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" 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EQARSTCCS4vJVvAiIgAiIgAiIQAETGDr0ouL53bsO/mD6ae/EYxh2+itbR01RLD5e+yAQMcUv/HXb18VCBERABNJFoDhdFakeERABERABERCBwiMwr2fnzsW13ovoeef43hcXd3gjVlMZH619EChp14kc9ABfnwYREIG0EYimrSZVJAIiIAIiIAIiIAIiIAIiIAIikJUEZBhm5WlRo0RABERABERABERABERABEQgfQRkGKaPtWoSAREQAREQAREQAREQAREQgawkIMMwK0+LGiUCIiACIiACIiACIiACIiAC6SMgwzB9rFWTCIiACIiACIiACIiACIiACGQlARmGWXla1CgREAEREAEREAEREAEREAERSB8BGYbpY62aREAEREAEREAEREAEREAERCArCcgwzMrTokaJgAiIgAiIgAiIgAiIgAiIQPoIyDBMH2vVJAIiIAIiIAIiIAIiIAIiIAJZSUCGYVaeFjVKBERABERABERABERABERABNJHQIZh+lirJhEQAREQAREQAREQAREQARHISgIyDLPytKhRIiACIiACIiACIiACIiACIpA+AjIM08daNYmACIiACIiACIiACIiACIhAVhKQYZiVp0WNEgEREAEREAEREAEREAEREIH0EZBhmD7WqkkEREAEREAEREAEREAEREAEspKADMOsPC1qlAiIgAiIgAiIgAiIgAiIgAikj4AMw/SxVk0iIAIiIAIiIAIpJOB5xlAbE5vWWALimjomPjuLXqt3B7NKj3Z1SeVlRaZ/n44mGo3UxSkgAiIgArlIQIZhLp41tVkEREAEREAERGA5AoeM6GP+uEff5eIjsNmO3rOfGbHZysul9exaao7du5/pUl6yXFp8RE1NzNx82kBz2+mD6ozJ0cP7mFsQ16W8OD679kVABEQgpwjIMMyp06XGioAIiIAIiIAINEXgoB1XMwcPX92UFDe8vdlti17moGGrmbMOXtfQSAzLuWP6mwOGroZj4hLCmeLDIa+kZ0I78fm0LwIiIAI5RKDhlTOHGq6mioAIiIAIiIAIiECYwN3PfGN3x+60ejjaHLLzGnX7JUX1tz4x2HQb9uts0+Yvrq7L44akyuSrQ6KACIhAARCovzoWQGfVRREQAREQAREQgfwl8Ogrc2znxsBr6IRGXvfOJSZGKxCy9zaruCTjIa4IcwMXLqk2NbXw/SFL107F8CCuaq44ekOzOzyNHTCHUCICIiAChUBAhmEhnGX1UQREQAREQAQKgACNPBp3EWzdkFFuuTAMvYlMO3zXvnUkdhzc0+a75bGvbdweW/Yy0y7awhy1Rz94EjuZ0w9cxzxx+ZamS8eW5x/WFaqACIiACOQoARmGOXri1GwREAEREAEREIHlCbz72e82ciUsKkMZuV1vu338tTmmFh7CdqVR6yVk5OG7+0NMX/voV+tRPHX/tW3enc94w+x93lvm4Ivfsft/P3eIZhJaEvonAiKQzwRkGObz2VXfREAEREAERKDACNz6uO/9O2bPNW3Px+7cx25rao15ddY8G+7SsdjE4D7s3b0sSIuZTdfvaj2Llz/wmenYvtiUQxdX1JiKylq7X1LUisVpbKn6JwIiIAK5RUBrK+fW+VJrRUAEREAEREAEmiHw3bwK690bOmglcxmMvE4dSszSZbXWELz9qdlm2JCV8eqKNc2Vkz4zxTD2/vXuXDvEdLP1u9tSzz9kvUZLj7qxqY2mKlIEREAEcp+ADMPcP4fqgQiIgAiIgAiIQECAfr3KqlpTVlpk6OXD9EJz3/Pf2NRf5lfZIaM7bdLT/N93i23cHTAWKfQMUi6693/mh18qEKr3EC5aWmOq8A5DiQiIQE4RaIfWctnhX6H8AsfvIypnpCtayouSP1Ye62TF7SelIxpKmhSMKkQEREAEREAERCBbCLjXVlx65Aa2SY+//qPdchEaZwAesas/v5BGH8XNTdxkvW7m658qzOyfltbpLwuqbB79EwERSDkBLil8MLSpFZ9oEDWXHm7g8diZC+0VRB4T7K8a7OfS5m001h8n77f6LWxm+8Hk/ZdhmDyWKkkEREAEREAERCALCLjXVmy6fjfbGq5G6uTe5761wfZ4DcXvi6rsgjSM+PDLhfaVFXttvYrZYUAPU450zjXcB6+3uPCw9bT4jAOorQiklsAmKH4q9JImqnktSO/QRHo42rn53RXAbcN5ciXMtvvDGvwWx+8npR8aSpoUjCpEBERABERABEQgWwjwtRV8byE9hL8trLJzCF3bHn3lB3PSyLXs7s3Bayq4w/mGx//1A3Pz+IHmL4et77LbY2d9scA4yzCiuYZ1bBQQgRQQeAJl0o1/LvRP0Hhjbl3EUfCllCSbgAzDZBNVeSIgAiIgAiIgAhknsONpr5uueP/gAry8vqS4foBUcVHUjDjzDcRFzLIqr+59h2zw7J+Xml3PetMUw6Ac3L+r+RVDSD//YbEpxfG0B1nOPue/ZZZhPiKNTsptT3xtprzwHYaoOueEjdY/ERCBFSfwAw7tC+0EXRgqZgDCnCfIIaIUDjdlvlFQvp/mEein0NYKV57aH8ox409Df4FSOORgK+iL0Eqok/YIDIO+BOWE5LDQ49kFyjQnHLo6GPoc1Hn9eAHZDfpvKOcNlkNZ5ubQr6HTofOhaZX6K2Vaq1VlIiACIiACIiACIpA6AqUlUbMUBlzYKHS1wZloKqsbGoUujZ5DLvHw/ufzzbdzl5p2KCfsJKyqjtUZhTyG5csodPS0FYGkEDggKOWSuNImBfsPBFsacp9DL4L+Gfo/KOfetUbeQGYuTnMD9FYo32lzN5QyCPoP6AXcCQmNNhqQNPjiheXQkFwzlPA4wsy/XSjudIRZNo3d46CLoY9CGX8nlMbi9tC0ijyGacWtykRABERABEQguwlssduNnQ2fnydJKpfUdvb0GDpJNFWMCBQEgXfQSxp9p0JpKMWglP5Qeu6WcAfyKnQHG/L/fY/NFlB67BIZanoI8m0NHQ+lQUehp+9I6GXQl6Es50/Q86FOWAflS3/T4P812Ns2UHr+KBv4G3MstjOCsDN+/4P99aBnQa8L0jh/kn28Asqy0iYyDNOGWhWJgAiIgAiIQPYTqGhf+0OkwhShpbVJaS0cbijH3dglpUgVIgIikPcEPkQPN4V2hs6HbgTlMNKRUCdho5DXmZugV0GZLxGh8Ue5Depsoj0QXgrdBkrDjovd7AnlxGMOU6WHrxv0eGhj8hQiee2kMUnP5trQjlBeAw+GjoZSBkNnQJdB74CGhfWz7g3DkekIOwjpqEt1iIAIiIAIiIAIZDkB3F3NKSox+7730HgOy2qzbDzm1m7RZZXftLkgFSACIlBIBPZFZ7+H0ov2R+hkKOV5f2P/t8f/+6DO+xZKSihIg41S4W8a/KchShkLpdeQQ1XHQW+EUjg8tCn5CAmDoDRq6fWkXAq9EEpjj2MySqHXQ50MRYAG4rouAlvWm1bR4I604lZlIiACIiACIpD9BLwYJ9olR2LVy5JWVnJapFJEQARygMAPaCO9aUcFbaXHjnFhI47DLUdBJ0BpHN4GbY14QWZ6AenBc8oFZNzQ0YUI00ClgUhhnu+gP3GnCfl7EM8hosOhH0IvglJ2gZ5iQ/7CMwzSy/kylENgaUjuDmVf0y7Faa9RFYqACIiACIiACIiACIiACIhA8wSeQzI9h5xnx+GhNAKdHIsAHzr1hs4LInsF20Q3NCx7QL+CMtyU3ImEi6EnQekFpBHanExE4g3Qw6HrQE+EUmhQngClY451/gKljPQ3Jtx+tqc8iE/bRh7DtKFWRSIgAiIgAiIgAiIgAiIgAgkSODjI91qwnRU6zhlVpyOuBLoy9KZQeiLB84JMr2DLYakc3kkD9HJod6iTS4KAK/8tl9DM9nOk0Qhkma79XGhmXejaUNbhpDII0MPIvtwC7Q9N+2gLGYagLhEBERABERABERABERABEcgqAjSYnCfvHYSdAcVG8tUOv0PPhVZBf4Y+Bm1O3NBRl2cKAk9Ah0C54AvLXwblwjE0FMPycbDDIZ8LwwlNhP8Riv8sCF8XinspFD47CH+KLftCg3I2tCVJuuEow7Al5EoXAREQAREQgQIi4EWMV1ujF0wU0ClXV0Ugmwl0ROM43HPzRhpJrx6HXw6D0kjaD8q4uVDKjVDuu/mA9MRxn3MGnXCoKu0hDvlkOayPZf0ADcvzwc74cGQzYebrCg0bb/QYcngovZKzoU6eQ4D5uAprnyDM9tAL6oTzIFdxO9gOhIbTQ0krHixe8UN1pAiIgAiIgAiIQN4R8DgPpnZ19Ms9Ic+7LqpDIiACOUXgt2ZaSyPQGYLMRi9iWFrad3n5TkJqU3JIkPBJUxkaiV/QSNzSRuJc1EwXwLY2UBcV9pYyjp7FpIs8hklHqgJFQAREQAREQAREQAREQATyhMAQ9IPeuduhNXnSp0a7IY9ho1gUKQIiIAIiIAIiIAIiIAIiIAJ2NVG+roLzGvNaZBjm9elV50RABERABERABERABERABNpAYB6O5UI1eS8aSpr3p1gdFAEREAEREAEREAEREAEREIHmCcgwbJ6PUkVABERABESg4AgUm6KC67M6LAIiIAKFTkCGYaF/AtR/ERABERABEQgRiJjIdzHj9QlFKSgCIiACIlAABGQYFsBJVhdFQAREQAREQARyjUD49We51na1VwREIBcJaPGZXDxrarMIiIAIiIAI5AiBT6adzneQdW6suf+8ZjNZP42BUZwIiIAIZICAPIYZgK4qRUAEREAEREAEREAEREAERCCbCMgwzKazobaIgAiIgAiIgAiIgAiIgAiIQAYIaChpBqCrShEQAREQARHIVgIR433reUaLz2TrCVK7REAERCBFBOQxTBFYFSsCIiACIiACIiACIiACIiACuUJAhmGunCm1UwREQAREQAREQAREQAREQARSRECGYYrAqlgREAEREAEREAEREAEREAERyBUCMgxz5UypnSIgAiIgAiIgAiIgAiIgAiKQIgIyDFMEVsWKgAiIgAiIgAiIgAiIgAiIQK4QkGGYK2dK7RQBERABERCBNBGIpakeVSMCIiACIpA9BGQYZs+5UEtEQAREQAREIOMEvIj5NloU0esqMn4m1AAREAERSC8BGYbp5a3aREAEREAEREAEREAEREAERCDrCMgwzLpTogaJgAiIgAiIgAiIgAiIgAiIQHoJyDBML2/VJgIiIAIiIAIiIAIiIAIiIAJZR0CGYdadEjVIBERABERABERABERABERABNJLoDi91ak2ERABERABERCBbCYQiUW+w6qkWnwmm0+S2iYCIiACKSAgj2EKoLahyPY4dn4bjtehIiACIiACItBmApEI1iaViIAIiIAIFBQBGYbZd7rbZV+T1CIREAEREAEREAEREAEREIF8JiDDMJ/PrvomAiIgAiIgAiIgAiIgAiIgAgkQkGGYACRlEQEREAEREAEREAEREAEREIF8JiDDMJ/PrvomAiIgAiIgAiIgAiIgAiIgAgkQkGGYACRlEQEREAEREIFCIeB5sYjnRbxC6a/6KQIiIAIi4BPQ6yr0SRABERABEcgZAp7n3YvGHs4Gf/XVV2b27NmmU6dOpry83CxbtswsXrzYlJSUmK222opZsl5mzJhhXn31VfPRRx+ZE044wey4446pavPMSCSyaSKFe7HoN5FiT6+rSASW8oiACIhAHhGQxzCPTqa6IgIiIAIFQKDOk/Xzzz+b9957z2y//fZmo402MkceeaT5z3/+Y+bOnZtRDBUVFQZGmOnfv7+5/PLLzbXXXmtGjBhh4956660GbWMfaBg+8sgjpmvXrg3SkrxTx63FcrU2douIlEEERCArCSR+ncvK5qtRItCQAN9jWNEwSnsiIAIiIAKOADyG90AbCNJ4M9AgLpM7S5Ysse1x7XLb6dOnN9qso48+2isuLm40LYmR76AdCcmAA25Yb+CoCZ8llFmZREAERCB7CMgwbOO50FDSNgLU4SIgAiIgApkjMHPmTFv5ppsmNEoybQ1dffXVzbRp08yXX35pdtllF9OlSxdTWlraaP333HOPGThwYKNpihQBERABERCBdBGQYZgu0qpHBERABEQg6QQefvhhW+YBBxyQ9LLbUmA0GjVbbrml1ebKmTNnjqmtrTXbbrttc9mUJgIiIAIiIAIpJ6A5hilHrApEQAREQARSReCVV16xRQ8dOjRVVaS03Pfff9+Wf/jhh9fVc8EFF5iddtrJ0Gh0cv/999uFaX799VcbtWjRInP88cdbg/KZZ55x2czUqVPNsGHDbFpdZCsDXsyrxshczTRsJTdlFwEREAEREIFkEmhsjuFmqGBhMitRWSIgAiKQqwQw567BHEP0I6vmF3JOIOcYYqVUb9VVV/XGjBnjweizbZwyZcpyUwYPPfRQr6ioyMYvWLDAht955x2bf4MNNrDxWLDG23PPPT0YgF67du28u+66yxsyZIiHFVg9DFW1eR944AGvR48e3ksvveQtXbrUg9Ho9enTJ1xfwnMMN95vwlqYYzg7Vz8jarcIiEDeE/gFPby1kV7yeigRgbwhEDYMN0evaBDaH/286aE6IgIiIAJtIABLp84wxAqk9vqIV1OEDaCEwxMmTHDX11ZtW6qAhhm66NXU1NRlxaqjNo7GXViYzxl5NBArKyu9jz/+2ObdY489bNZtttnGbp999lkbD29iuAgbx3J+/PHHuviXX37ZxtdFeJ4MwzZ87nSoCIhAVhFw98eVaFXYQOR1T9IGAppj2AZ4KTq0BOUugHaOK/9n7Efi4rQrAiIgAgVFYNKkSZ3GjRtn+/zQQw/Z7YrOLzzttNPMKaecYl8jkShEvoaiJWnfvr2pqqoyMPTqsu6+++42fPrpp5vddtvNhr/99lu75XzE3r17m+rqatsWvnoDxqVhOZQPPvjAbu+77z77jsZ//etfdp//5s2bZ8N77723WWWVVeriYUQalusEQ1YHIZzQezw+e/6K6Nrbnch3Z+h3xwHUVgREIFsI0PjrGDSGK3odDz0KGjYQg2RtWktAhmFriaU+fw2qOA46Ja6qDbFff5cRl6hdERABESgEAjCAJqKfB7OvfP8fhe8xbEyuu+46w9VBDz7YZm8sSwPjqdEMKxhZUsJnfPXijLxPP/20LtKtqPruu++a7t272/mBGHpq011+7mDIqI178MEHzYABA2zY/eOqp5Tx48e7KLu95pprTL9+/eriYGx+gp1d6iKaCfTaYJe+JWWdpyPLEGjLlnAzZSlJBERABJJMoBblzYY645DFvww9C3oadyQrTkCG4YqzS9WRfBIyFfoIdH+oMxD9FQcQIREBERCBQiXQuXPnune90qCibLLJJo3iuPjiiw3m7TWaxkh69WbNmpWwcYhhmaZbt25m7bXXbrJMJjivIvM3JzT0+AoLDB81b7zxhl1I5sknnzSMjxfnXdx5550bJHGxGdYXXnznm2++sXnoRXSCerCgTGIew65rbNox4hnefPnuSFeItiIgAiKQHQTcxfU5NGc0dH52NCv3WyHDMHvPIX/EwwZi9rZULRMBERCBNBN48803bY3bbbddozXTW8jVOcPDKeMzvvDCC9bTFh7yGZ8nfr9Xr14G8/fio5fbd8ahS4jFYjbI453wVRubb87p5MZgHqHp2bOnNVS5z/6xnvPPP5+75qOPPrLbY4891m7dv1tuuWU5Q/Xee++1yRMnTjQ//PCDOfDAA63h6Y5paevVxKpNUaRdS/mULgIiIAIZIvAs6uXout8zVL+qFYG0EOCEkrqn4WmpUZWIgAiIQA4RgBfOLj6DuYF8YuzdeOONofVV/CAMIpuGuXjLpaUjYsMNN/TwqokGVWHYq23T2WefbePdaqLnnHNOXT72xy0ss88++9hVR13iyJEjPQwvdbt2+9NPP9kyx44d2yCeK5euu+66Nu6www7z3n77bYYTXnxmwKgbV8eqpD/l0MdCTRUBERABEuA1USICeUNAhmHenEp1RAREIBUETjzxxHtoJHEFT5Tv7brrrt5xxx3nHXPMMR6GU3pdu3a18UzLlPC1E6z/tddes03glvvwDtY1Cd5CG/fZZ5/Vxe2///42D19PwZVKw8LjBw4cGI7yXn/9dVsGX28RFq5iutlmm3lPPPGEN2jQIJckwxAQJSIgAnlNgNdEiQjkDQEZhnlzKtURERCBVBD4/vvvp9LwWrhwoVWGw+riscKnM4gytr3hhhs8GnuXXHKJ9/nnnzdoB+Y3ek8//XSDOO7Qs8hXTcTL888/b9+PGB/fWBnMQ2+pM0yDY/6b6PmQxzBRUsonAiKQZQRkGGbZCVFz2kZAhmHb+OloERABERCBNhKQYdhGgDpcBEQgUwRkGLaRfP1LjtpYkA4XAREQAREQAREQAREQAREQARHITQIyDHPzvKnVIiACIiACIpASArVFy2rw9sLSlBSuQkVABERABLKWgAzDrD01apgIiIAIiIAIpJ9ApLLUw9p+erF9+tGrRhEQARHIKAEZhhnFr8pFQAREQAREQAREQAREQAREIPMEZBhm/hyoBSIgAiIgAiIgAiIgAiIgAiKQUQIyDDOKX5WLgAiIgAiIgAiIgAiIgAiIQOYJyDDM/DlQC0RABERABERABERABERABEQgowSKM1q7KhcBEWgVgZqamsOLiorOa9VBytwaApWRSGRAaw5Q3oIisBi97ZjvPfbaxapNbUSrkub7iVb/REAERCAgMGXKlDPGjBnzVxmG+kiIQA4RgFHYtU+fPv1///13U1lZae655x5zyCGHZLwHL7zwgnn11VfNNttsY0aMGJFwe6666ipz7rnnNsj/ySefmOrqajNo0KC6+B9++MGsu+66pri42Opvv/1Wl5bkQEWSy1Nx+UWgPL+603hvoiVlnqmt1KqkjeNpMtbzPDxXiugF200SanuCGLedoUoobALPPPNMuwULFuyF79I+uF5tg21XbLu1b9+eYP6qC392fT54VnjHa89OdjVNrckGAvgCn7Zs2bIJV155pbnkkksMDaRu3bplrGmvvfaaGTZsmLn11ltNLBYzxx9/vCkpKTF33nmnOfTQQ5ttF42/0lLfKdG1a1cDo9csXrzYGrxVVVW2HFcA+m0WLlxomG+VVVYxP/74o0tK9rYCF8gOyS5U5eUNAd705/3v5sZjbu0WXVb5w6zp4/VdaOVHF9dk7x//+If53//+Z3r27GlOO+20VpaQm9nffPNNM3PmTNvvc845x/Tt2zclHcH1Oe+/fykBVziFFsQ1OpHTOXXq1C2Qbzjun3bCdk1oJ2hn3GuV8J7KKeKs0DDEPVaJPIaOiLYikCMEysrKzEsvvWRWWmmljBqFNEp32WUXQyPO/VYfccQRpl27duawww4zu+66q1l55ZUTojp//nyb79hjjzXXXXddA6OQCSy/trbW5mnJ4LSZ9E8EREAEMkCAxtG///1v+7Ds1FNPzUALGlb59NNPm8MPP9z8+uuv9sHaH/7wB8MRHrxOtyT77ruv+eCDD+xDvg022MDMmjXLPPfcc4Zh3HQ2OPz11183t912m/n666/NWWed1SBNOyIgAqkh8OCDD26AknfB/dEI3CethzCNv07RaLSMNdL4ixd3LxUfz7zz5s3rltWGITq8C7wQY9D4raFLoD+j4b9i+zt0DqzeT+AteQFD15gmEYGCIcAf4ZEjR2a0v7wBwpxH6yXkDQGFHkA3PPToo482TzzxRLNt5M0JPKBm6dKlpkOH5p0TfAJP+dOf/tRsmUoUAREQgUwR2GmnnUyPHj2sYXjKKadkqhm23muvvdZMmzbNGmu8vn777bd2SD4fLn733Xdm9dVXb7Z9S5YsMd9884259NJL6/JtvvnmZvLkyXX7LnD22Web559/3pa75pp0TkhEQASSSeCBBx7YGdNpjoMdtAnK7QZDsDPLp0HnHs67+jiCq7XCcnBc56wxDGEEro0G8fHaHtAesHa7sFPsLBvrBPEuaLf0NGDCJA3D1zBpcrcGidoRgTwk8M4779he7bZbZj/uc+fOtV68f/3rXw0o88aBwpuQlsR9t1syClnO1VdfbTjUoUsXe2loqWili4AIiEBGCHCYP4VDSTMpNNa++OIL06kTnQjG0GDjiIzx48ebsWPHmldeeaXZ5vGh3d///nfzyy+/mI033th6CjHHvcljWN5+++3XZLoSREAEWkcAnvntcJ/0AI5aA/ZPxN0zsRSGw/utK3n53EFZHRtaWcvnS2kMOnwIjLrPoEthAH4BPRkVrgXtQmuXGt9pB4Jbpgcu0XIcuyueYt2V0garcBHIAgIcRkqhgcgfeg4NcsZYOpt30EEHmRdffNH85z//aVDtjBkz7D6HG7UkfPDD7zG9i1xshjctjQm/70899ZQdCuXSN9tsM7vYTceOHe3cRMbTk7rGGmtY7yM9mhwG1blzZzsPkgvXjB492h6+++67m/XWW8/svPPOdi4Mn4xLREAEfAJVixfVIKRVSVfwA8G51xRnkK1gMW06DEPC7PHrrLOOcUP1GXHSSSfZeC4W1pLw2rzVVluZM844w04baM4o/O9//2vvx/bcc8+WilW6CIhACwQmTZq0C2yj73GPxC8qJ+xGGrOJWiimVcmBfVWeVo8hDLftYfEeisp3RGvXQIeL2RBKU2NebWIC/1gOyjsYWf+YQPZcysK762egGpuRS2cthW197LHHbOk0Cjmfg8Ihmcccc4y544477H78vw8//ND+uHOBl0SFBtXDDz/cZHYaWjvuyK9yvfDC5Z6W33vvvfUJTYS4sup2221n62EfRo0aZY3Dn376qcERnB9DGTdunN1yERoaxldccYXhogccsnrwwQeboUOH2uGtq666qjUayYhPuznElTdr22+/PcfQ25VQOeSLQuOU9XIYlEQEAgIcuTIROgz6bRDX1CaKBK609PemMuRafHG7jliVtCqSa+3OlvbSEKO37v777zfTp083xx13nJ1znc720VvJazSHtfJ66YRzwlMhDz30kC122223rSv+oosuMt9//7256aab7GgPJvA36o033jB33323bR9HnnA0CFee5pBVrj5NwU2xefTRR+11/PTTT7dx+icCIQIHIDwttJ83QdhK7+JebRPeT1HTJYE91j4thiG+4K/h5mvLsCHIjia7wwBZjiGpm+EG0R9rly6aqalnQxT7NFQGYWr45myp9NDR43XeefWvM+SP6T//+c8m+8QnvSeccIKJH4rd5AFI4DyU1spll11mD8HTrhYXN+DqpXxVBVdYdfLkk0/aBXWGDBli3nvvPRdtFz3gzgUXXGCHkvLp9GqrrWY4h4fGH4dF0QCksceHTFy1lO138xJ5rFsBlcasMwrdgykalxIRCBHgE8u1od9AObl1V2i8gUiDkE8ThkP/Bv07VFLgBN566y17Dbr55psNH45x/vXaa69tXyvk5mLHIwoebMdHt3mfKz/Hyw033GCj9t577/ik5fZpWHKFUV5H+dCNcwu5qBjnLcYLR7LwwSOvx3z41q9fP/vAjqMyuFAZDWQOS/3444/tomSc38hVrGkkkguv6f379zd8iLnDDjvYuhi/zz77GK7yytEpEhEIEeDqR7dAx0Mnh+JzOoiRlLRfrFGYiY7g/im1hiGeIG2DSjjurZQXPncTlqrO0tBEHUej/Fw2DEvQ/i+ha8Vxmhm3r90CJACPl13mM34eB9/9xyfDTQlfaZHqxWrowbvwwgvNfffdZw21ptoSjg8bhYx3T7Z58xAWLmhD4Q0WDUAalZTBgwdbZbi8vNzwqTVfeUE588wz7db940IMvNE5//zzXZRdUZU7vPmgwIPZDht91yyNgv4XnsjKURs0EMOfCz6Focs5AqUs8zf58f+TaScuHjhqQn50Js29cAu1vPzyy3VD/P/4xz+aG2+80Y6G4ND3eOGoBWprhUPlBw4c2KrD3HB9vgO3JeHiYnyQ5kap0FCj8XfAAQcsZxxyGP/+++9vjUIah/QEcgVTCg0+ysUXX2xHufB34ueff7ZeQvdAc621/FueAQMGWC8jH/xROJeeDwQlIhBHgMuUcxLvJOj1UBqIU6A5K3CinYvrwKbJdpolCiSw0cqS7jHE0ImVcfPFR1JboJJ44ybR9q1QvqBTQ1bo4Ow5iHM7boT6j/Xq23UUgomPA6w/TqE8IoBl0MegO6eHjbw5c+bYHjY3/yPVCGbPnm1vgji/kE97ExF4983bb79trr+e1/R6ofEWftJNDyCXV6fhe+CBB1rPH29W3FxLdyQXpqG6m5HwzQSvDRyWFL/IjZsL5NoAg5OP2I9xZWpbsAS2Qc85lDQsV2OHY6vnQVcKJyDMsW55M94tWoznI/40D3pOJa0gwGsajafwvG83h5kPrRozDFl88GC7FTWZVo0AYcEcbv/7779br1xzDxJdI3gtjZ8nydEWjzzyiPn888/rhn2+//779hD2m3Pe6SHkCA0+wOSDPFcXr88UXruZHp768H//9382jddtZxQygh7EkPDzqM9kCIiClgAfmNNrmFabI5nsMew6ivKuzJRR6PoCw7RdUg1DWLujcWGY4i5wGepgN9fBHN3yoscbkjugvEF1BuIHCEsKnACe4G5Hr1r4pfbuiSt/9JsSzp/jOwJb81SaBhp//FsS3gTwCTHzcqEDCucEcj7gs88+2+jhnOfiFoK5/PLL6+afMDOfUofbyfIpJ554on3izHK33HJLOwRpm222sTcOfMrshHMceQPivIqMr6iosMmuTpeXhibz8X2LfMKNLQf0hz1DLqu2hUWgV6i7fCjHp9JVQRyfUg+F0h1CDzPlJugpNpQH//absqz0/x68gV8aPYxs5flcsGCBF/9Sez7YovCa2pTwmhe+7jWVb0XjOeqCIyo4LHT99ddPqJh4o5AH8VpP4ZBZNx/QzS/kltMA+L5DLg5GcUYhwxwuSqF3kdfesLgHevRGhoVGKIexBkK3autdq+5obfOJQCU6Uxp06D5sz4bOhV4axOXUBl71f2e6wXyAjulGyTMMb7/99g64wZoSftKfoU4uP04jQw1pY7X8UaaBeCdUHow2wsynw8NPU9kvvteP3kLOBWlKuOgKjbTW3Hg0dxPj6uH7B1l3+Kkw02hkhdtJrx/n3LgXPvNpMW86brnllgZGoRsGGr4h4RN4CucjUrjqKIV1U3gjQmOSwi1fLk1DLyyffvqp3XUL43CHS7Hz6Tlf4kzhKqXcl4gACPDm83gox9s5gxDBOpmBECfh7gh9FuqPbUYgH+SdZy6Odo104xNsSSsJ8B6I87nD4lYIDT/QC6czzIXEuBhXa4TXrJau6bzZw7wlOyedwzfdtZH1OSOvsTq5YM5dd91lvYPuGsl87oHbwoUL6w7jSBH3TtqJEydab+mdd95pOIQ2Xtz1fI899miQ5F57RI+jExqQlHgj0qVrW9AEaBTSIOSNz8+5TALfzxNhkG3O+6RMCxx6yTMMsYLhTVlgFJJpp0yDTXL9vPt1XsMkF63ico3AXnvtZV/b4NrNuRpcaOWrr75yUY1u6UFL5PURjR7cRCS/771797YLLfAdV044UoCGYnhF00033dS+OuKjjz6yNxvMi5e12vmIhxxyiDvU0HtICb9fi/MQOX/QDUNyC+hwUQP2nQvxOHGGJb2LYeG8H97QcLVSJ+4izHbQw9mrVy+XpK0I/CNBBC8jHw3E3gnmz4lsxT9390x5TjQ1KxvZvXv3unZxES0+xOIKpRxq2ZTwesaHVYkKr180nDjvuimhUcjFXQ477DDD4azhofScmxg27uLL4BQF1sEywuJWjN5oo43qorkgGhcAo/DhHx9WcrEZGoZcfZTXXffeXS4wRnELgNkd/OODy/g4OBxsMhep4Rz28O+CO07bgiXAH2x6CHNagiGkN7n7kUx2JviulzY9riHB1mH46DhkvRtPrewCMwkelrJsuPD6g9hTVoMKFoHMEeCP6lFHHWWHkvJHnk9pw0+B09kyPhF2NxY00OIlbLBxaNXhhx9uX6zs8nHBF9608Cn68OHD7Q//t99+a4co8Z2GTpjHDVliHJ94Dxs2zN5s0MPnPIdMc+/rCi8ww/jHH398uZdN09DkMCd6HHmz4/rC/BIRaCWB5b8ArSxA2fOTgHuvn3vVTlO95Ivoky28nvJ1QFwdle+BpXBUBR8khoeTfvbZZ2brrbe2cwLdvD9en/kwMTyfncdzUR2O+HDDO917bPnQ0gmvyVwYjMJVUF0e7nNYLedZhh/ScXgrb4yd8ch8FHo6uQoq5ayzzrIrlXIrEQEQyHmjkGcRQ0jfhkHGESpZIbTl2tQYeAS6oCfz3TCubOgVn8gB8saYb9VwWcNsaFzLbaBRywlVMm5bZlWQOfDZpmdiTbdqZ3jYTa4C4RxJLkRDY/CII45YbrEDPrkO30S4fnLIKF++HC+NxXOeYvgpfvgYLoRAQzOQGC6Mb7kdbUUgjgDdJ2363YwrLyt319ntxnYdy82yDx45Je/7muwTgGuVR2OKQ+e32GIL+3oGDq3nqId0C0dJNHV/Fn5VEN8Hy4dpXBn0yy+5KLovm2yyifXi8T2DFF4naRhyFewNN9zQxvGhH4eP8j2E7jpNbyINxxEjRlhjzs1B5AEc+sr58DT6nEyYMMHwXYVcgCb8ELBv3752GCnr4kNRro6K4/WZdOC0bYxAzlyj8R04BSOgJmaDt9CBxNfr/DZ9weAtnILCRrsCs2EbDDM7Gxeea7OhPa1sgwzDVgJTdhEQARFII4GcueloCxMZhitODw/vPL53j164XXbZxa7SueKlte1ILvbiht7Hl8RXSITT6LF0i4eF83JIKBeAoYFJjx4f3oWFXsmZM2cu51nka4v4MC7sSeRxHGly6KGHNnjPLedgcmRIeC4j8wKlnXrAdx46b6IMQ5KRNEMgJ67ReMBSjJFKVfiMt8kOa4bDiiZd2OJQUrzQdARKXx8XkC/gjfsXJgHbifiIPxiLU4xu6mnUiraorcdxfhMuHBx7kIuGYVu7r+NFQAREQAREQAQyRCCfDRe+2P7