLa+z9ZW+eek9fB9BFNpCAabE81YEQ19V0lj0NvvWtSwjc6Y+az+uS5Vh6pr6xpwHxEqCeTSH8gfN2nSpLyVsnHbYhkToj/BXkV7rmpuL9e6iL2ObbuhVBSuu+O6bnIGEuYF+dW5RRgmoBNVjQvxtiqkm1vmZDkfTq/GuUmkJ+D6uUa8rn7G2Fnw8R1+rr99bYc0R+wo8H2umfkq1zU3O8G7MfewY5c54vz0t6970nxUqduxjJ1WdYCB+4hor6++X45B368/zr3x+wOBQKDb4bnq/VAt7mWBzXu+U3lFi5BdFjUJ2d7x3kd1gff+ddddlxcdG00CVbMAt3Rj0eBAIBAIDB0hHAcCgcAYgtxoXIql6rLGqUrQGYkUFY0gpHHjcsUW54gAivDUWKxiKCCuEZCJkJq/cxkPxgFb4PuJZtwriksQFQmmJZgjIpZUG9IFECqLG5TYSFgmhnEt97b9vuTmlcOMAMot7fN9fbYcz3n09hnf6ef6TaT0Z2/HK5XABax+zqnbOC7V7+ur/+X79N9Y6L/z6S+PW2+ojpU+9ff7+lr67Xd6+6zz8znuWQK/5roYt/4CcT/zGSJ6yZ1I+GwUM41dObbrJijlYG48tjHr77x83u+V8+ntu6rH6O0z7tnqz/27P/G1t2tGkO/r+pa+mQMDiRj65lgEYk2/GvtS/X4Cf5kzkZ4iEAiMNXg+4j92fBQ+ZhG9MW1RJ/pFuC71GDQ7bRRQ7asIV6fgHWIRWS7mcePGZT5rt4uFbIvYg91dFggEAoH+EcJxIBAIjBEQ07gl5c8tIq0ccByAHKKdAnGKm7YUErNdU3oExUwG6w5uB4iNnJG2OnLeyJNLdDeGcsFyMpcUC4IVLt6hiqaBQCAQCATGHqRIUpC0mqLCQrU0DJ2GBVR8p9RC0OTwL/UO6ggLp4TtTjm1A4FAoJsRwnEgEAiMASD6TzzxRA5KqikqbD+U37bTgYACW3LT6pO+cfBuvPHGH8m9O5LgguRYkUdPHlnOYjlw5dmVz5UzyP8poiblQGO6h0AgEAgEAoFG2JEhFVA1RUUpYjuUnVHthNoGajqU/uFn3NDBdQKBQGDsIYTjQCAQGAOw9V4qBQXCSjEz2yPlPK3D1kN9kC5jkUUW+ZAbWn7X3op9jRRscxQ8yWm77LLLpq9+9atp9tlnT3PNNVfeFimHrly/tuiHyyUQCAQCgUB/wBXsUFpwwQV7RFk7m3bfffecIqlOu9Tk0C+FckuxXHURgu8EAoHA2EIIx4FAINDlIH4qKvb1r3/9Q/nq5O/tZIqK3lJDHHDAAT3itu2bch/fdtttHc2B6rvlbH3qqadyEa9bbrklO5FLkbxqAbBAIBAIBAKBviA3vlRXUlMUTrbyyiunp59+unaDpiCe3V9lpxpepnCeAnqBQCAQGDsI4TgQCAS6HI8++mhabbXVclqFkgZi/fXXT88991ytXCP68sADD6QVV1yxp5q3FBGKnChwVwdI6WEbaadTewQCgUAgEBhdUBD15JNPTtNPP32PaKzuxEUXXVSbFBVV4DpXX311rvFQ+itlFyeycwkEAoHA2EAIx4FAINDF4OI99NBD0zTTTNND+hdaaKG81bAOKSp6c0efdtppOYdw6a+0EArShbM3EAgEAoHAaMVdd92V04QVfvO5z30ujR8/PnO1ukIqLrmNq4Xy5D5+8MEHO921QCAQCIwQQjgOBAKBLgWh9fLLL0/zzz9/T97gmWaaKR155JG1Lm7CXbzDDjvknH/6zCm99tprpyeffLJWDulAIBAIBAKBwRYB3mSTTXp2VPlzhRVWyHUU6g6puhQKLsLxZJNNlnbdddf02muvdbprgUAgEBgBhHAcCAQCXQpEn+AqNQWi/5nPfCZttNFG6YUXXhheqoX/+/+k9O4fUvrF4yk9em1K91yQ0r0XpvTkzSm98lRKf3w1pX/+3d7Gpvr93//93zmP8BJLLNETpEw33XTpiCOOqLXgHQgEAoFAINBXioovfelLPbxGod2zzz67uRoO/+//Telf/yjQRpoAACAASURBVEzpn/+V0j/+K6V//SP9f7hai9Np/etf/0qnnnpqLlpc+j/HHHOkSy65JBb0A4FAYAwghONAIBDoQrzxxhvpkEMOybnoCsnnPL7sssuGnqLiv/+Z0qs/S+nWSSmdvk1KR6yU0v5LpLT3gints3BKB34rpQmrpnTCxildOSGlnz2U0t//1vTWyMMOOywLxvrOMT1u3Lh00003dbRQXiAQCAQCgcBgYaFe/YZll122h4999rOfTbvsssvwUlQQi995M6Wnb/+Ac+FeP/juB83fz9srpTt/lNJvnk/pH++3tKjfZptt1lMvg2N6jTXWyCaFQCAQCHQ3QjgOBAL/P3vnASVF0bVhFfwQRYIggopIUrIgiIBKlJwUJUpelgySBBRQBEUySM4ZAck5LznsknPOOWcwcv/z1tjzbwJ2Z6a7enre55w6BnQ7TO/0radu3SvEeSUqpkyZItmyZVMdsBHgp0yZUonYy5cvx+6H3bwksnqySP8aIm2zy6PgRCJ1n4tmPC+P6r8g0iKDyM9lRaZ3FTm40ZUF4wEoSYHJCLp3G928UQuwTp06sm/fPo9+JiGEEEKIlRw7dkwaNGggcePGdS+ElyhRQkJDQ2P/wyCMl4wQ+b6ISIOEIvWfEQl6NmI8hn+u94xIy4wiQxqK7F0t8vdfPrkW7AbDIr4hwBMnTqx2g928edMnP58QQog9oTgmhBCHZbbs2rVLqlWr5s4KQamKSpUqqX8fqxIVt6+4sow7fizSMPFjhHHUoQTy1+lEBtUV2b/WVeLCAx4+fChjx46VTJkyuSdbqVOnliFDhrCbNyGEEEJszf3792Xo0KERSlQYccw///wTi5/0SOTMfpHRLUUav+4Sw0+LxyCQIZY7FxBZO1XkwV2vr+f27dvStWvXCA2XP/nkE9X0z6MSaIQQQvwCimNCCHEQyCj+6aef3CUqIFtz5col06dPj12JCmxvXDdNpHMhlwh+3IQkumwX488xuRnRTOTELpFHnjW1O336tGrAgqwWXA8ydsqVKydbtmzx6OcRQgghhJgNRCqE6scffxyhREX9+vXl1KlTsfthJ3aKDKwrj+oniPEifoR4rO17IivHeLwLLDw7d+5UJSqMHW3YFda0aVM5c+aM1z+bEEKIPaE4JoQQB5WomDZtmuTIkUMJYwT0r732mnTu3Dl2JSqQNYI6xX2qRFua4lHwKyLtPxTpW1VkYB2RriVEmr4V/YSlWVqRSR1FLhz36JpQzzgkJESKFSvm3ub5yiuvyLfffivnzp3z6GcSQgghhJgJ5DDqGBu7vzAKFy4s69evj90PunJaZNK3Ig2SPFkOG+Nxf/59QVdjYy/LVqBR3qhRo1RzP+O6UqVKJcOHD1c7xQghhDgPimNCCHEI27dvly+//FKVpkAgj8kKskLCwsJi1/X61iWRWT1d0jfy5KPFuyKjW4lsXSxyao/I2UOuWsYLB7saswTFj/r/dPzENVnxsGQFtkb26tVL3njjDXcWdfbs2eX3339XExhCCCGEEDst5I8ZM0befvttt1xNmzatKlsRq7jlr4cia6eItHs/+vIUWLTv+YXInL4iK8eKTOkk0rmwSHDCqBK5fhyREU1Ezh32iRRH3eYXXnjBfX2o27xp0yavfzYhhBD7QXFMCCEO4MqVK9K9e3d3iQoMNMebNGmSmsDEiiOhrmzi+vEiZqug8d3kziJnD4j8+QAd7FzZyf/8JXLnmsj66SI/FI0m6/htkVk9XDWTvajbjDrN4es2V69eXXbv3u3RzySEEEIIMYMNGzZI0aJF3fEYYpagoCA5e/Zs7H7QuUMu2RtdJnHLLCJz+4ncvhrx/zl/TGR8O5FGr0fNOm7/gUtE/+39ovvSpUslX758ERrlof7x9evXvf7ZhBBC7AXFMSGE+DmoXTxr1izJnTu3u+bc66+/Ll26dIldiQqAycTGGSLf5o2Q3fKoflyRvtVEDm4W+fcxDV2unReZ9mPUshXYXoks5fNHvLpG1GnOmTOne5KSMmVK6dOnj9y4ccPjn0sIIYQQ4iuOHz8ujRo1UrV/EasgLkOd4+XLl8f+h22ZK/LN+9FnGmNn2L2b0f9/yCoe2TzacmMyvLFX8Vj4xn+IwRBvGnEZ4tD58+erMmOEEEKcA8UxIYT4Oci6RfatsWUQWblffPGFKl0RqxIV4MEtV9mJ5mn+XxwjS6XRqyK/dRa5fuHx/y+arqye5MpoCZ8dgy2TI5qKnD3o1XVevHhROnToIMmSJVPXGSdOHPn0009l9erVsexOTgghhBBiTomKt956yy1T33zzTenfv3/sS2vdvyUyb0DUzGGMXyq6elE8DuwG2zRbpEPeqP8vdoZtXyq+4MCBA2o3mNFXA3EZMquPHTvmk59PCCHEHlAcE0KIH4OMYpSoQBM8Y5KSKVMmGTdunGdNSu5cdWWxIJsFmcINksgj/BVbIiGUH9x9ci2+dVNFvs0XQRw/apjctW3y0kmvrhVyeOPGjVKyZEl3ZvXLL78sbdq0YTdvQgghhGgDZbVCQ0OlbNmy7ngMC/m1a9dWNYFjzcUTImPbuhbfI8vfcd+I3HrKjjL0oRhYL+r/2zyDyPLR8sjDvhOR4zLEmxkyZHBfMzKQhw0bpnaKEUIIcQYUx4QQ4qf89ddfaktgnjx53CI1SZIk0rJly9jX0TN4eEdk90qROb1FZvdyDYjkBYNEjoQ9ucEdahhH11SveTqR+f0fv6UyFty5c0dtjUQHb2OSkiVLFvntt984SSGEEEKIFs6cOSOtWrWK0DCuQIECsmbNGiWVY83pfSJDg0WCno8QU6nF+Jk9RP54wkI+wA6xCe2jiONHDZKJTO4kcuO8+IJLly6puPOll16KcN0hISE++fmEEEL0Q3FMCCF+CrYI1qtXT+LHj68C9bhx46pMly1btnheuuHRvy55jGYr7nHF1fwODfGi/X8eueobLxku0rGASFD8iM1Yfiojsmvl42sjx+b0Hj2SgwcPSs2aNSOU5qhYsaJs3brV659PCCGEEBIbUIZi4sSJkjp16gh9GHr27OnZ7i9wYqfIgFpRM4YbpXAt6qM82JNARvKUTlH/f2Qwj2oucv6wzz5klAwrWLCg+9ohkb/99tvY99kghBBiSyiOCSHED0HXamTeYmJiBOrZsmWTSZMmeT5JiSkQyFfOipw5IHJoi0jIJJHhTVQDl0fBL0WUxq0yiczr75LPPsy0nj17tmrCYlx78uTJpUePHnLt2jWfHYcQQggh5GmgjFaxYsUilKioVq2aHDp0yPObZzS4q58govhFBvKkjk/fxXXhuPr/o2Qc13/BVcLixG6ffbCIO/v16ydvvPGG+x68//77Mm/evNj32iCEEGI7KI4JIcTPQLfqJUuWSP78+d0lKhInTixff/21nDt3zvwTOLVXZGI7ka5FRTp9ItL2PVfzlgjbKZ8XaZVN5PdursmLjycOV65ckY4dO8qrr77q7lpeuHBhWbVqFScphBBCCLGECxcuSPv27SOUqMiXL58sW7bMux9847LI7z+JNEwaNWt4QG2Rk08Rv/vXivxcPur/i1itdyXXwr8POXr0qNSpU0dJc9wDNMyrWrWq7Nu3z6fHIYQQYj0Ux4QQ4mfs2bNHlWowSlQ8//zzUqpUKVm3bp3nJSpiw9GtIv2qidR/JkITvAjZLN0/czXKu3r2yXWRPQQZLGFhYVKhQgV1/cbWyKZNm7KbNyGEEEJMBw3gpk6dKhkzZnRLY2Td9u7dWx48eEx5r5jy50ORJSNEGr8ZVf62yS6yatzjS4Ddv+Xa7YVGx1HE8X8lxPaG+Dwuw71A3wnjXiRLlkz69u0r9+7d8+mxCCGEWAvFMSGE+BE3btxQQTi6VhuBOSYsY8aM8X6SElOObhPpV12k3jNRJyRGNkvLLK6tkJtmidy5asppYGvk8OHDJV26dO57kSZNGhk1apTcv/+U2n+EEEIIIV6wbds2KVeunDsGwUJ29erVfbeAHTpPpP0H0cdZP38msmd11B1dfz0U2TxbpHPhx8Roz4r8UERk22LxNahp3KZNG3n55Zfd9+Sjjz6SlStXetYgkBBCiC2gOCaEED8B2cQIvgsVKiRx4sSxvkSFwZEwkf7VRBo889isY9UgDw1cOn4isuBXV/M8E8DkDA0CX3zxRXeDwDJlysjmzZs5SSGEEEKIKSDu+uabb9y7v4y6vnPmzPFd/HHphMiYVtHHWRjffSIys4fInhCR4ztFwhaKjG+vek489v/Bv0eZMUhpEwgNDZWSJUu67wlKeLRs2dLaOJUQQohPoTgmhBA/4eDBgxIUFBRBkpYuXVo2bdpkTYkKAzS627NKZPUkkUVDXJOUrqWj3U6pylZgAjOvn8jNi6bUe168eLGq92xMUiDTf/jhB3bzJoQQQojPQZNelGVInz59hCa93bp18+2Op7//EgldIPJDYddCfTQiWDXPa5ZWpGXm/+838bgdYYY4/r6gSNgiMYM///xT7QZLmzat+95kzpxZ3S/8GSGEEP+D4pgQQvyoREXKlCndgTgmLAjOUbLBUrAtErX3Ht5z1dG7eUnk5B6RuX1E2n8YqUnef/K4WymRHct93iTPuDc9evSQVKlSuRuyfPDBBzJ//nw1uSOEEEII8WWvicqVK7vjMSzkV6pUSQ4dOuT7m3z3usj8ASIt0j1ZCEcWyg2Tu2KyNtkiZh/j77sWF9nhZfO+J3Dy5EnVKM/oQYHx5ZdfqvtGCCHE/6A4JoQQm4Os2qVLl6o6cc8995wKwBMmTCiNGjVSwbktQIMWCOTFw0Q6fBB1koIGLXP6ity74fNDY0vo7t271aTEmKTEixdPgoOD5ciRIz4/HiGEEEICk0uXLsn3338vCRIkcEvRPHnyyKJFi8wrkQV5vHSUSLtI8dXjRsOkIiObuXaF/VQqarZyj89FDqw351z/a5Q3e/ZsVboj/G4wZGRfv37dtOMSQggxB4pjQgixOUePHpXGjRu76+hBHhcrVkzWr1+vpLLPQDbwlTMi+9e5Gq7sXeMa+9aKnD/i2jL5JDBhOrlbZGDdaLZSxhWZ8I3I1bNiVmfzcePGSaZMmdyTlDfffFMGDhwot27dMuWYhBBCCAkcUBZs5syZ8u6777pjjVdffVWVx7pz5465B8dOr4MbRIY1FGn6tms3F4Rw8H/9JtTfv+QqDzarl8jlUyIbZ4h0yBtBNqv/b3ADkdP7TD1dxF6dOnWSJEmSuO9V7ty5VXkxQggh/gXFMSGE2BgE3oMHD3aXYcDImDGjjB49Wh48eODbg0EMr58u0qW4SPu8rskGxrf5RX7/SeRaDBqbXDktMraNa2ISXh5jQoPJzpkDYhbnz5+XFi1aqGxs3Cc0ECxcuLCEhISwUR4hhBBCvGLHjh3y+eefu3d/Ic4oV66c+veWgTJhhza55PCgIJHeVUT6VBUZ0URk8XCXEP77T5E/7ossHOza8RV+Ib9BMpHJnUxrWhyebdu2qV4c4RvloaHzmTNnTD82IYQQ30FxTAghNgVb/SA9CxYsqCYnCLqxNRLZx6YE3RDHIRNFWmZx1Sl2j/giv9Z1ZRM/DWS4jIE4ThBRHKMu3+AgUzNccL9WrVql7hfqHBtbI5HxcuHCBdOOSwghhBBnc/XqVfnxxx/lpZdecovQHDlyyJw5c/SeGHZ7RVci49JJkdEto5axaJ5BZPmop+8i81GG9qRJkyLsBkuTJo3aIYadYoQQQvwDimNCCLEpBw8elKCgIJWhYTRfQQbtypUrVTDuc/75W2TLHJHvPo460ehcwNXZ+2lADA+tL48i19ODOB7ztWsiYyL37t1T5SkwMTEa5WXPnl1+//13dvMmhBBCSKxBo9158+ZFqNmbLFkyVev47t275t3Rv/50NSG+fzPi+PNB9LI4PHtCRLqWjhrPdS0hsnuFWMW5c+dUTw6j3BpG2bJlJSwszLJzIIQQ4h0Ux4QQYkNu374tQ4YMUXV6jUA7Xbp0MnToUN+XqHDzSORImEi/alGbrzR6XWTKDyLXn5C5i4nMhukinT+J8v8/Ck4kMvUHkVuXxWzQEK9mzZqqQR7uGxrmVa1aVTXQI4QQQgiJDfv27VNxhBGPYSEfJSv2799v7o3cs8pViuLbfK6yYWrkE5nUUeTi8cf/fyhTsWioSLO0UcXxqOamL+JHZv78+aq+sXH/sHuuS5cubJRHCCF+AsUxIYTYDJRcWLdunZQoUSJCiYqGDRvK6dOnzT341TMiEzvIIzRYCT/RQMkKZB2vGCNy+0r00nj3SlVn71GDhJH+32dFvnlPJGS8yF8PzT1/VNz4+2+ZPHmyZM2a1V2yInny5NKnTx+5efOm6ccnhBBCiDO4cuWKKlHx8ssvu8Vn5syZVZyBeM1UTuwS+bW2a9dW+LiqQx5XT4rojv/vPyLbloh0KeaK3cLHYu3eF1k9yZXJbCHYDda9e3cVixn3MFu2bDJ79mxzdtARQgjxKRTHhBBiM44dOyZNmjSRF1980V1uoUiRIkommx5gYzKByQgmJZGzjoMTinyTU2REU5G1U0WObnOVpti+VGRaF5Efiog0TBolu0U1yutfQ+To1qdvrfRhLcIOHTrIK6+8ou4hGtnkzZtXli5dav5EjxBCCCF+D+IFZMtmyZLFLTyTJEki7dq1s2Yh+s41kendIgpgYzG/b1WRI6GR4qpHImf2iwxvJI/qx426iD+8kcj5w6IraxtZ2saCPuKy4OBgOX78CZnThBBCbAHFMSGE2Ig7d+6ochRvvPGGe5KSOnVqGTBggDx8aH62rgKTirGtRRomj7rFEZOVRq+KtMws0iGva9tkm+wiTd+M2hDPmKhgWyVE858PLewV80i2bNkiJUuWdHc/N7p5m561TQghhBC/5/Dhw1K3bl13HIG/lilTRnbu3GnNCaCB3aZZIt/lE4ncOwKNi3t8LrJ+msjJPa6xfoZIn2oiDZJEjcWQELBmishfeprSYTfYlClTIkh4xLejRo0ysQQbIYQQX0BxTAghNgHZxCEhIVKoUCH3JAXduzFpOXr0qIUn8rfIgQ2q7ESULJfIEvmJf/6sSKssInP6iFy/KFaDiciwYcMkffr07kkKOntj4mKZhCeEEEKI33Hjxg3p2bOnJE6c2B1DoNnujBkz1OK0Zdy8KDLjF5HGb0bdCYZ/Do4n0vQtkaZvu8qMRS5rgYFax7N7uzKYNZf9aN26dYSyH0WLFpX169drPS9CCCFPhuKYEEJswqlTp6Rly5buEhUYBQoUUDLZ8hpwKFlxcKPIwLoiDRNHnazEZLTLLbJoiGvS88j68hCY2OGeNmjQQAl4o6HNZ599Jlu3brX8fAghhBDiHyUqlixZIjly5HDHYxDIbdq00dPQ7dQ+kUHBrvITj4vHovv3+HdN3xSZ+J3I5VNiB5YvXy758+d331fEvCj9ceHCE5ovE0II0QrFMSGE2IC7d+/K6NGjJW3atO5gGn8/ePBguX//vp6TwhZJ1Mqb0V3ku49dAjn4GXmE7ZLhJyj4e5X1gj+LK9Iig8jQYJEdy0Tu3bSsrnF0QLjPmTNHcuXKFWHyh27ely9f1nZehBBCCLEnBw4ckJo1a7obFGMXGDJjN27cqO+kjm0TGdJQpHnqqGUrohkqVmuVSWRWL5Hr9pGy2A2GTO4UKVJEaDaITG6UsyCEEGI/KI4JIcQGYDJSvHhx9yQlfvz4qkTFyZMn9Z4YunM/uCtybLvI3L4iA2qL/FBUpE0O19ZHbI/8OqOr1nHPL0TGtxMJW+gqTfE3unbrk8bht5t26tRJkiVL5m42CJG8YMECTlIIIYQQ4gZN7/r06ROhRAXKXE2cOFF/c92710W2zBPpXcVVx9hYuI8sjlEmbExrkb1rXDGcDZtAf/XVV2oXGO4vYt9atWrJwYMHdZ8aIYSQaKA4JoQQGwTQjRs3Vs3bjAD6o48+ksWLF1tfouJJAvnhPZHbV0UuHHNlvhxYL7J/ncjhLSKn94ncOC/y4LZLGGvMMo6uZMWePXtUiQpDzMeLF08aNWqk7j0hhBBCCGKuVatWqRjMkMaJEiVSJSqwCG0LEF9BIGNBf+MMkVk9REY2Fxnd0vX366a6GuX9Yd+Gc4jLsBssZ86c7vuMDORBgwbJvXv3dJ8eIYSQSFAcE0KIRlCGYsyYMaqztBE8v/XWW9KvXz/7dplGvWKIZDTRMwb+2UayODJ//fWXTJ48WbJmzeq+z2+//bbq5s1JCiGEEEKwmBwcHKx2JhkL+SVLlmRfBBO4du2aEvLhG+WhOfTatWv5IBJCiM2gOCaEEE1gy2NoaKiUL19e1c8zSlTUrl1bTpw4wc/Fx5w/f16aNGnibpSHe16qVCnZsmUL7zUhhBAS4CUqsGj/yiuvuEVm+vTpZeTIkSxrZRKQxKgdbewG+9///ifNmzdXjY0JIYTYB4pjQgjRxOnTp1W2RYIECdyTlI8//lhtk9ReR8+B4J4uXbpUbUE1RD3uffv27eXcuXO6T48QQgghmkonLF++XHLnzu2Ox5AJi8Xmixcv8jMxCTTDQ3mKVKlSue97unTpZMqUKZT1hBBiIyiOCSFEAyhDMW7cOFWWwgiWX3/9ddVpGuUriHn3vVevXupeh296M3PmTE5SCCGEkAAEjYibNm0qzz//vLuJLsomoHExMRfssENjPOPeY1SrVk3279/PW08IITaB4pgQQjRktmAyUrx4cXfmKxrjVa1aVQ4cOMDPw2RwjytVquSepKCrd1BQkBw+fJj3nhBCCAkg7ty5I0OGDJHXXnvNLS7fffddtbjP3V/WxMTYDZYvXz73/U+SJIlKpED5EEIIIfqhOCaEEItBWQSUR0A9YyNIzps3rwqc0dGbmAvuMbp5v//+++77jwnjgAED5NatW7z9hBBCSICwZs0ayZ8/vzseQAmrxo0by6VLl3SfWsAAQdypUydJmjRphLgY5UMIIYToh+KYEEIsBGUoJk+eLBkzZnQHx6jt1rt3b5aosJArV66o+tKJEyd2b0stUKCAmkASQgghxPkcP35cGjVqpHYeGbEAJPKKFSt0n1rAgZ14xYoVc+/EQ6M81Jhms2hCCNEPxTEhhFjI1q1bpWzZshEC4+rVq8uxY8f4OVi8NRJNCAsWLBihXEirVq1U00JCCCGEOJe7d+/K0KFDJXny5O6F/DRp0qiyFWjaRqzfDTZ69GhJnz69+/NAH5BRo0ap/hSEEEL0QXFMCCEWcebMGZXlapSoQGZLrly5VNkE1tGznocPH6pu3m+//bZ7kpI2bVqZOHGi+jNCCCGEOHPxeNOmTSrD1Xj/v/jii9KgQQOWqNDIhQsX1GeAhXwjTq5YsaLs3LlT52kRQkjAQ3FMCCEW8Mcff6gSFchmMSYpKVOmlJ9//lnu3bvHz0ATyC6uXbu2xIsXT30myD5Gk8K9e/fyMyGEEEIcupCPHUZGk1y8+7EDad26dbpPTQJd6KNMyEcffeSOlVFSrHv37nL9+nXdp0cIIQELxTEhhJgMsomRLVGpUiWVPWGUqKhcubIcPnyY91/zZ7NgwQL54IMP3JOUV199Vfr06SM3btzgZ0MIIYQ4CCzWjxw5UlKkSBGh10T//v3lr7/+0n16AQ/KUiCpInwJkezZs6tYDWKZEEKI9VAcE0KIyZw/f146duwoL7/8sjsI/vDDD2XJkiUMgm1S57Bz587ubt5GCRF+PoQQQohzgHhEVjGa4YYvUYGdRydPntR9euQ/tm/fLuXKlXM3LYwTJ476jA4dOsR7RAghGqA4JoQQE/nzzz9l6tSpki5dOvck5bXXXpMuXbooYUnswebNm6VkyZJqcoLPCNtX69evL0eOHNF9aoQQQgjxAefOnZMOHTpE6DWBsgholkvsxaRJkyRjxozu2Pn1119XjfLYg4IQQqyH4pgQQkxk27ZtUrZs2QglKtDoY8+ePbzvNitZEbmb95tvvinjxo3jJIUQQghxQAmECRMmSOrUqd3veZRDQK1jZLgiLtu9ezeHDe4BPouQkBBV4s3oQYFRunRp2bJlC3frEUKIxVAcE0KISVy+fFm+//57d2YLBrInhg0bphqznDp1isNG9yAsLEyqVKninqRA9leoUEHJf9bVI4QQQvwXCMdixYq54zFjdxGar0Ego79BsmTJOGxwD/BZ4DNJkCCBalxofF6Ipzt16qTia0IIIdZBcUwIISaArXQzZ85UDT3CT1IgJREMv/HGG2rbHYc97gE+D4yECRNGmKRg0oKyIleuXOHvCSGEEOKn2cZDhgxR9YzDx2Qc/ncPChUqpOpUE0IIsQ6KY0IIMQFkFLdo0cJdooLDvycp69ev5+8JIYQQ4qf9JiZOnKgyWXXHFBze3YPy5cur0iKEEEKsg+KYEEJM4Pz589KmTZsI2asc/nkPSpQoIaGhofw9IYQQQvx4QR/lw95++2155ZVXJGnSpBx+cg/weSVJkkQKFCggc+fOZe8JQgixGIpjQggxgX/++Uc2bdokZcqUYdaxH4/MmTOrzt53797l7wkhhBBCCCGEkICC4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCCGEEEJIBCiOCSGEEEIIIYQQQgghhESA4pgQQgghhBBCCAlgHj165B7//vuve/zzzz9q/P333xHGX3/9xcF7wGfAAc9A5N9t43c+/PdA+O8HDBJYUBwTQgghhBBCCCEBSmQpGr/OUAAAIABJREFU9DhpHFk4/fnnnxy8B3wG/PwZiE4iP00ek8CC4pgQQohWmOGiP9OAg/fArhkunKgQQoi5HNi/n4P3gM9AAD4DDx48cI+HDx+q8ccff0QQytHFZ5THgQfFMSGEEG0ww0V/lgEH74HdM1w4SSGEEPPiMN3yioP3gM+Anmfgzp07aty9e1eNe/fuyf37990i2ZDI4QUyF/QDE4pjQgghWmCQyIkCn4HAfQaiy3CJPEEJP0mhPCaEEHMW73W/Dzh4D/gM6HkGrl27JtevX1fjxo0bcvPmTbl9+7aSyYZEDi+QGZcFLhTHhBBCLIcTFU4SOEkI7GcgthkukbNcCCGEeB+LMR7T/z7k4D3Q9QxcuHBBjYsXL8rly5flypUrSiZDIt+6dcstkBGfRSePGZMFDhTHhBBCLIUTFQbInCTxGYic4YIJCrJcIJINify0LZKEEEIYjzGmYEzBZ8CzZ+DkyZNy6tQpOX36tJw9e1bOnTunRDIk8tWrV90C2YjNHiePifOhOCaEEGIpFMcM8Bng8xkwMlwuXbrknqBAJBvbJI1JCjKQHyePCSGEMB5jTMGYgs+Ah8/AgQNy8OBBOXTokBw5ckSOHz+uZPKZM2fcAhkZyIY8Nhb1jZiMi/mBA8UxIYQQSzHqlTLIY6DPZyBwnwEjywWTE2S5nD9/XklkbJOEQDa2SIaXx9HV1iOEEOIZ+A5lPKb/fcjBe6DrGdi+fbvs2LFDdu3aJXv27JH9+/criXzs2DEVoyEDGbGZIY+NshXMOg48KI4JIYRYCsUxA2ROkvgMhM9wwQTlxIkTaqtk+EkKso+fJI8pjgkhhPEYYwrGFHwGPHsG1q9fLxs3bpTNmzdLWFiYEsm7d+9WAhnxGRb5EZch8xiL+tgRZpSsQNYx47HAgeKYEEKIpVAcM8BngM9nABkuO3fuVBku+/btUyL56NGjapKCDGSUsUD5ivDymBMVQghhPMYYgjEEnwHfPAPLly+XlStXSkhIiKxbt05JZAhkxGeIzSCPkXmMXWHYEYaYDCUrIi/mcyHf+VAcE0IIsVwcI8hg0MfAn89A4D4DRoZLaGiobNu2TW2TxCQFWcjIPjbkcfjaepyoEEII4zHd7y8O3gOnPANz586V+fPny6JFi2TZsmWyatUqlYW8ZcsWtcCPzGPsCkNZMewGe1zWMcWx86E4JoQQYikIMCiO9QeLHLwHOp+BFStWqAnKmjVrZMOGDWqSgi2SyEA25LGxPRJdvZF1HL4pCycqhBDiHVzIZxzAWDCwn4Fp06bJjBkzZPbs2UogL168WGUgI/sYC/tY1EdMht1gyDrGTjCj1jEW8xmPBQ4Ux4QQQiwFwgdbm3QHSxy8B3wG9D0DmKAsXLhQli5dqiYpa9eulU2bNqns471797q3R6Krd3QTFXyHMMOFEEI8h+KYcRDjoMB+BsaPHy8TJ06U3377TQnkOXPmKHmMhX0s6iMmw24wlBLDTjBjMd/YBUZxHDhQHBNCCLEUimP9gSIH74HuZ+D333+XWbNmybx589QWSdTZQ/Yxyldge+SBAwfU9sjIE5Xw3bwpjgkhxLt4jDvAGA/ojgc49N2DESNGyOjRo5VAnjJliorNEJdhUR8xGXaDoVne4cOHVQNjo1wF47HAg+KYEEKIpUD4YIWagSKDZT4DgfsMIMMFk5Tp06erLZLIPoY8RuYxtkcaExVkHRu1jo0meYY4RrYcIYQQz+BCvv53IQfvgc5nYPDgwTJs2DAZOXKkWx5jUR8xGbKO0Y8CjfLQwBjlKrALzIjHuJAfWFAcE0IIsRSKYwbJnCi5noH9+/bJtq1bZfOmTbJn9+6Aui+jRo2ScePGyaRJk1SNvfDbI1Gywsg6Rq1jo65e5IYsFMeEEOI5FMf634UcvAc6n4H+/fvLwIEDZejQoSoumzBhglrQR9YxmuWhUR7KVaBJXnTxGHeABQ4Ux4QQQizFKeIY0g9buDZu2CB79+zRfj4c/ncPIItr164tGTJkUNsDdZ+PlQOTFGyRHDt2rJLHqK2HusfIOjYmKqird/z4cdUk78qVK+46xxTHhBDiPRTH+t+FHLwHOp+BPn36KHk8aNAgd0yGesdYzEe5CuwC27p1qzseozgOXCiOCSGEWAqksRPE8a6dO6Vc2bKSKWNGWblihfbzMVuSb1i/XhYuWCCLFi40beDnx2QgQxfnpPu++EIcly5VSuLGjauyPHSfj5Xj119/VVsksT0SmceYqKBkxZIlS1RdPZSr2LNnT4SGLBTHhBDiOyiO9b8LOXgPdD4DPXv2VPJ4wIABakEf9Y4nT56sylVgFxjisbCwMNW0GH0njIX88DvAWDosMKA4JoQQYimQxtja5ARxnCdPHnnppZdkyeLF2s/HjAE5u2L5cvn555+lWLFikiF9epUd+84778Ro4L+N1cDPj8EoU7q0zJk9W/v98Xbs3rVLSpcuLS+88IJMnjRJ+/lYOfr166e2R6K2njFRmTlzpmqUFxIS4m7IcuTIETlz5owSxzdv3ozQyZulKgghxHMojvW/Czl4D3Q+A7/88ov06tVLxWTGYj52gRnx2OrVq6Ms5EcWx4zHAgOKY0IIIZbiFHG8c8cO+fDDDyVRokSybOlS7edjVkbsjz/+KM8884ztRs6cObXfH29HIIvj3r17q+2RxkQFzfJQrmPBggWqzvHmzZtl165dETp5UxwTQoh/iWPU8V+1cqW0bt1aSpUqFetRsmTJ2I8SJaKM4sWLS4UKFeS3KVNMX3Dfvm2bzJ0zR9p9842ULVtWSpUsGbvr9sH1Gtf8WYUKMmXyZEfs0uLw/T3o3r27yjru27evu1wF4jGUD0ODPGMhP7I45g6wwIPimBBCiKU4ShznyeNocYzazd26ddMuiaMb777zjvb744us9UAVx5EnKkZDFtQ5XrlypWqQh07ejxPH+A5hxjEhhNhbHHfu1EntzNIdMxjj1Vdflfnz5pl2vSil1aF9e0maNKk899xz2q8XI3ny5KZec/ixZfNmtQuvQYMGSmqbvlDwGGleonhxadiwoYrP16xerXWsDgnRMoyybk9aNMCOwh49ekSJx4yF/PA7wCiOAxuKY0IIIZbiNHGcOHFiR2ccd/zuO+2TnuhGu3bttN8fX2Ucv/jiizL1t9+0n4+VAxMV1NVDuYrhw4fL+PHjZdq0aaqT94oVK2Tjxo1KHB86dEiJ44sXL8qNGzcojgkhxI/E8dctWmiPFyIPvH/Mul40TG7atKltpLEV12yMfXv3SuXKldViuO7rNcbzzz8vCRMm1DqwcII4z8qBY7733nvqWUS2/7ixY6MVyBTHJKZQHBNCCLEUJ4lj1Dh+5ZVXVB1g3edjltisVauW9sA/utG2TRvt98cXGcfYkqrE8dSp2s/H6rp6KFeBJnmoc4wGebgHc+fOdYvjHTt2KHF86tQpimNCCPFDcdyieXPt8UL4Aak5c8YMc8VxkyYSJ06cgLnm8OK4SOHC2q+XI+o9QJw5oH//KJ8ZxTGJKRTHhBBCLMUp4njH9u3ywQcfKHG83MHiuMZXX7kDz2effVb7MM4FWUy6748vFh/c4jjAMo4pjr0HpTuQiY0mNfh7fx+omUgIcZY4btKkia1E3ssvv2xqQ+MN69erEgl2u+bFixZZUt6sSJEi2q+XI/p7UL1atSifGcUxiSkUx4QQQizFSeI4zwcfqDp2yJDUfT6mlaro2FEFnCjJkSJFCnnttde0jBT//RWZM3HjxlWlDXTfH19lHCdIkECmT5um/XysHBTH3gufZs2aSfr06VUDpAIFCvj9KFq0qCpfgk7thBBniONGNpOo//vf/2ThggWmXe/6detUfV/d1xl+xIsXz9RrDi+OP/74Y+3XyxH1HiDxol/fvlE+M4pjElMojgkhhFiK08QxGq2ErFql/XzMyjju9J84bt++vSxauFA1WNExFsyfL3Nmz5ZCBQuqSdA0B5R2MDKOKY5ZqsIT4fPll186coKMBolmgiztXr16ybp160w9DiF2xwpxjAUu/F5jZw0yX3UNvGex6JwqVSpZvmyZqRnHjRs3VrV148ePr/2acR5vpUoly0y85vDiOH/+/NrfIRxR7wFqbs/4/fconxnFMYkpFMeEEEIsxSniePt/pSqcLI6RcYyO6Ag6+0dTG83qgUlJ2TJlVMaQE0o7GBnHaJ5iRf1BOw1mHHvHv//+KxUrVnTkBHnKlCliJqidDXn01ltvSb58+Ww78ubNK++//77kzJnT8pEjRw6pUqWKkut41qwGMvPcuXNy9uxZRwyUkwlEcYxmXE0aN1bSqkP79jJs6FAZOmSI5QPHRU393LlyyTsZMsiqlStNzThu2KCBpE6dWtV3Vtes4bpxXCyQIcHh3XfflZUmXrMx9uzZoxb3kd0Kae2LxnIvJ0igBHxsBxIMcB4Q52gUZ/XA7rjw5dV0D5zLpIkTo3xmFMckplAcE0IIsRTHiONt25Q4Tp48uaPFcSdDHPfrZ4vzKVu2rArInVDaARnHJUuUUJlB0WWCOHlQHHvH3bt3pWDBgtono74emTJlUsLQTObNm6ekgu5r9YcBcbN06VKxkocPH6odLiiPBAGkQ/r4aiDLFteAuq/79u2TQM04RqM43e+4zZs2SYkSJVR5HzPFsVHjOEvmzDJq5Eit14xGfaVLl5Z33nnH1GsOv0sN7yXENP369VMlxbwZEydMkEEDB6pmyOhr8fXXX8dotGrZUi2s4vcPGdDdunaVrhYOHC84ONj9HZAkSRKtAzEz3nlz58yJ8plRHJOYQnFMCCHEUhwjjgMk4xjiGJkKAwYMsMX5IOMYE3Hdk1BfZRyXLFlSTS6cIMJjMyiOvePo0aOSJk0a7WLR1wP1ms3k0aNH0qVLF+3X6U+jRYsWlmYdh4aGar9mM0bt2rXV8xdo4rhp06aqRMQMzbtqNm3cqN63GTJkMDVmW2+I4yxZZPSoUVqvGRK7TJkyKuN4lQVxKmK0QoUKqabRuuPikSNHqvOoU7u2luOjnBrmB8WLFVNytmePHlrGL927q7rTiDMXRFPnmuKYxBSKY0IIIZbiGHG8bZvkzp1bkiVLZkkmhzZx3LGjrcRxmf/EsRNKO2DxAaIMWzp/nz5d+/lYOSiOvePWrVuObEJUvnx5MVtKIgNL93X60xg2bJilwnPt2rXar9mM0ahRo4AVxygXoPudjexbZBwj+3Z1SIjp4jhr1qy2EMfIOM6YMaMlIleJ44IFVdNo3XGxIY7r1q2r5fgop4bjN2vaVJVs0XkvIM8RN6NXSOQ/ozgmMYXimBBCiKU4RRxv27pVcuXK5fyM4/+a4w2wQY1jJY5Ll1bb7pwgWnf8J45ZqoLN8WILvkM///xztQ0WQqpt27Z+PXANiRIlkmrVqomZIOtRt0D0tzFz5kyxEohG3ddsxpgzZ44EYo3jpk2aqL4Es2bOtEXGMbJv16xebXqNYyWOR4+2RcYxSgCZec2RxTESKsyU8zEVxxDY9erV03L836ZMUcdv0qSJ2l2m6z7s3btXatWqpWKFRYsWRflzimMSUyiOiXbu37+vGkeg8VLlypVjPSpVqhSrgS7k0Q10wEX2l87mGWfOnLF0nD59Wi5duqQCR0KswkniGBnHTq5xjHp133boYBtxjPMp7TBxjAwoiGPd2VhWD2Yce/89+sUXX8jbb79t28ZbsQHxCEpvoCGbmVy4cEEKFy6sXSL60zC7WWFkGjRooP2azRjz588Xu2FpqQrN5aUsyzhet049w3YoVYFzsTLj2KhxDHFshah+0hg1apQSt0FBQdpKVeD4zZs1U0Jd133YF04cL1m8OMqfUxyTmEJxTLSDgDRFihTaAzoMNG9Axouuge3KVjftSJs2rWok8OOPP8q0adNUUxJCzMQp4nhrWJjjM44NcaxKVdhAHCNro1SpUkoc656E+qrcSbFixZhxzIzjWIPvUEMcYwHY3zl8+LC6lqpVq5p+rA0bNkjq1KlVJhjqfoaEhKjJM+4nsrh1DjR0+vTTT9W2Ysg2xGm6BrJE8V27ePFisRJkyCErFDE5BNRrr73m1wMNBjHHWL16tQSaOIa0atyokS1qHFsljtetWyfB9evbRhwjZrKyVEXBAgVUOSAshq9Yvlzb6N2rl7ySJIlUq1pVy/GHDR2qjo9SGTrvAwYS5DDvx+JV5M+M4pjEFIpjoh1sJUFwqFsac7juQa9evXQ/EsThOEUch4WGyvs5czLj2GKR7SRxjKx1SCKIBWYcj5OpU6fK3LlzZcWKFbJx40bZsWOHHDp0SE6dOiUXL16UGzduyN27d9UCJ75DrGzYZVdxjCzdy5cvi1PEcfXq1U0/1q5du5SYHDhwoNiRAwcOyOuvv64yo1HeQMeYNWuWu3zImjVrLH+2W7durRIbsBPw2rVrcvXqVb8c169flx49eqj4GrVvA7FUBZ4jO9Q4RtkGLNS+a6U41lyqYt3atao8B0pVWCGOsbiP2vtYKMicObO8lz27nvHee5I2TRp1HkjuwD9bffz06dOr42PxKFu2bNruBY6NBTi4llatWkX5zCiOSUyhOCbaGTp0qAooKG7tIa8/++wz3Y8EcThOE8cISq3oVq1L1LZr1842GcdKHJcs6ThxjEwQJ5TeiM1gqQrvcGrGcY0aNUw/FhYkkIH366+/2q5ZGTh48KDaiVenTh3tiR0oo2O1OMbCEARHhgwZ1KKRv9OvX7/AFscNG6p5nu4ax+HFsZllFCBr69evL1mzZJExASaOUX4rT5482ueyHNHfA+xkifyZURyTmEJxTLSDDFd+wdvnJYctw4SYiSPFsebu0WZmj3zzzTe2Ecc7d+xQW02dJo4hZyiOmXEcG/744w9V2gAlF5CN7e8gsxzX8tVXX5l+LGSxIuN40KBBthTHyDiGOK5du7a2c0A2//Dhw9VuCGRQWv1sQxzjM3KCOEYPF8TXKJESaOIYZUdQ79cuGcd435rdHG/t2rUSVK+eLUpVQBwjZoI4tqJZXeiWLSrLVfdcluPx9yDyZ0ZxTGIKxTHRjrGFi8Me9+D333/X/UgQh+MUcYwA2emlKpQ4bttWfTfYRhwXL+44ccxSFcNkHMVxrLMysUPIKRnHEMdWlaowxLFdM44hjlOmTKk14xjiGDsCUarC6kxZI+MYWeFOEsebNm2SQBTHKNtgB3GMer9FixY1XxyvWSP1bCKOcS7FixeXzBaJY9X74/331fOOhAPdQ/d56D5++PPASJI4cZTPjOKYxBSKY6IdZHwgoED9HQTK3o5XXnlFbcWI7XjuuefUeSBITpw4sSXN8IzjoAGJbmFsDEzeCTETJ4njnDlyBIQ4tlXG8X/iGItcus/HF5OsT4sWZXM8imOPM46dUuPYyozjrVu3qgZZEMd2xA7iGEIdv5eIU63OlDXEMbIkz5w5I04Rx5s3b5ZAFceqOZ7mdzaybyGOzW6OF14cj9IsjiHIUZ7DylIV+fPlU/V08W56J0MGPeOdd1SdeJwHGtThn60+/ptvvqmOnzRpUlV2R9d9wLHhGnAuyISP/JlRHJOYQnFMbCGO0X119uzZcuzYMTl+/LhXAwHub7/9JlOmTInRwH+LrAq8YPLnzy/Lli1TjXmsGmgEVK5cOSWvMVHAi0bHwOQAcggNiQgxE6eI482bNkn27NkdL47b2lAc4/tS9yTUV4sPaICFUhVOuJ7YDNY49o4HDx5IhQoVtGYco0QGsnchYrdt2+bxQM3hGTNmqPIMVtQ4trs43rdvn4oHkX197949LePOnTsyYMAAFRtanXGMRZE2bdqo5lK4F7dv3/Zq6G6iadQ43rJli9iNQMo4RsmVokWKWCOO69a1RcaxIY6RvW+VOP74o48kUcKE0r9fPxk/bpyWMWH8eGnZsqWKrUqXLq3+2erjf/fdd+r42BmEWte67gOOXaRIEdVLY/GiRVE+M4pjElMojol2hgwZorKNQ0NDtZ0DOrXjpYrsHatBgIyX20cffSSrsXXqwAHZj4YSFg4c05BDdsyIIM7CKeJ4y+bNqnMyOiZbsQVQlzhG5pddxDEmJZgEOUUcI+MYE1lMLnRPqq0eFMfei+Py5ctryzjGIjOkta93PeGarBDH2K4+cOBAW5aqMMTxG2+8obaZ4zvP6oESOoiLIRtCQkIsvX5I67p16yrZmCNHDtVs64MPPvBo5M6dW1q3bi1Xr14VXQR0qYo9e1SWI3ZW6m6OpzKOixRRv/tmxmxoJlm3Th1bNMcLn3FsRZyKGA3zWczrIdB1XvvQIUPULuSgoCAtx588ebI6ftOmTWXP7t3a7gN+B6tVraq+y5csXhzlzymOSUyhOCbaGTx4sHrBYCVeVwCPbB0EEhUrVrT8HO7evSvNmzdXXW+vXLkiukBmiV230tmVW7duqUwpJ2wTthKnieMUDhfHX3/9tUscDxig/XyQnYitpkocO0C0osEiMkFUjWPNk2qrB8Wxd9y/f1/tVkJ5Bx0Zx4iXzCiXBWGKLEUzQbyJ7bt2FccLFixQ33G6S5cZA3G6lZw8eVJtrfblNXz//feii969ewesOIYwQ8kVO2QcQ2QWLlTIfHG8erVqbKkyjjWLY1wnYiYrxTF272Jerzsuxo5mJY6jKc9gxZg4YYJbHCOW1nUfcOwqVapQHBOvoTgm2kFA+uqrr0pYWJi2AB7bLXWJY2RWNGvWTHW9PXfunOiib9++KrDF50BixvLly1U2zPjx43nLArRUBbpHQ3Qgw0T3+ZgVcLb+L+P4VxuIY0xKkAn3Yvz42iehvhLHKFUBSaI7G8vqQXHsG3Gsq1QFfg/NEpUjR44MaHGMTDU79b7o06ePpdePsnPx4sXz6TUgC1K3OLZjYoZV4tgOGceI0woWLKgy6c1sjmeI46xZs2rPOEZ5iiKFC1vWHA8Nf/N++KEtxDFKEaEUJupN6zg+ykTg+LYQx5UrS4IECWTpkiVR/pwZxySmUBwT24hjZJLpAlvYEEh8+eWXWrabIuMYNZh0Zq4aW+l0fg7+xrRp09Q9gwAhgZlxjIUDbCdG7Tzd52NWTWGU0kHzUEgW3eezfds2lzh+8UVHZOhCHGPrLCYXc+fM0X4+Vg6KY9+IY12lKrp162aKpEQTLTS+NFsco34udlHYURyjbrSvM269GYgPrawTjPJxKFniy2vIlSuX6KJXr14BLY5RdsQO4hgZx4UKFXKJYxMX+yGO69hFHCPjuEgRyZw5s6myPHyMli9vXjWv1y2OUV5NpzgeN3asOn4zzeIYcTz8BsQxS1UQb6A4JtoxtpIgw2LXrl2Wjz179siqVatU1g628+zcudPS46NOYLVq1VQ2BJrl4Xx03APUgENga3X3bH8Gk1vcM0wKSOCJYzQ2gzhGY03dtdxMrXHcsqXEee459V2t+3wwKcH3NGq1zZ41S/v5+KrGMSYXc2bP1n4+Vg6KY+/LXGHBWVfGMUo1/fDDD2q3lLejVKlSKgaCXILYwU4sM4HAs3PGMUoaYJKvWxgbA1maaDJn5aIIFixR3sAX54+yH+PGjRNd4LsukMUxJOoL8eJpf2crcVywoCrbYGbMBmFau1YtyZYtm4wdM8YW4hhlM6yIU5U4zpfPFuIYu+QQW9XXVOMYzelw/ObNmmkXx9hRzYxj4i0Ux0Q72AKHDBPdgTGH6x4ggwnZHuTpUBwHtjhGtuj7OXNKihQpLMnk0FmqAuJ4yODBtilVgWZycxyQoYttnbgelqoYpsTO1KlTZe7cuWoRFYuqqCF/6NAhOXXqlCophXcThOnDhw/Vd4iVWZB2A3IVwlVXxrEBPhNvx82bN1UGIMr+1KxZ0/RzDi+O7Qia9yVOnNg2cSky9tDI2Sru3bsnTZo0kXTp0qmdXQsXLlR1nz0dSAiBINVF9+7d1X1EpnugZhyjvJTuXTX4jsHCFCQqGuWZnXGcPXt29V6zQ41jSGwzrzl8TIOMYzSN1l3CDTtKIG6Dg4O1ZhxjV/HuXbu0xvFGxjFLVRBvoDgm2unSpYv2oJgj4j2YOHGi7sfCL6A49gyniWMEyLozK8wMONu2aaNKVQy2QcYxxDE6hCtx7IAMXUMcszkexbEncq1MmTLaxbEvyzOg7E+NGjVMP9b69euVlLSrOIboxE6WN998UzVO1jGQCY4t/cgCX7p0qeXPduPGjdX2ep29P3wtjrEYFojiOCgoyBbiWDXHK1xYieP1JpYXgziGLFfieOxYrdeM2BQxhlXi2Mg4xiKg7hJuyDjGjuaGDRpoOT4+exz/6xYt1O+BzozjL774QsWZy5YujfLnrHFMYgrFMdFO586dKW5tJK/RBGvEiBG6Hwu/gOLYMyiO/Uscf9O2ravG8a+/aj8fBMDFixdXpSpmOaBUBcVxb9XAZhjFcaxB5jUyjiFAr1y5Iv4Ossshjq3IOIbAQ41jlN+xY6kKZByjuVT9+vW1nseQIUNUxpzVJczwbDdq1EiVFDh9+rT4OxAzgVqqYu+ePeo5fuGFF7SXqoA4VY3iMmc2VaJCUNerW9cWpSpWr14txT79VNVbtkocf5Q/v9qJp7uEG2JWJY4bNtRWqiJp0qSq7I4dxDF2sSxftizKn1Mck5hCcUy08+OPP2qXpRz/fw9SpUolJ06c0P1Y+AUUx4EtjlHjWJWqCABxjAUlu4jjEsWLq+Z4uhvt+GJQHFMceyPXkHH8zjvvyLVr18TfQWNeiONatWqZfiyIUIhjNGe2IxCMEMfIWtQFZGLPnj2VbECGttVlWCAbIfgojv1cHO/dqz7LePHiaV/shThFvV+zaxwb4tgOzfGQ/YxdWsiytqKkGnaFoV598uTJtcfF2CUHcdxAU8bxhPHjlTj++uuvZbdGcWyUqkiSOLGsWL48yp9THJOYQnFMtIJMD9Q4Rt2dSpUqqZpmVo9mzZqpiQpqTCJzx8pjN23aVAVUeKGnTp1a6tSpo87H6nuHmOqJAAAgAElEQVSA88ibN68Sx9OnT+dvRQyhOPYMJ4njnDlzSkqH1zg2xDEyQ3WfDyYlThTHeP/MdMD1xGawOZ5vSlU4TRxbIUshjnHfhg4dKna9FxAvdhHHOjKOIXucIo7RRDJgM47Di2PN7zi3OM6YMfDEcebM1opjGzTHM8RxcP36Wo4/ccIEdXw0x9Nd47hypUoqzmTGMfEGimOiXRz37dtXdV9FF2kEL1YPBE0nT55U0vjzzz9XUsvKY2PCh6AK268RIBtBnNX3oGvXriqw3bVrF38rYgjFsWc4SRznyJFD1aK0Ygug9lIVAwdqPx+nieOtYWHyadGiaju47m28Vg+KY++4f/++ambrpFIVqOmLRmxWlKqAOB4+fLjYkdDQUBUXW3EvHgdiw169eqnvJqtr8yLjGA2tkFRx5swZccrOykBsjqfEcVCQEse2KFVhYcZxNohjzaUqdInjV+0gjgcPVuIWc+xAF8dVKldWvUFY45h4A8UxsUXGMV4wYWFh2s4DgSm2LaIGkNXcunVLBcioVXj+/HnRxU8//aQCW0xYSMygOA5scbx50yZ57733VJacmY1WtDfHa9tW4tioOZ5R41j3JNRX4hgZUJAzuhsHWT0ojn0jjtOmTesIcYxFa5TKws4rs0HmJ8QxamvbEcRhyDhGbKgLyMQePXqo7yYkdugQx6gR64TmeIY4tmN8bUmN46AgV41jzQ1tLS1VUa+eLWocQxYX/69UhRU1h8OXqtC9E8+dcRwcrFUct2jeXL84rlKF4ph4DcUx0cq///6rAlPUckNApatJCTJ9IY4rVqxo+TncvHlTbcmzizhGUxYSMyiOA1scb9q4UU0MkCXnZHHcunVriRMnjgwZPFj7+WBSguwZlDea4wDRiqx1dHmHnJk3d67287FyUBx7h9PEMWpAQhxbUeMYmZ8Qx2j+ZkcQh0G8oKmT7oxj1Oi0OlPWKFWRPXt2rXGxL0tVYNeOHeNrK8RxUL16Ej9+fO2Lo0bGMSSqmbvE1qxZo8rM4PkdN3asLTKOEatasTPOEMevvfaa9uZ47hrHFMdSmRnHxAdQHBPtAYshjpFxrEscHz9+XNKkSaMyjq0+h+vXr6sMG93iuFu3bhTHsYTiOLDF8cYNG9RWxLfeeks2rF+v/XzMEsctWrSQuHHjKsmi+3zQsbto0aIqc8IJonXL5s1SsGBBSZY0qcybN0/7+Vg5KI69g+LYe3E8aNAgsWvZDojjoKAgbecAmYgdgRAvVtfmRf3uxo0bOyrjGO/Q7du3S6CJ4z27d0ud2rVVeSnd72yIzMKFCqnaw2ZKVJRoqF27thLH48eN03rNOBeUw8K5WCGOEaPlz5dPUqZMqb2E26CBA9X3V0NNzfGMjGM0x8PvgdYax5UrS8KECVmqgngFxTHRnnGMjAbd4hg1jpG1g66jVgNxjJXp0qVLy4ULF0QXnTt3pjiOJRTHnkFx7D9j544dqmHn888/L8OGDrVFM7kihQurAHi+A0RreHHshOuJzaA49o04xm4pp5SqwO4NKzKOjVIVqIFpZ3Gsu8Zxv379tJSqMMQxMkPPnj0r/g4SM5BxjKaHgSaOsUW/Vs2aqryU7nccsm8LFiigFiTWm7jYH7JqldSsWVOVMpswfrzWa8a5IGbCuVixMw7ltz788EPV+0P3TrxfBwxQ4rZRw4Zajo9FAxy/pR3EcaVKqtEpm+MRb6A4JtoDFkweESDr3MJ14sQJJY4rVaqkRRwjq0S3ODZqsNkxsLUrFMeeQXHsP8Nu4hiTEmQMJU6USBbMn6/9fLwdFMe95ddff1W1ZseNGydTp06VuXPnyooVK1RDLgi0Q4cOyalTp+TixYty48YNtY394cOHatcCFp8DWRyXLVtWMmTIIFevXhWnlKpApl6gi+OdO3faShxb3RwP4rhJkyaSOXNmRzTH+/nnn1V8rbOXi05xDImK8lK639nIvv3kk0/kvezZTd0lpsRxjRqqeTKyTnVe86qVK6VQoULqXKwQuWGhoZLngw9U7w/dO/Hw/QVx26RxYy3HR31rHL91q1aqZIvOOP7LL75Q3+Urli+P8uf4fsLu7759+6pdOCNGjJAJEyaoOe6CBQskJCRE7dLBO/ro0aNqMQ+L1ejRhO/qP/74Q83rAjkeCxQojolW8CXTs2dPtaUFgbJucVy1alXLj22UqihTpoyaGOuswfbss8+qiTqJGRTHnkFxrC+Qdow4TpxY+yTUp+I4WTLt2VhWD2YcewcEOkpcQYBCqPs7iAEhjrEDy2wwCX733Xdt2xzPbhnHOsQxMo6dIo67d++uxLHVtaJjQkCK4/feCzhxnDNnTkvFMXaP6BbHff8rtdO0SRMtxx8zerQ6fps2bbSKY9Sd/vzzz9W5rFyxIsqfUxyTmEJxTGxRqgLiWKewRKmKdOnSSfXq1bWIY0wOypcvL5cvXxad4hgNsHQKfH+D4tgznCiO8fe6z8dscTx82DDt50Nx7JxBcewdt2/flhIlSkimTJkcIY6x2wmywYq6vhChEMfDhw8XO4J4GM2ldNc4hjjGIp2ujGPUonVCqQqIGSRmoAl4QIrjGjUojm0gjq0QubYUx02bahXHbSGO9+7VKo4/q1BBNTrF8xD5zymOSUyhOCZaQU1jbI1AgKyzVMXp06dVnUAdGcc3b96U+vXrK3F86dIl0UWXLl1U8w5sRSExg+LYM5wkjrMGkDhGdp7u83GsOGaNY5aq8FAcIysTcYS/A6mG7c3BwcGmH2vdunUqUxtbcu0ImqghLm7QoIF2cay7OR7FsblQHAdOxrGV4jgVxfH/i+O2bW0jjvFsRv5zimMSUyiOiXZxjK7NumscG+IYXUetBhM+TA50l6pA8w5kHKNBDYkZFMeBLY4RhBviWHdmhVmDGcfWlapwggiPzWDGsXc4TRxjGz/EsRWydO3atSrjePTo0WJXif7qq69Kw4YNtYpjxOeQDVaXWEAZFjwHKClw/vx58XcgZtAcT+c853EEqjg2c7Gf4pgZx+HF8Tc2EceIMymOiTdQHBNbZBwjQNYZUKGGGsTxl19+afmxMeFDho1ucfzTTz+xxnEsoTj2DIpjfRMnTwJO1IezU6kKZM8kclJzvAIFmHHM5ngei+MsWbJQHDtMHKM0BOJiZN3qAjIRizsQx1aXWMCzjRJuyJLU2TTaV3Tt2lXt6EMmeSCK4xpffSUvB5g4rmGTjOOVGjKOP7CbONZc45jimDgFimNii4xj3eLYyDiuVKlSQItjNO+wY2BrVyiOA1sco9EIsv2cLo5Ra9JOzfEKFSwoiSmO/X4w49g7nCqOrciy9QdxjJ14qM2pC8hExIWIz8PCwix/ttEk8f3339caF/uKzp07K3Fsx+bTZovjXTt3ylc2EccQuh9//LElzfEgy20hjlesULuarGqOF7plC8Xxf/ditI1KVVRgxjHxARTHxBYZxylSpFCNUQK1VIUdxDFKVaB5hx0DW7tCcRzY4njd2rWSOVMm54vjxo1tJY4xCXJKjeNNGzeqDChk9c2fN0/7+Vg5KI69l2vFixdXi1e3bt0Sf4elKuwrjq1O7DAyjp0ijjt27Cjx4sWzZSk4K8QxGo8HkjhGXWHIcopjvXFxn969tWYcjx41yjbN8dBHiaUqiLdQHBOt/Pvvv9K7d28ljnUKS93N8VDLrWzZslqb47FUReyhOA5scYzsDWT7OV0c4/vJLuIY2SwQrU4Rx9gu+9FHH1Ecs1RFrIEsLlasmONqHDPjmOLYyDjOlSsXxbGfi2P0ScDcyg7iGEIX71srxHG1atVsIY5XLF8uBQoUsCzjGOW38Htrh1IV8AsUx/tl+7ZtUr5cOYpj4jUUx0R7wIKsI4hjnSvxJ06ckHTp0qlVcau5ceOG1K9fX20juXz5suhujrdz505t5+BvUBwHtjiG9Mvm8OZ4dhPHmJQgY8hJGccFmHEsFMexx2niePPmzfL6669b0hxvzZo1qlTFmDFjxI4w45ji2CoCSRyjbEO+fPkkhwXiuLpNxPHy5ctVzGSlOMZOATuI4x49emgVx6NGjpQkSZJoL1UBcVyO4pj4AIpjohVjKxxeMLt379Z2HseOHZO0adOqrUVWc/36dalTp452cdylSxclh3R+Dv4GxbFnUBz7Z6kKOzTHQ8YxsmecIo5Vc7yCBdkcjxnHsQay+NNPP6U49oDVq1fLO++8Y+saxygR0axZMwn0jGOdO/F8RaCXqkC93wQ2EMcQuvnz51dCN1BqHK9YsULt0rKqOR5itNy5c9tCHPfULI5HDB+uxLHu5njbtm5V5TBZqoJ4C8UxsY043rNnj7bzOHr0qKRJk0Zq1qxp+bGvXbsmtWrVkooVK8qVK1dEZ/OO//3vf1o/B3+D4jiwxTGC4qxZs0rq1KlN7dCtWxw3a9rUlXFsA3GsmuMVKkRx7IDBGsfeLzoXLlzYMeJ406ZNlmUc210cb9iwQQlbnTWO8Z5mjWPfEMjiePeuXWpuZQdxvDokRD6xqDlezRo1bCGOIcvRUNgqcRwWGmqb5njuUhVNm2o5/kibZBxDHJcuXZrimHgNxTHRit3EMQSuDnFcu3ZtJY6vXr0quvjuu+/khRdekH379mk7B3+D4tgzHCWOs2SRt99+W5Uc0H0+ZoljZGvYpVSFIY4TJUqkfRLqi7F50yYpWKAAM46ZcexRmauiRYs6RhyvW7dOlS2zosbxypUrJUOGDLYVx+vXr1eTfN3iGCXMdGQcowwLduI5pTke4muIYzvu6AukjGMrxbGdmuMZ4tiKUhV2Esd9+/TRW+N49GhbNMdjqQriKyiOiVbsJI5RqoLimOI4NlAcB7Y4hujIkjmz+u6AANR9PmaJ48aNG6vdCNh2p/t8MCkp6KBSFW5xnCyZI64nNoMZx95v5y9evDjFsQdg+zYaIlMcPx6KY9/w6NEj6dChQ8BmHEMcf1W9urz88suycMECre8cCF2rmuNBHOfMkUMmTZyoXRxb2RwPpSoMcax7J5725ng2EceI41EOk6UqiLdQHBOtUBz/f8bxF198wYxjP4PiOMDF8dq1kilTJseL40YNG6pJLxp92EEcYxKUJHFiWbhwofbz8XYgUx31B1977TVZvGiR9vOxclAce4fTxLHRHM+KjGO7l6rA+SVNmlR7xvGPP/6oJeMY2fQob4Aax07IOP72228DWhxXq1ZNLfbqfscpcZw/v8pkN3OXmBLH1aur40yeNEnrNa9Yvlw14M2dK5clIteocYym0bp34vXu1UuJW5Rb03F8xMx2yTguX66ceqfgdyDyn//888+qkWDfvn1l0KBBMmLECJkwYYKa4y5YsEBCQkJky5YtascEEu3Onj2rSmtiZ8i9e/fkjz/+UO+Lf//9V/fXGTEZimOiPWAxMo7xpao74xgCN9BLVezfv1/bOfgbFMeBLY7XrlmjxHG6dOkcLY4bNmggL9hEHGNSAtGKYFz3JNQXAxM5dDynOB4m48aNk6lTp8rcuXNVRigahO3YsUMOHTokp06dUgIJQunu3bvy8OFD9R0SyBMVyOJixYo5RhxjYvrGG29YUuN47dq18u6771IcPwH8fqH3hS5xXL16dUeIY2Qcf/PNNwErjnfu2CFVq1SxhThWzfHy5VPPlZlSE1m+kOV2EMfLly1T5TmQBWyFyEXDX9xflHDTHRf36tlTydIWzZtrq3GMWLVdu3ayT3epirJlmXFMvIbimGgFwUrXrl3VZEFnqYojR45or3GMjGP8vS5Y4zj2UBw7Xxzv37dP9u7Zoxq84K/45/AZx5A2ThfHDYKDbSWOIVoxGdA9CfWVOMbWWSWOFy/Wfj5WDmYc+0YcZ8mSRWUf+ztWN8ezszhGjWPdzfHwjv7hhx+01ThGXOyEGsdY3GrTpk3AimPEEJUrV1a7hJZofsdB6FomjqtWdYnjyZMDThzjujGn1h0X9+zRQ8WKX7dooeX4yNyFOO7Qvr1WcYzmeGXLlFFx5prVq6P8OTOOSUyhOCZasYs4Pnz4sFod1SGOkWWMLXnMOPY/KI6dKY4hiFELDrXpkLHQ7ptvVMYCtpt1/fFHmTB+vArAIY6zZs2qamUiWNZ93mZN+oLr13eJ41GjtJ8P7vPHH32kJgO6J6G+FMdoCkZx7LyMYzPPD/eiSJEikj17drlz5474O/i8U6ZMaUmpCmy9RamKMWPGiF3vhW5xbJSS0yGOsRBSr149R4hjZBy3b98+oDOOq0AcJ0mifbEXQjdf3ryqlIKZUtPIOIagtoM4xmJ7HovEMe7r+zlz2kIc9/jlFyVuv/76awl0cVy6VCmvxDEWdrt06SLly5eX4cOHy+XLl1mqIgChOCbaBRIyGiiO9Ypjo3kHSlXs27dPyzn4IxTHzhLHCOwQZPfp00d1Af8gd27JkCGDkhmYPEPuYYEJk4G6deqo/w7yAcNfxTHqD2IygS2cELFLly5VncexbRx/jkxriByI49F2Eccff6y23PmDOMYixNawMNWIBwE7FhtwDbjvyF7HxAqlN5Q4dkAGta8yjvEcYqFi2rRpcvDgQb8Tx5cuXZLvv/9eya+wsDBTjnH9+nUpXLiwY8QxsmzxXdusWTPTj7Vq1SrJmDGjjB8/XuzIhg0btItjNsfzHR07dnSsOMbi56yZM2X4sGEqwxNj4MCBMuP331VPArzrqlerpsSxVe9sxHJ7du+OsktMlarIn9+rjGP87PDXjDq6vXr1ksGDBsnv06e74ynEkDjOFIvE8eOuGTWOEWP4KuMYPxsiErEMBDmuFYkWKIeAP0e8k8smGccQx0gyaKlJHEOwQhx/26GDLcQx4kxPxXG/fv3k+eefl2eeeUaVnUGMxhrHgQfFsYPABAqTfWTq4JfZH0BgismVbnF84MABSZ06tZaMYxSYR/dd3RnHaN5BcRw7KI6dI45DQ0Pll+7dpVTJkirgTZQwoQqS4sSJI88++6x7PPfcc+rfI3DCVmd0CoeAQAkF3dcQmwE5PGzoUJVFjSYuJUuWlIIFC0qhQoVUgFmnTh01GVq0cKGSF/Hjx1fZeWafFyY206ZOlV8HDJDuCGZ/+UWd57y5c9UEFAEwmuNBHC9dskT7fXzcxAoTZkyc0VwKO0qKFi0qeT/8UE1ay5Urp7Yu4zohsHDfsUXfH0S4VeK4Ro0a6vcM7yQ8f/4mjvH7gwkWBsSuGTWIDXH83nvvOUIco+4wJrZWyFLEyfj+xjNnR9atW6e+46yQ6HZsjoc5DOJxJ2QcO7E5HiQYpCGkKeYveCdny5ZN9YrBQEyE8gj1g4JUORiU4oPAM+udjR456DkxccIE9cziOwSlToKCgqR1q1YyePBgJThXrlzplqixXeyHlF2+fLn069tXvZ+Ma0apsnRp06qyZR//d82Q55jTIbP5tylTTLlmLOob19yta1dp0rixeu8Y1wwBiGtetnSpFCpYUD788EOvRC7ir9mzZkn37t1V34vPPvtMlUrCqFChgjo+YjUcD/cX98TMhAoIckjxiRMnysBff5X+/fopeY/7DamN/wbPpxLHLVuaFuvhdwH3Bpn1GHhODHE/YvhwdfwONhDHpUqVUguznorjFi1auGMaDPxeUxwHHhTHDgJf5ghM8AuNFxYmVnYHwQpe8nYQx+gAq0McIzOpatWqKrDSJY4x+UbzDorj2EFx7AxxjOCzTevWquQEBCkEcfgA6XHDkMpokOcvGcfIDEGAjW2U2bJmleTJk0vChAnVdf/vf/9TA3+fKFEiNSHCu6RI4cLy0ksvyViTxDGC7IULFkinTp3kyy+/lA/z5FGfBd4LaJyqJqGffKImg5gkYcKG80bGg+77GV1pD0xcGjVqpLKNIH9wP41nxVh4wIJDjhw51AQMNWpxrXYV4VaL499++03dt/C/Z/4mjrEl1Dh/LDJt27bNqx1B6FqOa4bkMYCMxoKEU8TxmjVrlDhu3ry5ZeIYk2O73gv8DkB46HxPY2synuXt27dbemw824jHIbuwJdqfcVqpCiyKDujfXyqUL69iBMQPuLa4ceOq9xsGvrPx7/Ddh7IF+O/wzoZU9PV7BD/z559+kjKlS0vmTJnUuxRZnjgvxDH4PUI8gaQA9HLBexmLuDFd7Dd2BvXHNVeooHaY4ec+7pqTJU2qJDISEHAsvM98LUwRK/zYpYtahEa5NMRJ4a8Ziz3p06WT0qVLq2cPAjtfvnwexam4/vnz5qms2aJFiqhdd8geR0yI68V48cUX1fFxLlhIwH+D+2RGQgUym8eMHq3qFuP6cI/x+WLBAsdE/FipUiX1eeEe4V5ApPvyHCCHsYsMjQ9/6tZNLfDVrVtX9QNBWQrszsOuEYhjPH9YOAqfBe7rAXGNLHgsFGDnGpIQQlatUp83hDXuGWoce5NxjPdy+PkPGv9RHAceFMcOAhmzxi80Xhz+UHLAqKGGl16gNsezQ8ax0byD4jh2UBz7vziGsKxSpYpaiUfgHxNhHHlgkmB3cYzJBrZW1qpZ050pjUnPk64Lk6EECRKoyQj+imDdjMxn1JCGIEBQi8kIxCqOjXOAbMXnAqGNiUnOnDlVdi7+WzMmod6WOcFkBvfX2NL3tIHrwvVRHP+/OEb5AGTphL9P/iaO8X1inDue29hmbD548EBJJkze8G7GRBiLKsHBwapEDn4e4oUSJUqoBQjckyeBe3f06FEVb9g949iKLFu7i2NM1CEckOWlC/x+YUcgPpOdO3daemz8niMuzpMnj0qu8Hdx3K5dOyXXkBnrz+IY71x8B0EE411tvKefNPAuxMBz5MvFUZREgDAuWKCApEyRQi3Q4nyiW/jHv8ef4xwQz6CvQExiNrzXFy1aJPXr11dly3DNT4sTcXzEVhiIV3yZcYxMWuzEwoIhYgY8U8aidORzMK4ZCz/qmvPnj3WcCiE5dMgQlVWMuAtzxCd95rhmQ6r7eiceZC3KfmAHF2JuvFdxfUa8GH5hHvEqnlFIZSxe4B3qqzjPWKgoX66cukbcF5wLrhvHgqiGwEZyRuNGjeSVJEnUgoUZ4hgLGtjZhoxziGuIdGT6YxdbmTJlpHHjxurzQ2xatmxZFZcY2djhB8UxiSkUxw4CL0TjyxuTLqu3lnkasHTr1k17xjEmVLrE8bVr19SWKp0Zx6xx7BkUx/4tjrEyj6wZBHwxzTL2R3GMLY3IIvj0009VYBtbQY5742txjAB80qRJKgsC7ysE+zH5DDAxwfnbSRzj/qK2IRb/MIHw5BnCO3AJM44DXhwjsxhNaLADCJnEeJ6MyToGFhqw6IM/Q38ITIwx7t27F+13LYQysoiQsY8YBwIAtaN17EhDaQ00O5w/f756d86ePVuVZDh79qz6882bN/usxjEyoVAbG03msD0dGbyQn4i3wOrVq9Wk367iGOenO+PYEMcQT/jcrBbHKAfglIxjiCtIRzsm9MRUHM+ZPVu+qFhRZZvGRBhHHvjd9pU4RpmMpk2aSKpUqdR3YmzjGTTYfVrMhhgFi+2ff/65+h6O48E1v+9DcYxyXRDYEKJ4J8QmZsV/C1kem1IVyCzH/BxZxLHZiWcMfL/6Ki5GCbOuXbuq0jV4/8UkhjXel5DrvhDHkOjYHVW8eHH1LOPnPu73AP8e54kse0j0Th07+lQc41zwXGEXntFcGfOY8DsHX4wfX/2uYsED36WoO53qzTfVrsPIP4/imMQUimMHET7DBRNxb7ZGWl2qAhnHOlfiDx8+rLbW6BDHkMU4ru4ax1gRZcZx7KA49l9xjEyImjVqqODOG2mMkSVzZtvWOIbURP03BNyeBP/GgDj2VakKBL3Y6mqckyfnYxdxjPuL8hnI8MBEwtNniOKYGccQqK1atVKxSGyy1ZGVGZ04hoRGxpHx34efbLdu3VoJLbPBMdAcEF3tIQHxnGMijYk1FoEwscXCG7ZTz5o1S4kgT2UpjgU5jLJtkD3IxMbxEA9DfiILDFvNUZsRTRdRIgaLV3bELuIY5YN0ZRxXr15d8ubNa+ss+diKY3/NOIa0LF6smIoDPH3HKXHsg3f2woULVTYlMjk9jWdQi/hJUhOSD6K8ZIkSXsWIiHG8LVWBc5k5Y4aUL19efSd4ujPuadccfmDBrUmTJqqE49N2pj1u+KqEG7JlseMGz48n54IYE708vN0ZhxrOeD9hnhzTYxs75vA96gtxrDLgFy5U3yd4v+H9+bSFE7xrjXJ0WDxmxjHxBopjB+Gv4hg11PBlvH//fu3iGJm/VoOgGKuBOsUxM449g+LYP8UxZF+XH35Q2bfeSmMM1I9D8wld1/Ok8hRDBg9WmR+xzcqJPF72kTjGvYckQuZDTMs5PG4SqlscG1snsQXUm2vBYKmKwBbHkKuQmp48RxDH0ZWqwOQ/fEZU+AafuL9m161FTAfxiWc7JhNsY1KOSXFsOXTokHTu3FnJiqctRkG+IIsOx4PU0RFvIfsapUiQfY1nHrEEymcgFoXIw2eHbDUsJJgJjnX//n11PsjGvn37tjsbHX+GrHazxDHqGOP3Glm4GMePH1fnAbAQgoQKiGN/zzjGdxQWaiBddc5zPBXHqJta8fPPYyXMzHpnQyJiruTNIq0hUR+32A/Bh+N84YPjQBxP9VIcL5g/X6pUrqzeI97EqzEVx4hl8b2D70lPMsuNge9ibxMqULIH145FF0+v3VtxjHrBaATo6XwBmeqdfSCO8f8jyxjPJcpheCLR06ZJw4xj4hUUxw7CH8UxBBK2wqE+s86AClsaIY7RjVaXOEb9QiNo1lWDjRnHsYPi2D/F8dw5c5Q48IU0xkD2C7op67qexw3UPsMWdU8zVMIPZCxMGD/e68AXO0wgIry992oSumyZtnuLa0HzkdKlSnktjTGw60a3CLdLc7xAE8erVq1SgszTSToyeaMTx7i30f33RjmV6dOnm3b9aAwEoe3J7zkkW0zB54/7V6RIkVjvXoAYsVIcQ9CdOViReZkAACAASURBVHNGPefYco7PHJnQkCLYZowYFOWE+vXrpzKiIY49kegxAUkKoaGhMnbsWBX7IQZFTeGGDRuq7emLFy9WtYXx93iWfdXUDb+zWCQZMGCAKs+Gkit4H2BxAQucWDxBKRXE5IjH8+fPr3UnXmxKo2DHAM4bzbaPHTum7p/RzBKlZyCO/a1UBXYHBdWr51WmcXhpBQnt6fsCZRaqVa3qk3PBDqHHSU00uK1Xt67KNPbmGPjuw3cg4jBPrxkCu07t2uq7wBuJq665QIGnilzENb90765+H72N0bJnz67qUHvzeQfXr6+ErTfn4Y04RnYuGhB6s4AAceyLjGMsIKBMhjcZ8GggyFIVxBsojh2Ev4pjZIlAHCPY0gWkNYL2evXqWX5sZFOgiD4adOkUx0Zgi4wXEjMojv1PHKOWOmpo+kL2GQPdprEFVcf1PG6sXbNGateq5XXGjDGQ4QCp5805YQKFrXK+EPbYQok6h7rur5GV46vnCNvoIcB0PzdWDopjUbVjUarBm2cH4ji6UhUQkNH995AQ+OvMmTN9/qpHeQx8TyDbzNPriaksRaYsFhzwneLJcawUx4jz0IUeC3lP+07G7hA07kNGGeIyX5/HjBkzVBkI1EpFzBd5YRHHh8w1Sqj5qnn1+vXr1c/Du+RJ1w9BBumEe1CoUCF3XWo7xjGYt0B0N2rUSNUPx3ljYFEAYhyNLDG/gJyH8IFY9idxjNr94fvnePs9FZ20ismAdOvZo0eUBUVPBuKPMqVLP3aXGDKEw8+nPR2IDYoWKaJKC3hyzdu3bZPvO3dW32/eSmNcMxqnPU3kYvEaJXy8PR5G4UKFlIT3dDdXhw4d1HeFt/Eifu8gbmN7DqjxDCeAWsHeHB/f4z98/71XsRIWXL784guv43mKY+ItFMcOwl/FMb7Q7SCOcQ7IArEaBPII4itXrqxNHIffSoctnyRmUBz7nzhGFkPOHDl8MhEyJMw0L4WqGQMlKnwlaTHeyZDBq8Y2mLCg7qgvsp8xsmXLphpe6bi3Rs3B9OnT++w5wjbS6GrPOXkEujhGJiU6nXv77EBGPnjwIMrPR5Zo5Cxc4/sA52fGux6ZsoilvLmemIhjiC7sVvMmGw3iGM+b2SD7FNmzyCyO7Tm2bdvWJ+eA35MFCxaojGbUxYzp8fF9jZIe3ohjlKRA8yUI6Nhef+HChW2ZcYyyGvjuKlq0qLqfj3vPQvTgnuP7Hd8DTxPHkLj42ViIRna6TnEMeYdsY19IRAxIOE93ZmEhHPfQF/EMnmlcF8pmRT4O/p2vrhnzKczt0NjN0wzTEsWLe10ixJCXuC5kkD8prkEShKc1jSOPRg0bqmfIk2uHbIfA9sXnjRgdi6ixPYfevXrF6rvycQPv4B6//OJxnIQFDnwu2PXn7blgkXrjhg1RjsHmeCSmUBw7CLuKY0giyFEEzwiajC1cRmMW1DhGtq/OUhWQ1rrEMe5F1apV1cCkWAf4LDBBwcosxXHEgBo1/5DxgpIi+CuynAzQzAe/b7169dLyufkrOsUxmrx4uwUx/MBWOmSG6LiWJzXQqB8U5NOs6hIlSnhVjmPokCEeiZPHDUhoZITouL+YfIVvOuarSZbdniOzR6CLY2Qj+mKSju39uBeP6yER+b/H9wImir4GwgsS29vriYksxXPibfYhstkgus1uDIjPx9Nz9EXGMRYVpkyZokpBeHIOEMeelqpA7A9pjoaInhzbbuIYMSHmVojXYyvg8bw9KUEG14lnHwu+uF8op4VGj4hBdYhjyFrshPHF+w0x16iRIz3erj98+HCfZBsbQhfNeaM7F1zzuz64ZghPfI4o+4B4LLbXC+H664ABKuveF/IU979/v35PvP+of/xhnjw+uceI9UYMH+7RZ63KZfzyi7zg4XdG5IHPE+XpYnMOa1avlly5cvlMXHvTHwQNXCF8fXEuBQoUiDbrnOKYxBSKYwdhN3GMiR6C1aZNm6r6c1g9xNY4fAFi+xmyRXCO+Cu2T5gpLM+fP6/qYaKbtjFRxbkZwTBkNl7ywcHBphwfQRm2cGLCe+fOHRXIQ54BCEnUltNdqgIZx1jRDPRSFZjo4FnBM9K8eXOVCY4tXtiGiL+iFiCe2ZUrV6r6gPh9ozj2H3GMOr2+yqDB9xY6b/uiW7IvBwJDZDn54hoxMEH++aefPL5OTJzQXMdX52Ns/fNkQuaLgYwNZDz76nrwvTts6FDbPUdmj0AWxxBIWDD3xfMDOfy4+4DvWtzT/2PvTMCtnNo3TipRKnNmf+P3mT5D+IwZypRQ5jki1UeDmSgZPlEaTYkIGVKopFJK0kBSlChEVJpIhkTp+V+/1beO991nn3P2eN599r5/17UuOXt637XXu99n3etZ99OkSRM76KCDnC0W/rWZ7jc8XrFuSXdyi8CGr25p4BObqggabGTAUpwuW0yaNMlVvk/nGNMVjrlWOnfunFCBwpJaqhnHXLPEtemMCeYOuWJVQQyPLzi+y6kKSCUJx/yecY365wZjFBJafKJNeQrHWEulu02/6Hs8/viUF3p9JmymFsL5HRz91ltxP4udRMl6pcdrvEej0093HsWpxnCcczrXbew5l1VD4Y1hwzKSYUs75ZRT7L0JE1I6dxIUrrjiiozFimedeWbSi/IPPfRQRry0adwDKHyaTpJCusWtg4ku8bLAJRyLRJFwnEfkinDMBOKpp55ywgWFP0oSadh+gw/YoYce6gSYTAuWBEOTJ092PklHHXWU88TkRkDwwWo+N0hEbALz119/3YnaFAbJFAR6ZBBQHZvAvWnTpk58xNyeYJoiUWSjEFxffvnlbkLHlr5swCQRQZSglYIoTGjwVkQw91tcb7nlloL1OOa7om/IACM7iC3oJWVHMgli/PAcVqT5m4TjiiMck3mQicxXAvr/3nefzfzkk0jOoyw/tHQFi+B4J9s43va2ZCZBe2bQ1oF7xpAhQyLrX7aQUswqU+dD8ZVx48ZFPm7KuxWycMzENBMLWIxDJqWJiF74IMfLTM7E/ZPF1kx4oSK4kGFV2r3jtttuy0jfUZiNWCgbEG8heqZ7jHjjpvO94Kucrl9rKsIxYi+JGOmKfbkiHPM7Q3Z6Ohm4CMclWVVw/QQFdv5NYyEFOxbmCuUtHD/dr19GshxZoCH7NNWFUXxyMyUkYh2CIFvSojP3oHTPmd8mPN579+qVcnyIbdU1zZs7O510z5l495abb45rzRF77pn4XeXeTYZtqt83PtjMkzPxfbM4m8qx4O+eib7gfta2bdsy+77Evpgwwer+b56Zqaz/eJ8j4VgkioTjPCIXhGOCS27wyaxacpPGJiKTguW8efOcIIy4U9ZWUB7nedxcW7VqlZHPJ9Alu/nUU08t1YOP8ya4ZjsemayZFo4RhadPn+62eZHVjNBJEMdYQSgn85vihExq8RVkEvrFF19YIUElbAQMJpElrTAzng8++GAn/pNt3LFjR2vYsGHRKrCE44ojHOM3l262KALJvffc466bKM6hrEaWy/777ZeRYHOP3Xe3Z/v3TysbluyedCtj+8Y1R0ZilII9E+pMZa1vvdVW9mTfvjm5AJHtVsjCMfeSTIyfSy+9NLKdSh620rNjKRPnQ7JBadv52SVGwkGm7G4WLVqU8f4g7mrfvn1GBCisClJl7ty5dsQRR6TdTyR2JFODBMG6e/fuGVlcwwM8Kgu3ICShEAOmcy4IxyXtrLz33ntLfA3/zaalSknC8dAhQ9K29eK3766OHVMukuYXnvmdy8Q1T0ITdhTZsjLjmidJ6Y727Z31Q6rnjFUCFi/0Xzrny/Gc1KCBSyYoK4YjwzxdP2Xm0W3btEnL1ox48eijjkr7u+bcmdMneywsKpAskYnxRqFMEg1S6Qd21nAN+t+AdBuFGksakxKORaJIOM4johaOX3vtNZfllsqEmlXBTAjHTCKpGM1WsmSPg5sMthrpQPBF5gA3nWQ+n+eSdZzJABm/QbKI8cgqa5sLz2GFHA+2QhGO+a4Q9xHTS+qfww47zIkbY8eOtQULFjh/Y8QKGiIGmew8T8JxxRGOEegQfVOpTsxvBKJzr54905oIZbu9P2WK1atXL+1Ak6x6LBRSLXDi29i3386IPyG/k+eee25k3sa+vZKh7axMUPE25vuKesxE0QpVOEZYY1E53fGDQJGtjNlkY41MCJQ0xBKErJLo379/Rn5LyORE3MzG+Bk+fHhGtjljYTNo0KCUjoFYhQXuTGxxJq6fP39+wp/Nc+vWrZv253K/ZRdgsK5EFPDbk4kiliSKcK3Eg+Jd8V7DWGessiuyvIVj7rPHpuFZTqY6u7LSjZUQ8vB+TrewLgk6FF0rTUBN55yJT3bZeWe7/bbb3D09ncV2juPmm26y7bffPq3rp/6JJzo7nkRsvcj0ZS6YjmjMHDqd3Wk+uQNbwHR/OxBKiT1TGW+ZEI5JCmABMdVsY+YqL7zwQkbuJcQjpdmhSTgWiSLhOI+IUjgmUCYrIdUftUwIxwQ//MgSrKR6o7n22mvTEsN69eqV8udnSjgma5mJN8JRstsEyfYhSyXfIUhmq3BJVWopSsLj9EVJ3nJsReV5PF/CccURjmmsul/RtGlShalYVLns0kvthQEDUg4Ey6sR+FLBPJ2JFr9jjzz8cNqisfdp+9cBB6Qd/J56yin25vDhkfcv20j33HPPtEVjChgysSk0b+NCF46BHUDpjB+yOfv27VuqyFqe2ZiI2Ole39SZYIdUaTDBzURBQa7fmTNnZrwvGI+I3+keH426IKku5GNJxsJ3Jo4D0RSbk0QgXnr++eczssOE+JXfhWz6+yZyPg888EDKxf2CjUx5fsPigYVFbIa2H+fMrb7++utyF465L1GgLdlFduZSFCSjGBv3/kzcK/it2yJF/10noNav7zI/yxJQOecePXokbWfGAg3ZpffcfbcTPtM9X0TD3r17pyzk+nPGmi3R3Uw8r/3tt6eU/MUuPLKs0xXM/XFcd+21KV9nHD/2X2+99VbKx8KCVTq7yrAYwWZo8qRJKfcDY5Uxy7w8nd8dXn/33XeXei1KOBaJIuE4j4hKOMbDlwA3nR82hON0BEuCdTwv0yk2k45wzCSWCXBJQmQija2r6VpVUHgP7+RUCypwgymEjONHHnkkbjBMv3Gzx+qkNEGCx7Cs8IE9EwtRcYRjgkkKd7Ro0cJ95/GysggaGSMIqPhe49HHhCCqgmzJNgo3+oWNZBp9wQQXb8xM2ifgsZfq1m2OiUIziMa5ILL6giWpng/WNxQ8SmT7aD63QhaOESdSnZgiMLG1nT7IBRCOyaZMJwbkGqc2RlkiITY16QrHiJos9iKWZcO2I9142N9/2DGW6neMPVkmMrO9NVAyNh14eqabHUpjTE2bNs2ihN8dPPXTPRca2Zh4jceD3zEy4GMFasZqnz59snqOJQnHNLb5c9yJ2o4QL2ErgbVGJhfYycClDkyyv5n89l5+2WUumzbRey2F1Fq2aGGbJ7D4wThn0azp5Ze7pAJem6l7OovKF110kdVKcl6JaEmSA69PNl4lxmWBPtF+RmDHh5yxm2wButIacUAqi5EcDwXgsCNJ53t45umnUxZssZb4T6tWTjROdyyQvX1EGtZMZKyzGFDWdyPhWCSKhOM8IgrheOHChXb00UenHVBRpA6xLlXIUqFqbDrHgAjQpk2blIIuJiHpbidJVzhmMs1kMh1/LlaN8104fvfdd4sFBExEKYZAAZKyhAi+byZlwUUCgiZRcYRjGgHdh1OnumC/TevWdtqppzrrkWOOOcZtcbvgggvcIszLL73kgumK5kGLuEm2UKIiBgIBNhzt2rVzHnOZPl8mbieeeGLSv0lkGV133XVpTwQyPXbeeOMNOzzJjD76+B//+IfdeMMNzv4mV84nqlbIwjE7Vo499tikrwcy0FgUinr7fqw1QSrn4hsiBRlRiQi56VpVsGhDvJZoBm2ykBmari8pjcW7kgqplQXiJFv7M+HDznFQRDlRuEbPOOOMtD+XxuJcNsT9ZC34MpFtTFyeSBFLsiSZh9CHLBxMmTIl6+dYmnDsRVvsvRDQufaCC6bEzuzG2m/ffe2cc85xiz88Pxv3trfffttlvyfiw4vgfsopp6RstcWuNM6ZrP1454w4SIbxhRdcYI8++qh7fqbPmfd77dVX7dxzzkkog3+brbd250xiTKoCNq8ZM2aME18RHeMlVdD/nD/WHyTNEMtkYmdasCF4P/jAA24XSiLXF/Oxesceaw/37u1i33S/C96DRLJkksGwL6NWToc773TXbab64aGuXZNOBuM3i/kMsVQiWf8SjkWiSDjOI6IQjrlpZCI4RVAoaQtXIhkeFMLLxLY4CsUlyzvvvJN21Wpa8+bN3bmkChOqdLe0ECiU5MGWD5DNhCVIvOytRER7hApE4mClY4JIst1FxRKOg4EyIimZNUx4aATdZMsQtFVkcY9g/tXBg51tBR7mLG6RIcOYJbDkemdiRHZKt4cechkq9EW2zhnxuEmTJglZ6Pzfrru6xbT+zzzjvotPc6A/g42xQd8yeSrrfJh8Ifix/ZLXpFM4Jp9aIQvHQIx2+OGHJ3Rv5p5z/vnnu+zeqMW0eFmmnTt3TikDn4k5Ga2JWm5QXIyivqnEN2SjMeayKbpTbDfdYkb8Lg8ePDjlsc31wVbrdGNSrsEBAwYkvYhw0kknpf3ZFKJLVTjPFIxJdgakey60s88+O+HscT6X55aXRUdZwrG/35F0QaHcBzp3trs7dXK2DMQNzz33nI0ZPTojgl1ZDQuW3r16ueLUZDcjyBPXsCC01157Oe/4W2+91RV6c3FDGsfjznn8+NA5IyZjYzfg+efdOXMvz+Y5897s6uUeyTmThcuchfPeInjOt9zizjkTx8PriYG59m+4/nq3447ECj6fexD92++pp9yuvWzGi1gJsUjKZ7M4EdQa+DffOQvxZzdp4pIkiN0zuSOQjOHW113n7uXxdlBwvyOW5r5CggZZ6gNffjnjIjrnhQ0IiV1l/c4Q15MAwnG/MWxYwv0h4VgkioTjPKK8hWMCZIpmZCKoYmW9pC1ciQi3O+64Y9rHQPCB+JoMy5Ytc9un0v1sbkq33XZbyhOajz/+OO2Maxo3Yb7XfAXhgZuqP19uxPjxJTIRp1/IfIz1PmOFmcJ5omIKx/nefGY11cL7PvGEC7B7dO/u/ItffOEFGzVypCteU14COZk5ZFCQObTzTju5SRDiEZOA3Xff3Ro0aOCKwgx65ZWMbvvMRmPShH0GQT0C8g7bb+/OhYbQh1h/RqNG7redSVjURf1yrRW6cAxMjvE7ZuwHs7uYGPM6dmOx+4HFyeXLl1uuwvfTuHHjpOINYpZXX3016c+ilkWyWccIkWQGInJnE8Ylu1ZSjcE4LxIy0rEh4f7Kb046lh5kFbKgnmxmNgvwsYvzyTbEMLJLo4a4kOz0TBSZZcGnvI6ZAt1cV4nWTElEOA427snBVt73DRaRiQ3eGTfOiWNDhwyxN9980wmZ2YoZIj/n/4m5LO5T4A/v25EjRrjFeP6eDQs1PpP3RQhlUYDG/5dnQgWfw+fi1YxdnI9f+TeFQxkDM7N4PJz7c88+64oYs7ua+SOZ5ty7sOjAcqxrly424s033XOzdRwsCHDOeDfjeY5egZUe81FE9YMOPNCaNG7sdu6kciwSjkWiSDjOI8pbOCY4SbZoQryGcDBy5MiUjoHgmi15qXpNBhs/xsn6LCM68qOd7mcjNCAspDIJZpKAB1km+oCb0k8//WT5yuzZs4uKF3KNsA2xLJho8t2wZTO2j1n1Z0W8kFm8eLFNmDAhqQm5hOPynXTEBuJRi7F+EjR+/HgnvDL5YxLExA+Ru6L4SAcnNuPGjnXbSslEopF5wgSPiV22s5IqapNw/Hcc88knn9jrr7/uxHPuKYij48aNc0WDsy12ZtK6DJG7NMGS7Hx2mOGhzr0jFRC6EA0Q1UuLZxDi2a6LRyyZsOUFhbxSiY05H7aZp7PzzMNYSnSbd7yYnGszFfGaGJb+TtW6jaKFkyZNslwBr950BHh2miBqlhf//e9/i3bAkOVMrJVp4VhNfRBlvBVFLEX2Oos/xHmI91inkQRRHln2wcZnI2Sz85VFLZIwEJTZycY8LNXYWcKxSBQJx3lEeQvHBMfpCpU0Ms9++OGHlI5h6dKlKflmxmv4GSWzBZSAjNXGRLZdJ5JhwcQxFbCWIFM4E33AltEoK1hnG7Y++oILbOUsTagnmP7oo4/cdvmgNYVvfO8UyMuVAkVRgCc0gjpbc8kySjQjTsKxJh6afGoMSDjOP8hyRLS8+uqrXebtEUcc4fyPKfLE5JQdYmSMZwJsK3r37u0ynbkPYbuDUMx2avzp8erES7q8IesWn9p4/qDxGrstWLQfMWJExuIJvgeSKpItUkcmHQvlqe4A9AsIZOMlm+GMr295FfVOZoyxcyTVTOPytjGrW7duqE+//fbbMl8j4Vj3YsVjhT0GJByLRJFwnEeUt3D88MMPpy1Ukl1A5nKqkI2TiQrWWBYgEiY7OWB7crqfTRYroluqEwaytTNRvIPMafzD8hkmkfvtt58TfYcNGxb3OWzNpLDBzTff7LLQ42Vyk5HDjTZbBXYqCiy2BPslkeIvIOE4+kBRTX0Q9RiQcJzfIEjxW5+of3GqsOBPli67pX7++eesf14ikE19ww03uBgi1t4KGxL+xu4nxFKsWrLh54t9CJ7yiYjHxOKtW7d2u7IykTxAtvyRRx5Z5uciriP6k4iSqQWFTMJYIruPmC/RWJpsaxJiKHRXnn7kfG+HHHJI0XGQ9Z5IzRIJx4oFoo4F1KLtA3YqYJHUrVs3p+2wI+jZZ5+1V155xRWCpgAiVo3B3zmew30Xi00WGrnX56p1mMgcEo7ziPIWjocOHZpwRkVJgSo+XOkEVvPmzXMes+kIpgSEbA9MNljGbzG4up9qwyeaohNRZn4jjrZt2zbniu5kGr5jMo0537vuusuJ/wj2ixYtchOdrl272llnnVVqkUEK82Bxke99lQhXXHFFqG8S9auUcKxAWRMFjQGEY35zYz2OqTVQKB7HIn9hQs32YSbjLVu2dPdLCpW2a9fOiZEkTSAwZ1PopjYDWdkI1DvssIPVrl3bNZIlEBkvueQSe+qpp5xvbKaPg9oPxNYkWPB5XAfs3tpll13cTsH27ds7L+NUdxyWF/ze4I9dlvUHv1kIxni0p1rsOx0kHOueqrhKYyDVRXysL7gveeGYopcIx8OHD3fzYwnHAiQc5xHlLRx//fXXZXrMlZbdyo9SupM+MkySLcgSbHiXMXFNxAcsFlbaqB6djrcwFhX4JKfTD08++WTawnG9evUir2BdXjBBQqzHn5httBTjOvTQQ91kpqTMbRZIyGxnrCBgiPUwCQ72UyKe0SDhWMGtJjgaA507d3YV6nv16mWPP/64E1zwFJVwLPIJ4jtEZLKhaWRnleeCB4Iwtm7YobGbikZBZXyfWTwvD+EVAZs5A42dX+zWqki2aCxUIXJff/31znoF+wrmP8SSiPKI4Ags9GlUi1kSjnVPVVylMZDKGCDb2C/is0iGroA2MXjwYOfRjsUUO1JKyzgmmSpXF/JF5pBwnEeUt3AMZAltsskmSQm1bF9jC0Q6HmrBgJgspditgIn6yjFpTTVzlM++4447Ui4QSPYHXnLpZq7i45fMdxDbqBQ7ceJEKySwJTn33HOdN29Jwj8FC8mKZ6snxV6+/PLLnNgCm0tIOFaQqomKxkCqY8BvjSQjkt9YBOOXX37ZxQexGccIMmRnInQp41iI1MXFiiTY5hL0G8kq+AaTgDBr1ixXUJvs4lywLUtXOGZOhgjEOS5btsxljBP3cp7smKCYLdZ4JAgwd2Huxe82v99kKiI8kbXIgiAZjL6xDV5NfaAxkFtjgGuTa9WLxlzDPhajQC+7v7jWuea59vHtD8Zk7Hb2wjG7v/gN0b0l/5FwnEdEIRyTOciPDD5upYmTeKxRdIMfJjIOMvnjwiSS1f5Ei9SRPYpomI49hAc/uPr16ycl1BLMUcBl4MCBGREiCfKonpysYIwP26WXXmozZ860QoQMEqp3s6qKeEFhQOwruJmy2soqK1nYmVjgyFckHEs0lHCsMZDqGGCy0qNHD7ednUmI99RjN1IiwnEue+rJqkIIUZGEY8SfVatWOTEI4Zgih7wekZz5JLYr2KtQ8M/vDOF3mwxFdo0wvyMZp0uXLk5AVlMfaAzk9hjgWvWiMdewzzb2i/hc63i1c+1jZynhWEg4ziOiEI6BiRtF1W699Va39X/33Xd3be+993ZVtVu0aOEmgohw2fKFxSONzyeDNJ5IiqhMn1C5morfmSzCQUEwtqtR8KQswZitbYjcCM6ZZNq0aW77XKJZ33xPTNbx9hV/B925KkLkq3DMJIWtu8uXL3djkUUlrg0ywt977z13bRG4EMAQyLA1inGL2MQEhcCH1XJltUSfvaCmPkgmw4UJCwt23qYCn1Wy2AYNGuT+Gysck+XHFneEY7L7JBwLIURmhGNaUDgOxmTM3YjJSLTAroNiWfxOv/DCC85eCPGY33C8Ufk9Z7s7MRpilJr6QGMgN8cA1yjXKtcs8yp2kHMtc01zbWNTgf0O1zzXPt78wZgMgZn5G78ZyjguHCQc5xFRCcceMjMJNgg0KFrHRI//50elPLYvEPhwzh06dHCZtOeff75ddNFF7scuW8U/PFg9tGrVygnI+Ddjg0HjO6F4Hz7MTJg/+OCDrB0D4vHll1/uPjO2ijbevdtvv72dcMIJbgLP1rNUfJ2FyIRwzAIS488Lxyz8sN0T/+jPP//cpk+f7gIVbFiGDRtWlIXIdcwEhe1UXjxmtVwZLtFnLqipD5LNcGHSwoSFBSEmK35rJJMWimgFf1vwSEU4ZocNwnGuV/FWxrEQoiIKycj3oAAAIABJREFUxz4mY4cHMdmcOXOcJzbe2HidsnWdBBx2TbLIx283sRm/48RnZC3yu66mPtAYyO0xwLWKYMy1yzXMtcw1zbVN0g47DLjmSQ7E3z1WOCYJT8JxYSHhOI+IWjgudJjIInrhBUSmJNs7EJRZrS+PAiRApsDYsWPdCuKdd97pPJjvvvtuZyfCcSHOSTAWuSIckzVI4PHjjz+6SQrb0ZmkUMSHQIWAZcSIEe592RrJVnYvHhP0ICAruyX6zAU19UGyGS5kp/kJC16ZWAaxQMRCEZOWWOEYv00KfEk4FkKIzAnHLL4hHMfGZCzUkQDkfY6ZU7ITjAxErNwQj/nNZqGPhX12hfFbjj8qcRrCkpr6QGMgN8cA1yjXKo1rl2uYxXuuaa5t5l5c6+gYJKbdeOONoZiM1wd3f/EbIo/j/EfCcR4h4Vh4+PFGyOYHPVv2IEJkQjgm8GBhhUkKWYVffPFFUTEWfLVYhEFMYmskQY0Xj/32SMQnZbhEn7mgpj5INsOFyYsXjbGj8ZMVtkjGCsdsm8Z3M1jFWxnHQgiROeGY31ViMl8gD59jdpGSFEPWMbsmicvYDcZv9dChQ+3VV191YhO/4cRoCMlkLaqpDzQGcnsMcK1yzXLtcg1zLTPf8qIx1zrXPNf+zTffHIrJEJyJxSQcFxYSjvMICcdCiIoiHMer4s0kBZsbsvSxq5g8ebKNGzfObZdigoKgROYxQpOyW6LPWFBTH6Sa4cKWSDJcmLiQYcxvB356CBJskcTyKfjbwm4Ztk+zjTpYxVtWFUIIkZ5wTPMF8vh9ZYHOW4iRdcyCPnZ/xGXsBqO4OLsb2VlJ9jFiE7/bLP7xW44ARSNmU1MfaAzk3hjw1yjXK9cu1zDXMtc01zaiMdc61zzXPnWkgjEZi/7YVDCP47dDGceFgYTjPELCsRCiIgjHvoq3F459MRYmKdhVzJ0712bOnOm2RrJNCvEYXz2KsjAxIfsYsUnZLdFnLKipD9LNcGHSgmjM7gIslZi8xArH7Ehg+3RF8dSL9Thmq6cQQmSTunXrhoRjPIqTFY75feV3lp1g2AOxoM/7EJd58ZgsROpQICATn5GdyO83i/zEar6RuaimPtAYyL0x4K9RrlmuXa5hrmWuaa5tdn3OmDHDXfMsHGF9GYzJWPwn29jHYhKOCwMJx3lEcKLCNk+EFyGEyBZXX311KJBA/ElGOA4WY0EUYpKCl6nPOvZbI714THBDwIOATAZyMLsl6tV7NfWBxkDyGS78ZjBxIdOYCQu7DBCPt9lmm9BvCzsSvL9xRdgaGYzHatSoYffff79b8EIwV1MfaAxoDGRyDLCQzm6s3Xbbreh3p2rVqs5LnsdKey2vo/mFeHZ0YQnmi95hC4a9EO+FR323bt1ckVMKflNs+95777V77rnH1VPp1KmTa3fddZea+kBjIMfHgL9euXa5hu+77z4Xq3Btc41zrXPNc/03adIkFJOx69NbhhGLsfiUq/GYyBwSjvOI7bffvuiCrlWrlttGwCSMlSM19YHGgMZAJscAvy2nn356KJAg2EjkN4cCKzSEIgrg+WwVRGHEJIQlX3SFCQxb272nsS+KR4Etim35wlsEOGrqA42B3B0DJRXJw/eYAq7YWSBW8P9k6QZ/W1hYYoHJb43MdeGYGCx4/GrqA40BjQGNAY0BjQGNgYo+BjbeeGO3MyyYbSzhuDCQcJxH1K5du+ii3nDDDW2TTTax6tWrq6kPNAY0BjI+Bsiiq1y5ciiYqFatWsrvx7bK2MZvWEmNz1JTH2gMVNwxUNr1TQzjf1fq1KkTyjauCFsjg8evpj7QGNAY0BjQGNAY0BjIhzGw66672uzZs5VtXIBIOM4jov4hUVMfaAxoDGgMaAxoDGgMZHIMXHDBBc5zEz/0irI18uyzz9Z1oOtAY0BjQGNAY0BjQGMgr8ZA48aN3UK+so0LDwnHecThhx8e+Y+JmvpAY0BjQGNAY0BjQGMgU2MAixpEY+9tXBEmKxT7xDPw8ssvtyuuuEJNfaAxoDGQ9TFAfRv/u7nRRhvZmWeemfBrmzZtWtT43aJddtlldumll7p2ySWX2MUXX2wXXXSRaxdeeKFrLOz5dv7556upDzQGKtgYCF7D/rr21znXPNe+/w24+eabbc6cOcXisFyNxURmkXCcR1D1lqqXXOhc3GrqA40BjYFsjQEmF3vssUdI4DnuuOPcRKOs1xKIBFtwIuInH+edd56de+65ds4557hGBh/FGWisdvt21llnqakPNAYq2BgIXsP+uuYa51rnuqfxe4Df8YoVK4pZVDBZyWXhWAghypu6desWxWOVKlVyxevKwos+NP+76gsYs1DHLg9+f1m8I8sQr/mVK1c6+yB+m/Gf/+GHH1xjwUxNfaAxUHHGgL92uY5pXNNc21zjXOtc837h3u/4iicaKxYrDCQc5yEUj1FTH2gMaAxkcwwg4iASB4VjxN9EXksQ4ichwYmIn4QQzCxdutQWL15sixYtsgULFth3331n8+fPdwtkX3/9tc2bN8+1r776Sk19oDFQgcaAv3a5jrmeua6//fZbd40vXLjQvv/+e1uyZIn7HfATFn5vghYVEo2FEOJv+vfv72pPBGOyHXfc0T7//POEuqk08ZjfXy8g+xiO2A0LIRoxXLARz6mpDzQGcncMxF6z/lqmebGYa90Lxj4Gk2hc2Eg4FkIIkTTLli2z/fffPzRJoajV2LFjk85wiZ2g+MmJn5gQ1ASzW5ThEn2Wgpr6IFsZLt7PmN8AP2GJl2msDBchhFgfjx1wwAFxrX7atGnjfkOTjct8bBYbnwVFZB+rlZQcoKY+0BjI3TEQe936azooFscKxorDChsJx0IIIZLmpptuijtJwWsdISgRShKPYwXkYHayMlyiz1RQUx9EleEi0VgIIcJx1I033liiR/ymm25qr776asJdFk9AjhWRffPxWmzzgpOa+kBjIPfHQLxr2F/j/rqPF4Np8b7wkHAshBAiKcaMGeMmI/EmKRtuuKE98cQTCb1PvMzjeAJyMLslXoZL1Kv2auoDjYHMZLjECsYSjYUQovR4jN1ePgarWrWqbbnllqG4jGxkdnckG5eVJiDHishq6gONgfwYA8FrPCgYSzQWEo6FEEIkDFvKySoOCsW1atUKTVL23ntv++yzzxJ+z1SzW6JepVdTH2gMKMNFCCGiAC/4YDxGq1+/vr3xxhu2ww47hP7eoUMHfUlCCCFSRsKxEEKIhEDcvf/++51Y7CcjW221lQ0bNswOOuig0CTlwgsvdAJwou8bTzxWdkv0mQdq6gNluAghRO7RqlUrq1SpUlHcxSL+Bx984B4jVgvGZFtssYWNHj066kMWQghRQZFwLIQQIiHee+89N/kIZht37tzZPfbUU0/ZxhtvXPRYlSpVbNCgQepZIYQQQogMx2OxlmH33ntv0eP4yB922GGhx0866SRnBySEEEIki4RjIYQQZcIk5Nhjjw1NQk477TRbvny5exzriLPPPjv0OFnIWFsIIYQQQojMxGP16tULxVsnn3yyLVu2LPS8N99806pVqxZa7H/llVf0FQghhEgaCcdCCCHK5Pbbbw9NUrbeemv78MMPQ8+ZO3eubbfddkXPYQtlly5d1LtCCCGEEFmIx7AM8xYVQfDgxzYs+Nw999zTFi1apO+hDLBOe+edd6xnz552xx13WJ8+fWzixIn266+/JvUeWLlde+211q5dO2vTpo3NnDmzxOc///zz1rZtW9fuuecefUdCiJxCwrEQQohSYUISW6W7ffv2cZ/bo0ePkAcyQvL06dPVwxHAllQa2eCJwkRzwYIF9u2337oWm8EU+/7+ufPnz7fff/89Q0cuhBBCiFhGjBhRLB676aabnEgZj2nTptmuu+4aej7CZEnPF+tj3kaNGtnmm29e5CFduXJl1+/svKNPE4E+vvHGG0N9f9ZZZ5UoPl9wwQWh2DkTEP+9/PLLdtddd1nHjh3dv0XiTJ482e68807Xd0888URSCwdC5BsSjoUQQpQIQVKTJk1CgS++eSVZUCA0HnLIIaHnn3POOa7Alig/8Jy+8sorXevevXvCr5sxY4btscceLqOcSdIRRxxRYnYSATUTUp5Xs2bNjBXeYWyRvT5nzhz74osvbO3atRl530Lgl19+sc8++8z13bx589xCgBBCiIrPb7/9ZkcffXQovjr44IPtxx9/LPV1Xbt2LZahjAAtisNOuv/7v/8rVlgw+P/bbrutTZ06NSHh+JZbbgm9lkZ8Fo+LL7646Dk777xzxsYMIrh/X/4tEid47RxwwAG2ZMkSdZ8oWCQcCyGEKJH77rsvFPAiEL777rul9tjAgQOtdu3aIV+9J598Ur1cTrz66qu2ySabFPX/iSeemNSkie84+J1fffXVcZ/LNs5gcZ433ngjI8f/3HPP2e677+5E6b333ttWrFiRkfctBEaNGuUmnPTdkUce6YR3IYQQFR+KEQfvzSzach8ui1WrVln9+vVDrz3mmGN0b42BRWpqd/g+Ovzww108RQYyQvvxxx9f9Bge02UlRJQkHHOPnj17drkIx3z3Z555ZtH78m+RON26dSvquwMPPNCWLl2q7hMFi4RjIYQQcSFYDgrAtP/85z9l9tZff/1lzZo1C73uH//4h33//ffq6SxDluk///nPUN+feuqpSQnHsd95jRo1XAX3WMaPH+8e888bPnx4Rs7h4YcfDi06/PDDDxl530Jg8ODBRX1Xp04d+/TTT6M+JCGEEGmCPQLWCcF78913352w5QQL/rVq1QrVoOjXr5++lwBYbuEBTf9Ur17dxowZU+w74O9etI8n/iYiHNMuueQSFyunIhyzk4gFdWJqdvmVZJ+AnRiPn3766UXvy78Rk2mxnw+I4ez64r0XL17sCjHGg9fyHmQ0818/Dvk3Wbm0lStXlvgaWqzwzntgeeYfjz2+sl4PvJ6YkeNH5KUP4hH8HP8+fD79xWvpU54TXKwh4/ibb75xxxDPAo7Xs+uLc+c9ytoJIERFQ8KxEEKIYhD8NGjQoNiWyK+//jqh3vrqq69sxx13DL2e7GXZDmQPAuTLL7+82AQlXeGYdsoppxSbnGRLOMZHbqONNnLvufHGG8tTLgnI+g5OPL/88suMfCdCCCGiAQHupJNOCt2T//WvfyW1GE/sRZG34Hvsttturk6BWM8nn3xSVOA53v0TUdH7RWNf8f7776csHBM7vfXWW0kLx7zmiiuucPE4u8M4HsTgBx98MDQeEDdvu+02l0EdLFrNv7GPo2ji559/XmxxgUJ+//73v917c45kVlO0L1akpW94jzPOOMMdz3fffefsynhvFq2xQ2HXE8UFvYCMSMv7k/VM45hjEx/weeY98YImxow998aNG7vHzjvvPPeZHoRcFkI4JpInEPh32GEH16ex3xPPxRecY+D9yCZHbKboJNcEx47N2/nnn2/77bdfUd+x8EI8zWsGDRoUek92d/F65k28nu+XDOX7779fArLIGyQcCyGEKMYjjzxSJN7RsD54++23k+qpp59+OhQoky0zYcIE9XaWuPfee4v6epdddsmocEzr0qVLSsIx70kWMdnqBOME0iNHjizmv8skhjFz2WWXhQrS8Fo8AfFfjoXXPProo9aqVSu76KKLXOCO93IsZJ5ggcH7P/vss24SzUSBicY111xjV111lfOCxlvZw2SHyQHPQcyeNWtW6D15Pe/Fe/bv37+YFzTZSRw3r6cgTawvOJMeHr/++uvdZOmGG26wN998M24WEBM63ofmzw8v4w4dOrjMpb59+7rPuO6664q+DyZ9LNY888wzcfuE6u6cV8uWLV3f3XrrrWVOhIUQQpQvCL7cC/1ve7Vq1ZwtUbKQQeozan1D9BPrYXEcewr6pWrVqu6+HgTbiipVqhRln5ZVKC1WOEbkDfb/oYceGtpRVZpwTIZxixYtQjZksY3FBL87jPgltt5IsDGe/HMRhYkfS4r92PlFjBS0DWNHIn3ks6+J7Up6PY95EGP93xF2EZPj7ZiiEZME4yFiHf/YvvvuW1SQmQLN5557bonniljep0+fUJIFoq5/HBEZsTo434m9TmIbxQY9r7/+uhOcS3ouNjEff/yxLjNR4ZFwLIQQIsT06dNdQBcMfAh+k4UtblSgDr4Pfrs+2BOZA9HWb0Ml67hNmzYZEY6DRWG23377kHhblnDMJIPgmgWD4CKEz7YhMyWY8YIAXFqgzrbc4NhiCyFFarzI7BvHTxXs4FZChFMyaJjo8PikSZNcJk7wtRwjwf9rr73mXsOEjswWXsNkEeE7KHa/+OKLboLB40zkWWwJThibNm3qHqPxWcuXL3ePMf4RsSnA4yehvpEl07x582IT0uB7tW3b1oYOHWo77bRT0evIsAn6Tcc2xOFgJtI999xj22yzTUiMoDGGEPZ1jQohRG5kwSLMBX+nub+nCouFwfveZpttVix7spDhvo7QSB8Ru5CV+t///tcViSYe4u9k1CJylkWscIyQyyJv0HKkU6dOCQnHxBdBIZfCxSw2k3kbjNkoXo1VAvEPYikL03vttVfR4wiiLDjzuVhzwEsvvVQ0JogxyJpFtL300kvd+PCvbdeuXdHxUBzQx38+viNGPPvss+3kk08OxYbENV44feWVV4r+Ttzkxet42dkch4+bEML333//oseI8YAkABY//N8p7IzAzHvhSe3Pi+MhYcELx4j2/tjpa9+vnC+xUfv27V0fMWfx70282bp1a5egMG7cuKIFeL+7ktcfdNBBduONN7qEBJ+dTqNPSrL9EKKiIOFYCCFEEQRUwQrM3p84NpsyUYYMGRIKPAniEAhF5uC7IfuC/qWoHNv9CHjTFY4JgpmY7LHHHkXvxSTFi4qxwnGwOB4CK88NjiMmW8FMaD+J8T68L7zwgiuGR3DOZ/tj4PN5nhdmeW8K9gUnUQToweOkEfh7372JEyc62ws/UfA+0EzIvWehb2wB9VlADzzwQDF/Ow9ibPB1nG9wSyvv4x8jmwc4HkTboJDOIg3nHfwbQnFQPA5OKE844YRiNjBHH320m5QycfN/Q5T2BQZ9dgzZO0x8gq9FwI7Nlrn55puLZYQLIYQoP/gNZlt88LcZwSsdewneExEr+J5YE2BPJtbz+OOPO7uBeIuwLEAnGsPGiqHYHiDqBu/BxCDEXaUJx9hC+Hs7MTTCKAvAHhaSg2I0MYaHeI0FcP8Y/w6CvYWPH3lvYp4gLHL72IljwoYuVjimIZgGEwGCtSp438cee8z9nfNH3PWxmxfOOU6sLYJ9jVDv40NsKvwCCuK2L9JN3OgLOnN8wWKRzGfIdvbvx9yG7GquAS8c+4ZYzKI5r//oo4+K4q/Y4njEdsHvNxjnYpMR9HVm1xnvy2Ms0mPlIURFRsKxEEKIIvAcCwZTiIhkI6QDGQ/B90TMkvdqZmCbHzYDPlsUqwMgIyJd4ZiGNQKBuc/aYALhM20I3EsSjnv16hUSMMnYITMDK4iBAweGhEoyVJg0kI1BBgwiqxdRmSCQqYK3trd6ICPYb5EkM4gMId6XCQ0TPrJYfKDuLRoQjv3f/eQP7z2y66dMmRKasPHZPgsGaxW/8MHfvV0Lxxs78WBS6I+RCYOfbCFM++wU+te/H//t3bu3K7CDIE0mTlD4ZcIWb4um/y4QsrGmQBTmu1i4cKHLMPLP470o7kOfeiGcz/B9i5DPZ3At0nitPzaOXbYyQggRHUHRyt+3MiE+IfrFLj5i1VToIAQ+9NBDofiEGIfkiWACBH2HOFtWzY54wrEv2hbMnkXIJ5bDpiuecBy0fUOIjFdrJLiQjRDs4X3JmvaP8e8gTz75ZFE8hfjLsfljBwq8kcXsX+8tH4hlgvFfrJhOpnAwliTLGRBuWRgP2jh4uwm/a4rj93EK8Z23a/EJBcccc4wToAGxNjYLmWP3x89Y9++L8EzMx2PB+I3jxMc5HoyHoHDsPxeIrbx1CHEuMW7s5wdjS3YDxivoJ0RFQcKxEEIIBx6usRYVbM+P57maDARawa1y3lMs3fcVZl27di0KpvGz9WRKOGZbJYEuwb3/GxMeRF7E1XjCMY8Fg3KsF2InWATpfmKAsIrQ6mFiEiyOF9zexyTGZ8TznGBmjSeYjcxWy3jCMccUBOuK4HkjsMbbHumzY5iMcK3Q90wY+C/ZMfwd8C72r9lnn32ccMtEIji5C/r+BRdu/PdJFpjP+g0KxzSsL8g0j+3XYcOGhSaeQc9mrrfgBDBoreEJfg5ZUZrkCCFE+YPffNCOyN8zMlFgmHsRVk/B92YRlgJfhQzZpl5kZIGWWIJaAmR4s8CLJYK/PxNPeFEzGeGYBd5YewhiGWoUBLNjg8Ix8bL/OzuZ4jFgwICQuOwFzrKEY3YXBUVydm4Rr7PLy/83aIPFTq54wrG3+PIQtwV9gkkg8XCu/u+I9PQJPsH0LQ0x2wv1zEGIQ4IexB07dnR9S1Ywxfv839mthsjP59LYbUWiiu9nYjWfXBGMUYm1Sop1ShOOeS8vuvvdcb7P/OcHM8GxFwlmigtR0ZBwLIQQwgUzQZ8wGtv5k6naXRoIhUE/VbJjx44dq55PA7JJfVBKpkoQslB9XyO0pioc++2F2FJ4D2UvoCK2xhOOESuD3m6ImbGQ4VrSc8hcCQrHweIx2HBgrcBjZHpQFI9sHHwbaUw4EIuDoi2TCzKPvXDMJIJJVhAyfv370shc9gQnc3h2A/3ChIE+adiwYdFWSf++wSwTxFifpewL7zDJIFPGF97zx441SNCTj/ONFXQR2ksqYsfkzT8P0YHJrocsJe/lR2NxAYHbfz6F/oLborG+CE6ShBBCZB+22HNfCcZjiFIUVM0ULDxyfwx+BnFEsDZAIcHCanB3XN26dYv8dT3EIkcddVTI9sFnliYrHBNzswAcXJAPvndQOKZ4rv87nrvxQMT0zyGGI7M2EeE4GC8l0oi5YoVjYnsvyAaFY28JFiscE5cg8noBHsH+tttuKxKSsacgq9hnQRMvehEa8dfX02B+ElzYT6T5pICgcExhvZIoTTgmboqt31FaQ0iWJYyoyEg4FkIIERLrvGAXGwimOxEi8zUYRBG4qVhE6vjq1IiQFAHBsoIJBi04ISSTCB82CpuU1d8lCcfAVkP/d2wOKJ4SLNrjhWNEZu8bzDjCCiIWCucxIfCvJXM6EeGYjN7YYnilNcRpRGEqgActLGK3+1JtPpgVH8zGHTFiRNGiBxMlJis+q5nX4C/oJzUIv5ybt5zgdVRi99nSXmBOpHHu3mojKBzjY11S1llpwjHXc0lVz+M1Xs/2USGEEOUHO32C8RiLpGRkZhpso2I/h8XMQgRBL7hwSvHeeBD3+Ocg9MYWsk1UOAa8dL3fr48X4gnHXlSl/etf/4r7WSz8+ucgyvq4qSzhOHg+2F9hTUZME2zEdoi11CzxBZJjhWPipESFY3ZSBecD7JbzojlCNsfs63SQHIFfsu8bMoq9eEvfE/v692GRn2MNHjtJCRy7/zvZ42QXB4Xjq666KiXhmGJ7PuOY43vmmWdK7Dv+S7KHdnGJioyEYyGEKHDYiudX/2O3+GcSfF59oYhgwChSA2/gZDIt8OXz/nWpCMcEzGzp848xafD+bkHhmExkn51MdogXP4MwqWECFE+oLU04ZtLiH+O9Cf7JzCJzJ9j4GxMTPOXI2iVD1wvHvM57DiciHDMB8pm6vJZJDAXqfAYyIq7fLnnccce5rGPvb4xoj5Ds38cX3EHsJ1OmpGOnMYn1RXOCwjEFZFIRjsnwDwr9FNQr6fP5LwsTmdpxIIQQomzw6o/1H27Tpk1WrL0Qsci2DH5W0Oe2kCDTGlsE3w/c20l4iO0vX1OCdvrpp5dqHVKWcAzYbcWL14LCMTv2/N+5h/uCcUGCvsEInJ5Y4RjLhyAsFBDX+Kz2YLzlYdGbcYmViRfKg8XxkhWO/a44b/vB53prih49ehSJsjzOewdjs9js4OD30bZt27jfA2Ixx48ncbzieIkKxwjrwSx03s/beHCc8ZIkGEPs9uLzYzPYhahoSDgWQogChqCGzIrY7VTxAtNMEMxuoOETq0J5qUHAjIiKSBnbgllEZOiSFUHBkbIC19KEYyDjJOh3F2xeOEaoDRaX8VsDgyBoBv20mSSUJBwzafHw3kwyeAwhuKSCJrEEPY6TFY6ZsOOJ7PsSn7pddtmlKMMY/OQQn+NTTjmlaCKG4Osn/FhV+KwaJkTJLJoEhWO2cCYiHDPxZFEoOHnyx02L7QMhhBDRwT0iaEtA417qLYuyAYuxLHAGP7NLly5WiGAX5fuAezhxAMKrF5aJN4KL5dg9lUYiwjHxTXBBPp5wjOgYLJyLFZbPfOUzyEYPLgrffffdRa/l+LHUCIqfxPcsDiCg8t5BL2I8jH2RX0RWalkQGxGzcO7YSmRCOCbBIDaRhHhv1KhR7vE5c+YUq7lCXBibEc//+6xfFuaJgbx9CIv2ZO8T+/nFemJg4qdEheNggUriO3ZuES+SoU7/BC1liP3Y4Rb83qgP4gVyiiELUZGRcCyEEAUMgbAXuXwAGFvkIpMQJOOdGgwGW7Ro4SZMIjkIrCdMmOAC8NgWrM7NpAThlG2RZW2TK0s4ZvIU9O+NJxzzHJ+RS2vQoEExiwwK8/hgmslDMDOWyZoXjhmPFG30kO0SzDBhkh0rorJlkwxgMoZ8Je90hONY/0COGwE56OtHNq/fShkU7b1NBSAgByeRZA7H9svbb7/ttl5y/M2aNSv6vlIRjvkeGQseJlPBIod8j7Hg7UzWNH1Hpo22VQohRPmASOVFMH//wzogm3Bf4n4XvJcjQhIvFBrssAnGp8QK3I+5/5500kmhArsIj0GRMFXhGLAwCNaQiBWOvUAafJwiecRCCJc+W5fG8fpdTkCsQKHbYPzCAjJxhPdBDhbW43FiE+LgYuvFAAAgAElEQVQDhNDgbkSSTHwWdrrCMbEFcUbwnEgKIIsX+Bxix+DjCMOxdRcQv4Pxka87QQ0JFvmD35mvXcF7JyocP/fcc6FjIF4lKx9BGujDYBFLEm/4bHaMYSvm/459HHGmEBUZCcdCCFGgfP75584vLBgUXXPNNVnZEhkEgTFWrM6Gf18hE/QjJohOlLKEYy9YB7NfYoVjwNPNB+xMRNgeidcc2SpU8Q5m7TChCI45AvWg1x8THLJgfKYLoq+3guB5FGvBV5m/33jjjaGCfYMHD86IcMwEMVhYzmef+AzulStXOt/n2EwxMk5KsoWhX7CDYMKFwEuWUDDDBnHdZ84kKhyTuR08Bi+e++KDnLcXJhC48QQM9l1w8prNBSQhhBB/w86r4I4Qv7hXmhVCpiDDNFhzgIbwVR6fnWtMmzbNZeUGY5BgY9EYK4hEhHXu38GCewij7PyJhX4OLvZ7gTJWICXDuaQ6CV7wjbdbkHjM150Itnfffbfo8++///5i4rVvxAokAwRrHmD/FVwkD8Z/XjgOFhy+7rrrih1XrE0HsU0wFuQ1wcex3IhXjBAxniSCkr4z4k1iSPrQC8fBonqxxaVj50lBAdi3O++8s+g7Jr6KvXaDDTHZx69CVGQkHAshRAESL1BFGMOLK9tQTTq4dc5nTwQtCUR6MMHwfYvXbyaFY8CHrjThGG666aaQQByv4aUbWyme7ON4RdzwxPMgcgYXH+K1li1bFlWIT1c4ZsIR9AmkkQ3jM3L5b6znNFksjPVYunfvXmaROj4r6DOZqHBM33kf5WDDasMfJ0JyWX3HApLfoiuEECJ7ID75gqtBkRFP2fJi0KBBofsC9+4nnnjCChFET2IAdugQmyL88V/+n/t3okWd+V6feuopO/nkk13jvlqSXRgCJf69/rkl1RlBgCTTGNsrMno5LmI8FpqxTygJFtHJGGY3EwIzsVdwp5fPfCbWoP4B7424yg4k4j1vXxFMICCO51h5LzKQgxD7MKb9+fTp06fYMSFyc+z+ObFxFwvhjRo1Knocq7SSILbB5oxECbKJSYohe5ykBRbngzETcSGitH9fvtPSwLuYcyGbm75jQT52JwDXKh7ZPIfMcqzhyHgm4zw2gUCIioqEYyGEKECYEHirABq+tfECu2xBtkasfxmZqCIz3HHHHS4bhJZMxjHZNmxT9a/1W/tiQVQkI8k/j0ZWSxACdawcDj/8cPc4483bPLC1r1evXnEXC5hsvfjiiy7rh9fxfNq9994bmiSQpY4Nh39vnw3EJI8tvz67BMjoJeOG5yIgx2Z/IBwzUfLnwgQkFqwbvH807cEHHyx2TQX7o7QtxgjZbAPl/YLHTiZ30GPQwyKPf18mciUJx/wdqw4KDwb7jglN8DlMIg877DCXoRP8fPqgZ8+eso4RQohyon///qHsTe5R8WoDZBPuuyx2BmMyvG8XLVpkhQy7icgS5r+5BPdxvpvYWCHR15Y1FsjiXbZsmVVEiE85/kQF/mRIJAsfOw1iSp+4IES+IOFYCCEKDLbdB4uXleeWyCAIb7Fb8wrRVy8b4AVMxiotmYkFgiwZMf61pXlPk1Hin+cLrcSDLBh868gewfOXLJegB19JEPSTAU/xHnyO403ceG+eg2j98ssvu+2T8cRoAngmQRwn/40N6NkeSTVxfy7xMoXZ3ujfgxZbcZ33DPZHWZMGPoNsa3yNEZkpQsOEI95WTPrCv2+ifcd1/vHHH7u+i9cn9B3PIVN84MCBru/iVVQXQgiRHcjcZLEzGAuRyRmF6ISVUrBQGs3XCRBCCFHYSDgWQogCArGrXbt2oYkB3lzluSXSgxBINmrwWPBcVaE8IYQQQuQziMNBGyIaXvnxfGrLC3YZBbOf8dRlJ5IQQojCRsKxEEIUEFgABKsMs02dTM2owGsWmwx/PHjsURxNCCGEECJfwVc4GI9hF/TMM89EekzsVsHDNdbPP9esGoQQQpQvEo6FEKJAoCJysMpxlFsig1AEJHhMVDD+/vvvIz0mIYQQQohsgAfqPvvsE4p9yD7OhR1Xo0aNCgnaZCCXVUBMCCFEfiPhWAghCgC8a5s1axaapOy4447FKiFHAT6s2GUEjw07DSGEEEKIfAJP/VatWoVinm233dZmzpxpuQA++y1atAgd31577eWSD4QQQhQmEo6FEKIAGDp0qFWtWjW0JbJfv36WK/Tp08fZZvjjq1Gjhk2aNCnqwxJCCCGEyBj9+/e3TTbZJBSP9erVK6d6mMKpBx54YEg8bt26tRO9hRBCFB4SjoUQIs+ZP3++1a1bNzQBOP/88yO3qAjC9sxTTjkldIyNGzd2fntCCCGEEBWdhQsX2gEHHBCKdU4++eScsKiI5fnnnw8t6FOPYvz48VEflhBCiAiQcCyEEHlOmzZtQpOUrbfe2mbNmmW5xoQJE1wF7+Cx5lJWtBBCCCFEqtx2223FLCqmTZuWkx26atUqO+6440LHy/9rQV8IIQoPCcdCCJHHDBw40KpUqVIU9FeuXNkefPBBy0XWrl1bzPdvhx12sK+++irqQxNCCCGESJlhw4YVKzrXt29f5ymcq7z//vu22WabFR0z8WTHjh2jPiwhhBDljIRjIYTIU5YsWWL77rtvSIg9/fTTc3JLpGfevHn2z3/+M3TMl19+uROVhRBCCCEqGt9//70dcsghodimXr16OR2PeW688cZihZW//PLLqA9LCCFEOSLhWAgh8hD8i++6665QsL/NNtvY9OnTLdfBniLoq1e7dm356gkhhBCiwkFBOQrLBeOxWrVq2cSJE60i8N1339lBBx0UOn52hwkhhCgcJBwLIUQe8sYbb1j16tVDgf7jjz+evQ/8c3XxtnZNam/155923nnnhY69fv36tmzZsowfthBCCCFEthgzZkyx+g1du3atUB3++uuvu+J4QcuKIUOGRH1YQgghygkJx0IIkWcgsO63336hSUqDBg3sl19+yc4Hjuxrdt0uZtfu+nfj/5+9PeW3/Pjjj23zzTcPnUOXLl0yethCCCGEENnip59+siOPPDIUy5x66qm2YsWKaDp9zZ9mf6w2++N3szV/mP2VmA3YH3/8YaeddlroPA499FBbvnx51g9ZCCFE9Eg4FkKIPCPWj27LLbe0t99+OzsfNmeK2X92NbuiUrg129DsyXZpvXWbNm2sUqVKReex3Xbb2Zw5czJ26EIIIYQQ2aJDhw6heIxCc5MnTy75Bb/8YDb3g3D77rOUd3A5flpi9um7Zq91NevZ1OyehmYdTzR78Lz1cdr4AWbfzTZb91epbzN16lRnsRE8nzvuuCP14xJCCFFhkHAshBB5xLhx40JVu2kPPfRQdj5s4RyzDsevF4njCcf9rk87c/rggw8OnUvjxo2dX6AQQgghRK4ydOhQJxT7+IXaDR07diz9RS/dbdZ8A7Or/9dabGD2QBOzn1PI7F39m9nQnmZ3/i9Ou2qD4vEa/8/ntNzR7PGWZp+XImqb2f333x+Kybbaaiu3Q0wIIUR+I+FYCCHyhCVLlthxxx0XCupPPvlkW7VqVeY/jOyXXleun3DEisYZEo4BD73KlSsXnc/GG29sw4YNy8gpCCGEEEJkmh9//NGOOuqoYtYOWFeUyG8/mXU8ISzuIvY+dNH6TORkWLXSrG+bv98jXpwW24jn2u5r9snYEt928eLFdswxx4TO67LLLrM1a9LIiBZCCJHzSDgWQog84a677goF81tssUXpWyLTYdxzZs2qlDwByZBwzGTkoosuCp0X4rh89YQQQgiRi7DTK9aiYuzYkgVZx7svmrWoE46lUhGOV/1i9kiL+LvBEmnX7W42fUypxZcpjufPjcV9iucJIYTIXyQcCyFEHjBq1CirXr16Me+5devWZf7DZr9n1nLn0iceGRKO4bPPPrMdd9xRvnpCCCGEyGnee++9Yl7ADz74oK1dW0ohuk/eNrvhgOJibyrC8cB7zK7euPT4LJ5tRfDxmw9d761cwoL+xRdfHDo/CjLPmzcvhd4SQghREZBwLIQQFZyVK1e6LZDBIL5evXqlb4lMlV+WF99KmWXh2GdTBwvl1axZ0xVqEUIIIYTIBX755Rc74YQTQvHYgQce6KwrSvQhnvz6eouIeHFVssLxd5+bXbtbyTFap5PNBj9gNvpJs97N1j833vP4XArnlVBTYvbs2c7fOOjf3K5degWRhRBC5C4SjoUQogJDobju3buHJimIquPHj8/8h/25en0mS8yEZN1V1bIuHOOrd/jhh4fO88wzz8yOf7MQQgghRJJ06tQpFKdssskmrkhekYfxoi/Nvv3U7ItpZm88bHbbkfFjqFSFY0TheJ7GzTc1e/Eusz9W//3cv9aazZvxd/G82Bjuuj3NFswp8aMeeOCBYoXypk+frjEjhBB5iIRjIYSowEyYMKHYlkiC+awwpp+ta14zPLG45VCz/rfFn3T0uyGjHz9u3DirVq1ayFfvpZdeyuhnCCGEEEIky6efflrMVqt58+Z/P+GdAWY3HmTWYvvEi9YlIxxTEO+2I+O/z8NXrfc+jsec982u3TX+Z499tsSPW7p0abFCeZdccokK5QkhRB4i4VgIISooP//8sx155JGhoP2II47ITuG4eBOLljuaffTW+kJ5sROgLAjHZFe3adOm2BbQb7/9NqOfI4QQQgiRKL///rs1atQoFJ/8+9//tkWLFv39pGG9ky9Ul4xw/P4Qs6bFxeh1zbdan1lcGo9cE9/eAmsLdpuVwJgxY6xGjRohy4rnnntOA0cIIfIMCcdCCFFBueGGG4ptEyQrN+MsX2B253HF7SneenK9/93bT5eLcAwLFiywvfbaK3Te11xzTcY/RwghhBAiEXr37h2KS6pWrWojR44MPwlrimwKx8/dEf89HmhitnZN6a/9cIStu6pGfNGZGLAUYgvl/eMf/9CCvhBC5BkSjoUQogLywQcfWO3atUPB+h133JH5D1rzh9mADmFhmH93veBvr7wx/cpNOIZu3bo5mwp/3tWrV7e33347K58lhBBCCFESM2fOtJ122qlsy4ZsCsfr1pk9eE582zB8j21d6a9fsXj9LrJY4RgxecaYMi066tSpEzr/tm3bul1iQggh8gMJx0IIUcFYuXKlnX766cUsKn766afMf9g7z5s1qxKeTODRtzBQMKWchWMK4tWvXz90/scee6wK5QkhhBCi3Pjtt9/stNNOC8Uje++9d9iiwvPeK2Z3n2Z2T8Pi7b5GZq33Tl04XrZgvb9xrHDM6z8YXvaJkJFMkbx44vVrD5X58kcffTTUByzoT5kypezPFUIIUSGQcCyEEBWMjh07FrOomDRpUuY/aNZ4s//E+Bq3qGP20ejw88pZOAYqd2+++eZFfbDRRhu5iYsQQgghRHnQv3//UDxGAd/BgwfHf/Latev9gktqz9xsds2GqQnH1KFot39x0ZdY7MuPyj4Rjq1Xs/g+x33blPnyFStW2BlnnBHqi4YNGzrvZyGEEBUfCcdCCFGBIIMjKJjSWrdunfktgT8vW18UJSgIM6Hof5vZur8iF46hQ4cOoX7Ybbfd7Msvv8zqZwohhBBCzJs3z3bfffdiNRfYFZUSz96eunD8yViz6/YsbjVxdS2zb2aW/dnEkE/fFN/qomfThA6fGhuxhfKeffbZBE9eCCFELiPhWAghKtCWyBNOOCE0STnkkEPib4lMh7/Wmr3Uqbiv8YPnmf2yvPjzIxKOKZT3z3/+M9QfzZo1y+pnCiGEEKKwwb/4nHPOCcUfe+65p3333Xepv2k6wvHUYWb/2bl4tjBi8oLPy/5sPJIH3hNfOKa4XgKQwIBwHuwThHU8kIUQQlRsJBwLIUQFoXv37s6SwQfkZHa8++67mf+g0U/ZuqurhycPN9c1W1RCNm9EwjE8/fTTzkvP90mVKlVs4MCBWf9cIYQQQhQmjzzyiFWtWjVkl0U8khbpCMcTXrZ1zbcqLhy33Tdck6I0KKIXTzjGgxlhOQEQznfdddeQeNy0aVNbixWGEEKICouEYyGEqADMmDGjWNXqW2+9NfMf9MWHZtftHt7qyGRk2siSXzPuufjCMdses8wff/xhjRs3DvVL3bp17YcfyphkCSGEEEIkybfffmt77LFHKO44++yz0xdH0xGOxz2/3pYiVjjG93jR3MQ+f3Dn+MIxtmWxFmWl8Pjjj1ulSpWK+gZ7tQkTJiT8eiGEELmHhGMhhMhxKC5y6qmnhiYp+++/vy1cuDDzH9bt4uIWFV0vWL/VkayVeI0slVjhmPbwVWYL/vecb2eb/bAoqclHosycOdO22GKLUP/07t3b1iWYISOEEEIIURZ//vmnXXnllaF4A8usL774Iv3OS0c4njjI7Jpt4lhV7J6+VcW9pycds15wwQWhPjr22GPt119/Tep9hBBC5A4SjoUQIse59957XZERH4DXqlXLXn/99ex82H/PKi4C45uHT15JrUWd4pMVn6nsn9N6l/UVw1f/lpXD7tmzZ2iSQnb29OnTs/JZQgghhCg8Xn755ZBlWOXKle2FF17IzJun5XH8ptl/di0ei7Xc0ey72YkJxwM6xBeOu5yb9KlMnTq1WCFn7NaEEEJUTCQcCyFEDvPJJ5/Y9ttvHwq+r732WleEJCt0bhw/ezh2MpFo869jMvR4S7Pfs5Nxsnz5cjv44IND/XTuuedmr5+EEEIIUTDMnz/f9tlnn1Cccfrpp7vCxZELxzPHrV+kj13Ax75i/qyyP5vdYCzuxxOOe16R0um0atUq1Fd4H3/22WcpvZcQQohokXAshBA5yurVq+3iiy8OBd777ruvLVmyJHsfWpJwnG67egOzPtdmTTiGAQMG2MYbb1zUVxSuyVgmkBBCCCEKEvyLL7roolA8tt1229nnnydgA1EewjH1KW44oLjwS+w1652yP3vtmvW2ZPHit75tUjqdpUuXOhuPYJ+dd955tmbNmpTeTwghRHRIOBZCiBylR48eIYuKGjVq2KhRo7L7ofGsKjImHP8nq8Ix2cXNmjUr5j24YMGCrH2mEEIIIfKbIUOGWJUqVYpiC+wq+vTpk9kPSUc4XrHY7PajiwvHvH7ss2V/9p+rzW46OH78NqxnWtYewX7j3yNHllJsWQghRE4i4VgIIXKQTz/91Pn0BkXQyy67LP2q3WVBxsl/tjVrsX3Cbd3VW8T3OL6qxt/Pu3Ybs37XZ83j2DNv3ryQtQfCOx7RQgghhBDJsnjxYjvooINC8dg555xjP//8c+4Ix/DA2fGtJl66e72HcVnCc5x6FeuuqmY2fXTKp/TLL7/YJZdcEuq7o48+2lauXJnyewohhCh/JBwLIUSOQUXqM888MztVu8ti4Ryzrz4ymzcjsfbV9PWTkngeyD2bms2f+b/nfWS2+Ov1PnpZ5pFHHrFKlSoV9d1WW23lCrUIIYQQQiRD8+bNQ/HYTjvtZLNnJ1BwrryF4+c7xM8Yvqfh+ozi0pgyZL1IHK/I8Q+L0jqtmTNnOluPYB926tQprfcUQghRvkg4FkKIHKNfv37Onze4tW/YsGGWs7z9THF7C4TkfjdEcjhkAdWrVy80STnxxBOdZ7QQQgghRCK8+OKLziYsGE906dIlO52XrnD8wXCzphvEL5A39c2SX7fmT7MHz4ufANDpFLM1f6R9au3bty/mDz1lypS031cIIUT5IOFYCCFyiLlz59puu+0WCrBbtmxp68raZhglY/rllHAMQ4cOtVq1ahX1IRnIjz32WGTHI4QQQoiKw/Lly+3AAw8MxWMnnHCC/fbbb7kpHP+6Ir5PMfEYNmSrV8V/3WcTzf6zY/HX8dkj+2bk1JYtW2b7779/qC/PPvtst8NOCCFE7iPhWAghcgT8iy+44IJQYI2I/PXXX1tOk4PCMbRo0SLUl3vssYctXLgw0mMSQgghRO7HYzfddFMohthhhx1sxowZ2fvQdIVjeLVL3ALHrhbF4Ac5sfDzF841e6BJ/Biu9d5mi+Zm7PSGDx8e2k3HvwcPHpyx9xdCCJE9JBwLIUSOEOvNW716dXvmmWcs58lR4XjRokXOGzo48bvxxhvtjz/S33YphBBCiPxk9OjRVq1atdCupYcffji7H5oJ4XjBHLPrdo9rO+E8jB++an3MNmmw2Sv3x89Q9p/bt62ZZW63G7FXq1atQjHZAQcc4LKRhRBC5DYSjoUQIgeg8N3uu+8eCqipRP3nn39azpOjwjE8//zztuGGGxb16aabbmrjx4+P+rCEEEIIkYMsXbrUDj/88FA8dswxx9iPP/6Y+8IxDLzX1l1VOb4g7OMz30p6/JbDzRZ8nvFTpKhgnTp1Qn3boUOHjH+OEEKIzCLhWAghImbNmjXFsjB23XXX3Leo8IzqY9Zqg/UTHt9abGD2eKuoj8wVyqtfv36ob4899lhbtaoErz8hhBBCFCzXXnttaMG5du3a9v7772f/gzMlHP/2k9kjLUoWhktrvIaM5RljsnaanTt3Du2u22KLLWzs2LFZ+zwhhBDpI+FYCCEi5tlnn7UqVaoUBdH8+5VXXrEKAx54EwcVb198aLnAhAkTbMsttyzqXyaE9913X9SHJYQQQogc4t1337UaNWqEFpvLLV7IlHDsxeO+bf5+j0QE46s3MGu3f1ZFY/j111/t3//+d6iPGzRoYKtXr87q5wohhEgdCcdCCBEh33zzjf3f//1fKIBu3Lixy0IWmeOWW24J9fEuu+xic+bMURcLIYQQwlauXGnHH398KFbg/7NuUeHpd73ZtZXMmm/wd2P3VufGZj8vT/79Vq8yG9bbrOPx64VhBOSgRYX/G4Lxf3Y1e6Sl2ZxyyKw2sxEjRoQE+sqVK9vLL79cLp8thBAieSQcCyFEROBffNlllxUTNLNatbuAPQv33XffUF+3bt1aAr0QQggh7Pbbbw/FCFtvvbVNnjy5/Hpm4RyzT8eZzQy0WePMvv7YbE0a9S5WLF7/Xq89ZNbrSrP7Gpl1Otms6wVmT15vNu55s29mmq3LXCG8siA54uabbw71N3U+KGoshBAi95BwLIQQETF48GDbZJNNQhYK2FaI7DBkyBDbeOONi/qbvudvQgghhChc3nrrLee1GxQyETbzjj9Wm/3+q9nvP6/PSE5HkE6Tr776ynbbbbdiC/rrylHAFkIIkRgSjoUQIgK+/fZb+9e//hUKmC+88EL7448/9H1kMcOlUaNGoT4/+OCD3fZUIYQQQhQeFNE95phjisUGy5enYA8hkqJr166hQoSbb765jR49Wr0ohBA5hoRjIYSIgJYtW4YmKdtuu6199tln+i6yzJQpU1xfB7O8O3bsqH4XQgghCpAHHnggJF7WrFnTxo8fH/VhFQS///671a9fPxQPI+KvWLEi6kMTQggRQMKxEEKUMwMGDLAqVaoUBcnYJ/To0UPfQzlOEoOTlC233NI+/vhj9b8QQghRQHz44YdWu3bt0GLy3XffHfVhFRQTJ050Yn3wO3jyySejPiwhhBABJBwLIUQ5snDhwmJF2s444wxbvXq1vodygkyWI444IvQdNG3a1GW+CCGEEKIwLCpOOumkUCxw4IEHqkBbBDZi7du3D30PeB9j6SaEECI3kHAshBDlxNq1a4tV7cY2YdasWfoOypkRI0aEChNWqlTJFSsUQgghRP7ToUMHd+/3ccCmm27qYgNR/ixevNj23nvvYgv6QgghcgMJx0IIUU4MGTLEqlevHgqMtR0vGihCeOmll4a+CyYtixYtiuiIhBBCCFEeTJ8+3bbZZptQDNC2bVt1foT07ds3JOTXqFHDBg0apO9ECCFyAAnHQghRDixdutT222+/0CSlQYMGskeIkE8//dR23nnnYhPHdevWRXlYQgghhMgSWIOdc845sqjIwQX9k08+OfS9/Pvf/3aWIkIIIaJFwrEQQmSZv/76y1q3bh0Khsl0oSCIiBaKEga/l6233tqmTp2qr0UIIYTIQ7p37x6672+22WY2cuTIqA9LmNlHH31kderUCX0/3bp1U98IIUTESDgWQogsM3r06GIWFb169VK/5wCrVq2yU045JfTdnHXWWcpwEUIIIfKMadOm2fbbbx+65zdr1swt8IvcoHPnzrbhhhuGEi3mzp0b9WEJIURBI+FYCCGyyJIlS+yYY44JTVJOO+00+/XXX9XvOcJ7773niuIEC+X169cv6sMSQgghRAYXihs1ahSKx/bcc0+bP3+++jiHWLhwYTFrt0suucTWrFkT9aEJIUTBIuFYCCGyyO233x4KfmvVqmUffvih+jzHuPLKK0MZLrvttpt99913UR+WEEIIITIAxYgrV65cdJ+vVq2avfHGG+rbHOSVV15x34//rqpWrWr9+/eP+rCEEKJgkXAshBBZYvjw4aFM1ipVqti9996r/s7RDJd99tknJPI3bdo06sMSQgghRJp88cUXtuOOO4bu8WS14nf88MMPq+VYH/Ts2dN22mmnYgUMFy9erGtBCCEiQMKxEEJkgeXLl9thhx0WCnrJdDnggAPs6KOPtiOPPFIth/qgXr16ttVWW4W+rxo1atg777yj60MIIYSooOBffNFFF4Xu72oVsw8oaCw/aiGEKH8kHAshRBbAIzfqAFst/T64+OKLnS+iEEIIISrmQv4OO+ygmCgP4sKGDRva77//HvWQEkKIgkPCsRBCZIGuXbtGHmCrpd8HJ510kq1YsULXiBBCCFEBWbt2rV1wwQWu8K3iooobG+Jz3K1bN1u3bl3UQ0oIIQoOCcdCCJEFZs2aZTvvvHPkgbZa6n2w0UYbuWIsmqQIIYQQFTvruEuXLnb99dfbDTfcoFbB+qBdu3bWp08f7QATQoiIkHAshBBCCCGEEEIIIYQQIoSEYyGEEEIIIYQQQgghhBAhJBwLIYQQQgghhBBCCCGECCHhWAghhBBCCCGEEEIIIUQICcdCCCGEEEIIIYQQQgghQqH1828AACAASURBVEg4FkIIIYQQQgghhBBCCBFCwrEQQgghhBBCCCGEEEKIEBKOhRBCCCGEEEIIIYQQQoSQcCyEEEIIIYQQQghbt25dsfbXX38Va2vXrlVTH2gM5NkYCF7j8X4LfBOFhYRjIYQQQgghhBBClCoaxxOa1qxZo6Y+0BiooGOgLAFZwrGQcCyEECJnUIZL9FkGauqDqMdAvKw2ZboIIUT2mP3pp2rqA42BAhwDf/zxR6j9+eefRS0oKpcUj4nCQRnHQgghcl40Lk1oinqlXk19oDGQvUwXTVaEECK7RC1eqakPNAaiGQOrVq0qar///rtrq1evDgnJZQnIojCQcCyEECJSFCxqwqAxULhjoLRMF01WhBBCcVjU9yk19UG+joGVK1e69vPPP7v2yy+/2K+//mq//fZbkZgcKyBLPC5MJBwLIYSIlKiDJjX1gcZAdGMgXqaLz3aJFZA1WRFCCMVhumcrbtMYyMwYWLZsmS1fvtx++OEH+/HHH1376aefnJiMiOwFZB+XlRSPifxHwrEQQohI8MGGgj9NADQGCncMlJXpwmQl3lZJbZMUQgjFYVHfw9TUBxV5DCxcuNAWLVpk33//vS1evNiWLFnixGSE5BUrVoQEZJ99HBSPJRwXDhKOhRBCRIKE4+gDRjX1QdRjwGe6+GwXn+mCkIyIXNpWSU1YhBBCcVjU9zE19UFFHQNfffWVzZs3z77++mubP3++fffdd05MRkheunSpi82Iy4jJShOPRf4j4VgIIUQkSDiOPmBUUx9EPQaSzXRBPI7dJimEEEJxWNT3MzX1QUUbA5/y39mz7fPPP7e5c+fal19+6UTkb7/91gnIxGYs8BOT+XgsuBNMi/iFg4RjIYQQkYDgQ8ARddCkpj7QGIhuDPhMl2+++cZNVBYsWOCEZERkP1nx2cfaJimEEJmNw2QZphhIMVDhjoEPP/zQpk2bZtOnT7ePP/7YZs2a5UTkL774wsVmZCB78ZjMY8RjdoIp67jwkHAshBAiEnzGYNRBk5r6QGMgwjEwe7Z99tlnNmfOHDdRQUhmu6QXkMlAxsIiuE0ynmWFEEKI5NACvuIfxT+FPQbeffdde++992zSpEn2/vvvOyF5xowZLhOZuIyYzIvH7AZjJxgL+T7rWHFY4SDhWAghRCQg+BBwRB00qakPNAaiGwNkunz00Ucu02XmzJlORGa7JJMVMpCxskA89pnHwW2SmrAIIUR6cZgW8BUDKQYq3DEwcuRIe+utt+ztt9+2d955x4nICMjEZcRkiMdkHmNbgeext6yIzTrWAn7+I+FYCCFEJBBoSDiOPmhUUx9EOQYmTJhgEydOtClTptjUqVPddkkmK2yVpGgL4jGZx8FtkrGWFZqwCCFE8kg41v1fMWBhj4HXXnvNhgwZYm+88YYTkceMGeOykInJEI+xrmA3GDvBiMV81rFfxFccVjhIOBZCCBEJCD4EHFEHTWrqA42B6MYAmS5MVMaNG+dE5MmTJ7utkp988onLPkY8ZpsknsdYVgQnLD7rWMKxEEIkj3Z+Kf5R/FPYY+CFF16wl19+2QYNGmSvv/66DR8+3EaPHm3jx4934jG2FcRi7AIj65gdYCzi+7oTisMKBwnHQgghIkHCcfQBo5r6IOoxQKbLsGHDbMSIEW6ywlZJvPa8eOy3SXrLCk1YhBAic3GYdn4pDog6DlCLrg+efvppe/bZZ23AgAE2cOBAl4GMeMyCPrYVxGI+65gdYH4R3+/+8jUntICf/0g4FkIIEQkSjhUslxTIfjprlk3/6CObjIA4darNmjlTE4s8HS8vvfSSvfLKK26ygoA8atSoIvEY/2MKtHz55ZehrONYfz1NWIQQIrU4TMJx9PdBNfVBVGOgT58+1rdvXycgP//88y77mMxjbCuIxcg6pgYFi/jYVfgieYrDCg8Jx0IIISIBwYeVagXMCphjx8BH06bZo48+aiefdJK1bdvWJr73nsZJno6T/v37u8kKAvLgwYOdeIx9BR57FGjxE5ZvvvmmyF+PInlB4Zjt1kIIIZJDwnF2Fr6JYd4aNcruaN/eGjVqZA1POy3r7bQS2qmnnmoNGza0li1b2oDnn7f3JkxQmzDBpn34YeTxTy603r172yOPPOIEZC8es5hPLEbWMTUo8DrGrsLv/qLmhC9WrAX8wkHCsRBCiEiQcBx9wJir7YP337fr27WzDTbYwA477DAnJEZ9TGrZ6YMnnnjC+vXrZ88995y9+OKL9uqrr9qbb77pKnyTdcyEZfbs2c5fL3bC4n2OJRwLIUTySDjO/D1t6gcf2C233GI1a9a0DTfc0MUxudKqVq1qtWrWtNq1a0faatWqZZtttpnVqFEjkrb55ptbg/r17fbbbrO7O3WyVwcPLtgYr3v37tarVy+XrEHmMYv5ZB1jI8YOMGpPYFfB7q+gz7GvNyHhuHCQcCyEECISEHyUcRx90JirE6+bb7rJTXSOOvJIGzN6dOTHpJadPiDT5fHHH7ennnrK+ezhsceExWcdT8WqZNYsVyRvwYIFRRMWCrNIOBZCiNSRZVjm72nvT5lirVq2jFwkVku8D3bYfnt7ZeDAgozzunTpYt26dXPiMbEYC/kUzGMRn9oTFMnzcRi2YcE4zC/ga+dXYSDhWAghRCQgGrNSHXXQpJZ7fSDhuHBaz549nXhM5jHbJMk6xu+YCQv+ethVUCSPwiz4HC9durSoQJ6EYyGESB0Jx9kRjlu2aCHhtoKJ1xdeeGHk8VAU7YEHHrCuXbtajx49XNbxk08+6ewqsA5j9xdx2AcffGAzZ84sEo6Jw4LCsXZ+FQYSjoUQQkSChOPoA8ZcbRKOC6c99NBDTjwOTlgGDRrkqnqPHTu2qDDL3Llziyp6e+HYV/SWVYUQQiSPhOPM39OmTJ5s1zRvHrkQqpZcH3S6667I46Eo2v33328PPvigs6x4+OGH3SI+1mE+Dhs3bpwW8IVDwrEQQohIkHAcfcCYq03CcWFtkwxOWLxdBYVZ8DmePHmyzZgxwxXIQzimoveKFStcRW+EY3YtSDgWQojkkXCcHeG4WbNmEm4rkHi90UYb2Wuvvhp5PBRFu++++1zWMYv4FMqjSB5xGAXy3njjjaIFfO38EhKOhRBCRIKE4+gDxlxtEo4LpwUnLPjr+cIsQ4cOdRW9KZA3ffp0JxzPnz9fwrEQQmQICcdZyji+5prIxVC15PrghQEDIo+HckU4Jg5jAV/CsQgi4VgIIUQkSDiOPmDM1SbhuHBa586dnb8edhWPPfaY8zl+6aWXXIG80aNH28SJE51w/Pnnn0s4FkKIDCLhOPP3tMmTJtnVV19t1atXt9NOO82aN29uV191Vdrt0ksusQYNGthhhx6aVKtbt67ttddeVqtmTdtxhx3suOOOs1NOOcVOPvnkcmt8Hm2fffaxatWq5ZyoXbly5YLOOCYOiyccs/MraBmmWhOFjYRjIYQQkSDhOPqAMVebhOPCaRKOhRAiGiQcZyfjGLF42223tccfe8xmzZzpCoul22ZMn24T33vPxo0dm1R7a9QoJw4ecMAB1rBhQyeQIm5Pmjix3Jr/vJtvusl22mkn23333e3II46wevXq2XERteOPO86OPfZY23zzza1mzZr25vDhkcdDUTQJxyJRJBwLIYSIBAnH0QeMudokHBdWYRZlHAshRPkj4Th7xfHqbLutPdm3b+T32E8+/thlkR522GF2dpMmrnZAVMfSqVMnJxojrI9480374P33XbwXRftw6lQb/847dsjBB9tmm20m4VgZx6IMJBwLIYSIBAnH0Yt2udokHBeWcEyBPFlVCCFE+SLhOHtWFWQc933iicjvsR/PmGGPPfqoE47POfvsyIXjPffc01pfd529O3585H0z7cMP7fDDD3fC8cgRIyI/niiaMo5Fokg4FkIIEQkSjqMPGHO1STgunCbhWAghokHCcfasKurUqWNPPvlk7gjHhx4avXB81122xx572HX/E44/nTUr0r4h6xjhuFatWjZq5MjIv6somoRjkSgSjoUQQkSChOPoA8ZcbRKOC6dJOBZCiGiQcJxF4ThHrCqccPzYY+uF43POsbERC8d77rGHtWnd2ia8+25OZByTiY1wjBd01McTRZNwLBJFwrEQQohIkHAcfcCYq03CceE0CcdCCBENEo6zZFVx1VW2zTbbWO9evZyP7/tTpkTS+GwK6nXr1s0OPvhgO+OMM2zY0KEuxirv46DdfvvtzuO4xTXX2JtvvhlZv9Dog3fGjXMex044fuutyOOhKJqEY5EoEo5F1pk/f75huM7Non379hW6cQ4UGPjpp5/yfuSsW7fOunfv7qrNbrDBBmoVqA8qVapkp512mn3xxReWy0g4jj5gzNUm4bhwmoRjkW2I2cgArF69euT3Z7XE+2CjjTayRo0auXmEyA4SjrMjHDdr1sw23HBD23jjjW2TTTaJvHEcXE+VK1d2/7/ppptGchxVq1Z1c5QqVapE3ie+0S8bVapkrVq1ijweiqJJOBaJIuFYZJVly5a5Fc58C5SvvPJKW7NmTV6Pnr59+7qbadR9rZZ6H5x44om2evVqy1UkHEcfMOZqk3BcOE3Cscj2faZly5aKJSpwPHXxxRfbqlWrdKFkAQnHmb+nkeF76aWXRn7dqCXfB1HHQ1E0CcciUSQci6zy/vvv2xZbbJF3Ny+22SxZsiRvR8+UKVNsu+22i7yf1dLrAzIK3nnnHctVJBxHHzDmapNwXDhNwrHIJsOGDbNq1aopnqjAMRXZkrNmzdKFkgUkHGf2fkaxt3Hjxlnjs86K/LpRS74Poo6HomgSjkWiSDgWWWX48OF5GbAfeeSReZ1xfPXVV0fex2rp9wHbwTp37my5ioTj6APGXG0SjgunSTgW2eLnn3+2Jk2aKJ7Ig5iKBQCReSQcZ144fnf8eDvv3HMjv2bUku+DqOOhKJqEY5EoEo5FVsHbOB9vXA0aNMjbkfPXX39Zw4YNI+9jtcz0Ab7cuYqE4+gDxlxtEo4Lp0k4Ftni+++/t7p16yqeyIOYCvs0kXkkHGf+njZp4kS7/LLLnMcxXr7VNt448ua9hbEgJIOfpK4ojoP+4DjwWnbHEWWjD6pVc8fDd3V2kyaRx0NRNAnHIlEkHIus8vrrr7sfZX6Qnfl8BW/cXAhgzzvvvLweORQC9OeqVnH7gEJAXIO5ioTj6APGXG0SjgunSTgW2eKPP/6wdu3auRiUeyL/zcfm7/n5em7E32z/F5lHwnF2hOOmTZta7dq1XcG1nj16WI+IGp/9UNeurljfbrvtZkcccYR1uusu69mzZ7kfR4/u3e3cc8+1OnXquALe99xzj/tbVH3Tq2dPF39gP1mrZk176623Io+HomgSjkWiSDgWWa9kffzxx9uWW25pV1xxhV133XV27bXXVsjGsXPDq1mz5v+z9x7gUhTp9/+uaRUD6ioiCyIYgDWhYCCpYACzIkoQUFREoqAoiCCKigoICoqACYQVxQQqIFEyqCRBXFQUFHNiWVfX/bl/6/98ym/drTvMvXfuzPTtnp5znqeeG2amp7u6uvutU+c9r6HQSpxBBesGDRrYYJ1zx0P+oIMOik3jeMqXL28nJAR2Ye9PEI2V/L/85S+RrkYu4jj8gDGqTcRx/jQRx0KQ+Pvf/26qVatmlW48E6tUqWIqV64ci8axVKpUyR4bisK4HR+NGK1q1aryOA4IIo6DI46Zazz5xBOhP2PfWbvWjH7kEVO3Th07j31j/vzQ9mXg7bdborZHjx5myeLFoffNyrffNnXq1LFzwtmzZoW+P2E0EcdCqhBxLASKH3/80Vx88cXm+OOPN1988UXO9zaFxgjKWUGO+3lDpcMk5JlnnjHr1683a9eujU1bt26dGThwoCXGH330UfPOO++Evk/ZahzL6tWr7YINk67PP//cRBUijsMPGKPaRBznTxNxLASJf/3rX1ZlV6tWLbNmzRrz3nvvmQ14kcagQYovXbrUHHXUUea4446L3fFREO+GG26wxP/GjRt1oQQAEcfZf6YtXbLEXHXllabiQQeZxx97LPRn7No1a8yokSMtQdqiRQszf9680PyfBwwYUEAc4wXN/8LsmxXLl5sTTjjBEsevz5wZ+rkKo4k4FlKFiGMh8ICdwiR4zMWBOJ47d64l4+JOHG/fvt0G64ceeqhZtWqViSMef/xxq9LhnMZxInDOOedYJZKI4/CDMrXS94GI4/wZNyKOhaAL5J188smWNOHZGDds27bNxthkicXt+DieW2+9VcRxwH1Mse+wnwNxaihp27ZtGzniGIIU4nheFIjj7t0jRRyT2SCrigfMqFGjzNixY82ECRPMlClTbFHS+fPnmxUrVlhh0ocffmi2bt1qvvnmG5tVDs/zyy+/WCEQNZKEeEPEsRAouKFccskl5sQTT7RFSnId3DwhjrGuiPtEq2fPnjZYX7lypYkjUBpDHM+aNcvEDTzEmzVrZhXjUV6wkeI4/AlOVJuI4/xpIo6FoDOoTjnlFBuH8swBv/32W9otavj6668t8QFxzLM/bh7Vffr0sbHo+++/H/buxBIijgMkjitWtCKVsJ+xa1avtl7CtWvXDpU4fnf9eltDB6/lKBHHZEXLquI+84CIY6EEiDgWyoQ4Pumkk2xwm+vgYYtVBX7HcSeOURyzKgxxzMTr+++/T7vx+ahNaFhRxQd4zpw5JsrBfLqNwhOM1Sgv2Ig4DncyEeUm4jh/mohjoSwUx5DHP/30k1VKffXVVzYmTacR1/KMjQq+/fZbq6Zu2LBh5OIsF8vwrE+39evXz8aiH3zwQdiHEkuIOA7GqqJdu3aRIo4pTgdBGqZVRSHiOCJWFfhRH3fssb8rjuVxLMWxUCxEHAtlpjhG+ZgJEUYLOw3CEceQqnG3qsDjmGMlyGjatKk5/fTT0258ftCgQXYCFyXF8e67727PaZSAool+wk972rRp5pVXXilVI63oxRdftBNJrEaYIEcVIo7DnUxEuYk4zp8m4lgIEjxP69evbwustWrVyvodOyI5nUY8M2PGjMjYQkCEozhu1KiRVehGKZb54YcfrB0YKc/ptMmTJ9s6KYcffrhNkRayDxHH2X+mLV682FxxxRWWOH4iIsTxg/9HHFMcL0yP4/79+9uFIObRixYtCp04Xr5smVViy6pCimOhZIg4FgInji+66CJz5JFHWr8cSK3SEmF+o+jXv//979CJY1ZK4z7Ruummm2yV7j/84Q9ZaTvttJN5+OGHQyf/HcaMGWP22GMP88Ybb5goYcuWLeaCCy4wBx10kNl///3Nn//851I3Pse5I/WK6yaK6bVAxHG4k4koNxHH+dNEHAtBxzOocf/4xz9mLZ455JBDbDwaJcXxqaeeWmDFEQV89tln1jJrv/32M3vttVfajViGWI35g5B9iDgOzqri4IMPNuOfeioyxDELTC1btjRvzJ8fquI4isQx96k5s2eHfq7CaCqOJ6QKEcdCoMCmAHWHIw4zbdzYH3vssdCIMGwN8DiOu1WFUxxna5LlGooYUkWjpDjGtzpK6Ny5c1b7HMV3VPo8ESKOww8Yo9pEHOdPE3EsBB3PoDDOdjwzevToyBDHEEJRIo6J0YcMGZLV/m7cuHFkF8FzGSKOgyGOsaqgQHVUiOOHHnrILjC1atnSLHjjjVCJYzIIbuzVy/ZT2H1jrSqOO86KbkQcy6pCKB4ijoVAQTELFLrZDB4pABIWEUbFVQqOxV1xTKVUVoMh67N57vDdDVMx7oNJHx7HpFFGCRC92ezzI444wmzevNlEESKOww2Yo9xEHOdPE3EsBB3PZJs4RgX7zDPPROLE4btMCnqUrCogI9u3b5/VPicLKyrEeJwg4jgYj+Mrr7zSKo6fevLJSBDHIyNCHPe/7TY7L7nxxhsjQRw7xfGBBx4YmoVH2E2KYyFViDgWAgW+xkcddVRWg8eaNWuaTz/9NDTiGMVx3D2OmWihOC5XrpzZc889LcGaSUPZy2ru888/HxnFyKhRoyKpOO7SpYvZdddds5JWyzbOOOMMaxkTRYg4Dj9gjGoTcZw/TcSxELTiGI9jnvfYN/Ezk0ZMhO/u559/HokTRx0DiOMoKY7BI488YuM/BAjEIuk2F8vQ51GxOosTRBwHo2K96sorrcfxk088Efozdu2aNWbUyJGmbp065vLLLw/NqgJbigH9+1vimDmmiONoNBHHQqoQcSwEHrCjMiVwJICEEEu37bLLLnYbFCdBYREGXn/9dUscx11xTEGTbt262cq3ffr0Mddcc43160q3dezY0RZsiwpp7CY1TAKj5nFMAZgLL7zQKvVZAU+3oYjCH/CFF14wUYWI4/ADxqg2Ecf500QcC0Fi27Zt5qSTTjLHHHOMGTt2rI3fsBvjZ2kbn2O8IoqICqJKHFO076qrrrIkEZl66TTibeIYCP+oLfLHBSKOgyWOo1AczxHHKI7DLo43YMAAa1WBAGvxokWh982K5cut1Q/iprlz5oS+P2E0EcdCqhBxLASuXKU4HiRY8+bNrUdZkyZN0mqk8LNSGqa1AJW0CWbjrjiGOMZrlwIG69evN3HEyJEjI6k4dsV8li5dasd6aRsFHKdPn24DoWrVqlmf8ahCxHH4AWNUm4jj/GkijoUgwTMQwoR6G1FavM4WILHx6IwacQywJnvnnXfMihUr0mpLliwxrVu3tgW2P/7447APJ5YQcRyMVUUUFcdRIY5tcbwePcyihQtDL47niGMVx7vPPCCPY6EEiDgWAieOzz//fFO3bl2zceNGW2U5kxY2CQZxTLGDfFAcQxxDPK5cudLEEVQYjqLiOBtgcty0aVNz6KGHWtVPVCHiONzJRJSbiOP8aSKOhbIgjk888cTIeAAHQRyfdtppkSOOsxHL9O7d26qWN23aFPbuxBIijoMljiOlOD7hhEgQx1FUHIs4FnEslAwRx0LgxPF5551n0wS/++67nO9tRxyTrpgPxDFWFXEnjlHoxg14GuNtfMghh5gvv/zSRBUijsMNmKPcRBznTxNxLJQFcUyBvLgRq4mK47gR4yiWe/bsaRWKH3zwQdi7E0uIOA7OqoLieE9GoDierzgO3ePYI44XLVoUCcUxVj/777+/mTN7dujnKowmqwohVYg4FgInIPE4RukRli9xNpEvVhVMtK6//npLHK9evdrEEflAHFetWjXS152I4/ADxqg2Ecf500QcC2VFHP/666+x6+woW1VkiziGaJLiOBiIOA5Gcdy+XTsrNBr/1FPRKY5Xt65p2bJl6MTxEYcfbnr17BmJ4nhOcQxxLI/jB2zheGoBTJgwwUyZMsW8+uqr1tIR6yBsh6jDs3XrVpvNijiQ+eYvv/xinz0qXhp/iDgWAgUqY1LmURxHmcBKFa+88opdQY47cfztt9/agnZxJo5HjBgRW6sKHuT4gos4DjcgVUu/D0Qc58/4EXEsBAliT4hVCivHkTj+/PPPzbHHHhtb4hhrOIhjCAsh+xBxnP1nGhYMV7RpY4njCePHh/6MXbN6tRn50EOmbp06plWrVmbBG2+Esh/vrl9vBvTvb61nbuzVKzLEMYrjAw44QMSxiGOhBIg4FspEcRwX4njatGl5QRxD+EMckx4YV+J46NChkS2Olym2b99u/Q5FHIcbkKql3wcijvNn/Ig4FoIEyqjatWvb4nhxJI5Rfx199NGxJI5/+ukn06VLF0s0iTgOBiKOs6+qpegbRR0rV65sJj79dCSI4wdHjLDK2tYhE8e39etnr+ebbrzRKrPD7pvly5bZ58OBBx4YmhI77CarCiFViDgWAk8RbNasmVV6RLlIV6ogZYMV5Hwgjjt16hRr4njIkCGxJo5PP/10FceLQECmll4fiDjOn7Ej4lgIOoMKRRnEMSRZ3PDpp59a4jiOxfF+/vln061bNxXHCxAijgMmjidOjARxPGL4cHsfbNO6tVm4YEEo+7F+3TrT79ZbzZFHHGF633RTJIhj/KjJSKlQoUJoRQPDbiKOhVQh4lgIXHF8zjnnmAYNGsSiON7UqVOt4rhXr14mH6wqSA9cs2aNiSOGDRtm9thjD7NgwQITN/zzn/80jRs3NtWqVYv0go08jsMPGKPaRBznTxNxLJSF4rhhw4ax9GD87LPPzDHHHBNL4hjFMcTxkUceKY/jgCDiOH+I4xMgjtu0iQRxfHPv3pa0DbtvsMvA6qdixYqhKbHDbiKOhVQh4lgoE6sKAnbUx3GwqqA4Xu/evU2cAcl/3XXXmRo1aph169aZuCqOy5UrZxYuXGjialWBYpxFgKhCxHH4AWNUm4jj/GkijoWyUBzzTPztt99iqzimrkHcrDggjrt27Wpq1qxpPvroo7B3J5YQcRwccVxFxHGhvhFxHM0m4lhIFSKOhUCxbds2c95555n69etHmsAqjVUFxPHNN99s8sGqAuKYKqpx9Tjea6+9zOLFi00cFcdYVeAjFuUFGxHH4QeMUW0ijvOniTgWgo5n8PZs1KhRLIlj53F81llnxc6Kw1lV1KpVy2zZsiXs3YklRBxn93km4jgF4vjII+08WorjaDQRx0KqEHEsBE4cn3/++bHxOJ4xY4Yljm+88UYTd6V4586drVXF2rVrTRxB9di4Esc//vijVR9x/qJsESPiOPyAMapNxHH+NBHHQpBg8bROnTpWwBBnq4ozzzwzlsQxNUUgjjdv3hz27sQSIo6z+zyTVUVuEscHy6rCzotHjRplxo4dayZMmGCmTJliBXPUAlqxYoUVklGklMVKOJ1//OMf5l//+pf55Zdf7Hwujs9XoTBEHAuBgptKnIjj6dOnW+I47h7HTLQccRxXj+MRI0ZYq4o4ehzzID/jjDNM9erVI33diTgOn7SLahNxnD9NxLFQVsRx3IhV8MUXX9jiTnG0qvj3v/9tevbsabPfZFURDEQcB0Qct2plqlSpYibJdBkmYQAAIABJREFU4zgnrCpEHIs4FkqGiGMhUMRVcRx34thXHMeZOI5rcTxHHKs4XvikmFp6fSDiOH/GjohjIUjEXXHsiGPsqeJWHM8RxyqOFxxEHAdDHLdq2TIyHserV60ywx94wHq9R6I43pFHmlsipjhWcTwRx0LJEHEslIniuF69erHwOJbiOD7IB+IYxXGUrzspjsMNmKPcRBznTxNxLASJuCuOP//8c0t8QBzHUXGMVQVEkxTHwUDEcXafZyKOiyeOb+3b1xxx+OGRUhxj9SPiWMSxUDJEHAtlUhyvQYMGkfZaLQ1xXLlyZXPTTTeZfFAcE6zHtThePhDHUhyHT4qppdcHIo7zZ+yIOBbKgjhu2LBhLBXHjjhu3LhxrBXHIo6DgYjj7BPHKHova9HCzhejojjGv/b42rVDVxzfeuuttnB3VIjjRYsW2eKisqoQcSyUDBHHQuABe7NmzWzADhmZ68AknkCgd+/eJu7nrVOnTrEnjvE4XrhwoYkrcXzYYYdJcRxyUKqWXh+IOM6fsSPiWAgSZN2Qon3qqaea3377LbbEMc/8uCmqneK4Zs2a5uOPPw57d2IJEcfZJ44XvPGGaXHppZGxqli1cqUZNnSoqR0B4rhvnz7WBjEqxLEUxxvMPffcY+4TcSykABHHQuAB+9lnn20D9jgQx1OnTrUex1SDjft569ixoy1Ism7dOhNHsPq+1157mcWLF5u44ccff7TqI1b1WQSIKmRVEW7AHOUm4jh/mohjIUh8/fXXBR7AcSSOqXAPcXzWWWfFjjj++eefTbdu3cxf//pXs2XLlrB3J5YQcRyQ4viyyyKjOIY4HjpkiL0Phkkcr3vnHXPLLbdEijjGj/qoo46S4ljEsZACRBwLZUIcE7BjW5HrePHFF02lSpVMnz59TJxBIcNrrrnG1KpVy6xfv97EETwkIY6XLl1q4obt27eb0047zSrGRRyHG5SqpdcHIo7zZ+yIOBaCxFdffWWJ1SZNmsSyoz/55BObak2sHTcrjp9++snapkHsiDgOBiKOg/E4bt26dWSIY1cc74QIFMdj/hwl4pi++GutWiKORRwLKUDEsRAo4kgcozju27eviTtxfPXVV1uVx7vvvmviiMGDB5t99tnHLFu2zMQNXGuNGjWy6Z1Rvu6kOA43YI5yE3GcP03EsVAWxDFWDnEEhCqxGrZwcVNUY7uFbRrE+Keffhr27sQSIo7jTxyvWb3ajBg+PBLEMR7HiFrI3I2Kx7EUx7KqEFKDiGMhcOK4adOmIo5zDHEnjplc4elUvnx5s3z5chNX4hjF+D/+8Q8TVYg4DjdgjnITcZw/TcSxECTyhTg+55xzRBwLpYaI42CsKlq2bBkZj+MoKY77QRxHqDgeHsc8H1QcT8XxhJIh4lgIFHEljlkxzQerChHHuQkRx+EGomqZ94GI4/wZRyKOhbIgjs8888xYdrSIYyETiDgOkDiuUsVMighx/MCwYZEojndr3762/kqUiONjjjnGVKxY0RY1DHt/wmgqjiekChHHQqCIq1WFiON4KI733Xdfs2LFChNX4hjiX4rj8IMytR0nVu+uX28nEa7xN829Z+Xbb5tbbr7Z/OEPfzAN6tc3c+fMUT/GdCyJOBaCRL4ojs8999zYKo4hdmRVEQxEHAdDHF9++eWmatWq5pm//S0axPEDD5jjjz/etG3b1lpphLEfxHp9I+ZxvHjRImuFI8WxFMdCyRBxLAROHFPpWcRx7lUhx6oC36cNGzaYuEFWFdGArCryYxLFpGXpkiVm9qxZ5tnJk82jo0eb+++7z9x5xx2mf//+ZkD//uauu+4yIx96yEx+5hkzb+5cs3DhQlt9W8Rx/JuIYyFIfPnll1Ic5yjkcRw8RBxnP+ZBuXpZixaWOP5bBIjjVStXmqFDh1rFcTuI40WLQi2Oh8cxyuPly5ZFx+P44INDU2KH3aQ4FlKFiGMhcMsD0gPjQhy/8MILeUMcd+jQwXrkxtnjWIrjcCHiOL6NCcKbK1aYl196yQwbNsx07tzZnH/++ebEE0+06rjDDjvMTqrwACSd89BDDzU1atQwdevWNZdeeqmdVFzRpo2I4zxoIo6FoIljFKtSHOcmcXzddddJcRwgRBwHQxy3aNHCxjUshkeBOB42dKhVHLdr1y40xfG6d96xmWRYVUAgR0FxTF8QkxKLYlsR9v6E0UQcC6lCxLEQKOJGHD///POmUqVKsSeOSe2MO3F89913x7Y43g8//GAaNmyo4ngRCMjykTBGXYyyuM8tt5hTTz3VpiVWqFDB7LnnnmaXXXYxO++0k9nJa3/605/sIs4BBxxgDjroILs4V61aNasA+eMf/yiripi3fCCOf/31V7tQJpQ94k4cb9682T7r41gcj2u8Y8eOIo4DhIjjYIhjFsCjRBwPHTLEKo7bt2tn7RnCig/JJENxDHEcBcUxKuO/1qplKleuHBqhnivE8YIFC8xLL71kZs2aZS2SsEJkce+XX36x8U3U4zAhc4g4jhmiFjQywWvSpImI4xycaF155ZWxJo5JjRdxHC6kOI7XZImCdlOee87ccMMN5pRTTrHEL6Qw5DAEMLYTNH7n/wcecIBVnrCw2KZ1a9Olc2fTrVs307pVK6sAgWCWVUV+E8fTp0+3C7b8XL9+fU4Sx9u3b7fk9+zZs+2zVShbfPbZZzYVWcRx7gFSAuIYD1J5HAcDEcfp2W9hqTVt6lQb87zw/PNmxvTpBUTokiVLrMcxxPEzEbKqiIriuMaRR5q+UbGqQHFcq5ZVHIdFqOcCcUwMQ3yOsIP4/OmnnxZxnIcQcRwTMHFi9QdFzj//+U8TFTDBI1iPi+J48uTJlgyJu+L4iy++sMFFnInjQYMGxZY4/v777039+vWlOI5AQJYPDRXJ/HnzzL2DB5tGDRta5fBuu+1WiCx2hDGqYywqGjdubHp0726JwldfecV+nqCdhhfyoDvvNPvss4+I4zwmjqdOnWonM9RJwOZk/PjxOUkcT5w40U7YDznkEOvpzT4LZUscM9GNK3H80UcfWZufuCqOqbeh4njBQcRxas8pivfOnDHDik6wocBWy2VGoVatWaOGadq0qenXr5/526RJdgG8evXqNvsq6P0ibpowfry5a9Agc2OvXqZXz57mtttuM6NHj7aFhSGORwwfbk444QTTvn37wAhSV/h47dq19jspcrxm9WpLGPOa73FMkbyoKI6Z64o4Lp44njlzptlvv/0K4nmep1Ic5x9EHMcEixcvNtdcc41p3ry5nVxFJSUSq4o4FcdjMpsvVhVxVhxDMgwcODC2xDFFKVF8MlnmwR5VSHGc+42JwGuvvmo6X3+9JYRREvtksSOM99prLzuJuvjiiy3B/Mq0adZPjkkFE4rEbT75xBPmwAMPFHGcx8QxSmPuYW4c8XsuEseoJd0xYMXy4Ycfhr1LeQUWwuNsVbFp0yZLxMSROEYIc9VVV4k4DhAijot/PhGfzJk92xLCDRo0sLZbO++88w5xDo3sqv3339+cfPLJ9nmFTddzzz4byHMT1TNq5+7dullrOtTNWH7tvvvuNg4j5mK+yms33XSTubl3b1OnTh07t8u2ly/EMCQw4qoBAwbY+hTOpvLcc881Xbt0MY+NG2cFAjfffLOpWbOmnUcHTRyzX/goc/5Qh1NzA6ECf69Yvty+BxKdjBQRx8UTx9R4Ymy5sc5iuIjj/IOI45gActZdzKyARiWlCwLr7LPPjg1xnE/F8ViIIPCJI3HM5OrOO++MteKYAFfEcfikWJwbBC/pmUwSmCwlUxiXK1fOEsaXXHyxJQdRv2BpgSqlqO0S0DPJ2XXXXUUc5zFxzMSFibA/pnKROIYsdvv/5z//2axcuTLsXcorMF6OPfZYS2TEER9//HGsPY6vvfZaEccBQsRx0c8m4hTIWeax++277w4xTlGN9xG/YMWVbeIYMnT6a69Za6/q1aqZPfbYo9j9gszee++9TcWKFa06+uoOHbJGHGMfBamIfzL3H2dPlrg/EO0Q7mQO0ZcUR4aID4o4fuvNNy1JPOT++2182rBBA/udkOuckwb169s6PpDZEMks7pIRRH2OsOOhqFpVwH8w1kQc5zdEHMcEPBDcxQwZ9vbbb5soIG6KY0cc480UZ0Ackx4YZ+KYByXXCob/cQPXWqNGjUQcRyAgi7MKhxS/a6+5psBSInGyAkl27jnnWGIQwpi0xVRUNGPGjDFHH3VUwbYI8vl82MesVrbEMT9ZkMh14pjJtNt/bFxWrVoV9i7lFeKuOMamjlgNZV8cPY47deok4jhAiDhO/lx6Z+1a+0zC3qEohXFxjRgIkjKbVhUsuj/y8MO26DC2X6XdJ2I1CNNsWFWwL+PGjTPNmjVLGgMWRajTlzzXb+vXr0D1m00xw4svvGBu6NHDqqvZr+JIdZ7NFDGsUqWKJeFFHIs4FoqHiOOYwJ+Y4EHz1ltvmagQkKg88LOMcsp8qiB1Nh8Ux0zMCS7iTBzffffdsVUc//DDDzY9DRVSlK87WVXkLhm5ds0aM2TIkB2IPRrpbKQikrWAjQUTjFS2CWmMT1/j008vUBvTWAShSnnYx6wWTB+IOBaCxOeff24VZXFVHG/evDnWimOK48njODiIOE6u6kV9idUEBHBpCVpHHGMhky3iGFLz9ttvt37m6RDZjji+OgvEMfYP7AvHl86+oN7ONnGMihrlM3Mf31Ihlbbz/5H8Io5FHAvFQ8RxTBBV4tgVxyNgj1LRvnRB2gaeUaTYxBlUfscHi8nWe++9Z+IGJlcUuIir4lhWFSL5giY535g/35xy8sk7qDmYmDRp0sQMGzrUBvLFWVL4jUIqjz/2mDnzjDMKBf277LKLTW9MlXxWy70+EHEslAVxTOGquFpVsFAXR8UxxDELkFiNRMWCL24QcbxjNhV1GPx5dSbEcTasKlg479Kli83iymSfiM+uufrqjKwqKBBIgb1M9gWeguJ92SCOOV/PT5li2rRundQyLdUm4lhWFULJEHEcE0SVOIaAhESAON6+fbvJdZA+i+IY8/+4p3YSGKDy+Pvf/27i6nEcpWsl28Rx/fr17WQ5ytedFMe52SCDx40dW8jvjGD9gD//2Vx22WVm8jPPWCI41aAflceDI0YkVYowOaGwS2IBPbX49IGIYyFIfPbZZ7b4ESnVccRHH31kFccXXHBBLIljbNNq165tz6OQfYg4Lvw8goSERMyEoLUq1p13ttcl28vk+Qi5esfAgeYvlSplvE+ZEscUlWvfrp2dO2WyH5Y4zoLimLhwxowZ5qKLLrJCoHRJYxokvxTHUhwLxUPEcUwQZcUxxDE+x1EmsFLFM888YxXH+UAct2vXLtbE8cCBAy0pFRU/8Gziu+++M/Xq1TPHHXdcpJX+Io5z1/vvphtv3IHgverKK22xPF5P1e6CwiR9+vSxixwUVUmceFGdHIugsI9ZLbg+EHEsBImtW7da2y2sHOKITZs2WcUx5EncQPxy1VVXWZ9ZlONC9iHi+H/PojdXrDCXtWiRMUHrsqXq1q1rpk2dmvazcfXq1WbsmDHm+OOPz4gUdW3f8uXNdR07pkWQQjZ379bNHFShQsb7kS3F8fx582zxTLaXaf9IcSzFsVAyRBzHBGERxxSkoTgNpDAqRwgritb89NNPlpzD4xirCojjKBNYpSWO8XaKAzhHnEPXEolj0gM3btxo4gaOlXNIWlNcieNTTjnFnr8oX3cijnOTkITwvbJ9+4JnDkVaWrZsaWbPmpWSNQXvYeIy5tFHrUKZ5xeTrMRAnuwOVCmpEtFqudkHIo6FTPHrr7/aWJTY8+effza//PKLJcR8xTFWDnEmji+88EITV+IY4kzEcTAQcfy/ZxExyb777psV4niP3Xe3NluQm2mraadPN5c2b15qz96i2oEHHmhuuOGGUhO2xHz333efVeVmg8A+6KCDbNYnRH26ccOa1attfFi5cuW0faj9hjoc7+aw46EwGsXi7xNxLKQAEccxQVkTxwQa3377rVWjzpo1y4wfP94MHz7cDBs2zFZFf+mll8yHH35oi3ZgU3H22WdHmsDyj4sqzpDgHB8/SZVjUuJbVaBWzVVwjBwT5PD7779v1q5da1e1169fb88XxD8BOsF6nIljVOOoJFeuXGniBsYuSk0pjsMPyOLYmERgZeNUwUzqX37ppRJJYyZCb735pvX8Q7Fct04da3eRLOg/4IADbEolXsphH69asH0g4lhI9zlO8ddPPvnExrykLJOd8MILL9jfWRQm623Lli02eyoOxHEyKwqIYwpm5arimGOiEZvSOK/uOIlVpTgOFiKO/1ecFzubbBC0NAjoW/v2tYX20nkuYvdFrYhsWFTQIHyrV69u7rn7bhvDlWZfJj79tGlQv37SBf50Ws0aNcxDDz6YsqVZsliSfTrm6KOztk+NGjbM21oaIo6FVCHiOCYoK+KYAAM147Jly8zQoUMteYCX6qGHHmofkvgnVaxY0RJWpI+MHDnSnHjiiTZFkAAwqkAxTRG4uXPnmgkTJpghQ4aYu+++267APfbYY5Ycx0cO4pjVzVwkjjl333zzjR0bKKc5hg4dOliVCqvil19+uenRo4cZO3as7Yc2bdpYXznI5VwE440U1Q8++MAucLCQASGOKslZVUBO5SJxzDEwIWbCCOFP4zzhKf6f//zHLnjIqiL8YCyujYnQLTffbJ83e++9t+ndu7dZv25dkQE+EzJUN6h5KLrJghTPimQBP/9D1dK3Tx+zcMGClIvrqeVuH4g4FkoLFvhZ1H766aetBzr+vtgZcO+AROV3YhvG1ssvv2wVucQ5uQae58RtHCtE+JIlS2z8vWrVKrvQj8Ka4nio5XKNOEYVznyC2Hv58uVm9uzZZs6cOWbRokVm3bp1dgGc2Jy5BOcTsYOQfYg4/v05RIyCMCgbJKQtjHfEEebZyZPTfi4uXrTIdOva1WZ0ZWOfdt11V5uJ+NSTT5Za2XvrrbdmXCzQb00aN7a1MNLNJkMx3bVrVxtHZmufyLItLaEelybiWEgVIo5jgrIgjlHdQsA99NBD1re4pIqqEACHHHKINaxH6RFF4pigG9JtzJgxpkWLFtZns0KFCma33XazD34etNgZ4I/XsWNH+/DEquKuu+4qdrsoJlDuooQh2CX4D3uShaoYVTiTp8MPP9wS/XiKsgpNQzlYrlw5U6VKFXPxxRdbby6UhLlEHBMAQ54ywWIB4JZbbrGLG6TRQ5L369fPTJ061U64II5J26JfcgGQ3ZxHCHAmwoxBqo0zOaZdccUV5o477jAzZ8407777riWOOX9RvO4cZFWRmw2SmAW13f/0J3sfGTRoUKHidbzOZIPg/sUXX7RBqb2/HnWUfR5wr0n2zGASUL9ePXP//fdbKwsVxMuPJuJYSBXOAo2sNmIyCNO99toradYC/yMlunHjxjaOI67JFRCbsjD82muv2Wd969atTaNGjawoAxKVY7r++uutCGD+/Pm2Hy655BKTC+C5Tww2ffp0e+0TnyFAgfB3pD8kOK/NmzfPxjbEo8R2QvYh4vj35xAkL3O/bJCQkL2ZEJHEPrNef91cftllWVPU4k3cuXPnUmdxLVy40LRt29bOD7OxH9yvO113nSXq043xXpk2zRZTztb5Yi6MGC7sWCisJuJYSBUijmOCoIljgli2ed1111nitLQ35SgSx6g4CLoh3UoiwR0RzrFDbqBGLi4ofvPNN61tR7du3Uzfvn3NlClTQvNnQ30K0Uhwzmp6UaRN4kOUlkvE8Q8//GCVKv379zenn366PVcEOm5CyXETzDExYaUab1UWCdasWWNyIbCHMEZdhWKTIg4oPf1zCfnP8ZGS2717d3ucqP0hm6MKEce521ADszjBfQIroiefeMIG81hWYF1037332ucFCpeqVavascl4TeaPh38fWStU6/7bpElm5dtvizTOoybiWEj1eQGZygSfZ1uqRIa75+QCsQoxTqz43HPP2YVhCGG3wJ/suBBncFxk+hHTRB2Q/ixud+nSxZLgiQVRE8k3YjliGp4jIo6DgYjj359DT0+YYHbOglcugqOTTjzRvJBBUV8W31l0pz5QNohR5q8NGzQwkyZOLPW+4LNM1nAqc8dUGvfucePG2Uy0dPoGshnhAjFjNryNadxfqNERdiwUVhNxLKQKEccxQZDEMR5yPMBQABQX5JVEHEeFwCJIggwdPHiwffCU9lggOYpSHLNtUu5QZDuShAcbJCYVZOnLspyAUBQGz+mTTjrJBjOlPdZcsKpA3Q2pii0KqpVUxih9wap3LhDHLLiQngoJh01KqoGrS0uLynWXDCKOc9uu4uGHHzaHHXaYKb/PPjaLgQlBnTp1bFo4mQuokZmwFKUG5BqEVIb4GDF8uFWgFGV5oRbfPhBxLJQEYivqMfTs2TPtdPKoE8dkppEtRP0F7qulOTbup61atTJRBfEolhrYv0EEl7bAFrGdrCqCgYjj359DM2fMsJkJmRCQzPuIf0Y/8kja3sY04qCX/o84zkYxOhaYBvTvbxflS7sviAHIcMjGfjB/JlMkk9oVPAeG3H+/tRrMdH9oqJbvvuuuvI49RRwLqULEcUwQFHEMsTN58mTrSZnJjRl7hKgQWDx0UG2i2EznWCjmVJTiGHUvwbv/fh62kCeoJ0jNKyugzoDgrlatWtrnLeqKY+xTGOsoc1JRjSc2rCqiTByjokYVf9ppp6W12i/iOPyALM6NSQiEL8pjMjG4Nzqi2FnguLHI/wjQue+ijqMw3tUdOphHHn7YzJ0zx1pbyJoiP5uIY6Ek0hGlMYunxLfpxjPNmzePNHlHxhSWFOkeY1SJY44NmztqaBBzpXNsDRo0EHEc4Pkhlg77ORB2QwGLsjbd+wuxDwvnZF9lI5YhLmrTunVaop9E0hibxeXLlqW1HyiOEX9lqjgmQwQiHG/jTEh1YkWIzmwQx8Sl5513nnlzxYrQx1+YTcSxkCpEHMcEQRHH77zzjg3YMr05E7D//PPPJmyQAghpnIkvEuQIN9lk2LBhQ9KHmSNTKCKFQjZoQNKjBiRgyOS84TVHcbkogn5knBPopXs+URyzkBBF/POf/7TpXPhrp3v+IPSwmYkqpDjO/UYQ/+orr5iBt99uLm3e3CrDUJShukGFTLEqvI0Zi9gCYaNCNW1sLZYsXmyLo4gwzu8m4lgoDhRQw4KKDIZM4hkKAEeVuCPWhsDIxM8U0jmKpD8qalSGZJike2z4mcqqIhiIOP7fs+iJxx+3vujpKGkZoxMnTsxaQV+IXgjfTO57ZHSxjWVLl6a9H8RpHa66Km2xlSONzzjjDPP444+bVStXZtQvxItjx4yxGZiZqKD5bOPTT7fK7nyPQUUcC6lCxHFMEARxDHFFtepsGPNjyE8F5bDVm9wcM63CygOQ4k3JQKE1AojEz7BizGotihlW9oMOAqlOTaG/TM8biwakF0YRVN3GPiWT44sqcfzvf//b+mKXNl012fmLitI/GUQcx6MRdDMZoKAddhOQwgTjjGF8/qZNnWrmzJ5tFi9ebJUdFIzhM/kerKv93gcijoXi4hmy3tK1p/Ab8VcU8dFHH1liNV0rONcoIhc1UEsEpXGmhbUoDPjVV1+FfTixhIjj/z2LUcJiW5BqBiPX7FFHHWVuvPFGM/2117Ia01if4xdesCrd0opjmIdSUPKBBx6wi/uZ9smQIUNsbZV0iFqybZs2bWqeevLJtH2NExtiBTIx071nlttjD1ubAxtOxaEijoXUIeI4JgiCOMZXldXKTIN1CNNRo0bZ4CRM1QNVuKtXr57x8dC/GPMnw6effmp9Pv3386B1xPEjjzxi9yXo4iOkLGajaABVyKPoK4clSIcOHTJOnUKRjRomSmB84JONL3Wm5+/MM8+MhNK/KIg4jh956AhhGsobmkji8M9LlJuIY6EobN261ZIOmT4LaZAfUcP27dutECEdqy2/Ee916tTJRAmIJLDayjTzjUZmGcpzIfsQcVz4ecTC9tAhQ8zJJ59sPY8T51KQldhtEaNT5BEP4EzJ2eL25W9/+1vK5DEZsWR49eje3VpMZGs/8CTu3q1bqVS+zHsPq17dXNm+vZny3HP2WLK1P2SqQYrDUZR2rssxkP27eNEikcb/159SHAupQsRxTBAEcXznnXdmpYoqSpFly5aZsINz1BjZOB4K6s2dO7fIQHn06NE2qHAPV37yMMdvtiz8gl9//fW0Uq0SG0pzHq4UZ4sasTpp0iRTvnz5jI8RP7KoKaopoIj6KBvEf/v27W3BnahCxHH4pJ2a+iDsMSDiWCgKzz33XMZZYjTSvRcsWBC5jl64cKG1BMv0+CCVKPgcJXzyySfWnigbcfe1114b6eypqAFbj/nz51sRQkn9JuI4+XMJe4fxTz1lFci33Hyzbbf162cJS3x6EVeVhVqVxXcyuW4fMMCceuqp1iec6505GspiMidRF2PDOGrkSPveDQHsBxll9AWEuSt87M9zuc7ZHzgI6iJxzU6YMMG8/dZbgfQLWW6D77nHfldJPtD0F1m413XsaO1Esklix6GJOBZShYjjmCDbxDGETqY2ADRu5jzMUIiGCfzjSCfK9Hh4MDZr1sx6JReFb7/91gwaNMhWoeVhDmEMaf3aa6+Vie/v7bffnpVAHZuE559/vkw8mUsDxhJK2kyPj9a2bVuzbds2EyW88cYbduEhG2N1xIgRgZ8/7hUULtqyZUup1fQijsMPGNXUB2GPARHHQjLw7MLmLBMfS0dqUGcDu7IogeclhZYzqbnhGoplLMqiBNLAsxHLQFA99NBDkYtFowrEAoyr4447zhKNr776arHvF3Fc8jNqvZc9FdZzEsuIRQsXWvsKCG2K8D09YYLNpoUsztQ7OJWG1cTzU6aYPn36mHPPOcdm2LLwdWLdunbOi1iFouy8B1uybPk9F1e7lkqLAAAgAElEQVSgmX4gy5Z6MBDaeKnTqDdUq2ZNc/5555k+t9xiJk2caN58802pjJP0o4hjIVWIOI4Jsk0cozLNtCgewTpkLQrYsAO+adOmpV3N2W8oeVEUl2S7gT3AqlWrzKxZsywRiIVFWYDvveyyyzI+Toog9OzZM5LFSFCvZ1JZ3U83o/hc2GMzERQBynSiTMOW5e233w584ouq5frrrzc33HBDqf2iRRyLtAybtFQLvw9EHAvJQF0MFuozfRaSzjxz5szAbcLSqWWAqCDT46Nh5xElD2Cy7xAxlKQETDWWgfARUgPjwM86LKkopIjj8J+BudYgsd96801bOG/hggXW9mHF8uXWsiNosjixQeYzz3528mTzyMMPm+HDh5sRw4ebMWPGWGX43DlzArMSiUsTcSykChHHMUG2iWMC2kx95VCs3nfffTb1Pmw89dRTGVWEdaqHNm3aWGVlVAHhf8EFF2R0nJCWFA0I216kKJBmlA1i9fjjjzcbN240UQIkdosWLTI+NsYqhS0pcBn0QoXzXsOOBYuN0hDxIo7DDxjV1AdhjwERx0JRykmsDjJ5FlapUsVmgEXNcsvVozjjjDOyojamgGCUFsGJPa6++uqMj43CWsQysqkoXbFF3+oM1XFxEHGsGCDsGEAt3D4QcSykChHHMUEQHsd9+/ZNSy1AwFKpUiWbrkJhkyiA4gKksKQbvHJM+CihroyaaiVR5UHl8HSJVY6TyrkUNEHtE0WQspiNiRar0vRXlMD+ZGrDwbmHFF+5cmXg+4stCxM7991cI6UZNyKOFTBrwqAxIOJYSAZirdtuuy1t6y3qa9xxxx2RLPAL2C9IvUyJVbxEo2bDgWDkqquuyujY8EtFCBG1Asa5QBz718xpp51W7PtFHOsZrDgsv8cA/vgUaWVe/PDDD9ts3KefftraVWKzCffxwgsvWIGQu69gUUL9qJ9++snO+5jPRWnxUggGIo5jgiCIY4z/KR5WmiJd+Arhq9WvX7+0PE+DAupZFNDpBK+Q57Vr17aq5aiSqT7Gjx+fVoXucuXK2fP94IMPRm4S4oNiC5kUjqOQBLYKxflUhwUeuq1bt0772OgXCkAwVsuiKB4pkT5xfMwxx5RKGSTiOPyAUU19EAXieNiwYXZR8NFHH7X3r2effdY+y6hq79/jKLjFfQdvelSkZEdxr4vyhMWPz/BdxMZKSA2LFy8udX0KJrc1a9Y0AwcOjORz3oHxm0mGETFby5Ytrf9q1MCzfcCAAWlbVfA5Mt9IQY/KPCJXIOJYz/Swn+lquReDDRkyxNbFeeSRR8xjjz1ms3shi6dPn27vw3jWizgWRBzHBEEQx5Ck3DjwOnYVVJMRVXjFMhmCXO3QoYP9zGeffWaihO+++860a9fOKhhKE7yWL1/epuIzic0F0hig8qYgYaqVyAnQUeYwgeE4o0waAybd/ngvTYNQv/HGG8vMczodsNrrP5xLM9FCafzkk0+WWVqniOPwAz419UGujwGULlSqHzlypPUlhDB+7rnnRBwLVs3EM5HCR8liUL+xiEnGFHUennjiiUjWaPABIYrSKx0bNWp2UIiqtHUFyhIzZswwRx55ZKkzplgswipvzpw5kV4QihtxzByH6w21+DfffGPncR9++KFdmMBjGvKIcwqBNGnSJHuNUfMFsQn3b+7jEFCMaYrzqakPNAaiPQa4Vh1pzDXsFu+5tsnU5lrnml+wYIEtwlgcccw9RPfr+EPEcUwQBHEMUPNQ3K5r1642+CAor1atmm38jkL1/PPPtx5kpDQQsESVYJ03b55VMKDSKCl4hShHuUnRLxQvUbM0KGkygk1B27ZtzSGHHGInU75Cl8Acsp9jpOgIfYIHIIQsnrVRB955nTp1Suk8usbDrkaNGqZXr16R9qgGH3zwgZ00pUoeQxijom7SpIkl/svSC1DEcfikm5r6INfHAJMWUiRHjRplxo4da7NKII75mag4ZtFPiuP8AovZTGR5LhJ3sgDMwjiN3w899FA7iaXQHGqpdevW2dg1F7BmzRpz6aWXprTQT+xG3Fa3bl1r4bFp0yYT9fOGVQhxaElZYiwKcC5PPPFEu7i/fPlykRAhEMfMASCDsCGDOGaMYRVCoeWFCxfa+eDLL79s7ezIDOF+zX0b8pisEe7l1LaBjFJTH2gMRHsMsNjDNcu1i9rYxWBc2/jmc61zzS9atMj+XhRxTNYX9xBlh8QfIo5jgqCIY5dyRnooq/+PP/64VQVxc+F3biSsRJMOGFXC2D8OyGOUx9hpUHWYYB21B8pifJlRtUDAEbgyceW4cxEEgihRhg4dao+3cePGpn79+radfvrpdqLCYgBKHohxgsRcWil855137HFxzoryP2SignUKihdIdEiIqCnhk4HzwLWGaqpixYpWJc8xMmmkcVwUo2PcUvgH4p/q5XhQlfU1mC3imMkKCwJkBnAv+fjjj82GDRvsAgjjc9asWfZeQyBDQIMqkXsQZBNjnIkKK+cUeAh7BV9NfaAxUPIY4Fp1vnpMWiAe/BRJFqLx2EtGHFNUDFUc9xoIwqh768mqIju2DliOoXBEqNC5c2fTpUsX07t3b6uUQhn13nvvBV4QNttgso0tHH7AVatWtRNzR7LyvGdhmPi0cuXKpl69ejY2JXUYq5ZcADE05DFkN/EM8QIxDY3fyVbERo64FAuxV1991cYVQtkTxy4Wc8QxsRjb8mOx2bNnm2nTplmRAvdn5oFck8RjEE9ci9zPicsgpNTUBxoD0RwDXKNcq1yzxF9wO1zLXNNc23AgXOtc81z7U6dOFXEsiDiOC4Ikjh1YSWKCxkTNTdZycXWJFXQmGUxcmXQQiN9yyy32RkpqBkQ4BFYcwCQKBSsTk7lz59rGAwBFDpYWuaLKSQaOixXTZs2aWcKfSRfKFtTwqMVZAEAxjnUD6XZRJhYSwXUFOY5H48UXX2xVOBwTxCyrvCivqFgO6bJ06VJLooSBIIhjCgZt3rzZkgCrV6+2Y9dNVpwKEXIJkolgx5HH9IWULuErGNTUB6mMAa5VRxo7pQsLQn6KJOnQicQxzy2fOM6FoiwijrMDzjEEMuefceDGAs+OsvD0D/K4/v73v9vrgOf6hRdeaOOac88911x++eWmZ8+ednLPAioWArkGFuxZ+CWeueaaa+xCPupwivpRhJvUaGJTFoVycU4RB+KY5hPHfizG2EQZz8IN4hsWLrg/ozomHoNo4t5NTMZ9nHR3YjM19YHGQLTHANcq1yzXLtcw1zLXNNc21hRc61zzXPuvvPLKDsQxz17uGVIc5w+kOI4JyoI4jhMITplwctMjSGIyEvUCO5keL8dGi1NgDnFACh1EAw8+FNSk2aBMhSAn8M0lm5FEfP/99/b4WOnlmGgE7KQMQpyHra7KlDjm3ED6OOKY48WXEjsRf7LCpBIlEipEyCQWA5zqmMAH8lgql/AVDGrqg9IoXRxp7JQuLAjhb+xSJJm8JCOOIc9EHAtxA89ByFOsAXj2kTXGcx5yPJeJcUDsyfMdIpKFfI6L5zzK1lwWMERVHJMJcexiMeI7ztH7779vhQyIavA6ZQGDhXziMUces+A3btw4G5exEMD9XE19oDEQ7THAtco1S+zFNexIY65tiGKudeabXPuvvfbaDsQx3ImI4/yCiOOYQMSxkO9w5Hicjy9qpH+2iGMmjgQgeCKyTdJb3WRlxYoVdrIyc+ZMS6C7FEmCHBYJXJok5JOULuErGNTUB6kqXbhmWfBj8uJIYxaGqOTNQhEZBonEMenTkE1+URYpjgVBENJTHBM3QxwnxmJO2e98jqmDQoYbtmgUzII85l7NQh/3bUgn7uEs7BOfqakPNAaiOwa4TmnY/zGn4hpmfsU1zbXNnItrnWuea5+/feKYGle+XRj3kKjNUYXsQ8RxTCDiWBCEsgbqYL9IYSbEMZ/Dt9FNVlAluaIsqMfxfWbFG8U1ExUCHYIeCCcIZFbNw169V1MfaAyUTumCSo1JDIQDmSOQxSwQMUlhAkPBLJ84JouENGpUcSKOBUEQskccsxBHLEZGh/M5RiW+ceNGu5BPNivxGOnrFM1igY/sEO7VU6ZMscQT8RmqRTX1gcZAtMcA1yrXLNcu1zDXMvMsrm1IY6wCuea59rEM9Od7EMfEYCKO8wsijmMCEceCIOSi4thV8yYA8ScrFMhzdhVUWHcpkqRPQR5DMEE0QSBDOrFqLqVL+CoGNfVBqmoXrllUahTDYwJDeiQTF9Rs2NNAICcSx9xzSKNOTJHMJY9jJmLu3qemPtAY0BjI5hjABsQnjk899dRi3889lAYBRBxGNodTHONP7YhjaqNQJA/7MOIx7tEQTBBNKBS5d+OLSnwGCaWmPtAYiPYY4FqlEWsxt3KkMdc2FhVc61zz69evt+KdROKYGIz5G/cRKY7zAyKOY0oco9ITBEEIEniNJhLHBBKpwlXzJvBwRVmczzF2FUyACFgIXEiXeuONNyx5TMEGAh0CHsgmSGTnAR32Cr6a+kBjID2lCxMXRxovWrTI/g7R6hPH3HPITHApkrlQlKVixYoF+7/PPvtYT3aOFbJFTX2gMaAxkM0xQAbWTjvtVHDPobByce8nlvJJXxdTcZ9mUY+FeVcAjzoiWA1RrBG/egqdUmj87rvvNoMGDTJ33nmnbXfccYea+kBjIMJjwF2rNK5drmGuZQoXc21zjWMpxjXPtT948GDzpz/9qeC+Urdu3UIxmIjj/ICI4xgSx+XLl7crRpAvpHWqqQ80BjQGghgDWEn4K9C1atWySuFU7z1YUtAgifkc9hSojCGLV69ebf2NXVokqetObQzZ5CY1zlfPKY7V1AcaA7kxBpzimKwBsgcgkiEtIDJYHIK8YCHcJ46xqSAzIZdSJPfdd9+C/d9ll11MzZo1bWGZ448/Xk19oDGgMZC1McB95aijjip0z9xrr70KXivus7Vr1y5oxx13nDn22GNtQxAA+cx2//rXv9o4j3sYrUaNGrYdeeSRhdoRRxyhpj7QGIjwGEi8Zmnueuba5jqncc1z/fO6vyB10UUXFdSYIAYj6yvKcZiQHYg4jgkqVKhQcDGzInT55ZebG264wXTv3l1NfaAxoDGQ9THQo0cPc+2111oixN17SCvv3LmzfS2VbXTr1s22rl27mi5dupjrr7/edOrUyXTs2NFcc801pkOHDqZ9+/ambdu2pk2bNqZVq1b23taiRQtz6aWXmksuucS2iy++2DYCGTX1gcZAbowBd91yDTdv3txe05dddpm9xlu3bm3/5xdj4XdSqPE3zqUUSf8Y1NQHGgMaAxoDGgMaAxoDuTwG7rrrrkJqYxHH+QERxzGBr/pTUx9oDGgMaAxoDGgMaAzEaQycdNJJ1s4GmwpI41xJkTz33HOtRcWuu+6qpj7QGNAYCHwM+PdNVIK77bZb1raNWEBNfaAxkB9jIPH6515yyCGH2OJ5UhvnH0QcxwRVq1YNfVKnpj7QGNAY0BjQGNAY0BjI9hiA/LjtttsKFcXLlUkL/uw333yzzaC4+uqr1dQHGgMaA4GNAbI2/vjHPxbcO7H7ueKKK0r8HPcn2lVXXWXblVdeaTO+aO3atbOZX2yH7C8yQsgAo7Vs2dI2MkXU1AcaA7k5Btx17K5rrnGuda55rn3uATTuDfick/0ltXH+QcRxTICROR5Vhx9+uJr6QGNAY6BMxkC1atUKTVBYia5evbr1zyrttg477LCCxjZc4ztohx56qG0skiU2Vr/V1AcaA7k5BhKvZ3et07j2uQ80adLELFmypMCiAtI4lyYtFPXbsmWLmvpAY0BjINAxQD0IPy6jwCjF74r7zObNm22j1sRHH31kNm3aZGtOUKB448aNtvbEhg0bbP2JdevWmbVr15o1a9bYWhSrVq2yBYwpyu7aW2+9paY+0BjIgTHgrlmuYRrXNNc21zjXOtc81z73AO4F3BdYwE+Mv6IegwnZgYjjmOD777+3BWUoNKOmPtAY0BgoizFAtV3IYjdB2XvvvU2/fv1ssatUPk9RO1fYzhW3e+KJJ2wF73Hjxtnq4I8++qgZPXq0/a5Ro0bZKr+sdo8YMcK24cOH20YFYDX1gcZAbo0Bd/1yLXNdc32PHDnSXuuPPPKIvfa5F8yZM8dOVhItKpi05AJxLAiCEDS4Pw4ePLhQtsbOO+9s605g85MMjvShufsp91busSzQcb+lECmLdtgEcR/GZ57tUah027ZtVn3oGvNRNfWBxkDujAF37XItc01zbXONc61TiJhrn3uAy/RKRhorBssPiDgWBEEQ0gIeVz5xTGFO0skJKlKBP1nxJypMfghSCFgIXAhiCGgIcL777jur3vv666/NV199ZduXX35p2xdffKGmPtAYyJEx4K5brmGuZ67rb7/91l7jTGKYwDB5gaxwSuNEiwqRxoIgCL9jxowZNmsr0ernoIMOMs8880zK8Vgy8tjFZdyLacRn3Jsdmewa92w19YHGQO6MAXftuuvZJ4v9uIv7gUjj/IaIY0EQBKHUgPDBB8tPiaSRVk6qUypIVLoUpXJxExSpXMJXJqipD4JSuvhqFzeJ4dr3Jy/JlMZSugiCkO8gJmvatOkOMZlrDRo0sDYURaEo5bEfl/kksiOSXXOEspr6QGMg98aAfy27eKsowlhK4/yFiGNBEAShVCCYGDZsmClfvnzSCQoFViCAUkVplC5FqVykdAlftaCmPkhX6eITxcWpXUQaC4IgFAb3Rex+ypUrVxCHValSxVSqVKlQDYoBAwbY+2kq8ZgfkyWSyH5zhLKa+kBjILfHQOK17a55/z7g3x+0aJ9/EHEsCIIglAoUVKAAnu+hR3N/QyhPmjQp5aCiOI89n0CW0iV8VYKa+iBopYtPFvuEsUhjQRCEHbFw4UJTo0aNghhs9913N7fffru555577O/u/xQcXbZsWcrxWHEEclFEspr6QGMgN8dA4rXtX/cijQUg4lgQBEFIGaSVX3XVVYXSIY899ljTrFmzQqrjhg0b2iq8pYGULuErDtTUB1FVuig9UhAEoTC2bt1qmjdvXij+atSokdmyZYv1jPdjM+K2tm3bWpsgQRAEQSgNRBwLgiAIKQFCZ8yYMWbfffctmIjst99+ZvTo0Wbp0qXmyCOPLKR4uemmm2zaeaqQ0iV8xYGa+kBKF0EQhOiDRbd7773X7L333gWx14EHHmimTJlS8J5XX33V/s+9Tvz21FNPhbrfgiAIQu5BxLEgCIKQEpYsWWKOOuqoQuoV1MeoWsDQoUPNHnvsUfD6X/7yF7NgwQL1riAIgiAIQhaB7YRvG7brrruaG2+80XrGO+Alf91119nX3PtOPPFEs2HDBp0LQRAEIWWIOBYEQRBKxLZt20ybNm3MTjvtVDD5OProo82qVasK3vPZZ5+Z8847r1DKZMuWLa29hSAIgiAIgpA5vvvuOxtf+bZhjRs3Nps2bdrhvWvWrDHHHXdcoboUPXr0sL7yUYJvURQ08NLfvn27bT7Rni7w5Xfbg6zP9BjYP4pM08jcC6sQGd9L/7hjo4htUfvCMfvv5RgEQYgPRBwLgiAIxYJg8PHHH7e2FG7icdBBB5lx48YVCo4JJl9//XVToUKFgveRQom9harvCoIgCIIgZAbshB5++GGz1157FbKoePHFF4uM4Xi/nxF28MEH24ywKMRmEIzz5s0zzz33nLXZKG19jHQwffp006dPH9uGDx+ecT+g/u7Xr5/d3p133mkJ33TBvrB/vXv3to34m3Me1rmhfziuW265xdx9991WJJIMHPN9991X0K+zZs3Kyj7QHxDRZDfSskH05wvoO8Q7LDTRorZYJOQWRBwLgiAIxWLt2rWF1Cq0bt26JS2w8vPPP5vrr7++kDKZz6J4EXIn0ExX9YPqBkWKa8VNxpiQuPcxbgRBEARBKB5vvPFGIdswFMTdu3e35FpR+Prrr82ll15aKI6jqN5XX30Vene//PLLtqAyhZZpiBKCRt++fU25cuVsq127dsYK4UcffdQS+WwPYUVR5GoqYF/Yvz/96U+2XgiZfGERfqinTzjhBHtcLDz8+c9/Nvfff39SNTHHTK0T168DBw7Myj5w7E888UQBef38889nZbv54oMO2c94oi1evDjsXRJyGCKOBUEQhCIBOXzNNdcUIoJr1qxp1q1bV+Rn3nnnnUKTGrz1IJO10h19MEmgmA6B+cKFC0s92XnllVdscI/yhsaiQ1GYNGmSufXWW2178MEHs0Z6Q0SjsGDsSplS+kkG/Ub/oR5iAUEQBEGIBlBcQvj6Mdkpp5ySkkoXwpnaE+5ze+65pxk5cmSoqmNiyQYNGhQitCG6ggZe0O77atSokTFxTMHBQw45xPYv2/vyyy/T3hb74u/fGWecESpxXKtWrULnB1/tRYsW7fDerVu3mipVqhS8jxgwGyAWueiii0z58uVtYz4hpAZsTqpXr26LYtK43gUhXYg4FgRBEJKC1LjRo0eb/fffvyAQ3Geffez/iiOUXFokQYpvbTFz5sxIpEUKRWP+/Pm2cA4KnPbt25eadOzVq5dVmqC8YVLKNoryuMafkffQjj/++KycFvYBQvq2226zk5aJEydmZbv5gvfff9/2G/1HymkU1GiCIAjC7wujY8eOtXGYi62wBnvmmWdSJpF69uxpFcru88ccc0yxC7xBgtigQ4cOZpdddilETA4ePDjw7/aJWcQQmRLHGzdutLHH008/bZ599lnb19kijs8888xQieO//vWvhc4PvtqXX375DrEdxDHkebaJYwQA9IHbLkW5hdSAMvyAAw4o6DtsRwQhXYg4FgRBEJJi/fr1hZTDBIvt2rVLalGRLC3yiiuuKBRsNmvWTERURMFCwIcffmjJXHe+6tWrV2rStkuXLoXOORNcUgyTLRigIPEVP9kAlhetWrWyftw0JjdC6sCj3PXd4YcfbjZs2KDuEwRBiADeeusta+XgZ3NBMBZnUZGId99915x00kkF24C0ve6660q1jWwAIhT1IwIDjsMnw9Mhjr/44guzZMkSmy2FP/B7771nCVjsE1auXGnbRx99VBCLpEIcs4/EwTwXIeenTp1qM+qS+Q1/8803tlg03wMRj21XMhKWz+P9O3nyZJuhxTlNJIWTEcdsj7gaX2q8oGfMmGH3rTgRB9+HTdxrr71m95+fENylEXAkI45d/RJEJP62UiWO6T9ii7lz59pjIcvt7bffth68ie9DSY+6GVW92+6FF15ojwu1eqLNGfMTzgPHSh/z84MPPtjhmPn7008/td/LOfjkk0/s/7ds2VLgt43Yhc/6Y4P3ufHEeU7sf4pTsk0a7/W/l/dy/t3n6a9kcTiZAXw/Y3np0qVJFyE4L6tXr7bfwzhgfLCf9As+4YxZrvXly5cXEv/cdNNNtn94LXHf6f8VK1bYcU7fMU7pI0FwEHEsCIIgJF3hhwT00yFRhRKEpAqCn0qVKhV8Hn+0ESNGKP09IiDIZCJFEIlSpm3btnYy4M4XnoOZEsc0JqkEy8URx0zcsgGCZyYVbrvnn39+VrabL2Ay6ivZRBwLgiCED4hJFuNZwHf36Lp161piqzSAyOJ57xO1KBKnTZtmyhKQhVgeEGOee+659ljSIY6JY7DVIvbA0gEFNVlTLVq0sMUCR40aZeMAGt68qRDHvAcCj/fjCw1piV0DMTA2IY899tgOxe8gKC+++GL7PSzA+ySo2x5F8/g8i/KQsXXq1LHHPmjQoEJ1QBKJ47POOsuSlKjFTz31VCvoIK5i3yD4iL0S+4SYa8CAATbOoj/Yf362bt3aEouJn0mVON5tt90K5gVHH320JaJLQxxDpnJOWNTHooRj4dzj48wx48HrCE2+u0ePHva8+qrZypUr2/dzPWzevLngmOnDm2++2Z4Dtsl+c8y8j/Pjk/l8B4W72Q7ngEWMN99806qZiX3Zr5NPPtm0adPGvPDCCwX7hB+3G0+MsY8//rhgmxC8eDCzTdpdd91ViPRlEYPzz2c5L8RbPuFNEUTi8EaNGtnvZyxz7rkeEglcSHO2xfd07NjR3gewS2G7nJezzz7bqvn5yTnzx/o555xjLQixdQP0C+Q846tp06Z2nNN3jPtrr73WzJ49O2NFvhAPiDgWBEEQdgABiB+oMcngf8kKYhQFAib8bv20SIKRZN5oQtmD80PAiRKc8+IHl9kkjinw0qlTpx38hlMhjgnWmZigsmESiAKEyUFiiiRBLRMzlCNNmjQp2O7pp59uA2wUGS5I9idzqEtQdLBtJgRURk+m7sBXku+luYm6r85gAsBr/meduogJH8qQREUXf/MZXoegTVQdMQlzr6OeSpzo8Xm2y3ejTCG4d5OoZJM1tkNzRXvoQxZ3OHYWD9gHFEQ+mfDSSy/ZY5DqRBAEIRzwHIRs8+2/+J2YLB37r23btlmCyiehiQNQ7ZYFeNacdtppBQvLPLsgrNIhjnkGNm7c2FpeQWiioKaAG5ZZEGCQf8SgNEjTVIhjLJvIrqtYsaJVQ7MtnofESPx92GGHmXvuucc+4x2wZyPW4XtQePrF8Yg/6O8DDzzQ7h/vIauH7+Z39hcS0i2wJxLHEIiQxPj7si++4pzXUFr7QM1KfMV+8H1Yh7H/nG+Ogc9g45VMFV0Sccxnnecx+w5R6+KeROKY+hU+eB11O+9h3zlf7COiEraFcIGYDcU454lxCmnMe3i/2y4FA1nYhlx1i9tz5syxhCx95LbF5zhmzgsEMqprN4dBzQwp7cYGZC0kLPvi9zH9xTgitgQsUvA6n2E/fDs0SGTGhtsm++fHTsSYHIcbI26bkMb0FVle7Cvv4Xy5Mc04JLZG6OFATOz2gwUY5loUJnS2L3htU9SQseULgNgm45D+4Nwy1rBW4XpknPBe7i1OpUx/1K9fvxDJLeQvRBwLgiAIOwTiBBw++YeCoiiv2uIAmUeA4jpromAAACAASURBVLZDkMPqf6JaQyh7EDQSaLogl+ZPJDMljglgXcBKkM9koDTEMZNY/BwZLwS1xx13nJ0EouohSIa0dZM90hWpGI1yhCDbbZffUWVgXwH56gCJ/be//c2qKUgDZdtMDpi84u0LoewDtcoll1xiGyoaJoX4APN+rhUmv7yGot6NbSYRKD74fvY58fj5m8/wOpNKyFsHJk3sh3v9jjvuKJicOWVN//79bR/SJ6Qvo2JCRQK5nqgOwdeO7dCwDiGdkokK6iWO/eqrr7bKGj8dlAkME3L2/aGHHirVWBAEQRCyF5OhIvRtwzp37pxWTObA87NatWoF24SEggwNWlmIcprnDeQYGWksTkKcoYwsLXHMc59nnotb2B5k4NChQ63yk7gC4suPY0sijllgJo7h+cd2UcXyrOUZSg2Hgw8+2H6GnxCBbnsQ+460g7x0xDFxFnGGW5g/9NBDrbKT5zskKoXL3POWom8cE9v09w+yj2d8t27d7L4Qz0BautdZmHegKB+vE8/Rx8Q3xA8PPPCAVdOyb07EwaJ5aYljlML0hetX1L/0Q0nEMYQt+8GxuLonHO+QIUNsTEUc484jcQkL9Cymo45HkU2s6rbLnIJYC8Uwi/rEWhynI4mJm/gM22YBwB0zfQjh6ohj+tNtE9KU2h433HCD7WOO050ztss5A1xzxIruc4xlB6w3+H6f4GZx3sGPjyFjGWuca+IrR9RCymMnwflCMe7mYhDh9Kcj+9mu+y6Oj/HI/hLPoVK+8sorrYKZa4ljc99LRh7bJg4kZmdRA+W7+w7ibT5D37FY4cY0++vsPIT8hYhjQRAEoQAEMi6od4EGq9koMdMBQdH48eMLAjcaK+CoHIVwQVBOwA65SWNSwbnOFnGMegJ1iq9o8iuNF0ccMwHp2rWrndi6CRKqd6f4QRGBEgUfN8YYRDDbd36JviIH5QaVvpkou4kQVduZDDnFBuPTqV4IwJnQoTpyYFLItmgE9kwg2a4/KeU1Jk1MdNgnFMkE5O5zTO581TATf/cak6kHH3yw4DUmJxDB7nWIcj7LdlF+oIxxKhyOwaUd8zsTMCZyvn8dpLDbFiQ1++LUOHyOiVDVqlULTTAg/dku72NfBUEQhLIFmSU8n/3MLZ4NeJRmAggoiCmf6ILETIVMzOQ7eZY65SxEGEQpz7t0iGOUtS4zjv4hnkHhyeItsQYZNE7ZmypxTExBjOr6A4IOb2HOA2Qwn3MxxgUXXFCwUFwUcYwlhyMF6Wue87zGMZMhxDlwxYRRqLpFa3//iDOwUuDY2BfOPWPAvY4tgyMUIQTdc5wFbWJ3yFX2EzLWtzsh4yyZX3NxxDGfZ1HfP1+ohNk3/l8UcYya2r1GP0Dsc/yoiinCy4K3e53+hWTmXDEnob/8TDJiGM4H+0acQzznSF5sGFhYJ/5i23gkO3U9jRiVY+Z8+8Qx/Y9Qge+ij8lUc4Sqi4f5DA2Rgvs/7+F7wLBhwwpiJ9fHLBAA9tffHjYWAEGDWxRi3JBF8Pnnn9vzxX4gcHBjmHiY40kkjvku9p9jI/bjGia7jLiYbaAwdt9777332n3hNeYAkORONIKwgO0zNjkmzhmEsbu+VFhPEHEsCIIgWBCkkcrlW1QQ8LIaXlJwWRxQk/iqEBdoFpVWL5QNCIA5BxCkNCwhSJfMFnGMehVFCMoSN/lB0eTI06KIY4JZ1CLOb5mgl8UM/ocSw1fDM47YdyZNEyZMMAMHDiw0yWG7BO4okFwhElQYTpWM+gfVC/vFZMD5LDLx6t69e4F9BNeAryIhHbF9+/Y2TZN9868Z+g11MP0LAe3GPQUAne8hk2WUIe4zbjLkyF4Knrht0m8U0QGkKnLMTEzYD9TABP5MnFDIOCKbPmLi48BrPjnABIXto9xhe/QbkwLUOb4CB/UWk3j3/YIgCELZxWQQST75yb0bMqm4omipAqUmKfr+YiGLjL4FQzaPBXKQ5yAEK89PFwNCDrLw6/YDtWMqgOhzz1fIXjLcfPC8ZSG1NMRx7969C8UX2AngfUvjufzII48UELOcCwi64ohjlKo+yegvngPiF+IP/I/xVOb1RMUxC/q+ly4gFnKv06eQw+Cyyy4r+D/WHJDrbv85Fr7HZYKxoA5pWxrimD50hDiZZI4IJgbhmFmATkYcP/nkkwX/x0Yh0Zub8Ywy270HwtKdE/bBJ6pZSHEg9iMzyr1Gv/nHjFqf+MYdM6pjd8w+cYwgILFYHeIF9zpqZJf1xeKCI6qJo1y2GMSri7HoW0dkA8hcR+BC8joxDkS/I4A5z1wj/vnib+JNXmd8ce0DlNP+og+xIGMk0dKMGNadJ5pP/tIP7vqArGfsJ44X+tp9FvI+0VJNyC+IOBYEQRAsWGn2bSVokGKsWGcKAitIOrddgq7bb79dhfIiBIJ0zne2iGMCUpQTpP65yR2KCZe6VxRxTKDvJh8Exqh7mRAyCWRiQhEf0iNdsMs4YqKFioJJF2pct12CdtQTNBY/sGhw5DCKJ9IdUfiwuMFnqWTt1EaQy65gjU8cu8k1RDsKG7bJBM0dI+Stm4Dgf+yCe8a88yKE1HV+le5z7BdpvACywE10mBSSIsjECgKc7fAZJrXsH9cnfUPKoe8TCRHuJslM9vz9ZyKCOga7DDz76AMULhTNce+D8KcYJn2X6A8tCIIgBAvuv35aPPd9ntGZWFQkAn98X5EISc1zMNuWFWyP57F7RkJ8Pv3007ZRbA5Cz+0DVgv8vyT1M5k4PvGXzLOXZ3NpiGMsD9z/If/4m+wmGr+j9PXrQbhF1UTimNiHbeK7695Lpk+iCIPnOueTZziNOCrR45hYLJHMJ3bxs7tQ/PJZ39IBIhLbAn//Ia9dzMHis1+UrzTEMTEBRKOLU/guisg5641E4pg4zo8Nk40vFvXde4gB3dwD9SvH4V4jO86BmJDz515jHEEyu2Pmd0hff4HBqXZ94hhSNLG+Bepc9zqqYKcs5judzzPnHNEC8adTTHOeUWbzO7Eqn2NRwCnVseJwIgL6xd834jr/fPG3720OQZ+MOCZmTAbOk08cY1PhQD+4baMoTuw7vt8dpzvHZeWDLkQTIo4FQRAEG1ygsHSBr1s1Z9U5GyCgheBL3P78+fPV+xEBExpfXZApcUyaJGSkn/JHgIz6lUAa/7RkxDEqIvd/gm7fmxgwOfQJbhY73CQEHz2UF76fmw9sJJwqFxIbNQfFVSBd+clE1aUNMiFCMQ1IE/Un1ky2faCmcWObABzyG0AE+xMplEVg3Lhx9v2oqpno8V1MGpjEcSyooN1n6C/6lgkcwbz7DtQwBP7su9t/fyLNZM+l0frEMZMXVNhMVp39hQM2GO59EOeZpkMLgiAIpQf3brJQfIsKiB2ncM0WeK5AoPkZYag9ExWumQKC1BFYPPsgoVgUpUF8Ou9bGkQ2/4eYLA7YHfgxRDLimD4sDXHsFpZdxh3P58Tm9ptjwKM5GXEMwcY2If7c9ng+JytmyP+cDYL73d8/nvuJSk+Uzz5xzOIyx+8yvGj0N/tZ1P4T65RkQ1cUcQxY0HeEP+MUotEtvCcSx2Qduv+jEE4GFizce/CrdrYdxRHH7IPv1Y2auahj5if2acSU9LNPHLOokTh+IFnd69iIuAUb4iY/O4u5EwUe3aI+ggGUxLxGvEmNDH8BA5sKt4Dg9wtKds5lUeeLBX9nfeETx4w730s5VeKY2NwR//wsru8Y65y3RFW/kF8QcSwIgpDnIICC+PKDC6fGTKXqcqogCPR9ygg0IfncyrsQP+IYJS/bRQ3hfHhRODDeKGCSjDjGT9efwCZLyXVBOQ1PYqeCQDHiK5nxIPTBxM1NkJkUMtGhoB6TBn6SLuurr7Ci4PpgUuj+h3LeVT93oKK3C+IZ14sWLbL/57PYVbjPMvnxiW8mZBTZc9WzsYrhenAqDxRBjrxGxeyuUd7LBAg1E/vu9t/30GPyiio6kThmYpmYkunABMcnjn27C0EQBKFsQEq688Z193MWHIMoXkdGmK9UZXERC6TEtPdMwHOcZwrPrmTNJ675nf9BzhUHFnTd51jQdc87BwhH3ws4FeKYmMF/XqMoTmzYNND43ZGbyRTHfJcfj2DPkdinLBCQRTV58mTbWGxOtKogTkmFOKaPUde6/6N6dfuZbP/JOErXqgLQZ+yHsxVzdSKSEccIR/wFkGRzC/yf/WPChzcZcexbVdBffi0NYraijpmfxDj0OX3lE8fET4nnpiji2AkcmCe5WJfFfsYi8RVZaNia0C9uHPsF6CCZHYj/3BimnyHPizpfENKIBBI9jokTXTZbScSxb1UBCexeg/Rmoaa4viPOVWHz/IaIY0EQhDwHQY6fDklDDZoNi4pEoM7wFREEUaR5JVNhCLlPHLtFAQhkXwmMB68/wfGJY9JU/YlbMlBc0b0HhYsrZFcSceyTuATbkM6oLBIbSmcmuQTS9ItPHKO84Jrxgd2DK+LHxMlV7gZMCp2qA2UMvnH0LX9jq4FS2F0TpC3OmzevIBWW/XDfhQLMpToy0eC4k+27axABTF4SiWO8lYsiH0QcC4IghAvIId82jPs9xFRQi+xk6mCD5J5hNNLuZ82albXv4JlDwTMsKniu+o3sGd8bF99l/v/ss88Wu00K3rrCyzxjUX5CoALiV9SZfpp/KsQxtRT8Og3ELj6wtII0xL4KIt9ZSBTlcUzBPkcMEjv4RXddlg/xN8QkJLfz/k2HOAa+TzB+x458daBOAvvK/k+cOLFEu7jiiGPXz86WIbH5xDFF23ySnzjHB4Qk5K37LLGRA8SxbyHi7wPxmW9PRl2GRDsQ+pRFBohpssV4PVPiGNKVfndKYWdTwXboczynXR0L4js3DiG5fZ9r7MEcAU28l7hYz3lnQYHzRXMLFT5xDGGfKnEMge/A2Paz2JIp4okh+V76joUGIb8h4lgQBCGPQZEuVuh9CwnUjhBhQQAfMIJ7R6TRmCAlEnFCvIhjgC0JhKYLUv3UVJ849r3wGBvJJjaocP2URje5SySOE60qfHUHxCreiig8XCOIh5Sm8TtWLUwofasKPpeYxlsccUwBIFL93ISSCSH2FeyHI6YbNGhQ0Gf+hJH9d5MgFEwQ3e47IMHZR3//8Rh0+486xamJfOKYSXkqxDHf5dQtgiAIQvCAQOPe7is3icmCtg3i+eIXqOP5xLPUFV3LBnge8T2JDTLVt3TgOc3/nadsUYAU84vBkS2ENQWfJ6sHj2K32JoqcUxxMGd9ACE4YMAA+xyE7MPWAeLbFT/juxwxWxRxTAzhSHFeh9jlf2RJYY3lK5zxvnXHXFri2BGKPMPdQjSL3ywI0L/sD4pRvh+Sk/3nWDIljp0XtyvgVhRxTJaTi3OI/8mSYn84z4xtiva5RQBiQ7Kv/HmDTw5D4rKoQNzF/iE+ceQrx0ZcB7GL7zOF7LCD4HghZiFHOeZMiWPissTaEfzkOBhLbJ9aGP71RCPG9vuc8+LGPtc8NhyQwIw3bGkYV3w3+49q2VlFpEocsyjk4kYX/xEfLl682B4v48iNW+JU4kjGEnErogey2lzfsWAi5DdEHAuCIOQxWMn2gwoCZQKJICvnEgwRCLnvJGghSE4sTCHEizgmgCWo9gt6JCOOKYrjTwQTPfgYJ74/MpMtN+lLJI4pFueDoNhNMCCxmSQ6b0EafYCqgokHQbIL0v3ieKUljrmW3ASF17C6YGLEtQbRC0gLdtefU7HQsORwYILkit8xAWGbTED8/UdNxL7TmBy4fvEnOKeddlpKxDGKZvpHEARBCB7clykQdsABBxTch3lePfzww2VSSBj1q69OxF4Km6mgM8IgS/3Crs7HNRVgC4Uy2C0IE19AQPI8hpCDKHOvUS+gJOKYOIVCZs5aCxKWgmHNmze3sYY7N/QT8bM7L0URx2yPImvOdoTX2C+2x765BXSIOexJ2L90rCoccczCA2IQyESOGyIVUpSML4rSueMiBk9U/aZLHGM7wTnziwYmEsf0E2QvC/2O7GR/sCyjf908hG1AbvskLbElghO3Xc4x+89CBzEawgFIfM45x0x/QDQTCyI+cIQ0WW7umIn1MiGOAYS1b7HCvjvPa0ABYn/hgv1mzPhg3BGrQc66a45xwfjgvLtFDPqL8+rmSakSx2yf7fn3E6xCGA8IhyDuufacZQy+1wgWaCjh3TllPuDU8EL+QsSxIAhCnoIUeTxk/UCPYAHPsCBBcIZ/sk8gooxgdVuIL3EMUIAwSSiOOCY4dZ51EK0tWrSwCh0mMKRjMnZcARaCciZQDgTCvN9tl9RQxhX2EEyo+LyziXDqHwrZoRpCYcHEhuI4qGeYLLkid5kQx46wdgG483OEQHaTS5Q3TrHilGaQ5n5aKxOv0aNHF2yHYyP9k+uViTcTh44dO9p9p/mTtlSJY9Q5/iSI1GK2qwmDIAhCsKBoV6JtGL64QcdkvoKXgnN+RhjPw8QCtdkGcYLvYeuKyKYCiFmymSDVIIZRtUIaYn8BqdypU6eC7UIuJsts4pnuPxNRA0OEcux+Np4j/4ibiQl8RTRZSa7fsGBzz3a3PVL9ITETt0cMg10AWVRue+yLv3/JiuOxmOBeRwHtiGPAAjJKaZTq/rmkQVRDSEJWEi+VBOIu4jP3efo4GYitfNU4rW/fvoXew/Fh70EM6IoUu0ZMxPcw/ij6mwiIUohmn4iFvHf1JrB4IObxF95dY0GeMUEWljtm4l3GiHsPCuhE4hji171OXyYSx/S5L7yBFPevFZTYfs0MYj5XjyOxj8ePH2/PS2K/ONIayxPOqwNj3vUFYxIFcVGgKDT3FX8sQEg7v2JiPGqLOLsNvxFrQ2JDuAfhry7kFkQcC4Ig5CEItlnB98lbVrwJRsoCBE+JaZGs+JfVBEkIhzhGSQPZ6Rf9SSSOUa8wiXIqESZhVHNmAk0AS/Dt0v5QHqOY8MlV7B/8SR4BM5MCJhi8juLDBfN47RGsX3nllVb5QoDuCvNAtrqJXKbEMQSw7+FIY/w7tRKTLiZ//usoQpjI++BY2V/2ke/BQ49q3UyIUUO5PoNUnjt3bqmJYwh2/55AX7Pd0kzkBUEQhNIBQgsiyycWeXY5n/qygr9w6xZYUWZms1ByIiBF8Z6FqKPhXZxqzMKzkwVpMtnIkOHZy09IPZ5zfs0EyFifiHTfR2ZPoqoaFSsezxQTI6bAQgD/XN5PnJxoo8EiMwpVXideSPQWhqSjKJrbHrEWP3k/WVXYMTiwL/7+YUmV6Nu7Zs2agtfJMPI/72xBiLWwqujZs6fdf6wpILghNJkDpALOO8WM3XdRKC0Z6GtiDvc+misS7IN+4fxCfGMpgo3EDTfcYIYMGWL314/nfKC0ZYEd4QAL2nyWvvTnDMwrGEeQ/mwTuxL6mGOmAKR/zIn762doOXDtudfpg0TynnMC4eu/x8+c5Fghyt3reEoXFXvxOc4L/UIGGuMDMpdjpTBdIuHMmOf42S594i9UJIKxRzYBYwGPY/oOwYXrD/aJmJbYmFiP+xB9h60HGRDEzonjT8hPiDgWBEHIMxCUEhD7ReogvbARSDWYzAYIQBML5RHAa1U7HBAYUv3ZnQ/UHaUljv3ic6QFJvNHZILjf49TzPhgMuAUM44kZgLr1Liki+JtCNGZOOFjbCeqTiBD3SSG7yfYJiXPqX/9bUMqQ0gzMXMgQPfJVF/5AZjkuc+zvcQFGCYcfioujevNAYIYJY//Oqmvya4Ftg2B7sh3vpf9d8dBGiITGF9N5Ft7oJYq6hqj3/FcRKHjL+rg1ScIgiAEA8hBX52I8hDSJkjCNhlYzOTZ4yydaKgqIa+CAs9wnlcQbbRUjxlCjIVTMuVY+GW/fdUohBcxhCPAscFyINZ131eUTRoxEa9DZkKoQ9YRPySzDeF73fZ4niez90jcHj/ZXrL3+vuXTBnsfx/7n2wb9CNqVvyF3ffx/tJYj/Betu++qzgbO3+fijuPbJM+orCe8yKmH0o67/Q720WQwGch7xNjGbbBttgm23bHnAx+Hyc7LrZVUh/zueLGUap95/qF9xOHcb7IguNYE5XQfl+48VaSlQ1jj7FATE7fJRt39Ad9yqILfYfPsiwEBR8ijgVBEPIMBCNNmjQpRFKR3k+gVZYg4GFF2/cIg2xUQa5wQACOWgO1A+3RRx8t9edJBXSfRzlRVNCJ+gNi2L0XpU4iUFiwuIDiAiUz5CfKYFL28B9mnCRTQTCZxDsYZQVKGz6L6oRx70AwjpcxFdRR3rNtlEkoilCIkPboB9UUsXH7CumcmLKIWsM/nkRiGaCmca/TUEj5fYdNhHuNbW3cuDFp3zGJYEKMbQVpnSixmTRju8HxzJw5cwf1EYVm3Lbpu6Imjkw+IONRsJD6i/KE/vEL1QiCIAjZA88PfHr9mIyFxMSMnbICalW/6BwLrNglQCRFCRBx/qIoFk133XWXXTjl+YjHrcsEwkYBdbIgCIKQHkQcC4Ig5BFYQYes9YtY4GtFel/QBVCSgVV1lJ/+BOX6668PtDifUDQgHFEj0BLJ0VSAosH/fFHKVghKVBXuvUVNkCGGeQ3SFzIXywcmtUUpSPxxjrICpQ2fJY0vUbXhts1kkm3j+c3iSbJto/jx9zVR3cG2/eNJphCBRHevJ3uP/x1sK9k2Evsach2CGSJ506ZN9piTKU9Kc165D0C+o9RBeUL/lFTdXhAEQSg9eC6woOd7t5Ixg69/mCBDx/c8RYFMyn8YcWJxYFG3Xr16BYXRyGLDqonMIP5HthGkMTYHymYTBEFIHyKOBUEQ8ggUCnPVe12aO35XqRTJCDIt0qlCXKE8vzKxIAiCIAhCHGOyypUrFyrkRcZHSQuHQYPFe7J9fEKbgrFRywijnygMBvlOLQSy1thPfqKSJnMGEr6sLT8EQRDiBhHHgiAIeQLUlBS68ivrUqDLr8YcBlCQ+umG7B8KkaKKZAiCIAiCIOQyyBJp1KhRIYsKimJFxRICyyXfQoPYjKJZJWX8lDVQQZN9g80S2XMUoeMnxc3IOhIEQRAyh4hjQRCEPACqjIEDB9q0PTcJqFq1qg2wowDSIkkt9Iv14SUbtbRIQRAEQRCETIBVUq9evQrZhlWrVs36/0cl7iEjjIJy++yzT8E+7rfffmbSpEkmypAlhSAIQvYh4lgQBCEPMHfu3ELpkExWKCISlkVFKmmRNWrUKFRATBAEQRAEIdcxb948c/DBBxfEO8Q+999/f+gWFYnAE79t27aFVNFkrlE3QBAEQcgfiDgWBEGIOUg3bNq0aaHAHy+4qFWYTqwsTlpku3btbBEwQRAEQRCEXAf2YGeffbYt5ubiHey6omJRkQgsIGrVqlWwr3vssYcZPHhw5EhuQRAEITiIOBYEQYgxSDXs06ePDfRd0F+hQgUzY8aMyKXzsT8TJ040e++9d8G+7rvvvubJJ5+MTOqmIAiCIAhCuhYVffv2LRSTUbB44cKFke1QCGIK9lFM2e0z1mLLli0Le9cEQRCEMoKIY0EQhBgD72DfooLA/9ZbbzU//fSTiSK2bdu2Q1pkvXr1IqeOFgRBEARBKA1YtK9UqVIhi4p+/fpZu64og2LFDRo0KNhv1NKtWrVSRpggCEKeQMSxIAhCTEHa4znnnGMtH1ywz9+bN282Ucabb75ZKC2SQnkU9vvPf/4T9q4JgiAIgiCUGlu3brU2Yb5FxXnnnWdtuqIOMsJefvllWxzPL5Q3ZsyYsHdNEARBKAOIOBYEQYipRcWdd95ZKB2yYsWKZubMmanbPvz2/xmz7Rtjvv/CmB8+T6/x2e3flmrfIYgffPDBQmmRUU/lFARBEARBKMru4d5777UL4S6u+ctf/mLjmlyx4vrxxx9Nly5dCqmOa9eubetoCIIgCPGGiGNBEIQYYs6cOaZatWqFAvxevXqZf/3rX6lvZPs3xozpaszwy40Zdll6jc+OvzmttMiGDRsW2v/mzZubf/zjH6XeliAIgiAIQliYN2+e9QX2LSruvvtu88svvxT/wR+/N2bTSmM+/L/G75+/b8x/f83OjkFaf/PJjt/x3edJ375u3Tpz9NFHFxzHbrvtZvr372/FCoIgCEJ8IeJYEAQhhhYVZ511ViHF7qmnnlp6VcjW94zpXNmYa/6Ydvvt2j8Yc8fZaaVFTps2rVBa5D777GMeeuihUm9LEARBEAQhDLAQfuaZZxayqMCy4tNPPy35w7MfN+aeZv9r9zU15qnexvyUpUX0//xszOM9jBnsfQe/z328SOX02LFjzZ577llIOT137tzs7I8gCIIQSYg4FgRBiBEgXIcOHVrIoqJChQrm1VdfLX065Po3jOm4szEddkq/QSDf2TStY0Ed3bVr10KF8lC6vP/++2ltTxAEQRAEoSxjMhS5vkUFxfFeeeUV+1qx+PlHY+5v/vsCvFuQ7/gHY4a2NOZfP2RnBz9515iuhxT6Dvv7i/cX+ZFvv/3WNGvWrFBG2Lnnnmu+++677OyTIAiCEDmIOBYEQYgRli1bVsiiYpdddjG33npr6SwqHOY+aQwTiJCIY/Duu+8WSoskvbNPnz7m11+zlKYpCIIgCIIQAJYuXWqqVq1aiGQdMGCA9QsuEW9NN6b7EYVjKmKyB9pkhzgmjnrh3uSx20tDi/wYIgTqZRx44IEFx4UCmdoUueLXLAiCIJQOIo4FQRBigi+++MJccMEFhdIh69Wrl17hkv/vv8aMv+V34jcT4jhNqwoHCOJx48YVSoukyN+MGTPS3qYgCIIgCEKQ+Oqrr8xFF11UyDasadOmZuvWrSV/+IM3jbnrfPPbtbsHQxz/+p/fxQG9jys1cQx++uknK0rwM8Jq1qxpNmzYkNl+CYIgCJGEiGNBEIQYAJXHoEGDTLly5QqCePyBX3zxxZLTIZPh//1izN0X7KgevvdSY5a+aMzyl1NrK142Zt0bGR0b6Y/nnHNOdS1Q1wAAIABJREFUoQlKkyZNzNdff53RdgVBEARBEIKIye65555Ci97Yhs2ePbtoVS7///E7Y1a9bsw9F5jfrtsn+WJ8JsQxsd13nxkzc4wxNx9vzDW7pkUcgw8//NCcfPLJhTLcunfvXnLBP0EQBCHnIOJYEAQhBnjrrbdM9erVC5GrPXr0SC0dsqhK3j2O2JE4ZjLxn3//PvlItaFsyQBMsl5//XU76XLHhofz/fffnx4pLgiCIAiCEBAWLVpUyKICUpWYDKVuAX7aZszWjcZsWWfMh28bM3+iMSOvNqZfQ/PbtXsVncWVMnH8mzHbvjTm0w3GfLzWmA2LjZn6gDH3X2rMTccWny2WAnH83//+10yaNKlQTY0DDjhAGWGCIAgxhIhjQRCEHMcPP/xgLrnkkkLpkKeddprZtGlT+hv9aLX5rWP5HScsb71mwgCTrdtuu60QMX744YebtWvXhrI/giAIgiAIiSAbimJxvm3Y6aefbj744IPCb1w505jBF/9u53VnE2NuqW1Mx/1Ltv9KlTj+7/8z5uVhxtx1rjF3nGXMwP+fvTMBt2ps/zCfPxkyJvPQFyoqIRWVKLNPSZMpiUZDhDKTzEqj5jkppXnSPGrQPE9IkxKiVBQ+nv/1e7P69j6d3dnnnH322mvv+76u90I6Z6+99lp7Pe/9Pu/zXG/WuFDkLONMimMv/qxateohO8I2b97MhQEAkEQgjgEAAk6rVq3CtkOqRMXw4cOzl437+cBD6xs3zGu2wT9RKxGums3e+5Qob9CgQXgGDwAAAIAPaIdUu3btwsqG5cmTx+2aUoZuGJN7/q+GseKtaHpKZEYca8dXh/pmdY/K3GtkQhzr/aop89lnn33w/R577LH2+uuvsyMMACCJQBwDAAQYBeyXXHJJWLZHvXr1sl6iwmNg80PLVLx0ndkPm8L/nspW/PLDgbFvr+UkmnQNGDAgbEJ22mmnOUkOAAAA4Cfz5s2zAgUKHIxR/vWvf7kmcr/99tuhf3lSz+iyf7MljutmrclxlOJYqKZxs2bNwjKs2REGAJBcII4BAALKjz/+aJUqVQorUXH11Vfb2rVrs//LW90XPtmod4TZh3XM9u022/W92fT+ZsNamPV72axjA7Muj5r1ec5seCuzFdPM/vzDcoKdO3da9erVw0R56dKlbePGjTnyegAAAAAZ8dNPP1nFihXDYjI1j9uwYUP6PzCpR+aFbmbFseI2/UwOimOxZcsWV6IitKbzQw89ZPv27ePCAQBIAhDHAAABpVOnTmElKk488UQbPHjwodshM4smJK/eEC6O6x9hNugNsyWTzdo+ZNakmFnji82eOP9ACQuNJ841a1zA7NXyZkPfM/tpm+UEc+fOtXPPPffg+86VK5fL6KFRHgAAAMQblWxQw97QHVFqFPfJJ59Ejk0WjD3QqO79KoeOFjXMni58aLZwZmsca4H/nUrpv4Zeu8FZMRHHev/a/XXyyScffP/690GDBmXq9wAAQGKCOAYACCBLliyxggULHgzQtUWwUaNG2S9RIb5ZYvZ00UNLVbx1p2vi8neDU//3Z+lNOLT18qmLzTrVM9u4wmLN77//bm+88UbYtsh8+fLZggULYv5aAAAAABnFZKElKjQaN25su3fvjvxDv+4y+259hPGNWbcnzOpnI+P477/Ndn5ntu3ryK/zfImYiGOh+PO+++4LOwfXXHONbdqUpsQZAAAEDsQxAEDAULkGdbEO3Q55xRVXHNqxO6vMGmx/NzjjkInE3/VPt7/r5o5+q6OykN+80+zbGJTOSMO2bdvs5ptvDmuUd++99x5+kgYAAAAQ45hM8YfKM3gxSZkyZSKXqIgWlQJrkI2M42h4qWzMxLEn0PPnzx+2I6xJkyb2559/xuZ4AQDAFxDHAAABQtsBW7duHVaiInfu3Na3b9/sl6jwGNrCrN5REbKJjzRreI5Z48vMni9l9mTBA/8dKfu43glmfV80i7RVMxvnYfTo0WHbIlWqo0+fPjF9HQAAAIBItG/f3sUfobHIyJEjs18+K4DiWIK4TZs2rimgdz7OOuss1zQQAACCC+IYACBALF++3AoVKhS2FbBOnTr2yy+/xOgV/jbr1uhATeO0Gcd1TzZrda/Z54MOlKBQJvFXC8w+//TAn9c5Lv0JiMpeqGFejNm7d6/VrFkzrGRFsWLFsp/lAwAAAJABixcvtosuuuhgDCJh+sgjj9ivv/6a/XMXQHEstm7danfccUdYKTVlZMfknAAAgC8gjgEAAoLKMNx///1h2yFLlChha9asid2L7Ntt9k7lA5OVOv8MryN3/2Zm274x27/nQO08oYya/b8eqMc38I0D9Y3TTkDqH2PWqcGBvxdjli1bZpdccsnB83H00Ue7Ws9//PFHzF8LAAAAwCtRUa1atbDs2quvvjp2MVlAxbEyrSdPnmx58+YNy8Lu3r17bI4ZAADiDuIYACAgdO3a1ZWl8AJxde8eOHBg7EpUiP2/uRrHNqGL2YSu/4wuZlN6m/207X/COC368x1bzVrd9z/RHFreQlnHasQSY7Qt8sMPPwybuOXJk8dmzpwZ89cCAAAAEL169TokJhs2bFjsYrKAimOxb98+a9iwYdjuOO0IW7VqVWyOGwAA4griGAAgoCUq1L1aXaxjyt9/me3be6Db96+7/xm7DmQiR5LGoT87Z6j9XffY9Gsdr55lOcH27dsP2RZZpUoVlw0EAAAAEEtWrlxpRYoUCYvJnnjiCVdCK2YEWByL1atX28UXXxy2I0zn6Pfff4/JoQMAQPxAHAMAJDi7du2yGjVq2FFHHXUwANeEZcWKFZZwbFp5oHFe2mZ59Y4wmzMsR15S2yKnTZtmZ5xxxsHzo+aBatACAAAAECtUq1cxWWjZsKJFi9r69THeVRVwcazM6549e9oxxxxz8DwpTlMZCwAACBaIYwCABKdfv35hHbsVhH/00UeuTEPCsWu72Yul0xfHk3rl2MtqW+Sjjz4alv1ToEABlxUEAAAAEAs6derkFqdD6/dKkGoRO6YEXBwL7fy65557wnaE3XbbbTFs6AwAAPEAcQwAkMCsXbvWLr/88jAhqo7dykKOOSo1ocnInp8OHb/vj+53/Pit2Qsl0xfH0/tbTrJu3bqwch7K0Na52r8/ymMHAAAAOEycUbhw4bCY7OGHH3bNi2NOEojjv//+22bNmmWnn376wfN13HHHWYcOHWLy+wEAID4gjgEAEpTffvvN7r///rDtkAULFnQyWcF4zPl9n9lHL5h9WMes/SP/Gx3rmE3pE93vWL/E7In86dQ4PsJs8QTLSbQtUtnZodsi1ShvzJgxOfq6AAAAkNyop0SdOnXCYjI1fFNMliMkgTgWWrxv2rRpWBPjSy65xBYsWBCz1wAAgJwFcQwAkKB07949bDvkscce67I0YtaxOz1x/HYls8dPM2uY53/jidPNWlRTMeGMf8fEHmYNjjt0EvLoOWbfLLWcRlk/abdFVqhQwb7//vscf20AAABITvr06RNWNixXrlz2ySef5FxMliTiWGzZssVJ9tAdYTVr1rQ//vgjpq8DAAA5A+IYACAB+frrrw8pUaFmLDlaF+6/f5r1aHxgYhI6gVDZiScLmn057/A//+1as9fKp1+movmtB0pexIE5c+bYmWeeGTa5e++99+Ly2gAAAJBcfPnll3bppZceEpPt3bs35140icSx6j9//PHHrkyFd/5OOukkmzAhZ3eiAQBAbEAcAwAkYMfuevXqhW2HvOyyy2z58uU5/+ILRqc7ifi77rFm791ttnpW+j/35XyzD+6zv+udcOjP1j/ebFiLAzWU48Dvv/9uL730kh199NEHz9+5555rs2fPjsvrAwAAQPKUDXvwwQddlqwXU6ifQo43300icSyU+KDYNlS+lylTxn788ceYvxYAAMQWxDEAQIIxYMAAl4nhBdYSyL169bI///wz5198x9YDE4m0WcdOAJ9k9uoNZkPfN1s+1WzTCrNFE8xGtDZrdqNZg1MOnXzo97xa3uz7TRZPvv32W7v66qsPnkPV1qtWrZrt27cvrscBAAAAwWXw4MGWO3fusJisb9++OVeiIknFsXpzLF682M4///yD51I9Kd56662YvxYAAMQWxDEAQAKxfv16K1KkSFhGRsWKFXOmY3d6/PVfs8m9DmQYpy054cpWHGf2+AVmz15u9nwJs6eLmj2e78DfT2/y8eh5ZnOHR1cfOZZv46+/bMiQIa5MhXcejz/+eBsxYkRcjwMAAACCG5OFLkJr1KpVK2fLhiWpOBaqafzaa6+Fnc98+fLZ3Llzc+T1AAAgNiCOAQASqESFJiShJSry58/vMjTiym+/uEnD33Vzpz+hiGZIOtc/3WxSrwNN93xAtQcfe+yxsAmKJoCbNsU3+xkAAACChTKKH3nkkbCyVxdddJGtXr3aZc/mOEkojoWaFatEReiOsCpVqsQvQQIAADIN4hgAIEFQNmxox+4jjzzSOnXqFJ8SFWn5dZfZsA/MGp6TbtmKDKXxU4XMxnUx25eDjWOiQHWhL7zwwrAtpi+++KKvxwQAAACJTb9+/cJiMpVVaNeuXc6XqEhycSzpPmbMGLcLLHRHmEqCAABAYoI4BgBIADZu3GilSpUKy46tXr26/fxzjCYHWWHfbrP5Y8zer2rW6CKzekccGJq4eGUs9E8N/Xn9Iw6UpmhTy2zFNLP9v5rfSLo3b97cZbR45/WMM86wWbMiNPkDAACAlGbLli12xRVXhMVkVatWtT179sTvIJJUHHs7who1anTIjrDt27fn6OsCAEDWQBwDAPiM6vE+++yzYdshJTfnzZsXn+2Qh+OP/Wa7vjebM8ys59NmLaubvVjW7OnCZk/kN3uykFmTK83eutOs+1Nm0/ub7fnJ7M8/LFFQo7xQKa9M7rvvvttNXAAAAAA81ES3cePGYWXDVKJixYoV8T1JH71k1jDNji8t0n9wb+zE8QvXHtrPQv+tJsg5zFdffeXKsYXuCGvSpEmOvy4AAGQexDEAgM8MGjTITjrppIPBswTyO++845qIJAwSyCpf8fN2sy1rzL5eZLbuC7MvF5h9s8zsh00H/r9P9YwzEvMTJkywE044IWxbpLahAgAAAHiMHDkyLCY76qijrEePHvErUeHxw2azbxabfR0y1i822/al2V8xKmG2edWB35n2NXZstZxG5/ODDz4I2xF29tln28SJE3P8tQEAIHMgjgEAfGTr1q1WvHjxsO16t99+e3w6dmeJv2Vizf76r9l//zww9O9+Z0ZnwP79++2pp54KO8/ahvrNN9/4fWgAAACQIDHZlVdeGRYr3HHHHbZz5874H8zf/8RaaYf+PFb8Fek14hPT6byWK1cubEeYYuDffvstLq8PAADRgTgGAPAJZRS//vrrYdshVaJi9uzZfCY5wNq1aw9plMe2SAAAAFAGbP369V2GsRcnnH/++bZo0SL/y4YlKTqv06ZNc7Gvd85z5cplvXr18vvQAAAgBMQxAIBPqKt0njx5wjJb1LFbDd0g57ZFalLine9TTjnFxo0bx+kGAABIYVTSKnfu3GHZr+3bt49/iYoUTKJ4+eWXw2LhAgUK2ObNm/0+NAAA+AfEMQCAD6hztEpUaGLiBcrly5e3n3+OUcMTSJfdu3fbLbfcEjZB0TZJ/TkAAACkHt99952VLVs2LDa46667/ClRkYJ8/fXXThZ75151j1VeDGkPAJAYII4BAOKMAmGVSAjdDqnMY2W7sB0y55k6deohzQh79+7NuQcAAEhBJClDy4apRMWSJUuIC+LYxLhnz54uHvM+g5NPPtmGDBkSr0MAAIDDgDgGAIgzU6ZMcQFxaGbLe++957brQc6jUiCvvfZa2Pm/6KKLbPXq1Zx+AACAFGLUqFGubFVoiYq3336bbNc4o4Z4lSpVCvscrrvuOnbiAQAkAIhjAIA4b4esUKFCmLRU6YSffvqJzyGObNy40QoXLhy2LbJ27dou6wUAAACSH8VeJUuWDCsbduONN9quXbv8PrSUZO7cuZY3b96Dn4V25nXp0sXvwwIASHkQxwAAcUSZrqHbIU899VT7/PPP2Q4ZZySIO3ToYMccc8zBz+L44493mUcAAACQGruPQsuGnXXWWbZw4UJiMp/QzrsWLVqEJVeobMjatWv9OiQAACDjGAAgfowbNy5sO6SyXF988UW2Q/rE3r17rVq1amETlBIlSrjGhQAAAJC8TJs2LazfgWKyNm3asPPIZ77//nsrWrRoWMmKWrVqOdEPAAD+QMYxAEAcUGfua665JkxSqnYbJSr8ZdmyZXb66acfMnGkSSEAAEBy8vPPP1vZsmXDYrJy5crZDz/84PehpTyKvz7++OOw3XlKuujfv3/KnxsAAL9AHAMA5DD//e9/rVWrVk5KekHwiSee6JrkISj9/2zeeuutsMlj/vz5benSpT4fGQAAAOQEzz77bFhMlidPHsqGJVjJipo1a4bFZsWKFXPZyAAAEH8QxwAAOcyMGTPCslo13nnnHUpUJAjK+i5evHjYtsjKlSu7iQsAAAAkD7NmzXL9JbxnvjJbVVeX5riJxbp16+ySSy4J2xH2/vvv+31YAAApCeIYACAH+eWXX6xMmTJhHbtLlSrFdsgE3BZ5wgknHPyM1DSvT58+fh8aAAAAxIhdu3bZrbfeGraQX6hQISeTV61axUigc7BmzRpr3LhxWPx85plnuv8HAADxBXEMAJCDNG/ePKxjtxqxjBw5khIVCViy4oEHHgibTBYpUsR+/PFHvw8NAAAAYkCzZs3CSlRoKPv43//+t+XLl4+RQOdAZcPOPvvsMHGscdddd7EjDAAgziCOAQByiHnz5rmGHqEB78MPP2xbtmyxjRs3MhLoHGzatMnVnFadw9CSFRL/ksoAAAAQ7LJU5513XlhMxkjcc5BWGIc2ylu4cKHflxMAQEqBOAYAyAF27NhhlSpVOiTgPe200+ycc85xWRSMxDoH+lxCu3h7mUhz5szhHgEAAAh46bCCBQv6LkQZ2TsH6hmyevVqvy8nAICUAnEMAJADTJgwIWK2BCNY56BBgwaUFgEAAAg406dPt6pVq1q5cuXs+uuvZwToHOgzu/32261///5+X0YAACkH4hgAIAeYNm1aWG1jRnDPQZMmTRDHAAAAScDevXvt559/ZgTwHChrHAAA4g/iGAAgB/j999/tlVdeOaQJCyNY56BChQquBjIAAAAAAABAqoE4BgAAAAAAAAAAAIAwEMcAAAAAAAAAAAAAEAbiGAAAAAAAAAAAAADCQBwDAAAAAAAAAAAAQBiIYwAAAAAAAAAAAAAIA3EMAAAAAAAAAAAAAGEgjgEAAAAAAAAAAAAgDMQxAAAAAAAAAAAAAISBOAYAAAAAAAAAAACAMBDHAAAAAAAAAAAAABAG4hgAAAAAAAAAAAAAwkAcAwAAAAAAAAAAAEAYiGMAAAAAAAAAAAAACANxDAAAAAAAAAAAAABhII4BAAAAAAAAAAAAIAzEMQAAAAAAAAAAAACEgTgGAAAAAAAAAAAAgDAQxwAAAAAAAAAAAAAQBuIYAAAAAAAAAAAAAMJAHAMAAAAAAAAAAABAGIhjAAAAAAAAAAAAAAgDcQwAAAAAAAAAAAAAYSCOAQAAAAAAAAAAACAMxDEAAAAAAAAAAAAAhIE4BgAAAAAAAAAAAIAwEMcAAAAAAAAAAAAAEAbiGAAAAAAAAAAAAADCQBwDAAAAAAAAAAAAQBiIYwAAAAAAAAAAAAAIA3EMAAAAAAAAAAAAAGEgjgEAAAAAAAAAAAAgDMQxAAAAAAAAAAAAAISBOAYAAAAAAAAAAACAMBDHAAAAAAAAAAAAABAG4hgAAAAAAAAAAAAAwkAcAwAAAAAAAAAAAEAYiGMAAAAAAAAAAAAACANxDAAAAAAAAAAAAABhII4BAAAAAAAAAAAAIAzEMQAAAAAAAAAAAACEgTgGAAAAAAAAAAAAgDAQxwAAAAAAAAAAAAAQBuIYAAAAAAAAAAAAAMJAHAMAAAAAAAAAAABAGIhjAAAAAAAAAAAAAAgDcQwAAAAAAACQwvz999+HjL/++uuQ8d///veQ8eeffzI4B1wDAbsG0ruX07vn0/tugNQCcQwAAAAAAACQomQkjRHF/ks+BucgnhI5I3kMqQXiGAAAEgIyXQiImRSl1jWQXqZLNJMVJiwAALFj9apVDM4B10AKXgP79+8/OH7//feD448//jgkVksvJoPUAXEMAAC+k9HWSDJd/Jd8DM5BPGUymS4AAPHBb3nF4BxwDfhzDfz6668Hx2+//ebGvn37wmSyJ5FD4zPkceqBOAYAAF8hWGTCwDWQutdAetkuZLoAAOQ8nvzx+znA4BxwDfhzDezatcuNX375xY3du3fbnj17bO/evU4mexI5rUBGHqceiGMAAPANJixMFpgspPY1QKYLAIB/MRhxmP/PQQbnwK9r4IcffnDjxx9/tB07dthPP/1kO3fudDJZEjlUIB9OHkPygzgGAABfYMJCoMxkiWsgNNslbaaLtkxGynRhwgIAQBxGHEEcwTWQ9Wtgy5Yt9u2339rWrVtt27Zttn37dieSJZF//vnngwI5rTxOG4tB8oM4BgA4DHoY6uHobaHWv/OAjA2IY4J9gn2ugbSZLt5ERSJZEjl0qySZLgAAsYM4jGcwcVhqXwNfffWVff3117Z+/XrbsGGDbdq0yclkTyIrPlMGsmIyLep78pis49QDcQwAEAFJ4u+++87Gjh1rLVq0sPfff98+++wz27hxo5MYkD2YsPgfMDI4B35fA6GZLvq+/f77791ERRI5dKukl32cnjwGAADiML+fZwzOQdCugeXLl9uKFSts1apVtmbNGlu3bp2TyJrrSiArLlNMpkX90MxjYrHUA3EMAJAOEhMLFiyw+++/30488UQ79dRTLW/evJY7d24rWbKkffLJJ05kQNaR8JH48TtoYnAOuAb8z3b55ptv3ERl8+bNTiR7mS6arHjZx2nlMeUqAACIw3iGE8dxDWTtGpg3b57Nnz/fFi5caEuWLLFly5Y5iewJZMVknjxW5rG3E8yLxVjETx0QxwAA6aAV2OrVqztZXKdOHZs4caLNnj3bWrVqZUWKFLGrrrrKhg0b5sQFZA2vNhbBHgE/10DqXgPKdFm5cqWtXr3a1q5d6ySytktqsqIsZGUgK/vY2yYpeZzeNkkAACAO8/uZxuAcBOkamDZtmk2fPt1mzpxpc+bMcSJ58eLFbh6sDORQeaySYtoJlrZkBXFYaoA4BgBIg1ZRe/bs6bKMK1as6GSGhwRGy5Yt7dxzz7VGjRq5VVfIGgo0JH78DpoYnAOuAf+uAU1StLtDE5WlS5c6iewJZGUgK/tY8tjLPCbTBQAgNrCAT/xD/JPa14DKMY4bN84mTJhgU6ZMsRkzZjiBrAxkZR9LHmtHmMpWeLGYSlZ4O8C8RXwW8JMfxDEAQBq0mvrxxx+7jOPu3bu7VVUPPSSHDBlil112mVWtWtWtwELWUKCBOPY/aGRwDvy8BrxMF+3o+OKLLw5OVpSBrDIWnjxWEz1vm2Ta5ixMWAAAMg8L+Dz/iQFT+xrQnFY7aEeOHOkksnbYKgvZk8faFfbll1+6WMzLOk5vEZ84LPlBHAMApIMegnoohtYxVoCtjOO2bdvaBRdcYI899phbdYWsn2OJH7+DJgbngGvAv2tADUeV6TJ58mQnkSWQVW9PtfZUZ0+Zx942Sa9kReiERd8hTFgAADIP4pj4h/gnta+Bfv362YABA2zQoEFOII8aNcrFZJ481m4wLeSrZIWaGXuL+F65CsRx6oA4BgCIQnAqC1nZb7169bJSpUq5MXz4cIRFNkAcRxfUrVyxwuZ98YV9MXeurVIt2AQINBmcg1hdA5qojBgxwsaMGWPjx4+3qVOn2qxZs5w8VuaxylZom6Syjr3mLGnr6yGOAQCyFoex84vnOTFd6l4DPXr0sN69e9tHH33kGr8rA3n06NEu81i7wRSLqd6xso61iO+Vq/AaFhOHpQ6IYwCADFBdpxYtWljx4sUtd+7cli9fPmvfvr17WELWkfDRSrXfQVMiD4niKZMn26233moVKlSwmTNm+H5MDM5BLK+B/v3728CBA91kRQJZtfZUZ0/yWNskVfNYi3aasGzfvj3dCQtNSgEAMg/i+PDx15LFi22utuwvWOAW8Yl/cjbeXb5smS2YP9/mz5tny5YuJVkiDvFmp06drGvXrq63jyePlRil3WBayJ87d67rP6FFfK9chXZ/eXWOEcepA+IYACADtEXnueeec+Lu8ssvt/POO88qV67sMuSQx1kHcRxdIK0tY7ruChYs6CRysk5cJMV79ujhBKIma34fDyM+50C7OPr27eu2Sn766aeuzp4yj1W2QjWP005YVF9PE5bQchWIYwCAzIM4jvxsWrxokZNqt95yizVu3Nhmz5pFXJCDsYCk8fBhw+zRhg3toVq1nMQkFsz5GKxdu3b24YcfWufOnQ/KY8ViKlkxadIkt4i/aNEiNxfW7q9t27aFxWGI49QBcQwAkAESEypVoQelmgQ8//zzdsYZZ1i5cuVc91nIGojjKMXx+PF2xRVXWOHChW3a1KlJO3Hp1q2bFStWzB6sWdOmT5vm+/Hk9NCESFk1qZ7F1KVLF7dVsk+fPi77WAsHWpRTzWNvwqJax6HlKtLWOUYcAwBkHsRx5GeTns/PPP20HXHEEVayZEm3dd/v52Uyj6VLlljXLl3syiuvtAsvvNDefustl33s93El+2jVqpXr3dOhQwcXh6tshXaBaQeYEldUrsLb/aU6x2njMMRx6oA4BgDIJMp+e+ihh5w8bt68uROgkHkkfChVcfiALpXEcffu3Z04rpkC4liy+InHH7cSV19t4z77zPfj8XMo00VZXfr8JY+9CYuyjrUwp/p6WrBTkzyVDVLzv1kRAAAgAElEQVRjFi3kqc4x4hgAIOvQayLys0nS8rmmTZ04LlO6tE2eNMn352Wyi+Me3bvbVVddZfnz57d3333XlQjx+7iSfagUo+SxMo+9rGMt4qv/hMpVaPdXaBymBnlpF/ApGZYaII4BANIJpPVA1INRD8W06M/ffPNNy5s3rz322GOu1hNkHkljrVT7HTQl8kglcdyta1dXkkMZxzOmT/f9eHJaHN9222125JFH2pDBg30/Hj9HmzZtnDxW5rHKVmjCMnToUDdhUVfvefPmucYsqnMscazGLIhjAIDsgziO/GxCHMc3FkAc+xODvffee9ayZUsXi3Xs2NEt4vfr18/t/ho7dmxYHOaJYy3gs/Mr9UAcAwCkQXJCYlhiRw/PtNugVWfz5ZdfdhnHTZs2TVcuQ8YgjjMnjosWLZrUmbgSx8VSSBzffvvtdtRRR9mwoUN9Px4/xwcffOC2SYZOWAYPHuzKVahJnteYJbSj986dO12DvH379lGqAgAgiyCOIz+bEMfxjQUQx/7EYO+8847LOm7duvXBchWqc+zFYWqQp34ToQv47PxKTRDHAABp2L59u7366qt22mmnWd26dV09J08eK0NWIkPN8bSVSllykDUQx9GJY5UyUCbu5akgjosVs1q1aiW9OF6xfLndduutdtS//pXy4tibsCjrWJ291ShPjVlGjx7t6hzPmTPHieN169bZpk2b3PdzqDjWdzI1jgEAMg/iOPJzGnEc37gIcexPPPr222+7rGOVq0gvDvPE8bJlyxDHKQ7iGAAgnUBaD8oyZco4Ofz666/bmjVrXLabmmPUqFHDzjrrLHv44Ydtw4YNnL8sgjiOThyPHzfOZeJKHiezUFVTFL1HieOZM2b4fjw5Lo5vu82JY3UR9/t4/Bzvv/++m7C0b9/eLcSpzvGgQYNcR2+J49mzZ9uSJUsQxwAAMQZxHPnZhDiObyyAOPYnBkMcQ7QgjgEA0kG1m1Rrs0SJEnb66afbJZdc4qTWueee60pU3HPPPW4FFrIO4jh6caxSFRqfz5zpu+jLqffZuVMnV44jlcTx0Ucf7RrB+X08fg41wFF9Pa8xi9fRe+TIkTZp0qSD4lhNSck4BgCIHYjjyM8mxHF8YwHEsT8xGOIYogVxDBBA/v77b7c9V13l2aKbc+gcSw6rjnGVKlWsYsWKVrt2bVeLc+PGjTn4yqkB4jj6UhUq4ZDs4ljZpnqfuseSXRwvX7bMbrnlFieORyKOEccAAD6AOI78nEYcxzcuQhz7E48ijiFaEMcAAUSyWF1N1XX+xx9/9PtwUkLU79+/34l6BdkQGxDHmRPHV111lc36/HPfpWeOiePOnV1Jjodr105aQZ5WHB9zzDGIYzKOAQB8AXEc+TmNOI5vXIQ49iceRRxDtCCOAQIqjlevXm0NGjSw4cOHIzMhkCCOM1HjOBUyjiWOixVztcOT9X2GiuNbb7nFcuXKZaNHjfL9ePwciGMAAH9AHEd+NiGO4xsLII79icEQxxAtiGOAgGbArly50mWsVatWzdavX+/3IQFkGsRxdEL1s7FjXX3tK4oVS9oSDq7G8T/i+JFHHrHPkzSz2hvLli51398Sx2NGj/b9ePwciGMAAH9AHEd+NiGO4xsLII79icEQxxAtiGOAgIrjVatW2fXXX29nnXWW60q/b98+S9b3qgxrv2s56zg0IHYgjjMhjosWJeM4CTOOjz32WBs7dqzvx+PnQBwDAPgD4jjyswlxHN9YAHHsTwyGOIZoQRwDBBAJTJWquOGGG1yNzLJly9q8efOSTmzq/fz222+2efNm+/LLL+27776z7du3u3/Gc2zdutUdw6ZNm2zbtm1xf/1IQ+fi559/dk38ggjiOHMZx6pxnKwlHPQ+O3Xs6N5nKpSq8DKOnTgeM8b34/FzII4BAPwBcRz52YQ4jm8sgDj2JwZDHEO0II4hkDJR2bUSZmpYluri+IgjjrDTTjvNmjZtajt27LBkQlnG69atsxdeeMFuvPFGt4W9Tp067p/xHLVq1bLq1au7Ubt2bV+OIb1Rt25da9asmdvWH8SMc8RxdEJVGalFixa1K6+8MiXE8SMpII41Qbr55pupcYw4BgDwDcRx5Oc04jj+cVGP7t1dkkT+/PndovLCBQt8j9eSfSCOIVoQxxA4/vzzT5s/f757oCxdutRSkbTi+F//+pcVKFDABg4cGNjs00jieMWKFXbvvfe698k49BwcffTRdtddd9nixYstaCCOMw7oVq5Y4WrgFilSxAXTs5K09m+YOE6BGseaIGkxjIxjMo4BAPwCcRz5OY04jn9chDiOfzyKOIZoQRxD4FBmZb9+/axw4cI2dOhQS0XSimON448/3glE/XmylKyQOF6+fLndc889SOMI4lyLBroOpk2bZkEDcZw5cayM42QVx3qfHT780GVWp0rG8U033USNY8QxAIBvII4jP6cRx/GPixDH8Y9HEccQLYhjCByI4/TFscaZZ55pzZs3tz179lgyiWMyjiNnW5900knWqFEj+/bbby1oII4zJ46vuOIKmzljhu/SM6fe54ft2ztxXCcFMo6XLF5MxvE/54IaxwAA/oA4jvycRhzHNy5CHPsTjyKOIVoQxxBIcfzRRx85kULGcbg4/r//+z8rXry4TZkyxQWDQUfvAXF8+BId55xzjrVt29ZJ9qCBOI5OqI4eNSrpS1V44ljvMxWa40kcVyhf3o477jhXw9rv4/FzII4BAPwBcRz52YQ4jm8sgDj2JwZDHEO0II4h0OJ42LBhlopEyjjWOOWUU6xhw4a2detWS4aAVnWslXGcK1cuO/HEEy137txxH5I7kvIaJ5xwgi/HkHYo01jHcv755ztxHMSFAsRx5sRxMjfHCxXHj6SQOFaNY2WU+308fg7EMQCAPyCOIz+bEMfxjQUQx/7EYIhjiBbEMQRWHKuJ0ogRIywVOZw4PvLII+2iiy5y5yjojfIU0Krp23333WeXXXaZ1alTx+rXr2/16tWL26hbt65VqlTJ8uXL586rjiXex5B26PWfeOIJu/POO61QoUJkHCfxkFDV99yll16a9OK4fbt2ThynSqkKiWMtiGlhwO/j8XMgjgEA/Iuz1XTc7+dAIg7EcXzPN+LYn+sccQzRgjiGQIrj3r17u1qYiONDxbGGsthuu+02W7ZsmQU9oF2yZIndf//9rvHfhg0bDorzeA0F1HPnzrUqVaq4zGc/jiHtEFoU6NatmxUrVsxat25NqYokHRKqI0eMcAsnyVyqYsXy5dauXTvX9DTVMo7Hjhnj+/H4ORDHAAD+gDiO/GxCHMc3FkAc+xODIY4hWhDHEFhxrIzjkSNHWipyuIxjb+TNm9eaNWtme/futWTIOFbW79dff+3LMXzxxRdWtWpVdxybNm2yRGD//v3WpUsX1zCtTZs2iOMkFsejRo50QlX1y5NVHC9ftsxat2p1YGdBCmQcL1q40H1/I44RxwAAfoE4jvycRhzHNy5CHPsTjyKOIVoQxxBIcdynTx+XaTlmzBhLRdKKY5WnkIBQ7dujjz76YKO8EiVK2NSpUwNZ/za9jOP169fH/RiUcTxnzhwnjnUciSSOO3fu7MoXKFPTy0QOEtQ4jr5UhYRqMotjZRyrVrcEeSqI44ULFli566470ByPjGNr2bKl+x7Td5oWhgcOHOgWhidNmmSzZ892z4G1a9e679/t27fbzp07bc+ePS4e0O6LIDYHBQDwG8Rx5Oc04ji+cRHi2J94FHEM0YI4hsCKY2Vaqht9qotjSeNTTz3Vbr31VnvooYfsmmuucU3kJI/VQE11gb/99lsLcsaxhK1fGcdBEMft27dHHCdzqYqRI13t31IlS9rcOXN8P6acEsdtWrd24lh1xZNVkIdmHJcrV+6AOB471vfj8XNQqgIAwB8Qx5GfTYjj+MYCiGN/YjDEMUQL4hgCB+L4gDhetWqVXX/99S7T+JZbbrH58+fb999/b5MnT3aC87TTTnNSWU3devbs6URjUMWxagv7LY5V41ilKjZu3GiJABnHqTFSTRzrfar54+xZs3w/pniJ488Qx2QcAwD4AOI48nMacRzfuAhx7E88ijiGaEEcQ2BrHCvjOJVLVUgcSzycfvrp9uqrrzrB6W3/V1O8Bg0auP8nsXzTTTfZvHnzAredVwHtwoUL7Z577vG1VIW2St99990JlXGs+6BTp07uPqBURXKL4zGjRzuhqtIzySpUXamKNm3s8qJF3XfXnNmzfT+meJSqOOGEE2z8uHG+H4+fg4xjAAB/QBxHfjYhjuMbCyCO/YnBEMcQLYhjCBwSZsqgTfUax544Pvvss61Dhw6HBIJr1qyxevXqOTGhUhaNGjWyHTt2WJDQ+1i0aJHLOPZTHM+aNSshxXHHjh2dOKZURXKL49GjRlnRokWTvsZxu7Zt3ftskCIZx9oxorJCEydM8P14/ByIYwAAf0AcR342IY7jGwsgjv2JwRDHEC2IYwgciOPwUhXnnHPOIeJYqGGQhOeNN95ouXLlchmL2vLuZSYHKeO4Ro0avpaqUKOuypUr2wMPPJBw4pgax6mRcVy0SJGkFsd6nx+2b+8yjlOhxvHiRYtcjXo1NJ0wfrzvx+PnQBwDAPgD4jjyswlxHN9YAHHsTwyGOIZoQRxD4JAw69GjBxnH/4hjZRx/+OGH6Z6r3bt3W79+/axQoUJ28sknu+Z5iVKjN9qAdsGCBVa9enVfM44ljvX6iSSOf/vtN7dgoMx7Mo6Td6RKxrHeZ/t27dz7VEPPZH2f3liyeLGVL1/e7QgZ99lnvh+PnwNxDADgD4jjyM8mxHF8YwHEsT8xGOIYogVxDIFDwqxbt25OmKkbfapnHB9OHIvt27db8+bNLU+ePPbvf//bSXfVQQ4CkraeOPYr41jnaubMme71E6lUxa+//uqEMeI4uUcqiWNlHKeKOFbGscTx8ccfjzh+l+Z4AAB+gDiO/JxGHMc3LkIc+xOPIo4hWhDHEDgkzLp27Yo4jlIcS74uXbrUqlSpYieddJKr1fvVV19ZEEAcRwZxnFriWKVmSpYsmbRN41It4xhx/L9zgTgGAPAHxHHk5zTiOL5xEeLYn3gUcQzRgjiGwIrjyy+/3EaPHm2pSGYyjsXevXtt0KBBdtFFF9mFF15oXbp0CUStYx3j/PnzfS1VoYzjGTNmuIzjRCpVgThOjSGhqtrkEselSpa0uXPmJHeN48svd009k705Xqg4/mzsWN+Px8+BOAYA8AfEceRnE+I4vrEA4tifGAxxDNGCOIbAIWEm8akt+mPGjLFUJLPiWH9/y5Yt9tRTT9lpp53mROy3335rQRDHX3zxhcuWljj2q1TF9OnTrWLFiojjHDi3auLot7hKdKE6Yvhwu+yyy6xUqVJJK45XLF9u7dq1c+K4Qf36SS+OqXH8v3OBOAYA8AfEceTnNOI4vnER4tifeBRxDNGCOIZAiuPOnTsjjjMhjsX+/ftt6tSpTj5JQqk+9F9//WWJLo7nzp3rxHHlypV9yzieNm2a3XnnnQkljpVF3rZtWyfaaI6X3OJ4+LBhdumll9q1115rX8yd6/sx5ZQ4btOmjStV0aBBg6QtyZE24zh37tw2Yfx434/Hz4E4BgDwB8Rx5GcT4ji+sQDi2J8YDHEM0YI4hkCK4w4dOjhhRnO86MWx+Omnn5yc0bb3pk2b2i+//GKJLo7nzZtnVatW9VUcK+M4UcWxMu/1+SurPGiQcZx5cTzviy98F305MZYvW2atPvjAieNHGzZMenG8aOFCK1eunJ144ok2ceJE34/Hz4E4BgDwB8Rx5GcT4ji+sQDi2J8YDHEM0YI4hkCK406dOjlh9tlnn1kqktlSFR7KMFZjPDWfkrRYvny5BaVUhcaGDRvifgwqpeBlHNesWdM2b95siSaOtZCCOE7OkUri+ANPHD/6aNKLY01Iy5Yt6xqWTkIcW8uWLV2pEu0m6t27tw0cONDV9p40aZLNnj3blixZYmvXrnULd9u3b7edO3fanj17bN++fe47OtF3zwAAJCKI48M/p59r2tSOOOIIK1O6tE2eNMn32CGZB+LYn/OOOIZoQRxDIMVxx44d7YorrrBx48ZZKpJVcSw02e7fv7+VKVPGBgwYYEHIOK5WrZrLOt64caNvpSpU47hWrVquVnSiiGNlj+s+0P0QRMg4zpw4Ll26NOI4ycTxKSefbFMmT/b9ePwcZBwDAPgD4vjwz2nEcfxiAcSxPzEY4hiiBXEMgRXHV155pY0fP95SkeyIY2VmrVy50knQV155xQWNiSyO58+f75r5SRz7kXHslaqoVKlSwoljZRzrPlCWXhBBHGcc0CGOk1wcn3IK4vhdMo4BAPwAcYw49jseQhz7e94RxxAtiGMIbKmKq666yiZMmGCpSHbEsdixY4f7mfr167stv4ksjhcsWODE8d13323ffPONL3JzxowZdtddd9mDDz6YMOJY94Ga4uk+0P0QRBDHmRPHqVKq4rEUKlWBOCbjGADALxDHh39Ok3Ecv7iIjGN/4lHEMUQL4hgCh4RZly5dnDCjVEXWxLFqQkqGNmzY0AnoIIhjNcfzUxwr4ziRahx74lgZx5SqSG5xPGzoULu0UKGUEcepVOMYcYw4BgDwC8Tx4Z/TiOP4xUWIY3/iUcQxRAviGAKHhFnXrl1dbVea42VNHCtj+csvv7SmTZva8OHDLdHFcY0aNXwVxzNnznQZxw888EDCiWPdB2qOF0TIOM6EOE6FjOOWLa1IkSKI4xQblKoAAPAHxHHkZxPiOL6xAOLYnxgMcQzRgjiGwIE4zn6pCvHtt9/aW2+95bL8giCOE6FURSJmHCOOk3ukUsZxyxQVx1OnTPH9ePwciGMAAH9AHB/+OU3GcfxiAcSxPzEY4hiiBXEMgS1VQcZx9sTxDz/84M6jZE0QxHGVKlV8a47nZRyrxjHiOLbnVmVT/BZXiTxWLF9ugwcPtgIFCiS1OF62dKm1bNEiZcTx/HnzrHTp0pSqQBwDAPgG4jjycxpxHN+4CHHsTzyKOIZoQRxDYDOOVduVGsdZF8e7du1y5y/RS1XMnz/f1TiuWrWqbdy40deM41q1aiVcczzdBzTHS96RiuI4FZrjIY7/dy7IOAYA8AfEceTnNOI4vnER4tifeBRxDNGCOIbAZhwXL17cxo8fb6lILEpV6DyuXLnSvv76a0tkcTx37lwnjatVq+aLOFZG7LRp06xixYr20EMPuRIficDevXutbdu2Thx37tzZgggZxxkHdKlSqmLp0qX27jvv2GWXXYY4TrGBOAYA8AfEceRnE+I4znHgkiXWo3t3u+qqqyx//vwuNli4YIHvMUqyD8QxRAviGAKHhGfHjh2dOJ4wYYKlIrEQx/v27bOtW7fanj17LJHF4pw5c1x9Y2Udb9q0yRdxPGXKFLvzzjvt4YcfThhxrM+tTZs2iOMUEMfDhw1L+uZ4yjh+7733rHDhwikhjufOmWOlSpWiVAXiGADANxDHkZ/TiOP4xkWIY3/iUcQxRAviGAKHt0Vf4njixImWisRCHCubV/JRQWOii2PVN1ad40QQx5LtiYA+u1atWjlxrAz8IELGcSYyjpNcHKs53gctW1rRokURxyk2yDgGAPAHxHHkZxPiOL6xAOLYnxgMcQzRgjiGQIrjdu3a2dVXX22TJ0+2VCQW4tj7PYkM4jhjcawtXar5HUQQx9HVOB46ZEjSl6rwxDHN8VJvII4BAPwBcRz52YQ4jm8sgDj2JwZDHEO0II4hcCCOYyeOE5204njz5s2+Zhw/8sgjCZdxjDhO7nFQHF96qZUtU8Y1VfP7mHKqVEWL9993pSoeTYFSFZqQli1bllIViGMAAN9AHB/+Of1c06Z2xBFHWJnSpW3ypEm+xw7JPBDH/px3xDFEC+IYAgfiGHEcT4Igjrt162ZBhIzj6MTxkMGDrVChQlbuuuuSXhwr4/ixxx5zNYD9PqacHPocS5cujThGHAMA+AbiOPJzGnEc37gIcexPPIo4hmhBHENgxXGJEiUoVZECGcezZ892zfGocRwOGcepI44HDx5sBQsWtOuSXBy//957VrRIEWvUqJF9MXeu78eUk0MlR1R65JRTTrEpkyf7fjx+DkpVAAD4A+I48rMJcRzfWABx7E8MhjiGaEEcQ+DYu3cvNY5TqFRFIohj1dJO1OZ4ZBynjjguV66cm8j4fUw5JY7fe/ddl3Hc6Iknkj7j2BPHefLksenTpvl+PH4OxDEAgD+kqjhetXKlaz6sGMsb+m8N7+8sXLCAUhUxPueh59s75/pzLw7s0b27m9fkz5/fxQb6DPy+VpJ9II4hWhDHEDgQx6lVqiJRxPF//vOfhBLHu3fvtg8++IAax0k+UqlUxbv/iOMnUyDjWO/vmlKl7PTTT0ccv/uutWzZ0i0Id+7c2Xr37m0DBw60kSNH2qRJk9wzYMmSJbZ27Vr3DNi+fbvt3LnTLZ7t27fPfUf/9ddffn8lAwAEjlQQxxKTixctstmzZtnECRNs4CefWOdOndwup+avv26vvPKKvfrKK/bmm29a+3bt7JMBA9xOoBkzZthzzz1HjeMsxq5KdJgxfbqNGjnS+vbpY+3atnWS8rXXXnPn/PVmzaxlixbWo0cPGz1qlE2bNs26dO5sxYsXRxzH8f5AHEO0II4hcGiy2KZNG7v66qspVZEC4njWrFlWuXJlX8Wx5AXiOPakeo1jZVpoItOrZ083aalXt67VrFnT6tWrZy+9+KL169fPZaYOGzrULrvsMrdQlKwZx0sljt95B3GcggNxDADgD8ksjiUvFUMNHzbMJVqo8a52D6rUoWKqiy66yC688EI7/7zz7Pzzz7d8+fK53V2aX1atWtVefOEFe+D++xHHmRD0SxYvtmlTp1rfvn2t2WuvWa0HH7QKFSrYFVdc4c7tv//9b7vgggvc+dY/L77oIrv88svt5ptusoYNGrihv0fGcfzuE8QxRAviGAIH4ji1Mo4///xzq1Spkm/ieP/+/TZhwgS7/fbbEyrj+JdffnFZeldeeaV17drVgkiqimMJ43GffeaC6htvvNHOO+88V+v2uOOOs2OOOcaOPfZYO/nkk+2i/PmtevXqTiIXKFDAKpQvH9hte3rPixYutM9nznSdyTVUokGTOk3uli9b5prjFS1aNCVqHKsUR8mSJck4jkIc6xkwR6VLVq8OVMaxjm/Hjh1+HwYAQEqJY8UUWpRXZvHzzz3nynxdfPHFdsYZZ9gJJ5xg//d//2dH/etf9q+QkStXLheHaRfQmWeeaeeee66TnJpjHXnkkVamdGkXt/j93hI5o3vSxInWqVMn10hc8v3CCy6wU0891cW0Oueh51v/rc/itNNOc5+LzrMTyued5/4ccZx44njRokUuuUWf3V133WXr1693u8A1T9Z8LhHjMIgtiOMkRpMpTVySDb0nrRyTcZw6Gcd6QPkpjidOnJhw4njXrl32/vvvu1V8xHFwhoJrfW5lypRxcvioo45y2SzpDU1WNJk5I29eO+mkk5xkDpo4lixW4Nm6dWtr0KCByypR/ToteOgc6L5++6233DZFBa66np968smkF8d6f6UoVZGhOB4zZox7vr3++uv28ccf25dffhkIcazSGnpuKU7RcQMAJCLJJI4lMLUr69NBg+ypp56ya665xs2RFEdJViqmShtf5T39dLvkkkvshhtusPvvu88ee/RRe+KJJ+y+e+91WckSzPr7sRLHagCnxAGVxGjbtq3bUaYsXa/Ob9CGFv1VjkKlPyQVtfgvGXz00Ue7cxx6zhXvnnjiiS5ZQnFgxTvvtEceftgef/xx988brr/eiXv9TKzE8bJly9wCdJcuXVypDF0bukaCer79FMeKzbw5iz6jl19+GXGcYiCOk5TvvvvOBgwY4L4oV65cackE4ji1Mo6VaeZ3jeMpU6YkXHM8ZRy3aNGCjOOADAWpE8aPtzp16rgMjEiyONJQJvJNN94YmFIVmggpQK9fv76bSEh8pyfJNZnTRKLE1Ve7SYO2jj799NMuE9nv95Cd7GrVUWzdqpWbvKr0iCajyjDv99FHbqKlyZCa4+XNm9dNuvw+5kQVx4phtI1V50nbi1VvPgjiWMLCu8aVvbZx40a/DwkAIGnFsbKMp06Z4kpeXVe2rBOQiptCxaUnvJTRqhIV5cuXdz0V9NzR4rV+XruiNPQMf6N5cxe7xEIcKwbU71c27mWXXnqwXIPKMtxdubLL1g2SzNSxKjFg6JAhLs4pVqyYS4ZQNmra863PQZ+HnuU1qle35s2buwXV8ePGuZ1nOt+Sk2qMp7IW+vvZFceaI+v3NmnSxC3gqgyJzrcWCVR6UOVLFIv5fR6DJI71d0I/Wy0UkHGcWiCOkxRltOmhpO0ftWvXdo20kgV9SWmVlozj1BDHidAcLxHFsaSJHvJate/WrZsFkVQpVaEAW5MSZa0ff/zxmZbGB8XxTTcFQhxL+kqali1b1knhaN6ft3Xx1FNOsWefeSaQ4liyXFk31apVc5lKWiDQ56b3pqwlTVbPOeccl2XTtUsX1xxPUlGTG7+PPVHFsSZ9On/edaJtsFoYT3RxrNjLO2ZNpufNm+f3IQEAJKU4ljQeM3q0PdqwoRPCyiRObwdX7ty5nZBU3xQJZjVtm/X55+lm/Op3qv+EFi1jIY5nzpxpd9xxh3seeMejxXT98/jjjnNlyYJSCkPnSo2adX6qVKni4hhlGKc93/ozb9FXtYu7de3qhLziO0nb0HOuBffPxo51v09l27IrjlUOTIkairm88+xlnat0huZ0I0eMcK/r9/kMijiWWwr9jGvVqoU4TjEQx0nKpZdeGpbtom7kySSONcFEHKeOOPa7OZ6y3GiOF3tSQRwrMB47ZozdWKHCIYF1ZsWxyjwkcqkKvVdNfJ555hlXGzBU+EU7NKnSzwepVChvnbQAACAASURBVIXe94gRI9x31Ol58mT4vjVxUfaNJrGqo4g4jiyOtWU49HyqTFUQxLGey94xawFh/vz5fh8S+IiuT0/Qec89lcH69ddf3b/rzzT0//V3tasMIB4EXRxL8Eo4qomdSiSkl2GsBXuJSGX26lmjOEWL8IeThopBmjZpcjBuy444XrZ0qb355ptOiHrHFCqPJboVDyjDOdGzYL1yIMoOvvnmm11yQNpzriSAPHnyuJ1kDRs2tD69e7s453AlOVTGrXu3blaqZEn3zM+OONY57PDhh+53hJYo8c634mmd7+eaNg1EMkZOD8QxRAviOEk566yzDn6Ba4K6cOFCSxY0WSTjOLVqHEsc33vvvbZ58+a4H4MmdaqPpUwBbTFLlIxj7SKgOV7iD00+NFlJu30v2cSxJgOq26d7RNmWaScSmRHHzz77bGAyjjVB+aBlS1ebOSufscTxzBkzfH8fQRHHyohBHEMQkABWDKOyUorBe/XqZa+++qr7jqxatapVrFjR7UJRht1DDz3kFswU23722WdukVyxh6QeEhlykiCLY8UdKvVUt06dgyUl0u5kksC84/bb3XNG4jeaGEoSU2WSihQufPB3ZUccK5657rrrIi4kK3bQP2+55RZXzsLv85pRjWY1HbzzP/85ZAedl82r8hvaodmjRw8njPUzGcVRyv5+8MEH3eel35UdcayfqfnAA+nueAs939eXK2ejRo1K+axjxDFEC+I4SQnNdklGcdymTRuXcawSAqlIKtU4/vzzz12Tofvuu8+2bNkS92PQ5E3N8SSO69at66RFIqDJqGSLSlV0797dgkiyZxwry+T555930jc70lhDwXilihXdhMbv95XemDZ1qjWoX//gNsysjiCJY3VtVw1nTXSyKsrVJIaMY8QxJJcwViaxGiS+8cYbLitP2+dPOeUUV8JGckQlWCRWVPNT2Ybe94e+57Xwpnqhqo2uXiUbNmxwz0oEMuQEQRbHEpLq9aFM4/RipkKFCrlyBSpjEW1mqWKsvn36WPkbbgjbJSbxq3q8WTnOObNnu2d9pDhAmch6rcKFC7uyZn6f14zqNKtnQ1opq0xexUI6T81ff92mTJ7sMowz+p2SxlosU61p1SH2ForV76JlixaujnJmj1OloVS/OlLsrWtD51uCW9+xylr3+9z6ORDHEC2I4yQl2cVx69atrWTJkjZ9+nRLRVJJHKsuWKVKlXwTx9pOOmHCBJcZpIlcIoljBczFixd3q/pBJNnF8Yjhw61AgQLZlsYaqo+revUZZW74MVTr7p2333ZNR7L7PrWtX9sHFfj7/b4yksbqAn5i7tzZer+IYzKOIXniMj3PFi1a5JpFSXx4EkRSRbXPly9f7iSdJ+sU0yiLXqV90mseKqFUunRpV9vbE8gAsSTI4lgL1uoVkHbhVtnHarKm3UCqYRxtHVtJSpVgUCNiyUXv9ylDVTVxs1rWQPV2C0aIBb0sXd3/KtMwbtw4389rpKH4U+cntBymd360OPbAAw+4shSKCaNp9CdpLKkvaXzxxRcf3LWl700tqnXp3DlLpTv0+soyD/0MQ8+3Fuv0WldeeaUNHjzYVqR4nWPEMUQL4jhJSXZxrDqHqSCONRFR9kramnf699WrV6dMxrHE8f3332/ffvutL+J4/PjxCSmO1agAcZyYQxkMjz32WEyksYYyat5/772E21InEdKvXz+XZZLVrNvQoTJLr732WsKW5HDvedkyV0Ihva2xmR3UOEYcQ/BRTPbjjz+62FRbrNPe59ohp8X+SKiPwo033piuPNZQ5ly5cuXsk08+cXW9AVJdHCsWUrM1r26wJwXVZ0CN5j4ZMCDqbFVJTi0Gt23TxjX1TSsclUmrnVDRyNBIWcwqR5Peve2a5/5z3ys7OpH7OyhzWrslQjN59e+XFipkjRs3dhI4muQGnUd9NoM//dTNq7RwFlrqS4kS6iszdMiQLJ1zHYN2+8l/RDrfulbuu/det/iQ1c81WQbiGKIFcZykJLs41hb9UqVKJZ041uRDonL79u22cuVKV99X2a5agVZXU219VI1dTRzWrFljN9xwQ6DFsbelU+93/fr17j2pkaMya3744Qf3WXs1jnNSHHvH8fPPP7vX1QRw165d7rMIrXGcSOJYx+eJ4549e1oQSeaMYwXYRYsWjYk0VpCrLc6qAef3+0o7lM3TqFGjbJeo8Ia2DrZp3TohM6s1NMFQRs2FF1wQE1GuLBs1APX7ffk5qHEMQY/bFMM8/vjj6Wa4SYi88MILGZaamDt3rpNWh2uuqR0KHTp0yJY8VrwjUeg14oPUJqjiWKXAnn3mmUMEb+2HHnLN8vT/o/k9ijVUHkKisUiRIi4bNW38pfmmMlOzEzcMGTz4sOUq/p0vn/X76KOESw4IfQ8TJ0xwUj5UGhe+7DJ7+eWXnYCNpuSD/o7Kc2kXheq7aw4bumCm7z+di5dfesnJ/Ow0pdZujUjlKs4//3zr2KFDwsaa8RyIY4gWxHGSEmRxrOD6t99+s59++sm2bdvmRKnXDEeSycs4TiZxrOBdInDx4sUuo0QZd/fcc4/baqXMaslBTSj0kNUEZNCgQa4mlDJQgiiO9TnqM50zZ4599NFHrg6gsjNr1arl6v49+eSTTooOHz7cPv300xzJONZ1pmtJmduS85KvEhivvPKKNWvWzG0f1WehLfNq0qRGNqpnqgliPFAgv2PHDvvyyy/d1lcdh66Pr7/+2jXG85rjKZMJcZx4QxORWGSkaqiWXKMnnnDXgd/vK3RogjNo4EBXCzAWElVD32lqvJKoGSBaEND3UXqCKCtD22y1rdLv9+XnQBxDkFHsph0IkZpj5s2b1/r37x/V71LMo5I/h/s+lXxSTKIYIbN4SQdjx451Q1nQirchdQmqOJbwe6hWrbAsVc2bJDejka/6OxKTKocgGaq5VHr3sHYFSWJGK6IPd7wqnaEkgLRlMLRLQf8vmprAfg1PxqqBnyfUlSnctGlT1+A3o3PuZRmrhNuLL7xg115zjUs4SLtQpj+rcvfdLts4OxJdn5cy0rUbTrG4952q477gggvcPE/Z3Ykaa8ZzII4hWhDHSUoQxbHkqTI9VWto9OjRrrv6m2++aa+//rqbWKqOq0SxRJrE8TXXXGMzZsyI+PuULSrJJtny1VdfJWxwLIm6bt069/4UvKiZQ+4IdTP14FMXW62KSyKrfmqQxLE+Y2X1qvzEO++842qGKcNQ16hX40tD71Fb1q+99lqrUaOGWyRQQxktIsQCXQvK6JZw1fYx/X4FEgpYdBx6fWUu6Nh0nhs2bOjEvf6Z0+JYE7tvvvnGxowZ4657ZTmrOaBKZdx9991OsHft2tVlYku4a2FB3dqDSDJnHPfu1SsmMtWrw6aFIr/fU3oTIS1eqKFJLCSq7js12NMkxO/3lt7QJEZbWb2u37EY6gaflRp+yTQQxxBUJNwUf6XNUgwditO0aykaFLcqvs3oO0YLxtqBlhn0rG35j7jSc0XNoRRv6v7T/4PUJMjiWMkmngxUnDR82LCoBKYWa7XorYzlq4sXd+Uu0sv019ykziOPuGzaWByzxPCA/v3d75SAVXkaJcV07NgxYRsfpyeOFduq2WeN6tWdqD+cfNX/02c1edIka9e2rfsZxYzKBE4bI0v+ayet5v+xKFem1x02dKg99eST9p877nDn+54aNVxiENL4f+cJcQzRgjhOUoIkjpX5KZmojMp27dq5QECSTtJO8lAdprXiq2BXNY+UESqBJ6moxmnp/T6VG+jbt6/VrVvXlTnQPyUJ/WiuFgkdp7JGVYJC2Sp6v5G21KQdCnAkOPX3gyKOFZhu2rTJevfu7T4TZc2EdixObygYlERXxo6ui+xmHHt1CJXVo9+n5jWHm/Bp6ByrYdc555xjjz76aI6JY69RztChQ93Wf00MNXkM7bjuNdHQKr+yHhXAKVju06ePBZFkFsfKlshuVqruc5eJ8sEHCZkVMe+LL9z2zvQ6mmdlaEFMiyKJ+F69Sd+9997rBHcs3q++Wzp36uT7+/J7II4hqCiRQUkMh7vP1TRK2b3RokSHW2+99bALj4qNlFgRbdaxYh8lZHjxjn63l12pOEwxUUalNCA5Cao41oKrGul6u7JUezdSqQTFFBKzU6dMcRnGShhR8zVloqaXZaw/04LPC88/bzOmT49p+Qgdt8S1di9pKI4KQrkEnUMtgCmrW+dHc3ItpEc6N3qfkrOS+a83a+bK/UkYK35KK+n135rrK1FH8xlJ41jFgbom9PvUoNA734rlEjXO9GMgjiFaEMdJSlDEscSRsm212qpsSkmS0EYH6T3MJfBUF7JEiRKHiGMFvto2KJEqueYVwdfP6YHVvHlz11QsUbKrVXLitttuy9aW9iCIY2XRLFu2zE10ihUrFrUg94bksURvdjKOda1pQta2bVuXYZyRME479Bkp2zcnxLGyjJU9pOx6ieBoxJSua51HZQxpkSSIJLM41hZIfTbZkcYSDirZkqjbFxWIP/300zGpb6xJQ5Nnn3WBvd/v63D1nPXdEWlLemaHOrfrd/r9vvweiGMIIorjVDIio+e1MvO6d+8e9e+VxFMdY8mww/1eLRwrjow2xpCUSS+m1rOmatWqLpEBUo+gimMJQd1Xx+bK5e4x7cALlYH6/4qdJC+VkCE5Vq1aNStSuLCLWSI1olSsX/raa13spTgOwXjgfOo8KD5TaQp9511xxRXWvVu3g+dH/1R5CElaCfpePXvaM888YzfddJPlu/DCdIWxhuZiKs+jBK9PBw1K+MzrZByIY4gWxHGSEgRxLJm4YMEC92BR5mdmZKIe+FddddUh4lgBkARcqLDRg0rZFcqq0Ouorq6fSG6rfrNq3pUpUybDrNuMhj5rTTISFU1YlE2uxjFqRpCV9yhxrAyBrIpjXReq6/fSSy+5xYmslBBQoJkT4tjLOlfQpEWRzB6XMtVVJzqIJLM4VrbFM08/fdhGR4f7frv4oovsvXffTVhprKF6dW80b+52hmTnO0wTNd3fkyZO9P09HW6o4Y7ut6x8pulNlvS9zaQUcQzBRDGsGjxF833+1FNPueddtKSNY9MbEjfKeI4G7eq79NJL0xXHkm5q5JpTzYchsQmqONZQNrB2n+p5qoUUyUo1EVaWqzJXFUOpN4l2BWghXqUQdD+mNwfQDjElGNV68EHr//HHMc16TZYhMaxzLPmuuacaEX7cr5+NHDHC9aNRNvcrL7/syi4qo/vMM890Yj+9mEnfPfIT119/vb35xhuu5EV260gzsnYOEMcQLYjjJCXRxbECaNW5rV27tss0y4pYkTjW7whFEkpb7tILCvSQUsmBzGR+5ASqrzt+/HhXaym70lhDn3X79u0tEVEwqlrCKsWhchNZfY8Sx7pWsiKOJepVAkIPxqyK65wSx7oWtPVLWRC6NrNyXIjjxA0WlZ2hzzbaz1LfWypPopp3AwYMSNju2t7Q8fXt08dl4Wb1vtLzSYsmiS6NNXSMKqcRKVMpM88vlVsKwvbUeAwyjiGIKL6RnIpmIUlNPzNTKk3Ng7W1+3C/U4kHmzdvjur3qRFw+fLl042LNSTdlNAAqUeQxbEW6LUAq6Sgk0866eBuVDUU18KLYn4tjHiZ9Wmvf/2Z5heSytr12qZ1a5ctG6nkRaoPiXT1oFCJEJ1bzeu0IKXSetpNqvOvRIJIgl7/rSSxvKef7uJGLah9MmCAKx+R6PFuMg/EMUQL4jhJSWRxrABFx6M6SVnd4qwHkgKD2bNnH5IBoi1JaSf23sPKb3GsrY0bN250K+CxqpOpFV3VQE00JGy3bdvmmrEoKMvOe9R10qBBgyxJ2507d7pSDsqoyU6zMgWfqj2s+tmxQIsc8+fPd5mWGW1JPdxQcNyvXz8LIsmcceyNKZMnW/Vq1VwgHekz1ORFdYJvvvlmVzNO2yP9Pu5oh0otPPvss5leGNK9qIaU+tnp06b5/j6iGcpAUu3RzJa5STuU0aSJkt/vJ1EG4hiCinaw6Xsso3te3+9DhgxxMWC0cYsW1CLFLHpmKI789ddfo47HlB0d+hzS79Z3mf4skXetQc4SZHHsPZclfJV5rN1LKnfoiWJd46H3kP5Mc0HF3BKcaoz3yMMPW8cOHVzzNmrfZny+JdW1iP78c8+5hXSdS2Vrh57z0O8Y/bk+E30HSizffttt9tKLL9rATz5xsa7kP5nd/t5DiGOIFsRxkpKo4ljBqzIklLmZHVmmB1HJkiXtiy++yLBUhRcs6MGmOkppZXO8yzaoSYqaLmRHPIQOBT/qEJtoKJt2woQJbhtSdrd2S0q98MILrn51ZsWkJnZ33XVXtrO7lRmvUhfa8hmL++Cbb76xl19+Odvb/BW4DRw40IJIKohjjblz57otfA888IBb8CpYoID7jlKGhkRk0yZNrE/v3i6TI2hZF65hysSJ1qB+/ajksRb1dC+puWOPHj1i0jk7XkOfjQLsrDYD1OTpvvvuc7Wh/X4viTQQxxBUFJNoR1VGuxAUA1WsWDHqXVPqxaFdCZFiJzUX/uyzzzLV0E7HqpJhSjaQYFMMru9iHX8s4hoIJkEXxxoSvqNHjbJmr71mVatUsdKlS7tkEcVZkpWac6m8guSyYg8lgbRr29aVtdDit0okIC8zFwspjlHSivpcqHF9yRIlrHDhwi6+1Vxb5149WyqUL+9i31dfecXFuSpJoeaAEtCc88QYiGOIFsRxkpKo4ljiVNmf5557brZkmSRghQoVbOnSpWG/X0G0MjVatGjhttGEdo1WVshzzz3n/r8f6NiUMfvqq686iR0LaazVXDUBTMTmaNpqqWaEuv6y+x61DU3ZMpKMmeH777932djZvd40dJ7btWvnruHssnfvXid7VaMwO1nQGgqEVfokiKSKOPYCbU1uFGxPmzbNpk+f7iYsEqfJkHGh96MO5JqcSUiEXtdeHU1N3lT7rnOnTq6MRxDfs45bu2Uys2PEfU/ny2evvfaaLZg/3/f3kGgDcQxBRr06JEwyWiDXzql33nnHPf8zQk3v9D0TaQHqxRdfzPRCutDPjBo1yi2CazFepd2y8nsgeUgGcayheEJ9F5TFqnITksLDhg51tXeHDB7s6vBqkVslDrXjR6Wi9DNBjEMSZSh2lQRW0oOE8IgRI9zOisGffurO/dgxY2za1KkubkqWWDcZB+IYogVxnKQkojjWFr2vvvrK1ZHKriyTeK1Vq5Zt2rQp3ddRk4+2bdu6WqFaCVWWV+vWrd3r+ynJlCGt44mFNPaEuOrcqflcIiFJvmLFCqtcuXK2M30laFTrL20962iOYdmyZVajRo1MNV5Mb+jnlTktQZuZDJ9IrF+/3mX+aAKYneOSkFMN3VWrVlkQSSVxnApDWTva7tmje3d76623XJOUZs2aWasPPrCP+vZ19byToa6v5H+dOnXcs/VwzzLd38q4UUb5+HHjmDBFOJ+IYwg6gwcPdgtjGcUaKtulusgZlZhYvXq16+ORdgFK9Vj1zFfJs+ygODnashkQLLTbT4kbqlkdzWecLOI4dHhCWEOL9hpIYs6539dlog7EMUQL4jhJSURxLEmklcho6sFlNJS9ptq5kYJvyT0FT+o4vXjxYlu3bl3UteByCm097Nq1q+vaGytxrJrNjRs3TrhthgpEJXrVMCE7708ZPNpmps96x44dmToGBcKTJ092x5DdhYpzzjnHZedkprlNJHRtzpgxwzXLye7nrzIXEnS7d++2REDvLTNiHXHsf8DIyNo5UMaSKz9y//122aWXumeu7kc93ySLtUDaskULJ4yDVn4k3gNxDEFHgm7ixIl20003HbLjIu3Inz+/9e/f32X6pif2FLuq4bHKSYQuXus7Rr0evv76a1/eIyQ+ins1z6pSpYrrH5Beck0qiGMG54BrIPprAHEM0YI4TlISURxri/+bb76Z7aZwqiWn2qDaGh0kJD5V0za7jZW8oUxe1XnWZCXRMkcUhE6dOtUuv/zybL1H1RJ95JFHXN3qzGb6KpN15MiRVrBgwWwdg65XZYmrvIAC7FicGzVwzO5xeZ3QZ86cGZMs6Oyg19f1LSGuuouq3xzNuUIcE9wHPbhX+RGVHNH3sCSxmiEqI9k12UmA4wvCQBxDsrBy5UpXP1WZxcoO9sqlpR1KINB1v2bNGrfwL1ms5AY9RxUfKNvY682hGL58+fIu8UDltwAisWHDBlfazbvOVBovIxDH/j8DGZwDP68BxDFEC+I4SUlEcazA+KmnnspW9qcCadWrVe3cRMuyjSbjWHV6Y5FxrfOgiYcycROxPp1E9vz5891kJyuN8XSNqB6gmtppe3tW6gpL0Ko5X3bqCEvyq4bwxx9/7D6/WCChPWDAAFczOTuLJxLPykpKhM9fGc/KoJLILlGihKvjqHIxGYE4JlhmwsQ1gDiGZGL//v2ujrCyg7XjSc3oFM9IAkske/GI4guVGlM8q5hAQzubVC85T5487hl/5513uubHKm8FkBEqhxcaK6oRXEYgjnkGE4el9jWAOIZoQRwnKYkojiX/1NAjqzVvFWzrvQR1q54kmWoRq7N2dqSxdx4ee+yxqLah+YVq8KnbrsppZFaKqtO36iOr0UI0jWQiZcGqeWLVqlWzVONYkzpN+iT7M1smI6MgffTo0VnOxtbnn++fRlvK7E0EdB3Wr1//YHbVrbfeanPnzs3w5xDH/geMDM6B39cA4hiSVSBrAV2ZwoqFtBB+zTXXWKFChdwzXEkEauKs7GTJ4lKlSrlSF7Vr13YT+bFjx9rWrVv9fhsQIObMmRMWL+qaywjEMTGA3zEAw99zgDiGaEEcJymJKI6VadmvXz9XLzarslRlC9TBOtFKM0QrMrXNUDVpTzjhhCxJQ2XvSqo+/PDDbkLid4mCwyHhq7IFykKNpgmcPmOVhdAESlJcjeiym037ww8/WIcOHTJVFkLnWCUyJD979Ohh27Zts1ij0hsS2pG2sR5Oqqs+ohZg1q5dmzD3gRZyHnzwwYPHecMNN0RVSgZxTMDMhIFrAHEMyY6edYr/1KBZsZtKeUkMq5yWytyoJ4QaCiveyOpiOQDimOcpMRXXQGavAe0Sff/9993ulg8//NAtdn700Ueu6euYMWPc80q7GfR3QuektWrVcs8rLZLqGZcoc1LIORDHSUoiimN9oahZnQRTZuoca3tf0aJFXcaG3odKEAQVyXMFdhUqVMi0NFTWrLJUX3rpJSceE/08eHVvBw0aZPfcc4/LslFTQ71vyVlJUK9+n7qRq6xF3bp13QNLdQJV2iS7KJNC15y2gkoeH+6c6/9pS+l1111nzz33nE2ZMsV27txpOYHKrEhKq4lWNNnQXha2rpsPPvjATT4T6QGNOCZQZbLCNZCdjGN9r7Vr1846d+5svXv3toEDBzqp9sQTT4SVO9LE5rvvvnPfzXv27HE7mfRcTaTvw7QxmHbdSBYCAOQkiGOew8RiXANZicFatGhhrVu3dslW3bp1OyiOtcCpHj/aMa2/gzhObRDHSUoiimOhCZ6+gFR3SzXfDpd9qixVCcVq1ao5yRZtw61ER7VylXktQanmKRlJQ5X20JZGZaj26dPH1Y5N5EzjUHScer/KEpcQUNMYdXtWuQ5toatZs6Y1adLElYOQqJXk1d+P5fuTYNe1o4ehXlcCWxJWWcV58+Z151YC9+6777Y33njDxo0bZ1u2bMnRa03vT5+j3rdqHKoLu+Rw6PXviXVPZivLWJlJP/74oyUaiGMCVSYrXANZvQbee+89J45Vs13PCT3nEMcAAJkDccxzmFiMayCrMVjbtm3dvLR79+6ut8+QIUPczmHtINXid3riWE1dlXGsuXaiLeBD7EEcJymJKo6FMkm17UESsWzZsq4DsMpXaEjiqVSBsk/r1KnjJpGSjonQACxW6Iv1p59+cts/Hn30Udc9W3JQWdgShsqukkg877zzXI3dBx54wEnPRYsWuQyrICIJqwwxCUa9D61c6nPV1kzVQtb/y0lR651zbbVREzetqmrLjR6UynBWLWUdl0pbaLtNPJA83r59u1vRVWkO1TbUtaCs8uLFi9uNN95oDz30kKs9pQf35s2b43ZsmQVxTKDKZIVrIKvXgLdFUuK4S5cuThxrp4oajJFxDACQ8+JY8kcSSPMtxcJKblBspzhd0kjySIkVw4YNc3F0r1693BxN39uKqSWVJKCUvait74pdGZwDroHEvAZ0j+pe1T3bsmVLdw97MVjPnj1ds1bd67rnZ8yY4ebs+nuh3y+ao+o7Q0mB+g4JSlIbZB3EcZKSyOJY6EtGXaK1BaJjx47ui0tDX1x9+/Z1mZXr1q1z2afJuoIlCahzIGmpgEtN/2677TaXFdu4cWMniyWXV69e7b6YkwU9WPSZ+vG56rUVJGt7s86pFjH0Ofj5sNMx6DrQg1lbs/WgljBRkK7PXsI70TPtEcdIQ8Qx10BWrwFNRtq0aeOeeV5tvU8//dQ1EdUCc2ipCsUIaUtVJGJtPUpVAEBQxbF2tnniWKXjJI1mzpzpeo9ozvLJJ5+4BT5tadf3tsoMafFP3+WeQGZwDrgGEvsa0KK97lfdu8o29spUeOXCdK/rnte9L4+EOAbEcZKS6OJYSNZJIO/evdvJMdXD1WRQgYvfMi+eaMKrc6AAbe7cuW5lX9mlmhADBIHsimPJc90D+g5Qc6ANGzY4aa4scDUN0kKSAhgFMgpoJJfUwEESSVnjCn7IcvE/g4HBOYg208XLdvEmLRIP2iKpslTeFkktLD/55JOHiGPt1FCsoKYsiGMAgOyJYw0vFlPCjheLqcybF4vNmjXLJk2a5Bb0tFNO39PKOlY8pgQgZStKPmkRUN/pDM4B10BiXwOKp3S/6t7VPax7Wfe0ymnqHte9rnt+9uzZtnjxYjffSptxrO8MMo5TB8RxkhIEcQwAqS2OP9JNAQAAIABJREFUleUieeyJYy0geeJ4zZo1LlBRwKLARVnYykJUNqLqb0kySTYp8PGyXCSQ/V7BZ3AOuAYyl+miiYvXyVuTFm+LpEr0RBLHyopL5G7eZBwDQBDFsReLaWeHSsmtXbvWNeRWYovKDOp7Wd/PWshXPKZt7cpSVEwm+aTvcokoBueAayCxrwHdq8oyVskZ3cO6l3VP694ePny4u9fVl0r3/tKlS138hThObRDHSQriGACCJI617fznn392k5VNmza5yYoCFW+youxDTVYklbwtkpqoKPDxslwU1Pi9gs/gHHANRJ/posUfTVy8unpemQqV7ZkwYYIr2xQqjvUz33//PeIYACAG4liLbp441g4OLxbT96x2P6pp9fLly91uSG1Z97KOhw4d6gSTshMVk+n7W4v6is20CMjgHHANJPY1oHtV96zuXd3Dupd1T+veVqlM3eu6572eRIq/0opjfWeQcZw6II6TFMQxAARFHCvwUPagJivKJgydrKiRouo/SyJJJkkqaYukSlYo4JFwUpaL5BOZLv5nMDA4B5nJdNHijyYwmriov4EWhjRp0ULR5MmT7ZlnngkTx1okUuMmbaf2unmTcQwAYG6hPaviWN+j+j5VLKZSQF6DPPXgULkK7QDT71dsp3hM8lhZiYrJVPNYDfMknrT4p+9yBueAayCxrwHdq7pnde/qHlZ5Ct3TurdVIlD3uu557TjQLlAt9Id+v9SuXftguTB9h6RKidFUBnGcpCCOASBo4jh0sqLfuWrVKldbT+UqpkyZ4rZNeRMVBToKfLS1XXVRyXLxP3uBwTnITKaLtzVSi0CavHgTF5WlkZjQd0iTJk3CxLEmLmrcpO3Uod28E7lUxcknn+wmYtpJweAccA1wDeTUNaBeEKFi55ZbbsnwZ1QaTEOC+KuvvnK7vdQQTzu+lGmoLGZ9F0skKQvRK1OhBXwv01jf5VrE15Z3r2QFg3PANZDY14DuVd2zune9eEz3tO7tQYMGuXtd97wnkd94441DxLG3eI84Tg0Qx0lK6KQlb968tmzZMr8PCQCSFDVQ0ZYl7zunfPnyLks4IyR80uvm7dU51gRG313KOtZ2KWUgKhNRkyM1z9LkRRmKZLn4n7nA4BxkNtNFQxMUCWMtBmmSImmsLt6qq6cFoxdffDFMHCtbWfU3tZ06kZuynHHGGQePOVeuXFa5cmWrX7++1atXj8E54BrgGoj5NaDvF2UYh4qdfPnyZfi9U7duXTfq1KnjxsMPP+yEUK1ataxmzZp2//3327333mvVq1e3qlWr2t133+1ep2LFivaf//zH7rjjDrv99tvttttus1tvvZXBOeAaCNg1oHtX97DuZd3Turd1j+te1z1fo0YNu++++6xs2bIHv1uOPPJIe/TRRw/GYIjj1ABxnKScddZZB2/uE0880V599VW3osTgHHANcA3E+hp4++237dprrz34nVOwYEGXKZjRz2m1W0Nb1r2O3Kp/qqZZ7777rr355pvWrFkze/nll+3555+3Z5991tU8bdSokT3++P+zdybwVo3rH78uuRJlyJRCipt5JmR2yXBdGTNcFCmkJJmHzHNR1zxmvELmKbMMSRQpSSRFIkORWc//8137Pvv/7nX2ePZw9jnn9/181kfO3nutd73rXWs9z+993uc5znr16mU9e/aUICMnXEJMPR0D3L/cxzggvXv3jorh9evXzwYMGBCJxjgxoXBMlAwpbVihUM259RZffPEUAUeb+kBjQGNAY0BjQGNAY6AhjIHFFlss8tmwwRCNWfVVbXaYKD0SjhsozZs3T97cOF0rrLCCtWnTRpv6QGNAY6DkY4AVDs2aNUuJsCPiLt/ft27dOrmtvPLK0daqVatov2xMhPEMY2O/bKykCLeWLVtqUx9oDNSzMRDew35vs3Gvc9+Htsyiiy4arTJgZUKY37gaI11WXXXVFMFbm/pAY0BjQGNAY0BjQGOgIYwBVjOMGjUqaYNJOG4cSDhuoDRt2rTOHyra1AcaAxoDGgMaAxoDGgOlGAMIyeTbJE1FGG1cjcIxuZg32WQTa9eunbVv316b+kBjQGOg7GOAyffwmcnKh0KeQXw33FZfffVoa9u2bbQhFrExMca2yiqrpGwKzFBwjsZA/RsD8fvY72+/3/3+9+cBq0pZ/UldGrfBJBw3DiQcN1DISYXBsPDCC2tTH2gMaAyUfQyQ78qdFf7N3xZZZJGSH4coPm3qA42Bhj0G4vd9kyZNolx7n332WY1o42p0WBC1n3322ZR8ztrUBxoDGgPlGgPUejj77LNThGNEIVKBZftdmHuewlgUK6XoMIWybrrppmThu3hascGDB9ugQYOi9GJXXHGFXX755dFGqjFt6gONgfozBrhvuYe5l7mnube5x7nXuee593kGUNiYZwJ1KT7//PMU0bga7TBReiQcN1Dee++9KEcoOUG1qQ80BjQGyjUGyGVMrtJ11lkn6aywzJxiULl+e+KJJ0YbOU3ZmMHu27dvlMOYfKfHHntslPuUPKhexKV79+7J4i0U5GOjiIs29YHGQP0bA34Pcz9zX3N/U6CJe52iTp7/+OSTT46KY86bNy+lKF61CsdCCFFJeA4i+IbCMTVuKDrKZ5ng2cnm4g/PVSblmJzjWUs+eZ67RBdSmJQCxrNnz7ZZs2ZF4tHMmTNtxowZ0aQe2/Tp07WpDzQG6tEY4L7lHuZe5p7m3uYe517nnic9GM8AngU8E+IT97LBGg8SjhswLOfk5v/yyy+1qQ80BjQGyjYGXnnllagKbygcU9Dugw8+yPo7nk9ffPFFtGGsYLhgxEybNs2mTp1qU6ZMifYxceLEaDJs/Pjx9vbbb9vYsWNtzJgxNnr06Gh74403oo1l7NrUBxoD9WcMcN9yD7/55pv21ltvRff2O++8Y++++65NmDDBJk2aFD0DeC64aCynRQghUsFe2nTTTWuk+Nl6663tk08+ySkcu3iMGBSKx6QFYpUHPuXcuXMjEYkCpQhKc+bMicSlr776KhKafJO9LZ9LY6D6x0B4z3IPcy9zT3NvM1EUCsY8AzxFGM+G+MS9Ju8bBxKOhRBC1BoMCZZIhhHHLCvfcccdbeTIkZFhkYl0zgpGSeiouJOCMYNhg7ETCs0e6VLXM/ba1AcaA6WPdMF5QazgWeCisaKNhRDi/0Hc6dOnT5TWJ11+eFJYYFNlI5N4zPPWo4/ZByISz2OO6UIyG89q37DZtKkPNAaqewyE96zfx9zT3Nvc46Fg7LZXJtFYwnHjQMKxEEKIWoGhQOTvPvvsY3/7299SHJXmzZtH6SY+/vjjvJdIYoi4o4KhEi6TdMckHuUSRrrU9ey9NvWBxkDxkS44NO7A4LzguISRxsqrJ4QQCbCdHn74YVt66aVTiuIxge//36pVK3vmmWdy2nNx8TidgOy2Gc9lF5J943mtTX2gMVC/xkB4D7u9xZZJME4nGks4bhxIOBZCCFErEHsuuOACW3HFFdNGuXTo0CEqtoLxkY+jEo88Dp2UeJSLR7ooyqXuoxa0qQ+KiXTxaJd0kS7uvKSLdNESSSFEY4e0XjvssEPS7qK4KKnDOnXqlGKP8Tcm53IRt8lCu8xFZBeS3U7Tpj7QGKj/Y8Dvabe33ObKZHdJOG58SDgWQghRMAg6FF3Zcsstk8sjl19+eWvbtq01a9Ys+n+ikA866KAoN3G62ei40ZEryiVTpEtdz9ZrUx9oDJQm0iUUi+ORLtmcFyGEaGww0Ubh0IUWWigpEK+++ur22muv2RNPPBFFGoeF8m6++eboOZqNdBP6cdssLiJrUx9oDDScMRDe42GEcSbRWDQeJBwLIYQomHHjxtnBBx+cFIkXXXRR23///e2yyy6LIl3ckVl55ZXtoosuipajx0lngMSdlFBEVqRL3UckaFMflDvSJZ1YLMdFCCFS7af777/fll122aQ4jD3GKjBftYWoHKas2GCDDez9999XNwohhCgYCcdCCCEKAhEY52SllVaKnBFEYorjDRs2LCp0NXDgQFtuueWSyyap6k30S6ZCeZnE40xRLop0qfuIBG3qg3JHu8QFY+XUE0KIBJ9++mlkW4XpKPbcc8+oyKgzefLklMLFbH379o1WeAghhBCFIOFYCCFE3hAd+MADD9hmm20WicI4IiussIKddtppNn369EjcefXVV22vvfZKFsxbYokl7Oijj46cmHITCs+VXkIVCt38uxjiqTuKPRd+7wJ8KfZXirZ4e7L1Vfy7WhYnhBCiMUOan7POOislmrhdu3b2wgsv1Pju1VdfHaWp8O+RUoxienX9LuX4FEOlgDLpzLAPKZxaqXbNmjXLxo4da2+99VZ0/FwpPHJBodc333wzKhhNVDcR38VAzn/ax/bOO+/UqdhPDQLvK86PSYtM14nv8j1vNzUNhBANAwnHQggh8gJDEYP4sMMOs6ZNmyZTVOy3336RoegCIHn3yKW39tprpzg1119/fdmMXxyQUaNG2a233mqXX3555CzhHE2ZMiUSu8sN5zx8+HA7++yz7ZxzzokirCn6VVswzG+55Zbk/hDjMxUZzIdJkyZFfXL66afbFVdcYR988EHGCPBy89lnn9m1114bOb5nnHFGNC6IkkrniEycODFqt3+XFClEpRYL+/D82Py3WKG/MYGD7TmKyUmsvhNCiMqBbeMrvtgWX3zxyO5J905HuOvSpUtK1PG2224bCad1Be+NV155xS699FI75phj7F//+pcdccQRka3z7LPPFmU75Qv2WufOnW3XXXeNbFgEz2J45JFHbKeddrJ//OMf1qNHj6h4dDG8/fbbtttuu0VtpLAhNltdgVhMW+grzu/EE0/MKAgjnvM92k0ACXZ5KUCIZ3IBkR87UIJ04XY3/Ub/TZs2rc7sf1G/kXAshBAiLzCEER1XW221pAOy3nrr2V133RUVtArBMOndu3cy0oXImLjAXCoRC4OaPMo77rijrbHGGpFDtcoqq9hGG20UidyPPvpoFL1RTnDCunXrZssss4y1bNnSTjnllMhQqy0Ut9l9992j/IVsQ4YMKeocELI7duxoLVq0iK4Z/18KAbY2MAa22WYbW3rppaP2/P3vf7d77703EiLjcO023XTT5Hf5Hk5nsWBADx061C6++OJImCZaSOQH9xu5zLnnrrvuuih1TV1HrwkhRGPgk08+se222y5pg5EqbJdddrEvvvgi42+IRF511VWTv2HCH5uiLmwABNo77rgjSrPRvHnzqC20iSLL5GgmDzPvZoIByskll1yS7I+llloqbR2OQsCO8P1hh5K2rRiefvrplOv1xhtvWF2BvRgWYGQVIdcwnS3/2GOPJb/HqkPycJcCotGZZGAShImGF198sST7bSxcddVVUb/tvffeduGFFypdjagVEo6FEELkNdv/0EMPReLjIossEhmFCJqnnnpqWocFQZfIke233z5pcCLokv84zMFXLESk9unTx9q0aRM5HqTPwMjm314shuia//73v2UVjzmnAw44IDo+xz7++OOjqOFihGMiPBCiXTguJiKGCKV111036hMcSP6/2KWUtQUHCOfQnQv6i9yMRNjEl4uSFmXNNddMjiHyaJciah2nZ+ONN46KNxIZr4JBhUVWsYKAviNlDfegoo6FEKK8MLnKpLTbYGxt27a1xx9/POvvWK1ENO9iiy2W/B25j4kkrSRMMGKLefAB737eJdiVnIenP2vVqpXdcMMNZX2vEO3sdgV2VrHC8YgRI6LgBaKODz/88KL398wzzyTbxwq/0aNHW13x5JNPJq+Nb0zov/feezW+y1gMI+Gx4UoBKU1WX3315L5vv/32kuy3sUAxc++7PfbYoyJR/aLhIeFYCCFETt5991075JBDUlJUIPaxDC2TcY9hQlSHL6nE8ESsw5AsRaQLkacIqjghGNg4HuRSHjx4cLSUDnGSdrJhNHEOlRCOceoQs4sRjomAHTlypN199912zz33RKkmihF6Q+GY/kL8qyvhGAdoww03THFCiDwiHUV8+Wy5hOMbb7wxck59AoTleyI/uCZMyPgkhIRjIYSojIBHTQl/b2KPsfIjH3uKVWAItOF7lxVZlRSQ5syZEwUT+PG32GKLaNXKc889F0UZr7/++snPmNAttG1MPJOaDNvG7dKwTkJoqyIcuxiKDZBJ6OU39C/iO1umXMj83nP7Yq9luia0x/dHWzN9D+HY24cA68Ix58Hv2PLJy8zx+J63vza2N+POgzHCCX8igOMrxULhGDshm3Ds18v7NdPKJc75o48+iiYZfN+33XZb1noi3k/sO5ut67VE4vU2/BqFYyn+G98y9Xmm9uX6fbxvsl2zdLVQ+K//1j+LC8dE9Geqd8I+OW8fo0prIRwJx0IIIbKC8U6KitatW6cY9eTgJbdvJjBIyHe2zz77JAvl4eiQyw7DulhYCnjkkUdGaTAwUI877rgochRhkc9oc/v27aPjIiKT9iDfCBa+h2HF/jgH/ktONYw5nB9EYTaimDnPfIVj+vLDDz+M9knkLf9OJ4RisCGi4uyxEW2cru38lqKEFCFhf6Rg4HdxQzMuHNMXpBehn7zoCfmgc6WB4NxJVcCxcGQw5gvNvZxOOGbr0KFDsl2FCseMQ5bwci7sn+uFIxc3eHFySCFCigp3wHEan3rqqaifuT7xfuY3vu/XX389EpkZG+mcCQR/Hxt+zUjxQmQO7eK/fMfbxdjhc7/OLMcMrx2/5zzYH5/T/3HnhrHnn/t4DOF4iLu0nXFH5E46R4R+ZyyxH8aFF5hk37Sd8+bfOPo4svQdkf5McNA/9En82FwrPiOyjTzdTN6ka6MQQojM8GwmfVWYooJVSdlSVITwzKUGBCmfwhQNpBqr1IoR3iM+6Ui6A47tNSj47zXXXJMUS5nwzzcimvcZtg9Rv9RPwDZlxRt9M3Xq1CjVAoIm7z8/13yEY96tL7/8cpQii1QUtI9j8E6Lg11Begk2Voylq63Bu5jczkRd/+c//4nepfwb+y1uS8eFY2w03svYKtSFYKMt2NKZhD3sGd775HOm7Yjz9913X2QfFSIGphOO2VZcccWoPYUKx17478EHH4zOg74gpQWBKPHc0PTL888/H9VNCfN6ExxCu+jPsK+xY7AzSJlB1DrXDZGZsRQXuRkL9CvfxfakX9gX45RrTmAKkc2MpbBd2MqMKTbaEO6X+wwbmf3RF4yFULjmc8aUj0nGbfx8aSt9w1imDQSPYH/F7Tb+n32xH9rBeKUtXPObbropOn/6jmsUTthsvvnm0TigDdicYdt4zvAbVuWR3oIxyu+LTb0iGgYSjoUQQmQEIwqDBKPDDUfP4ZuPIYFwhAESRpIQpYgxV2zqCIxD8ibjgCA63nnnnSmGFcaOR9istdZakZGdj4OE4YXx379//yiqmnyCzNAPGDAgMgYpQnPooYdG0ToYXginuYRjzpV+PPnkk6McY/QnKTQQ1RExMf7D6BEMz/PPPz86zr///e/IMAxFXc4Dw5tcZUSCU7CE/fHfo446KoqoxQD08w2FYyKz6Ss2hHeWVtKefffd1wYNGhQJi3GnAtEcQ/aEE06ICp7QJxxv//33tyuvvDJypPJ1PuPCMeMKJ5h+O/DAA6Nz933lEo5pJ87GmWeeGf2WpaK0jevWq1evKGIbg9+FSiKb+DspFjx6nkkNCrnwe5w4d+BoA+kzSK/StWvXaN/kZqbwC9c37hzisJD7l3HBRp8zjugzfkN/cRyi4sk5ybihXVwHJlMOOuigyBlCuPXzZyxybowDPmfshQ4mDidpURgDRJTgBPk4QrjG+SEqiPHL8ekbxin3Xzw3MY4J44H9kJ8ch4J7l2PzO/Lj8W9yU/pSae49zon+wTkL7z+uM8UY6VfGV6dOnaJcnP369Utx4IUQQmSGdx7vASbJ/b1JHQfeZ4XAOwF7IsxXu+WWW0bv/EqAWOXH5b0eilaAiOY5jzlXBL1c8I7EtiP3LXYgq5eWX375yPbj/UOBYVa6YXPw7veJ7mzCMe9QxDvsNd592Eyk+aBmB0ET7If3f/i+w3bAziVIgbaEdRPcliBdCO9CImd5dyLi82/erYi64SRAKBwjwLJ/bFBSRCD4s3G+/t6PT8YySY29gE1IzmXazn4IpuCdjD0ar02Sj3BMmxCM/f+xtUJfIJdwjH2H/cHvaD/nQV/QRmws7C1sEbcPEGmxUel3D0BxP4Lrij3t+bAJmkBgxpblOlAbg+tGe5lkQQQNU+VxnbF1+C7XDr8GkR17jWuOjYhYzVgisp+Je/ctODZ1VPhvWACQPmU/Phbi/cM445rwWzbEXYfifwjFtNXHMm0g2IMxxTgP7T/8Cs6f/SAGIzAjGLN/xjRtx/ZjzJCOxfuOcUf7aDu2KGDLIhhj22LjEShEf/Ndfo9tyhjWpH/jRsKxEEKIjDAD371792SROwQjhENEoXyFHww1DHCMON8HkTNEIBYjHmGYY1wTEYBBhVDry9NwSBA0fWkbhiCz8Lngtzg3GKoYWrSVDeNtueWWi5wIRGj+nz4hLQaOSzbhGKOWyAGMMYw5HCN+72k0yBVLH4eiH4YoRjSRJhjfCLqe45g+w2FEtCXdAoYxBh6OlheYwTnAeCUimO+HwjGRtlTpxtjEMA0jfDDGEbJDhw5DFyfLHRa+R7s4T46LA4vxnS3yJZNwzL422WSTqG9xZhkjRJ/4EtVswjF9xecIlziKtMU3+gJnBGcD5xHDHYMXcRODnP738+a/XEsMZMR6X8JHOg8cOvqLffIb+po+5rscFyfJnS+MeO4N+pRrgEG/1VZbRefkQivHol0IqDh2nAMRN4wB9s34YEx7hAqOhLeXNrA/RHo33nHAcA74Lc4FY4i244CS+oNCiJwbx6dNHJ/9cJ3pF8at7wuRm35kX1xTok0YMy6wcz/wOfvx6+F9x7jAqXUhnQmVnXfeOTof7zvvc/qO8+d4+Sy1FUKIxgwT1ohfYe5Ynt+1STfFhDMFaX1fvIPPPffctBGypYZ3KrYYGxOecfsPcdQFSd5DCFW54F3jtg0btgSCHe9D3kthegPeST4Bn004JigBG9Xf94ho2Evsi/9nwz4LBUOEXz8O/RuKhYilCH9uR9MuckyzYsdtA+yM8847L2nfhMIx71DEQL5Dnl/svjDnMBPPYVoPggaYaOa8eFdjIyAU0i4X5rG7sAtrIxwzGe0rENlfmC4lm3CMbcXEOdfIP8e+oy88Eh77iIAQn8xgVR5iO3a3t90nThA+sbnYL+OX1HjeLuwwxgU2EP3N37CzsPG8j2kzIm143fg+/cW1Zh/+GXYcE/EuZhNA458xqePMnDkzsjvDdDJEBYfj1XONc1198gebu2fPnsmVcPQRbWFfboNxPtjAYX8iuPtECz6B5w9nXNFG7FSutftf3jfsmzGNWAxEbjOJxO/YF8I5n9PPjCH6HnuYCH7ReJFwLIQQIi1EmZLuAePWl0YiSCJ05UppEIJz8NJLL0WGbxi1jOODkVVbPI8Yxp/nA0M4YwYf4RbnAcMUA5DIi3h0SzpY0k/0JIYdBjJGLRE6ffv2jWbu6Qs3Xvkv/ZNNOObcKSqIQYYxhvBGBALRzBjfGG/sB6OO/mC5I2BoEt1Kf7E/2u/CMWIwbXInhGvC/7M/nBk3kjGgiTzmd6FwzPEwjBHBiYwl6tmLC3reQcRd71+iTmkn7cBh4ftMBPTo0SPqH84LBwVHLJ+CMKFwTD8TkYvI6kY6kbFMKnBdswnHOJWMKb9WOEa0ib7HWKYf3GliiS7CLlFECOM4Czgo7oQTpX3aaadFaRcY20Q+8R0X7nFc2C9RF/SbC/8c3yOk2T+/wRnguBwfRwQnqFu3bpHx7hEztJmlo4wdooa5Nt7/9KNHlRD9Ejoo9D9jw8c87XanAseU+wkxgQkNrin9giNBVBLnh4PJuODvOCiIwy584xz6NaB97qh5AUGu0RlnnBFdf4984xxpA2MXcYM2MT7pI59Y2GGHHaLxzsaY5rds9B33iCJYhBAiPQiQCJ5higAm3mor4PCMxm4JC+UhRiIclRtsMN7bbIhvIRMmTIhsLH/XIwrmKgjM5/wmjGJGGPQUCEyQ8x7yfdJvuYRj3slEFPMbNoIIEIWx44hm5Vr473ivepoCJry9Hbwv3bbFLmUS39+ZvH8pKo0IyW8Q48LUD9g+ceGYdvAZ71AiSnlv0z9+XoiMXqeB49EHbqcy4c/1xpZidRP2iH+GXZOPDR4KxxyTSHDsNv8bNra3O5NwjI1ERKzbGPwXmxWbjgkDbEpsDV+FxsQ3tgx2FZPMRAuHkyfYY0xEIHzyPSJn3VfxviIIhBQYTGq7cMoxPIgEOyocPxwX24WgE641+3B72m0sz5nN2PK/Y+P4xAtp3MJ7i42x6DAW/Lpis7Iijv0xFtymR0i/4IILorbTZ9htbjtiO7MqzYVjAgu87Uzu068EqRBVjj3MuOV6YVd7exgTpInBLyDIgEhqorRdcGZMMs74HDsV+5/rTruZJKjEJJOoTiQcCyGESOtcYABigLhxiFGCsZguv1suMPCJmmX22o1PjBFSCZTKCEFQRGBlvxiJtBsDDkMZQzFXURCP/vTKzRihOBdE0iJwsbyeiACcDI8WyCUcu8iLAY1BhyGKcIpATEQFxiKiIb9jdh8Dj/5AHMTQiwvHLLPEafCoAqINiDpF8GZ//A6jj+PxW6I7+HsoHHMsRECORUQr0TW0yyMd6DuMTfqLiHMiOuhH/k5kEk4fziznRv/QX+yTaFicz1z9HI84Zh84eiwH9MhYIpjpo0zCMRuOhl8LnCgcMZxRjGomEHDqMMTd+UMMxgnBeaU/3QlhH0R9cA35HNEWxw7Blt9igPM5+yWSh3PE4eL6Iyx7NDi/JUrJDXwmCTC6ceiImkFYxaH0+4m0EDgNOLJEB7kAjEPikxwI1S6gWm7QAAAgAElEQVRwe38hgiP24vCR/oE+Y584O4xFxgKpODzihDHGdeT7tIP2uvOGmM0YwKkLhWPOm75DFCainygZRHf2gUPlOY65n5kU4u/0AU4VTpp/jjOCQ8m1ZOM+5FoxXjhfzkWFV4QQoia8GxCQ/N3ARiQgz+pi4HnNOyxMWYH9Ei9OW6lzRPQL34GsiGF1UK4Vadg7/n7kfYdt5KkoeBcRXe32XL7C8Ysvvpi0KxAZESbDomNMLrutxDvei9ZlEo6xSbhmHhWKbeGCOPvDnsLOxiYi2IHzTicckybK37Fs2H2eL5rN03pg52AzefQuYnH4juVzjuPCLsEFheY4po+wG7Az3KbEzibYBJE3nXCMfeQTIHwfOydc8UTENBPQPiaxcbFXHOzYMHocu8TB5sRO88+od0JbHIRR7Fj/HPHWC/KFwjE+Dn6P13dAmCU63j9H0PXxQ7/59WEygIkP4LrwN8ay20H4ALQRuw1b1PeHDUsbEG+9L7G1magIa4dw7p52DxsQ+zUuHPsxmfTAXmXc4YP4qgTSmfn3CF4JJ2W4Rn7vEexAMINDX9Aetw0Ru8PrIhoXEo6FEELUAFEQkdQNU4xyDCxEoNoIPRhhCGgYL25MIbDhrIRGSjFg0GG8EzGLIefLDDGiiZSMR7jEQYxE8OV3GK8IsDgeoQGFce4GXj7CMRERCMIu8mJsEqGK4UV7MLKJjvXl/DiJODCZhGPENxeiXXzkWjkYoeyTJY8Yx0QL4wyGwjFLAnGwQsMaURPB3Y1PisvQH0Ql+FI4fk9kCA6Dt5/fIRh7gUKE0lxRQnHhmOWFnBeOHBG1bogTacHEAoZxXDjm+Bjg/J7PyB0Yj3YmWgMj2NNDIIa7Mc518GOF0TrAdSOChHPya4K4zvlyXK4fwrYvrSTKmPYjOIfCMaIu18YdI46NYO/RKPzOHXWiadxZxWnGCWF/OC2cI44oTg3ngsiPk8W96MsIcWRx5nBOuEa+LxwdxlJ4zXCEXex38dZzmYfCMf3rxSbD6uA4GT7+cIj5jn+GI4NT6g4VYrYfmw3xHUHfnVCWVoZLbIUQQlgyl6pPEruoRDRprsnZfCC9l6cMcJERgaiSK0CYiGWFWJg3n/P1SdBcsLLG3zVMksYLBfJeQtAsRDjGlnB7A9uDiVLsKN9IO+YBEGy8u7MJx0y6+nF4T8ftXd6tCH28V9n881A4xhbBFgohkMFtmFBIJfjBbRDOiz4K28/7HtvEf4dNXqhw7GI6IrfbDF7skDGbTjgmQt5FfsaxC+QhBGl41C3n4KkhcgnHBDK4OM/GhHt4zojnrJTyz8kHzFjhHELhmIl0z5fsMB78c2xhH2NM0Hv/Y0f5OPDjILByHP6NvYVdjP3lY4ff+AQQtpyfN/+ldknYfuxexq63A5+BsY0NHwrH2HuZ8pXHhePQ7kJsDqORw2Oz0R63KRkH2NKicSLhWAghRAoYFBjHLhi6Ac3SpbAwWaEw246oRcSh75eIDpyEXGJjPmCAI0wREYroiMBKRAjGN9HDOEXZCvIh/hLV4eIvOfjCAneASIbR5blicwnHHNMNRZa8IToTdcHmBe3oAzfKiZTgHDIJx0TS8jscCY7P30MBGHCMyP+MgYsRjJMZCscYu1yHMKKB5XUI7m7QIgDTVwjQHl2D4UjKjbD9pB7wPvZcb7lSgsSFY1JHEHmLwUuEKhML7A/hnuMj/Pv+XTjG0XKB0gvHxAu94ITQh75ENLz+OKuZhGMigHD8cB75LcdBRA3Pm/vBl3vyOWIyQi9OiDttiKJxRxah30VXIr68UAtCMfcbx+T8WWLJtfZodKJ4cfY4Jm0h6h8H0ZdR4njjhHMPEBXuDhpR4ojg3nY2jouz50txSWHBmAmFY49qCceIQ/qMUDhGVHfhmDYznt3xDsc7G0I4TpR/zmRFGHUkhBDCosnIMNqRZybvM57zpYBnPsEBYa5cxK5cE+ylgOe9F3Z1+4j3HpPQ2J75Fk5mcjwU9dIVeyPNWCHCMTZgGMFJqqv4FubaJaVCNuEYuzkU9jJFdfMO9S0uHNMOVvaEYHOEYqkXWQv7BPsF+w1bJ2x/GKnMGMs1EREXjj0vL3Ybk+H+d+xD7Pl0wjHiqP8du4XignGIDHZxmHNn0j4f4RibP5wE4d/hOfNvn+h3v8PHeSgcY9vFxxBBFv45x3efAHsPm98/w7bDFvc2HnvssVGhP/6NDU+kN4EWbh8S1OD7Qoh1m4jvYlPHr1mYbxm7inbiq4XCMZMkmWypbMJxGAXNNQuPSzsYQz6xw8ZYF40TCcdCCCGSIDwRsYq45MYxBhcpKkrhsCAqYmhjGLmRhDFPBEMhUTQY14i4ngOMJfChs4HghTGJUYwByobhRJRAJjD0iYZ08ReHw3MOh8Y6gma+wjGiqAuvfB8HhRQJ6Tb6BOGYKNVMwjH9hHHuUbQ4WWGV5UyEwjERrRiqYWEdBD/2i/FKNAiGIcc76aSTkrnh+DtRPdnajwgZVq0uRDhm7NFOxETP14aYHQrTLhzTfk9hQfuI7I6nPOHa4Qj4OCY3m0eTZBOOcWhC54X9cw3TnTO/RbSl0B3jLxSOyUsXVlYHcvq5qMv19b7iGrLU0vM1E1WMeM8xiEAhlQfXgn9zzGeffTZycHEo6Ss+4/jcQ9yrHtXPuWdqu18zRGn6NBSOOQ7R9enuyWzCMc4u+3QnKNt4p11E43vhQiGEEAlRl0jHUKDkvY29U0p4dhNh6MfgXeLvg3KB3UG6B+woX33jBXZ5rxVS8A9hzt81rFKKR4sC6ZbyEY6xQYCUGf593lOIbLQ13BBL2Uh/wOos4H2dTjgO/45tk25inf7GVmBzQS8UjnmfM7kfwgqeMA2HC8dcP/+bF+KNt9/PgfazGi/dBHE+wjHwbxew+Y4HIMSFY+xx/zs2Vfx8gOtHzQ6fKCFwIB/hmNVWoXDMJHumc+a/+ALYh/GIY1aMxcdfWPQwFI75LZP3Lqgy6UEUvxecJkIcW9JTQLCyzoVkNnwNPxb2nY9jvk+tkmztx8bD78BGD4Vj7qFMZBOO8ff8M+5FxkWmMc+/w4KHonEh4VgIIUQSlpVTUCFMUYERg0FfilykCEwssSO/mRuiCNOItIXkTqYtGI5EvFLEi6VWiHchRJB07949eRyOiUCaCYwwcgJ7MRWiX4kSCEG4RSh0ITiXcIzT4EtNvXCLL0lkw2BELEX4RAylbxAAMwnHiK5EB3jlY/4eX+qPwE87Ef4wXImCCIVj2sPxQgOZlBzphGPa68I3Tg/RJNnaTxRRrsKJmYRjvwYsM0Q09rZwnvFUFeRERHT0PNbpIo6ZWMCB8IhjlhK6yB4XjnGgHS9WxzG5DxBlmZwIz5tz5bz5L04wfRzPcczYiwvHRKGkE465L2gf581nRAkznvgukVQI2/QxbWWM4ezhYPFvHBWWw3I92Q9ROn4MIpy4T+LXjH35NeOeIMVJKBwTEUSEE3/PJRxz37lwTLQ2DrxfL8YP3w+P7+OF/5JPsJwihRBC1Dd4f/McDSNHzz777IKKEudrR5GKwZfJu1jKc7lc8L5EZPOJWd5RiHPx1Tn5QGoEt+9478ZzPyPShkJmPhHHYZ5dbAzeabzjwg0bATuGgAUPLsgUcYyY6PvD5vBcuA7vWN7RBFSw8V5MJxx7LuVcwjF96TYP1xLbnWPGz8Hbz8qsXLZ9NuGYyeWwGF8YwR4KxwRE+IQ2NhspENL5Hx4ZzP7C9BzZhGNW6YUpXeiD+Dnz/9Rp4Ly5fojlnHdcOI5PlmcSjoGx4UEw2MkUz6PvEcax2YigdrubcYhd5+cf5pbG3ve+4beMmXTtp+0I7ti2jJt4qgomDfIRjjnncJUntqp/RhvjY4Vj4yP48esiF7qoDiQcCyGEiEAADYVONsQpFxFLBUIRxlh4HIwfRMF0Sw3TgVDF91nu5YY6AlUodCEGMnPuEccYR9mWYWIwksvLIxc4d5YZeiQzkZEUNvGiaoXmOMbIp41elIMNJwYjliVsiHgYzgiA2XIcYwB6FEO3bt1SzolzoG+pDE0KBQR5HAyP5C1UOCY3nKcsQaDHYSCyN2w/xqQLgYj/6cTGfIVjwJmh/WG0lW8uHONEkPrAcxyzPDMeyYPTgaHP5zgjtM8ja4gUceEYpxEHwKNewxzH7J+likTC+DmzcXzEWgx82su4LUY49n5xMZjIbtrHtec8+R596zmbuRZ+HMYXbfb2kxfQU1jwPRxDrrW33YsvMt64boypeHE8nBcihNI5lKFwjLjB5IoLxzgyjDN3HhmL9E3Yd4xxjkvfuWgthBAisfKJSevwvcfkfTxtVqngvRmKZ55/P9fKoVIcC1uKlUC82zhefMuV55h3SSiwE0lJ9CnvNOw/IlbDJf75CMe8F/0dzVJ93sv+juIdix04ZMiQKC0XEaS+Ei+TcMz70W1KbApyDocTAIhyvKd5Z7Ox72KEY97tpGJw4ZaJ4nA1FrYWNgLtR6hOlzKiEOEY6APGaNxeC4VjbANsTP6OTUbEbWj3MalPVK6L7PR9GAwSF44ZN4wPzo0tzAGM3RumcPNUXEy+MOnuBfDixfEKFY6x+TyQxFfJuU3GubEvAnH4Gza722WkzgtrkzD+XQDGrmMyJxwj2OJcR64Zm/d/vDhevsIxIjb96eI5fo5HThPggjDt9iSfY0Pig3Dsyy67LOW6icaFhGMhhBCRgYPBTdEFNyAwcjDAmM0vJRgkGPwsIXQDHYGOJVBx4zgbfJf2el5YRGKERf6OqEf0sIuDGHSIvNly59EuoiwR9LxN5BJDBMZBIDUAEZbeP/kIx/Td4YcfHhnQCLKkIyCaCKMWB4SIGaIUEHlx1igs4sJeOuEYARBD1pcGsnyVaA/EYyKPcTYQPWk7vyN6FyeqthHHXCf6lb/Rx+RxI+KAfuTcMHBpN7kR+R5OSK6UI7mEY4RGDNlwYiEuHGPwksvXoz0QVOkX+hxjmv7DifQoDsYWxrALoSwvdecKgx4HiuvC7zk3nAuPeiaqHbEUpxfnkvsEUZhCKoikHJe+KlY4ZkzQZn7POOLas3kxPM6bMca1CPPN8Xk4rnFIGLf8lnHH5zjRjFM+I9KFSGzaTvQ6Y6cQ4RgHxoVj+hfnnO/iiOCI0Zcu+rMMmrFH+zk/IsVZCsx45/hEHUk4FkIIi979vNfCHLTYMNgz5Uznw7M/LPjGOxFhNZ7+qVjI3e/vPxcHDzvssCiFE6vG4hvnnQ3eHUwa+3uLdyfvVcQ67CrOiUhQFyPzEY55z/NbbyMr1YhuRWxEcO3Xr180scs7mPeb28eZhGNsA2xdF16xlZiMJliAdymT//47RLt0xfEKEY5515KywM+Zdz0T5axAQ8Tl/UwwAO1HCI3nTq6NcMzY5HzcHksnHGMXYnt4dDvfRchlApnfIhpz/i7C4nuEgST0J9Hpvm8EW0RMr9fBtfECbowr7BJfWXX11VdHheo4Z9pEYb5SCMceoR5GWbMh0rpdg60Z9h0bBfRC24r20xceKY5tyQSCjxFEcs6d9jPZ4vdFIcIx/pB/D9uWlXSkusNu45zc7+EYiPr0K2Oe4BHqxXCP8Rk+TLwQtWg8SDgWQggRCUoYm75MDEMIIxsBrhQpKuIgWmLI+pJFNyRZZp/vbDZiGakTEE/5PQYpRhSGMjP+GEecB0Jb165dI3HUIyOz7ZOIEAxrfoshh4BOxIgXh/Oo0HyEYy9Mxww/n7Ev9kHhNIRWjEGcAoQ2hEZyMNPGTMIxYOjxXa4Vn3P+COjsk+O4E0URQgw/jNLaCsd8h8hd2kn76QPaxbkicmLo0w/8hrxrRE7k6uNcwjGwFA7nLyxoEgrHQBQEgrDn+cWop00UCOnYsWOyABwiO0ZwGL2EU+ZOF98hagnHAucLx4tIF/qU82JD6MSZxOCnj2kXv6OPR40aFV3nYoVj+g2nLjxnnBycba4hnzM2w885d5yL8FrSFr7nReq4r4ha5h7gnOgn+ovf4mgg6OL45SscMzY9cob945x7URzagUNL9BHH8OKCjE02+thFEfqO5Zy5xosQQjQGeC+FEbS8exAqc+WgLRYEYiZLQwEMG4iVOKUCIY1ifOH7nOO5wJluY8I+F9hD2K6857CVfIUZdhXvbLfL4sJxGN3K+ywUw3j3YUP4vrAVEPOYoPb3N3YUE+f+jgwFRr7nwjEgBnNstw0QNrFRscl89RjXnX34u5xaI94+fhfPCcykvtu+bIjDDnYk73zfN+9o3rcI2v7upr9YYZfPKj+EyvA6kf4iDnZZvNgi4zfMy42dh13kbcDOYAKZvkCM998g5mJHhHDdQkGfa41dzsQ+KSE4PpPkLh6zb+xMNvqb9mNvMh7c7sJWIvDB94l9FBeOEXD9c655XDgmWCKc6OH8sYUc0s/5+fqGcB2HCQjOz8cXE0Y+RrxvOCcEX7eBEY7DIuacfyZYTeqBFGzYkYw5T++CT0Dku/cTvhRjnv0z/vg7nzP5L5ut8SLhWAghGjksESO/ahi9gEGK+JRvdevagLEX5tDF4KJIAznw8o1CJFqSCB2iODA4MW5CZ4R9EymMsZOPgYyAhlFJZAQiIUYn4igGFBEwREgiTrpwPGjQoMiI4zcIlhyXDYHQI1EQIm+99dYo/QJGoQvSnksZQxdRjUhWdxD5twu5bETHeC5jHBWcCKJYEAc9MpV9sm+MWMRNnBoXZIla8GgNfkOURyg2kvvNcwGyLyJiXKjGOMWh4XMXacP244AQNcQ+8ilsQ2oHxES/5oyBuHDMdaAP6P/QESHyx41mxghRwgiinvvXcz/79SHylmgThOgwYgunjkhwF4BdBKW4ny8xZBziZDAB4QK+75t+YIICUdcFafrL02ewP/oknj4jzB/O9Q2dS3fQwhzBOA9ESruhTqRPGNWDM0jBxrghz/kSjUM/026/Zh75wn6paM+Ekf+WiRwXjnEwMuU4Jhcl90YYOUafcH94GhauC5FaLt5zbM9VTd9x7ozBUke0CSFEfYRndjxlBPYQz/dKgC2FWBo+07FjSmUD8m7gXc0y/Xw37Kt8wNZCGENk551NYVpEZ1IhERHq58Q7yW0svo+gynEQVLFHHd7/CLesjkE4I8oT8Q9bDfuJorsItWEKN8RAbze2XpgHFpvt1VdfjYofI76xP0RA9se7mOuMjRW2gfevtw/bPC7iI5hzvfyYRIY62Docj3c854ZwyvGwZfg371+E83xz1fI+97awIayng7Qc2In+PSap4/myEbW5Nthm9CV9QNvoB0RSJgEILohH2PP/BEAgwCPgch70I5HHbj8yDrAnOT/sKPbNdcNmwkfARkHE931znYmm9fbiK8SFY2x3/5z9slIwBPuP6+ffob/D9B+0jVWA/jnXf+rUqWn7j2vMZD5iOv3B9aJvOE/6i4KZ4QpQfAKEc993WEwwDsck6pj2sW/2SR+6cIx/RIAF4jXjjT7DPqYP6W/8HsaYbLbGjYRjIYRoxCAaIUYRIejL3xF7MDCIaCjn8kj2jRGH4OpiG8dm2WI82iATiFSIbxinRK7i6GDss/wPEZAIVXLI5VtUBuETYRJxjOX9CM6IeURZYqjTXiKFvXAazgO/QXwnnQEGMRu/CYvWefoEohdIH8FSMDYcHURq9hsWCfM0EL4/nIAw6ohjcn0w5DAmOV/Om/Mn2gHRFSfERUGic3GU+C6f44yG0aT0Iekh+BwhHsM9PB7ROIwTHDmWEOIAshyP6AccJsTNfKOiSJ3BRIUfi35Jd33oDwxZotD5LhuOSWjYc0yOzXJAonVxGOlX2ohwSj9guMcjZxk3RBWzVI9IK77PdcFZ9Lawb5wcrg/OJ0Izy/QYn0SAc0247n6P8H3GG8Y7bSVXYrzwG9HBRPnwOdc37pTTVq4T15zv0L7wOzh6TOj45wjXXvAvDtHOiN/cFziQONSI2TgmpEhhPIf9wj3Hkkj2S58TWZMusoS+w8EhKp1+oe8Yxzh1LjTjXHj/8h0cMo5P3zH+cKxUFE8IIRLvc56nYeQiwo0v868EPOuZGA8L5dEGJvhKAe8GohoR4vLd4sWJ0/UbE9G8i9lYwYI9wLsNIYx3M+9tPx/sWn9H8X7CduE4rKpKZ79gN1EYF1GX9xj2CquSeH/Fv893vd30WTqbBtERO5FrTb5YRE7sC2yg+P6wybx92BXx9ADYBUTz+jGxB+OwD76DvYV9xLsd+4LI9kImBGi3t4UtW/5rbF//HuMpXao7bGMES2xO7CXaRr8S4BCfTE93vQkg4Dy4LtwjYd8h5nN+2ITsm+uGzYE95vmowzFP9LS3F3spbvOE15W+TJd3G7vRv4NNFk4osL+wT7j+2cRX7DbGD/3B9aJvCH5gH/gRIeyHPvN9E7yRDcRjzoExhy/CuAgjqGkr9xx+BX1GTRdsQcYfkzC50tCJho+EYyGEaMRgNCD8ePQgUSbMjmNMVcJIwOBDQPPcZr4cDMEpV2GUuAGFUMr5YEBjICGyIU7lu6zKcxzTHy4QIpbiALAPRDaMQo+WJRIFsYzP2DDEMe7ZaHtcrKQ/MSgxjBHp2DDIEf7SfRfj2vdHG9JFYPB3DE3Ol/1x/qQeiEeKYnBjdLIv+iluuPJ9Px7ipTtd8TZ5bmb6mON5AZtClq75fsJzy/R7rh/t8e8yXtJNZtAGonuJoKVdiNOcb7Y0K+yHa8bvOCeuC9ci3hb+xlhi35y351GO75v9cX29ren2RTv9fOjv+OfsI7zu7C/8DscM+479ZZvcoa+53vQHDhDnwDVLN54YI942j7rOBG2ibfQL+/ZxHN8n/ct3iGZjssLHp5Y6CiFEAuwOL17ry/CZ4CvEBioFvCsozBemJSCoACG2GuE9xkQxufrZWKqPUIk9w/uLlVlEeHpaLMTP2gRD8G7EzuLdVYrUbbTNbYByBmc4tJl3Ote32sQ/+oC2FWoTcI1zrXDjenHd8g0cqSboD64XfVPqKF/GHH2XbSzTZ9jGYQCMEBKOhRCikYJTgiHN0iV3EsgHy+x2OVNUxEFUYgmZL5PHaSJXLFEdlTCqHY5FvlocJZbVI6bjRBGNQkQIs/AsJeXvtJFIFsQ4IYQQQohCYWLNVzG5HUYueOoF1AWkIfDiu55fl+jYaixiSptIbUCaMs8By6ojVtkQberFnknRRPqIeMSpEEKI/JFwLIQQjRCPrsWw9oIdLFGkuEWm/FvlgplvloiRJ8ydJxwAnJV4jthyQyQpBe+8AB45vih0Qi5ZoqLpI5aT7r333lE0cj55k4UQQgghQoj+xN7wImZs5OtPVzyrkm1iiTyT52FAAQV0qxFWspCqixy8XqMBuw07zWswYK+RvkArXYQQovZIOBZCiEYI0Sx9+vRJRvliYFP4gQJZdRFZwrJ3cmq58U97KLJBKohKFmNAUCdlwb333hvlg6VYBwU8KCJBCg0KcZATlxzAytEqhBBCiNqAHRGm6UL0JNd+PJdppSHdA4Vew0J52EMs/a9GSCFF3laKz1HsjOKt1GAgpzF1GcjJL9FYCCGKQ8KxEEI0MoiSpZACOXrdMUCwpZhYXTksCLYUsaPomhfKW3zxxe3II4+sWFXxsC2IwkReU4iDohQUdaGyNEXsKJxXbXnihBBCCFF/UlQgcoYpKjp16hTloa8GKCbWsmXLZNuI4q3LSOhcUP+A/P2kPqOwMWIy+fcrnSdaCCEaKhKOhRCiEUExBMRQlu75UkSW9B111FGRwV3JnMLpDH+q94Y5l1u3bm2DBw9OqVJcSegPL8KhiBUhhBBCFAO2xFVXXWVLLbVU0tYhPdfw4cPr1AYLweYiyphoY2/jZpttFtmJQgghGh8SjoUQohFBcRCqdeOkeEqIbbfdNsr/Vg3FT4gQ6devX7J9LN0k9zHRvhJuhRBCCFGfoQAdtRNckGWVFaurKlmUON9UGuFEPsEG/fv3t/nz59d104QQQlQYCcdCCNGIUlQQ0duhQ4ekI9CqVSu76KKLqiZ3HRHRL774ou20007JJZxE5Zx++ulRigghhBBCiPoIk+P77rtv0gZj69ixY5ReodrAHhsyZEiygLLbjEzkCyGEaFxIOBZCiEbCa6+9ZrvvvntKigpy7L333ntVFc1LTrprrrnG2rVrlyzMsvHGG9t9990Xid9CCCGEEPUJaiMwUb/kkkumpKi4++67qyZFRRwm7Pfcc88UoXv//fe3r7/+uq6bJoQQooJIOBZCiEYAxj9Ru2FOvS233NIeffTRKH9vtUGBmG7dulnTpk2jti622GJ20EEH2fjx4+u6aUIIIYQQBUF9ifbt2ydtMFZV9enTp85qOOQDQQUjR460lVZaKaVQHjmahRBCNB4kHAshRAOHKF2idTfaaKNk+oeVV17ZLrnkEvvuu++sWiNz7r33Xttggw2SbV5xxRXt8ssvr5q0GkIIIYQQufjmm2+iSN2w2Bz2zeTJk+uFDdm7d++UtpP7+J133qnrpgkhhKgQEo6FEKKBQ4GTLl26RFG7GPyLL754VC170qRJxS+P/Gmu2WcTzd57wey1B8xeudfs7afNpr1r9t2XZr//Vutdz5o1K4qSXm655ZIpK7beemt76qmnqiq1hhBCCCFEOig8PHTo0BopKq677rqK2TIL/vjd7Psvzb6abvb5lMQ2e7rZ3PxSTkyYMMHWX3/9ZPsXWWQR69GjhwrlCSFEI0HCsRBCNGBmzJhhp556auSk+NJI8gXff//9UVRvrUBsnjvb7K0nzW4/2ezCvczO2sHslC3MBmxsdvo2ZufvYTboELOHB5lNe8/s158LPgwOFaI3+fUWXnjhpOjdt29fmz59eu3aLoQQQghRISgmt9Zaa6WkqDjmmGPsq6++qvnlqW+bvXB76jZxFAZR7Q7+zRdmY580e+LahL12w3FmQ7qZXX2E2XXHmt15ptnTN5pNej3rRD/22K233mpLLLFE8jyWX+MmBXIAACAASURBVH55e+yxx2rXLiGEEPUKCcdCCNFAIXcx6R7WWWedZLoH8tQNHDjQZs+eXbudErXyyXizO041O21Ls+NWsQVHLWZ2ZBOzbn/939bE7MimtqBHC7O+HcwuP9Ds2VvMvp5R8OHmz59vN9xwg62xxhpJZ2W99daLisnwmRBCCCFENUIRub333jslzcOmm25qEydOTB8VfGNvs1M2/v/t1E3M7j47YXsVwm+/JFaC3XyC2Tk7mvVbx6zXiragxzIJe+3IJgkb7bjWZieta3bR3maPXpWIRP4z/bFIE3booYcm7Un+u/POO9vMmTNr2z1CCCHqCRKOhRCiAUIKinHjxlnXrl1t0UUXTRaYO+SQQ+z999+v3fJIoobHP5+IVum9WiAU59iOXtpswAZmD1xi9nXhDsa0adOsV69eyUiXv/3tb7bPPvvYmDFjCj8HIYQQQogK2GHXX3+9NW/ePCkaL7vssnbnnXemt8FmfmjWd01bcNRfzI5cKNoW9PiL2U19ChOOSSH2/G1m53e2BT1bJuww9pfJRouO1cTshA5mVx1m9saIhPCchlGjRlmbNm2S50MB44svvrj4tGdCCCGqGgnHQgjRACE/MJHFnh+YyJAtttjCHn744dqlqPjzD7NJryacimNWTON0LPS/yOOmyf+v8Z2TNzV76nqzuXMKzg/40EMP2WabbZaMdMH5KipyWgghhBCiTLz55pvRii8XWYk67t+/f/qixEzMD78gYUPFbaeb++UvHP/2cyItxamb5T+5n3K8JmZnb2v20l2JCOg0hfKoPcEEvp9Xu3btIkFZCCFEw0XCsRBCNMAUFcOHD48qdrvQioB81llnRcsma8WMDxLOS69WNR2NPmuYXXZAIlfef881G9LdrP/6Nb634KglzAb+w2zMEwkhugAQiM8++2xbYYUVkkI4QvKjjz4aCctCCCGEENUAttZBBx2UtMHYsMk++uijml/+eZ7ZC8PMTqppNxUkHBP1O+FFswEbpY8w7k4kc5PEKjD+G/1/mu/xN1KRTX0nsc8YH3/8sXXq1CklZ/OBBx5o33//fYl6TwghRLUh4VgIIRoYb731VpTKwSNCSFGx3377RX+vVYoKlj0+c30iR17cwTh180RevM8mmn03y+z72WazPjZ7+R6z83ZP5DsOxeOjWybEZb5XALSb1Bv77rtvVM3bC+VRYGbq1KmFn5MQQgghRIn5448/bPDgwdaiRYukuLrkkkvasGHDUm2wH79N1IzAhsKWyiTi5iscf/9VoihxprQUFC6+qa/ZfeeZ3XKi2WX7mR3TOvNxb+1v9stPNQ5DWor77rsvJQXHUkstFQUs1MrGFEIIUfVIOBZCiAYEVbrPP/98a9myZdKg33jjjSMj/5df0uesywrRJjg2/+luC3r8LdWp6L2q2b0Dzb76LLXiN7+Z/32iIN4pm6Q6Jfz7yq5mU8bUKpKa3IDrrrtu8twomnfzzTfbvHnzCj83IYQQQogS8vbbb1uHDh2Sdgpbr149be67r5q9+YjZqPsS9tHdZ5pd0sWs/7rZ8w/nKxy/PqJmKjHfx4X/TNSoYGJ/zudmX36SsO2evC5x/HTiMavJPp2Q9lBz586NJu7Dc9x6663TR1QLIYSo90g4FkKIBgK5ix977DHr2LFjsoL38ssvH6V4qHWKCpZQ4uCctEGqQ9GjmdmVByfyHmdKO/HZJLPrjzHruWxiaeTRS9sC/nvmNmajH0oVm/OE6t3HHXdcslBekyZN7J///KeNHj26ducnhBBCCFECmMQ+9NBDbeGFF04Kqthk740fZ/bgZWZnbZtIA3Hyhma92+RXuC4f4Rh7avCh6fd12lZmE19Jv48fvjV74GJb0KNF+uOPvCnjIcePH2/t27dPnieFmAcMGBBFXAshhGhYSDgWQogGAkY8OfVITeFG/AEHHBD9vdYVr2d9YnbriQmhOHQmSFtBobuff8z8219/Mpv6ttlrD5i9en/iv6/dbzbmUbPPpxSc5xhwSJ588skov547ZiwHPfXUUyNRWQghhBCiLrjppptSUlQ0a9bM7rnnHvvjl58TaSK8eHC6IsLFCMdEEfddO/0+Rlxm9nuWosizp6etSxFtt/TPugrsggsuiCbw/Xxbt25tzz33XBE9KIQQohqRcCyEEA00RQXVvO+4447IuK8ViM3vvWh2wR41HZzz9zB773m+lP33OCu/zE/dEJT/yOLE5IAlkpdeemnkoHhhlvXWW88eeOABFcoTQgghRMV57bXXIrsrLBp3xBFH2Hfffces9/8Lx7nE4toIx++MTNSQiP++92oZ002k2GqX7pP++ORMzsKMGTOsc+fOyXNmtdsee+wR2aRCCCEaDhKOhRCiAaSoeOihh2yTTTZJVvBGQGbJYFFRuDgqz99u1nfNmCPTJOEAfTkt8T2Kp5A3b9IoszGPJ9JQvDMyEW089yuzBaUtlkL09IQJE6Iq3kRVc74UAuzRo4dNmTKlpMcSQgghhMjG999/b127dk1JUYGI/N577yW+EAnHx5dPOB55sy04arGavz2vc6LmRC6u7ZH++KS/yMEzzzxjyy23XPK8SSVG7QkhhBANBwnHQghRz5k0aVIU1eIpKhZZZBHr0qVLVKClqFxzOBsscSQvceBIRHmKH7oikf+YInf/Pdfsor3NTt/C7LSNzE7Z0Oy0TczO2cFsSDezp29MpLyobbqMNBBFff/990eF/9xZWWWVVWzo0KGRAyeEEEIIUQmGDRuWkqJiySWXjMTTpA1GDmIm4q/rmaj9UGM7zqxvh5rCcr7CMbZaj7+kbj0XMru6m9mvP2f/LW27OEPE8c0n5Dz3+fPn24knnpgMXPCizB988EEhXSiEEKKKkXAshBD1mDlz5thll11mK620UtJg32CDDezee++tfYoKZ/anZreeZHZk01RHAufmsasTkcWX7292/KqJHMjx3H1EJlMYj3zIVx9hNu5Zs99+KdWp25dffhlFVS+99NLReRPps+OOO9pLL71U+5zOQgghhBB58u6779r666+ftMHYKOKLffb/LDD7frbZrI8SK7RqbJ+YXfhPs6P+UjvheOyTZnecUnMbNTx3PYmP3k7YdQUWxwuZPHlylDLMz5+8x0cffXTxdqgQQoiqQMKxEELUU37//Xd7/PHHbYsttojyymGsL7XUUta/f/9IVC0a8uINPbKmI0ERlasON7torxrRyOmXWiIgL5/IoffWk4kcxyXgzz//tJEjR9p2222XXB7KEsmTTjopyrsnhBBCCFEu5s2bZ4cffnhKioq///3v0UqwgiewL9uv9sLx/O/Mvp5Rc/vx2+y1KH74xuz6Y9OnuTimtdm0/6XayAGR1az4ohig98MyyyxjI0aMKKwPhBBCVCUSjoUQop5C7rxDDjkkyu+LkU6+X4qSvPrqq5GoWjRTx5pdeXANIThKVXHcKon/FpKrj+jjy/Y1e/f5xNLIEjltV199tbVt2zbprHTo0MHuuusu+/nnHMszhRBCCCFqAcLwddddF03Yu/1ByrBrr722dmnCLt239sJxbfj1R7PHhpr1blPTXqMdw05J1LDIEwri7b333imR19tvv73Nnj279G0XQghRUSQcCyFEPeTbb7+1K664wlZcccWUQiy333576QTTya9lrrT9P4cmEo/P2t7slhPNHr06kWePKtx9/p5BPF7e7LYBiWWZJXLcpk6dmpLjmSWShx56qL3//vslOYYQQgghRMjEiRMjuysUSok+Tk1RUaXCMekx7h1o1m/9mnmVu//F7KwdzD7/sODaFAQuUG/C+6Np06Y2ePDgqIizEEKI+ouEYyGEqIcpKp577rkokqMsKSqcyW8kIoQzCcfHtDK7rpfZpFFmc79KFNP78buEKPzUDWandUr/O4TmMY+WLOqY/njkkUdss802SzorrVu3jpwVBHYhhBBCiFLx008/WY8ePaJixG53bLjhhlFR4lpTCeGYfMeTRyeK5vVpW9M+QzQ+vp3ZK//NnRs5Db/88oudf/75KYXy2rdvX1y/CCGEqHMkHAshRD2D3Hndu3e3xRdfPFkUbs8997QxY8aUJkWF88m4RC7jNOLvAorhDTrYbOIrZr/Hip8s+DORN++Ja836r1vz98e3TRTXQ2guEQjEZ555prVs2TLZJ1tttZU988wzKpQnhBBCiJJx9913JwvzspEy7LbbbiuuGFy5hWOK8z19o9k5O9mCo1vWjDTm2NSwePbmouyzTz75xDbZZJNk3xDg8O9//1vpw4QQoh4j4VgIIeoR3333nV155ZW2wgorpERz3HjjjVGkR0mZ+aHZDcclitvFxd9+65k9fZPZz/PT/5bljdPeNRtyRE3npMcyZnedZfbNFyVrKikrRo0aZbvuumsyAojUFcccc0yUykIIIYQQoliIniW6OExRceCBB0b2WVGUUzj+8E2za3qZnbS+Wbc0Nh3HOXtHs7efSqwcKwLyO995553WvHnzZP+0aNHCbr311uLOQQghRJ0h4VgIIeoJGONPP/10FEkbpqg47rjjbNq0aaU/4Fefmd1+cs1q22zn72H23gvZq3XP/drsvvNsAXmNUxyUJmY3HW8266OSLx2lKE27du2Szgr/HjZsWOlFdSGEEEI0KrAzqKkQpqigOO/YsWOL33k5hGMm91+8K2Gz9Vqu5kQ+tSp6tDC75kizD141+600ttL3339vhx12WIq4vvnmm9v06dNLsn8hhBCVRcKxEELUE4icJYKWYiO+/K9z5872+uuv166Cdy7m/U/4PWqJmHDcJJHC4pPx2X//84+JdBUnrJnirCzAMRrazWzaeyVv8owZM6I+atasWdRHOHf777+/jRs3ruTHEkIIIUTj4YEHHogm7F0MZWXTf/7zn9IUfyu1cDznC7M7zzQ7aaM0dtz/UlOcvLHZ49eYzf7U7I/SFrB75513bLXVVktJ53HRRReVx14VQghRViQcCyFEPYDojWuuucZWXXXVpBHeoUOHaOlf2aJpf5lv9vAgs6OXrhkxPPRIs+nvZ//9rz+Zjbwpkec4jHIpo3BMjueRI0dap06dksVZyHt84YUX2tdff13y4wkhhBCi4fPhhx/axhtvnBJFe+SRR9pXX31VmgOUUjj+7P2EnXb8qunrVLCS7IZjzSa8ZPZjeYoII6YPGTLEmjRpkuwvhOSXXnqpLMcTQghRPiQcCyFElUP+3hdeeMG22267qOgbxvcSSywRpaiYOXNm+Q5MVAhLHE9Yp6bjccl+Zh+8kf33P801e2SwWe/VU4VjqnZf19NsxgdlaTZ5Bs855xxbbrnlor5CQN5ss83siSeeUKSLEEIIIQoWQXv27FkjRcX48eNLV4C3VMLxx++YXdHVLJ4mzPd3/BpmjwxKRBnHixuXGER1JvLDQnl77LGH/fDDD2U9rhBCiNIi4VgIIaqcyZMn21FHHRUtifT0CzvuuKM999xzUYRt2cAZmviK2cVdaubFO7Wj2avDE+JyJr6eYXb7gJpLJHs0Nxt2SiKHclmavcDGjBlje++9d7Q0kj5bdNFFo7yEH3xQHrFaCCGEEA2TO+64w5ZddtmkAIoddsUVV5QmRUUphWMm5C/pYtZzqfSpKc7ewWz0Q2Y/fJOw8coM9tjw4cNt6aWXTvbd4osvbtddd13Zjy2EEKJ0SDgWQogqZt68eVHBt9atWyeN7vbt20d/o0hL2fnyU7Nb+yfSU4QOSM9lzW7qYzYzgxCLQzL2KbOBO9UUnYlAfmyo2U/lizj59ddf7fbbb7e111472W9t2rSx66+/3n788ceyHVcIIYQQDau+xHrrrZdMf8V24IEH2pw5c0p7oGKFY2yqG3ub9VwyvWh8wZ5mH76ZSCNWQYguPuGEE1JSfKy11lpR6g8hhBD1AwnHQghRpVBA5NVXX7XddtstWt7nKSoo/kYRuIpAnuOX7zE7rWMs3cQiZgM2SgjAc2P5/f78I1E477qetqBGfuSFzM7a1mzM42WPdvniiy+sd+/etuSSS0Z9R5qPLl262FtvvVXeSG0hhBBC1HuYhO7Xr19Kioo111zTRo8eXfqDFSscvzHC7LjWafIZL2J2xjZmk0fXrsheCUAkDify6c9TTz21fDU6hBBClBQJx0IIUaV8/PHHdvzxx1uzZs2SuXp32mknGzVqVOWET8Rdlj7ecFyimEq8uAqF727sa/baA2YfjzObMsbsqev/t1RyxTQOzBKJNBWksSgz9NErr7xiO+ywQ9JZoRr6mWeeGYnKQgghhBCZePjhh1PSLCB4UqgYQbmqhONvZpkN3CVDIbwlzK7unkgv9ur9BWzDE5P8f/xWkkCIm2++OUob5n1JHQqKGQshhKh+JBwLIUQVQjoF0iqEKSpWWWUVu+qqq+znn3+ubGMonoIwfHqnmmknSGFBAZYT1k7kPT5lC7Pj29mCHi3SOjB2/h5m455LRCVXqB8vueQSa9WqVVJ8X3fddW3EiBH2++91E3kjhBBCiOpm0qRJtummm6akWPjXv/5V+hQVpRCOHxua2e7q1iSRImzAemYnrZv/NmBds7N2MPt5XklOj36jMF7YnxR9poCeEEKI6kbCsRBCVBkUE3n55ZejSNkwRUX37t1typQpddOouV+bPTzIrO+aNcVjd0wQkeO5kEPnh3QXz99uNv/7ivbluHHjbJ999klGujRp0sQOPfRQe//99yvWDiGEEELUD5hY7tWrV2QvuMi50korRSkqsCuqSjgmIvjKg2v+ttiNY5+wjtlPc0tyevQbEcbLL798sk8pYHzxxReXZP9CCCHKh4RjIYSoMqZPn24nnnhiVHnao2SJynjhhRei5X51Ao7SnM/NHr/G7NTNC3dATt3S7LlbK1bJO+4A3nfffbbBBhsknZUVVlghit6eO7c0DpEQQgghGgZPPfWUtWjRImkzUCPh8ssvL0+KimKF4zkzzU7bOsOkfpFbv/VKJhwDK+ZOOeWUlKhjckZPnDixZMcQQghReiQcCyFEFUH16dtuuy0ypN2obtu2rQ0dOrTyKSriLPjT7MdvzUYNN7vgn7ag50oJRwVHJ3RYjlzIFhz1l2iz41YxG3SI2VtPmM2fV3HR2Pnmm2/s5JNPjnIc06dEcu+66672+uuvly96SAghhBD1ilmzZtn222+fIm6SYqHstRFqKxxPn5hIF1YPhGOYNm1alDIsFOX79+9f9zauEEKIjEg4FkKIKuKNN96wzp07R4Y0BvViiy1mRxxxRGRoVwcLzH77xWzmh2bP3WY2tIfZOTuaDdgokUOv92oJR+PsHc2u6Wn28j1ms6cn8iTz27pq9YIFkUi8yy67JNN/LLnkknbaaafZ559/XmftEkIIIUT1wIovUii4sEmNBOyHshclJt3EMcuYHd3y/7dey5rddlJ24Xjq24k0YuHvSrUN2LRkOY4d+pFVYGEfL7vsslHtCSGEENWJhGMhhKgSEIf79OljTZs2TUbFbrnllvb444+X32GpTfQxAvK8OWazPjb7ZLzZB6+ZTXzF7KOxZrM+SUQn850qieglmmXw4MFRkUFPAdK+fXu75557yrv8VAghhBBVD+JlmIOXbeDAgfbbb7+V/+BMss+YaPZZsPH/pAnLNvH+83yzmZNTf1eq7fMpZSlmPH/+fNtrr72SfYw9RiFCFcoTQojqRMKxEEJUiag5bNgwW2211ZKGdJs2beyKK66IDOzqZUFCRMaxICKGjX/ztyqtkk5hPM8fjThP4bx33nmnrpsmhBBCiDpizpw5tvXWW0ciptth22yzjc2ePbsyDWCSHdupxpbH5Hva35ViK9/EP3U7KDjofU0hwnPPPbdsxxNCCFF7JBwLIUQdQzTx2LFjrUuXLsk0CqSoOOyww+zjjz+u6+Y1KCgu+OCDD9pGG22UdFZatmxpV155pX3//fd13TwhhBBC1IFtcPbZZ9uiiy6akqLilVdeUR2EMsFKr4suuiglups+10S+EEJUHxKOhRCijpkxY0ZUZZqcu248E/Xy7LPPVl+KigbA3Llz7ZxzzkkuRyW6iEI4zz33nP3+e5Y8gkIIIYRocPD+X2aZZVIKtl1++eWVSVHRiCE1RadOnZL9TvAEdT1+/PHHum6aEEKIAAnHQghRh/zyyy925513Wtu2bZPLI4m4uPjii6s8RUX9hUJ548aNsz333DMZ4U2UUe/evauoCKEQQgghKiFeMnkcpqhg8l6Fcytjjz3yyCO2xBJLJPueVGIUzxNCCFE9SDgWQog65M0337Tdd989KWBSZfqAAw6wCRMm6LqUWbAfOnRoSk5p/k2eaT4TQgghRMOnf//+UX5dtwWWXnrpKP+uVnxVhp9++skOOeSQlJQVa621lk2fPr1CLRBCCJELCcdCCFFHzJo1y84444xkoTa2LbbYwp544oko354oL59++qkdddRR1qxZs+QSyc6dO9vo0aPV9UIIIUQDZ9SoUSkpKtgGDhyoFBUVhrzG7dq1S0kVcvzxx0u8F0KIKkHCsRBC1AE///yzDR8+3NZdd92UoiCXXHKJUlRUCKKJnnrqKevYsWPyGiy11FJ24YUXRtXVhRBCCNEw+e6772zXXXdNSVFBygom9UVlIVhi0KBBKQL+CiusoIl8IYSoEiQcCyFEHUVXdOnSJSXHbteuXW3KlCm6HhWEPNIXXHBB5KB4oTwKtVCYUFHfQgghRMPkrLPOSklRsdxyy9lLL70U5d0VdVO4eLfddkteD+yxfffd17755htdDiGEqGMkHAshRIWh4Mppp52WTJHAtsEGG9j999+vZXl1wKRJk2z//fdPOpD8lxQWEvGFEEKIhgeTwz5h7NuAAQPs999/r+umWWNPHRIWyiOo4tprr63rZgkhRKNHwrEQQlSQ3377LRKI11hjjZTleOeee67NmzdP16KOUlbccsstKddkxRVXtBtuuEFpQ4QQQogGFtm6ww47pKSo2GSTTZSiogpAuO/evXvKtVl99dXt448/ruumCSFEo0bCsRBCVAiWP06YMMEOPvjgpFFMdCtL8Yh6FXXHZ599Zr169bIll1wyuURy5513ttdff12XRQghhGggdtill14aFV9zYbJFixb2wgsvKEVFlYBIvPbaa6ekrDj00EMVDS6EEHWIhGMhhKgQs2fPjiKLcVLcIN50003tsccek8NSBc7kyy+/bNttt13y2jRt2tTOPPPM6LoJIYQQon4zZswYW3bZZVNEyYEDB6qmQZXZY3fccYctssgiyetE+gr+JoQQom6QcCyEEBVafjdixAhba621koZwy5Yto+IsLJsUdc+vv/5qgwcPtjZt2qQsX3300Uejz4QQQghRPyEd2C677JKS17hjx4721Vdf1XXTRBqbmdoT4bUi0OLbb79VXwkhRB0g4VgIISrA+PHjbb/99rO//vWvkQFMJMUee+xhY8eOVf9XER999JF17do1Ksji0UiHH364TZ48ua6bJoQQQohawkR9mKICO4xCuA8++KDdd9992qqoDx544AE755xzkrYYG/bzRRddpBV6QghRB0g4FkKIMjNnzhy78MILUypFr7POOtGyux9++CGKONZWHX3A9bj55pvt73//e/JaLbPMMlEksiLDhRBCiPoHk/QUIg4jWJkYpq4BG/aZturpA78uYZE8NtKMvP/++3U9nIQQotEh4VgIIcoIKQ7IYcwSu9D4JX9uq1atbLXVVrNVV11VW5X0AddjpZVWssUWWyzlem211Vb2/PPPK9JFCCGEqGcMHTo05Z2urf72wcUXX1zXw0kIIRodEo6FEKKMzJw50/r161cjakJb/eqD5s2bR87KN998o/tFCCGEqEc8/vjjKWkPtNXPPmjSpIk9+eSTdT2chBCi0SHhWAghyiwcn3DCCXVubGuTcCyEEEI0Rn777TcbMmSI7brrrrbzzjvbP/7xD231qA+4Zp07d7ZbbrnF/vjjj7oeTkII0eiQcCyEEGWuDE2Kg2233VbibT0VsCnIQiHD0aNHK1WFEEIIIYQQQohGg4RjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOBZCCCGEEEIIIYQQQgiRgoRjIYQQQgghhBBCCCGEEClIOG7kfPrppzZ69GibMWNGXTdFCNEA+fXXX+3DDz+MNiGEEEIIIYQQQtQfJBw3cF577TVbffXV7aCDDkr7+fnnn29/+ctfrH379vbzzz8Xfby99torOh7bjTfemPfvevfunfzdGWeckfLZ4Ycfnvxs1KhR1hh45513kue83377WbXwxx9/2BprrJFsW222F154waqR5Zdf3lq0aGHrrruuNQSef/75lH4/7rjjKv7soS8XXnjh6BnD9ueff1q1cP3110fXm23o0KHWGCcNH3jgAbv33nuj5838+fPrtD3vv/++3XLLLdE2e/Zsa4xwDXjHsc2dOzfv3y1YsMCmT58e3fPPPvusjRs3rs6vZ6732GqrrRbdeyuvvHKdtU+Uhi5duiSfpQQiiPphD1biujUE+33bbbdNnsPDDz9c6/3wTD7zzDOj7bzzzku+h/1v1113XQlbLYQQQpQWCccNnKeeeioSbLbeeuu0n3///fe21FJLRd8566yzij7eBhtskBSJLrzwwoIMWP/dkUcemfLZjjvumPzsySeftMbAK6+8WIUZuwAAIABJREFUkjznzTff3KqF33//Pdmu2m7FGN7lxAXOVq1aWUOAyaKw3xdffHH74YcfKnLsKVOm2CKLLFLj2leTcHzllVcm23XJJZdYYwAn9Z///Gc0SRK/NgsttJBtt912NnXq1Iq367vvvrNVV1012ZaRI0eW5RiLLbaYLbroogVvlZpMuummm5J98Pjjj+f1G8T/tddeu8b1XHLJJa1nz5727bffWjW+x2gff+eaFGPfXHPNNdGmVVN1R2ijvfzyy3XYkoZJuezBUly3XPdgQ7DfW7dunTyH22+/vdb7+fzzz5P7wT4C3nX+t/XXX7+ErRZCCCFKi4TjBgiz1gMHDowEgFA4JqIYJ/Pggw+OnGjn3HPPjb6Dg/zBBx8UdWwJxw1fOEZgknBc3bhIFr9Ow4YNq7go+9e//tX+9a9/Wa9evaLIyGqhsQnHH330ka2yyio5791mzZrZ8OHDK9q2Aw44IKUN5RCO58yZU+vnVrt27awSbLPNNgUJxxdddFHOthMl98knn1hDFI5322235P4fffTRErRY1AYJx41XOM51D0o4/n8kHAshhKjPSDhuYCDMhJFbyyyzTDKarHnz5sm/h2kkwqjjnXbaqeqEY0SMiy++ONpYjtsY+OKLL5LnfPfdd1s1wXK7H3/8Ma8tLmystdZaBS3BriQNKeKYNAzpRKSdd965Isc/4YQTMt7P1UJjEo55bjKu/XybNGkSOfSnn366XXDBBbbHHnukjBPeB5VKF3HrrbfWGKflEI6JvK2tcFzuSDAi8UnRFB4zl3A8YsSIlO8vu+yy1rVrVzvllFNsyy23TEkRs8UWW0STftX0HpNw3HCQcFw/7cFKCMcNwX4vVcTx119/HflnTOCuueaa0d/eeOON6P/ZeA8LIYQQ1YqE4wYGDujVV18d5eQi0i/uAC+33HJ29NFHRzkQMwk9TzzxRFUJx6J+8tJLL6WkKyCPXjUXSGtIwnHHjh2T/d6pU6eU6F+iXsoN+ZT9mJdeeqlVI41JOD711FOT58o9+cgjj9T4zkMPPZTyzuA9UW54HhDhXAnh2As15rPxfvzb3/4WtWWJJZao8b4sVQ5wcmsTiR+K+vkIx7znw/QUiBFxoZ9c0eH+7rvvPqsmJBw3HCQc108qIRw3BEolHAshhBD1GQnHDRiEgPiS1d9++y3tdydPnpz8HsZkfRGOf/rpp2gLo6n4N8VE7rjjjsg55/N0/PLLL8nfU/QtHaT3yPUdhAb/Tral+B9//HEk2JDnrVR5J4nqffPNN6MoFESIZ555xmbOnGl1zWeffZaSRxVBKj4hQV95v2Ual/HvlSJqzotIke+1tsJxodeymHFaKKSbCUVCztNFGrbLLrss6+/D8Vzb74XC8ZAhQ/Iax6+//npUOJG+LRTGCMXVcFyJtkYkoxAP6QkKFY55Ft52223RhmCYbWyWYmywf/owXpwUIZDzIb3QtGnTrBjatGmTPFfOOxPhdSt3egbGzyabbJI2wrdcwnE+zJs3zzp06JBsS7nSdmy88cZZo5yzCcePPfZYyrN1woQJab934IEHJr/HO7ZYSH9F8b2xY8cWnS89nXBM37N/3mWk2Zo1a1bWZ88//vGPlOvE3/isGHgWvfrqq9H+3n333YLS63Dve87XO++8M3p+FFt0ON07kuuAfccxeM6lOwbpingGcR6FpioptA/SCZCMD64lKwrYT65nWLp3JM90bJtsuXFrc70qeaxytSVX0dNBgwZF7zCuR6Z3eTHXrRz3YCmeL+W4RqUWjnm3P/3005FtdPPNN9uYMWMKsv8Kfc6UwqYrtQ1brM1XH2xxIYRoaEg4bqCQfoKq5Rg6iAYeSZYt+m+rrbZKGkcYrtUiHFPMqWnTptH23HPPJf+Ocei/6dGjR5RC4dBDD42KgIUOOOIZxm08RQLLj/07l19+eY02ffXVVyn5fMkbnY5QZIhHpiFO9+3bN5kKxDf2y/EziXhUuPZz3mGHHWp8jhN51VVXRcuT04kOXHuMskyQc3adddaJtiuuuMJKCQbsZpttltIeUlbEQUj2z7OlSAlFkv33379WbeI6ENm30kor1egnIisZG7mE49pey2LHaaGwVN336UsfOV6+y+7Da5etCnoo+k2cODH626677hqN2fh45G9EbsaL42Gsc7xwWT0bohr3OsXCcNrYMomJRFaSAiXdfUDedsZMuudZXDhGqEtXNI62c69lc0BrOzaA9CH+faLBcSiZ5Eu3WuSee+6xQsFBC9vDctlMhPck3y1nMcWTTjopeazevXtHq2SqQTgOi0pyv5aLYoTj448/Pvk93tuZ8BoHbERQ1+bZglN98sknW8uWLVPax/OrT58+kZPN/cc92rlz57zfY6FwzDjbb7/9ajwH/PziwifFCjP126abbmq1gSXj2C/xlVpLL7207bXXXlHBz0zwfNl9993TtodzOvbYY6NnRKGE7w6e5V9++aXtueeeNY7BO8ujPZn4YmzFaxHwbGM8lKMP4gIk9lT8WejPsHTFccPJzn322Sea8AttQtpUqrZW8li5yLctuexBeOutt6x9+/Zpx+AKK6xggwcPrvH+Lea65XsPZrLfS/F8qcQ1KqVwPGnSJNtwww0z2irnn39+1onq2j5nirHpSm3DlsLmqy+2uBBCNDQkHDdQ/v3vfyeNLwymAQMGJHNbZopOIt+lvzjJR1btxfHCgiEIVrkccRzQUAjBKPXPcMbiELUR/n777bev8R2ie/1zRNzQMCd6Ileb2ChWGDf2chVD6dmzZ879YvzccMMNafub/Gr+PdKUlJJu3bqltCOT2BsKwpmcIcBhCZ2rQiHyarvttsvaV6FhnU44LtW1rM04LQSi4sNl7//973+jvyNChccgEicf5yHb8tXQAXrvvfeiv4VpMdJt4f1BNFS6An6+8awKJ7MefPDBGm0gKivXNXHHF6ctk3CMk5IutU+4IdykW3VQzNiIP994TqcTz3zjs0IjYMPVJAgI2SASPzweE5DlAIfQhS1SLiAOVINwHD6TuI8Q3csFkwS8m8MtnNjKJhyHk57pJuUcniNhuiCi+QqNjMv17OS96P9eb731Ci6OxxaeT7qN+gyspnEyTRSxbbTRRgWdIxNCCGY8b7K1gXoRpF+Kgz3FpFiu+5/narZJm3SE/cfzNpykjm+kfOGZGhfgwg3x7sUXXyx5H4TPsPA+ziSQcZ+FIFKFk8jxlQihmFtsWyt5rFzk25Zc9iAFsenXXGPwnHPOKdl1y/cezFYcr9jnSyWuUamEY6JZ4wJluo1rTk7rUj5nirHpSmnDlsLmqy+2uBBCNEQkHDdQcLJwfH2ZOC9QDD2iqTLNohLpFhpr9Uk4Dre99947Om+OHzfEWQKb7nyZuY5HY4RRXWwYPHFDBGMwNFQcogZCcRajm6i6YcOGRRG+tDHc9y677JKy32yOAn3gnyF20V933XVXZBBi1IbGH22eMWNGxYTj//znPynnhSCQSXyplHCMQxa2CQfpvPPOiyZHwrGVSTgu5bWszTgthDDCkJzSvnyRcyDyxj8j2jMTxTgZCNWsagiFeO5t/hZGthN1EkbE0VauLdeke/fuafPexp0IliiGBT+5lvfee28UnYVARl7f0NFi2X4m4Th0Lk877bTofiL6h4j88HPSYJRybEC6MYjQzQqHa6+9Npok8ny7/ln8WZWNb775JoqoZiM6OxthgTai8csBKzlWXHHFZH/5Ko26Fo5xEMOUHji5lSaMNM8kHLOcOLx3iKLKBmKLf7fQwlrx8cv7ncmNM888M3ovxcdtbYXj0Jnn2cfybZ4D4WQOeZz9/ct7jmcK6VT880MOOST6G0u3C4F7NWwDzz/uXd7tvBt95ZYLG3HxiehK/5woTIpNMgFDBDB9FQp62BSFkO7dwbPgmGOOifqJZ0M8stjbyQQu9zyri8JVIOkisovtg3TPMERu3m3cR/37909pAxMk4QqOUEANNyY96FPOpVRtreSxcpFvW7LdRzw/w/ukbdu20fudVCYUwQ4jg/kekbmluG753oPZhONiny+VuEalEI6JFA4nhJksJSoWO4Vn3WGHHZZyH++777419lHMc6aUwnFtbdhS2Hz1yRYXQoiGiITjBkw85y7LcrJBfkE3bjCwajPTGgrH/mLPZwt/U1vhGEMkXgCIcw4NAZZ5OYhqYQTA+PHjMzrcvsWNzsMPPzz5GWKTw9L2cIlouuJKGCrhvsNI8GyOQljIkGVWcYiKDI1M8qDFwfGkL9hyiUn5QpvDqA8isLPlVqyEcEy+srCP0xVBw+DMJhyX8lrWZpwWwgEHHJDxPuL/w3PMJD4W62TEc+Wmc7TCvIg4nvHJLBzq0CFN50Qg7IYOQrrzwakKhadswvEWW2xRI9KHZ2IoaCJ4hhMhxY6NdM47y2oRV0MQ5MPvkBOx1ODYhc/idM+WUkDkdroUQXUtHIfPVSKRSpEbsxzCMekKwrGQq+BoGLFH3tN8CZf1sjEpGML9Fk40FCscI6DEuf/++1PeKfG0SsUW5uK5u/LKKyf3wVLveB59+jucQApFHSZlQ1Eu3bUI319M+hRC/N3BioH4ygmEl/A79Gt8RUk4Sc7GKpxS9UG6ZxiCdnzJPZHO4XfefvvtrAIq4lc812gp2lrJY+Ui37Zku4949/lnCJzxdwcTTWEKC9JClOq65XMPZrLfS/F8qcQ1KoVwHL7zsM2ZzM0VdBH2ZbHPmVILx7WxYUth89UnW1wIIRoiEo5FCuHsfLZcWPkKx7XZaiscX3311WnbFBoSGEYhYb7A8PfkmksXyRPPc+wRahhzXogLsSmM7iQKMhPkdfTv9evXLy9HIYygTZebGRCxMbLZSp3DOB2k7MCp9XYxAZEun12lhePQYCfXXiZCozYUjkt9LWs7TvOBwiBhZGrcQSC6JWxHJnGu3MJx6DAiVMYd0XT5dtM5EaEQnin3L06zf4e+ySQcE+EV5vSLRzaHEV0jRowo2diIP98Ye5kKsxAN7d9Llye0GCgugxMVrsAoR5HNcIxz3qE4W5fCMRMG2e6dahKOEQ7D+yJX+gOemf5dovDzJcy9zfjNRBgZWFvhmJVQmTjiiCMy5mcvVjgmai+M4suUX5SIQf8eQrb3eZjahXsm3e8RwLbZZpuob3hmFlLgNf7uIII0DilO/q+9+3u1bfr/OP69lxRuXFBCrrkiP4uk5FIUN0fIKVdSkh+FyI8rFEcn4YoiuZEfCTfIj3IhUU75UUJJ4Q84n56rxvq+5zhzzJ9jzbXX3s9HzT4++6y999prrjnXmK/5Hu/xf+ExbWMCjrNY0Udv3VqvQX4OYwxZKlKI1a+cc0oBammB5BrPdcnf1WfocykdR3n4WlrXgqrJtu+fu9/mBMc1zi9L7KO5wTEV3kNv9MVzXVqfosZ5pnZwPHYMW2PMt0tjcUnarwyO1RAHGPT4nRMcE8YwyBmyxZB2SnDMRWhpJWcGSulxZ511VuPfmAreVolAOBTD4rYWHvGC7eKLL26tcqVCsQvVvumx55133qAL7hiYUTFNfzsGVdvC9GGqNeOAbEhl26aDYyqvY7UaLQxK4sA8Bse19+XU9+kQ8b3MRWBeMcnrEcN9+qBvIzhmsB6nCHaJVf95cMx7nj6xbKUwhtYSQ4LjrgvX/AZTuhFT472Rn9+6+tVyjKTHseJ9rcCUFh7x2OW8nVfh1EAVZOpvyAVg3kJnm8ExVXhTzjHbCI4Jh+L+auu7HcWFMce0SogX6flsnIjjcm5w3LUY79dff904f9YMjuMNQz5Hu8Q2JqnlR6wETK02SqHIFPH142ZsW2BEH/L4HEprWMSigC+++KLaa5Cfw1groyQu7BXPYXmAyjm9TY3nuuTv6jP0uZSOo1iB2dW/nlkyfCZTkRtvHs3db3OC4xrnlyX20dzgOO4jXosuH3300fqxVIknc88zNYPjKWPYGmO+XRqLS9J+ZXCs4rS3thYHe7XHMX2vSqgYLLUh+Omnn1qnd7Fib/r6L7/8sp7qF/scM1BNj2HafEJvuDjAIUQtbXF6NHfih1xwEyjk1dAEyFQo0DetaxC+CTHI7goklw6OaZMRw7CugIUKlLb3SO19OfV9OkTsK0wYyEVpvsULQPr/tvWf3nRwHBel7KuGp29420VEjuOYf+f9z8Uxf2e+wnxXcPzggw92Pg8WFUqP5efXem/k57dS5XRc8LRUeTgG5zCmuOeL7TDtl/drbVRR09cx/Z62Bf62FRwzbT/2yo7VmHsxOOb8HvdZXwUrMy1Ki2N1zV5I38Nr09W2I95AnRIcU81fqhQEf1/sDxqn4s8Njmlfk76far+uYzjum3iDJ553Y59YzhO02miblj5UfP0IvtpQJRp/d6lqlN63bTdRa7wG8Rx29OjRQa2U4jksBqj00S2p8VyX/F19hj6X0nEU1+EgRB1r7n6bGhzXOr8ssY/mBsf04B266Hh8XTjnxWBzznmmZnA8ZQxbY8y3S2NxSdqvDI7VcNNNN60/MB9++OGdCY5Z/XbqICCuDp36B6YBFINN0Pst73Mcp0PRHzShoiMf4A3d0gV03yraVJcShpZ+Dn8nC5tsYrp5FMPz1L8tLchWKzhmkZcpwXFszZD3t22TFoGJ75Ha+3LO+7RLnIo5ZmtbSGroRUY81scEx7F9SF/lT7wAaAuOCdGovhnyt3YFx239VSMuqvOWJzXeG/n5rSswrRUc04Io7yXIuYQpnZuauUBP9fS76AvfZlvBMZ9T6ffyHLZpSo/j1CKpJK5Sn/cRLfnqq6+KFfI5zvdzgmNCmT6xj2mstJsTHHMzo60d1ZAtVmcSZMfAJd8IxpmpxNTqsX2zh3x2xOCYsKkkVhyn4LjWaxDPYSzMPCc4ztuRJLWe65K/q8+Q59J1HMUbwYz3xpq736YGxzXOL0vto7nB8bXXXtu6DkpJvEl27NixKueZuWO6uWPYGmO+XRmLS9J+ZnCsYnDctpDYXg2Ou4LHvkEAA+707wSh3PVPPU3Tc6FCLrauYGDG4m9tK4THkHnMRniTQte+4DhV1N57772NSr58o4o6Dj5rom9ZbAXBVMl8+nmN4JjVsacEx3GfcdE8JTiuvS/nvE+7sKr2lOdJ6JobepERQ64xwXEMCLuqiHHbbbcVH8v7IvYejtX3LIZD5UoMfLuC477WD3HhGlZAr/XeyM9vXa/33OCYHohUVscLUzYu6kr9nWthIZvYi5LWPvkWFyqlGih9nRtAm8J+iM+N1dn3enDMfoz7sG9xvPPPP3/92KEtSOKU6TwMzjG9fk5wPGQq8Omnn77+OXHB1TnB8e+//z7p+GVj0a6I2Sx83rCwZewlnG95f/M+Qz475gTHtV6DoeewOcFxree65O/adHDctwhyn7n7bWpwXOP8stQ+mhscx0rhvD90jhlg8XlyLVLjPDN3TDd3DFtjzLcrY3FJ2s8MjlW8Oz6lj+YuBsexvy2L9DC4yysE4mJ53NWnwjg95tZbb238vCeffHL9b/xdUwwJjiMqi6kepZqPsDgOnLpem6kYzBOYp99BgDx2McWhwXHsETcmOI5VLUzJ78L+bXuP1N6XmxisMpWbqXvpe7mQ48KhtMV+vQQN9LmdcpFBb/K2i4y+4DgGoH0VkPGiK15EsL/ihRPTsAmC8wCUSpMhwTH7uct99913wgKZNd4bSwbHsY8vGxfD8Xy6STGcrVEVX0vsgc2U6dI0/70UHCP2Ku9qb8L7P/YS7urzXjoXEdp2iQsaTQmOOY67KnFpq5I+e/OWQ3OCY35nvFlBD+4aeM25qfrII4+sqtryqsgxrWA2HRzXeg2WCI5rPdclf1eN59J1HLEuR/o677ddCY5rnF+W2kdzg+MbbrhhcLjPTcD0WMZXtc4zc8d0c8ewNcZ8uzAWl6T9zuBYDXGRM4K9gxAc00csXcQyJZZwrW2xkgsuuGDd5ziu5pwvIhhbK9AGo8t///23mpbNFqfgli4UuIhOj4/tMfIBZezJyoU5VWq18HpRCRgHqX0Lk/QFx7zvhvQ8GxMc54sG/fjjj8XH0n6k7T1Se19uYrBKwJS+jwrcPAjOUakTK3UJUKN4kfHuu+/29h3MLzL6guP43qSXeFcgnhZTyy8i4oI5p5xySrElS1xYqys47luw5aqrrlo/lkrnWu+NpYJjpq/G/cUxxfGxFI5vgquuLc5eYDZH+vqU3rVDxdCDiqZtGxocx5s/qed237mBgGbo5wDHXmyFRB/okvhZOHVxvK6+/NyQTI9LraNq9TiO45W+amyCqXQMp2OH1lb513I//PBDY7+Omcm16eC4xmuwVHBc67ku+bs2HRzHG5rMFizh85oxBTf7+XzfdnBc6/yyxD6aGxzTFiN975133jm49duFF164/vrc88zcMd3cMWyNMd8ujMUlab8zOFYD/cbaVt7ez8Fx/vsJotoWT7jnnnvWj0ltDQg7/vnnn8bjGOTFAVjX6xgH/vEueulCgYX60tepLC4t+EY1BotCpMfWDInuuOOOxt93++23T/o5H3/8caMiuC3UIBCMq2+PCY4RK3G7egDyc9veI7X35SYGq7HX9tAFcqiaT99D37zoiiuu6K3EzatXxwTHsfXIqaee2rpAH6jOib8jXkRwUZS+fskllxT/ThajGRIcc3OldGOBr6dqHgJ3LrBqvTeWCo7jeZkKqJo3kmqJAcQSPY65ARar1sfOmNhmcPz66683zp0///xz70231GJlynMpLepE4BPHDFODYz5TSm655Zb14/jvmsFxDMT4WV2Lp8YFFFN146FDh9Zfe/bZZweFXyxotpeC47mvwZLBcY3nuuTv2nRwzIy49HUCt9ICacyKS49jvLDt4LjW+WWJfTQ3OObx6Xs55+XXC1Fs6cCiesnc88zcMd3cMWyNMd8ujMUlab8zOFbjLm3qnUg1wJSwcVeDYwbDcVDSVoHGnfr8MaXfe/XVV68fw6CtbaD0zTffrANoNnqXDbngjq0oSlPNucvetTAcKw/TF5dtzHT1F198sfH3M0Uurvw8BhUSpUFiqpyOCztNCY5jcMignal9bZXPsQI3f4/U3Je1B6u0bIg3CFI17NhFDb/99tvWPue89/LFDnm98mmRY4JjLm5jz1KOdypN8psKsQI1f3/EC2be3yyUk+PxcZ90BcdsnLvyn8O+Zp+lx3ChWvO9sURwHMMJLp67Lly7sKhNOmdM6adZIzhmgaD0HNhSiD9FnGVA+BoXLOxS8zlMDY55n8bgtS004RiJVX1jZxCxOG6sAKd6P+KmZWxtNSc4LrXcePvtt9fnAc45LAIaxcXBpsx6idXMpdeIc1M89lhToC3oYBZO6UYuPUmHLsS5dHA89zVYMjiu8VyX/F2bDo6ZgcbnX7w5lN8UpCd4/CyN778awXHfMVgav9c4vyyxj+YGx1xXxQIGxjttN27juYT9FW8Gzj3PzB3TzR3D1hjz7ZWxOPtzU5//krTXGRyrtdfv1NXldzU4ZlG3OGBho6orYpASQzq2p59+uvXnff/9941BEBcFXBgzGON5M3WLICtWTcaBVNcF9+HDhxtVJjwHLqgJhBhIU3UQe4q2TWWmmjr9O6sYDxUHZGnjd43Z0mJXVEXHix7+FlZOpqcp1d0scJb/rrHBMQNkFl9K38/z5/VhkMpr9cADD5ywWFj+Hqm5L2sHx88999z6e+j3x6B2aPgV/26qTRJ6m8fX49JLL11duNCbjtc/9hVsu8joC47bbtTQyoCQn3MGbSHi69l2EUEvwHihww2Gl19+edW+hZ9Nr/K2FdepiKJqvy04Tgu3MbWU9jNU9sQpnvy8vFJp7ntjieA49ghP0zyHbLwWsfcs7TzSz4jTnZcMjmlpEP+WKe2UEo79sZX6tZ/D1OC4bZV5jiFuCHL+ZEp0vBnGMTUW5874fDh3clxzLmCWCX3F8+NnTnDMzyfgIPDgGKJlVAy+6efaVSXHeZ5jum8Bqq7jiteM15XFu/hMJXSI7bs4B9BzNSHciZ+JHN98L+2Afv3111V4H48bPuNK1eHbCo7nvgZLBsc1nuuSv2vTwTE43uNxxHmUG8h8D+ODWGjAMVuzxciQY7A0fq9xflliH+XBMeOfoWPdVKiQj3cI2996661VFe3777+/CiDjeIUF4qK555m5Y7oaY9i5Y769MhbPrxVrfv5L0l5ncKzWaU6PP/74gQqOwSAkDgj+/PPPzqlkbAz8Shi0xwvf0sZCRwxGhl4oMH0vVjB0beecc87xf//9t1pwnIesUzaqyBIGhnmVQb7FBWDGBsf48MMP1+1HStuZZ565Dtvb3iO19mXt4DgGmzfffPOo1yVWb3BhlKpgCCIuu+yy3r+TQXnbRcaQ4JjfFafPtm28BlzgpP/PhVbEVM6+/cF5JU7TjNWZMTiOF7BtG/v+6NGjra/jnPfGEsHxkNeptMXKqP0WHF900UXrn/PQQw/tXHBMhXTea75tI8yh6nCKTz/9dNX3v+vnc94phV9DgmMu9DnWu34H39v2ecz7JH8saxGM8ccff6za9fS9jgQ7BBNds1r6tr6FobYVHM99DZYMjuc+1yV/1xLBMedoigP6niPH2dT++l3Bcd8xWBq/1zi/LLGP8uB4zJY+x6gQjuPYru2aa65pbTky5zwzd0xXYwxbY8y3F8biBseSDjKDY63FtgB5EDRUDLJKvbT6Vh7OW0QwkEr/xt355LPPPhtUMRb7AnMRPaSCi2rXNnF6HRdifb788stGj7Z8IE/vslQBGcW/jXCgbWBz3XXXdQ6c6G/ZFlSB6XrpcVT3DtVWFTB2ywMRgpfYxzj2QqNaMg7i8lYBQ1Gh2lbBzMZgmWAlXXyU3iM19mWN92lCRUl8DqVFT0oIQuP38/fFCw0W4IpVi2kj4KPNCNNiSzdQWAAl/RvVMCXvvffeqvIkLojC384NAvZJ7G/KjIiIiiX1zRASAAAGaUlEQVT6+LU9R26scKFFxSw3DuLPT8HxM888s/4aNzCoNM5nFLBRsdXXc3fqeyM/v3EhXRL7HFJBNFTs3z1mI4SKwXHspc3K57Vdf/31659PNVUbqsi6ziVDEbrGG1Zj2vXUeg5t4g09jo0+tKzgfVG6oUclV+kzYCgqFAmmYnhC9RvBOxXOx44dW3+dcGLo51g65xMGUUlGlXv+/Dm2b7zxxtZWNGmqfpwqPyU4Bu2W+Bxsm6WQztv5VPqEY+Spp57q/GwkHKMydKwhnx28NukcmLfjic4999z1z2r7W+a8BkPPYbHndjyHxbZVcVGwkjnPdcnf1Wfoc+kbD+LVV19t9PGNG5/leZuXGvttyDFYGr/XOL8ssY/ymy5jtnzM8vzzzzfGIvm5jt68pfUH5p5n5ozpao5h54z59sJYnMWn54y7JWmXGRxrhR6nc6a1qoypUlSpMeBmWh/V3AzuaBcwF4NhfhaBNi0sHn300VUvUipZdgkBH4uQsTL2Sy+9tGojMbTtwlBUfdDKgGoMQkLCQgaBe2Vf7kXsA6o0jhw5slrVmgB+E3hdCY9YxCbiXNR3M4vnxNRcqka5eOZCM/fbb7+tps/SqqIrSGMxRoJu9iuV0jyn2K7hoL83uLCbstBabekCd2ol7X55DgnTlek/z3mN9x4BBb0ea+P45JiIPTYJnObMCEk4zggKqCjjpjM3fIb24+b4Zlo4gQIzcqaiqpkggNlShDh8VnQFatHff/+9Osfcf//9qyDs7rvvXn0/NyUIbXbFnNdgPz/XXXhdCBcJ/Pg8pBUBQe2Y1ihz1DgG555fdmEfEZRT3c2NaxZsZmz1+eefFxeMq32eWWpMt8kx30EZb0nSXmNwrBOmlndNWZOkObi4I+Rie+ONN4qP4+KRRcs4J1FROScQUh1pcUz+d1uoLqMC7IwzzjjQz2HTCCLScdoVjlMFl8YOhBiS5PlFiWM+SdofDI61uuN70kkn9U7fkaS5qCxPQRNTS0t9wum9nR535ZVX+sJvGf0GTzvttBOmsS5drZVab9DC4KA+hyXE3qIsWteGFeXjQqyffPLJ4s9T0u7x/HJwOOaTpP3B4FirKV1c9NHfk6lDkrRJcREw+qLTe46ph/Qt5r9jj2TC5TfffNMdsmUsjse+YBHVbUkL09H/8q+//jqwz2EJTHdPxyAV/+z3tGgTPSCZLXD22WevH0OP+FJ/Tkny/HJwOeaTpN1ncHzA0S8rLajB4nCStGn06MtXxiacyhf5IqjcZlsE/T/6z7b1j1662ve1114rLpZ2UJ7DEriJc/nll7cuPpR/jQXu9nOILqkuzy8Hi2M+Sdp9BscHHAsKpJVjd2kBF0m7jSriWLGYbyeffPLxF154YdtPUzqwWJyONhX5TZ54Y4fK63yBI0ny/KLIMZ8k7TaD4wOO6ilWXU5TUCVpKSyA98477xx/4oknjh8+fPj4XXfddfyVV145/t133zntXdojaE1x5MiRVVurQ4cOHX/ssceOf/DBBy5YKcnziwZzzCdJu8vgWJIkSZIkSZLUYHAsSZIkSZIkSWowOJYkSZIkSZIkNRgcS5IkSZIkSZIaDI4lSZIkSZIkSQ0Gx5IkSZIkSZKkBoNjSZIkSZIkSVKDwbEkSZIkSZIkqcHgWJIkSZIkSZLUYHAsSZIkSZIkSWowOJYkSZIkSZIkNRgcS5IkSZIkSZIaDI4lSZIkSZIkSQ0Gx5IkSZIkSZKkBoNjSZIkSZIkSVKDwbEkSZIkSZIkqcHgWJIkSZIkSZLUYHAsSZIkSZIkSWowOJYkSZIkSZIkNRgcS5IkSZIkSZIaDI4lSZIkSZIkSQ0Gx5IkSZIkSZKkBoNjSZIkSZIkSVKDwbEkSZIkSZIkqcHgWJIkSZIkSZLUYHAsSZIkSZIkSWowOJYkSZIkSZIkNRgcS5IkSZIkSZIaDI4lSZIkSZIkSQ0Gx5IkSZIkSZKkBoNjSZIkSZIkSVKDwbEkSZIkSZIkqcHgWJIkSZIkSZLUYHAsSZIkSZIkSWowOJYkSZIkSZIkNRgcS5IkSZIkSZIaDI4lSZIkSZIkSQ0Gx5IkSZIkSZKkBoNjSZIkSZIkSVKDwbEkSZIkSZIkqcHgWJIkSZIkSZLUYHAsSZIkSZIkSTI4liRJkiRJkiSVWXEsSZIkSZIkSWowOJYkSZIkSZIkHY/+BwiGAOxjbzg3AAAAAElFTkSuQmCC","https://editor.mnweg.org/uploads/images/Quintenzirkel-20Violin-20LSG_c6fd9492-be8b-4b4f-a8ba-ecbd4192d52a.png?width=1995":"data:image/png;base64,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"},"translations":{"editor.tile.task":"Aufgabenstellung","math.subtractionSign":"−","math.additionSign":"+","editor.tile.abcNotation":"ABC Notation","editor.tile.cloze":"Lückentext","editor.tile.text":"Informationstext","editor.tile.line":"Linie/Pfeil","editor.tile.image":"Bild","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern {shortcut}","digital.toolbar.zoomOut":"Verkleinern {shortcut}","digital.toolbar.markRightWrong":"Richtige und Falsche anzeigen","digital.toolbar.showSolution":"Lösungen anzeigen","digital.toolbar.scrollNextTask":"Scrollen zur nächsten Aufgabe","digital.toolbar.shareSolution":"Lösung teilen","digital.toolbar.copySolutionUrl":"Lösungs-URL kopieren","digital.toolbar.downloadSolution":"Lösung herunterladen","digital.solution.headline":"Bearbeitetes Dokument","digital.solution.studentId":"Stimmt diese Nummer nicht mit der im Dateinamen überein? Dann handelt es sich womöglich um eine Kopie eines bereits bearbeiteten Arbeitsblattes.
