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zUUgNb2fDsKHCMYCXTw2dTOCgXberYPI/kqiK7U2MUTBYCHeyhgPfftzCx3e3QwepTKA0ZqRsV51dxl5gBnRBo6ARNceSPrRiTSLeKY/oRDWQ7aRMHNI0wIdtBPpAe7+NzESQUSpJ3alHewiI4KHUlBo34UT3ZCj3JjTIrxTMsrldO5fjvf3ETYNPD3DUXRuwSPIddmeMF1REmV/yLQqGgPAMjS7wo0kethrlsv5mBdKLcbH50xiDRr5w4pRmX/9udmE9I6uUeXdE93Pk3Gw0wECQAmfKNtRv0ijFx5lVQpTcEgGct79eqdG4bcNAnPXT1ndBshNMzO6M5Sutk693D7qNawlGikvXrg0aMr24sfE7CM2OH9zD2JPwZvtJ1JwIszBePIz38MBPMn8GQQVXR34//YDayx+AyPapmy9s8UT0JwYbtf9OUzTCjwfLts2X0HOtv+lciEcK44UVDOkNAbhK/HO37PnmbckXZ+O95Y2CG+1cO7UPVmVN/SicoAoVVl2c0j4Ru/xu1OVckP7jo82JEqjZuWndx6xMK6zB1ILux4t3SCmFGm8q8tLHad7eE5hu5ZA1kWMjnRL6Je6bpXHxPXwv4ddUGCobknephzx8fAZBWn95FrysfTBlxbrn5KClamOMNMxW3Q1OpXqoTdkpMnaQHPWsRZ3Gv97ZDch9myF60JvSzZ8oKHgDhk9/cqxCEtEI3YsRhh2+wND6+mY4b9S/JXPJLBdUP7v5t2L66xe/X64uHX2irPvQcEVcST+lk+AIQ32HweptDlLnw9x+yuCft5fOLezwONXZ/Wc+oPq9BcuD2vTKjNaJ0RERbirR3egyk2fei6yeDAZHdCWye1yyXkD8p/J9jV6Htw6aXjJjMu2HVp/Go5TC7OFXBqYe6fUiEmKcuQKgPSsdNEmO5y/ORlQ55iJY47A1SdsG2x7f+MtMs9SCpKdIX8R7lILZeFf9Ky18xPOYk3pOj0quoA6QFeHdWdmGtbp6vCxsAkeEVh7+jMn/HP4HOKUZLQqtrzTYitc74YqOhOt5A0eU/SvdVAaYhmWgDdOUEYhXcS10vLwSlcMn/REHJBnmd57lZMgIG3F/PWJC6H4Etm5Rd9z7ElaUab9GRuk8inDyTi6VM7gcEveXwtfxZkJyJ/awLz+N/4MrRxU6B0cw/UsL0rprDZsrX0ujbhY7FI/LOO2ft81y7VDdomF87AedM7ShYCZjsV/DkoHh1LIoofXwf+gmqChXzYT922kXnqk/nr4io7vLc1eNe0xk2u4gL2qMwPKD/U/9BG3LM6+VNx5+IUE1Yb6mvfjYZiVJj5vl5zF73ghbGWiB5qnt46fcn4cjJldcQ9X9Ix+mHZSmR/0laHqQdgE5orK/9gEDJagYYjiVf0shfkGVSlycSV2pWDV7fEU7TC07rPP60AbYL9WySTyvyvIu7aVe50ffdhtjvKe3RurVu1hL0A1OHT/qYNIbYdjxmKSl3I/CV1/N/9adeo0Hru9mwViQ78/94ofcwcGs61ujjS+DIhA4zeJCWVNb1bq9V7qC0cgYB87EiTmKzcbiM+Hi13HjPL++hp/+XMvnOwWXPHOC2FksEaffVJxKpAIp5FyInSdGwqzfCxvmUgpCNJzvT83pgY5q8Sn8H0pGwv1M/ayVa2r1C07d5MFdC9/YzVtsd0B8ekhTbVG9gdCRjwpz6nVdRUKisYugM0hj7gQJb/I14JH6iil+7eSmz0OTArmJSGjAhVRDW1jEdAPdO7eYR6tGtPYOA6nCnABLXlWkqcwyArnsD4xCnm2VNPOeuDFXFw9PdhQC4en+iP58Sc5op3QIhTZwTV5Cx+JsU7FAHD15dp4kYq1lQXGgffl7xtPcEdCNbNR0j7CUPqdw/55KmyATx7jsjR1FzJ2L/Sl76xbEFl7emNg6jWvF/gu8ZHFWevcmpt0ojpiWS34lnINmnej5uCmOKiSxu/qD/16O7DyqBCH/AgN9eJxo6Rr4uaZve6Vb3IHr1cgTvHeaTTCu1qEUKYcwOyB3g4A624rKOz3obG7SDVCYX9Qdhjy0mfwUBLQlTtqOyXM8AjgLL/j+AjAo5Famdy+3ls+Fv+MJevMDkhRdhwBwru9mBoEWyeLhls7d+3xUXlLTh/VTYLfLYwrz9GARRp/OUGJ5WYODwhTFnI0zAgLRHVrVIEw4Rba1o9AwKvCX5AFN0pIVKccB46kyO6c8/R8fxkZcT351OT6OJrmcTBhWGHFdZHAf41Jh7ONVIIEuWQ642qRNncwjfZtgusApJUX5F5HGB2GK8lW7hIPuXyhOuc9MYv8eRChf0Ve1avwLy1ahq4qvAP0oqbSYvyHvu3vvOLEb5b434WZSybaNGom3vEnefgLhAekoCkTVD4KGgWDSxmur3lqXa9HAohV+9p4YH1ExV6Tbfe75Tqw+pfdOGvqyuuwJSfYQADnEv7dHXNvW07Q2W3iblrq8vv2VivfnfZaUXKTUjJyelGENq0favb81myt2wT+xkpMl/ht1bTVqvghdxSPuhJTqGmChwAgjA4zfffL7ytMH68cDkgm3QSwMYIJZX3R/SF1izy4NreuuUbsUMhrUVWUWMDREIkBdF4n57hMdTkhMOiXKSU6YnrIMm6nKUVlpgk9S9BpMP9/oquUtgHVskchbCPw8nuN2hloAalSvqU6k/FA5ACU5TipWgVuA50+SgSxOHSopkyfDKKwm1zFjLE0ks3ciIxUvQLTrzpHijBb3uH7NpxK+CjB6kbwUuqpMc2Xbbq7Zhd8OezyK4OusGsQ4K3XOFI6RcR7+fh7m0ZhTVXfxNCUd32AROiWjHnmRKhRhauCuoSLCZSd2ytLPp3Typ4ww1n/maYwjgmY8+Q2uihJp5qSj1jurUZv8jCeWpInrTQZT1jCN2mY/eICtrKxzj6qwIilyU33X8JwAlwI8JmPLhznMoisumkQg0g3fUlrpbiwWVs25piwnDnVXOPvAcf1ueq53DbYVynr7fwwMjvI4eCE/AxOoUwx+7kDJu+IdhKpBSPcsdSEAzZ1bOYV5DFcEPZyYJ2+OppOk2+eWRvNdLF3rzltreJfWfNV67B4Tmjm6bgSwKWaBfNAoZiNMMQ0UCJf5izyOZTmESByK/BlEuN8LXhKQVfqQgN3XilRbpCNqfPSGGFzHh4oMtsINJEboAW0aSsWc6mthla7Nc/Dl8F8la3S9YkeBR4H78PJ5ypGKIiAoAiwb+ie8k4QcTqPZxH20FNdXaFasoAAAZwLsCwO8jLv7SzUfJn3H2OwmPOI093CRriaWQhQAoIQbrbS501D7I2cBve3+uE6Xn2UlhAM2nMZJeqvSIxx0wfY7wIAOtWfwwTowUq7o9gixQhez4MxrSYAAAAAAAAAAABxlmJ1IPTwyzZE4i/HE+/bg0GDs1GEpaKcl5qllnefg2mH9FBbLJhC6Mxcs6ZO+xgG0x6ktdwHayxiNNDYLEur6TfID8f0Bqr3Le39GhnS3T0ltcOoCp4fNJYlwrbo8yR7gxj4GIkzz/7H/9lvNUjkPvLuw1ahuMsaBdqqsjE/qYMU0NOtyl3PSZPa5jCXGnfz7S/iEq3xxjYe8Xx1FzM/YNYYwdfVZsO0WMq5ZkywMnRSr9PCsOOKsvfmCnz9HJN5rZnIwC3mVnq2mJ5ygVRRoLL+DqHuOan8bQHf7SDQqCsRoe0Il/kJsjFN6NOELN13cxzxf0e62f0tMGvzNA17D63G0QYd819NAt+GslpQfU3VDEwp0xm76V+CM8KYzqbYozSfYV7XTSqSwhqEFzkd0IVx63lP2DT6QQMOiCvz8O/2ffgpfx4MpsC95pzK14C/vVIphDZLHd3FJN4WvXOO1gn4fGdhaq/LgxnKWjfPK2iLNn6TU5PfbC11nQob4nS9r41QypQEFBiHqIpvXRso25fNDjk2aaliN8DeoDtNZsdDMorI5FOWOZtadUo2qWWd6G1374Rb8NZLSg+puqGLtE7qmsaTOqtk2mcLjzpPjIRbZ0jbp/srlvYJibY58OhuT9kaVfIy6eQfB4hSIZV+Y28IvkRd5hqxM7GvuOFVKcKawBrMY3GzjGVKYA8cgTODe2VAAX9k20LFZ5NHnU2bd+hZeFkMna8kv+uYqwhuZVvpDvM23HX86NDaGw1d/OdTEIf/50Z4BzM03UF/S1bFT737+xeeu9ibOUzfaTS0994j/wWpx+d0N3a+WPB9P5PRY9pW42pJ6hh/lvRRjR45Cgcxs44t3uBhYThCIJp5pe6r+Q5ChXEiJECFJUO5DEBG89DWCjQXbjjC9TdNfGZVzU7bhMqvk46NSdXOy1xkQcxKL5w5R6wuX8reafFjzPbQgcfxGBIKCAWQYjqH/Sn2h7cn7R06hqdsI5agkABVF+oGhe37lyNQUNy2FvzNheLDHQFDkX0p4eryedspyTwrTLeWuYs0E+Hojta1FG4x5RFj3s4COojlH1kDF+A861d5Qg49faPbFjzY3rgluFSopQKB03TGDWs7zGGDug39gBJVCBTwVF/FsLFm9iZMU1EZFl6xrPjX4HX+8YIe6m4ByxOzxP2W7JB7CKfZ0TXNydQNLT7jH/XUE+sHquXoIAfanEOyO7pV37QQiGJl3lJachtugmSP0zdd19pjNsRQGLrn02dsIUtUtHmlg8onBSwhXb5CrSANHW356ZBRXu3GFrPmL3m8WLh1jjggIvJ5m4lQ48m7LidmtLK1yo2KlTyHi0tl4yBpQsW+bMAimNAzVqcsxiUwTKxVKpmjQ7gdhoBeYcH0AcDlXtZHeIKJ6GOwLKeoI71iyVSqtrZsHeSSfF40Ral8KJ4SEhHifOrQ5W4q/zfwAf+xAoueZlIAcZKhxDgbAzoyTK8pB8mI52B9UfF6Serkd/gJFWweXeY7FUAYYN8MKhOtDQeWDjaEsRLEQty1NQbDwnWvIVOGd9Xxis+m5HuKYvhnTGsWMEf1jNBT42IwUJZWKeb/0IBJSANhjgEbHqgDtX1Nq9Y5/LIxfE0Veon2N6b2PMlDmTqDUw5nD9LvqUqGv2qn/RL99NSckAn7aTREKNx3xIjYoWapYEF4w0mwre6AA6kDhm8Ykzpp8dx0cNfmuz+m2mUXmG2fEYS+TkX5WaxhqJR+mL9AXMjrywaoIUDhZUWHMyz4jRBEUYRep0zG1hW9onacu9KOdFNK/LZH+ENT1WE6lFiS/b0XRV71HO8sT8TuWH+jG8hz4v+LUGxl/W4unzPkLykDukGd9A9rSlZii8A+fVCXRlRfbAoT61vpDpt5RSp5DxaWy8ZArh2RSRehtTudF9gcg5RfaP//gHKgZQBcSl1oX9jRTtSXx9l+iOVbRuNIB03DJDA/q6+o8usGGhW5DWktRoeZkYRaatYZ+kZ9MCRQ5T9k+8wb0TWv20WoKDGNhsCy7CWhXpdNjeVfYFo1fJQRdOnRG8W0s7O8dUquRauLNP6vSMHzzjkOsNmb3HLyS94qn6keW8kvbouPic92YBV1hlGLVwSMU+UeNM6YrYlROvV7EIADzrV3lCDj19oUcwPu6mzJnBzANN0i/fjiTRN+cKVHDPOKQHfO5IcZxEhro8b50i0eI6j4IvBC0ZrA8g9To6EPsnQhpnzpXFHLIyHwbD/vMAYRkrZawiEN6X9kaFarRJYy3hQ+X9YWQjUPERfuXaUjPZh/hzbQ+6Uc4xwKyBDbFJS+/k0oUBQ/pQnFomo6QFCbta8Q55ry7+a7TuUSvMb8T0l01gEPq0JQnyZkb3Lm6RKAVHLa0Wk6Yo2rENQ4lr5ngf5GqmnB31l2w2iHcquF8FcPIsflwAAAAAAAAB7r/OL4+PENFJJGaaU0bvPyiF114xlCDKv99X4iuqDkZVBbSOeMQog1Acdn8c99nGCxpFJOFkpgd+R7qrrpomj+BjWc9ObKN6tW2DCtfB+j5AyUwFLA/8XH6IhRcacSldWNgiA55WAcQMPvAbC0UIQR9Pg2yGe05STmyiJA3wyl/evyVD9kGeLlkjvU5ECkYcGqz/ZK8aZ+B5ABVNEb6B+cnZ/2nMBKGj3a70Aq263lvRw1hnoUl5cUJ5eXZbm5YvO8xwNqPu6rrNgIaPlV5molOm8jbUglAGG9LJgrnZrabvmhE9sQSH84abYNksZKHI+ZFLF4PLMnovo8oS8FyOt12U2vZZWEGrnKIjE93R+t3iZos+pe4uWaEIund9qaU25Ojx1D2N6UTpxzBhNHzvyhJX5451GOS5VObj9t6iHTAGBWcEQL3xpkI5kegRvg8TqMIeWUrDVrD/JhZLrtUQKh5oZvQ60eU8jomhYOeNGRhWrZum0VSE1BP+7ikbuBHjzYBfMNqAGuOGg2SSjWXzftkt5ZuYQQmlJJivFe+G2EcT2hcB1ghGD+i1Csjh779t33RN8AGYDFNp/5qTLwUg9d7YVhic5/116PEOgbFogE90zQetuUP1uX1x3/3uFGuc+JgvSgmXwt0FA/lCIEnqyo39wv25M26/o4WVLeX0u9dapmZpeRL63OarEsaXAgAVBdjbp/ThzhSH8wZRe/mUbtJCjafNEdkN/8JjrIos47Qt5Yj8pCdfYnIZ3ZZLecYj9gMLQ0139D7PPOLMQ3rBd+9eRaRfxQHJPiYPx5W/8ATbKqZWiqJDMov6NbgWcaxaBYa4rNyXReRpI4eYrKxWzxTm/vjfjVhsFA4uyOpGwpQDlbsjgYITz+/11p8XJ3G3Ho7ugGOh9ocMDcyJtfSQdTbpAL2WyC3vf6ak85t3aWDVtj2Bal937UJjRXsUy4qAXO09JAEsSOVeA1R8OB988F/o085iApcg8MpxUvtCyHYlF/bjuo7batBEd2M0a8mAezKaVsqchTNs4BMB8b7EvaozPW3dL3cQeoKQsg5wPn7Yo7xI6bOTbE1lXkw9YWhP3DrEZTfCe18WLfaGpdky/NvyeRRNwX/3C2eW8FbwUp43K3BCga0Fs5Da//rABOMcnUgDbNF4t/WoAX9Bgdnp7Nk+ysY97icGMhtoDIFzY21AqEEe2M8XOIoP/tLZP6DOrYhbKTA+QGUzL8ydZzrCaCeSiipS1wlw6Qyqi0hmG7puvq72/i5HtULgYY1z9aUN48qfCmldHCqY