II49sM9ljjtF6em2GqAJymgCm3zyDDmSbUUj7qaRJwxALMuwKQ/AxaBmf2iCzPQlwEtIwrEZ8ebYZhe5Tgvb2cWFtRUAEREAEREAEEifwRcfXagZHhiZ+gHKKgAiIgAi0hsC2rcmcrrywn4obXY4a4163w6IWXIK7jGNf6YXjNjAEuURseTaNiW0EWPzLhxvJoigREAEREAEREIHlCEx7GO/zzLqH2cs1UxEiIAIikGsE4GBbH/N/s3UtkZJGDUNYjC9mqzcwkQ8Ahr3m+kvuE+mm8oiACIiACIiACIiACIiACOQOgQuy2MYqWs4wnDRp0nkcY5o7fJdvKYe94p1BGyyfohgREAEREAEREAEREAEREAERyAiBYZyil42Cdi3vMYS37dJsbXCiENl+9GNYovmVTwREQAREQAREQAREQAREQARSRQALd66FhTt7par8tpYL26mhx5ArkKLBRW0tONPHB4bh8Ey3Q/WLgAiIgAiIgAiIgAiIgAiIAEY0Xp7Na7TAfmq4+AwaPC6Lx70m/ImiYYi+rJvwAcooAiIgAiIgAiIQEIh4kWjOPyPW2RQBERCBbCOQtcNIA1ANPYaIPDjbCK5oe2Acdl3RY3WcCIiACIiACBQygYhWJS3k06++i4AIJJkAVyPFqMyVk1xssourNwwffPDBtfGKiibfa5jsmtNQnlYmTQNkVSECIiACIiACIiACIiACItA0AYxkvCIHRmUW1RmCGPM6tOnu5F5KUVFRee61Wi0WAREQAREQAREQAREQARHIJwIYyTg0B/pT7zGEJbsdX2SfT4LFdPrmU3/UFxEQAREQAREQAREQAREQgdwhAHtkXQwjzfqRjLAF6w1D4N0idxC33FIuQINlVzdrOadyiIAIiIAIiIAIiIAIiIAIiEBKCJySzauRhnpcbxiWlpauH0rI+SANQ3hAN835jqgDIiACIiACIpBmAjVVS8zQoRfVTTdJc/WqTgREQATyicAOtEuyXWA3+YbhAw880BvetWxvb6vaxxMAl+iQVh2kzCIgAiIgAiIgAiSwpLpzn/ZCIQIiIAIi0DYCsLH6t62E9BwNu8m3BrFQywY5sFLOilBZZUUO0jEiIAIiIAIiUKgEBu53w4iikrLyZe3m5dcT40I9oeq3CIhAxghMmjRpQ9hZ7TLWgNZV7K9KCkt2vRwZ+9q67hnTqbUHKL8IiIAIiIAIFCKBjfedcHY0Ys7FgJvfqqsrd/ho+rkLCpGD+iwCIiACySIAG+vPOWRjRe38AYwpXSdZALKsnI5Z1h41RwREQAREQASyhsDGe1zZraisbHK0uGy32qplk2PR2q0/evTMT7OmgWqICIiACOQ2gZ1yYX5hgLjuPYZr5TbzJlsvw7BJNEoQAREQAREoVAKDRk043DPeOcWlHdevrVpyRGWsYtwnj53+W6HyUL9FQAREINkEpkyZshFeU9EzV6brwYD1PYYA0S/ZMLKhPIzpLcuGdqgNIiACIiACIpANBAaOmnAv2jEG6+N9Y4x37MwHj3k5G9qlNoiACIhAHhK4MleMQrLn4jNuKeo18vBk2C7xJfdjx47FD6BEBERABERABAqPwMD9rt/IxCI3l3ToMrSmYuH9tZGigR89erKGixbeR0E9FgERSC+BbdJbXZtr8w1DvMOwe1VVVZtLy7YCgldWbI12yTDMtpOj9oiACIiACKSUwMCR1x+BR8AXeF5kFRONHVhR1XHEJ9OPzL8f+5RSVOEiIAIi0HoCDz744B+w8Ez3XPIYopdFxTCeIo8//njre5wDRwSG4XZo6tQcaK6aKAIiIAIiIAJtJjBw5IS7vYjBHELzEn7nR384/ZS32lyoChABERABEUiYAFYivRKLeyacP0syRovxfo1VOnTokCXtSW4zaBhCt0huqSpNBERABERABLKLwICRE/8QicQmFpd1GlazbPFfi2qK+rz/5MlzsquVao0IiIAIFAYBzNfLtWGktJmixVigpScNqHwVnJge+do39UsEREAERKCwCfiri5oLjYn1MiY6duaUPw4vbCLqvQiIgAhklgCcbhtjNdJuOTaM1GDoa4SLz6yUg67O1pxxGYatoaW8IiACIiACWU9gwKgJd0aMOcozkRdiRd6Yj6aN/3fWN1oNFAEREIECIAAD66pcMwp5WmAPRovhUeuezx5DeET1LsMC+BKqiyIgAiKQBgLd01BHk1XAO7gHxvecjOGiI2oqFl0frS1eXcNFm8SlBBEQARHIFIGtMlVxW+q1r6uAddgdgbaUk/XHwqW7zbhx497I+oaqgSIgAiIgAtlM4PdMNG7AyAln4lf6T1jGgKN8jsRw0V0z0Q7VKQIiIAIi0DwBvNR+/VwcRhr0KspVSbvms8eQw2Rh+I5Ah2UYNv9ZVqoI5DMBPv3aBNoXirlY5laoRASylsDg3W7s6bWvvbWoXcf9sZjMP/H8dq9Z08frdyxrz5gaJgIiIAKWwIVYkTRXUdihpJ3y2TAM+jYMZ+iCXD1LarcIiECbCbRDCX+B7g3l+tHpNgzXRp33Qx+Bvg/tBh0EPRzKtBqoRARMMFz0gkhJ6eaxqqXHx5b8duqsJ8/R6qL6bIiACIhADhCAM2qLHLarIpxjWAhz8FbNgc+SmigCIpA6AstQ9D5QLsE8P3XVNFlyJ6RsHWg4Ex9aySgMEynQ8MBRN5yBj+dF+ID+GIuaU2c9dNyzBYpC3RYBERCBXCawZq42HjZhlPMVynO1A4m2GwvQrIkxv5PGjBkzLtFjlE8ERCDvCLgXtt6UoZ49h3q/hNIQnAl9ACopYAIDRl67csQU31RU2uHA2qolk2LR2GYfPXrmpwWMRF0XAREQgZwlMHXq1KFYkdTk6lBSeDqtYehulnL2RLTUcM4zxIka++CDD1518MEHf9xSfqWLgAjkJYEhQa+uzFDv3kG9GtKeIfjZVK0/XDTy56KSdlvGUiba2AAAQABJREFUqpadVFJcefR7D52+MJvaqLaIgAiIgAi0jgAMq8Npc+Sw2PcY5r1hyBMUnKhnEFwjh0+Ymi4CItA6AqORvTeUXsJLoZWBYpN2SWT5Z7b1COid0HlBC/fClvMRX4e+HMStju3+0GroLUGcNllOYOCo6zFcNHIJhot+HzHe6e89dPw/srzJap4IiIAIiEDiBDbP4fmF7GWEq5KWYUxp4l3O4ZwYUtpn+vTpPUaNGvVrDndDTRcBEWiZwGBkeRd6PXQGtApKccaWv5fe//1Q3f+gP0H7Qz+A7gENCxcZ4QI5c6FclIb5z4K+BqVR+Eco50xvAWXfaPjS2O0cbLGRZBOBP+x3w4Aizzsbw0XH1lYtnezVRIZ8+ORpn2VTG9UWERABERCBpBDI2fmFQe/tqqRlSUGRA4XQa1hZWXkCmkrPgUQERCA/CXDFz/eg10FpVFE2gn4CncidZoSrl3KhmtZKIk/XuPhNL2hFUPg32LIudw0+HuFtoG9CKZyPWAJ1i9PwHXp3QS+H7gmlvASlsbgKlOVJkkxg59Nfvw0ePnfOGpbumbIXJmzL87acYLjo4Z7xLohGi9eM1Vaf0n7p/OPfePKcRctlVIQIiIAIiEDOE5g8efINmLZWlvNDSeEtbJfjbs+EP0zsJ/QYHCDDMGFqyigCOUWABtr/oDS4nFHIDvTkP8g1/qbJ//S+cVGu1gjshhZlFnLQqxeWw7DjvIA0+PgKDRqmB0Mp60GdUch9Goms68/cCWSrYMv+SlJAoKis07E1yxq354rblbPGOsPwoosuij72YZcbMBrnZJyoTz0TOe39aSc9mYJmqUgREAEREIEsIXDfffetBqPw1Bw3CknTvuCeNyIFIzhxq2OF0leLi4t3PPDAA3P2DZQFc8LUURFoHQEagPTKcehlWOhlo9HHOXktSSquCzTo4mVGEMH5jzQMndfRLVDzdZDuNpwPfrXbCbbsF2Wxv9H/TBAIhote8dRnHfeImCU31NTWrvHxE2d8l4m2qE4REAEREIH0EigpKXk3T5xsdvGZ0vTiy2xtwYnbDq2owbKyfxk9evRlmW2RahcBEUgiAWdcnRsqswhhDtHk3L5EhIalKyeR/DT6fm4mIx++cW7j69DdG8nnhpK6pLUQ+BEaNmJ3wH4UejM0LFtgZy50SThS4fQR2GjPy/YqMt5U/LacOHPq0W6Ib/oaoJpEQAREQAQyRgC2xCFwOq2Sq6+oiANnPYalhbL4TLjzNTV2hNY5iJNhGAajsAjkPgEaam6eHnvjRkVgiJ8dJvovbHdkQiPCvN80Et9cFOtr30yG3khzL7gPZ7PjEBERbivT+bDuEgZCclEQDi+ctS7i6EXk3EUKDc9tbUj/0kbgk6f//BQq6whtzcOEtLVPFYmACIiACKSOAIaPnp4n3kJDe7AY/zhvpVCloLylhXqS1e+CIsCb8/iXCNEgpPwVyqGmX3CnCeFw03gPXhNZE46eHeTsGnfEhGD/tFD84QizD5NDcQxuDmXbwnMJ72QC5A0oDcJ3uSPJGAE+IJCIgAiIgAgUFoG186i70SgMw+I86lCruoK+yzBsFTFlFoGsJ8BVQjh0dFzQUi7oQm8dhfEvQ+sWC2FkmuRPqOf+UF3DED4a+gj0nVA881HCBiD3aaxewUBI3PBVGpIvQs8OpSkoAiIgAiIgAiKQQgIYRjoY8wvdPUYKa0pP0fB82vcYFqzHEGOC00NatYiACKSLAOfa9YNyiPgY6D1QGl//hD4BvRxaA023XIkKj4VydVIOO/wceiB0GjQsD2NnITQ8v5Dpj0KvYiAkByE8BzoZyieWVVCJCIiACIiACIhAGgjAkLommJqWhtrSUoX1Fhasx5Bjgh9++OE1sTrp12nBrUpEQATSQeAbVHJIXEX3Yp+aSbkdlVObkz83kUgjsjEZ31ik4kRABERABERABFJOYPOU15DeCqzLjMOrClaqq6v5pF0iAiIgAiIgAiIgAiIgAiIgAi0SwAvtNykqKop/P3GLx2VzBg4l5VjKgjYMMZx0zWw+SWqbCIiACIiACIiACIiACIhA9hDAOiXX5skrKuqgok92KGnBGoYcSgqVYVj3kVBABHKbwMBRN0w3xhtZXFqO73bMRKLFJlpUWNOoqxf/tuYHj4+fndtnUq0XAREQAREQgewlAPthU9hR2dvAFWtZhK+riNJAKlTB+0f6FWrf1W8RyDcCs6afNmqrA65vX1G95JCYZ85H/+bixTxXffjoaVy8RSICIiACIiACIiACbSKA1Ug3xYjDTvnmMYQ9aFclLdilOWkQ48T2a9OnQweLgAhkFYF/Tzu9Ag26gzrogAmDTK03cdABNz9iYjVnF0Xb3zFz2rELsqrBaowItJKA94oZFdnBwDsuEQEREAERSDcB2A9/zTejkAw5lJRGYcEahsEHqUew1UYERCDPCHwwbfwHH0wfv0OsNtYHF/INI6Ul8weOuv6uwSNvHJhnXVV38pyA97Lp6M0wF8MorMTKAI8i/Emed1ndEwEREIFsJbBJtjasje2ycwwL3TDUS+7b+CnS4SKQ7QQ+nH7K92jjEZtscvsxXl9zVixS+/aAUTd8FY16x3/wyPgZ2d5+ta9wCXivmS3w5s3z8PbLfcxScODMD76JM2I2pHEYGWo2Klw6udFz73lTbsrMqngMv5qJQT1oxKyBcF+79d+9ys7wHaYc0bAI8QuQb6HVSLBlfBRqzGLEL8LnYDEeEvj77bBdgv2dzCJMe4ohj0QERCAFBKZMmbIDViMtz0ePoR1KCmZ5N3OylZ8DGYatBKbsIpCrBGbOPLbazDRXoP1XDNxv4oFeLHbloP0mbontUbMeOw3vOYwU7oTrXD2pedpueAaPxM3/BaYYxkMtOrkkrqP8pMo4jIOS3l3vXdMB58U39qIw/GjweTD4IjhnBupBO5ou2BprqvE8Urj1z5/dDf3j0ver232mU9wdWnjLMJXranHLx/vcdoG+i6KhphpahT8alzQ4aWg6w9PF0QhlfMx+unxj05ifYGzOQcycyO7wTktEQATiCVydj0YhO8mhpHy5PS8nhSwyDAv57KvvBUtg1qOnPozOPzxkvxsG1EbMFYP2v+Vu4034W1G0w3mah1iwH4uMdtx71fTGTfqZMAZPt4YEjYPmbs1940KewxSftcBrOxp3S2uiqr7QfvABdrHnqB32aOjRR8dt+I6K4XiDHlFtktb5Anl/s5JVZ2jGV854Z1iyvVynnvsdYGD+B9tl5jcYl9+iX99g+w223yL2R/R3DvZ/RPqPMCBpfErymID3sCk1Pc3mOP9boZurtNhVz3we2dHc1mK+3MywQW42O7FWc1XSCBdhKWCRYVjAJ19dF4H3Hj3tQ1DYE8NMS2r7Vt9VU1vx66BRE97Ajc+FeO3DDBESgVQTwPzBnVDHn017s4M1JDhUNFHhz7c8h4nSSjif94JZCwb64TjgTBhL7a3RFz462QZfuOx0h/kZcreBzqtZ34buCHZH+iAbxXw0HulW4LZj4KFcYgc6+8ajscYjw3NgZM5BLhqSP8JQ+AVhSQ4QwDWJ53tLXFu2w3Y4HoT0gv/Z90Qn0n58NjDU/VpkPTQy1DyWyCG5kOfee+/tWlxc3LmmpjUX6VzoWV0b7aqk4edbdSkFFCisl5wV0IlVV0WgNQSCYaaH4ZjDMP/wBIwqfXDgqAmLsHrzpR8+dtr9rSlLefOHQLM/kHGJeMYawVDlYsz2KsKtdBFellIMg6II3hf/VprhUugyxHNbY3bBEZdgSGA3O/RvRY0N3qz7xuHHuBnfFXs/4SY8b+9cUvXp4gI/KHscWI7HnMD+OE++8IZYUk+AxiOVw1XrBT5GQ09KvTeFn3p6H4OtNxPhRdYEnY3QN9DZ2PsG6d+jvJ8Q/jEyDN8gSVoJeG+adWD0bYZKt4UOx7dgvWAocv0Dg9Zem3zPdkec2+kwEP8PDwaOxLl9I8Ud4xU57qqc3BrLyspOzddhpCTFOYYRTKJ0z4mSSy93SqsZM2ZMthiH7YHtNyi3kgIhgC9gxDyBS3E3aC2ey0VNJ1xMy3Fh7oiUTvixLMc2gi3er4LLK7dcXMALwi7ObWONxDOt2h5ZXwbjmjqmCGmcneLS3ZbxrJnbYuiyIMw47rst21gd7JdgWwqtRRyXU2C4Btt22LaH/oxwGbasryO2FdiujO0mUFynMrqQwpDn1lln1dm3lBTV7FIarT4DMxDvgRdxfoF8NPEjgU/aHTiz/XHGaehUBGe+BtuliG+HLQ2cGJQ+BG5duBhhflKqEV8UhLmtCfaZn+nUKJSfKIaL4uKZL2I/ibxOM+xvGfaVnzA/HMXWq0tvmM/FR4K84X1+el254fQSU7TVg7M6dyzh+h7Ly5Lqjt6bxwyK1A33DP+aJhLmMNFwvuWraH0Mfz14M+4/3eewvy9C+j3q+w773+NW7YfIsTg7EuO9ZEbhc3cirkfD8BlP/jkR4+YJ8FbeGZFV9tfhr/hO3xkZbr5s/kCltpYAHn5wGOim4L0VGO+Ez/zm9hrE60Xrhim3rmqOzasyL+M6e2xkB/N56w7OfG770ChqBkybc8/UGq9sjcy3KGUtWFDwhiFG0prRo0en9AlDK06fDMNWwMrGrN7rMORipg/a1geGELfrQPvhYshlAbpCuyDcFRfirrh9bQ+DyL8JsSZQEOaNYvw+opqUpj69yYpnxckqq7XltLZusnP8yNBxdFum+n8x9InPvP1cztD2t64EP73YVPz0e1dz81t7rfXIf4eafdebMXfc4FcW/mH1b2ut8evK4NYZ7QyzfBrvjZfdfDqP4zN5Hkv1xTd+nEHjLz3hjCNuw4bQ8uGwweMMKt6M+Sadvw0qQrvrxYXdlinJCLe2jPoWpS8EijAMTVOG4dKacvPGQYPjPSfpa19ra3LeG3feGxqPL8LDeV3kQGtStrbknMsPY3AbGNDH4Cp8qO0xv+2S7CHAu6EKPNTwzFXYTtJCOK0/Nd4sPFT+FUZgFCsb0xNorCEYtY+DMjWegPc8y8wknNeTMaohKx+yei+atcFsY/w2Dsav77b4Dd4Woz74SNs89NWkipgXzWfnzcKCNwyx5Kw56KCDmrpdbf03sW1H5I1hiKED7+DLxNXOPsL2v9h+hS/ZV3hS9HXbEGX2aDw1Wh396YP+9EF/uNz4eriA9MdFbj1cOHrZ1vEGw2n45jezTVftbSWAq0RtbdRM+2gbc/3re5tVO/9m/jLsYbNJvy9zxzBoK4NCOz7fDMPmzh9/BflUv9Jcj+vZlfk4HwzzBvvDN3wYenkOHqPQmy3JdgJ8mEFjYql5HL+rN8GL+FK2NzlT7cPDjk1wf7IZdEe0YReYhV2DkQOZalLT9ZYjaam5CveE5zWdKX0pWGBqV/iqL8KopS3s/RuvDXEPixbW9F7y9Nwbyv1nyulrW5prsoYhn0Zni2GU5v7jITkMQ3gNOx144IGL01758hXSMORIbl4Kc1ZgFH6CT9SGuLnwhZ8u+jOcZ2Ixnv955kPkmQXlwh80Fr+GkfU1bkbcrA5EpVe8t0xnXERXR9tWR83croPt+tD17LYjzosz+Pi0zflxEJQUGAHcQD/38WAz6YOh5v0f1jLX7Haf2bX/e7ie4EPhPvfpRMLvVtyPWDqrz9u6CskwDJ/E+qf6F+OazKGoOSu44euG78ZodOBsGBh9M/cLk7MIs6fhvI+owdmMmWtg2N8V2Q4PnAtUMDppPZDgS9a3x2/OCIxV6meHtNOgycRv0IqeB/9ac0pkqLlpRYtY0ePs+0XbYdRAxFyN+9MSfLaalRd/uWDR3Kr1OzWbKccTMcdwET2GBW0YRqO416+tXXvs2LHZcIGhQbg9dEaufrYCT+GmrbowhY1Gzu+ImY/xn4YjjcbPsZ0N/Ro/Ar8nysX7BM++58LQ43y9aii3nK/nz9ljfDe0sT/218N2fTxZW9m22Rl+3ObSxTVRMMqXXAIwyD6fu6qZ+Pqe5qWvNjaHDp5hTtjyWdO5HG8iT5ehhuXyL73TmL8cps9sck8uSitUw9CB9G/aXsC18DwYiHw7Xs4IXv2xH35LTsNIjm01bzBnTlviDXVDTaPmcrPYTM3noaZ2pJJnhsB42RrfxRG4XxlkjRgagbyDz3Wh88CfdjEaHkS+RiqlgpEDA+CsOAvDyMfZB0WJ3Ovh7nzaD/fEML8wpx03CYBdLMMQhiGWnd1q3LhxbyUATFmaIQCjkBOLhybVoKInhErjkV/eCruK2Zeox32VuXhFd+z3QGoPLIbR3g6H4sWSOZrauqORRSICbSaAn4oYhpme//xY8/zng83gVb82J271DzOkz1cpNxDvecaYo67BV+OfGHHFoYCS5BEodMPQkeTnqgojQTxzGgzEF1x0tm29V6z35DjcOI+2xmA+3DRnG+Rsaw9v0/kAY4l9JcKN+HzOyLYmtqY9MAK74n5mML5rm+O4XfFwaigfUBXEPFieS74fEysDw4P4MrZJlWCRqStxj9i/bsGwBGuYW7m+eeHXi3Fq0vXEN8GGJT/b4sjkyZNrMZSSp6MghR7DWCw2EiuTPl6QAJLUaRiFT+Ibs5c1xpJUpooRgZwjwCef+BGf8s725p53h5v2xVXm+C2fM7v/ASuwc5hKsh9IwFvYfgfM5cciImcdbMw1x6egjpw7CUlssAzDhjD5gK7WvvD8ONy4TWuYmJk9eAY5beFQ/P6cYx8i0osiKUwC/ueTq2NfiYfJ92T7UFPvXfxaLIURWAuNwBNIbQ8fNxeFamFYY16fYBrC1XadiqPgQfyoLX3FcNGV8eDgeHweLrI23Qo+LHp+3mXeb9Vr8Rc+32UJX3Cf7FuVnIKG8bQGxqG/aEhOtTx7GgujcLKMwuw5H2pJBgnwaoof9TEDXzVjNn3VfP5Tb3PZSweaM5853Jy/4yNmr/XfMZ07YJjpCv44xffsXjzOolFIufZBYy45Ul5Dn4b+p4SAf7PaHUPxH8Z1n6sTHIcbt9tTUlczhXpv4GavyhyIdvwJt9a97dN/fveS9L1qpmolZTMB//MZxefyfHiFzsdn9As09xI8OJgGT2La1i/ARzECf1c5jLxyeDI7ov5yGCZcboWvoOqJ7TDE7Y5tbzsayn1u+RnGz0PBi/9wZzOcww9xDqeD2e0w6hZguwAPfxbAdF4Q2bR5UvC8bgmOf0bePezogbY8MII5uLBm1UIwCu1Hzw3QK+jPIYzDVQoaQBs6jy/trfiyjsFFTiICIhAmgB+idXv8aO47eKL5dVEnc9Uro8w5zx1iTtjiOXPAxm+adVfBiJm2PBWGt/CECeEKjbnwXmOuPg5x+j42BKO95BJwN7LG3IZFu27DLfcFuN2dENkIs71SJHiGW2ReMyPx2T4LxuDmdkVRfs4rU1Shis1tAlyvgK+Lipj7YRzcHxgYE/Eg49X4jtn3tc4IDLdi5PbfqFuOrW/MRRFHoy5mp610Q7h7oFyrgFNZGNcNRl4nm5PfD342uWUJLsxteP2ClH1bUE8+iP/d5jtGR1kDmmMbqeDoYRCO/e5X4ZUXHt6GHIEa+1ZkOxQVRmUPe43wPwdIWnFZXIPnUDG8YjqS98NI/RfcYyhpFbyGdNwWpKDvBHE7hpLydkrSCgKYz3Elsp9rL3qtOE5ZRaAgCeB5YywWMVNnbWcmvrGXfd3FBcMfMkPW+GqFDMSbpxtz8o0+SVzG+DJ6K4uexR0MF2aQtJ2AhpImzpCfuWXmZjzsuAqvFPgh8QObz4kn/0Nx03cibsv3tz6CeqO0+QOVKgLxBOgKqbF3LN8i1APGRsflDDleR6lh487FIVpSeATenn+M+XLpjuh48COb3wgqijGMMsbhlIUqQd97F2r/V7TfePr2J/xYn6uhOytKUMcVHAFcZqMYuT920Ktm7Oav2tddXPfqvuaDOWuZCXvebYav86EpLsITyQQvxyeNNeakw0ERz7Ij6+OwDxDmzcwiaIJlIKdEBJJDwH8yfxI8JCfBmHsUT/b/Au/M/xIt3K4k/SM8LkVQrhodM2OxmNgZ9jNNz7q8K4miVL6mCPgjNDgksK/Nwv2FTWVWvAj4BPCKCgQK50e1GIZR4fS26U/5Gk0nKSWeACb7n4S4y2UUxpPRvggkSADzAnft/77ZdYP37esurn9tb3P6P440hw15yRy7xfOmSyKvu+CNONUNR+UNjrwpCZ4AZUsZAc7kiuBVEaVmPzxAfBP3U3/D/spWPTu/inOsfOV8q2K8VqgMMfwsd4byM0zl3Nlg/ixCEhEQARFIPwE8RuAw0gKSCBefKWiPIU82bOOOBXTS29RV/NAfgQJu0g1omzDqYBHwCcBBuG6POeZvo24zXi1c8JiDuOOdl5o+XX41l+4yxQxYbXbKX3ehUyECKSFQaUvdGgbh1jbU2CNoxnFRiLYsDGEL1z8REAERSAEBGIaVsU6cXMgXpxWE0GOoZ8wGzzZTL+egimOga6e+qtTUgOFB+2OIzz0yClPDV6UWMAFchblA9NW732+uxtVo0ltD4UE8wpQVV5tTt3nK7LzeLN+L0tjNdQFjU9dFQAREQAREIFUEFlf1rMa6VyUF8P5ChzAS1VBS3pBF0mEYHgDqaznyubaFp3A3PC+ZJqMw186c2ptTBGj4wdMybvAM88JxF5qJe91l7ntvmNnwupvME5/wfccSERABERABERCBdBD4ZPHIbyIFdOPLBTk5lDT/119t+dODhd9TLpsGNXDic04994dRuB08hc8U0Hcj5R8GVSACLRLA8Lq1u/9kJo2eYH5f3NH8tlQj3ltkpgwiIAIiIAIikAwCuFufW7UBRvnl1C17m3oOZ2GEbwTRUFKD15AmR7gY8iXQDaD0ED4KPRVK8V+26X/CdsH+X2xsw3+bYPfChlHmYOzfDb0KOiIujcbmBVC+boQL10+CJqsvKAqNfc1sAqPwVX1KLA79E4H0E8Cju27tF5u1e/yU/rpVowiIgAiIgAgUIgFYSItrevmzpQuo/zIMcbLhNeWaaMkQeh5p8N0BfRhKQ+4aKGU09GIbMqYrtjQgOecwLG9ih4aeEy7QPRU6BEpD8zkojT8nIxFgmVwH7mQoFrA3K0GTIlh9dEM8KHlXRmFScKoQERABERABERABERCBHCDw7ZKtF3smmiz7IAd67DeRHi48jy5s4ZjaqVOnrjp69Og5SSKxLcq5CEqjjYzj5fEg4q/Y0oik0OtXCv2YO5D7oHhDmRkI/RBKeQtK4+9QaNjTSz93Us+l9wLmQ0bMJ/p0gKxEBERABERABERABEQgcQKRZrI2lxY+rIl8Xk0Efgs/kf+X1PB2mW/K8czSmvrXS1TUtsebB8L5ym0e5g3nW1ZbZmIefWXwtCBcEys21e2GlxfS/ELbeSC0q5LSMCp0icViO4LB5CRx+BrlXByU5d4yFi6ab2f6Ado7FHlYEN4XW54QGn9cxPt7aA8oZRz0cyiX/34d6mQdBJJm4HsvmtVgon6ZvBJdM7UVARFIFoElGCfAS3cH/7fMVGLASwyPi8rweEmX9GRRVjkiIAIikCYCvPNrTJqKj8/bTL5YTfBDgWOWwohyWRmu24GLoaKmfjYSDScaWjTAKqzhRR8E8/hGGMNLa+vD8WnhsiqYzz/c1rc0VM+ycHkMu3yhurhqt20rK4F0b/crfucC/wgMv5Xaz7PxbGvPsrk2zH/dyn4zUSylwv7GkG9l5GPxNBZXK/+urq5u7X43RVH/NrqoHW7b8XKKaV/vzwoQKizR4jM435hsyeGkwxFMlmFI460loQH4DvQMKD2Ht0H5qfwS6j6I9CL+Co2XvogIG4az4zOs6D5eSbESfJff1700e0UL0nEiIAIpJfC3J4w5629+FTQEy3b2wwufMaZTw9/qlLZDhYuACIhA2gk4y6axiptLC+dvIl+shrdgvnVS6xWZqlrOEvI9Ue6hWy28S5U23i9waTWMKBgvlHCYXqhlQT7PhutHJjrDi8f4+fw0Gi3LYiEDrRoX9KBsmxYYYzZcU19e2GCjp8xJFAYUDSknK5XROPI7TyOKYbuHOnq0+8VlMz1hRMVsitfAiFqpvZ+HxxWVxfk+fAR+GY2EGcXjyM9vA8NFNuziaTkyTK3ySoN8vmHnGhfDbXItFsBgnhi2DTWIQx0N46NmEbweZM34382atoy6PHiXMIaOmtqlUVONlxXUeO3xQQiMT1dxnm9hC0WK0cekeZpylRcNQwi9cOkUvJjMyuX4PxHKK9FTNqb+Hz2G/ep360LJGvJaVyAD3lumMwzCeTIKG2DRjghkJYEzD8GE5Lvx9BbjD/xLmDGnHwijkKNowj/IWdl6NUoERCBtBJowgGz9zaWFG9hEvrAnqjpWYofg8bDqGG+seYvp3+YvCbxP3Pfz8bl3wzAvXHXeLOshqh/2V4Oyq2o52wblIW1xdUdrOthjal3Y2PqrULcvKM/lQ/uX0HgLLo61aJsrj4ZJJcpmF2lorNz+57phhaVFVaZzyQIb34vxSGe+kijiSxfYavxj5qK/MFSgq3SYYw0PxhdHa5Bvoc0XhUeqrJRLQsRJcL32DR20ITBcaPixjFrcHjIL28z6GeeLb2A5w6Ymxnw0mHgM89IAgpGE/tntcgYU0oO6XDrbYI9D/LemV91xnxgOTKtraFA/zsWSumAQ8PO4FvqRjcUxpb4nwcF2484Rd8LhcJ5Uh39eMuTXzsbrEfQ41dVlTfm0hzSUtP50dK4PpiVEo+8NKA3S44IacVtnxT2ioO8/JUZgUE/dxrsIV4MqswBXAYkIiEAuEIBBOOFkXDw43iCQy45CoNB+yVzntRWBZBFoeFfbeKnN5WkqDR4JDmej8IbXDY2jF8qFmUZPFG/YKX6+wKBhPus9sknWk+XyNTgGhtOSqk442L8YMK0WRgOlMsay/TDLXmwNNr88P18x6mQbGhp29IIxgcYUDSkKDYheZT/X3d6Xlyw2ZUXL7H6HUJj5elqjyvfwdCheatoXMx+WUUe4IwwsmgjM17f913bLftEzxTw2DdyY7kyJGq8Exo/PiHnZF6bTiKI3imG7b40pxtOIKrH8/XyM8w0t9sc3nhjnvFD1xpTv3apPW4rlH2pQXwWepTuZazoRj5XPTN8g5PN3Ix7RIFiuQVyQo37jelYfE284sY+ZklLcIBaSVFSt0wmGYSF1ua6v8hgGKGAld6mjkr7AQajqe+hNUH7r3KMkfhrHQidD34P+EcpHU32gZ0H3gCZXhprZ9qKV3FJVmgiIQAoJHLu/MeNvhtcQ8wvHY93i9hxVVJi/ZSmkrKKbJeDuhpvNhMSm8jUVj0PC3ijOV3LD+MJzl1hteH8ZF5tgJCQ8d4lfDJePVYaH2lXA6HHH8Oab3i0n4QUqOC+Kt+/2eMyFokeHQqPOxbMea0QFBSyGN4tp9Op3azcfffCfvtIY6dkBw/hgxNAYWbn9XPwEs/aI6Yr5TpwXRWg0SnoijUPcaND0hCHGLfOtUjoPHqlau98JXqlieLEobFUNjB7fyInCi0Yjxzd0arilIRSUV2PDfprvkUJ7bJvq8zAvvX80wHzDy6VhyKMpQ1uWF5+M3xa29ne8ScvFcTifL+xFnMTWQ0QQvzScFp83fj+cN7XhQjOSUksz+0ovLoqZEq8dTHiMYy080VBSd86LioqSOSvHf5zmCve3vP7Vz/71434KZbkuFGZwCnQo9GjoTKiTL10A2+WuqaG0hIPeK+YcZO7T6NU94VKUUQREIO0EYBBOOMn3Gl7OK0Vjd2hpb5QqbJJAolfs5vI1kRaeF8Ub+Cp4higM0xPkJGxg0XtViRX4+MGhgdJUPntM8OH6bdlKpgzeHneMW0SCt+nhOU6+ceU+kBFrLDEPlWl1YQz1Yy7uL66ml8sPs72cF+Xy9bCLRtDEwDuZ7BwpP8z0HmX0LLFspLX/1RpEPL5Hu3kszu7T6OrRxTe+aOj0xaIUdcYRViD0h9LVG0g0qhhHLxO9TRyi5xtRvoFmDaUgjwsv88iZXkH3U+97sRqeMp9Jwzi2lj3whSYh1cXNtW+4shFYdKBjXbyhZwrF2Z7jWpAJKbFr5GWiZtUpAqkhQN90UU0JJk8WlpfU0YxMnjz5E8w13NBFFOo2GsWTsNra0WPHjn0wCxmsjDZxzMIXyW4bFptZBb8qPya7XJUnAiKQJgK4F/0LFqG59CjU599zpqniFFfj7pJbqmZF8sFp48Xqb96tQYNhdyzKN258kJxftMtTr5ry4uUm0thWcVnzB4YfYH6FseQ3w8NCE/WLPnDJ86rA8GL6IhhB9mYfO4tqOtsbetZKw6KCi0j4hZhFVRjAEoQXVOHSb8PIh/JopLljuCIgw/Rc0atEg4T7dl5TO394HheeoAeKwjQO6auNYC4SjuGcpy7tFloDiPk6hYb0dYfhRO8QjaOu1oiCBwrH2EUfAo8TjSc7DA/5aDyxH86zVRGDJ8m5+ICTRljQJbTTD/G/b0T5vHms+xC7vGy3L2z98uKbgw3jG4trmEN7IiACItA4gR9Nr9fazdt9u7LCfOhRq6GkwecCr6vAj2T0COxmo2E4F+2iJl9kFCafqUoUgXQSgKfgUnoLOUKtsTvn+LasQB4vtNQ55x65G3gaUe4mnB6qsKdkWbAcOReKCBtbXJSCQ9Uo1ZyvBKOCwnyLaATZHRpoeJcUvDU0GejVqkbYdhD5rLEUZKRxxjJpNjDMOVDWhEA/F8LA4vHs8vxqhv16O8DQa19cYdNosHBIn/Me0cDyh+BFTCcYTSURTgdvXKJezPy3dF3ToX2F7QePoxFGY4lhDugrws0FPU3VGNpX4i0ITpFnunqLGhRKj50ziuKNqPApc8MXeXBDU6nhnivcnR+3H7/1Bzb6H58F1hvl51iMtxY5+XFZLxdc4W24D76vzy+KpOrFtaY+RiEREAERSCeBzxaNiA7mkG//eVU6q854XZhWF+HrKuLWms14uzLWAAAZkLHKM1CxN8O8loFqVaUIZJ5A+C61udYkmi9UhocFJpzQUHFih+wFnhIuCrEstMw403hb74ygult8FFWXj+FQeYtrOlmvDydeeVULsQz3avZ4OmkWwgiisDyu3kdDw5W5sKqrn4Z88yu7WkOFnh3mo5HGfHxZcAyGDJvLY3vY90KhDOxzLlNREeY1wZDpgcUh6P3h8eWli+17oFgny+lW9rtNs2EaSyiHZXEYYiTqGwA00Eqi9YaX52HoDtiw4ViDEC1AhZAyx83uYYhgYFgyo98vP5+/OqsftmnMh12SZXt9wkEhCWxKiyuN9zbKaGxygD0eXjcs176AQyADqajs7YJt2pIjxfXG3/P70ljYxWkrAiIgAiKwYgRKi/H4sKbLwKg3f8UKyIOj5DEMnUQYhhyyWRDivWT2QUe3LYjOqpNtJxB/d9pYiczT1N1sY/mZvbbeS0JPiP++KN8Y4ep57jbYLhpBg8He2nNeVDCXB/s8xtkN9XOkkMcej2NoOCHDInvz7nekfngejaiudc2mR4lpMR6DsmlEsWzGL0Q8DSDGsyWLYJix7MVcuIJ5EKbwRbl+PmO6lPk/LtzvgoUn7LEsAwd05j7CNJy62GXPfXhcGj0oyvLs0iFYEh3H0BvlUwAjGlEUWEOHHfSG+fvDw22YUR3Mb9xA/LljfrjhPj10DYfxsf1+H9i+dEgtBq1QUyNBHwCM3P2zlpqaVKoIiIAIiEDuE6iura2s8cqL+JbDQhQ4C431GMIgKsT+L9dnDCWNTpo06chx48bds1xiHkV47+K+cYl53N5h5lG/sqIrK3o/7Y5zd/2NdQZOFs7h8Y0jepIw1yg4zs1r4uEcxsZ3PtWnldnbfaZVYt6PExoF/pwgGhlcWCG4QYfBsKCym81GDw9fMOt7nSJ2ON8St8oeSp3PoXo0dNAONy/KGlTV/pBAxrM9FTHOhaLBhzC9XohnPho6nMNES4iGSnmpP7yuCMM4Opb4735iQ7oGRhWPou+r7r1QOLpTKF+X9phXFXTcGlGsNBCun+eki1cf7oxXd9rGBYlslxNX1v+3dyYAclTV+j9Vvc8+k32yTUJCyE4Ii2yCICCrCgICKj5lEUU2xefyRH1/eS7viQsqKCqKQFBUQAEBkVUWWQMkAUJIQsiezGT26a2q/ufc6uqu7umezNLd0z39XahU1a1bd/lVTVd9de49V/aFRSqhyAw7nTuNc15B1lxcXyw1fs0p48tXPEM7d1m06d04TZ4yBB9aLjZOXliDAAiAAAiAQCUSkCf6q33HPl+nhY9wP+0rjYWXx9YZohAR+JWPBTJrw+uYxZgWhtRNu0vmeufz1uO8nK5kSgS5uufJ+CQRPxIvokmsNBJkX5xDOO/IIo5EyEiQbduiYouCMIsqEQciBMJmSAkaEUWtEXE8Id7n2CsfO4MIq/FOOq95vJOMu1JSRkt0NxMRZVuzZBJe2RaLV1SEnAgN/jVSE/dKW3hRk/0qSxlRQI/wHFF9So5I2sZAmzpH6uNsS7397LJc5oaSIOmaOJ3t7IGFmF8sTpwxB58nRjKflNrm7nyhhIMNOeqx2NkGbwgJH+df5fp6lhRCfDy5zemkDDvn3CKKC0+WL+UWJCQqoeb7KkgBpZOp3O9vrrGtkv952dP0uzvfXzqVQ01AAARAAARAoEwIdGvVazt6D5p3gLFdXlUqNWCMYeaVZ5Fcv2LFin+dc8455d3N0v3Grl7x7Xf2vieCv4iRGVJWGm68IxJEwMgp6o9BhIvjwIHTOG7P5ZhyHMHqRc2JxOnDSvh4OI3tREJEkORtzyVlT0jrCCo51sPjmJTg4m0pu5O790l6EUjipU/ixCbUy2JNBJqlSTriMU8pF91uRxYiquyxQ2IN8ysRJrpA2iIiyAlVPh7LlHAiobYT45pUOrZaOUGEkjPmyd62u+updNwtUNVP8maxJVilrPG0VdVR5aEY2spEseR9FXgleThBcVcJ7Gug9tXBRNe/RFL3Oc65hVrbXAuVO/ItBIGvsLXQ6fHR0R6l7dt6h2Y1LESlkCcIgAAIgAAIlBGBiBXY9av2a353kbX62sSrWRnVPr9VRVfSDJ4mf4KPaL7Db1px52Pfq9//tHUT58TZC4L9mt7GaxmF2MXKZdP2AHlrNPKwkuzoZk8NUd3yBfVgbyRksQs/yxvQ/bG+Kkv3aZZH0y3D8PgMCrII8pCH/aTHebZX9pdu6ZrusSjE9iaddA97D2dTFKshiedSdG8s3sDzJ7GrBlP3mkY9e23QWF/onrhVo/reqfpzH0ND3MnZt7PPsqrpujfslplm0ivCOF9r05n6n1vEyiANSk3wy13zuDuedOVTeXABMh7KCfX+1LZ04XMm6LVFlX1MuvPZEs6uhXTpk2CnkTmm7NCUQJnY5eNisJeQPhYqJZTso/2tUXa8na99eYopotyTHts1yfO/DrA8Z4vsxhABvkfefD31tykt+/Llz7DV8Fj+uxpD7RzFplj8wxrlaY6d37zMqhgmQGcywT4IgAAIlBOBOHm7z+799advjz94p/OhtZzqn++6oitpBlGRGF3sC2+91nBUy/pox+TXV0a6TX17xPCaHksGYbGA0TQ2ZmlsZrIdPBi6xiN8+N2BekzTo9uR7FEv4vXw4KWorVr4zSLuk2MsAVl9Rqp45t5E6Kmq3kXco1d2o+Or0rt52t45Eim9dl6yF3P5j5d9d7pUjz7u0yfePbjaZly7t+qqvxoyd1cil2IJKekOiQACIJBfAjff9DrNX9TIHkI1em1lKy1c0iS/LdTVFaOaGpnaAWGkBGbPuJCe/fmBObP529MszFNOVXOmwwEQAAEQAIHSI8A92aIf6f31eb/vfeB3XDvxalfxAdNVZLkFJlh91MTOKUIT4hTX9IDP65vZF4933Ouf/cV1nqYdaSIsy/lDj5KvzgnLWU84aeHrn89w3kBYBWoe8w/B838dN+2xc0nzXf8CEAMCIFAmBP7jovmqpqEqL51w+F/pOz88VAnDMql+WVTTNBOeX3PUNhw1uYt6joOIBgEQAAEQKGUC1nm9N5zzu55HbuS3Y9vjXinXtkh1EzWCeQyzwBY3JUuNnVRrRigSi7EzDqv+9PjGm87ue/2j/IG+rF4Fvu679rQARSZkaSaiQAAEQAAEQAAEQAAEQKBiCHAXP7q897sf/2nvMzexO8L8TD47RuhhjOEAF1LGue1rtlO7FqB1egPPt2XQdK3n3PPCb9TdElj4Cx7YlzDBDZDJKB+ao6+vXe5ZecEoVwPFgwAIgEDZEYjFOmjj9jDpPH1KttDWFaXaumxHEAcCIAACIFCKBDy6Rf/bfeUVX+1de2PIUp4NS7Gao1YnLw+0hMVwAPzSybPeitByYwe96hnP87h52P9M3ymfiqwK/Saw6EclLQ41v3ld8Ou/h3+EAS4wDoEACIBADgJbd9xDl/zscAp6U/NeupPG2Cvz185wx2AbBEAABECgVAmI3/t7Oi9acU6s70e11sBDBUq1DYWul87TM0AYDpLyUmMXjePxhyK0Gs2+Yz/X99L1Jdut1PJYNwcuvBaicJAXF8lAAARAoB8Bnbw6O5/mH/psCz9A+52BCBAAARAAgdIioLGH6e74RHq07WpjQUQ/pyHOczUjZCPA0yLAYpgNTNY46VraYnbSAnM3b1nEM+21XN774p9nxfZMYLWYva9R1pwKHRkyPu377fJGrX1xoUtC/iAAAiAAAiAAAiAAAiBQqgRWdp5HL3WeTxOtXs8Uswc+GAe4UDyPAZzPDMAn66Eq7n27nB3TvOYZRxH+nnymtemmHdFt/7g1tODnBs9mkfWkYkSafvNA73MTL/X/8qomT8cCs4SkajGajzJAAARAAARAAARAAARAwCZg0fPtF1LYrOddi6abXaP4kl4e10SE4XDmQCiP1hWwlqL+Fhut9K5eS9uNKhpPxnGX9b383p+Flp0T5akKC1h0/6xZEC72rRx3efDGS6f4WpfHuHMwRGF/TIgBARAAARAAARAAARCoDAIeHi0XMe1Z4PxsB/OyLBw96015MFfOZ3icYXnUtsRqKTfXNP76MIF6aQ1bD/luC1za9/Lt1wWXfbQoVWXnMvNpVeNloRsvmOHfcaQIQlkQQAAEQAAEQAAEQAAEQKCSCfTEx7OlxqOGf80x2iEKB3EzYIL7QUDaW5IAD2o9gL2WrmavpX2WN3hF38u3XB9Y8klD9xTGcsiOZWbrb9de7r/xY3MD734gyjZfCMK9XSUcBwEQAAEQAAEQAAEQqBQCG8NHKFFo8r/sF6RSmj2idoowjLEDmhFlgpPFWKjRQu5auk2voi1abd1lkZV/vi244OM7tVB33viwIGz2bK660nvDmYuCb58eYUEoohABBEAABEAg/wS83hpqHh8gvwy6yBLau0t+KtsstUYUCIAACIx9AhrbCvdEW1RDJ1i9pMNeOKiLjnkMB4VpcIlEXk82e3m8YR+t8kzQzo++eeujnmlXveAZ/zbrxuH312VBOEHbEbzM/4tTD6pa87EwT70iohABBEAABECgcASmTv4w3XHNopwF/PmJNvkqiAACIAACIFBiBHTNIMPyq5/oaWb+bDQl1sy8VwcWw7wjJTW4dRl3LX2dxtHR1ubrDolvXXdjaMnVQ/ZYyoKwRuvwsSA87qjqly7uixCJKEQoXQIy11ksZvcg9vp0MvmiyxBekyeUHMpYXsknHmcvRnyej/MRqz4M+6V73VGzsUpgYNWnnHwN/5PfWIWGdoEACIDAqBPoNZrU+EL5euctsk/IUW/8CCoAi+EI4A10qnQt3c9oo1YtRBv1ujmX9b50x0+qDvjooMSh7rFCRrf3M96bjzix9qkre1kQiihEKF0COgu59W910Nev/jf19tgegObOq6dvfPdguuOWt2jCxBCd8uGWvTZAROTuXWG65kv/prbWiBKFnR1RuvDSBXTyB/d+/l4LQAIQAAEQAAEQAAEQGOMEdkYWqK56M3n+cYTBE8B0FYNnNayU46w+ajL66FXPhICIwx9WHXQmWYaeKzOPZmgX6jcffHrdw18VQSgLQmkT8Ho1+tH3XqFHH95Kv7jlKGqeWqMq/PrqNjrntIfU9s9uPmpQjejqjNKnz3mE/vrIyeoHTayEq15tpa9e+SxteLuTLvviUmVFHFRmSAQCIAACIAACIAACFUhgd3SOshM2WuEKbP3wm6xzF7XYULq4Db+oyj1Tehrtb+ykBooGTo6sOz4XiU9471hyX90n7vqAzxaFudIhvrQIPPzAZpLlNyuOofETQhSNGmqZs289nfyhmaqysj2Y8Og/tqhkv/7ZGjLYvCxdSQ84cIKKe+6ZnRQIwNnFYDgiDQiAAAiAAAiAQGUS0Lj7aMSqpxBP1S5zFyIMngAshoNnNaKU0rV0rrGHJho9n7wv0PIQWZptNeRxhB/23LPvp6tW/G+cPeliDOGIMBf95FCVl35z4+t08GGTaNz4II8LTM1QItY+EYTLWNjFoqn4gSq57/xGqqn10dLl45PJpGuphNoaH6yFSSrYAAEQAAEQAAEQAIH+BDy6STEzGFtotPkgC/vzGSjG6/F4lDsTTFkxEKb8HaunaIhObfob3RM77iTvXQsu8v32RzKuTEQhQvkRiIQNkjGAfb1xSkj9tEaIOFx+8IQ0wZiWIGNn3vwGWnHP8cpaKIe8Xp3+79qXVaoLPreQIhHcKBnIsAsCIAACIAACIAACSQIdRmidQd7ZMs84wtAIeE3TjOl6ziFvQ8sNqQdDwHPHbb+96Ow634/vNk4JioUbXzMGg6000wRDdtfO11a20orfrqXjTppBdfV+Eq+i0g30+JNnKI+iBnsYHWyQLqQS5IPBvXdtpJUv7qaf/1bGLlYPNgukAwEQyAMBw+il3R0yN1D2v9+ecJxqQ3koCFmAAAiAAAjkhYAM3/pr76fvWkbdV0uXUoShEUBX0qHxyktq7kX6Y/Jq3O8QN2xegI5iJmIxfO8xzfTEI1vp1pvXqkWqc/hRU+iSyxepbqHDrZ7f76Ebf7KKvvujQyEKhwsR54HACAhs3vYn+sz1B1PAl915QcwI0NfOGEEBOBUEQAAEQCCvBHw+oppYw3ummrbPhrxmXgGZ6WIxhPOZ4l5pizx+YmsSQvkTEOvel7+xnD70kVlUW8e/Ronw1OPb6GOn/4PCLByHG9asaqMFi5to8f7jhpsFzgMBEBgRAZ08upZz0cWsjwACIAACIFAyBN6IzLin1owt81iD8+1QMhUvjYpY/FzTpJ8MQlEJaPra7mOLWiIKKxwB8UL6yYvn89jAE+jBp06lL3x1f/InvIf+9U/rVZfQ4ZS+aWM3O64ZT7EYftyGww/ngAAIgAAIgAAIVA4BGRl3Y/SSv8y12u15wyqn6XlpKfubUe4yorAY5oXnkDJ5qfMT7KcUVsMhQSuxxK+90kod7cp3k6qZeCTt6zXoyPc10/9ef5iK27mzj3S2ODhhKAYGcWgzc1atcyrWIAACIAACIAACIAACOQiYJllH9nV9vt7EJOA5EA0YzXrQEq8zsBgOiKkwBw3Lx8Jw+N0MC1Mr5DpYAuIt9Jab3shpzWsaF1RZTZ1Wk/QwKkLvD7e+Revf6khaEUVMrnmtjT2apsSjU4f5Cxtp9pzBzX/onIM1CIAACIAACIAACFQigQeM9317stm7SIfhZdiXX4RhyuQx7GxwIghUFgF/QKe33uzIOQ3FM//apoAcc/w0tRYvpVdc/CSddvosuuqzT7GnUpvXXX9cTz/87ivk9/f3DNw8vVp5OK0ssmgtCIAACIAACIAACAyNgI/dab7Ye/zufa12+8v80E5H6gQB3ev1oivpKNwOUdWLt7+VaBSqgiKHQWDtG+3qrHvuXN+vq2iU5xr8+Q9X0SVXLKL6Br9KJ9NOfP6LS+jB+96lAI8/DFV5ycdi8KXnd9GB75lIsWj6OEKxJJ59yoN01skPUDBoT4kxjGriFBAAARAAARAAARAY8wTaYrVvLTZ6Puq10BtvJBdbNwwDXUlHQnCY57Ir2GGeidNKgYB4HRXRt25tB13yycdow9ud1NYaprvv3EBnsaCTqSpOOm1msqonf6iFDjxkIgvDTXTq6S0U7ouruQ5fX7WHDjhogprzMJmYNzo7bEO+z9ffkuhOh20QAIHCEfDoAaqv8VJ9tS/rEspi6S9cbZAzCIAACIBANgLyRv3D2EXf2ddoXQz/HdkIDTrOYoMhLIaDxpXHhFGSF36IwzwiLW5W3BX0xluOppoaH23d0kN33LKOdmzvofmLmujuf5yk6uJMVC87Mtl9hC2JWzf30MGHTVJdSVe90qbSiTDMDDJG8e9PnkoWnzeSKS8y88U+CIDA4AlMaz6L/vY/S3Oe8KfH7b/hnAlwAARAAARAoOAEvNyN9KXeZTuvtB5CN9IR0vbG4/GY3293dxthXjh9CARiLAzhk3QIwEos6dkfn6tqJOJv0uQquvxLS/ZaQ8c7aUNjQDmfue3mtdQ8rZqquFupiMbMEBnBHIiZeWEfBEBgOAQG/pVWY4XxfW84YHEOCIAACOSNwOrInD/PMzqme8nyDvyrnbcix2xGrLHhfGY0rm4MYwxHA/uolikvkV/6+gF02QVPUIDHDcZ5fsJjT5hG0YzxhaNaSRQOAiAAAiAAAiAAAmVCQEZm/TJ+/t3nx1+/gOfhK5Nal2419Wg0ysPd8Mmz2JfI0NKdjRS7fJRXXAJiLfzVDatp+7YeuvP+D9B3fngo9fTE6UNn7cPdSvFDVtyrgdJAAARAAARAAATGAgEf++fbZE3onhHvOGQstGc02yDvo3ogEMB0FaNwFTx61yiUiiJHi4B4IH36ie00bUYN7d4Vps+z1fBL1yyjpnGB0aoSygUBEAABEAABEACBsibQHfO3LYqE53o1DeML83AldVaHmK4iDyCHmoXu6R7qKUhfxgRkvOCvVxyrJruXqS7ufvgkOuzIKWXcIlQdBEAABEAABEAABEaXwHPmAbccE9/0Dc1CT7x8XAmvCMN8ZIQ8hkZA9/QM7QSkLnsC4mH00CMmq3YYcXQfLfsLigaAAAiAAAiAAAiMGgEepUMvh4/b9UHaUT1qlRhDBfPQQsvr8/kwj+EoXNSQ3jEKpaJIEACBUibw8APvknJXLMO+M74d1NT5aAFPh1LL69EcFx5lD7o+v4d0nnFHhsfKEHWTP9TG4yZlzrspx6IRk+KGfUyOl9OQWtOMUQ9b++VyZAtRbjP5sh1BHAiAAAiAQKEJeDwmLY32XtNghgtdVMXk712zZk106dLc8zRVDIkiNlTe96o8u4tYIooCARAodQLioKi62kv33v0OrX61jWbNqaOPJqZFkbksn3tqB/3ft1cqAXbzH46lxqbij0/1eDS68pJ/0ZZ3e+jQIyfTtOnVJF2jX3mplU47YxZd8NkFas5OYS2i8Euff5refquDFi8bTy8/v4vOv3AenX62OFwq9ath1+/drXfQZ65fRgFv9peOmBGgr55RHm1BLUEABEBgrBHY2Dt/vWXpsz2EbqT5urbeb37zm9G77rorX/khn0ER0FgYtg4qJRKBAAhUBgFTuhrzuNM7bl2nGvzN7x5M9fWpOWaPOqaZvvSN5fTh4++n/zj7n3TH306gIE97Uuzgkb47HJ55crtai1g8+cMz6aJLFyrRKpFer06fOf8x8rPTpXv+eTLFeEoWqesH338/6awYy8cbr6bq68xBqhrs+kczc9kSXYmwCQIgAAIgUBACm/qOGVfNI+LwS5w3vJbMYziq3ZLy1pSyysiigN7NX82L/1JXVphQWRCoMAIiQLZttscfV1Wpn+c0AuG+OF13w+F0yfmP062/eZMu/NyCtOPF2Ilw19Cf/vq9tHtnmOYtaKA6Fq8xnpNTupI64aUXdpOdtFUAADZ6SURBVNHmTd30k5uOVKJQ4sXqefT7m+nmX75Bx500g6rYOooAAiAAAiAAAsMh4NFN7qESqJ5qdQ7ndJyTgwCPEkEoPgHuR2Xh+0bxuaNEEChtAjpb30Rkya9D5ng9p+Yts+tUN81779roRBV3zZWrrvHR/geOpxCLV6mvO0gX0jtuWauimsalew9ffshEFf/Gmj3uU1R70iPsrqhpcbwjeSOAAAiAAAiAALEX0jjbt2osuErJ590AYZhPmoPMS+PJ7S0YvgdJC8lAoHIIPPrQZjX+7iPn7JOz0TI+z+naGB9F77bihKa3J04yFYs7iKBt2x1RUcFQeq+I5qm247hVr7SqNkg31B9//xW66pKnqLPDdpC98sXddM3V/1Zzfa55rU2JQcOw6Dc3vk6f+9TjdMOPV7mLwzYIgAAIgEAFEtgQnf8Mfy70ejI9tVUgi3w2WfXlicfj+cwTee2FgKYGyeLT914w4TAIVByBP976lmrzaWfOztn2nu6Ymg9TEjgCMVtiGddnsDfQoQSNu7IGAuliLvN8r1ejL1/xDE2cFKTD3juFbrt5LY2fGKIf3nCEEnHiMTXKZUuQsYbuEKyy896zJ6LSiig87L2TKRTaTRd9/FGaxdbQ5YdMoO/9+DB6fXWbEoz//f2D6VtffZ5u+8tx9NkrF9OVFz9J/3n503Tdz4/oZ610l4VtEAABEACBsUtgXd/x+nirb+w2cHRaZo8xhDAsLv1xvnXUW9wiURoIgECJExCRt32b/ZALDeBU5qH7N6mWiDCTKSNyhf/55gu05tX0Lpu50jrxdQ0++s2KY5PC04l31mKtFLH3n9fsTzNaalX0mefuQye99176ry8+S9/90aEk4jIata2I0vXT7YHU47Er3LEnqrqhPvnYNrryK/vTIw9upnCfQSd/qIWOfN8UirA1ct/5jSr/a770HN3z8Ekqn0g4TpOmVNFjD29xqoQ1CIAACIBAhRHw6Bb5474Dms32Cmt54ZurLIY8yb2YDOEJoPC8VQmzqp6k1VRVpNJQDAiAQDkQEGEo4/Wke6WXu2NmC2KNu50tdBIu/eLSNNGVmf4b/3PwkMfkiYiTbpu5gnhOvf5X701OSSHpensMmj6zVk2xsXVLD81kweh4LnWLQklrJhzUSHdTKUeshT4Wmuvf7qKGxgAdc8I0nvfQFpUvPbdLTqGvfGt5sp3C5d13uinAwlnGY1KBh5Zomof8XKYs2YKJseLZsCAOBEAABApKgJ9FZpwnkQ1S+lCGghZaAZmzHrTFIG/I4xXCsCgXXaOJoZdpdfzwopSGQkAABMqDwD8f2KQqeuZ5cwaosEW9vXbX/4WLmwZIZx/KFGZ7PWEvCUQYinDzu7qbSlx9oz2txq4dfUokOsflmLu7qzMmsp5FoORz+dVLKc4Ccce2Xjr7Y3Mo7nJk8+QjtlVw3vyGZK0kL5kX8f0nTk9Lm0yQ540ZU8+hh3+wLGeuf3q8LecxHAABEAABECgMgTXGkvs1sk7RMb4w74AdMSij/kN5zx0Z9iOg8deNKGX/+twvMSJAAAQqhsAdv7fnLzz19JasbZZumZ/66CPKevb96w9VlsWsCRORO7f30jsbugZK0u/YxMlVNHM2dxHNYjQUa+UVPL5v08Yu+tb3DqalB4xPnu+MmJYupCYLvVBiKgoRf8GQ85gh2rbVnopj6rRqtjrap4vDHQnLDpyQtETK/Idr3+zg8Y46TeI6SddSCY4n1qOPbVYWRxG+wmW0ghLeo1j+aLUb5YIACIDAaBJ4p/uY+hbLfp6MZj3GWtn8nLfHGHLDbHdwY62FJdgeXTOoz4IGL8FLgyqBwKgREEvY7l1hVX4u5y9//9smat0dptPOmEXzePzd3qyBzz27k/791PYh+T+euU8dXfjZhWRmzdziSertj1rjJ6R+w6Tue9psL6RTmqvVfIb7sZVvE4vSrs5YmjDcxN1AJSxYLPVn38wsqpzxgi1cthOkq6mI2hNOmZGcH1HiHrrPtqouO2gCPfC3d3gso0UnnjrDOQ1rEAABEACBMU7A67Go2tAPmWzCW0chLrXzKRfCsBB0s+QpFsM+jC/MQgZRIFDBBDRLjS/0saVMBJBbl4kF7r+/9jzJNA6fuWwhnXjazLTjuaidwo5cZBlqkO6f2YLUSYTasoP6aNqMGiXsJJ3Pp5EIvslTQqobqUx0//mrl9BD979LK1/aTcefNF3V18PeTJ98ZCs7r9Fov4WNZPBUG9LldOP6TvZwGqLaOh+JJ1UJTz2xXa0POWxScsyjpH2LrYinndFCXnZiI95QZbwjAgiAAAiAQOUQiBp6p0E+7ouS6HZSOU0vSkuVMOQvt1HpJoRQeAJBT2d7rxVMDZopfJEoAQRAoEQJiFj66pXP0Gsr7bFqfp+H/h+LQAndbG174/V2ZVWTSe3veugkte0WjcVu1nEnzqCvcH2/+60X6AtfXUbtPO3EFRf/S7ke/eEvjkxa90T0nX/hfvSz615j76INNJ2F5N0r1ithd8Nvj1KiUOou1sZdO8N0zvlzk3ES//QT22RF++6X+qkUwTmluYrqGwJ07TUv0EfOnUM1tb5BiWSVGf4BARAAARAoewLPR45+iEXhRzC+MP+XUrqSKjV42223vcE78/JfBHLMJDC76sm1Vu0L++4wJ2Qewj4IgEAFErDn+stmpeOh9awCRQjmsuIJrlCVl044/K/013+ePGC6fKGVb4hr32inRx/aQn7uWnrYkVNovwWNWcsWL6t/vHUdbWNvpQuWNNFJbO10BxGGLz2/k5YuG6+muXCOSRfUvr64siQ6cbIWj60vP7+Lps+qpaamQMFF4dyWM2nBnE+6q5C2fedjbVSrnUmRWDAtHjsgAAIgAAL5JyDPn0faLl8/wwjPnoIxhvkHTBRRFkMWhfYAkUIUgTzTCEwLPh99C2MM05hgBwQqmYBYwrKHbGIxe8pixopQnTuvQS1OubmEq3SLPe8/9nWS9VvLefsv7/+RTLqVypIZZIqLJQmnN6NpOc2sF/ZBAARAAAQKT8DDfjo8lnfGRAvjCwtF23GPiTGGhSKclq9GU0MvVPXxzCsIIAACIAACJU7AMslg8Zprye6kp8TbhOqBAAiAQJkSeK371E72Rc2z35bmh9MyxequNrySumkUY9s0vVPDVpAnrMCknMXgjTJAAARAYLgE3tlyG118/VIK+GyPsZn5xOJ++srpmbHYBwEQAAEQyDcBeW9uDc+rC1B8SN62812PsZ4fvJIW+QpHrOoAjxoqcqkoDgRAAARAYOgENPUCkts1W+4jQy8LZ4AACIAACOQi8EbPSfz2rFOz2ZErCeJHTsBSXUnFK+nI80IOgyNgv2gMLi1SgQAIgAAIgAAIgAAIgEDlEpCp3nZF5isADRbcohTyTsAYw0LSRd4gAAIgAAIgAAIgAAIgAALDJrA7No9nLfTworHNEL3uhg1yECcqYQivpIMglackhiWe9nBT5wknsgEBEAABEAABEAABEBjDBN7qOU61ro47OKIDf+EutMxj6IwxjBWuGOScImBRt8HzdeGuTiEp4y2ZU+2xh7fQmzwJ+cb1XXTRpQtoRktt1hbJNb/26y/Sc8/uUN8Fxk8I0le+tZz2mVufNT0iQQAEQAAEQAAEQKDSCUg30rgZUBiara5Kx1HQ9pumScl5DGUiZYTCE9gW3p9npGZvuwhjgoDM0/baylZ6Z0MX1dT2n3dNGilztZ1+wt/ptruOp+oar/ow8OB979IXPvsUnX/hPDr97H0KPlH3mICNRoAACIAACIAACFQUAelCaqmFqNqKV1Tbi91YsRhijGGRqb/ZczybwSHCi4y9IMXJZNtHvq+ZQiEvBYIeap5anbWcu+9cr+L/+eC7ai3fYE798Ey1fd/d71Ag4Ml6HiJBAARAAARAAARAoJIJ7I7up5pvYXxhUW4DpyspvJIWBTeRwXMYGuTjbx/ovVsk5AUtxs+i7o01e+h9x02lWMzMWtaESSEV3zjO7gohO91d9vX3YprWrMwQCQKlQGDmtI/REz9ZnrMqdz7WlvMYDoAACIAACIycQGtsH5XJOKtv5Jkhh70RSI4xhDDcG6o8HRdb4TNtl9LhTT/mbx/ZhUSeikI2RSDwyku7VSnLD55IYkHMFo48uplkcYKMTfzB/72qds/95FyKhA3nENYgAAIgAAIgAAIgAAIJAnuidg+rqWY3mBSBALqSFgGyuwjpKX2AsYve2X0Brew6130I22VI4KnHt6paL1jUqNbiV+gn33+FvvaFZ6mzM/v3FulS+uSj2+ja695D7z1mahm2GlUGARAAARAAARAAgcISkKFXFrtDkc/uPhhTCgvbzh1jDItBOVsZE61e2jesU/uu8+nl9k/BepgNUonH+fw6rXqljfwBnZqnVdOWzd10xol/pzPOnUOrX22jH3/vFfKycxp3kPGIN/x4Nf3Xtw+khYub3IewDQIgAAIgAAIgAAIgkCAgPetMy/bDgPkLC39biCNS5601u2mj8HWo+BL8POJwXixKPbs+Ts1aK38VwVwW5XJT+Fn0vfVmBx125BRat7aDrr70afrLgyfR1nft7g4LlzSREU/vLrxmdRvN5CktDj1icrk0E/UEARAAARAAARAAgaIT2B2bw+/FOk22eopediUWmPRKygoRwnDU7wCN3t55ufUea8MPDvM9D4E46tdj7xV44bldKlFba5i+9eXn6Q/3nqCmpjjo0El014MnZp2G4i2e8/Dwo6bkdFSz91KRAgRAAARAAARAAATGPoG3ek5QjZxs9o79xpZIC5MWQ1aJJVKlyq0G96HWHm39+lXbO4856UTfw5ULokxa7owvfPXlVurqjtKzT24nXbf/jrTEOrMpXZ0xmjmrNjMa+yAAAiAAAiAAAiAAAgkCMrF9zAyp8YXinwOhKATsMYYsCjF3QlF4D6IQy9JWdX/w3oAW+cFiz+pBnIAko0HAz+MLV7+2h6qqvXT/E6fSVV/Zn6695kW68/Z1agJ71SM4y7eW2XPqaEpz1WhUGWWCAAgMmUCWP2JXHvie6oKBTRAAARDIIwGea111IxVRiPm/8wh2L1kl5zEUi6EMOkQoCQL6ii23X3hO87l7NpizGrstCImSuCquSnh4/sEN6zrp/SdOV+MIjz52Kl33nZW05rU28nx8Lt152zo14f0hh09ynUW0/JCJ6u8Mf2ppWLADAiVJYNPm39Ml1y+igC+ctX7ReIC+/OGshxAJAiAAAiAwAgJdcdsXwwyzawS54NQhErAthoZhYIzhEMkVIXndndt+9fFjA4+zTyanx28RSkURgyLw3NM7VLoDD5mg5i+UrqPhPoPmzmsgmafwwXvfoYMPm5iWl1gXTjv2Pjrr5AcpGLK9bKUlwA4IgEBJEZBPpfIRZ6ClpCqMyoAACIDAGCGwM7JQdSBttLJ/mBsjzSypZiS9kuq6HsUYw5K6NqoycavqbvJZk0/1/b30KlfhNXqaxxNKWLDInnIiGrVF4dYtPfTnFW/TAQdPYIGYLui3vGt71YpEDLJMWOcr/BZC80EABEAABEAABHIQ2BZdaMghTFORA1ABolkLWsmupAXIH1mOnIB3xfrbb+IupV842PviD56LLx95jsghLwQu+OwC+tTF80nmMpQQi5r0/esPZW+jtuCTMYhmhviTuQ7/dP8HSKyLkUj6NBZ5qRQyAQEQAAEQAAEQAIEyJ6BpMn+hX59m2tN/lXlzyqr6jkkDFsPSvWyn3r7ltsen6DvWj9P2lG4tK6xm0l3UEYVO08XqLoJQllxBJryXcxFAAARAAARAAARAAAT6E9CVMPTSRAvTVPSnU9AYe4wh5jEsKOQRZ85dfZ//w6YbTz8i+AznBVExYqDIAARAAARAAARAAARAoCQJrAof+Sz3v9LQjbT4l0eZNtjSgekqis9+0CWycNdMT93Ke7d8/+TT/H/HbC6DJoeEIAACIAACIAACIAAC5UJAzB+bew4NTTFtvwzlUu8xUk/bYsiNQVfSMriiXca0+9Z2nfDlI73PlkFtUUUQAAEQKHcCPMFy3OLFzLoYGeOIy721qD8IgAAIjDYBj8eigEXzp1gYX1jsayFeSZXzGXQlLTb64Zf3UucnvnNOzd//1axvP2Krac/xMvzccCYIgAAIgEAuAjOnfoKe+mlup19/erwt16mIBwEQAAEQGAaBzfGJT/A0bYfLxPYIxSUgXklVV1IewxYTxxkI5UDA0lZsvX32Qd6X2IUvPFuWwxVDHUEABMqUAD8XdfYinGvBc7NMryuqDQIgULIEfh+++K5JVh8mex6dKwTnM6PDfcSlNt+17ednnep/iL+nQNCPmCYyAAEQAAEQAAEQAAEQGFUCXu5Guigc/9g0s3NU61HJhSuLoXQlxZfP8roNwmbDHx/Y+a07jvM+Ul4VR21BAARAAARAAARAAARAIIPA062fjlVb8eXwRpoBpni7KeczxSsTJeWLwJ7YPh+9f/vPaRrtzleWyAcEQAAEQAAEQAAEQAAEikogbgUoYjb6Gqww+sIVlXxaYRhjmIajDHfkD2ntritoT3ReGdYeVQYBEAABEAABEAABEKh0Ai92nK8QzEQ30lG9FZJdSUe1Fih8xAT8HQfTxr7DRpwPMgABEAABEAABEAABEACBYhHQiKcGMmuUH1IvHCsWC3u2cmyLYVdXFya4z4anjOI0/nNq6J5DnfGpbIKHt9IyunSoKgiAQIkS0LSBHeN5PXD+VaKXDtUCARAoIwId8RnKmWKNFUM30lG+bmoew8bGRjifGeULkY/i/SwId7SfQqs8AarzbqF5NfeRTwvnI2vkAQIgAAIVR+CdzbfQZ3+6kALe7L+jkZif/vPDFYcFDQYBEACBvBLYFlmq8mtBN9K8ch1GZnA+MwxoJX3KJKuHvHxZ98Ra6Nk9nyvpuqJyIAACIFDKBNhjNxkGL2b2haMRQAAEQAAERkhgd3SO6kYaoPgIc8LpIyRgC8OzzjrLwHQVI0RZQqcvMnarPzCp0srOc0qoZqgKCIAACIAACIAACIAACNgEpBupafkoZBnoRloCN4VyPlMC9UAV8kxgmbFT5dgVb6a3e46hzeGD+A/OyHMpyA4EQAAEQAAEQAAEQAAEhk5A1+L0WucZ6sQWs2PoGeCMfBNIdiXNd8bIb5QJeNhmONtsV7XYGllGG3qPoqf2XEm9ZtMo1wzFgwAIgAAIgAAIgAAIVDqB59ov5LdVezr7KnQjLYnbIWkxlLEUCGOLQKMVoTksDk1lnOcxMmyqf7H9U8pz6dhqKVoDAiAAAiAAAiAAAiBQLgTEF0afYRsrfCwPxbs+wugSYC2YshgaBroZju7lKEzp9SwODzK203yjNfFHZ9ErPO4wZgULUyByBQEQAAEQAAEQAAEQAIEcBKQL6equ09VRkYQL2TcGwugTYH8zKWEYj8MT0OhfksLVQEz0B/C4w8XGLvLztngsbYvNJvnjxFeawnFHziAAAuVLwLLiFI6avBhZl7iBOWPL9+qi5iAAAqNF4Ln2i5I2wiX8bopJ7UfrSvQvV81jKNEmB14lu5b2T4qYsUBA5jpcwl9mYnyp13eeTGv009Rch/Nr/sZzH27mJmLC5rFwndEGEACBkROYOe0T9PTPDsyZ0Z+faMt5DAdAAARAAAT6ExCjRJ/RqDqOLuTebPJeilAaBKQraVIYcpVivARKo2qoRSEJSC9u+Tqzr7mH5+fSaIteQy93nkv1nq20rP4W/mP1FLJ45A0CIAACZUFA03TyenJ/LNO13MfKooGoJAiAAAgUkYDdhfRDqsT9jD0UgsOZItLfe1FpXUlZJEb3fgpSjDUC4r10htlFy3kcYkOsmp7ccxVti+xPHi3GtkN8xRlr1xvtAQEQAAEQAAEQAIFiE/BoUR7GdAkXqymv+TUE2VHsazCI8lIWQ1aJYjFEqFAC4ix4otVLE+K91Nl1ID3ScywFtF7ar/ZeavBuYir4Ml6htwaaDQIgAAIgAAIlQID7M/Gr6vbIEtoRWUBeLUw+PcIDYyLk1WPcEyrM6yj7TuB9FiFeXnsS2yJKZF8+eIuzEzvYa9sXZiLOcrwuDJCmBEiUVxUsdc3W8Xul9EibzsYI8ZqPUJoE3F1JId1L8xoVtVbyU1hvhdmTaZj6+Gf2tc6zqNqzg5bX/079QRe1MigMBEAABEAABECgQgnwDHeaQSZPtbUlvIy28hIx61jaeVjapaY2SAm9gTDZQs8+z5kagSfz0iQfez/tGMfLvt1zyknP9dHjSoBWefZQUG+nKm8rfzzfTH69U70jWZb0w3JE5UD1qYxjwu+ljvOp25ikOE8ye5URojJaX36tzBxjCLek5XcNC1pj6ft9oLGDIoaHXthzGU2v/idNDqzmH2mMQSwo+AJlrh5ymsxqaX8x7YhNp/bYNOqIT6eoVUM6e2CU/v/Jha+/PJT1xFoj3lbHJQ+Jt/c1lae9L9t2vMEPXF64LFkkH82S9PZxTfLh85PpuQzZdkL6g9V+yO7tq276OU5OWIMACIAACJQLAXlOyXNmc/hAXpZTzKymuBXg54iElBiUJ0sjf8SexD2dgvzsso/a0k6eRlEeHxxjAcn2Q4ppibUrXnpBabzvZOnOX22nilJ5J/9JPKY649M4yi7PzstQ1kyxStZ6t9GUwKs03r9WzR8tE7hXZrDoRRaFPcZEbr5FDWwlnGZ1VSaKMmm1jDFMWgxZJcY4okyqjmoWi4D8Nvr5BX5BvIOiHYfQas8RVFf9Ak0PvsACMXn7FKs6KGeQBJyHq2H5aVd0P172pe74RPWQissV5Xj5oQ6KILP4KvOfvjxone+i9raksKWdFDvSX4fBne/IO7sm6rGb+HJr18aJ56ez64uuqqXsczcjP3eB9vHi13mt91CAF7/ezQtva11q28aYeqhb3H1IWmiXPria2nngXxAAARAAgZEQkF9e6SK6JbKUNvUexlbBeo4RMWWrM/nX4v/GsxCUIS8B/sg48PQGBlXZp9rVsh9xaVW083SeKtnXURaU4sHdFpeyTuxzvP1p085S6i/1NVnAiogNR+v4mTtPPT3lOdTkX0f7Vv0j0YrKEInCZHX36QlRSFRtxWgfsz3tGmCnNAkk3+wxxrA0L1Cp1Ep+RH0sEFsMg2KdS2hdzwE0vv4+quNupgijT0CEkYe/snbxl7l3+w6iVnYHHbeC5OOpSmvYr1Qt/yhP5LVXPeK6+REmjzFbBg229u7nrHNOepw8CtJD5r4czSy1f5rB5yPn2ot9jsUttKieTK1BxYvADfPSx+nsbR6FogkFjSK6fDFOWTgdS6df66GQvoe7CLVRlWc3d6XezetWqXqi7kxOjUOxxaQ6gH/GJAGd75WBg1gy+t/BA5+DoyAAAvJ3o8RgeH/a1CdisFaeYurvSX6rHb8H480+9XFaOmiOJGQ72/kcaOfbP4VjiVTH+XDmJ0M5w16c50/mmijOPa6i8RZ6q/cz1OWNUXPVM9QcWKm6x44tS2Lisyr3/DHMAD3PlsKw2aDQ+VnI72diah/7Piv5f1MmHxaGUbYalnyNUcHRJSB3iHypm2xEyWj7ABmhV8lT+yL/OlbGV7Di0+dHB//Q2nY7S4mbHmM899cfT+3xqT1mvCnmN4K1IX6i+k2/pVm6NplTNVMvP2J7VHUH+qse6Nhg2pr+oMyUfLlyGGmpufJ1xQ9QBBsW7cBGR9lM0XWspkEWk9NZQM6iDv4yzG4MEmKSlPgWAS7da2Utzg+qPO0U1Nop4Olk62QnBXktY098fEyI2FQcMYm/E9dVKvnNtRv/QG9u/EvOesoLT5gdriOAAAjsnYD8GupsGdwaPoA2hQ/hYSr2eEH5HZb3iilWN41jIejjbfnE5/xU7z3n4qTIVp+9iUviD+pOQ7jpZHQcRHu05fxhMk5tOlsZfXuo3ruVly2qC6owUp9t096pEs9W9cB118L9zHXH2/1fHCoy/MdgqjJDncHjNYVuas3kOU725cOqkUgjNlnLFHNAIi3Hm2rGQc4rkcZS5zifmLnm/MFUeiNFrSr15JPy5ehic7dTFaxLnEC/rqQlXl9Ur8QIyE9NpG8R+SItFPBvpN7q9Wxd2cU/MvJtD+MQB3u5pAe3LGzA4g2Df4wN6uXJX7dEFnaGo/sEvPFQIGSZFOLnhW5pLFUsfhU1qZqsanmISLD/5UkpOd4J6Y8JJxbrTC7y4JLFHaSLrYriaLksThC68igWMWmv+aFJE1k4TqFufoC2soVJnDaJVVImfPEkxmimxCRbbz3bqdG/gZp8G1lIdnE+XLp6CbDzdMrCevQJWPx3R/xpYDSD/Tfuvj/tOzIV475DR7OmKBsEUgTUrxl/PJO7sy3WQrsi+/F6trIM8mg8njQ7TlPNHjXuTKSKPNdS97TzTEvlNxa2pH0sBXk8Pwthw0s1ohlj4/lZMZE/4x5IG7UQtXm8zEzGK9r+IG3p5zwbEutkjxX7eWQ/pVxpkkMjhNpwfh/cVyJFfmg5idXXpP2NnakMsFXyBDKdz2C6ipK/ZKVYQUsNDo+FF5EVXky7+Zdjk4d/5r3dNMW/mpqDr6hKV5rDGv4QyN7LuKsiLx5eZL83YlHU1Ddz55K3NIq+HolNbwtH5gb90bq5Xst3iGUFavjLHQ/58/g5uW8yWXXyU89nORe+3+9y9p9vJznW+SDgZiwXQK5JupCU8SyJn09O7L5IIitSIlIEpXw/nkJ94em0gY7lr8Z8N3BMlN8ULLYMe9jKWC3e7rSOhOXRtkA6YyPdLwkiJu39fLQSeYwWAccJk9wdYR5bJWOBe4wJ3CtgAvXGx/P9EeAPB44XRrkb+aqrmyyxrSou2+LkSbpGy8u4OHqyF3EC5TiQUt2l+bhyIqXS2NZvx+GUjKDysCVDrDrKdQev1agqngJAOmDbL6v2HZ669zL2XS+t9l+L+y9itCij3EITUL+LfL+I98ktfctpD4vBmMUu7HhIg7ghkznrJrMQrLNa+V6qDCG4N+byVyt/z2KXk6WGnbPMHmNuIO027o0EjpcSgeQv9ooVK/7FSvHwUqoc6lKeBOSmkgeBvFK0aUFq81pU699E86oe4pioeiSUW8vEmiciT8SeWtggKi9GHT16J7+AvU26+aZpxdf0avrKrsiEzRNis6db0Ya5ZFbNtQz/vuzCZypLRQ+rPh4Tr9Ww46cazkf9/UkXbnTjLrc7Ij/1Tf4Ac3bOa77TtdVZy6u7WCDD8tfD91+UU4qQ/NeKX1L7pjfI6zHplX+/TfsfPI398cTpy1/bl6pq/JzKtkTKGqFUCPDVYKEmYVt4KbvgP4BfnqtV96u4cggld4Qtuez7wb4vqljMNZnSaVU+I4jss63Wapt/RkQOyv2SFi9xnJ3IQudeknLd95zsu8Pgjkn9ZJFcuZaqq3ti370tx9W+fPCIKOdP4ojDzw6ggsohlHz86GareQd3u+5LtNr+7GImLOjuumG7NAnIFdvUdwhtjy7mD581LATlt4eoit8AbCEYVV1D5TOWxCOAAAiUNIG1yecAC8NH+eX06JKuLipXlgTkJpOXW/Ho1e2JUzy4hWZVPcrjs2Kq2+nAryqFabLquskv2faaa8CV5F3qCPObC3GPDj2+jr/Av84v4K/tNGten9Qzs9aKT5ymxWums6abZpi+aezUdyqPV6tir9gh/tup4le4aj63yuPx6I7Qy1wXpjXItVIIJH+wucEmf1A477zz0poerKqiy2++l92zyxdomdBZJnvm7qve7dTge5fn23qHb9A2fmUX0SidtyAa0wDmcUdZ7PiXT5xqiPVkT7yFOmJTlQUlZlYxe3F+ZL8qy7+yL6GerQZN7H1RnEbJOCuxrsiRgV6q3feFyiTHP04e9top3c7bKT+Vxs5V9lXPtGRtbSt4SoQqmyfXUtksU8I1IVhFBsv9ZotYJ60jK52aiyMSkbBsqeTuhz4Wkk2+9TQ1+LIanmB/5JC0sJIzhJII4jhmJ3cPXdV9Bt+b/CCEECyJ64JKgMBICPA765tJl2u8M8YM2CNBg3PzSUBeLDz8aiDj4kL8lqD1NFN3zyf4Gd/H/enZOyQPvm70vUPj+EUgwNMKSCeT9FcWuzbpcfxiIQOm+bXJGUTtDKCOc7y4jJY1D4KOmGawm0Vcr8cMhr2WN+YzdHZ37aliRy21ZHmk12aEB2XHLNMb51zFjtfA79yH8/pYfhUJNnt0NWDSLfIkQlzByBtbps8mgz23IoBAIQg4L+2St0wvNGvWLNqwYUOyqO9cey07htquXsJj/MWig7sh7mIPrVvZW+22yBK5XXlh1wPcZVWWGu9OmsRdvsexO3V5IbfFgZ2Kd+R/dYZa8Znp+3Zspf5r0xAiTE2Q8VpkT3t8Bm3sPUJ1B42Z8qsnj9mU7JItEVEyrkrmYWtkISjeD0UAihCUYP+rNrPup47YW5npM49n7qvqJuvkHB0glwEOOWe71wkc7qic207WsnYoKdEZbaGentnsAMqguM7j2RlyhDOWNfH3u4BYH8XyyF6EZYoa2ZfpaXz8XPGx8y2f+sYnV0lqY69T3a9VDXPWCQeyE5DeCfIcfKX7lM5YZGZdk2HREmuHckmSaRF0rmv2nBALAiBQigTE+Uzy1/G22267nyNOLMWKok5jl4DcgPIAkW6n8jjfpfupUwbkcbC/p9vdoJwvxvLlWY7KPEYyckFeqMRRSJD35cVKHk6ZS/ImtzOVf9F1U1HAP2OBgFgN5WWtiq2Fv/rVr/o1Se5/sTnJqLFujf/GtCp+2farvyN5XXZenMUCIBYbkS38bFCv0vaZvK1cuUouqXix+LMz64RV0jWOjQVmakxbalvjeHFYJXNNinVIdXxUViI5V+L57zcRL/t2nLOWsp0PLqm/aPvlM7VvNz5z30nlvKpKmzl37vImH5PYPmV/ZOJ9+cgk8bLYH5dkWz4y2XEGj5eKstiTteShfnHUWE+2vvJa0pmcny39kvTYUVSMGrkraD07svGxQxtnjJXU16mVXXf8m4tA5lVV4lGRFtr2c6LP5fxJnEApESn3FV9lcQAls8/Jfe5n78HV3laebmkbW9O3slWyVV1PWzjCKulcAxGCMt50fXj+G23hZbFx0eCckOH381+HJ9NZjHMO1iAAAmVN4PWkxZBFYaysm4LKlyUB56XIGXxdzy9P4ghQup3G+cuweO8aSOg55w/U+LQ0aTsDnYVjIFAeBFpaWpTV8Fq2FmYLcsuLoGNpw10UDRrHViqJk7+xPvZxK0JRxgKLK3Od41QY8t9J5mv7QIKnf1q70MH8a8tYyV3aZJeSiEuKWTteSrFT8S+I+gZqv/CLoBMiA9WQD+7luJSR3g4HWb2yAobV3KHSU0Isg9lKc9KrovDPXglk8nKeC/aJ9keDKu5+K0F9x7APqLskTUTycyVGDdQXmUA7aRG9wx9Lwvx3YLBwlC6sXl5qvLuoybuRe7JsZBHZJTkmchvbKy//+Xs9Bm0Iz1zV1vOemsZocHKQHaI1kLnfeP79MNVFsF8VM6/H2CaD1oFA5RBwC8O401WucpqPlpYaAedhIy+xfmcno5I5ojNSYRcEKoPAt7/9bbroooto0qRJg2qw8/dj/40Z3G9a3NmI1V5nC4uXPQuHWCyGVFx6hvbLsXO+bT2UV2Zbfjn7thxLjAbjxHKWLeKctHZfACfevXbOlfSq34A63xZ+Tv72OjU+L5lW1SNRBmcq4iD9HGdfSkyISV5LkJjMoOLU4expMs8RETjcrqCZZWN/ZATsK5bKQ6xbsqjAK5l5so4/jaSusX0oKSCj4/gJNIF69CW89JDmbW0P+jdr1f4tdZrepZm6vDrZHxxMU+5U536y8ymXf0UIBgMabeqpf+M1mvOr2btnnVBtVC+vtaxFDUzAJmYLQen+jAACIDC2CbAOTHUlZeczd/D+2WO7yWgdCIAACIw9An19fRQK5WeidUfwZL5cO/HyEpw9pFJkPz6y2FyljixXnA0CgyHg3Nuy5jE4mhFmm7vFjp10XQ8H2FnZHou6d3mDbVGvZ2dNyLu9Oe6JBaJKgoqA5K6u7CJWPlQUPjgiVcri7YT5VH0k4W0ZqbHNaHr+TWPpfQ09k7smRmoXB0zzcK9m7sOJk47TCl9PlAACIFCCBFYnLYYsCuF8pgSvEKoEAiAAAnsjkC9RKOXkenVNxTsvyXurFY6DwFgh4Nz9as2zDoniS4w75SkaODTxcJymeIzlFyeRzqe8Zk9mRkTTRUCGvboe8Wla7wZvYGtnyLexusq3dXqPXhMMm36WmjzuVca3usa7qvGqamyr42BNxr3y6FQ1/lXGxSbGvko9OI84r6U7uBKhYs0UG6kIUl7L6MoglzHOjMVrTTPOZxy4XLcOkoqbYhlkwahaJpVHAAEQqGQC/CuSChCGKRbYAgEQAAEQAAEQAIFBEeCP65wuJazsIfJayDIDLL4CMqEkG+S02dHYbOqxjmDRxhZEzYrytDNeU/Ow31VnHkqdehNOdHpkzYu4cFK2Ss7f/izjrKVqqTKdPRnVKnNeTrJ6qc7kOSS58ISzGHnnU+99BvqGCi4EEACBdAJpwhDOZ9LhYA8EQAAEQAAEQAAE8kLALR5ZOErwy/y54jXV/ZW+hrWeOqw0n+052C0cDT65l88QT96OeBQnRxNZCNabUbcQTNY7XT4mo7EBAiAAAkkC8huV/C2SrqT8NSt5EBsgAAIgAAIgAAIgAALFJ5AScvZ7WcqBDpv6+KBMgaKxNLQNhpI6fQRj6vzi1x0lggAIlCcB1oHcAT0ReAQ1upI6MLAGARAAARAAARAAgRImIOLPXtJFYQlXGVUDARAobQIpYSgWw9KuK2oHAiAAAiAAAiAAAiAAAiAAAiCQbwKsBVPCkM2HEIb5Joz8QAAEQAAEQAAEQAAEQAAEQKDECaR1JYXFsMSvFqoHAiAAAiAAAiAAAiAAAiAAAgUgkCYMOX92powAAiAAAiAAAiAAAiAAAiAAAiBQSQTQlbSSrjbaCgIgAAIgAAIgAAIgAAIgAAI5CCS9kpqmCYthDkiIBgEQAAEQAAEQAAEQAAEQAIExTCDlfIYbCWE4hq80mgYCIAACIAACIAACIAACIAAC2QikdSXleQwhDLNRQhwIgAAIgAAIgAAIgAAIgAAIjGEC/ZzPcMQYbi6aBgIgAAIgAAIgAAIgAAIgAAIgkIUAupJmgYIoEAABEAABEAABEAABEAABEKgYAmkWQzifqZjrjoaCAAiAAAiAAAiAAAiAAAiAQJJA2hhDjjWTR7ABAiAAAiAAAiAAAiAAAiAAAiBQKQRSXUk9Hg+cz1TKZUc7QQAEQAAEQAAEQAAEQAAEQCBBILMrqQnnM7g3QAAEQAAEQAAEQAAEQAAEQKCyCKR1JeUxhuhKWlnXH60FARAAARAAARAAARAAARAAASGQ6krK1kIIQ9wUIAACIAACIAACIAACIAACIFB5BCAMK++ao8UgAAIgAAIgAAIgAAIgAAIgkCLAXUlJT+3CK6mLBTZBAARAAARAAARAAARAAARAoCII6LpuJoUhupJWxDVHI0EABEAABEAABEAABEAABEAgjUCaxVA80aQdxQ4IgAAIgAAIgAAIgAAIgAAIgMCYJyBaMGkxlB1MVzHmrzkaCAIgAAIgAAIgAAIgAAIgAAJpBNK6koowTDuKHRAAARAAARAAARAAARAAARAAgTFPQGYuTFoMvV4vpqsY85ccDQQBEAABEAABEAABEAABEACBfgRSXUkNw+h3FBEgAAIgAAIgAAIgAAIgAAIgAAJjm0BaV9Kx3VS0DgRAAARAAARAAARAAARAAARAIBsBGVaY7ErKKhFjDLNRQhwIgAAIgAAIgAAIgAAIgAAIjG0CKWE4ttuJ1oEACIAACIAACIAACIAACIAACGQjwLNTQBhmA4M4EAABEAABEAABEAABEAABEKgUAmldSdlFqVYpDUc7QQAEQAAEQAAEQAAEQAAEQAAEkgRSFkM2H0IYJrlgAwRAAARAAARAAARAAARAAAQqg0CaxbAymoxWggAIgAAIgAAIgAAIgAAIgAAIuAmkjTF0eyh1J8I2CIAACIAACIAACIAACIAACIDAmCZgeZ3mSVdSFofOLtYgAAIgAAIgAAIgAAIgAAIgAAJDJJA5Qs+9n2tbish1zB0/3HRynmEYxH5lKB6Pq23ON8bRcdaAMd7uTApDWAwFFwIIgAAIgAAIgAAIgAAIgIBDwC1Kcm1L2nwfc+eXmb8Ys0TciMgRscP7JqeP8TrOaUXoxHmO9rR9Pi7HlBCSbU6jtiW97HNeyXPk/ER6dU4iP7XN6Qw+pvJOpIlxWZJfhBexshm8MmQti6SRfQmy7/F45LiKc9LIWvJw78t2NBqV9HG/329EIpFkvj6fL3m+5C1LfX19XPJ+7rnnjG984xtS7pAtfklhyIUnJ7vnbQQQAAEQAAEQAAEQAAEQGDME+EU5rS3uffe2JHLv59oeKN1Ax9z5STrRC47AkW0+Li/9sogVR8SCexExIwLDsfSoY4l0brEi8bKvRIzkIXk6efNa5S1xcsyJl3NEoHA9orzNh61MwSICypQ0HPqJHIl3jvP5jhBSIkZEjtfrjcdiMdMtbCQjKUeWUCgU7+rqMmtra6Ve6vyzzjpL1ghDIPDNb35zCKlTSZPCkC8khGGKC7ZAAARAAARAAARAoGQJ8It8sm7ubYl077u3h3tssHnwi70SOY7QEYHAZbpFhxIrnJ8SKXKMz3FbZmRfCRZJw6c7x5ICSdI753AaJYScfXd+iTgRT46QSlpbOE5ZcbieKk7EjMTJ4myzeEnbl2OcpyF1YlGjjsm2xDnnithxtjs7O41gMChtkGKU5eeiiy6S9gzZisN5IoBAUQgkhSGX5ilKiSgEBEAABEAABEAABBIE+EU5jYV7370tidz77u1CHON3+WxWHBEBylLDaxEBycUtThJp+qXlOifFTmI7KYIkL8nDnY9sO3lxeiVyeM1aQ3VlE6GihAivldDhtMk42RaRI8fEsuMIHokXQcOWG0PEj3RTk7jEuYaIm3A4rESQI3TEitPW1mZMnDjR6OvrU+lhxWFiQwwXX3zxEM9AchAoLgEIw+LyRmkgAAIgAAJjmAC/tKe1zr2fa1tOKOQxFgZpXdVYFFhcnupixkU7IkeJGI5XwoTj5eVfLSI+JN7ZT6yVFSaRjzou6eSYk4f7PGfbScMixbH0KIsSn5cUMWJdSZSnxIojaORcXhwBI2Up8eIIG2ftdFdzjnN26jw5VxYROSx8pKucsuLwy7q0BQEEQAAEKp5AUhjyg8LLP74VDwQAQAAEQAAEbAL8cp5E4d6WSPe+e7vQx/hdPmnF4eeWDIARoZApWva6z+clBYycz21I7jvHJN7ZlrU7nYgNOUdEC9dDrD5mIm3SYiPHOS65z+cnt+U8OSbBET7OWgSOWHLkuIzHkbLk3MT5BjshkCE5Tt5JhwPd3d1xWHGYEgIIgAAIgMCwCCSFIT/AktvDygkngQAIgECJEuDft7Sauffd25LIve/ezvcxfunPtOJIEdmsN0nhw+cocZIQFUmhIvFcVyViOI+0bREXnF5ZhxLni2MB1ZVMznHOk2MJYSJpxbubW4woESJxLIKS1pxEfklLj3vf3XXNseTwuSofrqPqriaCh89R43A4b+nWlixzzZo1cR48L9YkBBAAARAAARAAgSIQSIpBfignt4tQLooAARAYJgH+W02e6d6WyIH2C3lMLDf8kp8UOiIsuDrykq+6myW2lZAR8cB1SQoSOSb7LsGh0km8k9ZJI/uy8L4SOxLvnCd5OMddwkmJGEkj50gaOcZ1TYobZz8hipRgSuSfLMvZd4/HEVEj42+4TMlOrQOBQFwcDkiQ7mrt7e1qXA4LHKkzAgiAAAiAAAiAAAiULIGkGOSXG1/J1hIVG5ME+CU9rV3uffe2JBpof7jHMvOVfPjvIClu+N1ebXN8UqjwOc520oojcSJIEukkPimGnHg5Jtt8TJ3nxDvrRB6O5SUpmuS4W+Q457vFkIgQp+zMtJxO5rRRosUp351GjrnH43BWSuxIOdJVTcQNpze2b99uNDY2qvqjqxrTQQABEAABEAABEACBMUYgKQy5XRCGI7i4/GKedrZ7370tidz77u3MY5n7Q03LoiBN5LAwyHQbnSZSOH/14p8QEI4ASrPmyLFEuqR4kX23UOF6J0WQk945JyNd2ngbETgiWiSt0w0tURcV78TJ2hE7jvDhMuV0VX855myLRUe6p3E+yoIj6Xp6euItLS3xo48+WgQV3EbLjYYAAiAAAiAAAiAAAiBQ0QSSwpBfnAP8kpwmWoSMxLmDe9+9Xci0kje/6CuHA47Y4bKTVhDZ5iTOoqwnCUGhhIJsSxpZHGHiSq/ipQhJlzhPCSbnHCfOyUfOTZQp3c4ca00yb7dFRoSL7Dv5yzozzjku8XJchI2z7XY8IGpJuqo5Qqe+vj4ubqPvvPNOQxY+FwEEQAAEQAAEQAAEQAAEQAAEhkwgKQz5zEd56eUlKXAcQeQIHRFDYq1x9jmt2nZEjDte4hzLjYgbSeu24khGEidd1UTobN682aiuro5j8k+mggACIAACIAACIAACIAACIAACRSTw/wEBb7Rl9xpmJQAAAABJRU5ErkJggg==" } }, "cell_type": "markdown", "id": "descending-courage", "metadata": {}, "source": [ "# Assignment Jan 2021. Wells along a river in a closed valley" ] }, { "cell_type": "markdown", "id": "7e4f3998", "metadata": {}, "source": [ "\n", ":author: prof. dr.ir. T.N. Olsthoorn Jan 30, 2021\n", "\n", "## Problem statement\n", "\n", "A groundwater extraction station with three wells is to be realized in a very long, 5 km wide, almost straight valley. The valley is bounded by bedrock while the sediments below the water table can be considered a 50 m thick, layer of sand on top of pratically impervious material. As shown in the cross section of Figure 1, a river, that may be considered fully penetrating and in direct contact with the aquifer, flows along one of the valley walls. The water table is 5 m below ground surface at the center line of the valley, where the wells are to be installed. As is shown on the map in Figure 2, the three wells will be placed 500 m apart along the center line of the valley. Each well will pump 2400 m3/d.\n", "\n", "![afbeelding1](../pictures/AssJan2021_1.png)\n", "\n", "*Figure 1 Cross section through the valley*\n", "\n", "One pumping well and three observation wells were installed first, and a pumping test was done on it to determine the aquifer properties, i.e. its transmissivity kD and its storage coefficient, i.e. its specific yield Sy. The pumping lasted for 1 montsh (30 days) at a rate of 600 m3/d. During this time, the heads in the well and in the piezometers were monitored from which the drawdown relative to the initial situation was determined. These darwdowns are provided in a table in a accompanying spreadsheet. The header of the table shows at which distance from this well the observation wells were placed. These observation wells (also called piezometers) are not shown on the cross section and the map because they are too close to the well to be shown on this scale.