Mehr erfahren.","digital.toolbar.clearInput":"Eingaben löschen","digital.toolbar.clearInputAndSelectTile":"Eingaben löschen (wählen Sie einen Baustein)","digital.toolbar.infoTile":"Baustein-Information","digital.toolbar.infoTileAndSelectTile":"Baustein-Information (wählen Sie einen Baustein)","tile.digital.explanation.fallback.passive":"Du kannst hier nichts weiter tun.","tile.digital.explanation.fallback":"Tippe oder klicke – sofern vorhanden – auf die Lücken, um diese auszufüllen.","tile.digital.overflowMessage":"Text zu lang, bitte kürzen!","tile.allocateWords.digital.explanation":"Tippe oder klicke auf eine Lücke, wähle aus dem Dropdown aus bzw. gib die Wörter ein.","tile.paper.digital.explanation":"Gib einen Text ein.","tile.paper.digital.nonLined.explanation":"Hier kannst du leider nicht schreiben. Eingaben sind nur auf einfacher Lineatur möglich.","tile.multipleChoice.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.multipleChoiceTable.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.pairOfTask.lines.digital.explanation":"Um ein Paar zu bilden, tippe oder klicke auf einen Partner und tippe dann auf den dazugehörigen Partner auf der anderen Seite. Um ein Paar zu löschen, tippe auf einen der verbundenen Partner.","tile.pairOfTask.number.digital.explanation":"Um ein Paar zu bilden, klicke auf den rechten Partner und gib die Nummer des dazugehörigen Partners auf der linken Seite ein.","tile.sortTask.digital.explanation":"Tippe oder klicke auf die jeweilige Lücke links und gib eine Zahl ein, die die Reihenfolge kenzeichnet.","tile.wordSearchPuzzle.digital.explanation":"Tippe einzeln auf die jeweiligen Buchstaben, die zu einem Lösungswort gehören. Wenn du mit einer Maus bzw. am Computer bist, kannst du mehrere Buchstaben gleichzeitig markieren. Erneutes tippen oder klicken löscht die Markierung wieder.","tile.crosswordPuzzle.digital.explanation":"Tippe oder klicke auf das auszufüllende Feld und gib den Lösungsbuchstaben ein.","tile.mathplot.digital.explanation":"Hier kannst du aktuell leider noch nichts ausfüllen, eingeben oder einzeichnen.","tile.signature.digital.explanation":"Hier kannst du aktuell noch nichts ausfüllen oder eingeben.","tile.qrcode.digital.explanation":"Tippe oder klicke den Code an, um den Link dahinter aufzurufen bzw. den Inhalt anzuzeigen.","digital.solution.filename":"Lösung","digital.solution.text":"Lösung","digital.noScriptHint":"
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
\nWenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen.\n Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
\nEinige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
\nFür Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesem Weg kann das digitale Arbeitsblatt leider nicht anzeigt werden.
\nDas kann daran liegen, dass Sie es von einem iPad aus öffnen oder es in der Vorschau von anderen Programmen sehen, die unsere digitalen Arbeitsblätter nicht öffnen wollen.
\nWas kann man tun?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf MNW.
\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim Materialnetzwerk eG-Support oder lesen Sie Details zur Sache auf https://mnweg.org/faqs
\nViele Grüße
\nIhr MNW-Team
"},"config":{"worksheetFormats":{"a4Portrait":{"code":"a4Portrait","name":"A4 (Hochformat)","grids":[{"id":"main","gutter":1,"columnCount":12,"columnWidth":13.25}],"gridGutter":0,"height":297,"width":210,"paddingTop":10,"paddingLeft":20,"paddingRight":20,"paddingBottom":10,"bindingPosition":"left","headerHeight":26,"headerMarginBottom":4,"footerHeight":12,"footerMarginTop":4,"logoMarginTop":6,"logoMarginLeft":6,"logoMaxWidth":20,"logoMaxHeight":20}},"defaultWorksheetFormat":"a4Portrait","fontDimensions":{"small":{"sizePx":12,"lineHeightPx":16,"label":"9","breakpointSize":"small"},"medium":{"sizePx":14,"lineHeightPx":18,"label":"10½","breakpointSize":"medium","isDefault":true},"large":{"sizePx":16,"lineHeightPx":22,"label":"12","breakpointSize":"large"},"extra-large":{"sizePx":21,"oldFloatSizePx":21.333333333333332,"lineHeightPx":29,"label":"15¾","breakpointSize":"extra-large"}}},"worksheet":{"name":"LÖSUNG: Teste dein Wissen -1-","format":"a4Portrait","fontSize":"medium","pages":[{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -1-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-7"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"1"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"2eec4083-f68b-45a7-9de7-6dd86c51b093","z":3,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":0,"width":170,"height":10,"busData":{"canHaveParentTask":false,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"1"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Benenne die folgenden Noten mit ihren richtigen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2eec4083-f68b-45a7-9de7-6dd86c51b093"},"children":[{"tag":"path","attrs":{"d":"M0.039504751563072205 2.9338627010583878 L639.0061278288056 -2.9201111644506454 L645.8336658422638 38.96261206938057 L-3.500830426812172 41.20974294019966","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"bc610b22-39b4-494e-83c5-5f48ca69c98f","z":2,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":10,"width":170,"height":29,"busData":{"stylesOutput":{"--top":10,"--left":0,"--width":170,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 109.60629921259843","width":642.5196850393702,"height":109.60629921259843,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-bc610b22-39b4-494e-83c5-5f48ca69c98f"},"children":[{"tag":"path","attrs":{"d":"M3.760907221585512 -1.247506845742464 L640.1167342048873 -0.8397313244640827 L643.8489218336333 113.19559508787952 L2.9011956937611103 113.223632755154","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"eb6d62d4-3330-4040-af18-f2ef55ad07e8","z":4,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -1-","x":8,"y":30,"width":162,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":30,"--left":8,"--width":162,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":3,"className":"form-print-input form-print-input-3 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 612.2834645669292 56.69291338582678","width":612.2834645669292,"height":56.69291338582678,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-eb6d62d4-3330-4040-af18-f2ef55ad07e8"},"children":[{"tag":"path","attrs":{"d":"M3.43498657271266 2.2368514128029346 L611.3380119773875 2.0580502338707447 L612.4263037416468 55.68271618222041 L-3.229215282946825 59.24199025963588","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-7 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"60421735-dcda-480f-9c5e-61845dc613e3","z":5,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":55,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":55,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"2"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die angegebenen Noten in das Liniensystem. Achte auf die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-60421735-dcda-480f-9c5e-61845dc613e3"},"children":[{"tag":"path","attrs":{"d":"M-3.595878444612026 -0.6483998671174049 L639.6096994151164 -3.9160683527588844 L641.9842290152599 38.797535761428165 L-3.8992915973067284 39.09058199746637","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"7ce345f7-971e-4e9d-b417-1b561b0c9bd8","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":65,"width":170,"height":29,"busData":{"stylesOutput":{"--top":65,"--left":0,"--width":170,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 109.60629921259843","width":642.5196850393702,"height":109.60629921259843,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-7ce345f7-971e-4e9d-b417-1b561b0c9bd8"},"children":[{"tag":"path","attrs":{"d":"M-0.05980536341667175 1.1353025138378143 L644.7073305045058 -0.16575244069099426 L641.4836204443861 105.7322347373005 L3.0337128937244415 109.96139218511544","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"c423ddb8-6d2a-4421-a41f-4663541f57b8","z":9,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":17,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":17,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"c'''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c423ddb8-6d2a-4421-a41f-4663541f57b8"},"children":[{"tag":"path","attrs":{"d":"M1.8275602720677853 2.1618929840624332 L48.704737614722944 -1.2641430161893368 L54.52096946153233 39.85860991029172 L-0.7890518046915531 37.47561132459073","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"f0b0aebd-fe09-4b96-a625-871848c47049","z":10,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":45,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":45,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"a'"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-f0b0aebd-fe09-4b96-a625-871848c47049"},"children":[{"tag":"path","attrs":{"d":"M3.0828181579709053 2.715303413569927 L50.379580370964504 -2.929456479847431 L52.17476522165725 34.233746900391864 L1.4485973194241524 35.03648151381044","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"e58070c3-1561-4a0f-bd1d-c0692f97082e","z":11,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":73,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":73,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"d''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e58070c3-1561-4a0f-bd1d-c0692f97082e"},"children":[{"tag":"path","attrs":{"d":"M-0.35909701883792877 2.027803674340248 L48.0796680151243 2.0012147575616837 L52.60606619703958 37.56312958074837 L2.079960808157921 39.58344618154793","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"9c3ff64e-0d31-4e0c-bd32-76935638d035","z":12,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":99,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":99,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"b"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-9c3ff64e-0d31-4e0c-bd32-76935638d035"},"children":[{"tag":"path","attrs":{"d":"M-0.7759278975427151 1.184457715600729 L50.92689369979689 0.4322395883500576 L52.605673182638384 34.591931420547056 L3.37356973066926 35.37974472640185","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"1579434b-414b-4965-b4bf-3b2994bd490c","z":13,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":126,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":126,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"dis'"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-1579434b-414b-4965-b4bf-3b2994bd490c"},"children":[{"tag":"path","attrs":{"d":"M-1.0360017269849777 -0.8393632918596268 L55.063042580964066 0.47488240897655487 L55.01726764428804 36.66818971110611 L2.437513306736946 35.000105089676666","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"a59c6525-dc19-4726-8324-216b32a4c085","z":14,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":153,"y":88,"width":13.75,"height":10,"busData":{"stylesOutput":{"--top":88,"--left":153,"--width":13.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"ges''"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 51.96850393700788 37.795275590551185","width":51.96850393700788,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a59c6525-dc19-4726-8324-216b32a4c085"},"children":[{"tag":"path","attrs":{"d":"M-2.1109073385596275 0.39186038821935654 L55.46130367356727 0.9360834583640099 L53.6531226261277 36.02401809318094 L3.629344440996647 37.88078693969278","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"6f8a024a-d9fe-44d7-abe6-ee910706d880","z":8,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":10,"y":94,"width":160,"height":0,"busData":{"stylesOutput":{"--top":94,"--left":10,"--width":160,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"162mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-6f8a024a-d9fe-44d7-abe6-ee910706d880-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-6f8a024a-d9fe-44d7-abe6-ee910706d880-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 183.03030303030303 0 420.969696969697 0 604 0 L 604 0","marker-start":"url(#tile-6f8a024a-d9fe-44d7-abe6-ee910706d880-markerStart)","marker-end":"url(#tile-6f8a024a-d9fe-44d7-abe6-ee910706d880-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 604.724409448819 0","width":604.724409448819,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6f8a024a-d9fe-44d7-abe6-ee910706d880"},"children":[{"tag":"path","attrs":{"d":"M3.053581614047289 -0.5619083233177662 L600.8477345769272 -2.972741086035967 L603.539445406662 0.6007210426032543 L-2.5945524983108044 -1.6436459608376026","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"2907c479-a54e-483c-9814-fe554446cf1a","z":15,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":110,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":3,"hasSolutionTile":null,"stylesOutput":{"--top":110,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"3"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bilde zu den vorgegebenen Noten jeweils die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"enharmonische Verwechslung."}]},{"tag":"#","children":" "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Achte auf die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Oktavbezeichnungen."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2907c479-a54e-483c-9814-fe554446cf1a"},"children":[{"tag":"path","attrs":{"d":"M-1.4765709415078163 -3.5559175238013268 L642.8248936255266 -3.276337645947933 L642.4251774866868 35.82120001239805 L-2.6022330299019814 41.40468919200926","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"ae5c489f-ea36-4be3-8529-469a113e44a4","z":16,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":0,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ae5c489f-ea36-4be3-8529-469a113e44a4"},"children":[{"tag":"path","attrs":{"d":"M1.023805022239685 -3.9077714681625366 L157.75873591674596 -3.8065942525863647 L161.68410899413854 107.48352377715074 L3.5069555044174194 105.85545294585191","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"625a4fe8-427f-4a7c-9380-a4c3e066a67a","z":18,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":57,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":57,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-625a4fe8-427f-4a7c-9380-a4c3e066a67a"},"children":[{"tag":"path","attrs":{"d":"M-3.64092955365777 0.6895153857767582 L161.39246242044598 -0.19453414902091026 L159.4373682021919 111.05875572043024 L-0.4719104506075382 106.01693793612085","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"618b613a-9e03-4dce-9da6-3e7d548197d0","z":19,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":114,"y":125,"width":41.75,"height":29,"busData":{"stylesOutput":{"--top":125,"--left":114,"--width":41.75,"--height":29,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 157.7952755905512 109.60629921259843","width":157.7952755905512,"height":109.60629921259843,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-618b613a-9e03-4dce-9da6-3e7d548197d0"},"children":[{"tag":"path","attrs":{"d":"M-1.8257060460746288 -0.6565500684082508 L161.4669234558764 2.1141071133315563 L159.85974321810633 107.52314892637096 L-3.7474664859473705 111.65155604707562","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"c49d89bb-8c48-47c4-b54a-56c6f7ad27cb","z":17,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -1-","x":3,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":3,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c49d89bb-8c48-47c4-b54a-56c6f7ad27cb"},"children":[{"tag":"path","attrs":{"d":"M-1.9322414249181747 0.7741777747869492 L161.07552422113775 2.487946256995201 L158.39392889566778 55.89290388186617 L-1.2587656825780869 54.814649658996295","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"b47a9712-faff-4028-b95e-0b70c9bea911","z":20,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -1-","x":59,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":59,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b47a9712-faff-4028-b95e-0b70c9bea911"},"children":[{"tag":"path","attrs":{"d":"M0.44525157287716866 -3.2613256461918354 L155.2898901542282 -3.8540975339710712 L157.59809516273498 56.20278148238702 L-3.1571109406650066 59.790696545291375","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"a4a9737a-e607-420f-bdc2-c3ddabe930b0","z":21,"templateName":"cloze","title":"Lückentext - LÖSUNG: Teste dein Wissen -1-","x":116,"y":146,"width":42,"height":15,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":146,"--left":116,"--width":42,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":"="},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 56.69291338582678","width":158.74015748031496,"height":56.69291338582678,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a4a9737a-e607-420f-bdc2-c3ddabe930b0"},"children":[{"tag":"path","attrs":{"d":"M-0.4527643136680126 0.6138149313628674 L156.20070929728507 2.2967569641768932 L161.49557526312827 55.46470756714387 L1.2769263572990894 55.20510657017274","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-5 clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}},{"id":"a767c1a8-636f-47d2-b8c0-9831df30c605","z":22,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":170,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":4,"hasSolutionTile":null,"stylesOutput":{"--top":170,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"4"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bringe die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Rhythmuswaagen"}]},{"tag":"#","children":" ins Gleichgewicht. Achte auf die angegebenen Bedingungen."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a767c1a8-636f-47d2-b8c0-9831df30c605"},"children":[{"tag":"path","attrs":{"d":"M0.647440817207098 -3.3843125961720943 L646.366355216204 2.6161059476435184 L644.5698837396492 34.93673675803571 L-0.5279843546450138 39.4624925210896","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"d26cfb11-67a8-4dde-93a9-248bcd57359c","z":23,"templateName":"image","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Bild - LÖSUNG: Teste dein Wissen -1-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":180,"width":170,"height":51,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":180,"--left":0,"--width":170,"--height":51,"--border-radius":"var(--default-border-radius)","--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"51mm","width":"calc(170mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:6px;top:-24px;width:627px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-02-18-20um-2000-33-42_48b844b4-c92d-40dc-84af-417ddbacbe1a.png?width=1881","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 192.75590551181105","width":642.5196850393702,"height":192.75590551181105,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d26cfb11-67a8-4dde-93a9-248bcd57359c"},"children":[{"tag":"path","attrs":{"d":"M2.0823612734675407 -2.338968448340893 L642.1737151761342 3.688731737434864 L645.2893827576925 192.83446664644745 L0.22453003376722336 191.04516548944977","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -1-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-7"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"2"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"f0522abc-3c21-4c2c-8e94-cf1ac5d8f757","z":1,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":5,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":5,"hasSolutionTile":null,"stylesOutput":{"--top":5,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"5"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bestimme jeweils die richtige "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Taktart."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-f0522abc-3c21-4c2c-8e94-cf1ac5d8f757"},"children":[{"tag":"path","attrs":{"d":"M1.5603590719401836 0.09276162460446358 L640.2160663214315 2.020866382867098 L639.7608524170507 34.18576360790162 L-2.7529144771397114 39.86054957954316","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"4dee0215-1245-4ef5-af66-5295b18f390d","z":2,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":15,"width":170,"height":22,"busData":{"stylesOutput":{"--top":15,"--left":0,"--width":170,"--height":22,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 83.1496062992126","width":642.5196850393702,"height":83.1496062992126,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4dee0215-1245-4ef5-af66-5295b18f390d"},"children":[{"tag":"path","attrs":{"d":"M-2.3223158940672874 3.489477477967739 L643.0870240201045 2.0199390277266502 L642.9964924325038 83.11928025316301 L0.13143114000558853 83.46216550897661","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"723c3c9f-58a3-4a3e-a6d1-968351fb688e","z":3,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":50,"width":170,"height":22,"busData":{"stylesOutput":{"--top":50,"--left":0,"--width":170,"--height":22,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 83.1496062992126","width":642.5196850393702,"height":83.1496062992126,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-723c3c9f-58a3-4a3e-a6d1-968351fb688e"},"children":[{"tag":"path","attrs":{"d":"M-3.036913514137268 -2.8522409200668335 L641.9982324932505 -3.0358537435531616 L642.8236299847056 82.87606258373562 L3.7713102102279663 80.06476421337429","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"25bda3d4-6675-470b-ae70-189cd71a1c6a","z":4,"templateName":"task","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":90,"width":170,"height":30,"busData":{"canHaveParentTask":true,"enumeration":6,"hasSolutionTile":null,"stylesOutput":{"--top":90,"--left":0,"--width":170,"--height":30,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"6"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die beiden "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Dur-Tonleitern."}]}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"disc"},"children":[{"tag":"li","key":"b74bce49-b522-4a98-a102-ed7783d770cf","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Zeichne zuerst den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Notenschlüssel"}]},{"tag":"#","children":" an den Anfang der Notenzeile."}]}]},{"tag":"li","key":"c757f298-3882-41d8-ab72-8f643e8edf13","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe dann die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Vorzeichen"}]},{"tag":"#","children":" der Tonart auf und notiere die Töne."}]}]},{"tag":"li","key":"4c90f2e4-0dcc-42f4-9f5e-dbb6992f33d9","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Setze die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Halbtonschritte"}]},{"tag":"#","children":" an die richtige Stelle."}]}]},{"tag":"li","key":"d834c62b-83aa-424b-810e-56a521f3728d","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe dann den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Dreiklang."}]}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 113.38582677165356","width":642.5196850393702,"height":113.38582677165356,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-25bda3d4-6675-470b-ae70-189cd71a1c6a"},"children":[{"tag":"path","attrs":{"d":"M1.776248436421156 -2.711725514382124 L640.8173802998651 -3.952080648392439 L639.6347064879526 116.58617129320588 L3.830399852246046 114.61709454054322","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"4cc5261e-5eed-4ef4-91cb-d7506046f101","z":7,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":135,"width":28,"height":30,"busData":{"stylesOutput":{"--top":135,"--left":0,"--width":28,"--height":30,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"D-Dur:"}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 105.82677165354332 113.38582677165356","width":105.82677165354332,"height":113.38582677165356,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4cc5261e-5eed-4ef4-91cb-d7506046f101"},"children":[{"tag":"path","attrs":{"d":"M1.7400453723967075 1.7301709614694118 L102.90925274352273 0.4446943961083889 L107.66996620158395 110.22985524082866 L2.0982355512678623 117.3141220226356","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-text isTextLike font-likeWorksheet fontSize-extra-large hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large","lineSpacing":"likeWorksheet"}},{"id":"6aea8065-25d3-4348-b93a-c653786e3755","z":5,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":145,"width":170,"height":35,"busData":{"stylesOutput":{"--top":145,"--left":0,"--width":170,"--height":35,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 132.28346456692915","width":642.5196850393702,"height":132.28346456692915,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6aea8065-25d3-4348-b93a-c653786e3755"},"children":[{"tag":"path","attrs":{"d":"M1.0829639211297035 3.7514368519186974 L640.1279640068103 -2.7659626975655556 L638.7343108524371 128.48608712212544 L0.7933618798851967 132.65476850525837","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-extra-large hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large"}},{"id":"0dfaaa8a-5de6-4870-87eb-df2c6c42bb42","z":8,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":185,"width":28,"height":30,"busData":{"stylesOutput":{"--top":185,"--left":0,"--width":28,"--height":30,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"B-Dur:"}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 105.82677165354332 113.38582677165356","width":105.82677165354332,"height":113.38582677165356,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0dfaaa8a-5de6-4870-87eb-df2c6c42bb42"},"children":[{"tag":"path","attrs":{"d":"M-3.541545730084181 -1.953936893492937 L107.33898585597714 -3.908234316855669 L107.44806271354398 110.72658406341758 L3.6952307410538197 109.86892818058219","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-text isTextLike font-likeWorksheet fontSize-extra-large hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large","lineSpacing":"likeWorksheet"}},{"id":"b18b26ac-5e58-40ba-8451-c924d26feda0","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":195,"width":170,"height":32.5,"busData":{"stylesOutput":{"--top":195,"--left":0,"--width":170,"--height":32.5,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 122.83464566929135","width":642.5196850393702,"height":122.83464566929135,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b18b26ac-5e58-40ba-8451-c924d26feda0"},"children":[{"tag":"path","attrs":{"d":"M2.4770184867084026 0.15937190130352974 L639.5607328620542 0.41944878175854683 L641.7318293061842 124.25054904756936 L3.071972858160734 122.03648194609079","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-extra-large hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -1-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-7"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"3"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"ee102751-7a2d-431f-a43d-83a5bf680088","z":1,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":5,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":7,"hasSolutionTile":null,"stylesOutput":{"--top":5,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"7"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Fülle den "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Quintenzirkel"}]},{"tag":"#","children":" richtig aus. "}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ee102751-7a2d-431f-a43d-83a5bf680088"},"children":[{"tag":"path","attrs":{"d":"M3.7366807982325554 -2.681188516318798 L642.8688138146688 -3.2048875615000725 L643.3922038693715 35.15171858592062 L0.8598294779658318 38.62400647921591","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"c29891f3-ac44-4ae9-969c-384b99d51411","z":2,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Patricia Schmidt","licenseVersion":"4.0","title":"Bild - LÖSUNG: Teste dein Wissen -1-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":25,"width":170,"height":150,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":25,"--left":0,"--width":170,"--height":150,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"150mm","width":"calc(170mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:-12px;top:7px;width:665px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Quintenzirkel-20Violin-20LSG_c6fd9492-be8b-4b4f-a8ba-ecbd4192d52a.png?width=1995","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 566.9291338582677","width":642.5196850393702,"height":566.9291338582677,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c29891f3-ac44-4ae9-969c-384b99d51411"},"children":[{"tag":"path","attrs":{"d":"M1.4437153786420822 1.5850424319505692 L642.1029177252938 2.2249822169542313 L644.6362796370674 569.0669593026084 L2.972023770213127 565.4885458161277","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"LÖSUNG: Teste dein Wissen -1-"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/loesung-teste-dein-wissen-7"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"4"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"4"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"ffe1f99b-1941-4cc1-be77-fd33cd044615","z":17,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":0,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":8,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bestimme die "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Intervalle"}]},{"tag":"#","children":" in der Grobbestimmung."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ffe1f99b-1941-4cc1-be77-fd33cd044615"},"children":[{"tag":"path","attrs":{"d":"M-3.6445692628622055 0.9971123784780502 L646.1313065533329 0.5821004956960678 L645.0927127842594 40.41754913998871 L3.7665048986673355 34.7532391615036","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"b4f81b67-f6a9-4fe4-9251-856c018edcff","z":2,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b4f81b67-f6a9-4fe4-9251-856c018edcff"},"children":[{"tag":"path","attrs":{"d":"M-2.8958939611911774 -3.6974006593227386 L161.5129313123977 -3.434351533651352 L155.157276595906 97.24501767191362 L2.877962201833725 96.60163369211625","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5aed87fd-8cdc-4e67-b997-8365b994763a","z":3,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":57,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5aed87fd-8cdc-4e67-b997-8365b994763a"},"children":[{"tag":"path","attrs":{"d":"M0.46251285821199417 -2.0418212488293648 L157.98665523804783 3.6932635232806206 L156.26368975915074 96.91482065799903 L-0.06209646910429001 97.02952884319495","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"420d27c6-48b7-4a46-9ba1-3f82c7352203","z":5,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":114,"y":5,"width":42,"height":25,"busData":{"stylesOutput":{"--top":5,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-420d27c6-48b7-4a46-9ba1-3f82c7352203"},"children":[{"tag":"path","attrs":{"d":"M3.6280848123133183 3.2819751761853695 L158.9638871242857 -0.346355888992548 L159.795039921031 94.71848477977585 L-3.391274180263281 98.29223348754715","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"8baf71b8-a772-40f2-9524-101f16525937","z":32,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quinte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-8baf71b8-a772-40f2-9524-101f16525937"},"children":[{"tag":"path","attrs":{"d":"M1.1609762571752071 1.4849101044237614 L156.83580811969995 3.1520137526094913 L157.59600969307184 40.63743757752805 L2.0012733601033688 41.26164114026456","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"c4f4b118-19ec-4fb7-a961-5f6081941d10","z":33,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":57,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Septime"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c4f4b118-19ec-4fb7-a961-5f6081941d10"},"children":[{"tag":"path","attrs":{"d":"M-3.392377410084009 -1.4499621652066708 L159.61648078911065 -2.9975611232221127 L159.46717842571496 35.82333099393277 L-3.737623367458582 34.97770499734311","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"75e1c8b1-2c4d-46f3-9e34-84fbfc30455d","z":34,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":114,"y":30,"width":42,"height":10,"busData":{"stylesOutput":{"--top":30,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Terz"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-75e1c8b1-2c4d-46f3-9e34-84fbfc30455d"},"children":[{"tag":"path","attrs":{"d":"M1.1515259072184563 1.3070673421025276 L156.18782811142563 -3.4909656569361687 L158.33693151451706 37.6746805600646 L2.7572833821177483 38.62141379637747","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"a8ef44b5-eab1-412d-a4fc-1892d3beac57","z":7,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":0,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-a8ef44b5-eab1-412d-a4fc-1892d3beac57-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-a8ef44b5-eab1-412d-a4fc-1892d3beac57-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-a8ef44b5-eab1-412d-a4fc-1892d3beac57-markerStart)","marker-end":"url(#tile-a8ef44b5-eab1-412d-a4fc-1892d3beac57-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a8ef44b5-eab1-412d-a4fc-1892d3beac57"},"children":[{"tag":"path","attrs":{"d":"M1.333971656858921 0.14584823697805405 L158.98040464796185 -3.028970517218113 L155.30432084478497 -3.270233668386936 L-1.4494067057967186 3.6889044865965843","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"c04da4dc-1afb-4779-b951-915d506c87c8","z":11,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":57,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-c04da4dc-1afb-4779-b951-915d506c87c8-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-c04da4dc-1afb-4779-b951-915d506c87c8-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-c04da4dc-1afb-4779-b951-915d506c87c8-markerStart)","marker-end":"url(#tile-c04da4dc-1afb-4779-b951-915d506c87c8-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c04da4dc-1afb-4779-b951-915d506c87c8"},"children":[{"tag":"path","attrs":{"d":"M-0.28524499014019966 -1.0609190575778484 L155.11632913999318 2.18218432739377 L158.95982510499715 3.575911033898592 L-3.198482681065798 -1.957497727125883","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79","z":12,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":114,"y":36,"width":42,"height":0,"busData":{"stylesOutput":{"--top":36,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79-markerStart)","marker-end":"url(#tile-ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ab2414b5-bfd3-4fc2-a9b2-0bd9cee78f79"},"children":[{"tag":"path","attrs":{"d":"M-0.7460606917738914 2.9043473824858665 L162.49265745557904 0.9263059720396996 L160.45573380865216 -3.4150548353791237 L-0.1119585856795311 3.647110663354397","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"96d5fac2-4395-4c8e-8742-d218dd47ed00","z":6,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-96d5fac2-4395-4c8e-8742-d218dd47ed00"},"children":[{"tag":"path","attrs":{"d":"M-3.809090208262205 3.406556975096464 L156.6519023617363 -2.1628289110958576 L156.82578997217178 94.05420339661907 L3.0820794589817524 93.54575348454784","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"106b0812-090a-4035-b068-7838785610b9","z":9,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":57,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-106b0812-090a-4035-b068-7838785610b9"},"children":[{"tag":"path","attrs":{"d":"M1.0840750820934772 1.3882877342402935 L156.77737699352264 -1.3768779523670673 L159.46451876960754 92.13198441821407 L-0.35022712871432304 92.6744588072903","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"e07dccba-ce6d-43a4-ba2b-8e65923ed730","z":10,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":114,"y":40,"width":42,"height":25,"busData":{"stylesOutput":{"--top":40,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e07dccba-ce6d-43a4-ba2b-8e65923ed730"},"children":[{"tag":"path","attrs":{"d":"M2.3567399568855762 2.1944588236510754 L159.46203394137382 -2.301348228007555 L158.35984332762717 96.34372458416294 L0.559323389083147 93.58750340896916","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"abb0e9ae-f5a4-4979-9e1e-106b577b48dd","z":37,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sexte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-abb0e9ae-f5a4-4979-9e1e-106b577b48dd"},"children":[{"tag":"path","attrs":{"d":"M0.2311546839773655 -1.93224972859025 L159.11350870035648 -1.9632573761045933 L158.3433555354929 35.76859708426623 L2.201823119074106 33.99905641673236","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"be20c511-beea-4dd3-a693-a776b32b50f9","z":36,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":57,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quarte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-be20c511-beea-4dd3-a693-a776b32b50f9"},"children":[{"tag":"path","attrs":{"d":"M2.9331512972712517 2.1462705805897713 L161.36735312916397 1.361165590584278 L159.56438057400345 39.86823102755575 L-0.3681003525853157 37.22315594477682","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"08924b7e-4ae4-4a81-af6f-f0aa80bbfb2c","z":35,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":114,"y":65,"width":42,"height":10,"busData":{"stylesOutput":{"--top":65,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quinte"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-08924b7e-4ae4-4a81-af6f-f0aa80bbfb2c"},"children":[{"tag":"path","attrs":{"d":"M-0.10957866534590721 -1.4717549122869968 L155.65878647469043 3.1401874981820583 L162.73088222645282 34.06949641106753 L0.9132271446287632 40.18277396557956","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"0d66671f-752f-4be6-892f-e359589d1269","z":8,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":0,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-0d66671f-752f-4be6-892f-e359589d1269-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-0d66671f-752f-4be6-892f-e359589d1269-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-0d66671f-752f-4be6-892f-e359589d1269-markerStart)","marker-end":"url(#tile-0d66671f-752f-4be6-892f-e359589d1269-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0d66671f-752f-4be6-892f-e359589d1269"},"children":[{"tag":"path","attrs":{"d":"M-3.072682499885559 -1.4569519758224487 L158.2113325548923 1.0920249223709106 L159.87518524654269 -3.07469642162323 L-2.670968174934387 -2.3047722578048706","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"92405fd5-3c51-4d93-8391-a48d11846494","z":13,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":57,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-92405fd5-3c51-4d93-8391-a48d11846494-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-92405fd5-3c51-4d93-8391-a48d11846494-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-92405fd5-3c51-4d93-8391-a48d11846494-markerStart)","marker-end":"url(#tile-92405fd5-3c51-4d93-8391-a48d11846494-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-92405fd5-3c51-4d93-8391-a48d11846494"},"children":[{"tag":"path","attrs":{"d":"M1.0836882963776588 -1.2822455540299416 L159.46501890100598 -2.214361824095249 L157.280546578542 -0.877839483320713 L1.810300625860691 1.0215109214186668","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7","z":14,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":114,"y":71,"width":42,"height":0,"busData":{"stylesOutput":{"--top":71,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7-markerStart)","marker-end":"url(#tile-071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-071ea0e8-beaa-43f2-ac57-fc3fa8bf97b7"},"children":[{"tag":"path","attrs":{"d":"M-0.7418216206133366 -0.4714486263692379 L161.4435140108323 -2.2769153974950314 L161.75700499765634 2.246509585529566 L1.2642030976712704 0.3477276898920536","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"70416e73-e09e-4ccb-9f11-db5908925fee","z":18,"templateName":"task","title":"Aufgabenstellung - LÖSUNG: Teste dein Wissen -1-","x":0,"y":85,"width":170,"height":10,"busData":{"canHaveParentTask":true,"enumeration":9,"hasSolutionTile":null,"stylesOutput":{"--top":85,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"9"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Schreibe die geforderten "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Intervalle."}]},{"tag":"#","children":" Achte auf die angegebene Richtung."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-70416e73-e09e-4ccb-9f11-db5908925fee"},"children":[{"tag":"path","attrs":{"d":"M-3.384917452931404 -1.3503704518079758 L642.7876058165718 -3.196163699030876 L640.5017691199471 38.97592911793022 L-0.6735798865556717 35.420571661722946","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"331295b5-add7-433f-b67b-8a16e4e1b4f4","z":16,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-331295b5-add7-433f-b67b-8a16e4e1b4f4"},"children":[{"tag":"path","attrs":{"d":"M3.1434799805283546 2.922140084207058 L157.3641622392094 3.333716593682766 L160.57385114111065 96.71488924506377 L-2.95133026689291 94.82487578871917","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"d7cb7a00-b4c5-47d2-99fe-c75b45b3fff8","z":19,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":57,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d7cb7a00-b4c5-47d2-99fe-c75b45b3fff8"},"children":[{"tag":"path","attrs":{"d":"M2.6978531442582607 -3.9308735094964504 L155.54498057715654 -2.384292360395193 L162.56362884394883 97.27438294696879 L-3.630845610052347 93.93974613952707","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"43310b50-8490-4076-8027-507c458604dc","z":20,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":114,"y":90,"width":42,"height":25,"busData":{"stylesOutput":{"--top":90,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-43310b50-8490-4076-8027-507c458604dc"},"children":[{"tag":"path","attrs":{"d":"M0.9190785847604275 -3.1576350294053555 L160.53965305440187 -0.5491432510316372 L155.04628693215608 91.66295879888605 L-0.6858977116644382 97.5197492222793","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"89027c2d-b000-4e1d-b3e1-d3d3ca7d5663","z":38,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sekunde (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-89027c2d-b000-4e1d-b3e1-d3d3ca7d5663"},"children":[{"tag":"path","attrs":{"d":"M0.9660975411534309 2.494409017264843 L158.3578298715508 0.6639973446726799 L162.55598217524647 39.46912462933092 L-1.633049063384533 40.883936955762195","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"fbd5ce2c-627e-47e4-a47a-945fced8ca98","z":43,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":57,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sexte (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-fbd5ce2c-627e-47e4-a47a-945fced8ca98"},"children":[{"tag":"path","attrs":{"d":"M-1.2381147034466267 2.9651499278843403 L161.49232638530492 1.9452127702534199 L160.1057903831458 38.26112813798814 L-0.8316826708614826 35.64107043592362","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"a93e0b4d-8e39-4b2d-8448-bd988655636b","z":42,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":114,"y":115,"width":42,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quarte (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a93e0b4d-8e39-4b2d-8448-bd988655636b"},"children":[{"tag":"path","attrs":{"d":"M3.8185477927327156 -2.8794969990849495 L162.54051465071797 -0.9590274766087532 L161.52483409918904 40.92034526093035 L2.2380588725209236 39.13511104805498","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"34e45ca7-de29-44df-ab34-4d898139f083","z":21,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":0,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-34e45ca7-de29-44df-ab34-4d898139f083-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-34e45ca7-de29-44df-ab34-4d898139f083-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-34e45ca7-de29-44df-ab34-4d898139f083-markerStart)","marker-end":"url(#tile-34e45ca7-de29-44df-ab34-4d898139f083-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-34e45ca7-de29-44df-ab34-4d898139f083"},"children":[{"tag":"path","attrs":{"d":"M3.3644388616085052 -3.1717112958431244 L161.06419583685755 -0.3444913327693939 L161.799033368901 -1.0019820630550385 L1.3238342702388763 -1.195941299200058","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"0b7c5f1e-5e62-42eb-9b37-0812effed634","z":26,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":57,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-0b7c5f1e-5e62-42eb-9b37-0812effed634-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-0b7c5f1e-5e62-42eb-9b37-0812effed634-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-0b7c5f1e-5e62-42eb-9b37-0812effed634-markerStart)","marker-end":"url(#tile-0b7c5f1e-5e62-42eb-9b37-0812effed634-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0b7c5f1e-5e62-42eb-9b37-0812effed634"},"children":[{"tag":"path","attrs":{"d":"M-0.04551618918776512 2.888031717389822 L158.91918760441303 1.963120337575674 L160.52197259567737 1.9974336586892605 L2.1201385892927647 -2.7901562489569187","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ebc2cf52-3123-484e-aa8e-ec67c5d6f655","z":27,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":114,"y":121,"width":42,"height":0,"busData":{"stylesOutput":{"--top":121,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ebc2cf52-3123-484e-aa8e-ec67c5d6f655-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-ebc2cf52-3123-484e-aa8e-ec67c5d6f655-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-ebc2cf52-3123-484e-aa8e-ec67c5d6f655-markerStart)","marker-end":"url(#tile-ebc2cf52-3123-484e-aa8e-ec67c5d6f655-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ebc2cf52-3123-484e-aa8e-ec67c5d6f655"},"children":[{"tag":"path","attrs":{"d":"M-3.6651498191058636 -0.4469180591404438 L161.5585247119522 -2.595361638814211 L158.038490279541 1.822551440447569 L0.3805818445980549 3.0662205927073956","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"06544f37-02dc-49c1-aa6a-5dcae7df3761","z":22,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":0,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":0,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-06544f37-02dc-49c1-aa6a-5dcae7df3761"},"children":[{"tag":"path","attrs":{"d":"M-0.15305683016777039 3.79375097155571 L158.8933054459846 0.605450838804245 L160.45759740002512 93.03055330547761 L-1.5314700305461884 96.8983444813199","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"2ebed973-8320-42f9-9fc1-48b5af535cc9","z":24,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":57,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":57,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":"","state":{}}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2ebed973-8320-42f9-9fc1-48b5af535cc9"},"children":[{"tag":"path","attrs":{"d":"M3.423497959971428 -0.3299742192029953 L158.55462233252882 -3.9671187847852707 L157.94929711051344 94.86727828714322 L3.0201199501752853 94.69830388757657","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"24ee5dc3-0e42-402b-b162-e76d875640c3","z":25,"templateName":"abcNotation","title":"ABC Notation - LÖSUNG: Teste dein Wissen -1-","x":114,"y":125,"width":42,"height":25,"busData":{"stylesOutput":{"--top":125,"--left":114,"--width":42,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"className":"music"},"children":[{"tag":"<","children":""}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 94.48818897637796","width":158.74015748031496,"height":94.48818897637796,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-24ee5dc3-0e42-402b-b162-e76d875640c3"},"children":[{"tag":"path","attrs":{"d":"M0.6748108714818954 -2.2044226974248886 L157.05213008351683 -2.770470842719078 L161.34210858769774 93.27009345027875 L1.31085966527462 90.99509144756269","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-abcNotation hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"641d395d-59a4-42a5-8b96-86e9b880572a","z":39,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":0,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":0,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Quarte (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-641d395d-59a4-42a5-8b96-86e9b880572a"},"children":[{"tag":"path","attrs":{"d":"M-2.8328623697161674 -1.0994485691189766 L159.25827753819584 2.173313967883587 L154.77870118893742 38.338634505105304 L-3.521835558116436 35.271049752068805","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"3d98d759-af02-41db-85aa-fd00122908b2","z":40,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":57,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":57,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Septime (abwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-3d98d759-af02-41db-85aa-fd00122908b2"},"children":[{"tag":"path","attrs":{"d":"M-1.4692818894982338 -3.7060879692435265 L158.16779412604927 3.4485262408852577 L158.5503312525904 34.69343709869413 L-0.8458404317498207 40.23179459495573","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"244f9577-496d-4f03-a7ad-017e9c93290d","z":41,"templateName":"text","title":"Informationstext - LÖSUNG: Teste dein Wissen -1-","x":114,"y":150,"width":42,"height":10,"busData":{"stylesOutput":{"--top":150,"--left":114,"--width":42,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-center"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Terz (aufwärts)"}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 37.795275590551185","width":158.74015748031496,"height":37.795275590551185,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-244f9577-496d-4f03-a7ad-017e9c93290d"},"children":[{"tag":"path","attrs":{"d":"M-0.6321544349193573 -2.726727992296219 L160.8532413495338 0.671451061964035 L162.3543695462501 35.42591034544735 L-3.6297464072704315 34.30645023955135","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"17fee557-45b4-4827-b023-203dc07909b4","z":23,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":0,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":0,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-17fee557-45b4-4827-b023-203dc07909b4-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-17fee557-45b4-4827-b023-203dc07909b4-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-17fee557-45b4-4827-b023-203dc07909b4-markerStart)","marker-end":"url(#tile-17fee557-45b4-4827-b023-203dc07909b4-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-17fee557-45b4-4827-b023-203dc07909b4"},"children":[{"tag":"path","attrs":{"d":"M-0.5937193334102631 -3.425943046808243 L161.04334499962687 1.1647447049617767 L158.13181069023966 2.4920962750911713 L-0.020705074071884155 0.5453694760799408","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"7bd0ede3-111f-461a-973d-12409494a3f6","z":28,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":57,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":57,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-7bd0ede3-111f-461a-973d-12409494a3f6-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-7bd0ede3-111f-461a-973d-12409494a3f6-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-7bd0ede3-111f-461a-973d-12409494a3f6-markerStart)","marker-end":"url(#tile-7bd0ede3-111f-461a-973d-12409494a3f6-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-7bd0ede3-111f-461a-973d-12409494a3f6"},"children":[{"tag":"path","attrs":{"d":"M-3.720039024949074 -2.0037733167409897 L162.59838507600188 0.5042714029550552 L156.4250495237863 -0.5761695951223373 L3.7174738496541977 -1.8198033422231674","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5d57caa8-6617-4b70-9c86-cbf12d1479d2","z":29,"templateName":"line","title":"Linie/Pfeil - LÖSUNG: Teste dein Wissen -1-","x":114,"y":156,"width":42,"height":0,"busData":{"stylesOutput":{"--top":156,"--left":114,"--width":42,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"44mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5d57caa8-6617-4b70-9c86-cbf12d1479d2-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-5d57caa8-6617-4b70-9c86-cbf12d1479d2-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 47.87878787878788 0 110.12121212121212 0 158 0 L 158 0","marker-start":"url(#tile-5d57caa8-6617-4b70-9c86-cbf12d1479d2-markerStart)","marker-end":"url(#tile-5d57caa8-6617-4b70-9c86-cbf12d1479d2-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 158.74015748031496 0","width":158.74015748031496,"height":0,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5d57caa8-6617-4b70-9c86-cbf12d1479d2"},"children":[{"tag":"path","attrs":{"d":"M2.983995344489813 0.4392738677561283 L154.92902793638467 0.9657849408686161 L162.14503814928293 -3.0052282474935055 L-1.372734759002924 0.7204481698572636","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"bd026580-6001-4194-9a4e-016ab8541cfa","z":31,"templateName":"cloze","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Lückentext - LÖSUNG: Teste dein Wissen -1-","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":165,"width":170,"height":66,"busData":{"canHaveParentTask":true,"enumeration":10,"stylesOutput":{"--top":165,"--left":0,"--width":170,"--height":66,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"37px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit2"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"10"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Übersetze die folgenden "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"musikalischen Fachausdrücke."}]}]}]}]}],{"tag":"div","attrs":{"className":"eduMark cloze-text","style":"\n --horizontal-cloze-gap: 0em;\n "},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Moderato = "},{"tag":"span","attrs":{"data-cloze-length":8,"className":"form-print-input form-print-input-8 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Andante = "},{"tag":"span","attrs":{"data-cloze-length":13,"className":"form-print-input form-print-input-13 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" forte = "},{"tag":"span","attrs":{"data-cloze-length":4,"className":"form-print-input form-print-input-4 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"dolce = "},{"tag":"span","attrs":{"data-cloze-length":10,"className":"form-print-input form-print-input-10 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Grave = "},{"tag":"span","attrs":{"data-cloze-length":15,"className":"form-print-input form-print-input-15 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" piano = "},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"furioso = "},{"tag":"span","attrs":{"data-cloze-length":15,"className":"form-print-input form-print-input-15 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Lento = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Presto = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"maestoso = "},{"tag":"span","attrs":{"data-cloze-length":12,"className":"form-print-input form-print-input-12 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" mezzopiano = "},{"tag":"span","attrs":{"data-cloze-length":11,"className":"form-print-input form-print-input-11 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" serioso = "},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"tranquillo = "},{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" legato = "},{"tag":"span","attrs":{"data-cloze-length":16,"className":"form-print-input form-print-input-16 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]},{"tag":"#","children":" Vivace = "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"staccato = "},{"tag":"span","attrs":{"data-cloze-length":40,"className":"form-print-input form-print-input-40 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571345,"attrs":{"viewBox":"0 0 642.5196850393702 249.4488188976378","width":642.5196850393702,"height":249.4488188976378,"key":1714126571345,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-bd026580-6001-4194-9a4e-016ab8541cfa"},"children":[{"tag":"path","attrs":{"d":"M1.3186536394059658 -3.2701722346246243 L644.0357474741329 -2.1502115689218044 L641.6570416149486 248.7880786450536 L1.4072675071656704 251.65865729171344","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-cloze isTaskLike clozeFont-likeWorksheet font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto clozeAlignmentType-center visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle backwards-flag-reducedEmptyParagraphLineHeight","config":{"fontSize":"medium","lineSpacing":"likeWorksheet","clozeFontSize":"likeWorksheet"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-ab meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kann sämtliche Kompetenzen dieses Pakets vorweisen.;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"}]}}Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
Wenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen. Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
Einige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
Für Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
Wenden Sie sich für Rückfragen gern an: support@tutory.de