1jDOJJq1c0IIWs9JyN2klVEduIg3bNtmFhxlJFBsK20/UZaYFukn5MS6Ixja6lrMNJtBbxU6Y0zxjl7w+44ZIk6cnDKiZDHqqitmAmwdHATxHt1SZUcsltgvnTaOlUeF8AduIwGLqZKrKh35jH80XDO/baxP+3I3ZeuOuaWySLBHawlds4/O8BS04+C8eR0hFQZhc3BaffOWCCaA5uwgT4G0SAY6vOkg73sFGq+OJHQ5lPAZFMnvzdwPcdIMdRqs+cpdENWKzlpkQyjHGcz60Znv7lX3FpeWl+nSvbabPwVCg6aVulP5V+zx//5ivfmfsAuwnPF7iKZjxIGcIQZWbeMDLJyLRQGw2/0hDrZljXD1Lx7J62M/1f7IWjGWf061kJHF6eMYZ3JkeVZ12TLbwgFVJskbwDcjsxi2Q6SGlcpncobeYQJyoWLt+ZkJ57q0WZ/SWyoW9mEIpH40BX4W9203GkbODS+buB+GuLcqwqKmgEV409f7/hy+M7j7wKXa4REoL7gTTdRuTJlKggqkRV5tRdrtZH3j1LBf4VpzYl9H2HhoRLPPcmisS7D64Xm0jpDFBu8kbdaFrkwOTFzGkmM9AJMVTPnDrFdgwZg5SwSGCj2UqUrWifNfk5VX1/hc+gkfLh1yJgVAvcqwNybdWHAUOi26CmmgUKTT2WU5MmQlXeJZDMzsVWKRYDEFnIz0Rs9Vo9oird0mxWuzUqyHrTvh9PiE8lwT+2xG7yBiPX2JGQaIzGqOs4EQbGVJ5M6Gj3CM6azRlibWMy3JnzX6bqlmFjZzuawIGT45u9+10WjLybHMhsDVAmc2jpKV1yxwsGgWo4GjqoHgd8nQEuobaK+qyISbggiutTaUfqt6hV8Z1RWE1dyVHqckVFMjXxmWjGlR58hLMCaaLf5Zruezgmk37r6nMwpwWlU+MvINYTRfZdY41HsXvXIY02bZlgtezpQEXA/MnL7CWGRnqY8AISHEpaRzPVWaKJdtNvWimXYV/ajE2IOP9KtT3MiUJMqXDr1qWK7gxlL2CsaoIlDrDnKYYqKUiAxaHFHxSU6Vvg9z0wvaR2BEGxlSfBu+l82WvRc2XsDve0ZtPCOndxQRJ5QjI1zqBpZsRdKFo7L4I0NMQ1CNQ7PnH2pBO0jH8KyRhBksT6u1kqDkdYHru4jN4vHcYpnOta7gGFIm4GoQezoVmHSJHYlzxnWi5dkGMLl765qoYDdA8zAWjOSkv5ZMc8asVa01F/w6Q+dBiWn4C2mNXCjFGCS83EzD7VZN3k+xalEbAkfqlt+ou5qr/TbI6+JB1oh+jeJp5Ct2cuH8yBSSV9cRKm/G2kuUWrXU49mx2aSCE3SAtOjzbIKpqNrOWiZVJj5YnDrsbSrC14kxc8TxfDswvUCw+Y92vuW762djRrfYRBnuJJC/Mg2yK4PuWujyWo04hxFYOnSm9+Bi04ddIZQqaDUV5dUq1jH9q8KKTEKAXCtlmoE9rxaLpHSpoNPIbvXw7xdl6oMmufSfgUz551E3Lj1JvMm4oVk8Wp//iHnQ7v0ztjMIY7KDFxPmwW5HVWTuG2Rt2sw0NjCJOl0W+VyfJPJanIkE8An8i58qHBEtGXhS7CDmlqfDEuyi8TP4yr0hknT4oVLEIogPyZk5cZh9dzTatyqx6bnkidFQVm+3KqzffuxZY9B5GzJ3mMsk+s2FdWSTtHP/5E1H59d2ABvEEuW5/q4p5Nw/WwhM2SfXReRWfSMVUIh3Tu5C9Uc7A/sBXeJpokKXABg8F6VWW3qAxi1ZrDcvg9Wl07kD2WtYxUtSP8MvBVegaOXLb204nCUF157MIzHF9XNu97xNRMm+FDeSzzBVh3+3FmeSast6rA7VYB4NbkeFmIKfcSeOBvBcK/zp+CAP5NDhzht83Px2fhZoMh7TL/5ji+kR9mN/pSK+u4cqAkGnkcDghBnyQB/pMX0pRY7cj2tLia/npcGcm+uQkuxmBSXyXYAD0cSbJzCdZxilsZSt4PoZ6LYow2rkALu+T1H5zJNGL7BFahHA3k+eyEPxsPMSI7X7WcH3BiCAct0QKI47k0aZ+FUqSW51A7oaZGk2A1vXt0kN5UED5VcHmqztfImUojHI7BWy8P3IOVpjGSzAEY7bZvWRo78Rvgxw7qVo2FDtj3SGh+NocHfJnCLjVoK2pyz+eWpswxE8K6mlUCKaySisowdVI9rEcytULJJInDqP/lIu0Bqkq2iGJ0FkfU0LRUY+p5Cjkzjg0EcUU34IgUq7ywxkQYP+yGogGqr3sCzxkQ4quhFiMipwTYj/ZOcTtD4/rhqx97wwZ80/56Q1ALr6/9D/fDQesNuut+3atbq6e+2MWHL55DUrBrYd8ADfTZlNpqRQjVJBrebn4J4TlVIrLu0RCCQCqnkGPBINgmkix75bzpAYCxf0Ay3NrlhModk7xSLTbp8p2kXSWp99JrLpfxYkJ9Lra+4dYZrb5RG8545C381tVmGF7ijegHmH9qdRsVamrHvCyS5RgyqTWgj6Pe1OYVpprc8sbAzbnJBq8gsaIw7scCyz7szWA2pbNLWcWMZjRESNBeVf37cCGjECCnudB3wlplalhxhQ45WxCFnOBFMrNbFICeFvff2jAjna7FROh9scOxg/fGPxsvysAh0XtEj65PRTXKaRj/S+lMsLsR2H4cXGEZRCRLtLhl4eKT4Tcyq/SXupBbSjjxQ7CqTg3Z1U3FwbexKjCkPZwE6G9fCgyEuh85l65+R/hwpo1J1PQOKQvxTQ43wXI3pzsm1nhHjFWl+yU4RQHrbMEKEDEUmMo6gLBUFAM1Bw08sbOtlxCECLNof8PqHiw5gdj5D8PyQ4X+jizHhnFIEvEVleH0JBAmlZ+DrhP5ViYD4wG4MKQ4dkQncJKcUZdXolkOU8uwlHkbogLD4T82AvYzQ19ptoXFQ0ROijkZ3fq7vOmnVMJ/XYI8cDxrNGuQ/X8BLVQRoLpItPuTZtG97O0uNm/6bvVkn9a+CGIgOCH3zxtMcXVq+4Pox6tkcyzRE+SoZGu3i2fwCWwaHs/TM7KcEFnMKWwDUyiMAzLkakVnmP6TxLt3WOpx+91JBKNYasOonu/ZdS5ckldZnEFluQseb55Gl+rmu2YJf9XudqWAyIJsGM0L4ITjcrTDIwM3b0tXzY7CYH2MYZlQ4ggX4gG8EDVYUsZFQCQj+WB8675E2DEUWZDN386ZRCSGx7R7BQax5kZKui+hpifRgeePdfZZ/dIA9e8PP0GYsdQA1OAv/dK9nZ9G00QRv4XFs+ilmKYFr5n+1AM1x86WNlfv4gGZPn8CoQyVMCDxwSL4F9xuxPQNcLFsiqRh1mRog9ORWFfP5JZ5om5WcU4RphjJAIoNzs+elNjHd8PdOTjHTSYlI2rgPdDNYbb2yAVboMTmELTPFPwRHYUo8CHbA0NP166L3s7OXe/VDHR3323AbZp3sp4pPkwGchPJHCqiJpnwei2SoLzGvgVfagDiLsk7BVXR393dz2kG6MrG2VclYj3O8rltNHjYHbyP7oHljIZLvaokJXnR69vPsPjnLaF9f0HgOJUTz35PJjtnbi2KrzCDnR8bzM5RUV9rFQontwEdHDO8UafbiVHgGQCSsDNQVQYEogSpS2Y80ljKpY5qlxjC7xLnqBgWuAo/GkfW6aXgGkebEiFNGy+3u+KTFGu0lxnkiwz5qu/oJ6cVW/CTCMOIi/0aotqDUNBpaorXZ6PrcYV1xrqJ3L+GkN5/5uATOr4LqbTCCX7C+5k7IWz648WdxPW3NzHFdhT9JOyFLusSMQKzvWSeGjlxGZo4Tmbhw4fGP9Drd44pE5KkNNZzE85SqehSH+ulDjs2lTAbLBUfMM8yabQhvaExgI1gO03t8zjGRgiTcVmjMHZkFXc/EjY79pIUHAKqbjZt2ikRSoH3zs+h1bQ3QB4IEDHht+1bkoCQrCyVz+Tgr6EAvIkLZkFI4LgcCcZSIq8RcW/nmQWzuZHzPBn0J6PtCxUfFx7Lu4RzH7xSkSIZrahpI+G8CpDX78i35gAoxl7ZKuU2TzQ1NDu65hqYYsU1YiXb2fwjnzBMpzVsE8yvnde81MB6PrxI84FHs5VUf0SH1rmulXUVxaBb/iIwpikowbEMFAFjIIJSFFqgl8MAFayOgwwgpEDT/5+tp2eS6nEAHS2iZ3BcBLjfZm/MzYvwh2h9jVv5ee0X3i/XWA4/bpyHWCv35tB+4EDu3t4iCxO4AgpcfLq7RDOcyOt2D8VgH3+Dy648OB7Pt0dhtI/sQFl0arqRJLx4OFQt4lfVY6usJS4+jSaNg0f2bn3JoIN2iwUJOVYL/PqYoAb0r+yUB7xawko+FyDcqO6PthQsGpwgv3XXzjjc82BynYCCGXydqELDS8HttD2K/+zFvTjPLeXxauU1G6JaETgGYTW+A2GDgeLwNDHOoqKjxab3iT/+W25/bnbxVZGVNpQV9gnKWOQVxiuzGbL5CpRjMGN9Gn2tR8kUEm2CfeBjg1a9DsEHNcZ0S0yg1xtCxKghiZcQkIISowr3pFV3tNioTYtaA565dvACjgr0Pcir8QRE/a/JdTQtjFUzigKdQhwQmp8P5+ceR8T+w1vOE8SwB0o6msJ+0l5+DlAbdonDmi49nu8FIV2tf3zTEpDS7ebyiD3pTFThCr5i2qDY0IErzIqPDQRziPeU7kMzq79OTzR3zt7sKLqeQvASzPB8yHTnORMSOrWWr75jSqhcXykVS7lG2elZ4lCQys+GU6gO5cl9y0CMhOtT5K52lNMJNjx8WU/xoP9MCMfmytzfDxvX8J9Sep8un7dyXQDwPLrzeiSaIk5HX4q3GozWg/c7CpiR/ePap3760aZpNXD1YiC+wnQCeitZnnLuLmDKwblXAJArRO4gxs2o6e9Or01V/FwX176wefhrZcHQV/t9ALQdYRqlsw05SHEHvtc5TN/Gn6JiptNQnGTuXd5OxmS5utGn9OnQc0pWnjaQmx/lrB7uKQxBEwzyF62vW1OUidsuC36yrJqgpcmxAL6ImrotuuYt7bRFzM//vh1IxkPp0vf3BMnrCyYAy7Nr3OYdXHtmDjSMEyKCDasFbWJCmYf0p7GEqz3F51cJM6gR+DKtmbHu9QcoPK66Q+r7xNdlUnfVgroNz9n5rTbjZiAj8E8IOkkYgXkFpm1H5ZLpAJeNNPdIlli0MVPA27zPtTY6mGVNQYU5xQNk6DW0VV3wZYL407ek7w8x1irakfYQ0/spPC9kbZUmrnhzGvKxAWlN/sfJpeCBYI8hyf3ZITolo8WE/TSp4IWLsk8M7jaLfcWMFVjeisgjKoXo06TJE/7DQxYEATIvaK+zf5jgCBzn+cm1lQYe7GiGLeP25VUF4x5BIctAtiiJcOT/W1gQNthmKAj0Zmeq47iEd0csFS4PwTMIx/pAfM/03+HlbVqKuELkT5aViQ1sfyfLYJz0+rfTRIQvKqhhCqgGfQ0nbfRlXk78+5nz4BsXP03PDEtx6CbliXCmKvZaaW5jEibjKAyyw6L8lweZ9ULu3XBkTsHa2Sm3kwrVXnz9jxz5ObA2RqJF6Yv8aaaE0IKb6UMIc0iH+qDaasJtPc1uXm3DYknGQTcLYw6bhmadZBbOz/FoPbAD3JwS09+G4itUat9bdpkc4rIBlUypFfqLKWbSh8zauMTNkg8yLvI0RY4+lLnQSmL2dkTmOBl2V1wcNe9bsB73DtYk4BTO6Iw59aE1iZFzh4GDU4n2vUd5Mtarpo5YxBXTjp2uVPx2ueKeqBooYjEEKrYBgTre4/Or76qWUEbT4eiEDbEnXYoNP8mUxT/Vm425yDD5CPGZuYz741bpKngnqf8r+QkqIhv4hvVa17qhtBLn136WVI5EfLOSienJDGBMvk5HitPSJnnRMrDzfG0hmaPVGoEzJocxbLP+omiOFxcTbwHA9tlmyRI5uPdxHU1vxCK+b6TGP0sCHY6RhyWPKBRYOMfZn95ehSmufdK6VGeF5ZyODq05Tb6WZm26NOarGuTr9P810ND3iPzkDhDijkiLsomBvxDOsb0sKbMjCTbzPBFgbzMWiVSxzz5zhHMuAaY/Rtd2krqKwjBDek6GKr/buF+x+UhU7pKGMzAq287nqeprJ7vkSPZRwTf6K/Dd7WYwDJ0eyMelGPisqHkxkbzy5VDN3MUdDtGVAmZEUAMhpNN+auKlfSAlzT+eQQ0OHABcnJcltRyT7l0/VrWdt9xkaF+XIcZNTlxrSQUteq9wMlHtfOIbkSAhIplBgh0A9uQy9Yo4YVhnrvsK5H1+nQ//fw0GzTDHUcXdq99nPXo66lk8MiuzZbJcpc/a71BiAdE12xB275A/AUqxfk7lFLz9eHF+ANQQBxQAyTQo/VwxNaffHhxGLmQSQndj/+xjBus+PwvOTOpiQCcSH4F4x578pPJUtPXB+bt287Kl1tYtQ/3XJ9eJC+kkoE1lm1IUokW5Hq59Y7/vJwSxcLcgklE9oawFGkbfp5rnrzmKMzUNGqWHxXsIC6KaUTnIKW1Oo5snYLtj7xudqkqVA6JKgOlt9sgETV5p84d8GgtDZOBVwE4z7OoGanANK/Fm0+eGwEBh83SZZU/yFyECZgX9EDlpKb7dclf/wke1GUBDkPp7whXij53TL3NcgMJHiwANB6Su0jFGxHN3EWCeaoQThe6uvHmpFVebzaoA50HRGjdT3yJo0linX373/dwflr1BC7qvot0wl0xydRZZXgspM4jamyh6gRMIN8io72PNepmkN2EiEHjVNoanI+B6cPhLV/yorRjFVw/P3TxXaJ0kdXqErZO0Md+LECQlH3ttTNzu/1uiSSn0aLKJryPVOko+0HeZPBYMPPLT4YwXYKrhbQIO6hiAxf/Iy5oaIJEw9++DDqf5+ODnSikCOHNFN/+pDTkMnRvAVU4PkzniFz4VAED0EQFgBPiCwfYVCyABqXXovAK/6xM3O5TNcuq6LD3O/RqEcCNjtwCEdS01o/sFDyxFwjJyEgb0caAtdDJBMIgIlRQ4fhfmrX06opiiXOBXfYmWRAdSlW6Y801JACSqH148+Yf6S5AAAMJhwMlQuOBArYrHWOOLeNInEvvzHvOF9p5TtRQumZJed6y2Fo7suiIsuUoluF1l2/7zZhH0ML3nTq4DBHZ/5CGAP08ceFerefS7Yi7tOXrC/wxEgQsE58PNk/c8TzxapYpNlxVhNHLaNGiQyLNWpOyXzo69aXaGUOpINqqN6PXx27pVOAsUoH+rdimHtZQQ3VEqGse7CNGnZRwyLIjg01Ed2Ih79lZdth6g0slii9cEKGrjiATLPeQ7w8Quzxoo5rTzIYEfMZzKvhTy2AnpKnsuM9nUaTr5QRsP3watfHBJCisAyyNdFZJUBFftVOXNPbIGDahPkDvwx5Gy5fnzDa787DvU90zLI0MfQZfAUYf9rBdMhD3zT0Gv+Gs/K9fP4hISd2L/BGRbIz2zpHnCLtnaSyq86wBIaz7gxOMXetNtmwayB1e559HCkd0CjZoj5rX3k28FCwa6Kazo64DGwkU55N/dpjhrlSswISIyTgxnOMao+T3Rp3nOfe44dYX9dxh9oiJpopPr8iiV7ATlX2w+km2ilX3h789T+S0IYfp606DCTcW9BW2q3mx4B8tVi9AZ7J3pJI+ZTrUQwYU75R2VKRDCfZIvtub/ls4QviD15FvPqV/moqRXacSZelfzcEktbwRGJz1rmo9khs6kqgR72PB9csM95ANvwCt840dNri20QX1S0Ie+ixwTzPbDIuu9O3tEkchm4+Mvf6DVv+tUzybSPUygNo2x2paU6h0zwnFSB07zKepiLx9jdFpLyLsz5gDFwmBU5XTcy1ma1bgWwcjWRJgL/h/PPYZO96iFSPYhZuE7RM3jlWVvG9WREOJfRJRFg8nJcF8nd6JILrIaJvt+0cM/QrcjAOphADINDhNYgPB+yo8OzZv5M0a5niDvPUWtQK7c6g3DtjjYQg5p2UsaEuyOQ3EcCQEcEI5CSff/2l7JYmXH3CfR4OXsnh2MGniB8K/0SURYPJyXBfJ4PVl5t2ZW/X+NEquTGPIiWh1f2XCQwhEfnPxnYkwDpn7oKHeLStbrUmnfS+h+DCg0TNs1tbB997NYzyEgDj4TqJS/Cd68nnlaT+hTZhfZaf3RFX9cyr/hbuCk+m1fJfpdL3Hcr4kuGO71S8azp+aVucXfsIMghdR1zZq7QhTQ/Fp/448WDzQRZ0IjqxPwpFx5eyTmUkWPfAoadNhcMCg24sNMhKlImHqkKOSJYtYAvPytwJqB5t0vIk1t574hzeyiksC72JYyrUTekhmIiI5MY3Y5GMMXTY+NEqtiwQQAJ+u/B9BtmQ0aeiDJQOeCf3k+paG6aaQSjtYInr9VT4Rxqvjgr0a1gK210xJ37aSsYUcYgjN7XOquxhXVYe25qpBjQm8fxiwLf77rAUNV/2H4aEGBNNd0sAnFLOgU2RcjFsv6xZcZqrtDuSPmkkIT/B3TalQWK4Ld8K3gbdj956z6YSLMPPwzBPNloFR/8DaiEPlCncVjkVnlAe+kpf4gKNKaTxR9cw9kaIJXOoNMWwt2s6YQxYQKH1R5AqC3opHI2a+HJipzJjwGRd9ukfR+vyUSmlsG0f7jOjH/gb7uMxoIOveO9XkBCY9t1/bU+J9kBddjOARnB7Sx0+YNCb00cDmCUwz4xNdyoTvmuYg8TGQks8m6ncG1/zlTr0XzbB+SJ00SWvtUs1XNXvMAq9JxEY7T3etlbG7oeTt3YCR9SwqrTIjNMf0pr1ggrzH9DRsya15E3DurnWfjTFECDUVVwkPz5uEPMTPgfakrWQ5FS/LF986nSRjLGFLwFzdiQpwPK2nKdJEHEuHXmd9rp4KkdXsVzoHiBB9AuMkM55RL/kAUXNELV4dmqm/VHc/t3NgC4Q3DtC6IHLQzpms/lgSXVQG+by/4+RaGJyjFzEA8xc1qYioEuOu8VvvUsjGegO0XlrIhn1u3/EE+PIabmfz2YiD13UvulPurTSocUlrUwci73/SvLTkMfFyI/X3kekygDvstJaN/jhZsa9pFeyMPvjLUG9g75pR9WL1qzw8nD1kf6erMy7JWUjDCWF14OnwzdwSX0FyXlfZNN1w1QD5TraH4TSIa4DhZUj1zqgWgEdYFAVxON5OOi+gAtZ5T9izEBDTEJZBRI2MaYazc6HV9ER4iX7u4uHC4g0tklo4BV8U5GPaILo7FOHXQAPpnUi0QDRNZtFMj0iCRRjpgAQN846KRA36TDS0qNmBovYZCgOlkX/muiMe8thQTofbCJuyH0GnVVRaeO4jLfRf8a+pcKaI7YLfstScyIq/MCFEMP7ZJLaaTR0BAvhwclFxRH9DiRuTfjpg0US4JCZIPk84htRF5nBckf4vsRVmjlVIUNE4nFW5mVeU3okewR1m3chTtAr8mj1brD/zJcF+Bu8BbCoWxRmh6yIeQJKruCAkm2w6ni64RY+4V/IM8FIU6UBT/W6RlTmYOkDemo/bT/agKnjAFOHSQf6i5cUhM+dxVeWn97fsvm7btLpGEmNLE0qWqljoGjXYHLNp/HkN8ntUVoWZV+dxl3cCDa2oaamJSYqObyWOD9Pn0U3rar40v5zj651h6jhA7/FQRwrkIj6Qeqf59oGn4YSsuc8SXVzcdaYmy4zwukT/26zhSH95kG002L9WM7/978Dcw+IwhBf/RwUplxwx8sGWUPDK4B3OmXQ78Tszq5tH4d5o4PnFf0t1hYH74mohP50rf32+y0uNb0W47P9VQ+iqYFGxuFmx62NRx2oc7MYHZ8mJC1+pygrPP7HgJCIwan52ihON2f133UKoRPb8sIPjWiXgkRAoJnpo2rDwTvab2C7f35DJFYDxzequqOXfRmkutCKUR77EZQa9hMZCjXF0yz93wCDwJad5wjTA5d+HtcB6bbaMqvjIC75plxiIhE9YQ3Ngqa+NtDig/3tPqGkkGa2Ufn4hL8xJ2XsTmjfUWSoOiBaXfW7z6Y1mpk7TZbxBlVtknsrvbSNLDYwrX1hd7vk8r79qairt5u1+DLc3ek+z/ETF/F7s82tLrHMQYULbOmcHthS8bPrDTiYSQL8sYvpaPOxcl1WVlNXuz1NkjNGGygAS+SZNVLDUGv3hysy4vxOZ8emGSVbPEbQu0v5+UV3tVDRvgIalLEWC3Molue9QuWBffByl5Tfbb36tWPjymo8W0RwudE17ncmvKA3j6f7s5eDZPDS6iuSNHs9MvsSBBA2TeJ99hoOHZ9fv9ol6vdErkN306DvHbo7LBqzpYVZBK5bsjHoV2QzjEXqPfgh93XkFXv8d713yUFrmwUdh2gtTHaMW3apeB+I/wzugaboPn5wuPcdHl25+gVIcPjgPcrcwu44n/f2GNvEcEdPs/3pmhFdqVbDZ46jS/BMb8xqEMvezxXgbfjsEUCAGoDNan/8MJjMv93vJQrneUB1qwT+k1F35Br3V0+28KVfzsHMy2CDVKCh7NH7fav2dxCLZca1Jboj2faJvFQpNrodoM5q1C0djM3nBzQKy4aYhCKs3wSToz1gCC/9tX87uRFq9owZoZ0gZvSYnkjE/RQ+qPbEXjyxB3t3bi88Ik9i/6/A9esIurgAOHqcdZmsKB+ZAqpr4Spq8XqF+3P172R1SZ9Qpx9OwEDfkJHziklu+Nqu6HzWyZSQsjrpo2W35Hb8eqpPpGdZd7MaHzRjiNuTAMCGIUwkjNEBtr+FMKJyg1zDIvsPjZDNBCvHR8TkLfL9jZu3w2mD9ChMpJm6McUFx9tb5VqqzVLD+O6X/bQF2idNFrwyCN/te//BvN8HcXsAfWUiYJ4DclCceanrNX1i6pQ3+xPETvlwT79XKxX7VlNUQqqSrh9F7vMqaan9VcixEVNE2DssgJOOJD8r2nijUHwAE0zGaTpp4p0GFBtdQzIViYb35S6WGuWmS5g77NLNuogubk8oXcDlT7JaDYeaUVZ+BVJ31fqNsNG0C5motFDx16n0Pirf8N8j1WIIqMUKOhzPLH+kujfjvbJxIKGukD/2FZtJSYfq4TSKtplsr98Ld0xW7kB1u+a7/NfaRFvAFuvgla9s5grpgWoEPbRl+p7NpXumfQB8ecq/eoo8QxazRagNE/lw/B43T4OTq/eknqVLkWA3ZRm3KmqSh/5SN8sSwFq4tYkxaRnFqMv+Jnw8ThJJXCW++0iVNHo43TdLY9YoQRRFqUrbaY5nzbeqDPY1hvlIXIgnuIPnVReCqBfdyzqywL9q2+KPmbsTcXdBgUBn7yEkPNeZe505YrAOYt2pS9cLVF7pMB5b8yVkJJEIh37qkFYOIiU7h71Y90ofWZEIm2J/i1pRTFhAu+ENuWP9UPZ4S3hfziXK6+TyUNUVD6JtwUu1ASyZQBBQxh95TI/hydELuSP8/BE+ybDkMCl2CHWDZatm5fbhmxQ7rWmeABuZKfvFknxDQ5vQpsM38OumIHJQm2VLh48B8jEbY3RQm53i3PFNcgD/ccMrjgcvlKFaXc12cU8AAAq+GJGTbEoXsK6OvO37GTGkLrwpcgnLaPsntukse7wcEkADyIBObYC/fzWXjfUQp6JMf7yLdDg4AAAArS8Cdv8TyEYSMbLQiThI3O7yBqTNfDAJwTdoHe5mIA5CgyLoACj83/aUXdHI5WFao+8OpXiOA0gT9SJSr4QnWMui6owYKuhQEXbmG5ZLwzwaJwdONnfBv5sg1Pivagydik2bTI6DlmolNAODxjCW9E5i9yJkbc0Wu/79DczTrWlfSwR6QvbqmrU24ECK2rDMa9Gp4JtvbxnLEa4EUVQniksgouRgiaUBA6BMuFeyAhCdtRBINYc34MUPJJjknR3beOA1bw59VEDsiEYYRqajA4smaL1XuhBBIGBivUFZKSL65lKU/NwshvrNM8w8Iy+sxi8FRAp8K2SpgBjzQyu1nf4fu2thf5olMl0PbCfgDvtBae/3VpykdBX2dP0YgkanmBiOvQ0yT76hBztASaumuo0JcGP7JjN9IHtW91Fwj6ckfn+hiu+DPrlNd7pxwU9pG32wSz1eBPomPTZrnFAInqDncew3Vmd8NXz6PBfIWyiUa2yclhgf07qu5UTa4+LnMTH+RkWi7Qz4V208X+GlMU0AcrSO/ETIntcHYcNkDJF8OC3FHxzSp/XSzI9w5D5yUjOcMTs7kNA4PPfUhBiZtCveSeo/3YCZlAgpC+hwsLL2EVTJlJPcjnHEWGyWjH2vdaIyzvCmFKihwfP4DMZsdaxWppVojngAPd0ySEfTOIJ66MBx/WjKkw3jVxWYD/vAxvHjPuSxXf03QUlrftkkzSF53waLz1zFJWhafkhT1KzhPBqbI6Mhlj0oCJX8lbLXOC7s6efipQFx2zfZ3ZZizC16FrB+IYXLwnZX1hb9J8zTxqKOV/cvn6i+3dt85Xlynyr5KywiGm7gCcMop73uoFWZDqioFm13lu6UsghzrUTvo2JmUokcX5p8kvS3O6vpvw+dsm5Ib1IXDGeqHrHQ+c5osS9mnczJ4XdfxDlKDVuqq+ndwwxXs+1/iMoew2BMBzclGFHoz+fQ+3euko3I3pPOPL4+tTZZQKH2VPIIvRpuVvgTqsdQHbW3hrpEWaPNpFR8cwg2oc8N2v7oE09Sbls/x3AH9G7oPBKa6UO0vxD3uvBi6JIrCS2m6pv7+cvfGLd5TdMI7gbDH9AuEWG3UoNRgCedtXSock8EZpfLfkN5tTLgnlOgOHctLVeXMqHEBxEiWj15/dlXYVnk4hrg9Y/kJjFJ7oRAKeC4fK3Sxp5QljpDETfx1az0+xmFhxs06xOlVE/uuuYfFQ9bSQ36vSSbvIt9KzBANanCNkJEueGhOhlCcxh/AWAFHUxL3cPLdqUY2kcYZRTs6Rin1owVQfxMyc6PO8j5GjeuESZJxOi13ivAxYMzjET7MyhoRmy/HtsAbSrAnu8OT6FVGLxvkbLbEYudW2jKpInheX4aqwZDa81tmU2U2URn4gjokvZk6veMPuq+TmL2NfW/DEB4PhmhZJ58iNnreXmrQV4lPheGDFEjuRwjKwv7kCH9SVvWqRu8iRv4oPPmyAKaawUzG4suzrn0tD7+qB6yb69Y9Oub9Rsm5xCrKSVhBfUMBBxqRFLWYyQfdBbSisVCKPfsT4bssoso4jBlzUd6y2UCrBEqn8xkzFTrpDwpRb8ORC6EMaH57dcMB5dsI7Jvbwuknp++nOG+fjpkieSVRgX9tYd7O1ZFvoLNrmlvo5kKR4ueoLe9Jx4xG+hPuOtZZOc1D+Ts1lN9heFP3SGaG/Mh7aroqRx3twDo2Yylar1OSn6Q25yb2tW3XxiM765db6kvTz9ztg2wqi8r/SEawfa+StCdMEWXcmoiCJrr+FU/cjlZy5Wvl/9U8AK7BPFRNI1yDhTCUNJTBTRryWnfvLL+MkToSXM4pq0S6B6emH0LxMV2ahv4I9KAjxhhBD9vDJ3NfIpcFEnHpkT0k9wTQDwoOgkrC1AFYAjMY0Xmml/TaP6mu57rFCCHupkWvyxF0lP+AhbNaDR7Kdt3MIsrTqrIy14onobSMDO62PHIas43grn40/Vcj0Maho4ZDHl8ASKMJf0h2X75TRheBvYf3zjW5cTnORfcxZd2tk/mJIANLUo8tsU7yMmIk68Y8JeIRTxmFgwDDrJQacyoOdfc21RagncyAQ8Kc01JnCwe5XBx0XMjMeqMAxWYqA6uH1MWE1STtNw0l5eSqedawiYUa+6APRfjAKBn8Zsg0VGezQ33xeif2ssAfpGLfqhg+PxTTieIx7Qab3xG1x6uUemi5NCKJ7I5J2HB5cwKr/YDWeWHiMLG4UpDlmvdZrRl5LCm8jc8Gb9uAI9gYiCJ5mygEbRm2vtVMItnqqL1A/0l9RAIWDk4ONhy9Ujxg6eOXrXEKHyA+N30eD+XasOXAyRe+EqS29WKKyCGy/6l91kOAHQuzyTXRqLSdym2ECbVIJx2M17kgbdsXxRn+0ogPFAJ1SZNhW/fL85C1YaX2KTTrluGORrVdqdwJdLB5A9jKWnGE7C78eppO1nT5+8gk1X7ztMsOG5eaEgeMS4Cr8YbnkvwpWAR9B545T6AXalzzsHP16VW9bZla8wEkSCHi81WZ84aGPPKnHUj4lcOcKtz1PNU3Un0Dw1dXqOVSkCcldrrwFyR4y1pXjo4Qmka+au/d2eerVb5T7SdLwDRLVd6qG9IDHIML1JlUQOICZm7AJmM/qvmMuCRVi/icf1WUjAL/XCAd4v+HXjAz5Q/z4UZC0yaJ8C2hu+oyBxE9+IRFwOjbIlWVa4z0GnQ3dVLtECq4dS/R2tFC2UIGtaFnwxDAK5GcR+S6O44f7EPtPQAOjw1BEd8tA4mIg2SH4H9KUiU7QOjytxY7QUUUyP65l8+FUo//V2N6Wsvp7GeXYEsJXiZ0SWaEtWbyRZB/Zt/WFah8+mXpRL9aP/+Y4mf3A+Hkx5ajkPb+wbFGQ4fUHxqovbzBL8aZpYHJtGgxqmyuDhoKTfJDzfreMec/6HZsDyWcBKPQbOheCtk3+7i93GokLyvLKhw5tlnxAVfqkubvNG54pNv/ft/sW4evUPMWuEdxoR6whhLnje90UT+HQbXbROmg6fAqH19p7NXcUIzNtC1ih5j2OYflon1zi5NHF6YCv73qnRNXEjjKjYw5qpZ2otGvSul65zlCAZmg6msyRhV1MfyUAEt6i5j0bzNVPU6qGmz4b1dUjsPVGfRy1DKi0zMjWN2cYYLqLHarPrxix2a3H0cb/U6I5K7fRJB7fbSLNmCcp3EysNj4P7MnpgWwBTwRRzCRHzicAUvEbNPjWczPR1jqMse9EX1KaVMgh7eT4irWwQf2IcwGKUzYpcjBAygG6mkvukvL3firEESRX/5dcXv1ZL6S1s0pDHWjePqDl0sgFOFY0pqZyl6DQLR8AJpfd0eVjYf/DXJoaeEfrujel4bTwKcfXwgqbCwnoJi62H6wUBYNzkuPi1uA51wYCtkS7fXBtGVbD2mj9/eAAOPWrSHToQN4o3gn085lU8BCkF0zPebwbLPUQBu96fsVt+m1HoMrEIrE22uWQyoAegXsVNYPzqgxFU3SZpGSUXre6BTA5qmPY+I3QVMYQVpG/FlhfRqeIDzc5Jz3PBWksdwIhLp0RjKypsJNfM0Dz1rk3PYmUPltTqpUsU1hctWUNu4dzTZNHWau3Z3K76RdrKE2uBX1JQJPwyafj6JkyS1o1faybaWEdtw6wtzyGD2zMWMxgFjB1QO6uIf1ajB58tkaS1T75dE5Xa44sE03Unn+K65QXOIBHxaGRlgzugTHiVb4qUx68DomWVb5f++rXa+jocgRyzUOc3RHwiY4bKMtTnBzp0aZM9rowGnvnQs90y+WAjMGvEazlN/P5xP1H3izvJt5AfcxmP8qDp8J6edPkLEM3yx+a2E4peNXYwz+G0TYdW5/jFk/zq4ob9/AdkupqV8gdxfaXpapMSJ06p3SpTTKMPY2xKnyu4+6Tle5/AqSXeWFKghbo2MpYVXPN2yyzInfHOnyruv1LxfzaQea7qztpDxHtW7ZvFAbbXfmurMg/wy74C8fo7FrSj94jeFDcWzmjsVpg2pqG45YRL7BtxLrtH2rVHP/1pNXRM3OUDLFHEdflkW0LVSNWm4L1AoVFF5q/JploXKRYlQCBgk0UgtsVgjAk3BLIOFRU3+z8Mtd/7gr5R4kRuTh74j1OhUoEN0kYc9nLVKloCihJ7SdLl76H9Rk8K89pgiRfAhtrl03LqocyDjKVu/yojupSgXz8MznVZHT6moe4C6aDcGFcFqe0oDkEbZlQOnMWJqJQz4Vtbr2ueGBBDzAQ9Pzkz4hD2fz9qIhL0eqUtOuUi7KuTwi/qVMgOwNYFqmpPZiZbn5sn+LnySRKfDi8IzLPlnww40a0q0ehy0dHA47FXdm3mXa7D+yenavrBVyvfn7Hu89zh/Udzld2MYyOTOISXpV+3qJWL8N11tzE0eythsI5W0iW3XjV5ovkiiCDNEkHS/C6ZxenKHMt4fhI4aNGVkK5MMY/HroWKPY9w7F+pZVV2igh6tqdECysnpsIoVJ0fw9FGSo+e7IswTUPf2ch3NKUjQp91Evb3RJd9iJVzdmnMiIbdPsY9Y9J7t5jJVq0ylidaocKx1wCRWUY3LU9RK6DL9hTPDGzLESUldKol9OTgXSTAvfVgW6VvMlhX439XMFll6bCTitSI+Ac4mn7ZPPy7/CPAFgmfE5VcJSXaSxno7nkPB9XrIPecaoROna0oFaKcx9wwb/7XbrK/pgW7nGk1NQ1JzC1x/x0dZnAd5EpPRewD4ru/pJYehypveAnWPpelM6vc1sZ7P6TjiVMQMEUeefVwBW9B8xSWrSxwmN6q1+28TnIalmb2Xf1EfpfqHpuuIUamggEhLfQw/u9jFCAukIabEkbBtIosAjZI9XWQTiWSgVY99G6o3pVsFXbJe3QkbXX/l/dUBfwn9R86/fWFRxjwp68LYhAsddsUSqY6iJikJXlW1XvX1/5SwKQwYmlGgUjKbub1x7w788MbcQjSIpW+KRDE0e0pdZNxjmMZaRmN4Trhds1/NbuLE8Ga/dGfzETQFWemX5i0FbaZjlozPkC7whTC3QgJji6qyYyJobglwiY3llbR+ShcOh7UiyLHZ6S1h4O71bdYvqfQRN/hj+R7Ymj3qqNhi9m1oHnS3ODmweBSXFBm/3Kh2p7RHsz55Q3JpLQA3bWanEGi+EXOrkfBTOaJpWhwkInC8oX5iXynf131/oHlbXL1kaNLzzSIH/BOLgRC+mrGfJx+0kCP+GpXl7dBKVI89oyXX/n5S5WQcvbe8ZbkeziZFMPNA/KMr1CZj80HMJJ3cIFzif9oCJZr3MNH8M58pU0mV4/RlSR8RwJzAh+KFtMN9N7r+YPM4PDggaPPNEJuQsknu9pisRz19Qbo7i68t68l7GTCPGu6k1+ml8FtQKQq1sE9S7VBcpbB64cqk1BZlC+QcOfj+bQSCaL8rLcxNE/gwjSF+6uwL8SKKij1AE5717IdK5gpJuVUv2cice3TAuylnnf/rT5xGdhNqLYSlH1OpSUueWPumE8KWeAsAoQRJRB6bkfQO4nLLO/qUlQYEGm22AF1w0RXp5dmXNZmOHuJBzXflDtQ5ni5IhVdLvyB4CV9fvCxGio7N9+ErSMMT10uoyW5jbjByCT6c3zUJjS96BhAgQkHc9FDvH0DQG8oasoqbI9VBGn4aaOIjsd0pq1mqYzgLCc5LnGS8TekdOeO0vwRlqcKI7ly6gKLoLfZIkglfZnYoeEXxpZXCEjY7CpeJj4daiI7lRcOFZ8S8bJjs7e1NivkrU6NYFfiGExp0Ur7ROCaYT0MCWUcB0ZZjF5VThhw3Mm0f/eMq3VluofMCDIZ2LbjSbRvB4puojX1L6/x+ifn3clgNWPMYTAbtGq2ML6awPDSZfLi6iFhfEbaOQ6xtCXV946XVrMsIm3pUBmacvVEX0cMyYG7EBQaWPeAs/xMwWoq2bbFNrJynPfEwNuXwSvhS6TO6Cm2gTDBRS5Zm2iGCajLqy6fbIbu5i8EdN9EZ5d5vPchHuMtssoERYCSPIa8fPOFddQjn2r2IlgE3JGtZNSFeaN36Y7SBAmkaaw1jU9fdwVwBiNUK7HkStBvWOAXgEH0SVfTzY++DjRl2FFgBtMWQQQTSctgz0CrTVMtCWLykeZqV3HNAB9iXwTCQkEXhjt3kfaEhns4sw1LpnZ9QZC8cVsk1hCtswVXVo7fgeyHwFBByJCHMndkwcFNk1jXZ/ZTBY3wwzFDdAY6lUkiEN7PXXLHFjamFcuH6FrX5xkkc7diUF6yelaCigdeWbXyLXE+oNdUTAHNDV6ZYSV8mPGfMFONP3Xm3ZTX4xAPY4h1IOHP8LgzhkPY2FxtlLhRKHPebYpb/6B89cUeZ7ngjNN3bjZAGDuIDZaeltPD57bN4U9bCCCIyE4e09dHcH3Hlp8Kc35uMGClISOM07ZYKhX06DzjMdcQeOdHL0lkcbhb+K1tv682OUy5XC3mp2MesJOjZSa8XUrES+zbk14HmKbljr1ktthLbcHj5Db3pb4772/UgS3w+FI9ry5IvlZ25MUwszbM1VK55ncCS/uBuyCUbpuQ6fO9I37l8V6qaXPBZINEyDdLvro0JrwOdWpZkMK1XgE96eLSL7QtfKhXBXjBfP5Lmf1DIK+T4qaHVk4aONJfa/6Nvfn6Mol5987giG7hLZZlx3zLdYN5gjQZRjz5Bz6ALLCA6g/JSekjOZdmCEZBpQ2HgDBdJz9kseOQ7WzPVaWKIRehjhFfGM9RzeggoqjPDtrLXASPAbWatsuHZpwlC4obm1rqVoV2NJTKs8vfx/1ziDC6Oa7X4CifOw14LeP0siRqyXgPiXrKgZcnWMz6Q1nhyFHa9xODlC5W0xDJtF6xRWdHFAq8fns6CVvPhzOoegi0iAoKJkvwyzZFIwgjXD8U+kaNLIbtFMMTzi2GnXTmLxlKbZ6Q+Rx7wSEVKU1k2t0Y3hUu8gB++6fHyU37kM+LCvxul/JHTbwbMlwjMcHSrMLtoyJDOIhDFQLc69gfAZelLeAEfEe/oUKP0UMO1jbWg5gTe+IxAg44ojQZhyWKm3TBGhfuvY2eOz9MRX8mGdk/IlGWsHaO5XGENCKW9DszXOUVDAwrwk4+15qGRSp4dBO/nuw6T0jNob+ESCDgnIndUpyz8fQ55RbDTzImToc1yFEB1/u+CrV4Y4Nx2MgPc9+bVjMRukO/n2s7YUrssYDst/FtLa7dbV53PTcIEemJPd4gIcr+ucRme7DtXS6bjXXsGgF8y/voqZvN1Pd774A4nSJrxiYUH5XYuZPFUTSCH8nAjQubdPU+y6IERjQY6fKAbWYUOo5wfbB3m8FpnPasnNNivTv835APE6dfk9bHVWy5ivCI1Mdq4Pxb3vSqPzugb+yILu/aLmxwbjVrHVr7viHtqBevGJo3FhgTHzh1V/FkWnsrjr0A93BsXfSMUctu8PUIc2/CEmHuvAXoyM/NR03IqLCXS7j8MlFwp4NxdOhRXp4MLha5xlFw9BizPWToTD/K0MmPoNLyEXb7+kIzdmF2C2EjjYJoz5pbKv8CGl5c/0o4hFgtTFnD1AwKYhDx2YLKm32bywOX3/3iULlmaadETvq9iKv0exDon8k5+AFCw7ZZNNksg0VGe1rtrKEfTT+VyXMSPginsWQl7MVBhhGgbLMuY/JfjhiItHL4fmyILu/WUvdSBqtqiaGcxU0Q4iMMh1KhfXlPA2weFqM8cTHBa2MyD6i3aI97gCr3JW19olhMtM4d8Ov5zIaW+91nGZk2dRJPvy2aGMtZRvPDd/Ax7kaUVlVZ4OaUOGo15fvKLatJ894mZI6XXmGv7hYO1+Z2cM04IMHoa+WuwWYYjqUcJLf0YGq7yb8Klc0T+zfm+g9xk3qctlrk3dLTZg/YDNTvGqquUEXADm6MVPX5QWwi13ONd7Q21gV7jFZ2u1BcsqMUEIRjobjduBXyb4xa90WUpGNKqVnL8C5HHIOAUeAr/L5a61dQt+p+d2+MuJvmmCaLDiOAKdQuLKG6FBBwpd2ap9nJTgpa4x+WYtuHh1y1UX8ohY3CZBHnNqujL19jUQejh2TOGKKXHS2Bqbs9fNaDbN1aW399pOMGYujf5GrkofERE2qaToeQDc5Giq1n+B/sI7nhneGMS837UCzF5FuCykKo8ltwUJRAw3ZKlse3S0qC8oKMYbsmI6hOh5piBJigDKrCvSNYUTeUJ8w4/CKRnMXuaHSBBww4tSsbzPPjY6/2XZJiLBZiFN8+2Bd/WTWkXKy7XVlcyOCdIpMafwGvAWO0A6Miyv1gqNinaCKNrwGVF6Tq9OOxlVFvMpe70XBv780vlkFA2qxJ83FTaCab8dSezgRflzmRu2pNd6P6XLLub6kyu+B0875uxVmr8PaVTCDt0yR56+nAgFVA8bNXvA1JS3n1db6cwx3QvfpYwuz0UBI9zdpZKH7+kAxTuvGAaNAg8WuvbjniHkO5lEAE0SdBefYXiYSWuxo1CZc94+GAUHZ0TVtLdYJo567IlZNrsY0lc+e2YMe4KnGKkG8aPhLL1oEoI/Ni1HfRajYk1RXRT1qodLLPhm2faT5gH43x9SzZH+GoIjvloHExEGyQ/A/a/v06CVmGD5z5YE9wzDh2UmkKxn3r1+rnGyoyMwIQa40BMDaEaVn5QXr+ILfqczf8nCR57qbyaPqcy66tP4xt6xWUNIULHMSS26qL4vwzLeh2s5kJZ+ez8ejIo7umpUPMusTx2PuGNFAyK2oCEpkb7Hg9QCcJBoqLyyXkEUvOIqXyHjLhF64sb6RyT/fLwvMlqohhUgAoLAe3LsqxhwW8r42Ze28+z1QaYCtaJyzlIyAn+fc3IL43pgUNFsUCVkKEgW1HLADko5TVmclzVDZhfn8rtcL/mKBoow/dDWpaCzkXmoioMp+ZcS3+YSiFfxBJ+NiJSCEWHvBAr7U6AtozuGBWuLQvYNTqhgueuJdUTAZTHMd2LwrcPEcVHVeDTJs/FLKkLmG9Fba3334glOT1IoN2iaUwWgn0/3WncF4DEQqQeQaJNDrwsOdfz9wLrNafw2qxjDNbRBeqTj2JINvSX0u2rmB1rZC5yC9bjdzd3RkesFOi58CuzeuZcicx+mnyY4tZywIg2snp6wNVvOL0vTekMlap4JdV7jXzvC9e8Pegq9alsDcgE4zRAQW6UAaIhMdBpHy57hROXVVU9Mzl0RC46LHctJSXt0MQW8oSfpQBJUfeLmMCeEKoty5cbwz8s/M4cRQl/VSiV3ir24RA7cfeR5CblFG2zkMUBwA+ue5p4iilGMKNwRt6rxNyb3pfiwTTbK2mfSXL4LoLHkSUI9aMDtjv/kKFC7l6+KCDAIBpDZGA2u8lQa4In1ZiQD6ptb4O/3FxZ6gzB3v4Ha4LtbJs/c1hlcrDKy2Uio/SRyB72jhMvKrFwjPSlbt/wT9suNqEcx1qcPU3zSkwLYUa8e0mQvRoPXEAlFuv58xbLa0fIbzPWT7x01wLipH/D2I11WWUWNUjyJUOF+Mhua9zhdnmw5rMgQNNJHuO90FFZ9qcCTYnRgu5uGLaI1PZjAXQhZyi6DRIZRg4dgia6Lw8XsI0kydz+mK9KScSl7ceASzvY6zZV9MZmaMK56p1lt09zaRNu+ERkaBdEyyiZoTy1zlWUS4wL17m17gNzFq9vqTYLkoJbjCdQIwRmqpXMIsld0PuZDQ5lWljkf8BN19cCEFpeiRTpkuVjVw6WlMWrTmk6KfILCcZUo9JZfaB2qS8hCXCrz/0kQZ+0yVrNgJaN5vRoAC4Sg5+giPpFaxNG/oFtRuzFAurKLOz5nY5w7Tc45LoYhwlfAYObwereafrbfYSvIdJP5SOscNMr+uqyfk60U1VOB7C+1yLR6KMrn4tGVb4JRnqHuHQWBcWc/+Pm3npGuCKrKEa5k9WQJIF57ffMvMUupoQM/ngkXNZBq7hfKp3LrzdhUPqI4DbLoik6E17tINylH+ti5+T+6UOjkM8FkC4sU+tLOavnjSjhuMQPcWnKkCLvUlfznApyDE16HRRj4/YWigwJwlE+6YgSYoAyqxcsbPMAuuT3ANphw19CpF2m8HV+KpfRiijRftngcey6q2SaANP4sxnMseJB3d142IqrR7gH5IzUSc703zF98fKX8FN9it8puY3Blg3Y5BryuDMrL36K7xOiRM27aMVyRNlxFg8GMwbZ7ff67kMeyIW2DEvPKHBRx4wC4YbbTZYnQHmawWCVz8GE9j9FRYPdo46JSXvjWheUyAEVUz1QaYCxuoGDF9WaAa+QhysZ+O8YggM3hT+YTyE3tbIHwOvn8az/AZeHY6dz269LabUJV/YBZuSJtXtRWIqP3/CXkljS7COMMrOEQ3Je/AOFCN9/bqcmgiW0UP3QCfI8WkAxN6fFK8kfiQLwT1wx9rNhyxZqUweQ9GkpvZjj+zt0amBtteKOlkVwQ+FdYGCsDxGIh2Y+cTY91MrD7bEk9F9S651XHcsftXYBbev0qvYvfz5oQm9iKWPh12sWFDpxp+sycbb8mGC3/oZN4VcJ1CtIfLdMLTER8v8IMF8UiRz21TJUK/Oaj/lYaa8J9isbaCvtxlJ7gev3j3bVOKgrsUGnjDrlptGtMrhUjCzAcrHLLTRPpNUuoATs/5jNkpdhuV7RRvIEzasRKNSKZMXVusKf0b4uXoKe3JapEcz8aWm3fAAiNMX3kvfOZsoJ6ECJyQJKVxvTc4DRgbbmiW58iRpgaijT3IGYl5/s2fgUBh01gfm7CVygU3HepHN/ZCdSoyyliOW/6EkVZ/mL6rWxI0hMGmRwOhPxlJ5N+Vo8kJph5R/nhI9wm3N3kRTRpd4L8y39E/fvPDO/btNCUXzfwfgTnIpmWL32TCfhNHL1NxFZqdgieF7yX0MyJsC2cdj7w4xzshLDy7vp/caPkkYUwjAww/lZmk/Ovlvs+L8xt76bUGVFRLvDKzLfCVAEiSWYl639Rx0KNn73sso8+m6p1CMxRMiGrsXuUvcUj1ugKXJvBdecZklg9IFdZjOZPWXz4ng5TdtHhd13UdnWTLXDu018FWFlDtZX5lfBA0A3YHqtRvrKo8JkxoY1miy6KUe/K8DzAOZVEaZel214waDzn71hfBdahzpWG57i+goFacRWKMIbKOcYVDazUWb3vVKspIdGAq3WtYVEDjUJBGVXosmlm/JDU87yHYtBMUEE/Tu8D5AjPbYH6nchMzFgjI6QF9txjHNyRwP1NpsgCvrjqvsIOyYusSKWIT+NVCIL7cC/phLl3pMP8QTi3wonlAmAyq72IAVHRu/COLnqlkI8uvOS7g/Rg9YU7o372n3vNDDq1z/16JRErAe63Cf0Dx7uPjGOEaeskkmbgqcGQDh0O7UAh/dlKrbwarl/cNYJAatZspm+NSiYce73CEIsO/eQKk3d/pXx/TADrkFfiRDoi2WmDa8Rg40MZKmkRkEfeonLvT7cCwhBV3dEWayjumjiS26h8/yp8osjXa7hyLhLZ7p7dCR5oVqY5lBciSJbRJGUX0Vfn5XCH8VeA4RcW1a9ojx/8AR+Hii6or8Ptn4cgJ3VfHbFE5sStwnCbpinfzK0eR2OZesXRsEzsII+puKvJ3jLl1gYsRNBGza5Nzqd1fKNnTnDtUbvrou9Z++z7qoaXUFCORi/jG3RLMUoG8mb1asabVZTB071xy+mohG5ot9wdMh1btkWRaysGUzRUdpRSsKeR9a7QO7tYb+F5YD3YXb531/rrSoq3/9RZAy46Ph0DdB6c8xxuOtfhDuce1OKekWlzuTQuvEOfHbC1Hvxv1RdalB14O/zzcnzdcAlwqS6sK2lhGXfeXw1LknCvQM5CVYxwXuCDelTHGmZaN74vhOFHoAX6vIJMPHUObTTKMwNg/0scnqHsOyyCBqwJr4ccLZGpeFW266QpqojmcpPiNWCC2qSjNNYiqNtzrQw2Y9wCmElN75R8RwNr1ILmL0gluTNsiPwfRm7L5kEL8HVmxx53imo1IWTAAFaTCFY/5ZRAd3R1LdertZB9jFslo46I2hT4HaYF45nNWfWVlvFXVftE9xlqUXPkVvw2FdNLBYhdyxxhz10g5VHSGIWGCAJmyz9tRHdmGRk+0EKEgx9sgcBO5vLFIj9vQkSJW6jmUKf5hIobrTQBsB3QQlQ9gcINEroZjfkObWqz0Uh70BKS/FXkH5iNf2fW+ahFD18sPxe8suq1yUIWOyMa8kq2L3BRy4i5Y1w95gx0VKS4m1+epVnspQd9o0M+1VjW6K3MHVbAHSuLjNAsoLFrhygRuzwH6ZvHxxJUqzif7HvXasycWQsTgXk5p5O/8OfzesLzX5ABvtz5gqfydwyqIoCvsT/S9wKuX27E2b8oQdxkDZjFMI1I1+kd2Y84wy0oyB99iWVd0xhIAX2b2EAAAAAKIp6lZAAADOa6+68hFojbjxSQR/nPsgm3Cq4+uHn1XN+t/eXboJMY/86OLA/L2dxofoMkN2vlIhKbr5IrxJtNduRVzciwO7kVc3IsDu5FXNyLA7uRVzciwO7lxw4UNXxBmQXqa/pMyzRwe3lQhaEDqtDmXH80a6orJmc2Rt8fVNqxP3Q81dn3gAgR+7UreHt2nz1bVC0lciTwMoyjuaA1pBO4JzaHjbaIt40fSUndNXo+64x4x7jEwSiydSh78V4+7Z17tkAH5k8IIZBf38qvPspsBxLkO3MEau9mqBso+ROr4LZploMINb6ka48u/aTGoL4HtJu2lAhDO3tZVCZLmObUbAz8IaAwadOj0PkleKdwzbxMWD/6tsjuUFqLW7HamjI36WxB2Q5VNchBnqWl+sz/hI0eDj/t81UBJtN14Cx1Zf2eO+dv7O+BDsuy7CKlq1sRqGZq6Yi50EzQ7bAGXBXTAGiz4k5X9AKgP7l/x3h9s/DLpTO18zlE5HSj2W8ba61tRUhEel2Z+Ok/hD1pY1kCK42SXc728ckCo1t06QJYh92IaZFSQ22AN6jYD70NEU436eqxwDWlbvz+bu98rNzGQvWEO86MNOABtbGnTfa7XPOA0PIU7AZO2/OBAfbr0Y+ddv/7eNXw7GGKCxIc1/w2Mtzrg5y20b3gzm9FmhGh6GRvuQTfF14LUY/XNR9Z3YW0f9zY6F1kOvVfGuZgIRlnN9yxkuJVX34CQ90rr42D1qPcXcM0lTSxe7G2hk1m8P2cqqNS18axck0whthPelYJ5CNre3pk5DRMwizRIileoUWa34SopmFRkVpI7TeRCxTJtC64G8iLxaoQ3QhHeceqxud7fKI5YO9mFdwNJ1adrCMLY6iOCczTo9TeFVDxIDHx/rQi0cy8Yxj4SVbt7EGvxDnSypMTg0GOlUEIpTFYXve2EATh6jFOY6i8iBi5qdNddX6ZHRW5R67U71Azmm1xIAGnW+sZhUkbVizPlefLn/tdPE4WYaP5WIdl8PNZmAxOUHdY4xhV8qPIncc5IAGKatoye7dVxE5P7w+w6KswvQexP6Fv4M8gLYoY+FFAxb64YcL3i9QjogHyAbW1VAULoAhrCG1WMUKFCvSCPTUz6Ch7TnaYgzHEoK2IYeqD0lap8qegIKoIqpJ3iWIkv5tmxo5wwGj40v6mzLJLqOvQdYDA6/zz7fDcukyqvVo76fM8DbZ0gSwrP4Jh0iok/QsIsjFIBjNXPYYSLJdM40U7KC0F0MDWJxB7nX3ekmNm64XaP/8b03ymdW+b3aTaRtVEtvfq6nZLkfEj4b18HgfBb4Wfi8ofZlTfQIaMOQRaMXZp6htqqzgbXKLcafnJQ114N/ZUDmThv2XA9cy4qePThtDdLa78xhsnMXjrD8vYwqNtt4aPFJzljJX8JFUIK4S1KwfhnfO0lNGGi/nY8bWHFiBImGjM31AqHZ9S/efMmMrSduLjkWxZS/UNVMQ+pu0KpMcVk+XEgGQDYirKkR4Iha38CJQo8NqSckjyowDNMlQ9adjPsM2oPVHKtS6Dp8XDctV+sMlfytiGTqWaAdNu172uuZbbPzyaKX+qNR4OrYAeH5fFV8rJ0LFC3XEKZ+YdugRhCWW0GnbbaMmUrnyLC3Awyj6B/n2RsR1tLB5yW/Pka8NjBWkBrBTgQfNCpTYuEkqLL+rfsJP7gZL1A+UgIBttFMKpG9tgD62/1CKi4UjmwVAHOlxGBwe1CefyTp3SdevrjY8HT9LjOdri3kzS8bR3eUFkUifK9SnoxV1r4MlTa0WNv/pSS2ixcMlRyS1WdauSQNabHMf4yQjwc/jnCcr5zcO+E4ait8alaDbT8cPfx+LUZrzjnSPkRIwFBlHWrd+WBvYPPMInaRwIpWsC/V3Jm0uKPxIpnaxgasYtFX1BS9ovttBNVTYD39NcXPG19nqv5FY8cY+T8JiuMzUqsQS8RXwl6Pgx8++zdWhAoo88lNI7IJnq7ELRqMN3b29QxBwm8qZNDETFouompmU6eH4aYY6vHS6/kw7Kj0rl9ZJ4xMpufsJLmQ3F/KLNPS464bZRsBBEmackkPIKuzXyk+OoBFpLFWjbvxJpMWb3OyMSY+wNVTcxeOA9wNpVKET2lMwBJCScS7gzzOcQkJJErptzBLj9otu/n4aQetzNw+2xUveXkHe9xI2u1THst/JEpcmfY2eDV6ZgwOk7VJZomaBMV/N5AjmRLyXlcguc5ms7AWNCaVIPXoFBaNBWSsv0P9jxMNaJJmmyPryTsHwwm9O2TyKpUMyweWuzetqwDEQsjZOFg1U3u+cK8w9Sh72aKcaH84k6pjNEfukxSssH+06tYJ6LxyQr9Q9qzCcoI3tM2opIrf+hZv7xxxrDUiFuuFcFmUrxFZwGwBCnFLwCqsk/8gaEG4p1Dy7g7z+Y7QDfVRh3kX6aB0Kc0zO91+VsNtAs6W9fCg6DeFfIiwdoNXRuZhlQA+U0zDYNEcD5syuViTkQ0lB9gePw2LuUoVP47/O+GkdJzq7qVuCteSNM0VxkJCqB5A2FK6XsU25itPBqnfK01HnuJmUdtEXl3UBRl25XKHqz/zxjW1oZOOH9IDKqacwgnTDlhcOTQa3qhxNBDh3w0TGcWEO3M/QGXJYEAVnrgO/DEbZm8yCcGD4Dclt6Sma0FmQ3CGorzt43qXuDGPTx9NgdlEObwPGoft2PfKsmZpbv8V5c0J6VbL0Qs0fObuFvg1D1hBa4+FpSimWyBWm4sq6Qpdj9vyW46NZO/I8IjvQUiYe24lTyrU00ozB3HMYiXBRT3l86dxWcRhdh3UsUcgxTpxH1tRpj5htxn5zFpf/VxVVB12/mb2UXBI+dWGNnOEmlYq2HJb44VGhuW3lkWVZxlgrdv+8EOjFxB1jLBcRG9l8w4BHnkJ4iptJIGhgT1uRSkuTySv4Lr9vT9O+de0VTVWdm9+f8oC1KRpYcdJ1ydHWR/Q6LvJDS4Ac7t7QLnVFJ3u5Cnl2wHTNkNHQ5hbJfrkDLaI/nRFg0WaAAOBb5nRckKeBOH6Kv43T14C5+mR2NWyV8JWR1X4oA/Rzi8ZHFRIXgFllDviFY65nez3QSSulMgFp6USWVqbd4pW1dVcofRxnJs7MxmXNsdY0URGlKN7inpVs9iGP/PZBJRd3PjlcwSIyZ2G47V/dM2P3au08Reqvc+nAGcD4D8J41FQNLanEbxZsrQ0VJ7U9A89HrbAZfMszra8lnghZk2SzqWRNzuXPKupu9uH6Ou87ExaVxnMGHBKwZVuI6bgy1zz78IfpgSzW27WCAFqzxwegTPhuAog71f5GODR+fC2/Nkt3hvQfJHFBbjmrpX47YZZl/xkkxMsP2zMnmIBFmOZxB5+aGtDDt3gHh7L8Xi95zheyDl0le9D8kkLdVl4BoQ9PJD+Nyv027Q2SQbuUaf2lQ+ERa0E00yZxMo9B0S4RDpVROcCSW/n6GC1n7VXKcku8etpTkpTOjvC8JTFNUbzkh55Eh9EI4hYYB7wZjxrE1zpjnG/er2VQM0b4yaerjXZU8hG1vb0ychomYRZol/QQHjahqb8JkrC7/uYMTxyfocNvtgUbzD4szabFY44zuFxslJB2Zg+x2xmoeyva9RZ+119KJ9r0Bu1d6+Xxrim+hsa8KuAHKSIg4CgIwUBGMRMF9YCB/bNzUq9SA8jySNGYwAD8gDnrsypYAZ+QwOedLVKpti4zAY6AbPS4Skdi/HsMZ3mB5CgtY07IiU4BZbpCW4qjKmx5Eq0FMVU7LZ26pYrp2niIw61nQzT59MDxi5U+LLtkxXzvmdEFnUPkK7UAF+6xpWgy3eTu3WEsnvbrbsRy6BGGH6zXdE/hIAkCvReE9a7+wgz9/7nOVGBUuWCOoUuAwFgc8+5ZZH8kWT2YxyaGIGeGoITJuX4W7qk9nmqISK+OuR+T3er7H51kW7nibnkX692DbjUQwQWmAXGeDIk4WuzeYHU6tQ2L+Oi0zjrJqcmREupZj7A1VNzF44D3DvY6HfRdR/VXSK403z5z9gP5x9BtdwDMwLTYFEQRuLWsgSjxFSU22Kl8A8R9BcFlGqvwCQnHez+NPWM85E05zvAVp2U/FKI2kWD5H5OCfAeeAugHA+cz5Iv6mdS2UeHO38zGxRdlD6Q1WWmtySc4Id5jmNWcw7WgY+vA17xlfX+LJo1wFaXI7uJpWaHb/HqiZyga9SWhQOMpRFrjsvI6U52mB/dIThWXPp6GY7IUB5P+6MrTCTxOCxb/jFDM24g9LOyiIIQP3r+qXCuB9qnTT09KDnZSwmmE01Mef+Sbl01VLiaWDhSmHlklqBY9WHt33dDwx2oIE3DQr1+sAPwSj36fccEboXE5KBgM6ZeHPMQePQGrXJgYJaw1mk7Kp3JDVYyFXjILCZ8aQMQ5Qsad/2qTHHlA+q6RqMV49Aef4nXIopn8zzn5ek9sZWibczzb8dSYNoZLtVogM5eJODlmES3VpBnenpUURB+JUbyyhg26/T8gANJx6y3ETLCkHnB4OX/LQOZwoifKBD7kvjEK3uqAsyRz79hilmwXpoNeDyK4kIkvfn69yXgMfC/AVjIZ7+z9cTzi1kOJyxsaNwSe03Yf6KeyZPxfVvRV8CeAsYvk6dnAosTJTxgyEeshhI0V3TerIXIU8aVt4O9Qo77AZNcw+ePP3vuSfd7xOj4960rpk62WPnQkRkF2S8+wPS7GkIawAlDkzhHDi9Eu1AHXDZzZDBNtbdy1/Qk2/PcS+bNoxgAsei7CHqGrManHhzQcE0ElsKTEb/tSV9AiBg+SH2+wvjGE/Ceqqi7SmTANVoVvwfGx2bbYrD7QDwa1B8ZO+wYfWbVFa3y5nkbBryKJJMqrwNfG36+ITeh5Uyz0v8Lr7TD5GRGw4PdOMdw5HHfSyLURnVjQIDIYrGzX9xL8wnJMVcWKQ+OPzPu4r0suUx2tsb2iWcqCqTi8iccrVn7IdD7MlVCEy9k42xfaBuS+2d3Zmz9sx6z3esQGO4W5ctp1lsn9ufiASStRm2C0kcU7e5wvfxdek8cDbdT22B+fGciteYMdcp6X+9ZKMyG347du3gcDsdb7PySNPZjbj0LFYPekGSPQTuWcI4ZrPILM8LhQgzXt4AqCuf7Zzy1u/ma+Is3fVamX9oEMpc6TTZty7FZ0q9wpTh0IIBCjhyQ2xXe2PH9oFsmxS/Z5ry4bqUVc+D4PppybjyaH2XWQiDzJmPz7D0B8VXm9Hua2whhDMgzyvusC7w5zP7i5aV5oDyyCToP0vUms0G/AZu/CgZRZ5C4t7J4sa7GAj6Sraf4wlRsMlu/dbb3vSqQQdjFbpabbfc0SsgFV7tVFI0gj88n1vh/A9LlnLBA6hVw48UUXisQ8VKhri4GWQXe9fqQpZThEPdGAKLpubJVp4bOYmE2hr5GgIbrKs/Lha7mBOfv0787xPLNCYhBptJm8t55eNaTQ4aHAdYs2bU5MnDmHOADqdAIpPv3Vdbs+XkHv/4iMlHWOoUf2c720rTMM3CN0qeSCf5onh/wycuyYdzofNI0vX7dpg652zd8Rv326R1dEy0tA9mja9y4NmdDp5C6RU3IO48DacFGSUvUSLwvo+Ev8OHJk6bphLRQcC4mFGx/Fwqz6NKLJbTHMt5Lyy6VNLAFu6RXBIkW3vybwQyOURfpk1v3hviWgia7BZ4z3SvdP2VA7CwRAMVHRRzPFCz59giaY7goHElBp/VGN4Hi2txyysAaWdF5DIeB+HRu96tq1eeTxF5MyQw8BcLwxs7/Ms4bU/iqkflQvta2VHs0bMzn+Q+EpTH3t/uXALeZhS8UXGJIneT62maPErO/K/glK70n7aE5nOs9oGPU4gtfls/A1gDEmo1vKUKdiDsbSGHy0kXz2WzAUfkHJeFXg0SkdrcmSjhlQAge8yUU7/V6tnVzN4P1f5J9iixJp74xwIHtJMMMN+uU2JuWzito6Esfw5w8gk3IsXOdipD35TmguEEyiyeiMO4u6NguX5h4SCXfNQLXSqtFSDdffIxeM/Em8Bh11TdrjO877ugB5twT3Ot+uwajVfG1yF0h7nSwpH2LY6zycByP3a5AiCMCgmt0APNuCe50WEo6KX/LA8bMf96265lH8cL6anmas40I04e2WyeTe0yI3AAfV8RF805mct7DYtBFY4TNRptpJVLJmMXp8Hj7D1qFKv+qLEZqKFAxE9wVMeLlaXbDwIeVgMGB9L15V6B2pyfa/WlBV9RAAb4WKoHtPs7en4qgVNBneLwJIRlob3JEbOyNN1918F2Wc6lZZPknq22zJWfEC6jihoDq13vD+/atDev+rbW2VafpyZ6O/wLWWOHPwsClFwMP7vZ9uxHZVSckBTBZ+chsecrPIUOq7eAftpyM8KUC2L5Zl24493xKl7Zi8FK3atd28P3znMKbV/owFzes291SkKN+0gHMrK8c9pJANDEiAVOFUvaw1PLDQQZ+3uK6ADeaPo+r1hS9cXUCDAxGYrAKu3drDZLOfXT1rJkME22A8Yv9Q81KsSjycc3/BBtgD2naJZAfobIhr3Lgsatf5V0yg/t3lmAHeyJ+budZfj7kGfoCeX0cdQslW6PhcRLH4ux91XkmHyxzdj02m/y7W3JWnlzQ5VkgpgzYbNZTro8KSSovJAKfGjsUwbxFjbGL9PtbiayWukI2N/9eH50QE+4py1pKOcKVXpsREso0ATP3xdlU21D2+9cKs52c4OmPxnj0isW/VObqGtN1TQChLFiXXz7zAfXJ3SDy85Hdud62CrY1C6IenyVfxmJJWozbBaSOKdvc4Xv4uvSeOBtoABsEN5enSmu1NbthIqTPoB4/OOhYjMimxmrxuKTGX/fAtQcJksXxSH6z7zLNM+3MSVoRj+BlR/MkYwlap9w8XR72tlHgRYByc979oH7sPBMaAFCNxb6b1KMYqJ29duUyvwm0jHjaGB1m5SVgboJv7WzNWqvf4kPntIjS5P7fmNDIwRINALFWrNav3JoGXp8Hj7D1qFKv+qLEZqKFAxE9wVMeLlaXbDwIeVgMGB9L15V6B2pyfa/WlBV9RACA7CzK/IQAA=","visible":true,"contributors":"","githubRepo":null,"forkedFrom":null,"tags":"","files":{"folder":"","files":[{"name":"index.html","content":"<!DOCTYPE html>\n<html lang=\"en\">\n<head>\n  <meta charset=\"UTF-8\">\n  <meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\">\n  <title>Untitled</title>\n  <link rel=\"stylesheet\" href=\"style.css\">\n<link rel=\"preconnect\" href=\"https://fonts.googleapis.com\">\n<link rel=\"preconnect\" href=\"https://fonts.gstatic.com\" crossorigin>\n<link href=\"https://fonts.googleapis.com/css2?family=Inter:wght@400;600;700;800&display=swap\" rel=\"stylesheet\">\n<script src=\"https://unpkg.com/lucide@latest/dist/umd/lucide.js\"></script>\n</head>\n<body>\n<nav class=\"nav\">\n\t<div class=\"nav-inner\">\n\t\t<a href=\"#\" class=\"logo\">⚡ Voltra</a>\n\t\t<div class=\"nav-links\">\n\t\t\t<a href=\"#how-it-works\">How it works</a>\n\t\t\t<a href=\"#savings\">Savings</a>\n\t\t\t<a href=\"#specs\">Specs</a>\n\t\t\t<a href=\"#order\" class=\"btn btn-sm\">Pre-order — $89</a>\n\t\t</div>\n\t\t<button class=\"mobile-toggle\" aria-label=\"Menu\"><i data-lucide=\"menu\"></i></button>\n\t</div>\n</nav>\n\n<div class=\"mobile-menu\">\n\t<a href=\"#how-it-works\">How it works</a>\n\t<a href=\"#savings\">Savings</a>\n\t<a href=\"#specs\">Specs</a>\n\t<a href=\"#order\" class=\"btn\">Pre-order — $89</a>\n</div>\n\n<section class=\"hero\">\n\t<div class=\"hero-content\">\n\t\t<p class=\"hero-tag\">Your electricity bill, decoded</p>\n\t\t<h1>See exactly where <br>your money goes — <br><span class=\"highlight\">watt by watt.</span></h1>\n\t\t<p class=\"hero-sub\">Voltra clips onto your breaker panel in 10 minutes. No electrician needed. Identifies every\n\t\t\tappliance and shows you what each one costs — live.</p>\n\t\t<div class=\"hero-actions\">\n\t\t\t<a href=\"#order\" class=\"btn btn-lg\">Pre-order for $89</a>\n\t\t\t<span class=\"hero-note\">Ships March 2025 · Free returns</span>\n\t\t</div>\n\t\t<div class=\"proof-bar\">\n\t\t\t<div class=\"proof-stat\">\n\t\t\t\t<strong>4,712</strong>\n\t\t\t\t<span>Pre-orders placed</span>\n\t\t\t</div>\n\t\t\t<div class=\"proof-divider\"></div>\n\t\t\t<div class=\"proof-stat\">\n\t\t\t\t<strong>$217/yr</strong>\n\t\t\t\t<span>Avg. savings reported</span>\n\t\t\t</div>\n\t\t\t<div class=\"proof-divider\"></div>\n\t\t\t<div class=\"proof-stat\">\n\t\t\t\t<strong>4.8 <i data-lucide=\"star\" class=\"star-icon\"></i></strong>\n\t\t\t\t<span>From 893 beta users</span>\n\t\t\t</div>\n\t\t</div>\n\t</div>\n\t<div class=\"hero-visual\">\n\t\t<div class=\"energy-meter\">\n\t\t\t<div class=\"meter-ring\">\n\t\t\t\t<svg viewBox=\"0 0 200 200\">\n\t\t\t\t\t<circle cx=\"100\" cy=\"100\" r=\"85\" class=\"ring-bg\" />\n\t\t\t\t\t<circle cx=\"100\" cy=\"100\" r=\"85\" class=\"ring-fill\" />\n\t\t\t\t</svg>\n\t\t\t\t<div class=\"meter-center\">\n\t\t\t\t\t<span class=\"meter-value\">2.4</span>\n\t\t\t\t\t<span class=\"meter-unit\">kW</span>\n\t\t\t\t\t<span class=\"meter-label\">Right now</span>\n\t\t\t\t</div>\n\t\t\t</div>\n\t\t\t<div class=\"meter-breakdown\">\n\t\t\t\t<div class=\"breakdown-item\">\n\t\t\t\t\t<span class=\"dot dot-1\"></span>\n\t\t\t\t\t<span class=\"breakdown-name\">HVAC</span>\n\t\t\t\t\t<span class=\"breakdown-val\">1.1 kW</span>\n\t\t\t\t</div>\n\t\t\t\t<div class=\"breakdown-item\">\n\t\t\t\t\t<span class=\"dot dot-2\"></span>\n\t\t\t\t\t<span class=\"breakdown-name\">Water heater</span>\n\t\t\t\t\t<span class=\"breakdown-val\">0.8 kW</span>\n\t\t\t\t</div>\n\t\t\t\t<div class=\"breakdown-item\">\n\t\t\t\t\t<span class=\"dot dot-3\"></span>\n\t\t\t\t\t<span class=\"breakdown-name\">Kitchen</span>\n\t\t\t\t\t<span class=\"breakdown-val\">0.3 kW</span>\n\t\t\t\t</div>\n\t\t\t\t<div class=\"breakdown-item\">\n\t\t\t\t\t<span class=\"dot dot-4\"></span>\n\t\t\t\t\t<span class=\"breakdown-name\">Other</span>\n\t\t\t\t\t<span class=\"breakdown-val\">0.2 kW</span>\n\t\t\t\t</div>\n\t\t\t</div>\n\t\t</div>\n\t</div>\n</section>\n\n<section class=\"problem\" id=\"how-it-works\">\n\t<div class=\"section-inner\">\n\t\t<h2>Your utility bill shows one number. <br class=\"hide-mobile\">Voltra shows you <em>hundreds.</em></h2>\n\t\t<p class=\"problem-sub\">Most homes waste 20–35% of their electricity without knowing it. Voltra uses machine learning\n\t\t\tto disaggregate your total power draw into individual appliances — no smart plugs required.</p>\n\t\t<div class=\"steps\">\n\t\t\t<div class=\"step\">\n\t\t\t\t<div class=\"step-num\">1</div>\n\t\t\t\t<h3>Clip it on</h3>\n\t\t\t\t<p>Voltra attaches to your breaker panel with two CT clamps. 10-minute install, no tools beyond a screwdriver.