\n", "\n", "![afbeelding-2.png](../pictures/AssJan2021_2.png)\n", "*Figure 2: Map of the valley with the final three well in place. The observation wells used in the pumping test are not shown as they are too close to the well for the scale of this map.*\n", "\n", "Each student obtains a spreadsheet with unique the pumping-test data. You find the spreadsheet with your name in the folder on BBB named “Assignment”. \n" ] }, { "cell_type": "markdown", "id": "bridal-actress", "metadata": {}, "source": [ "## Assignment questions\n", "\n", "1. With the drawdown data given in the accompanying spreadsheet, determine the aquifer properties kD and Sy.\n", "1. How far out into the aquifer does the drawdown during the pumping test reach?\n", "1. Is there during the pumping test an influence from the river and or the valley wall on the drawdowns?\n", "1. What will be the development of the drawdown in the final 3 wells assuming they are fully penetrating and are not clogged?\n", "1. Show the development of the drawdown along a line perpendicular to the valley axis through the center well.\n", "1. Show the development of the drawdown along the valley axes through the 3 wells. \n", "1. Show the development of the inflow from the river into the aquifer due to the three wells.\n", "1. Show the drawdown in a map after it has become steady srate.\n", "1. What is the required depth of the pumps, given that the wells have an extra drawdown due to partial penetration and clogging which doubles the drawdown relative to the case of unclogged fully penetrating well and given that the top of the pump has to be at least 1.5 m below the water table in the well.\n", "\n", "Tip: Set the computation up for a single arbitrary point first not worrying about superposition the results for many points (like along a line or in a map) and not worrying about superposition across the river and the valley wall. This can all be included step by step.\n" ] }, { "cell_type": "markdown", "id": "personal-skirt", "metadata": {}, "source": [ "## Import the modules that we will need" ] }, { "cell_type": "code", "execution_count": 1, "id": "humanitarian-reverse", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import pandas as pd # To deal with tables\n", "from scipy.special import exp1 as W # Theis well function\n", "\n", "# A function for plotting with less typing\n", "def newfig(title='?', xlabel='?', ylabel='?', xlim=None, ylim=None, xscale=None, yscale=None, figsize=(12,8)):\n", " fig, ax = plt.subplots()\n", " ax.set_title(title)\n", " ax.set_xlabel(xlabel)\n", " ax.set_ylabel(ylabel)\n", " if xlim: ax.set_xlim(xlim)\n", " if ylim: ax.set_ylim(ylim)\n", " if xscale: ax.set_xscale(xscale)\n", " if yscale: ax.set_yscale(yscale)\n", " ax.grid()\n", " fig.set_size_inches(figsize)\n", " return ax\n", "\n", "\n", "def set_fig_size(w=12, h=8):\n", " \"\"\"Set the size of the current figure to width w and height h in inches.\"\"\"\n", " fig = plt.gcf()\n", " fig.set_size_inches(w, h)\n", "\n", "def revert_yaxis():\n", " ax = plt.gca()\n", " ax.set_ylim(ax.get_ylim()[::-1])\n" ] }, { "cell_type": "markdown", "id": "laughing-attraction", "metadata": {}, "source": [ "## Get and show our data (pumping test data)" ] }, { "cell_type": "code", "execution_count": 2, "id": "excellent-anniversary", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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r=0 mr=11 mr=27 mr=38 m
days
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19.7800540.4831810.2402850.1919460.163338
21.9508280.4892920.2409280.1851930.162964
24.3598360.4939020.2469100.1954760.173337
27.0332220.4945570.2500240.1904330.180606
30.0000000.5006280.2600270.2002760.181225
\n", "

100 rows × 4 columns

\n", "
" ], "text/plain": [ " r=0 m r=11 m r=27 m r=38 m\n", "days \n", "0.001000 0.168736 -0.000487 0.000345 0.000009\n", "0.001110 0.172052 -0.000463 0.000345 0.000004\n", "0.001232 0.175369 -0.000424 0.000344 -0.000002\n", "0.001367 0.178689 -0.000365 0.000343 -0.000009\n", "0.001517 0.182010 -0.000278 0.000342 -0.000016\n", "... ... ... ... ...\n", "19.780054 0.483181 0.240285 0.191946 0.163338\n", "21.950828 0.489292 0.240928 0.185193 0.162964\n", "24.359836 0.493902 0.246910 0.195476 0.173337\n", "27.033222 0.494557 0.250024 0.190433 0.180606\n", "30.000000 0.500628 0.260027 0.200276 0.181225\n", "\n", "[100 rows x 4 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "file = 'AssJan2021ptest.xlsx'\n", "pdata = pd.read_excel(file, index_col='days')\n", "pdata" ] }, { "cell_type": "code", "execution_count": 3, "id": "weekly-partner", "metadata": {}, "outputs": [], "source": [ "r_pz = [0.25, 11, 27, 38]\n", "times = np.asarray(pdata.index)" ] }, { "cell_type": "markdown", "id": "94416499", "metadata": {}, "source": [ "Plot the data in three different ways (linear scales, half-log scale and double-log scales). This is what you would normally do to inspect the data." ] }, { "cell_type": "code", "execution_count": 4, "id": "answering-sigma", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax1 = newfig(\"Pumping-test drawdown data\", \"days\", \"drawdown [m]\", xscale='linear')\n", "ax2 = newfig(\"Pumping-test drawdown data\", \"days\", \"drawdown [m]\", xscale='log')\n", "ax3 = newfig(\"Pumping-test drawdown data\", \"days\", \"drawdown [m]\", xscale='log', yscale='log')\n", "\n", "for ax in [ax1, ax2, ax3]:\n", " for col in pdata.columns:\n", " ax.plot(times, pdata[col], '.', label=col)\n", " ax.legend()" ] }, { "cell_type": "markdown", "id": "cheap-sweden", "metadata": {}, "source": [ "## Plot of drawdown versus $t/r^2$ instead of versus $t$" ] }, { "cell_type": "markdown", "id": "4535b660", "metadata": {}, "source": [ "Plot the data again, but now not versus real time but versus $t/r^2$, where $r$ is the distance from the center of the pumping well to the piezometer (observation well).\n", "\n", "According to the theory, the drawdown data of all piezometers should fall on the same line.\n", "\n", "We invert the linear y-axes in to show the head is actually going down." ] }, { "cell_type": "code", "execution_count": 5, "id": "surprised-bride", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax1 = newfig(\"Pumping-test drawdown data\", r\"$t/r^2$\", \"drawdown [m]\", xscale='linear')\n", "ax2 = newfig(\"Pumping-test drawdown data\", r\"$t/r^2$\", \"drawdown [m]\", xscale='log')\n", "ax3 = newfig(\"Pumping-test drawdown data\", r\"$t/r^2$\", \"drawdown [m]\", xscale='log', yscale='log')\n", "\n", "ax1.invert_yaxis()\n", "ax2.invert_yaxis()\n", "\n", "for ax in [ax1, ax2, ax3]:\n", " for col, r in zip(pdata.columns, r_pz):\n", " ax.plot(times / r ** 2, pdata[col], '.', label=col)\n", " ax.legend()" ] }, { "cell_type": "markdown", "id": "permanent-delay", "metadata": {}, "source": [ "## Our data on versus $\\log(t)$\n", "\n", "To compute the transmissivity, we only need the drawdown per log cycle from any one observation well. The only condition is that the drawdown per logcycle is taken along the part of the curve where it has become strictly a straight line on the graph with $\\log(t)$ as *x*-axis.\n", "We can just plot a straigh line along one of the measured rawdown lines and adapt the parameters until the straight line fits the straight part of the measured drawdown." ] }, { "cell_type": "code", "execution_count": 6, "id": "focal-application", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = newfig(\"Our data\", \"time [d]\", \"drawdown [m]\", xscale='log', ylim=(0.6, -0.05))\n", "\n", "# The straight line's parameters\n", "y0 = 0.15\n", "a = 0.07 # drawdown per log cycle\n", "y = y0 + a * np.log10(times)\n", "\n", "# The intersection point where the straight line intersects zero drawdown.\n", "s0 = 0 # m\n", "ts = 7e-3 # d\n", "\n", "for col in pdata.columns:\n", " plt.plot(times, pdata[col], '.', label=col)\n", " \n", "ax.plot(times, y, lw=2, color='orange', label='linear approzimation')\n", "ax.plot(ts, s0, 'o', ms=10, color='purple', label='intersection with as=0')\n", "ax.legend()" ] }, { "cell_type": "markdown", "id": "e8fd6003", "metadata": {}, "source": [ "Then, from the dawdowon per log-cycle (a = 0.07 m, see yellow line in figure) we have:" ] }, { "cell_type": "markdown", "id": "alive-evaluation", "metadata": {}, "source": [ "$$s_{10t} - s_t = \\frac{Q}{4 \\pi kD} \\log(10) \\rightarrow\n", "kD = \\frac{2.3 Q}{4 \\pi \\left(s_{10t} - s_t\\right)} \\log(10) \n", "\\approx \\frac{2.3 \\, Q}{4 \\pi \\left(s_{10t} - s_t\\right)} $$" ] }, { "cell_type": "markdown", "id": "63730d1b", "metadata": {}, "source": [ "And then from the time when the straight line intersects $s = 0$, we get the storage coefficient:" ] }, { "cell_type": "markdown", "id": "f6c2d564", "metadata": {}, "source": [ "$$s \\approx \\frac{Q}{4 \\pi kD} \\ln\\left(\\frac{2.25 kD t}{r^2 S}\\right) \\rightarrow \\frac{2.25 kD t}{r^2 S} = 1 \\rightarrow S = \\frac{2.25 kD t_{s=0}}{r^2} $$" ] }, { "cell_type": "code", "execution_count": 7, "id": "sublime-shadow", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "kD = 1569, S=0.2\n" ] } ], "source": [ "Q = 600 # m3/d\n", "kD = 2.3 * Q / (4 * np.pi * a)\n", "S = 2.25 * kD * ts / 11 ** 2\n", "\n", "print(f'kD = {kD:.4g}, S={S:.2g}')" ] }, { "cell_type": "markdown", "id": "outer-conditions", "metadata": {}, "source": [ "## Define the three wells and compute the dd at one point as a function of time" ] }, { "cell_type": "code", "execution_count": 8, "id": "sudden-light", "metadata": {}, "outputs": [], "source": [ "# Dictionary of wells\n", "\n", "wells = {1 : {'x': 0, 'y': -500, 'Q': 2400},\n", " 2 : {'x': 0, 'y': 0, 'Q': 2400},\n", " 3 : {'x': 0, 'y': +500, 'Q': 2400}}" ] }, { "cell_type": "markdown", "id": "b007d315", "metadata": {}, "source": [ "If we neglect the presence of the river and the impervious mountain for now, we can compute the drawdown according to Theis at an abitrary locaton for each and all of the wells; the latter by superposition." ] }, { "cell_type": "code", "execution_count": 9, "id": "global-rebate", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "x, y = 200., -350. # arbitrary point\n", "\n", "ax = newfig(f\"Drawdown at x = {x:.0f} and y = {y:.0f}\", \"time [d]\", 'drawdown [m]')\n", "\n", "s_total = np.zeros_like(times)\n", "\n", "for k in wells:\n", " well = wells[k]\n", " r = np.sqrt((x - well['x']) ** 2 + (y - well['y']) ** 2)\n", " u = r ** 2 * S / (4 * kD * times)\n", " s = well['Q'] / (4 * np.pi * kD) * W(u) # W is the exponential integral see imports.\n", " ax.plot(times, s, label=f'well[{k:}]')\n", " \n", " #s_total = s_total + s\n", " s_total += s\n", "\n", "plt.plot(times, s_total, lw=3, label='dd due to all wells')\n", " \n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "annual-girlfriend", "metadata": {}, "source": [ "## Drawdown along a lines parallel to the axis of the valley (y-axis) for different times\n", "\n", "Again for now, neglect the river and the impervious wall for this demonstration." ] }, { "cell_type": "code", "execution_count": 10, "id": "antique-reggae", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "show_times = np.array([1/3, 1, 2, 3, 5]) * 365\n", "\n", "x = -25 # line not exactly through the wells.\n", "\n", "Y = np.linspace(-2500, 2500, 501)\n", "X = np.zeros_like(Y) + x\n", "\n", "ax = newfig(f\"Drawdown at many point for some times at x = {x:.1f}\", \"x [m]\", 'drawdown [m]', ylim=(3, 0))\n", "\n", "for t in show_times:\n", " s_total = np.zeros_like(X)\n", " \n", " for key in wells:\n", " well = wells[key]\n", " r = np.sqrt((X - well['x']) ** 2 + (Y - well['y']) ** 2)\n", " u = r ** 2 * S / (4 * kD * t)\n", " s = well['Q'] / (4 * np.pi * kD) * W(u)\n", "\n", " #s_total = s_total + s # superpositioin\n", " s_total += s\n", "\n", " ax.plot(Y, s_total, lw=3, label='Total drawdown, t = {:.0f} d'.format(t))\n", " \n", "ax.legend()\n", "plt.show()" ] }, { "attachments": { "afbeelding.png": { "image/png": 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" } }, "cell_type": "markdown", "id": "polyphonic-kruger", "metadata": {}, "source": [ "## To compute the drawdown we need to mirror the well in the center of the valley with respect to be the river on the left and the closed side at the right\n", "\n", "\n", "### Continue with just one well, at the center of the three of which the extraction is the sum. This is ok, because the datails of the three invidual wells don't matter at larger distances. (The valley is 5 km wide, and the distance between the wells was only 500 m).\n", "\n", "![afbeelding.png](../pictures/AssJan2021_2.png)" ] }, { "cell_type": "code", "execution_count": 11, "id": "norwegian-couple", "metadata": {}, "outputs": [], "source": [ "# The data\n", "Q = 0\n", "for k in wells:\n", " Q += wells[k]['Q'] # m3/d, production dischage. Is the combined extractioin of the three wells.\n", "kD = 1570 # m2/d, from the pumping test\n", "S = 0.2 # [-], from the pumping test.\n", "L = 5000 # m, valley width\n", "y = 10 # m, location of line parallel to x-axis. We can change this later.\n", "\n", "X = np.linspace(-L/2, L/2, 501) # m, Sufficient number of points along x-axis\n", "Y = np.zeros_like(X) + y # y, y-coordinates for the line parallel to the x-axis,\n", "\n", "show_times = np.array([1/3, 1, 2, 3, 4, 5]) * 365 # in days, the times for which we want the drawdown or head." ] }, { "cell_type": "markdown", "id": "b6b4b413", "metadata": {}, "source": [ "To comopute the drawdowns, we must use mirror well, in fact an infinite number of them.\n", "In practice, set n to a number, for example 20, and later on check that increasing this number does not change the outcome.\n", "# We place mirror wells in na loop, and add their results together.\n", "\n", "First inspect the required superposition scheme\n", "\n", "![Superposition scheme](../pictures/AssJan2021_3.png)\n" ] }, { "cell_type": "code", "execution_count": 12, "id": "e60d7fc4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = newfig(f\"Drawdown across the vally at y = {y:.0f}\", \"x [m]\", \"drawdown [m]\", ylim=(5, -0.5))\n", "\n", "for t in show_times:\n", " xw = 0\n", " r2 = (xw - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " s_total = Q / (4 * np.pi * kD) * W(u) # This is the well in the center\n", " \n", " # Add to this 4 times 20 mirror wells:\n", " for n in range(1, 20): # in total 20 mirror wells\n", " # Blue wells (west) in the scheme\n", " xwn = -(2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " s_total += s\n", "\n", " # Black wells (west) of the scheme\n", " xwn = -2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " s_total += s\n", "\n", " # Black wells (east) of the scheme\n", " xwn = (2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** (n - 1) * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " s_total += s\n", "\n", " # Blue well (east) of the scheme\n", " xwn = 2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " s_total += s\n", " #print(s_total)\n", " ax.plot(X, s_total, label=f\"s_total for t = {t:.0f} d\")\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "39c02dbf", "metadata": {}, "source": [ "## These results show the correct behavior:\n", "\n", "1. Zero drawdown at the river.