\n\t\t\t\t</p>\n\t\t\t</div>\n\t\t\t<div class=\"step\">\n\t\t\t\t<div class=\"step-num\">2</div>\n\t\t\t\t<h3>It learns your home</h3>\n\t\t\t\t<p>Over 48 hours, Voltra's ML model identifies the electrical signature of every appliance — fridge, dryer, EV\n\t\t\t\t\tcharger, all of them.</p>\n\t\t\t</div>\n\t\t\t<div class=\"step\">\n\t\t\t\t<div class=\"step-num\">3</div>\n\t\t\t\t<h3>See what's costing you</h3>\n\t\t\t\t<p>Open the app. See live cost per appliance. Get alerts when something draws more than it should — like an\n\t\t\t\t\taging AC compressor.</p>\n\t\t\t</div>\n\t\t</div>\n\t</div>\n</section>\n\n<section class=\"savings\" id=\"savings\">\n\t<div class=\"section-inner\">\n\t\t<h2>Beta users saved an average of <span class=\"highlight\">$217 per year.</span></h2>\n\t\t<p class=\"savings-sub\">Here's how three households found their biggest energy drains.</p>\n\t\t<div class=\"case-cards\">\n\t\t\t<div class=\"case-card\">\n\t\t\t\t<div class=\"case-header\">\n\t\t\t\t\t<span class=\"case-location\"><i data-lucide=\"map-pin\"></i> Austin, TX</span>\n\t\t\t\t\t<span class=\"case-saving\">Saved $31/mo</span>\n\t\t\t\t</div>\n\t\t\t\t<p>Discovered their 12-year-old fridge was cycling 3x more than normal. Replaced it — payback in 5 months.</p>\n\t\t\t\t<span class=\"case-tag\">Appliance: Refrigerator</span>\n\t\t\t</div>\n\t\t\t<div class=\"case-card\">\n\t\t\t\t<div class=\"case-header\">\n\t\t\t\t\t<span class=\"case-location\"><i data-lucide=\"map-pin\"></i> Portland, OR</span>\n\t\t\t\t\t<span class=\"case-saving\">Saved $22/mo</span>\n\t\t\t\t</div>\n\t\t\t\t<p>Found their EV was charging during peak rate hours. Shifted to off-peak with a simple schedule change.</p>\n\t\t\t\t<span class=\"case-tag\">Appliance: EV Charger</span>\n\t\t\t</div>\n\t\t\t<div class=\"case-card\">\n\t\t\t\t<div class=\"case-header\">\n\t\t\t\t\t<span class=\"case-location\"><i data-lucide=\"map-pin\"></i> Denver, CO</span>\n\t\t\t\t\t<span class=\"case-saving\">Saved $18/mo</span>\n\t\t\t\t</div>\n\t\t\t\t<p>Basement dehumidifier was running 24/7 due to a stuck relay. Voltra flagged the abnormal draw within a day.\n\t\t\t\t</p>\n\t\t\t\t<span class=\"case-tag\">Appliance: Dehumidifier</span>\n\t\t\t</div>\n\t\t</div>\n\t</div>\n</section>\n\n<section class=\"specs\" id=\"specs\">\n\t<div class=\"section-inner\">\n\t\t<h2>What's in the box</h2>\n\t\t<div class=\"specs-grid\">\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"cpu\"></i>\n\t\t\t\t<h3>ESP32-S3 processor</h3>\n\t\t\t\t<p>Runs ML inference on-device. Your data stays in your home.</p>\n\t\t\t</div>\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"wifi\"></i>\n\t\t\t\t<h3>Wi-Fi 6 built in</h3>\n\t\t\t\t<p>Connects to your network. Streams data to the Voltra app in real time.</p>\n\t\t\t</div>\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"zap\"></i>\n\t\t\t\t<h3>200A capacity</h3>\n\t\t\t\t<p>Works with standard residential panels up to 200A service.</p>\n\t\t\t</div>\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"shield-check\"></i>\n\t\t\t\t<h3>UL-listed</h3>\n\t\t\t\t<p>Certified safe for permanent installation. No exposed wiring.</p>\n\t\t\t</div>\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"smartphone\"></i>\n\t\t\t\t<h3>iOS & Android app</h3>\n\t\t\t\t<p>Real-time dashboard, alerts, historical trends, and export to CSV.</p>\n\t\t\t</div>\n\t\t\t<div class=\"spec-item\">\n\t\t\t\t<i data-lucide=\"lock\"></i>\n\t\t\t\t<h3>Privacy first</h3>\n\t\t\t\t<p>All processing on-device. We never see your usage data. Period.</p>\n\t\t\t</div>\n\t\t</div>\n\t</div>\n</section>\n\n<section class=\"cta\" id=\"order\">\n\t<div class=\"section-inner cta-inner\">\n\t\t<h2>Stop guessing. Start saving.</h2>\n\t\t<p>Pre-order Voltra today. 30-day money-back guarantee, no questions asked.</p>\n\t\t<a href=\"#\" class=\"btn btn-lg btn-cta\">Pre-order — $89</a>\n\t\t<span class=\"cta-note\">Free shipping in the US · Ships March 2025</span>\n\t</div>\n</section>\n\n<footer class=\"footer\">\n\t<div class=\"footer-inner\">\n\t\t<div class=\"footer-brand\">\n\t\t\t<span class=\"logo\">⚡ Voltra</span>\n\t\t\t<p>Smart home energy monitoring.<br>Made in Austin, TX.</p>\n\t\t</div>\n\t\t<div class=\"footer-links\">\n\t\t\t<a href=\"#\">Support</a>\n\t\t\t<a href=\"#\">Privacy policy</a>\n\t\t\t<a href=\"#\">Terms</a>\n\t\t\t<a href=\"#\">Press kit</a>\n\t\t</div>\n\t\t<p class=\"footer-copy\">© 2025 Voltra Energy, Inc.</p>\n\t</div>\n</footer>\n  <script type=\"module\" src=\"main.js\"></script>\n</body>\n</html>"},{"name":"main.js","content":"// Mobile menu toggle\nconst toggle = document.querySelector('.mobile-toggle');\nconst mobileMenu = document.querySelector('.mobile-menu');\n\ntoggle.addEventListener('click', () => {\n\tmobileMenu.classList.toggle('open');\n\tconst isOpen = mobileMenu.classList.contains('open');\n\ttoggle.innerHTML = isOpen ?\n\t\t'<i data-lucide=\"x\"></i>' :\n\t\t'<i data-lucide=\"menu\"></i>';\n\tlucide.createIcons();\n});\n\n// Close mobile menu on link click\nmobileMenu.querySelectorAll('a').forEach(link => {\n\tlink.addEventListener('click', () => {\n\t\tmobileMenu.classList.remove('open');\n\t\ttoggle.innerHTML = '<i data-lucide=\"menu\"></i>';\n\t\tlucide.createIcons();\n\t});\n});\n\n// Animate energy meter ring on scroll\nconst ringFill = document.querySelector('.ring-fill');\nconst observer = new IntersectionObserver((entries) => {\n\tentries.forEach(entry => {\n\t\tif (entry.isIntersecting) {\n\t\t\tringFill.classList.add('animated');\n\t\t}\n\t});\n}, {\n\tthreshold: 0.3\n});\n\nobserver.observe(document.querySelector('.energy-meter'));\n\n// Animate meter value counting up\nconst meterValue = document.querySelector('.meter-value');\nlet counted = false;\n\nconst countObserver = new IntersectionObserver((entries) => {\n\tentries.forEach(entry => {\n\t\tif (entry.isIntersecting && !counted) {\n\t\t\tcounted = true;\n\t\t\tlet current = 0;\n\t\t\tconst target = 2.4;\n\t\t\tconst duration = 1500;\n\t\t\tconst start = performance.now();\n\n\t\t\tfunction animate(now) {\n\t\t\t\tconst elapsed = now - start;\n\t\t\t\tconst progress = Math.min(elapsed / duration, 1);\n\t\t\t\t// Ease out cubic\n\t\t\t\tconst eased = 1 - Math.pow(1 - progress, 3);\n\t\t\t\tcurrent = eased * target;\n\t\t\t\tmeterValue.textContent = current.toFixed(1);\n\t\t\t\tif (progress < 1) requestAnimationFrame(animate);\n\t\t\t}\n\t\t\trequestAnimationFrame(animate);\n\t\t}\n\t});\n}, {\n\tthreshold: 0.3\n});\n\ncountObserver.observe(document.querySelector('.energy-meter'));\n\n// Smooth reveal animations\nconst revealElements = document.querySelectorAll('.step, .case-card, 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var(--amber-500);\n}\n\n.proof-divider {\n\twidth: 1px;\n\theight: 36px;\n\tbackground: var(--neutral-200);\n}\n\n/* ---- ENERGY METER ---- */\n.hero-visual {\n\tdisplay: flex;\n\tjustify-content: center;\n}\n\n.energy-meter {\n\tbackground: var(--green-50);\n\tborder: 1px solid var(--green-100);\n\tborder-radius: 20px;\n\tpadding: 36px;\n\twidth: 100%;\n\tmax-width: 380px;\n}\n\n.meter-ring {\n\tposition: relative;\n\twidth: 180px;\n\theight: 180px;\n\tmargin: 0 auto 28px;\n}\n\n.meter-ring svg {\n\twidth: 100%;\n\theight: 100%;\n\ttransform: rotate(-90deg);\n}\n\n.ring-bg {\n\tfill: none;\n\tstroke: var(--neutral-200);\n\tstroke-width: 10;\n}\n\n.ring-fill {\n\tfill: none;\n\tstroke: var(--green-600);\n\tstroke-width: 10;\n\tstroke-linecap: round;\n\tstroke-dasharray: 534;\n\tstroke-dashoffset: 534;\n\ttransition: stroke-dashoffset 1.5s ease;\n}\n\n.ring-fill.animated {\n\tstroke-dashoffset: 214;\n}\n\n.meter-center {\n\tposition: absolute;\n\tinset: 0;\n\tdisplay: flex;\n\tflex-direction: column;\n\talign-items: center;\n\tjustify-content: center;\n}\n\n.meter-value {\n\tfont-size: 2.8rem;\n\tfont-weight: 800;\n\tcolor: var(--green-900);\n\tline-height: 1;\n\tletter-spacing: -0.03em;\n}\n\n.meter-unit {\n\tfont-size: 0.95rem;\n\tfont-weight: 600;\n\tcolor: var(--green-700);\n}\n\n.meter-label {\n\tfont-size: 0.75rem;\n\tcolor: var(--neutral-400);\n\tmargin-top: 4px;\n}\n\n.meter-breakdown {\n\tdisplay: flex;\n\tflex-direction: column;\n\tgap: 10px;\n}\n\n.breakdown-item {\n\tdisplay: flex;\n\talign-items: center;\n\tgap: 10px;\n\tfont-size: 0.88rem;\n}\n\n.dot {\n\twidth: 10px;\n\theight: 10px;\n\tborder-radius: 50%;\n\tflex-shrink: 0;\n}\n\n.dot-1 {\n\tbackground: var(--green-600);\n}\n\n.dot-2 {\n\tbackground: var(--green-700);\n}\n\n.dot-3 {\n\tbackground: var(--amber-500);\n}\n\n.dot-4 {\n\tbackground: var(--neutral-400);\n}\n\n.breakdown-name {\n\tflex: 1;\n\tcolor: var(--neutral-600);\n}\n\n.breakdown-val {\n\tfont-weight: 600;\n\tcolor: var(--neutral-800);\n}\n\n/* ---- PROBLEM / HOW IT WORKS ---- */\n.problem {\n\tbackground: var(--green-950);\n\tcolor: #fff;\n\tpadding: 100px 24px;\n}\n\n.section-inner {\n\tmax-width: var(--max-width);\n\tmargin: 0 auto;\n}\n\n.problem h2 {\n\tfont-size: clamp(1.6rem, 3.5vw, 2.4rem);\n\tfont-weight: 800;\n\tline-height: 1.2;\n\tletter-spacing: -0.02em;\n\tmargin-bottom: 16px;\n}\n\n.problem h2 em {\n\tfont-style: normal;\n\tcolor: var(--amber-400);\n}\n\n.problem-sub {\n\tfont-size: 1.05rem;\n\tcolor: rgba(255, 255, 255, 0.65);\n\tmax-width: 620px;\n\tmargin-bottom: 56px;\n\tline-height: 1.7;\n}\n\n.steps {\n\tdisplay: grid;\n\tgrid-template-columns: repeat(3, 1fr);\n\tgap: 40px;\n}\n\n.step {\n\tpadding: 32px;\n\tbackground: rgba(255, 255, 255, 0.06);\n\tborder-radius: var(--radius);\n\tborder: 1px solid rgba(255, 255, 255, 0.1);\n}\n\n.step-num {\n\twidth: 36px;\n\theight: 36px;\n\tdisplay: flex;\n\talign-items: center;\n\tjustify-content: center;\n\tbackground: var(--amber-500);\n\tcolor: var(--green-950);\n\tfont-weight: 800;\n\tfont-size: 0.9rem;\n\tborder-radius: 50%;\n\tmargin-bottom: 20px;\n}\n\n.step h3 {\n\tfont-size: 1.15rem;\n\tfont-weight: 700;\n\tmargin-bottom: 10px;\n}\n\n.step p {\n\tfont-size: 0.92rem;\n\tcolor: rgba(255, 255, 255, 0.6);\n\tline-height: 1.65;\n}\n\n/* ---- SAVINGS / CASE STUDIES ---- */\n.savings {\n\tpadding: 100px 24px;\n\tbackground: var(--neutral-50);\n}\n\n.savings h2 {\n\tfont-size: clamp(1.6rem, 3.5vw, 2.4rem);\n\tfont-weight: 800;\n\tline-height: 1.2;\n\tletter-spacing: -0.02em;\n\tmargin-bottom: 8px;\n}\n\n.savings-sub {\n\tfont-size: 1.05rem;\n\tcolor: var(--neutral-600);\n\tmargin-bottom: 48px;\n}\n\n.case-cards {\n\tdisplay: grid;\n\tgrid-template-columns: repeat(3, 1fr);\n\tgap: 24px;\n}\n\n.case-card {\n\tbackground: #fff;\n\tborder: 1px solid var(--neutral-200);\n\tborder-radius: var(--radius);\n\tpadding: 28px;\n\ttransition: box-shadow 0.2s;\n}\n\n.case-card:hover {\n\tbox-shadow: 0 8px 30px rgba(0, 0, 0, 0.06);\n}\n\n.case-header {\n\tdisplay: flex;\n\tjustify-content: space-between;\n\talign-items: center;\n\tmargin-bottom: 14px;\n\tfont-size: 0.85rem;\n}\n\n.case-location {\n\tdisplay: flex;\n\talign-items: center;\n\tgap: 4px;\n\tcolor: var(--neutral-400);\n}\n\n.case-location svg {\n\twidth: 14px;\n\theight: 14px;\n}\n\n.case-saving {\n\tfont-weight: 700;\n\tcolor: var(--green-700);\n}\n\n.case-card p {\n\tfont-size: 0.95rem;\n\tcolor: var(--neutral-700);\n\tline-height: 1.65;\n\tmargin-bottom: 16px;\n}\n\n.case-tag {\n\tfont-size: 0.78rem;\n\tfont-weight: 600;\n\tcolor: var(--neutral-400);\n\ttext-transform: uppercase;\n\tletter-spacing: 0.05em;\n}\n\n/* ---- SPECS ---- */\n.specs {\n\tpadding: 100px 24px;\n}\n\n.specs h2 {\n\tfont-size: clamp(1.6rem, 3.5vw, 2.4rem);\n\tfont-weight: 800;\n\tletter-spacing: -0.02em;\n\tmargin-bottom: 48px;\n}\n\n.specs-grid {\n\tdisplay: grid;\n\tgrid-template-columns: repeat(3, 1fr);\n\tgap: 32px;\n}\n\n.spec-item {\n\tpadding: 28px;\n\tborder: 1px solid var(--neutral-200);\n\tborder-radius: var(--radius);\n\ttransition: border-color 0.2s;\n}\n\n.spec-item:hover {\n\tborder-color: var(--green-600);\n}\n\n.spec-item svg {\n\twidth: 24px;\n\theight: 24px;\n\tcolor: var(--green-700);\n\tmargin-bottom: 16px;\n}\n\n.spec-item h3 {\n\tfont-size: 1rem;\n\tfont-weight: 700;\n\tmargin-bottom: 6px;\n}\n\n.spec-item p {\n\tfont-size: 0.88rem;\n\tcolor: var(--neutral-600);\n\tline-height: 1.6;\n}\n\n/* ---- CTA ---- */\n.cta {\n\tpadding: 100px 24px;\n\tbackground: var(--green-50);\n}\n\n.cta-inner {\n\ttext-align: center;\n}\n\n.cta h2 {\n\tfont-size: clamp(1.8rem, 4vw, 2.8rem);\n\tfont-weight: 800;\n\tletter-spacing: -0.02em;\n\tcolor: var(--green-950);\n\tmargin-bottom: 12px;\n}\n\n.cta p {\n\tfont-size: 1.1rem;\n\tcolor: var(--neutral-600);\n\tmargin-bottom: 32px;\n}\n\n.cta-note {\n\tdisplay: block;\n\tmargin-top: 16px;\n\tfont-size: 0.82rem;\n\tcolor: var(--neutral-400);\n}\n\n/* ---- FOOTER ---- */\n.footer {\n\tpadding: 60px 24px 40px;\n\tborder-top: 1px solid var(--neutral-200);\n}\n\n.footer-inner {\n\tmax-width: var(--max-width);\n\tmargin: 0 auto;\n\tdisplay: flex;\n\talign-items: start;\n\tjustify-content: space-between;\n\tflex-wrap: wrap;\n\tgap: 32px;\n}\n\n.footer-brand p {\n\tfont-size: 0.85rem;\n\tcolor: var(--neutral-400);\n\tmargin-top: 8px;\n}\n\n.footer-links {\n\tdisplay: flex;\n\tgap: 24px;\n\tfont-size: 0.88rem;\n\tcolor: var(--neutral-600);\n}\n\n.footer-links a:hover {\n\tcolor: var(--green-800);\n}\n\n.footer-copy {\n\twidth: 100%;\n\tfont-size: 0.8rem;\n\tcolor: var(--neutral-400);\n\tmargin-top: 24px;\n\tpadding-top: 24px;\n\tborder-top: 1px solid var(--neutral-100);\n}\n\n/* ---- RESPONSIVE ---- */\n@media (max-width: 768px) {\n\t.nav-links {\n\t\tdisplay: none;\n\t}\n\n\t.mobile-toggle {\n\t\tdisplay: block;\n\t}\n\n\t.hero {\n\t\tgrid-template-columns: 1fr;\n\t\tpadding: 100px 20px 60px;\n\t\tgap: 40px;\n\t}\n\n\t.hero h1 br {\n\t\tdisplay: none;\n\t}\n\n\t.proof-bar {\n\t\tflex-wrap: wrap;\n\t\tgap: 16px;\n\t}\n\n\t.proof-divider {\n\t\tdisplay: none;\n\t}\n\n\t.steps,\n\t.case-cards,\n\t.specs-grid {\n\t\tgrid-template-columns: 1fr;\n\t}\n\n\t.problem,\n\t.savings,\n\t.specs,\n\t.cta {\n\t\tpadding: 72px 20px;\n\t}\n\n\t.hide-mobile {\n\t\tdisplay: none;\n\t}\n\n\t.footer-inner {\n\t\tflex-direction: column;\n\t}\n\n\t.footer-links {\n\t\tflex-wrap: wrap;\n\t\tgap: 16px;\n\t}\n}\n\n@media (max-width: 480px) {\n\t.hero h1 {\n\t\tfont-size: 1.8rem;\n\t}\n\n\t.btn-lg {\n\t\twidth: 100%;\n\t\ttext-align: center;\n\t}\n\n\t.btn-cta {\n\t\twidth: 100%;\n\t}\n\n\t.energy-meter {\n\t\tpadding: 24px;\n\t}\n}"}],"folders":[]},"variants":null,"createdAt":"2026-03-07T02:38:15.925Z","updatedAt":"2026-03-07T02:39:00.994Z"}}