\n", "2. Zero flux at the impervious valley wall." ] }, { "cell_type": "markdown", "id": "protected-strip", "metadata": {}, "source": [ "## What is the influx from the river into the aquifer?\n", "\n", "We start with the total discharge caused by a well across a circle with radius r around this well.\n", " \n", " $$ Q_r = Q_o e^{-u} $$\n", " \n", " The specific discharge $q_r$, therefore, is\n", " \n", " $$ q_r = \\frac{Q_o e^{-u}}{2 \\pi r} $$\n", " \n", " and the component in $x$-direction, therefore, equals\n", " \n", " $$ q_x = \\frac{Q_o e^{-u}}{2 \\pi} \\frac{x}{r^2}$$\n", " \n", " We can verify the total flow at least for the steady sate case, by integrating this component along the $y$-axes at an $x$ for that case that $ \\exp(-u) = 1 $\n", " \n", " $$ Q_x = \\frac{Q_o}{2 \\pi} \\intop_{-\\infty}^{\\infty} \\frac {x}{x^2 + y^2} dy$$\n", " \n", " $$ Q_x = \\frac{Q_0}{2 \\pi} \\left. \\arctan \\frac y x \\right|_{y = -\\infty}^{y = +\\infty}$$\n", " \n", " $$ Q_x = \\frac {Q_o} 2 $$\n", " \n", "Wihch is correct fro a steady-stage situation, but not for the transient case. The transient inflow will be local at first, but spreads to the north and south along the river as time increases.\n", "\n", "We can use the analytical inflow just derived to estimate how long a strech along the river we should consider to at least have 90% of the water infiltrating in the steady state." ] }, { "cell_type": "markdown", "id": "smooth-bahrain", "metadata": {}, "source": [ "## Implement the flow across the midline between a well and its opposite mirror to simulate a river or canal.\n", "\n", "Sw we have two wells, defined below in a dictionary `wells`." ] }, { "cell_type": "code", "execution_count": 13, "id": "statewide-transcript", "metadata": {}, "outputs": [ { "data": { "image/png": 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z5szhxhtv5Gtf+1rCuqeffpp//OMfrFixol3vekeva+fOnWzfvr3b5z4VEtKFEEIIIZJMYWEh8+bNo6CggLlz58bLLyorK1mwYAHPPPMMI0eOZP78+dx5552dHmf+/PlcfvnlFBcXk5OTwyOPPEJxcTHjx4+nsLCQa665Jr5dfn4+119/PZdddhnhcJj8/Hzuu+++dj3OJ3PbbbcRiUQYN24c8+bNY/ny5Vit1i73ycjI4MILL2Ts2LGf+cLRzZs3k5uby4svvsh3v/tdxozRfwn505/+xLp161i+fDkFBQUUFBTEa+BvueUWTpw4wdSpUykoKODBBx9sd9xbb72VhoYG8vPz+cUvfsEFF1zwmdp5Mqq7P318UUycOFE7k2NedmXt2rUUFRX1yrlF8pHPg2gmnwXRmnwezo5du3YxevTo3m5G3MKFC3G5XNx9990Jy71eL263u5daJXqio8+UUmqrpmkTO9peatKTxC+v+yYmg03+4RVCCCGEEBLSk4VGFPlRQwghhBAdWbhwYZfr58yZQ0lJScKyxYsXc+mll57BVokzSUK6EEIIIcQ5rnm4RPH5IReOCiGEEEIIkWQkpAshhBBCCJFkJKQLIYQQQgiRZCSkCyGEEEIIkWQkpAshhBBCfE796le/oqmp6aTbPfzww9063uDBg6msrGy3/MUXX2T06NEUFxf3uI0AtbW1PPHEE6e0b1u/+c1vGDduHAUFBVx00UV88skn8XWHDx9m1qxZjB49mvPOO4+DBw8CcNNNNzFkyJB2NznqSlFREWfy3joS0pOKjMEohBBCiNPndIf0zjzzzDM88cQTrFmzplvbh8PhhOenM6R/85vfZMeOHWzbto177rmHH/7wh/F1N954Iz/+8Y/ZtWsX77//PtnZ2fF1jz76KNu2bWPbtm0UFBSclrZ8FjIEY9JQvd0AIYQQQnTkbwvg+I7Te8y+4+DyRV1u8tBDD/H8888zYMAAsrKymDBhAnfddRdTp07l0UcfpaioiIULF2Kz2XjooYfa7b9s2TKOHj1KcXExmZmZrFmzhhUrVvDwww+jaRpXXnklixcvZsGCBfh8PgoKChgzZgwvvPACs2fPprS0FL/fz5133sn8+fM7beeDDz7Ihg0bKCkp4eqrr+ZnP/sZt956K1u2bMFkMrF06VKKi4tZvnw5b775Jn6/n8bGRlavXh0/xoIFC9i/fz8FBQXMnDmTRx999JTf2pSUlPh8Y2MjSukZ65NPPiEcDjNz5kwAXC5Xj47r8/m4+eab+eSTTxg9ejQ+n++U29gdEtKFEEIIIZLM1q1bWblyJR9++CHhcJjCwkImTJiAyWRi+fLlXHvttSxbtoxVq1axefPmDo9xxx13sHTpUtasWUNmZiZHjx7l3nvvZevWrXg8HmbNmsWrr77KokWLePzxxxNKPJ599lnS09Px+XxMmjSJuXPnkpGR0eF57r//flavXs2SJUuYOHEijz32GAA7duxg9+7dzJo1i7179wKwceNGtm/fTnp6esIxFi1axM6dOzstM5k2bRper7fd8iVLljBjxox2y//nf/6HpUuXEgwG418G9u7dS1paGl/96lcpKSlhxowZLFq0CKPRCMBPfvITHnzwQS655BIWLVqE1WpNOOaTTz6Jw+Fg+/btbN++ncLCwg7berpISBdCCCGE6MpJerzPhPXr1zNnzhwcDgcAV199dXzdmDFjuOGGG7jqqqtYtWoVFoulW8fcvHkzRUVFZGVlAXD99dezbt06Zs+e3W7bZcuWxW+QVFpayr59+zoN6W1t2LCB22+/HYBRo0YxaNCgeEifOXNmu4DeHevXr+/R9t/73vf43ve+xx/+8Ad+/vOf89xzzxEOh1m/fj0ffvghAwcOZN68eSxfvpzvfOc7PPLII/Tt25dgMMj8+fNZvHgx999/f8Ix161bxx133AFAfn4++fn5PX4dPSE16UIIIYQQSai5TKMjO3bsIC0tjfLy8m4fT9O6d+3b2rVrWbVqFRs3buSjjz7i/PPPx+/3n5bzOJ3Obh+ntWnTpsUv6mw9rVq1qsv9rrvuOl599VUAcnNzOf/88xk6dCgmk4nZs2fzwQcfAJCTk4NSCqvVys0338z777/f4fG6+pucbhLShRBCCCGSzPTp03nllVfw+Xx4vV5ef/31+LqXX36Zqqoq1q1bxz333ENtbW2nx3G73fEykcmTJ/POO+9QWVlJJBJhxYoVXHzxxQCYzWZCoRAAdXV1eDweHA4Hu3fvZtOmTT1u+wsvvADoJSaHDx8mLy+vy31at7Mj69evj1/U2XrqqNRl37598fk333yTESNGADBp0iRqamqoqKgAYPXq1Zx33nkAHDt2DNC/YLz66quMHTu2y9e1c+dOtm/f3uVr+qyk3EUIIYQQIskUFhYyb948CgoKGDRoENOmTQOgsrKSBQsW8PbbbzNgwADmz5/PnXfeyXPPPdfhcebPn8/ll19OTk4Oa9as4ZFHHqG4uBhN07jiiiu45ppr4tvl5+dTWFjIs88+y29+8xvy8/PJy8tjypQpPWr7bbfdxi233MK4cePiNfRt67vbysjI4MILL2Ts2LFcfvnln+nC0ccff5xVq1ZhNpvxeDzx98ZoNLJkyRIuueQSNE1jwoQJ/Pu//zugl/5UVFSgaRoFBQX85je/aXfcW2+9lZtvvpn8/HwKCgq44IILTrmN3aG6+9PHF8XEiRO1MznmZWeWXvcNTMrGHSt+d9bPLZLT2rVrKSoq6u1miCQgnwXRmnwezo5du3YxevTo3m5G3MKFC3G5XNx9990Jy71eL263u5daJXqio8+UUmqrpmkTO9peyl2EEEIIIYRIMlLuIoQQQgiR5BYuXNjl+jlz5lBSUpKwbPHixVx66aVnsFXiTJKQniTkVkZCCCGEOFXNwyWKzw8pdxFCCCGEECLJSEgXQgghhBAiyUhIF0IIIYQQIslISBdCCCGEECLJSEgXQgghhPic+tWvfkVTU9NJt3v44Ye7dbzBgwdTWVnZbvmLL77I6NGjKS4u7nEbAWpra3niiSdOad+2fvCDH1BQUEBBQQEjR44kLS0NgEOHDjFhwgQKCgoYM2ZMwg2LSkpKmDx5MiNGjGDevHkEg8GTnqeoqIgzeW8dCelCCCGEEJ9Tpzukd+aZZ57hiSeeYM2aNd3aPhwOJzw/nSH9l7/8Jdu2bWPbtm3cfvvtfPWrXwUgJyeHf/3rX2zbto333nuPRYsWcfToUQDuvfdefvCDH7Bv3z48Hg/PPPPMaWnLZyFDMAohhBBCdGHx+4vZXb37tB5zVPoo7r3g3i63eeihh3j++ecZMGAAWVlZTJgwgbvuuoupU6fy6KOPUlRUxMKFC7HZbDz00EPt9l+2bBlHjx6luLiYzMxM1qxZw4oVK3j44YfRNI0rr7ySxYsXs2DBAnw+X7yH+YUXXmD27NmUlpbi9/u58847mT9/fqftfPDBB9mwYQMlJSVcffXV/OxnP+PWW29ly5YtmEwmli5dSnFxMcuXL+fNN9/E7/fT2NjI6tWr48dYsGAB+/fvp6CggJkzZ/Loo4+e+pvbyooVK/jpT38KgMViiS8PBAJEo1EANE1j9erV/OEPfwDgW9/6FgsXLuTWW29NOJbP5+Pmm2/mk08+YfTo0fh8vtPSxs5ISBdCCCGESDJbt25l5cqVfPjhh4TDYQoLC5kwYQImk4nly5dz7bXXsmzZMlatWsXmzZs7PMYdd9zB0qVLWbNmDZmZmRw9epR7772XrVu34vF4mDVrFq+++iqLFi3i8ccfZ9u2bfF9n332WdLT0/H5fEyaNIm5c+eSkZHR4Xnuv/9+Vq9ezZIlS5g4cSKPPfYYADt27GD37t3MmjWLvXv3ArBx40a2b99Oenp6wjEWLVrEzp07E9rQ2rRp0/B6ve2WL1myhBkzZnS4z6FDhygpKeHLX/5yfFlpaSlXXnkln376KY8++ij9+vWjsrKStLQ0TCY9Fufm5nLkyJF2x3vyySdxOBxs376d7du3U1hY2OF5TxcJ6UIIIYQQXThZj/eZsH79eubMmYPD4QDg6quvjq8bM2YMN9xwA1dddRWrVq1K6CHuyubNmykqKiIrKwuA66+/nnXr1jF79ux22y5btix+g6TS0lL27dvXaUhva8OGDdx+++0AjBo1ikGDBsVD+syZM9sF9O5Yv359j/dZuXIl1157LUajMb5swIABbN++naNHjzJ79myuvfZaDIb21d9Ktb/N5Lp167jjjjsAyM/PJz8/v8dt6gkJ6UIIIYQQSaijoNhsx44dpKWlUV5e3u3jaZrWre3Wrl3LqlWr2LhxIw6Hg6KiIvx+/2k5j9Pp7PZxWjuVnvSVK1fyP//zPx2u69evH2PGjGH9+vXMnTuX2tpawuEwJpOJsrIy+vXr1+F+Xf1NTje5cFQIIYQQIslMnz6dV155BZ/Ph9fr5fXXX4+ve/nll6mqqmLdunXcc8891NbWdnoct9sdD7eTJ0/mnXfeobKykkgkwooVK7j44osBMJvNhEIhAOrq6vB4PDgcDnbv3s2mTZt63PYXXngBgL1793L48GHy8vK63Kd1Ozuyfv36+MWgrafOAvqePXuoqalh6tSp8WVlZWXxOvKamhreffdd8vLyUEpRXFzMSy+9BMBzzz3HNddc0+Xr2rlzJ9u3b+/yNX1WEtKFEEIIIZJMYWEh8+bNo6CggLlz5zJt2jQAKisrWbBgAc888wwjR45k/vz53HnnnZ0eZ/78+Vx++eUUFxeTk5PDI488QnFxMePHj6ewsDAeRufPn09+fj7XX389l112GeFwmPz8fO677z6mTJnSo7bfdtttRCIRxo0bx7x581i+fDlWq7XLfTIyMrjwwgsZO3YsP/7xj3t0vo6sWLGC6667LqHne9euXUyePJnx48dz8cUXc/fddzNu3DgAFi9ezNKlSxk+fDhVVVV85zvfaXfMW2+9lYaGBvLz8/nFL37BBRdc8Jnb2RXV3Z8+vigmTpyonckxLzvzy+u+gVHZuGPF7876uUVyWrt2LUVFRb3dDJEE5LMgWpPPw9mxa9cuRo8e3dvNiFu4cCEul4u77747YbnX68XtdvdSq0RPdPSZUkpt1TRtYkfbS0+6EEIIIYQQSUYuHBVCCCGESHILFy7scv2cOXMoKSlJWLZ48WIuvfTSM9gqcSZJSBdCCCGEOMc1D5coPj+k3CVpnL0hfYQQQgghRHKTkC6EEEIIIUSS6bWQrpQaoJRao5TapZT6WCl1Z2x5ulLqn0qpfbFHT6t9/kMp9alSao9S6tJWyycopXbE1i1TsfF2lFJWpdQfY8vfU0oNPusvVAghhBBCiB7qzZ70MPAjTdNGA1OA7ymlzgMWAG9rmjYCeDv2nNi664AxwGXAE0qp5vu8PgnMB0bEpstiy78D1GiaNhz4JbD4bLwwIYQQQgghPoteC+maph3TNO2D2LwX2AX0B64Bnott9hwwOzZ/DbBS07SApmklwKfABUqpHCBF07SNmj7o+/Nt9mk+1kvAJUqdxfu5CiGEEEL0ol/96lc0NTWddLuHH364W8cbPHgwlZWV7Za/+OKLjB49muLi4h63EaC2tpYnnnjilPZta926dRQWFmIymeJ3EW323HPPMWLECEaMGMFzzz0XX7569WoKCwsZO3Ys3/rWtwiHw4B+X4LU1FQKCgooKCjgwQcfPOn5ly9fzve///3P/DqSYnSXWBnK+cB7QB9N046BHuSVUtmxzfoDre9LWxZbForNt13evE9p7FhhpVQdkAEkfLqUUvPRe+Lp06cPa9euPV0vrcd689wiuTQ0NMjnQQDyWRCJ5PNwdqSmpnZ5m/pkEYlEumznL3/5S2bPnk1GRkaXx3n44Ye5/fbbT3o+TdNoaGhodwfR3/72tyxZsoTp06d3630Lh8OYTC0xtKysjMcff5wbbrjhpPueTHp6Ov/zP//DsmXL8Pl88fZUV1ezcOFC1q5di1KKiy++mOLiYlJTU7nxxhv5y1/+wogRI/j5z3/Ob3/7W2688UaampqYOnUqL774Yvz4J3t9fr+fYDDYbju/39+j/3Z7PaQrpVzAn4G7NE2r76Kju6MVWhfLu9oncYGmPQU8BfodR3vjTm4f/uYpALmLnIiTuwqKZvJZEK3J5+Hs2LVrV/xOnscffpjArt2n9fjW0aPo+5//2eU2Dz30EM8//zwDBgwgKyuLCRMmcNdddzF16lQeffRRioqK+NGPfoTNZuOhhx5qt/+yZcs4duwYV111FZmZmaxZs4YVK1bw8MMPo2kaV155JYsXL2bBggX4fD6mTZvGmDFjeOGFF5g9ezalpaX4/X7uvPNO5s+fD4BSCpfLlXCX0wcffJBNmzbxwx/+kKuvvpqf/exn3HrrrWzZsgWTycTSpUspLi5m+fLlvPnmm/j9fhobG1m9enX8GD//+c8pKSlh2rRpzJw5k0cfffSU39uxY8cC+hcHu90eb+sbb7zBrFmzGDRoEACzZs3i3XffZcaMGdhsNgoLCwH4yle+wiOPPML3vvc9HA4HJpPppHd1/d3vfscjjzxCTk4OI0eOxGq1ttvHZrNx/vnnd/t19GpIV0qZ0QP6C5qmvRxbfEIplRPrRc8BymPLy4ABrXbPBY7Glud2sLz1PmVKKROQClSfkRcjhBBCCHGabN26lZUrV/Lhhx8SDocpLCxkwoQJmEwmli9fzrXXXsuyZctYtWoVmzdv7vAYd9xxB0uXLmXNmjVkZmZy9OhR7r33XrZu3YrH42HWrFm8+uqrLFq0iMcff5xt27bF93322WdJT0/H5/MxadIk5s6d22lv/P3338/q1atZsmQJEydO5LHHHgNgx44d7N69m1mzZrF3714ANm7cyPbt20lPT084xqJFi9i5c2dCG1qbNm1ahz3YS5YsYcaMGSd7OwE4cuQIAwa0RMnc3FyOHDlCZmYmoVCILVu2MHHiRF566SVKS0vj223cuJHx48fTr18/lixZwpgxYxKOe+zYMR544AG2bt1KamoqxcXFPQrjnem1kB6rDX8G2KVp2tJWq/4CfAtYFHt8rdXyPyillgL90C8QfV/TtIhSyquUmoJeLnMj8N9tjrURuBZYHatbT1JJ3DQhhBDiC+pkPd5nwvr165kzZw4OhwOAq6++Or5uzJgx3HDDDVx11VWsWrUKi8XSrWNu3ryZoqIisrKyALj++utZt24ds2fPbrftsmXL4jdIKi0tZd++fSctmWm2YcOGeOnMqFGjGDRoUDykz5w5s11A747169f3eJ+2OoqASimUUqxcuZIf/OAHBAIBZs2aFS/FKSws5NChQ7hcLv76178ye/Zs9u3bl3CM9957L+F9nTdvXvz1fha92ZN+IXADsEMptS227D/Rw/mflFLfAQ4DXwPQNO1jpdSfgE/QR4b5nqZpkdh+twLLATvwt9gE+peA3yulPkXvQb/uDL8mIYQQQojToquxLnbs2EFaWhrl5eWdbtNWd/sp165dy6pVq9i4cSMOh4OioiL8fv9pOY/T6ez2cVo7HT3pubm5CTXhZWVl8dKxqVOnxr8IvPXWW/GQnZKSEt/+iiuu4LbbbqOyspLMzMyEY5+JcUl6c3SXDZqmKU3T8jVNK4hNf9U0rUrTtEs0TRsRe6xutc9DmqYN0zQtT9O0v7VavkXTtLGxdd9v7i3XNM2vadrXNE0brmnaBZqmHeiN19o9MuiMEEIIIXTTp0/nlVdeiV/4+Prrr8fXvfzyy1RVVbFu3TruueceamtrOz2O2+2Oh9vJkyfzzjvvUFlZSSQSYcWKFVx88cUAmM1mQqEQAHV1dXg8HhwOB7t372bTpk2dHr+ztr/wwgsA7N27l8OHD5OXl9flPq3b2ZH169ezbdu2dlN3AzrApZdeyltvvUVNTQ01NTW89dZbXHqpftud5i87gUCAxYsXc8sttwBw/Pjx+JeO999/n2g02u4XhcmTJ7N27VqqqqoIhUIJF5l+Fr1+4agQQgghhEhUWFjIvHnzKCgoYNCgQUybNg2AyspKFixYwNtvv82AAQOYP38+d955Z8Jwgq3Nnz+fyy+/nJycHNasWcMjjzxCcXExmqZxxRVXcM0118S3y8/Pp7CwkGeffZbf/OY35Ofnk5eXx5QpU3rU9ttuu41bbrmFcePGxWvo244G01ZGRgYXXnghY8eO5fLLL/9MF45u3ryZOXPmUFNTw+uvv84DDzzAxx9/THp6Ovfddx+TJk0C9Fr65tKbRx99lDfeeINoNMqtt97Kl7/8ZQBeeuklnnzySUwmE3a7nZUrV7brNc/JyWHhwoVMnTqVnJwcCgsLiUQifFYqqUu0e8HEiRO1LVu2nPXz/vK6f8OoTNyxYvlZP7dITjKCg2gmnwXRmnwezo5du3YxevTo3m5G3MKFC3G5XNx9990Jy71e70lHHhHJoaPPlFJqq6ZpEzvavjfvOCrakS9MQgghhBBCyl2SikR0IYQQQnRk4cKFXa6fM2cOJSUlCcsWL14cr7kW5x4J6UlDLhwVQgghxKlpHi5RfH5IuYsQQgghhBBJRkJ6UpGCFyGEEEIIISE9aSgpdxFCCCGEEDES0oUQQgghhEgyEtKThvSkCyGEEOL0+tWvfkVTU9NJt3v44Ye7dbzBgwdTWVnZbvmLL77I6NGjKS4u7nEbAWpra3niiSdOad+21q1bR2FhISaTiZdeeqnd+vr6evr378/3v//9+DJN0/jJT37CyJEjGT16NMuWLYsvv+OOOxg+fDj5+fl88MEHJz3/8uXLE459qiSkCyGEEEJ8Tp3ukN6ZZ555hieeeII1a9Z0a/twOJzw/HSG9IEDB7J8+XK++c1vdrj+vvvu4+KLL05Ytnz5ckpLS9m9eze7du3iuuuuA+Bvf/sb+/btY9++fTz11FPceuutp6WN3SFDMCYNBUR7uxFCCCGEaGP9n/ZSWdpwWo+ZOcDFtK+P7HKbhx56iOeff54BAwaQlZXFhAkTuOuuu5g6dSqPPvooRUVFLFy4EJvNxkMPPdRu/2XLlnH06FGKi4vJzMxkzZo1rFixgocffhhN07jyyitZvHgxCxYswOfzUVBQwJgxY3jhhReYPXs2paWl+P1+7rzzTubPn99pOx988EE2bNhASUkJV199NT/72c+49dZb2bJlCyaTiaVLl1JcXMzy5ct588038fv9NDY2snr16vgxFixYwP79+ykoKGDmzJk8+uijp/zeDh48GACDoX1f9NatWzlx4gSXXXYZre8w/+STT/KHP/whvk92djYAr732GjfeeCNKKaZMmUJtbS3Hjh0jJycn4bi/+93veOSRR8jJyWHkyJFYrdZTbn8zCelJRMZ2EUIIIQToYXLlypV8+OGHhMNhCgsLmTBhAiaTieXLl3PttdeybNkyVq1axebNmzs8xh133MHSpUtZs2YNmZmZHD16lHvvvZetW7fi8XiYNWsWr776KosWLeLxxx9n27Zt8X2fffZZ0tPT8fl8TJo0iblz55KRkdHhee6//35Wr17NkiVLmDhxIo899hgAO3bsYPfu3cyaNYu9e/cCsHHjRrZv3056enrCMRYtWsTOnTsT2tDatGnT8Hq97ZYvWbKEGTNmnOztBCAajfKjH/2I3//+97z99tsJ6/bv388f//hHXnnlFbKysli2bBkjRozgyJEjDBgwIL5dbm4uR44cSQjpx44d44EHHmDr1q2kpqZSXFzM+eef3602dUVCuhBCCCFEF07W430mrF+/njlz5uBwOAC4+uqr4+vGjBnDDTfcwFVXXcWqVauwWCzdOubmzZspKioiKysLgOuvv55169Yxe/bsdtsuW7YsfoOk0tJS9u3b12lIb2vDhg3cfvvtAIwaNYpBgwbFQ/rMmTPbBfTuWL9+fY/3aeuJJ57giiuuSAjdzQKBADabjS1btvDyyy/z7W9/m/Xr16Np7btQlUq8jvC9995LeF/nzZsXf72fhYT0pKGQvnQhhBBCNGsbBlvbsWMHaWlplJeXd/t4HQXOjqxdu5ZVq1axceNGHA4HRUVF+P3+03Iep9PZ7eO0djp60jdu3Mj69et54oknaGhoIBgM4nK5WLRoEbm5ucydOxeAOXPmcPPNNwN6z3lpaWn8GGVlZfTr16/dsbv6W50quXA0mUhGF0IIIQQwffp0XnnlFXw+H16vl9dffz2+7uWXX6aqqop169Zxzz33UFtb2+lx3G53PNxOnjyZd955h8rKSiKRCCtWrIhfQGk2mwmFQgDU1dXh8XhwOBzs3r2bTZs29bjtL7zwAgB79+7l8OHD5OXldblP63Z2ZP369Wzbtq3d1N2ADvDCCy9w+PBhDh48yJIlS7jxxhtZtGgRALNnz47XyL/zzjuMHKn/enL11Vfz/PPPo2kamzZtIjU1tV09+uTJk1m7di1VVVWEQiFefPHFbrepKxLSk8UZ+AYmhBBCiHNTYWEh8+bNo6CggLlz5zJt2jQAKisrWbBgAc888wwjR45k/vz53HnnnZ0eZ/78+Vx++eUUFxeTk5PDI488QnFxMePHj6ewsJBrrrkmvl1+fj7XX389l112GeFwmPz8fO677z6mTJnSo7bfdtttRCIRxo0bx7x581i+fPlJL6TMyMjgwgsvZOzYsfz4xz/u0fna2rx5M7m5ubz44ot897vfZcyYMSfdZ8GCBfz5z39m3Lhx/Md//AdPP/00AFdccQVDhw5l+PDh/Pu//3uHI9Dk5OSwcOFCpk6dyowZMygsLPxM7W+muvvTxxfFxIkTtdZX+54tv/7Gt9G0AHetfOGsn1skp7Vr11JUVNTbzRBJQD4LojX5PJwdu3btYvTo0b3djLiFCxficrm4++67E5Z7vV7cbncvtUr0REefKaXUVk3TJna0vfSkJw0DUu8ihBBCCCFALhxNIgpNQroQQgghOrBw4cIu18+ZM4eSkpKEZYsXL+bSSy89g60SZ5KE9CShpCddCCGEEKeoebhE8fkh5S5JQ4ZgFEIIIYQQOgnpSUMB0d5uhBBCCCGESAIS0pOGods3GRBCCCGEEJ9vEtKThJJyFyGEEEIIESMhPWlISBdCCCHE6fWrX/2Kpqamk2738MMPd+t4gwcPprKyst3yF198kdGjR1NcXNzjNgLU1tZ2eKOgU7Fu3ToKCwsxmUy89NJLCevuuecexowZw+jRo7njjjviVQzXX389eXl5jB07lm9/+9vxu6+uXbuW1NRUCgoKKCgo4MEHHzzp+ZcvX873v//9z/w6JKQnCT2iS026EEIIIU6f0x3SO/PMM8/wxBNPsGbNmm5tHw6HE56fzpA+cOBAli9fzje/+c2E5f/6179499132b59Ozt37mTz5s288847gB7Sd+/ezY4dO/D5fPE7jgJMmzaNbdu2sW3bNu6///7T0sbukCEYk4b0pAshhBDJaM3ypyg/dOC0HjN70FCKb5rf5TYPPfQQzz//PAMGDCArK4sJEyZw1113MXXqVB599FGKiopYuHAhNpuNhx56qN3+y5Yt4+jRoxQXF5OZmcmaNWtYsWIFDz/8MJqmceWVV7J48WIWLFiAz+ejoKCAMWPG8MILLzB79mxKS0vx+/3ceeedzJ/feVsffPBBNmzYQElJCVdffTU/+9nPuPXWW9myZQsmk4mlS5dSXFzM8uXLefPNN/H7/TQ2NrJ69er4MRYsWMD+/fspKChg5syZPProo6f83g4ePBgAgyGxL1ophd/vJxgMomkaoVCIPn36AHDFFVfEt7vgggsoKyvr0Tl/97vf8cgjj5CTk8PIkSOxWq2n3P5mEtKThNSkCyGEEKLZ1q1bWblyJR9++CHhcJjCwkImTJiAyWRi+fLlXHvttSxbtoxVq1axefPmDo9xxx13sHTpUtasWUNmZiZHjx7l3nvvZevWrXg8HmbNmsWrr77KokWLePzxx9m2bVt832effZb09HR8Ph+TJk1i7ty5ZGRkdHie+++/n9WrV7NkyRImTpzIY489BsCOHTvYvXs3s2bNYu/evQBs3LiR7du3k56ennCMRYsWsXPnzoQ2tDZt2jS8Xm+75UuWLGHGjBknezsBmDp1KsXFxeTk5KBpGt///vcZPXp0wjahUIjf//73/PrXv44v27hxI+PHj6dfv34sWbKEMWPGJOxz7NgxHnjgAbZu3UpqairFxcWcf/753WpTVySkJwkVG4IxGo1gMBh7uzlCCCGEiDlZj/eZsH79eubMmYPD4QDg6quvjq8bM2YMN9xwA1dddRWrVq3CYrF065ibN2+mqKiIrKwsQC/xWLduHbNnz2637bJly+I3SCotLWXfvn2dhvS2NmzYwO233w7AqFGjGDRoUDykz5w5s11A747169f3eJ+2Pv30U3bt2hXvJZ85cybr1q1j+vTp8W1uu+02pk+fzrRp0wAoLCzk0KFDuFwu/vrXvzJ79mz27duXcNz33nsv4X2dN29e/PV+FlKTniRU7E8RDgZ7uSVCCCGESAZKqU7X7dixg7S0NMrLy7t9vO4O9bx27VpWrVrFxo0b+eijjzj//PPx+/2n5TxOp7Pbx2lt2rRp8Ys3W0+rVq3q9jFeeeUVpkyZgsvlwuVycfnll7Np06b4+p/+9KdUVFSwdOnS+LKUlBRcLhegl8SEQqEOL5zt6m91qiSkJwmlxUJ6INDLLRFCCCFEb5s+fTqvvPIKPp8Pr9fL66+/Hl/38ssvU1VVxbp167jnnnuora3t9DhutzteJjJ58mTeeecdKisriUQirFixgosvvhgAs9kcH9Gkrq4Oj8eDw+Fg9+7dCUG2u21/4YUXANi7dy+HDx8mLy+vy31at7Mj69evj1+82XrqbqkL6BeUvvPOO4TDYUKhEO+880683OXpp5/mH//4BytWrEioZT9+/Hj8S8f7779PNBpt94vC5MmTWbt2LVVVVYRCIV588cVut6krEtKThF7uAiEJ6UIIIcQXXmFhIfPmzaOgoIC5c+fGyy8qKytZsGABzzzzDCNHjmT+/PnceeednR5n/vz5XH755fFa7EceeYTi4mLGjx9PYWEh11xzTXy7/Px8rr/+ei677DLC4TD5+fncd999TJkypUdtv+2224hEIowbN4558+axfPnyk15ImZGRwYUXXsjYsWP58Y9/3KPztbV582Zyc3N58cUX+e53vxuvIb/22msZNmwY48aNY/z48YwfP56rrroKgFtuuYUTJ04wderUhKEWX3rpJcaOHcv48eO54447WLlyZbte85ycHBYuXMjUqVOZMWMGhYWFn6n9zZTc5TLRxIkTtS1btpz18z513b14tY+56bEnyMgdeNbPL5LP2rVrKSoq6u1miCQgnwXRmnwezo5du3a1u6iwNy1cuBCXy8Xdd9+dsNzr9eJ2u3upVaInOvpMKaW2apo2saPtpSc9SShNetKFEEIIIYRORndJEoZYuYvUpAshhBCirYULF3a5fs6cOZSUlCQsW7x4MZdeeukZbJU4kySkJ4mWmvTuXz0thBBCiDNH07QzMmrHmdA8XKJITqdSXi7lLknCEPvjBZoae7klQgghhLDZbFRVVZ1SuBKiNU3TqKqqwmaz9Wg/6UlPEs3f0/2NEtKFEEKI3pabm0tZWRkVFRW93ZQu+f3+Hoc/cfbZbDZyc3N7tI+E9CRh1CKgwN/Q+RihQgghhDg7zGYzQ4YM6e1mnNTatWtPyy3oRfKRcpckobQoYJKQLoQQQgghJKQnC6UFQVnxeRt6uylCCCGEEKKXSUhPGmGUsuHr4pa4QgghhBDii0FCetIIoQx2fPV1vd0QIYQQQgjRyySkJwstBAYXjXU1vd0SIYQQQgjRyySkJwml+VHKSWNttYzJKoQQQgjxBSchPVloTSiDi2g4hL9RLh4VQgghhPgik5CeJJTmQxlcADRWV/Vya4QQQgghRG+SkJ4sWoV0r4R0IYQQQogvNAnpSSKimlCGNABqjx/t3cYIIYQQQoheJSE9SUSMflAOjCYrNcckpAshhBBCfJGZersBQhc2aZgiPozOLGqkJ10IIYQQ4gtNetKTRNgIlmAdJms6NceO9HZzhBBCCCFEL5KQniTCJrAG61BGD3XlJwj5/b3dJCGEEEII0UskpCeJsBGs/no0LQs0jfJDJb3dJCGEEEII0UskpCeJsElhDdYRDKQDUF7yaS+3SAghhBBC9BYJ6UkiZAJroBZNc2J3p3KiZH9vN0kIIYQQQvQSCelJwm8Fu68CpRSefkM4tm9PbzdJCCGEEEL0EgnpSSJoAYevAoCUrGFUHymlsbaml1slhBBCCCF6g4T0JBGwgs1fiVJgcQ4CoPSTHb3cKiGEEEII0RskpCeJoBUMWhSXE8LBDCx2B6U7t/d2s4QQQgghRC+QkJ4kQhb9MdURoupoEwPHjufAh5vRotHebZgQQgghhDjrJKQniYBNf/RYGqkr9zGk4AIaqqs4vn9f7zZMCCGEEEKcdRLSk0TIAiEjpIT1i0fdWaMxGI3s27yxl1smhBBCCCHONgnpScKgFPUuhbv+MAA1JyIMHDuePf9aJyUvQgghhBBfMBLSk4RR06hzKUyVZaT1cXB0by1jimZQX1HOoZ0f9XbzhBBCCCHEWSQhPUkYgHqnIlxeTm6eh6P7ahlSOBmby82O1W/1dvOEEEIIIcRZJCE9SZg1qEpVhI4epf/IVEKBCNVlPs6b/mU+fX8j3qrK3m6iEEIIIYQ4SySkJwmrBsfSQQsGyU4NYDAoDu6opPDyq9C0KFv/+lpvN1EIIYQQQpwlEtKThFWDI+n6vOH4YfqP8vDp1nJSsvqQN3Ua21f9HV+Dt3cbKYQQQgghzopeDelKqWeVUuVKqZ2tlqUrpf6plNoXe/S0WvcfSqlPlVJ7lFKXtlo+QSm1I7ZumVJKxZZblVJ/jC1/Tyk1+Ky+wB6wRjUOZ+jzwZIShhdmU1/pp7K0gQtmf41QwM/mv/y5dxsphBBCCCHOit7uSV8OXNZm2QLgbU3TRgBvx56jlDoPuA4YE9vnCaWUMbbPk8B8YERsaj7md4AaTdOGA78EFp+xV/IZ2TSodGoYMzLwf7KLIQWZGIyK3ZuOkTVwMOdNK+aDv75GfUV5bzdVCCGEEEKcYb0a0jVNWwdUt1l8DfBcbP45YHar5Ss1TQtomlYCfApcoJTKAVI0TduoaZoGPN9mn+ZjvQRc0tzLnmysGmgGhXXsefh27sDusjDs/Cz2bDpOKBjhwnk3oFCs+8Py3m6qEEIIIYQ4w0y93YAO9NE07RiApmnHlFLZseX9gU2ttiuLLQvF5tsub96nNHassFKqDsgAEoZKUUrNR++Jp0+fPqxdu/Z0vp5usUU1AMpcdjz7D/DO3/5GKMVGoEnjjf9bh2eoImv8BPb8ax2RtExSBw09620UZ1dDQ0OvfBZF8pHPgmhNPg+iNfk8fH4lY0jvTEc94FoXy7vaJ3GBpj0FPAUwceJEraio6BSbeOoOb9Efcy69mMCbbzHB5cZ52YX8cc9mmg5FueamyUQvvJD/W3Anx99bx2Vfuw6rw3HW2ynOnrVr19Ibn0WRfOSzIFqTz4NoTT4Pn1+9XZPekROxEhZij81F2GXAgFbb5QJHY8tzO1iesI9SygSk0r68JimkRPXvE97RuSiLhcZ330UpxcQrBlN7oon9W8sxmc1cesudNFRXsWb5b3u5xUIIIYQQ4kxJxpD+F+BbsflvAa+1Wn5dbMSWIegXiL4fK43xKqWmxOrNb2yzT/OxrgVWx+rWk447oj/W4sMxcQKN724AYNj5WXhynGx+s4RIJErOiDymfHUeH7/zNjvX/LMXWyyEEEIIIc6U3h6CcQWwEchTSpUppb4DLAJmKqX2ATNjz9E07WPgT8AnwN+B72maFou23Ao8jX4x6X7gb7HlzwAZSqlPgR8SGykmGbliPek1gRqc06YT2PcpwcOHUQbF1NlDqTnexI41eun91Gu/wcCx43n7mScpP3igN5sthBBCCCHOgN4e3eUbmqblaJpm1jQtV9O0ZzRNq9I07RJN00bEHqtbbf+QpmnDNE3L0zTtb62Wb9E0bWxs3febe8s1TfNrmvY1TdOGa5p2gaZpSZto0yJ6SK/0VZJy2aWgFHVvvAHA4PxMBo7JYPMbJTTWBTAYjFxx+93Y3G5eWfxTvFWVXR1aCCGEEEKcY5Kx3OULyaqBK2LgSMMRzDk5OCZOpP71N9A0DaUU074+gkhY450/7EHTNJxpHubc+wBBXxOvLFpIoKmpt1+CEEIIIYQ4TSSkJ4koBjIjRo54jwCQOvsagiUl+Lbow76k9XEwZfZQSj6qZNe/jgGQPXgoV/3gP6g6Usori39K0O/rtfYLIYQQQojTR0J6EskM6z3pAClXXonR46Fq+XPx9eO/PID+eWms/9M+qo40ADB4fCFX3H43R/fu4uVH9J51IYQQQghxbpOQniSiGOgbNnGk4Qj+sB+DzUbadfNoWL2awP79ACiDYsZNY7BYjfz1ye34G0IA5E2dxpV33MPRvbt56eH78Xnre/OlCCGEEEKIz0hCepLQgIEhIxEtwv5aPZSn33ADBoeD8l/+Mr6dy2Pl8lvG0VAb4O//u5NIKApA3tSLuOquBZSX7GfFfXdTe/xYb7wMIYQQQghxGkhITxIaisFB/Qawu6p3AWBKTyf9O9+mYdXbNH3wQXzbvkNTKf63URzZU8Nbz35MNKIH9RGTv8TX/ushfA0N/OG/fsSRPbvO/gsRQgghhBCfmYT0JKGhyIooUiwpfFTxUXx5xk03YerTh+MPLEQLBuPLR03J4aKvjeDAhxWsfn430ah+j6b+o87jmz97FKvDyZ9+uoAP/voaSXr/JiGEEEII0QkJ6UkiqgwY0big7wVsOrYpHqwNDgd9H3iAwL59VP72qYR9xl8ygMlXD2HPe8d56+mW0hdPTn+uf/iXDDl/Imue+1/e+OUiGaJRCCGEEOIcIiE9SUQwYtLCTMmZwvHG4xyqPxRf5/5yMSlf+QqVv/kNTbEhGZtNvGIIF147nP0fVPD64x8R9IUBsLlcXHP3fzH9+pvZt3kjz9/zfQ7v/AghhBBCCJH8JKQniSBmzIS5sP+FAKwuXZ2wvu8D92PO7c+RH/yQcEVFwrqCGQOZcdNoju6r5aVfbKX2hN5rrpRi0tVzue6nizGaTLz4s5/w9rNPEvL7z86LEkIIIYQQp0RCepIIYcakhch155Kflc+bB95MWG90u8ldtoyI10vp979PtE35St6UHK6+Yzy++iAvLtrCwe2V8XX9Ro7mhsXLOP/yq9j2jzdZfvf32L/1vbPyuoQQQgghRM9JSE8SIWXGjD7u+RVDrmBvzV52VSWOzmLLy6P/kkfx79hJ2V13oYVCCetzR6Xztf+cSEqmjTef2M67L+2L16mbrTa+fNN3mffAIsxWK6/+4me8svinMlSjEEIIIUQSkpCeJIKYMGl6PflXhn4Fu8nO7z/5fbvt3DNm0HfhAzSuW8+RH/6QaKsRXwBSMuzM/fEExkzvz7ZVpby4aDOVZQ3x9bnnjeWGxcu4+IbvULZrJ8vvvo11f1iOv6Gh7amEEEIIIUQvkZCeJIJYsMR60lOtqcwdMZe/lfyNow1H223r+frX6fOf/4H3n6sou/W2dqUvJouRom/mceX38mnyhnhx0Wbee/0A4VAEAKPJxMSvzOHmX/6WvKnT2PyXP/P0Hd/hvVf+JPXqQgghhBBJQEJ6kmhQThxaY/z5t8Z8C6PByLIPl3W4ffqNN5Lz0EM0btzIoW/dROj48XbbDB6XyTfuu4Bh52ez5c2DrHjwfQ5/XBVf7/Kkc/n3fsiNv/hv+o8aw4aVz/PMnf/OB3/7C6GAhHUhhBBCiN4iIT1JeHHh1Jogqvd293X25cbzbuTNA2+yrXxbh/ukzf0quY//N8H9+ym59msJdyVtZndbmPWdMVx9VwEGg+L1//6Ivz65nepjLV8IsgYOZs4993Pdg4/iyenPmuVP8b/f+zYb/7xCymCEEEIIIXqBhPQkUa/c+oy/Lr7sO+O+Q44zh/96979oCnV8MyL3l7/M4D+uxOB0cOhbN1H19NNokUi77QaMSue6/7qAKbOHUranhpUPvsea3++ioSYQ36Z/3mjmLVzEvJ8uJmdEHv/60ws89b2bWfv809RXlJ/eFyyEEEIIITolIT1JeA0ufaapOr7MaXby0EUPcbj+ML/Y/ItO97WOGMGQP/0Jd1ER5Use4/C3biJ05Ei77YxmAxMuG8wNP5/KuOJcdm86zgv3b2TDn/bRUNNS3pI7agxz7n2AG3/x3wyfOJkP/vYXnr79//Hqoz/j4EcfoEWjp++FCyGEEEKIdiSkJ4kKlaHP1JUmLJ/UdxLfHvtt/rzvz6zYvaLT/Y2pqfRf9mtyHn4Y/65dHLjqaqp+txwtHG63rd1lYdrXR3L9T6cwbEI229eW8fv/2sia/9tNbXlLj33WoCFccfvd/L9lTzPpmrkc3bubPz98P7/74S1sffNVKYURQgghhDhDJKQniWOqjz5Te6jdutvPv52Lcy9m8fuLWXN4TafHUEqR9tU5DHntNeyTJlK+eDElX51L09atHW6fkmlnxk3n8W8PTuG8C/uxZ9Nx/vDAJv7+1E6O7qtB0zR9u6xspn3jW8x/YjlXfP9H2NwprH3+aX5zyw28/stFHPhgM9EOSmyEEEIIIcSpMfV2A4SuQmUQxoip5mC7dUaDkcXTF/P//vH/+OE7P+Sxix/jywO/3OmxLLn9GfCb3+BdtYoTDz/Coev/DffMGWTdeSfW4cPbbZ+Saefib+Yx8crBfPR2KZ9sOMr+D8rJ6O9iXFF/Rl7QF7PViMlsZvS0YkZPK+ZEyX4+XruKXe++w95NG3CkpjH6oiLGXHwJWYOGnM63RgghhBDiC0dCepKIKiNHjP0ZdHxHh+udZidPzXqKW/55Cz9a+yN+euFPuXrY1Z0eTylFysyZuC68kKrly6l+5lm8b68mdfZsMm+7DUtu//bnSLXypa8OZ9JXhrBv8wm2rylj7Qt72PjKfkZe0JdRU/uSNdCNUoo+Q4bRZ8gwLr7h2xz4YDOfrFvNh39/na1vvkp6/wHkTb2IkVMuInPAoNP2HgkhhBBCfFFISE8SCjhgHMagIx+ApoFS7bZxW9z8ZuZv+MGaH/CTDT9hf+1+7iy8E4PqvGrJ4HCQddtteL7xDap++xQ1f/gDda+9Rsrll5Px7/8PW15eu33MFiPnXdiP0V/K4fj+Ona8c4RPNhxlx9oy0vs5GTUlh5GT++BMtWI0mRlxwZcYccGXaKqvY8/G9ezdtIGNf17JxpdWkN5/ACOnXETelAvJGDAI1cHrEkIIIYQQiSSkJ5FPTcMpbloDlXshq314Bj2oPznzSR557xGe3fksH1d+zM8v+jl9nX27PLbJ46HPgntJv+lbVC9/jto//Yn6N97AOW0aGd++GceUKe0CtFKKnOFp5AxPI9AUYt+WcvZsOsa/Xv6Uja98yoDz0hk+IZsh47OwOc04UlI5/9KvcP6lX6Ghppp97/+LvZs2sOnllWz68wrS+uYwtPAChhZOInf0GIwm82l774QQQgghPk8kpCeRbeYCfWbP3zoN6QBmg5n7ptzHuMxxPPL+I8z9y1zum3Iflw6+9KQ91ea+femz4F4yb72FmhUrqH7+9xy++dtYBg8mbd48Umdfg8njabef1WFm7PT+jJ3en5rjjezZdJy9759g9fO7MRj2kDvaw7DCbIaOz8LmMuPypMcDe2NtDZ9u3sj+re/z0T//ygd/fQ2L3cHg8YUMLZzEkPMn4khJ/SxvnRBCCCHE54pqHsFD6CZOnKht2bLlrJ+36NE19LUEWGl9CAxGmL+2W/sdqj/Evevu5eOqj/lSvy/xn5P/k0Ep3a8DjwYCeP/xD2pWrMT34Ycoi4WUyy8ndc4cHBdMQhk6L6XRNI3yQ172f1DO/g/Kqa/0owyK3Lw0BudnMmhsJqlZ9oR9Qn4/h3Z+xIEP3ufAB5tprKkGpegzZDiDxo1nUP759Bs5GpPF0u3X8Hm1du1aioqKersZIgnIZ0G0Jp8H0Zp8Hs5tSqmtmqZN7Gid9KQnm/P/Df52Dxz5APoXnnTzQSmD+L8r/o+Vu1fy+LbHmfPaHG447wa+PfbbpFpP3jttsFpJvfpqUq++Gv+ePdT+8Y/UvfYX6l57DVOfPqR85UpSr7oKa15eh+UwfQan0GdwClPnDKOytIFPt5az/8Ny1v9xH+v/uA9PXweDxmYwaFwmOcNTMdtsDJ84meETJ+shv2Q/Bz7YzKEd29jyxiu8/9pLmMwW+o8ew8Cx4xk0roDswUO7/LIghBBCCPF5Iz3pbfRWT3rxkrX0MftZ+d2p8NhoGDETvv5cj45R0VTB0q1LeePAG7jNbr415lv823n/htPs7NFxoj4fDWvWUPf6GzSsXw/hMNYRw0m54gpcl1yCdcSIk5bV1J5o4tDOKg7trOTIvlqiYQ2LzciA0enkjk4nN89DarY94ThBXxNluz7m0I5tHN6xjcpSfcx4m8tN/1HnkTtqDP1HjyF78DCMps//90vpHRHN5LMgWpPPg2hNPg/nNulJP5fYUuFL34d3FkPZFsjt8O/WoSxHFo9Me4SbxtzE49se5/Ftj/N/u/6Pr+d9nW+M+gaZ9sxuHcdgt5NyxRWkXHEF4ZoavH//O3Wvv0HFr5dR8etlmAcNxH3JDNwzLsE+fjzKaGx3jLQ+DtL6OBh/yQCC/jBlu2tiob2K/R9WAODyWMnN89B/lIfcPA8uj4OhhZMYWjgJgIaaag7v/IjDOz/iyO6P2b/lPQBMViv9Royi/6gx5I4eQ86IPMxWW7ffJyGEEEKIZCc96W30ek/6nZdBwAv/PRHsHr023XxqAXRHxQ6e3vE0a0rXYDKYuGLIFdxw3g3kpXd+UWpXQuXlNKxeg/ftt2nctAlCIYyZmbimT8d10YU4pk7t8KLT1jRNo67cR9meGsp213BkTw3+xhCgB/v+eR5yhqWSMywVd4Ytoae9oaaaI7s/4cjujynb/TEVh0pA0zAYjWQPHkrf4SPJGZ5H3+F5eHL6nfPDPUrviGgmnwXRmnweRGvyeTi3SU/6ucbqhmv+B16YC3+/F77yqw7HTT+ZcVnj+PWXf83h+sP8/pPf89r+13ht/2uMyRjDnOFzuHzo5aRYUrp9PHN2Np7r5uG5bh6RhgYa163Du2oV3rffpu7ll0EpbGPH4rzoQlwXXqj3spsTh1lUSsV72cdO748W1ag62kDZ7hrK9tSw9/3jfLzuCACOVEsssKfRd2gqmQPTyJt6EXlTLwLA39jA0b27OLLrY47t28PHa99m2z/eBMDmdNFn2AhyRuTFgvtIGUFGCCGEEOcMCelJJOFHjREz4MK74N1fgWcIXHTXKR93YMpAfjLlJ3z//O/zxoE3eHnfy/z8vZ/z6JZHuWTgJVw59Eqm5kzFbOz+uOVGlyteEqNFIvh37KDh3Xdp3PAuVU/9L1VP/gaD04lj4kQcF0zCMXEitvPOax/aDYrMXDeZuW4KZgwkGtWoOtLA8f11HNtfx/H9dez/QC+PMZkNZA9Ooe+wVPoMSiF7sJshBRMZer5eHhONRqgqK+X4p3s59ukeju/bw3sv/wlNiwKQmt2H7CHDyB48jOwhQ8kePAyXJ/2U31chhBBCiDNFQnqSMCiItl14yQNQVwqrHoBoGKb96JR61JulWlO5fvT1fHPUN9lVvYtX9r3CmyVv8teSv+I2uykeWMzMQTP5Ur8vYTF2fwhEZTRiLyjAXlBA1ve+R6S+nsZNm2h89180vf8+De+8o29nt+M4vwD7xIk4Jk7Enp+PwZZYymMwKLIGuMka4GZcUS4ADTUBjh+o49j+Wo7vr+PDtw6jRfVvNPYUC9mD3GQPdJM9KIWsQTmM+/Jgxn15FqAP+XjiwKcc27+X4/v2UH7wAPve+1f8fI7UtFhwHxoP72nZfWU0GSGEEEL0KgnpScJkMBBte3mAwQBzfgsGE6z+GdQfgcsWgcn6mc6llOK8jPM4L+M8fjzpx2w6tom3Dr7F6tLV/GX/X3CZXUzrP42Lci/iS/2+1O0LTpsZU1JImTWLlFl6UA5XVtK0ZStNW7bQtGULlf/9OGgaymzGet5o7PnjsefnY88fh3ngwHa15C6PleETshk+IVs/XjBCZVkD5Ye8VByqp/ywl8M7q+K/RDjTrHpwH+QmI9dNZu5w+o8eEz9uoKmRioMllB86QHnJAcoP7mfLjm1EIxEALHY7WYOGkDlgEBkDBumPuQOlXEYIIYQQZ42E9CRhMirCoQ5WGM0w+zfg7gvv/hqObIVrfwcZw07LeS1GC9NzpzM9dzqhSIj3jr/HWwffYl3ZOv528G8AnJdxHhf1v4hp/acxNnMsJkPPPjamzExSLruUlMsuBSBSV0fTBx/QtGUL/o+2U/vSS9T8/vf6y01NxZafr4f28fnYxo1rdzGqyWKk79BU+g5tCc1Bf5jKsgYqDnkpP1RP+SEvJR9VtrxOu4mM/k4y+7vIyHWR0X8AY4tHYblcfy3hUIiq0kOUHzxA+cEDVBw6wO5/rSPQ2Bg/hiM1LRbcB5LZKrxbHT0b4lIIIYQQ4mQkpCcJk9FAJNjJSoMBZj4IAybDq7fCE1Nh+t1w4Z2fuVe9NbPRzEX9L+Ki/hcR1aLsrt7NhiMbWF+2nqd3PM1T25/CZXZR2KeQiX0mMrHPREZnjO5xaDempuIuLsZdXAyAFg4T2L8f30cf4du+Hf/2HVQ++SRE9QIgc79+WEePxjZqFLbRo7COGo25f+LoLRabiX7D0+g3PC2+LOgPU3WkkaojDVSVNVB1pIHd7x0n9E4kvk1Kll0P7v2dpPdLod+oL3He9BkYTQY0TaOxpprK0kPxqar0EDtX/5NQwB8/hjsji4wBA0nP6Y+nXy7p/frj6dcflyfjnB9hRgghhBC9Q0J6kjAZFKGTDYc56kq47T34x3/AmofgoxVQ/BMY81U9yJ9GBmWIl8TMz59PXaCOjUc3sunYJrae2Mq6snUAOM1OCrIL4qF9VPoobKaeDRmpTCZseXnY8vLwfP3rAEQbG/F9/DH+7dvx79qNf/duGtasiQd3g9uNbdQorKNHYRs1GtvoUViGDcNgaamlt9hM8eEcm2mahrfKrwf3Iw1UlukhvuSjini5jDIoUrPsePo6YlMOA8YMJ/8SBxa7CS0apb6yXA/uhw9RVXaYytJDlH2yk3AwED+X2WbHk9OP9H65pPfLxdOvv/7Ytx9mm4zrLoQQQojOSUhPElaTgbrIybcjJQe+thwK/g3+eR/8+Tuwbones37eNXp5zBmQak3lsiGXcdmQywD97qZbTmxhy/EtbDmxhV8f+TUAJmViZPpIxmWOIz8rn3GZ4xiUMgiD6tmXCIPTifOCC3BecEF8WdTnI7Bvnx7ad31CYNdual98Cc3ni+1kwDJwIJbhw7AOH4512HCsI4ZjGTIEg1X/xUEpRUqmnZRMO0PGZ8WPHQpGqD3eRM3xRmqON1FzrJHq4/pdU6ORli9PzjRrLLg78fTtT7/RIxg93Y7LY0Oh4a2upProEWqOlumPx45wZM8n7H73nYTX587IwtOvP56+/Ujr05fUvjmkZfclrU+OBHghhBBCSEhPFik2MwfDPbix1IgZMOzL8MkrsOYRPay/dR9M+jZMuBmcPbvYs6eyHFlcPuRyLh9yOQCVvko+qviIHRU72FG5g9f3v84f9/wRALfFzbjMcYzJGMPojNHkefLIdef2PLjb7bELTPPjy7RIhOChwwR27yLw6acE9n1KYP9+GtashdiFoBgMWAYMwDJ8ONZhw/TgPnQolkGDMbr0enKzxUjWQDdZA90J54xGotRX+qk+1tgS4I83sXvTMUL+lm9VBpMiNdNOaraD1CwXqVnnM2LKl0jNcuBOtxIJB6k5dpSaY0eoPlpGzdEjVB89wu5/vZNQ9w567Xtanxz8KCwVR0nrm0NaHz3A21NSpYRGCCGE+AKQkJ4kUu1mmjq6cLQrBgOMnQvnzYZ9/4T3fwurfw5rF8PISyH/6zDi0lO+Y2lPZNozuWTgJVwy8BIAItEIJXUl7KjcwfbK7eyo2MGzO58lounB1mFykJeeR54nj7z0PEalj2J42vCel8oYjViHDsE6dEjC8mgwSPDgQYKffkrg0/16gN+/Xx8OMhyOb2fMysQ6aDDmwYOwDh6MeVDsceBADFYrBqMhfvMlaOl51zSNxtogdeVN1FX4qKtoorbcp99NdXc14WDLgJoGg8KdaSMt20FqVh9SsweTM1LvzXdn2AgHm6g7foza8uPUnThO7Ylj1J44hvfwITbu25UwgL7ZZictuw+pfXJI7dOXlMxsUrKyScnMIiUrG5vT1aP3TwghhBDJSUJ6kvA4LXiDGpGohtHQw55SgxHyLtOnij3wwfOw40XY/QbYUmH0VTDqKzC0CMz2M9L+towGI8M9wxnuGc6cEXMACEQCfFr7KXuq97C7ejd7qvfw+oHXWblnpf4ylIHBKYMZljZMn1KHMSR1CINTB2M19uwCWYPFgm3kSGwjRyYs14JBgocOEdh/gOChQ/p08CANa9ZSV1XVsqFSmHNysAwehGXwYCyDBmEeOBDLgAGY+/fHYLfj8lhxeaz0z0scfUbTNJrqg9SVJ4b3uoomjn5am9ADD2B3m3Fn2EnJSMed0Y/+o22MusjO7v3bmX7JFJrqKmPh/Th1sQBffbSMgx99kFADD2CxOxJCe0uI1x8dqWnSEy+EEEKcAySkJ4mB6Q4iGhyr85HrcZz6gbLy4NKH9NFgSt6B7X+Cj1+DD/8PTHYYVgx5l8PwmXp9+1lkNVoZkzGGMRlj4suiWpQjDUdagnvNHvZU7+Htw28Tjd0p1KAMDHAPYEjqEIal6gF+aOpQhqQOwWHu2XulLBasI0ZgHTGi3bqI10vwYEtwb36se/0Nol5vwrbGzEws/ftjzs2NTf2xNM/37Ysz1Yoz1Uq/EWkJ+2mahs8boq7Ch7fKR32VH2+VH2+Vj4pSLwc+qiDaquzp079tbBXih+DOGM2IITbcGXacHgsmUwC/t5r6ynLqK8qpr6yIzx/Z80m7Uhqj2RwL8H1IyczCnZGFKyMDd3om7oxMXOkZWOwOCfJCCCFEL5OQniSGZOq10Z+WN3y2kN7MYNRr1od9Ga4KwqF3Yc/fYtNf9W0yR8KQ6fo0eBo40j/7eXvazFgAH+AewIxBM+LL/WE/h+oPcaDuAPtr93Og7gAHag+woWwDYa2lXCXLnsUA9wAGpQxiYMrA+PwA9wCc5p6NX250u7GPG4t93NiE5ZqmEampIXT4MMGyI4TKSgmWlREqO4Lvo4+o//vfW+rfAYxGzH36JAR4c79+mHP6Yc7pi61vXxxtRp2Jnyuq98LXV/l5b/0H5PYZ0mWIBzDbjLjSrLjSh+JKG03OKCsjp9pweqxY7BGi4Xr89VV6eK+siIX5cvZvLaGprrZdG8w2O+70DFzpGbHgnhmbz8CVnok7PQO7O0XuyiqEEEKcQRLSk8S43FQMCjYfrKYoL/v0Htxk0XvQhxXD5YvhxMdwYA2UrIOPVsLmpwEFfcbCgAsgd5L+mD4UeqlH1Way6TXr6XkJy0PREKXeUg7UHqCkroTD3sMcrj/M+iPrqfy0MmHbTHsmA90DGZgykIHugQxIGUCuK5d+rn54rJ5u9xYrpTClp2NKT8deUNBuvRYOEzp+glBZKaGysniAD5WV0bB+HZGKynb7GDMzMfftizmnL6acHMx9czDn9NVLbHJy6Ds4k7RSxcSiwYnnag7xlT4aagKxyU9DrT5fdaSBpvogtLkG2Ww14vJk4fLk4sywkT3ciivNit1txGBsIhr2EmiqpbG6Cm91FQ1VlXirKzm8czsNNVVo0WjC8YwmE65YkHc198J70nGmefTJk44zLR2L3S698kIIIcQpkJCeJFxWE0NTDby9q5y7Z+WduWCjFPQdq09fuh0iITjygR7YD67Xy2O2PKNva0/XA3vuJOh/PvTNB9dp/gLRQ2aDmaGpQxmaOrTdusZQI6XeUg7VH6LUW8rh+sMcqj/Eu0fe5VXfqwnb2k12+jn70c+lT/1d/RMeexTiTSYsuf2x5PbvcH3U5yN07Djh48cIHTtO6PgxQseOET52nMCBEhre/RdaU1PiTiYTmSkpHBwypCXMZ/fBlJ2NKTubjOxs+ozPShgXvlkkEqWpLkhDdUt4b6jx01gTwFsToPpoFY0dBHmDSeFI6YMzdSCOFAv9z7PiSLXgSDFjMPpAayQSqtfDfG11PMif2L+P/Zs3EQ61vxuXyWqNBfd0nGlpONPSOwjzHuwpKRgMxm6930IIIcQXgYT0JPKlfiae/8TLttJazh/oOfkOp4PRDAMn69PFP4ZoBCp2Q9lmfSrdDPv+0bK9qw/0Hddqytd73JMgYDnNTkalj2JU+qh265pCTZR6SznacJSjjUc50nBEn284ykcVH1EfrE/Y3ma0xQN8P2c/+jr70sfZh74O/THbkY3d1L2LcA12e4cj0DTTNI1ofT2h48dj4V0P82UfbUNFNb2k5q23INR++B9jWlo8uOtTFqbsbMzZ2aRlZ5OZm41pfA7KnDh+fjzIxwJ8U12QxrpA/LGuwsfRT2sJNIbbnVMZ3Njd6ThTx+DMtJA91II91YLVFkEZmkBrIhpuIBzw0lRfQ2OtPlWVHubwjo8INDV2cEwDjtS0lvCelo7L48GR5sGRkoYjNRVHahqO1DRsDqeU2gghhPjck5CeRKb2M/H6QY3Ff9/Nin+f0jtlAgYj9BmjTxNu0pf5auH4jsTpwFqIxgKc2QHZoyEzD7JGxh7zIG0QGJPjI+YwOzosn2nmDXrjob1tiN9esb1diAf9Bk99HH30qVWAb/28Oxe2KqUwpqZiTE3FltfSvk/WrqWwqAgALRolUldHuLw8YQqVlxMuryBcXk5g3z7ClZWJ9fH6CTBmZGDKzsKclY0xKxNTRiamjAycWZmkZGRgGpKJKSMLQ0pKwucuHIrQVBekqT4xxOuPesgvP1iPryHUpmfeBHiw2LOwu804Uiz07WPB7rZgtWsYjH4UTWjRBsKhBsL+enwNdTTVVtNYU0N5yX6a6urQtMQyGwCD0Yg9JRVHSiy4p6TiSE3F3hzm2zyarXJzKCGEEOee5EhQAgC7SfHDWXnc9+pOfr/pEDdOHdzbTdLZ02DINH1qFg7owz02h/YTO2H/2/DRH1q2MVogYzhkjmgJ7pkjwDMEbCln/WV0xW1xdxnifWEf5U3lHG88zommE5xoPJHw+HHVx1T7q9sf1+wm25FNpiOTLHsWWfYsMuwZ+ryjZd5ldnX5pUwZDJg8HkweD+R13EbQb+4Uqa6OhfeWAB8uLydcoc/7PvmYSHVN+zAPKLNZD/QZGRgzM+Jh3pKZgT0zFu5zMzBm9MWYmhrv0Y5EovjqQzTVB2isC9JUF8DnDdLkDeGrD+LzBqk53sTRvbX4G1v/ImAC0oA0DEaF3W3BkWohLdeMzWXCbA5iNAVQBl+sh76JcLCBkL9BD/V1tdSeOEZTXR0hv6/D98RstSX0xLcO9/aUVOzulITJZLVKHb0QQoheJyE9yVx/wUDW7i7nwdc/oU+KjUvH9O3tJnXMZIWcfH1qzVcLlfugcg9U7oWKvXqI3/U6tO4VdWToYd0zGNKH6PPNj64++o2akojdZGdQyiAGpQzqdJtAJEB5U3lLgG8V4it8FXxY/iEVTRUEo+1rt21GG5n2TDLtmWQ5ssi0Z+Kt81KzryZhmcfqwdhFaZEyGjFlZWHKyoIxYzrdTotGidTWEq6sJFJVRbiyinBVm/mKSgK79xCuqkq4AVScyYQpPT0e5o2eNEyedNweD2npHoweD6bh6Rg9Hoye/vFQH41E8TWE8MUCfJNXD/HxUO8N4qsPUn2sEV99iEi4+XPjiE363XQtNiM2l5nUHDN9Rug99M2BXuFDizYRDTcSioX6QFM99RXlHN+/D199HdEOvqQAmMwWbG53PLTbEkK8u12ol2AvhBDiTJCQnmQMBsUvryvgxmfe57YXPuDBa8bwzQsGnjsBwJ4GAybpU2vhAFTth6p9UHMQqkugpkSve//45cQAb7Lp4d0zBDyDIDU3Ng3QH53ZSRfiQR8Hvnk4yc5omkZ9sJ5KXyWVvkoqfBVUNumPFb4KqnxVfFr7KZuObsIb8vLGv95I2N+ojHhsHjw2D+m2dNJt6WTYMhKet17mNDs7/OwogyE+Ys3JNJfadBrmK6sIV1cTLCkhUl1NtO1FsM0MBoxpabHQrgd6k8eDJ91DlseDMT0d4xAPxnQPJk8WxvR0lNVKKBChqT6oh3qvXnrjbwjhbwjha2yeD1JzXF8WCkQBa2xKvLbD6jDhyjKTMdiI1RbBaArEgn0A8KNFfUTDPsLBRkKBBgJNDXgPleDz1uNv8Cbc/bW1bgV7lxury4XN5cbmcmN1OORiWSGEEJ2SkJ6EUmxm/u//Tea2Fz7gJ6/s5F/7q3jgqvPIdp/DtbUmK/Q5T5/aioSg9rAe2qtL9BDfHOQPboBg4o2EMJghtX9LaE8I8QP0dZaejZF+tiilSLWmkmpNZVjasC63fWv1W5w36bx4mK9oqqDSV0m1v5oqfxU1/hp2Vu6k2l9NY6j9xZgAFoOFdLse3D02Dxm2jHiQbw72zcs8Ng82U/vPWOtSG+vw4Sd9jdFAgEhNDZGaGsLV1URqaolUVxOpTXwePFhC+IMPiNTUQLR97TmAstsxefReeWN6OtY0vc7cmJqqB/7MVIzDYs9TszCmpRG1OQn4ovgb9fDuiwV6f2OoZb4hiK8B/I1m/A0QDpoBVwcNAKvdREpfE1kOI2ZLCKM5hMEQQBn8KPxEI016sA81Eg42EvA1UF9Zgb+xoctgD2B1OrE5WwV3pwt7LMhbnS5sLhc2pwvv0VIqDh+MbevCZJGeeyGE+LyTkJ6kXFYTy2+axJPv7OfXq/bxzp4Kbisexo1TB+Oyfs7+bEYzZAzTp47466CuLDaVtpov00N8/VHQ2pQuWFPB3bfNlJP46OoL5uT94mMxWMh155Lrzj3ptoFIgBp/DVX+Kqp91VT7q6nx18QDffPzA7UHqPZXE4gEOjyOzWgj1ZpKmjWNNFua/thqal7nsXni823r6Q1WK4a+fTH37V6plhaNEq2vJ1xdQ6S2hkh1NeGaGiLVNbGw3/I8ePAgkdradneATaAUhpSUeJC3pqa2BPvmcD+k5bkhNZWoI4WQ0UagKZrQQ+9rCBFoChNoDOFvDBNoMtJYbyTQZCLQaEHTOr+2wmQ3kJ5hxGILYzIHMZqCGI1BlCEI+EELEI34iIR8REJN+LwN1JWfINDUiL/B225s+r2v/TE+bzSb4+G+Oczb2wT75uDfHOytThdWhxOj6XP274cQQnxOyb/WScxgUHyveDhXjMvhZ298wi/+voffrN3Pt740mBumDCI7JXkD5mllS9WnPp3UWEfC4D3WEtzry8B7XF/mPQ6HN+qPkfa14Ng97cN786MzG5yZ+tjwFlev3dipO6xGK32dfenrPHkw1jQNX9gXD+/VvmpqAnqgr/XXUhuopS5QR02ghj2Ne+LPtbYDq8eYlCke2FOtqXhsnoRAH59s+rJUSyop1hTMBn1YSNVcBpOWBnQ8TGW71xAOE/F6idTW6lNdHdG6Or0sp7Yuvkx/XquH+7o6ovXtR+lprTncm1NTsaWlkZGaijE1BYM7BWOKG0MfN8aUVIwpbpQrjajNRdBoJ6SsBAMa/kY91PsbQwRaz8ceG2Lz4VDHvxwAKLMiJceI2R7FbA5hMgfxeitI89hRKgCaHy3qJxrxEwk1EQo2UXu8nHLfAQJNjZ1eQNvMbLVhdTjiod3qdMYeXfpyh967H1/eZhtTm+E8hRBCnBkS0s8BQzKdPHvTJLaV1vLEmk/579Wf8sTa/Vw8MouvTcjly6OzsZq+wLWtRhOkDdCnzmga+Gpiwf1YYohvnq/Yo8+37ZUHMNnBmQWurMTw7sxqmVzZ+jq7Jylr5psppXCYHTjMji7r51uLRCN4g15qA7UJU12gjtpALTX+mvj8ofpDfBT4iNpALeFoBxecxthNdlIsKaRYU/TgHptPsaQkLm+zLMWSgslkahntpge0SIRIfb0e6BOCfJvnzeH+8GGi9fVEvN4OR8NpzeBwYEhNxeF240qJhXm3Ww/+bjfGQS1hP+pwE7a4CBvtBA02QlETAV9Y761vDOFvChP0hQk0hQn6QmhRO95qCwFfmHCw84BvtIPREcViDWOyhjGZghhNenkOKoAiqPfgR/1Ew35CQT/+hipCwTJC/iaCvsZOL6htZjJbsMRCvq11gG8b+J3OWOh3YXO2rJdSHSGE6B4J6eeQggFpPHXjRA5UNPDi1jJe/qCM1bvLcdtMFOVlM2N0NkV52aTapaerHaXAka5PnfXIg34zp6YqPbQ3VEBjBTSWQ0M5NFbq83VlcPRDfV1HgV4Z9RCfEN6zYufP0Cd763lP0own3xmjwaiXv9jSur2Ppmk0hZsSAnxtoJb6YD11gTrqg/XUB+r1x2A9h72Hqa+qxxv04gt33RvsNDvbBfcUSwqp1tROl7stblwWF2aPB3oa7jWNaGMTUW+9HvJjwT0+X+/V19Xpy6P19YSOHsVfX0e03ku0oaHrExgMGNxu3G43qQkBX58/TCXDxo3H6HahOdxELE7CZjtho52QshDCTDCgEfCFCTaFCcQDvv4Y8IUJNoa6DvlmMJs0lCGC2RrCbA5jskQwGEN6mQ4BUEE0LYAW0Xvyw2E/gco6woFjBAOxkN/RSECtX6rRGA/1FocDq92BxeHAYndgjT3q806sdntsG2d8G4vdLmU7QogvBPlX7hw0NMvFvZeN4u5ZeazfV8Hfdhzn7d0neP2jo5gMiomDPXxpWCZTh2UwPjcNiyl5e3WTjsGoh2pX9sm3jUbBXxsL8OV6aG+oaDNfAdX79YAf6mTUEwBbWktod2SAI52hVY1g+rDN8thkS02Ku7x2RSmF0+zEaXZ2q66+tWAk2C7EdxTsm+cP1h2ML+us3r6Z3WTHbdYDu8viwm1x4za74yG+s/kUSwquDDeOvn0wqJ79N6VFIkS93pZg7/USqauPhX4vEW890VYBP1JfT6Cygmi9vo/L5+PEX17v8hxGmw2Xy4XR5cLgdmNwOTG63C3z/fV5zeEkanMTNjsJm+yEjDbCykpIMxEMG/Rg3ybkB/2xoO+PEPSH6bDyyQQWN2haGLQAJnMYozmEyRTCYNQnpYJAAC3qR4sGiUb8NNT6iVTWEgn6CQd9BP0+tGjXvfnQqkc/Idi3n295dGKx21vmY18QDMbk/u9ICPHFJSH9HGY0KIry9N7zSFRjW2ktq3ad4J09Ffxy1V6W/hNsZgMTB6VzwZB0CgakMT43jVSH9LSfFgZDS+88o06+fcgHTdV6T318ij33tVpeXwbHt5PrLYfSVzs+ljK0D/Z2jz4Epj1Nn7fFHuPLPfoFtUlcitPMYrTEx43vqUAkEA/v8WAfC/TekJeGYAMNoQa8Qa9ewuOvpcxbFn8eioa6PL5CdRnmm0N/h18AMt24+2VjN1p79JrW/vOfXFRYqIf7hkaiDXp4jzY0xpZ1PB+oqIjPRxs7HgGomRGwG404XS6MTqce7t0ujE5Xy3ymC+XUy3WiNhdhs5OIxUHYaCNssBLGTEgzEQpGCfr0QB/0NYf8CKHY84A/QjjQ9s64oKxgsWhAGLQgqCAmcxiTKaKPqmMMY1Ah/eJbLQgEiUYCRMIBGmqaqCuvJhwL+yF/E1oXI+s0M1msnYd7hwOLTe+9t9jsWOx2zK3mLTY75lbzEviFEKeThPTPCaNBMWGQhwmDPNx72Shqm4K8V1LNpgNVbNxfxdJ/7o1vOyTTSX5uKuNz0xg/II0x/VKwmeV/Lmec2R4bOrJ/tzZft2YNRRdekBjm24X8WMCvOQjHtul191312KP0XvjWwT0h0HexzGz/jG/A2WE1Wsly6Hd0PRWBSCAe2BuCsTAf6nzeG/RyrPEY+2r3UR+spzHUSFTrvG4cwGww6wHe4sZldsUfm395cJqdek+/2YXD7KAkVIIzlIbT7cSV7sZp7ovL4sJisHS7vluLRok2Ngf5BqINDS3z3gY9+CfM69uGKyqIlJTEtyXU+ZcYY2yyW60YnM7EyeXUw7/TiSHNCbEe/YjNRdjsIGyyETHaCBksRLAQwkQoaiQUQu/Bj4X9xPAfIdL2IlwDGGxgsTaH/QCaFsRoDGE0h/VefUMYgyGIUiFAD/taNEjQ58fX4CUariAc8hMJ+ggF/V0Oo9mayWLVg7zNlhjk7Q79uc0WW2+Pl+4kbhv7QhBbLuPoC/HFJiH9cyrNYeHSMX3jdyyt94fYUVbHttJatpfV8t6Bal7bdhQAg4LBGU7y+rrJ6+tmVF83eX1TGJjuwGiQC7x6jVL6eO8WJ6QN7P5+4YB+51dfjV6O46uJTZ0sqznUsqyrcGmynTzMW1NaRuNpPVmcST06TmtWoxWr3XpKvfjQUosfD/qteu3bPm8INsSDfqWvksZQIw2hhg6D/lP/eKrduUzKhNPijIf55qDfOvAnrLM4cZqcuNJcOLNcuMx9Y9s44qPtnEw0ENB75hsaiHQY7hv0LwONjXodf2w+UlVN6NDhlnWd3PSqOehbmhcYDJ2HfYcTHC4idjcRq5uIVe/Zj5hshI1WIgYnYWUhjIlw1EgoaiAcjBL0RwgFwoT8EX3eHyYUihAKRFpKeUz6pSIGe0vPvqbFevC1IAZTBKMpjMEYxmgMo1QoFvpDaFqQcDBI0B8kGmkgGtZ7+8NBP+FQoMehXw/69njQr/U2ENi9PR7o2/bot9tHQr8Q5yQJ6V8QKTYzFw7P5MLhLcHjRL2fbaW1fHK0nj3Hvew+7uXvHx+P///DZjYwso+bvD5uRvZxMyTTydAsJwPSHZiNyV8y8YVlsoK7jz71RDSq3ziqWwG/FmpL4dh2fVnwJBdGKiPYOgnwtrTOw33zPhb3OVGmA4m1+N0ZErMjmqbhj/j10B5sYN2mdYzKHxUP8K3DfEOwgaZwEw1B/Xlz+U7zNie7CLeZzWhLDPoWF06Ts+svARlOXH1dOM194vvYTfZu1exr0SjRJl8stLcO9i1TS+BvSlzX0EC4orJlu6amdj38ptjUtrBI2WyJgd/R8gVAZTj1C3PtKUSsTqIWO2GzHvojRjcRZSFsMBPWTISjBkJh9KAfiMQCf7jV81YX6SrADCYzGDUNCIEWagn9BDHGQr/RGEYZwihDCEVzT3+oJfSHvfibvOw7fpxIKNCz0G+1tgrtiYG+pQe/bdB36L8ANIf+5h5/mw11jvw3KcS5SkL6F1ifFFtCbztAUzDMvhMN8dC+50Q9a/aU8+LWsvg2JoNiYLojHtqHZrni81kuGV7tnGUwtIRjz6Ce7RsOQqBev/GUvzb22DzVt3kem6r2t8yfLOSj2oT8tC6CfWr7LwTWlKS/0LY1pRR2kx27yU6mPZOD1oNckHPBKR0rEo3QFG5KDPfBxg4Df9v5403HaahteR6MdnCvgbZtRx/is6Me/bblPK2/BDiznDj7peAy94tvYzV2/9+TaDAYD/A9D/wVRA8eJNKkr9fa9PIrOgn9RmM84Btdes9+615/lekk6kghYnPpvfxmOxGznajRSdhobenl14x66A900Msf0Mt6QqEIkbAe+psvaTBZWof+IJqmPyoV0gO/KYzBGMFgCKEMISCMItjS0+8LEK3yEg0FiIT9hIN6b393tQ79CaU6Vlur0N+qpt9mayn9afsrgIR+IdqRkC4SOCwmxg/Qa9Vbq20KcqCykQMVjZRUNsQeG9nwaSWBcMvP8m6riSGx3vaBsWmAR3/MSbNJD/znlckCpkx96MlTEQnHQn5t18HeX9fyZaD2UOKyk2kO9SfrtW8d7FvPmywnP0cSMhqM8fr3zyoYCcYDe4fhPthIY7gx3qvfEGqgKdREQ6iBSl9lwvYnq9uHlnKehDDfWehvXc6T7sLZJ1a7b3bh7EE5D8RG42lq6jDstwT+DtbHvgiEK8qJtPpCQAfDUjaH/taU3a4H/rb1/E4nhnQnOF1EbC5KjleRO/I8omY7EZOdsMlJxGAhjJlwrJY/HNYSevX1wK/39ocDEULBCNFIrAe+dU+/o33oNxhCGM2x8h5DGIMhBM3lPbFfBELBIEF/gEhFPdGwn0g4GLuIt/uhPzHc2xN7/e32jn8F6KTcx2yV0C/OfV2GdKXU9m4co0LTtEtOU3tEkkpzWCgcaKFwYOL40tGoxtE6Xzy0H6ho4EBlIx8fqeOtj48TirT8DGs0KHJSbS3hPTbpQd5OurP7F8GJzxmjqdVIOacgGoGA9+TBvvVUXwblH7d8IejkjqpxJntimI+H+C7Cf+ttkvyutd1hMVqwGC14bD0bZ76t5rveti7T6bRnP9iQ8MWgxl9zWsp5Wgf7jsp54qE/xYkzU6/fd5lduEz2Hv07pWkaWiDQ49795vlQ+YmEbTSfj0ygdfRt3dMfZzJ1HPadTgwuF4Z0J5rdiWZvruWPjdRjsBExphI26L38Ec1EKGqIBX69h18P+7Fa/lipT8gfbqm66TT0B0ELYTCF9PIeo17TbzCEUCpMc2kPrXv6K+uJhAP6EJ0hvbe/u8ztLtZtDvGOdjX7Ha5rtV5uwiV6w8l60o3AFV2sV8BfTl9zxLnGYFDkehzkehxMH5k4mkYkqnG83s/hqiZKa5oorW7icLX+uGpXOZUNif/YOi3GhOCuB3k7A9P148sINKJTBmPL8JOnIhrVS27i5Tr1rYJ97DHQtnynNrE3P3KSUhBlaBPs07oI+onPzcE6vaToHO3Nb6v1XW9P9QLdZq3LeRqCDTSGGzst52kb/luX8zSEGk46/CaAQRlOWqvfemSehHUuJ650vaTH0cPe/WZaOMy6t97iS+ef3/3e/abmbbyEThzXt4t9ESDa/heNWMYm3jql2od8pyPW6+/C4HGiHE40p5uI1UXU4iBidRAx2YkYrXrgV5aWWv5gtCXod9DT3/xFIIElVt7TJvQrgrFefj30q+bQT2JPfzgUIOgPEA3XJ5T2RELdC/1KGTocgjOhdr+76+x2jCYZClmc3MlC+nc1TTvU1QZKqdtOY3vE54jRoOifZqd/mp2pZLRb3xQMU1bji4f45gB/uKqJDfsq8YUS/5HOdlv1EO+xxx4d5KbbGeBxkJNqwySlNOJUGQyxYJwCDDi1Y4T8bYJ9bQdBv3WPfr0+dGag1bpOXAjwL3rQm5/W8kXAntbyaOrZ+OzngoRyHudnO1ZzOU/ri3I7C/oJ64INHG88nvAloDusRmu7cN9ZLX/rdYeMlQx0+HGnpeEy5+LoQe1+a5qmofn98cAeaWzUx9WPh/yGjnv9Y/OhqmoCrfbtqKwH2od+5XBgcDr0i3ZdrvbhP9OJweki2lzLb3EQMTv0mn6jlZDBSgSz3sPffNFu67Aff2zp/Y9GEn8pUxYwW8CkRWkd+g3GsH4jLmOsnt+o9/Irpf8KAEGi0SBBXxB/QwORcGXsAl4/4YCfaKTrO+42M5pMifX5bUflaV3n32qMfmurG3Ppj44e/93FuUN152YPXyQTJ07UtmzZ0ivnXrt2LUVFRb1y7mSjaRqVDcF4D3xLL7yP0pomjtX5iUQTS2n6pdnITdN73wd4mstp9Pks97n3U6V8Hr5gmkt22gZ7fx37dm5lxIDsDsp32oT/k/Xmm+yJob0nj2bbmXrlnztRLYov7Eso5elsNJ6u1nlDXsLRk4e+5nH342Pud+MGW23nTYbPdomapmlozRfvtinZ6SjgN38BaPfFILZeC578ImUMBgyt77Lb9uZbLhcGlz6Pwx0bscdJ2OIgYrQRMeo9/KGQFh+dJyHktwr+rUfuaXcjroT3IRIP/EZTGJM5gskcwWjSb8alDLHhOgmiEUKLBtEigfhNuSKh2FCdAT/BgK9bI/cogxGbs/kuuk4sjpYAn3ijLidWux2Lw4nV7mh3x16jSS5T7A1Kqa2apk3saF23/iJKqa8APwMGxfZRgKZpWsppa6UQrSilyHJbyXJb29XBA4QiUY7X+fUAX9MS3kurm1izp4IKb+JPmFaTgdxWPfCDMvTRaQZlOBmY7sBikl540cu6KNk5UpvDiIuLTn6MkL8ltPtqW8py4sNn1rZ6rIO6MjixU38e9HZ97Lbj5LcO8I50fbkjI3ZtQQbYY49fwHBvUIZ4T/hnFYwE25XpbPpgE4NHDaYx2BgfZ7/1mPsNwQaqfFXUB+vjwf9k7CZ7QnhvHfTdFjcplhRSramkWlNb5i2ppFhTcJgcKKVQVisGqxXST/Hakla0YDDh4ttoYwc33/LGbsrVPO/1EqooJ3rgQMvNtzrp3W/N4HDgcDpxxcO9G0OKG2NKKsYUN4asFH0+NQVjSgq4MtDsrtiY/HZCQS0W8GM32Wp9w63YTbeCvjCBVvPNob/jBoHBDlabhlJhTJYIZksEozmCKTZqjzKEMBj0u/LW1pSTmupAi+ij9AR9fprqjhMK+Aj5fQSaGtE6KGtqq/Xdd1senVidLmwuF1aHE5vThdXZ8mh1umLzLkxmKeE53br7telXwFeBHZp0vYskYDYa4vXrHfEFI5TVtArwrcL81kM1eP0t/3AbFPT32Bmc4WRIppPBGU4GZzoYkuligMcuZTTi3GG26VNPx8gHfYSdeKivBX9Nm1Df5rG+DE58rH8B6Crgmx2x0N4c4tsG+di8Kxuc2frzc2i4zDPNYrSQbkwn3dYSfBscDRQNLer2McLRsN4z39ENtTqZr/PXUeYtwxv0Uh+s77JH36RMpFhTugzyzc89Vg8em4d0Wzr2Li7CVRYLJosFPKd+kXL8ol1vLMQ3B/1YyI/fkMvrJdIYC/9eLxGvl9CRI0Tq64nU13cd9JXSe/NTUjCkpuBIScXtdmNIjQX7lBSMaWkYB3owetIwedIxejwYU1PRjCa9Dt/XPtAH/XqoD/kjeriPr9e/BASaQgSa9GWalkdFJ/8JKgu4U4xY7WC2RjBZwphMsTvvGvUyHr12P4imBdCiseE4Q36CviYaa2vwNzYQaGw86UW7JrMFa4dh3oUtFujt7hTs7hRsLjf2FH3e6nCec790ny3dDemlwE4J6OJcYbcYGdHHzYg+7Yed0zSNmqYQJZWNHKxs5GBVIwermjhY2cgrHxzBG2j5B9liMjAsy0VeHxcjWt3YKddjxyB3YxWfJ0YTODP0qafCwdhNrqqhqSo2xeZ9NYnPaw/pj/66jo+lDODM0gO7q/kxuyXEu7LA1QdS+um9+PI/95MyGUzx8HwqmkfjqQ/WUxeooz5YT32gnrpgXfx5XaBlvqKpgv21+6kP1OMNdf4Fzmq0xgO7x+Yh3ao/xpfFAn2mPZMsRxZWY8+uqVBK6TevstkwZWWdfIdOXrvm8+mBva6eaH1dLLx79fm6+tjzOqL1XiL19QRKDhCNLdcCnQdbQ0qKHtzTPHpw93iweTw4PWmYPB6M6emYBmdiysrClJGBsrS/cFyLaqxetZZJE6YQaArrwb0pjL8ppPfeN4UJNIYINM83hfE16gE/4AsTCXXew26xGbG5zGRkWbC7zFhsetA3moIYTSGUCsRuuhUgGvUT8jcRaGyIh/rG2hqqj5YRaGjA39TYaemOMhgSw7s7RQ/w8flUHCmpONI8ONM8OFJTvzB3z+1uSL8H+KtS6h0g/onTNG3pGWmVEGeQUop0p4V0p4UJgxJ7aTRNo6oxyMHKRg5UNvJpeQN7T3h5v6SaV7cdjW/nsprIz03Vx5SPPeak2s/2SxEiOZgsPb/LbSTcEuwbK6GxHBpiU2M5NFRAwwmo3Kcvi3QQdsxOSO0PKf1jj7ktzz2DIW2Q/uVDfCatR+Pp6V10w9FwvDe+NlBLrb+Wan81NYEaavw1VPur9ef+GkpqS6gJ1HQ6rGaaNY0sRxbZ9myyHdkJ832cfch155JiOb1VuEop/UJXhwNz357fQTgaCBCprSNSW0OkRp/CNc3ztfFlofIT+PfsIVJd3WmwN3o8mDJjoT0rC1O2/uiorMSck4Ujtz/G3LQe9UqHQxECjWF8DSH8DUH8jWH8DcHY8xC+hhCBxhBN9UGqj4bwNYZa1eQb0G/vZQVSsNhNOFIsOFMtpOZYyEm16s/TrLjSLFidGgZjgECjF5+3Hl99Pf6GlnlfQz0+bz01x45wbN9ufN56opH2JUFKGbCnpOBM8+D0pONM9eD06AHelZ5BalYf3JlZ2N0p53wPfXf/9XoIaABswDk3BphS6jLg1+hDSj6tadqiXm6SSFJKKTJdVjJdViYOTqyrrPeH2HdCD+2fHK3no7Janl5/ID4W/JBMJ9NHZFKUl81FIzLlxk1CdMVoivWKZ0FWXtfbappeZ98c3BtOQP1RqD+i19XXH4F9u/Tlrce7N5j0sJ4xXJ8yR0BOAWSf97kZzjLZmQymeO/4ILp3J2Nf2EeNvyXEV/oqKW8qp8JXQXlTOeVN5eyr2Uelv7LdTbFSrankunIZ4B5ArjuXwSmDyUvPY1jqMMzGs18zbbBaMfTJxtwnu9v7RH0+PcxXVRGuqCRcUUG4skJ/jD0PHCwhUlGJFgqRBhx86n8BfeQcS/9+mPr1w5I7AMuwoViHDcc6YjimDq4VMJmNmNKMONO6/ytFOBjB3xjC59XDe1N9gMa6oD5fpz8vP+Slsb6q3UW2BoPClW7FnW7DnZFDWp9h9B/txJPjJCUz8RdqTdMI+prw1dfTVF9LY20NjbW1NNZWx+ZraKqtobL0EE21Ne0CvclqJSUzm9SsbFKy+pDeP5eM/gPJyB2A05N+TgT47ob0dE3TZp3RlpwhSikj8D/ATKAM2KyU+oumaZ/0bsvEuSbFZmbCIE9C77s/FGHXsXo+OFzLhn0V/GlLGc9tPESmy8I3Lhj4/9u77zi7r/rO/69ze7/Tq2bUJUtykS0X3LDBYJviAgktIZSQX9pmE1IJyRJ2NyHZ3SSwYUkzoYVkl7YQYE0PyNjYxl22JFvV0mg0mnZn5s7t9fz++N6pmpFGda6k9/Px+Ppb773nSl9L7zn6fM/hV25bS8SvnjyRM2LMzARRLesWv65chNQxJ7SPvQxjByCxHxIH4OBDMNVD6/ZBx5Ww9lWw+X7ouPy8fA1ZmqAnSDASpCvSdcLrytUyY/kxhrPDHMsc42jqKEdSR+hP97MrsYsfHP4BZeuUL3qMh7UNa9nWvo2bu2/mpq6bznhEm3PFFQziCgbxdp34+1trqUxM8PiDD3JVZyelo0cpHT1K8ehRSgMD5J562hkLv8bd2kJo69WErruO6J2vPa1/GQDw+NxEfG4ijSd/KLyYL5OZKJAay5NKOMtkIk96LM+R3WO89NjgTPu8LtpWRulYE2fVFS10ro07D66GwjR0dJ7416JaJZdOkR5LMDkyzOTIEJOjw0yOjJAcGWJg30sUZv1aBMIROtdvpPuyLay77kaaV5zm0Lvn2JKGYDTG/Dfgh9ba7537Jp1dxpgbgf9srb2rtv9BAGvtXyx0vYZglDNRKFd4ZN8oX3jyCN/fPcRlHVG+9us3E/Sdev2c7geZonvhLKhWYeIQDDwHA8/CkZ9C/5Ngq7DlTfAzn7pgHljV/bA05WqZvlQfe8f2smd8D7tGd/Hs8LPkK3k6w5187FUfY0vzluVu5hlb7H6w1lIeGqKw/wCF/fvI795N7tnnKB05AsbQ+I630/6hDy1rj3IxV2ZsMMP4sQyJoxmGXk4y3JeiWrY0doR43a9eQWPHmY+SZK0lm5wg0X+ExNE+Rg4dZGDvSyT6+wBYeeXV3Ps7H1yWcedPNATjUkN6CmeaiAJQ4gIagtEY87PA3dbaX6rt/wJwg7X2N2Zd88vALwO0t7dv+8IXvrAsbU2n00QikWX5bDm7rLV8dleRh/rL/PENAdY3nvpf/rofZIruhXPAWuLJXWx97kMYqjxx3f8iG+5d7lYtie6H0zdaGuWLY1/kpfxL3BK5hbc1v225m3TGTul+KJcJ/PSnxD//LwAM/+X/wEaPH2BhOeWTlv7HLIUJaN0CbVecm9JRay2TfS+z/1tfBWDdG36GeO/qc/JZJ/KqV73qzMZJt9bW1+/gqVnoR8Q5P5lYax8AHgCnJ325eijUO3LhS6QLfOuFY3zl6X529Ge5fnUT77n3htOqT9f9IFN0L5wFuQkYeWmmJ73vMWekGeOCG36d6+/6hQtmpBjdDydnrWU0N8q+8X3sHd/Lvol97E7sZv/EfgC2NG/hD279A1bHz38oO9sWux8qqRTFAwcoHDhI4cABpyf9ueew+TyuUIimX3ofm+655/w3eKp9pSrJkRwTw1kmhrIMH5pk6NAk6XHnwdnujY289l2bCcfPfKbkQjbLxOAAY8eOMtbfx7H9exk8sJdCJoNxudhy22t4zc+9E7envsZ6P2FIN8Z0WGsHz/SaZdbP3Hm+VwADi1wrckpGUgWeOzLBowdGeexAgpcGneHGLuuI8qf3X847ruvROOsi50O1AqnBmYdJxw85teiJ/c6SHZ25NtIB3dvg1t+BDa87vXHlZVlZa5ksTnI0fZSB9ABH00eduvTa/kB6gHQpPX19a7CVDY0buGftPdzcdTMbGjdcEA8OLmaqHr187Bj+53Yw1n+U8uAxSgPHKA0OUjpyhPLIyPT1xuvFt34dDW99C6Ft1xK++Sbc5/BfY6y1FPMV0uN5MuMF0hMFMhMF0uNOfXpyOEsqkZ8zKmOsJUDn2jjtq+OsvLyZhvallZ7YapXsZJJUYpT0WILUmLNOJ0ZJjgwxfmyAbHJi+npjXLT09LLhFbfQuX4ja7fdQCh2esOTnmsn60n/FnDNWbhmOT0JrDfGrAaOAm8Hfm55myQXmmrVcnQix66BJLsGJmtLkqFJ5yd+v8fFtpWN/N6dG7h9Yxtbui78oZ9E6oK1zlCNmZFZwzMO18L40Zl16hjYecO1RTqcUV0uewM0r4WWDc7oLrETP4QmyydfzpPIJxjNjTKaGyWRSzCSG5mzP7VdqpbmvDbsDdMV6aI73M217dfSG+tlfcN61jeupzFw+pMinS/WWqqpFOXRBJXEKOXEGOXEKJXEGOVEgspYgvJowhn1ZXgYm88D0AAM4QRxT2cn3s5Owrfcgn/tGnxr1uJfuwbvihUY95k9c+GMtlImlyqRSznDNOZSxdribGdTJSeMTxSOG9kFIBjzEWnw0746zsYbOoi3hWhoD9HQFsQfmunFrlYqzugtk0myyQlyk0myk8npdTbpHE+NjZIZHztuZBeX2024sYlYSxtrrrmexs6u2tJNQ3unM1HWBeBkIf0qY8zkCc4b4ETnl521tmyM+Q3guzhDMH7aWrtrmZsldSpbLHNwJMOBkfT0+sBIhpdH0+Rrkz64DKxri3DT2ha2dMW4ojvO1t4G/J4L46EzkWVXLs5MfJQZcYZWnArfc8L4iLM/L4wB4PbPjIm++lZncqNYN8RX1MZJXwn+C7lS88KXK+eYyE8446MXJkgWkowXxqe3p45PXZMsJOf0fk8xGJoCTbQEW2gJtrA6vnp6uyvcRVfEWWK++ukcseWyM8nRRJJKcoLKxASVZJJqMkl5YoJqMlkbP905Vx4bo5JIYEsL3OvGOGOkNzfhbm4heMUVeFpb8XZ14uno4Pljx3jFG96Au6kJ41rav9xWylUK2TL5qYmNMiUK2RL5TNlZ147NBHFnXa0s/ByjL+AmEPURinpp7g6zcksz4QY/4dr46B5PCZe7SCmfIZ9Jk08nyKfTDB9I07cjTS49STY5E8Lz6cWmUDUEo87MrqF4Az2bLifS1EykuYVoUwuRpmaizS2EYvEl/1rUsxOGdGvtRZE6rLXfwunxFyGZLXFkPEvfWJYjY866byzLgeE0A8n89HXGQE9jiDWtYW5a28za1gibOqNc1hE7rdFaRC461SoUks5sormJWvAeW3idG4dsbfKi4vFBDACXtzazaG1W0fYr5s46Gm6pbbdDqOmCqSG/kOXLeVLF1PSERLPXs49PzTo6O5AXFpqAqibqjRL3x2nwN9AQaGB1fDUN/gaag800B5ppDbVOB/EGf8OyDJdYLRapppxZRKvptLNOpamkZq2Tk9MBvJJMzoTx1OIzreJy4Y7FcMfjuBriuFua8W/ciKelGXdTc23d5Exc1NyMu6EB4zn++1dKVQq5MpmHfsJYxkdhZGImdM8K3IVM+bgAvlAv92y+oIdA2EMg4iMc99LY4cHn9+H2VvB4ihhTgNpMo5VSlmIuSz6dopBJM3Y4zcDutLOfzSw4IdH0L4XbQyASIRCJEorHaelZSTDeQCg2NdOosx2KNxCMxQlEIpfMbKOw9HHSRS4YhXKFo+M5J4SP5zgyK4wfGcsymS/Pub4h5KW3KcQNa5pZ0xJmbVuENa1hVjWHCXgvnT8M5BJVrUIxBfkk5Cdr61lLoXYsN75A8J44vsRkmoFgAwSbINjoBOvWTU64DjZBqNFZR9pqwbsVAg0K3mdZoVIgXUyTLqWZLNRCdqm2LswL26VJUoW5IbxYLZ7w/f1uPzFfjIgvQoO/ga5IF5ubN9Pob5wJ4bUg3uBvIO6PE/fH8brO7QN6tlqlms1SnZykkkpTTU1SSaWc0D17PZmikq6t551fbObPacY4YbuhwQnbTY341qzGHW/AHY87S0MD7oZZ2/E4JhKhUnaGHyzkyhRrSzZfmTmWKFPsL1PMD1PMHZtzXTFfppirUCnPTOS0/8Hjh452e134gwZvoILXV8brrxAIl2h0l3GZIsaUsLaArRaoVgpUynkqxRylYp5iNkN2LMtEf4ZibuEZYGf/OgRCYfyRCIFwlEAkQqy1bTp8+8MRAuGIsx+eORaMRPH4/XXzrx/1SCFdLjjVqmU4VXB6wxPZ6V7x/rEcR8azDE7OfRjF53HR0xikpynENb2N9DaF6Gly9nuaQsQC9fU0t8gpqZRngvT8YD1nWSiA145zkqF4vWEnaAcbnXDdvmVW2G6aCeKzjwXiF8y44/XGWuuE61KaTCnjrIvOOl1K8+zks+x7ft+c81NBPFPKkC7OHJ9ftz2fx3iI+WNEfVGi3ihRX5TOSKez74sS88WI+WLT+1PHprb97jMfeWP6e1cqTrDOZGaWdJrKnP3M3POZDNXM7GuyVNNpquk0nGSIaRMI4IpGcEdjzjoWw9vdNbM/67grEsFEolR8Ear+EGVPkIrxUipWKeUrFAplSvmKE6BrYbuYK1PsK1PcW6GQy1PM9VPMHaKYr2Cri7fNWgumhNdbweur4PZV8XjKuNxlfL4y/kAJ01jCUsRWCkyMDxMN+6mU85SLecrFHMV8lnw6S2b4xL//AB6vD18ohD8UxhcM4Q+FiDQ0OseCIXyhMP7Z58Ph6bAdCEfwh0IXRWlJPTrZ6C7fAn7dWnvo/DRHxJHMlTgylqV/uiwlNxPGx3MUZ/UgGAMdsQA9jSFuWttCT1OwFsRD9DaFaI3450w1LFJXysVZoXpiwVC9/sBuSPzrwuF7sdKR2fy12ToDMWfd0AOBy51tf2xmNs/Z1wTiTs+2PwrLMJ36hchaS76SPy4oTwXo+aE7VUodd+3Uulwtn/jDxsHj8hD1Rgl7w0R8EcLeMB2hDsINYSJeZ39qPTtczw7ZQU/wjHoybbE4N0TPCtdT25XFwnXtmkrWCdc2m13ah3o8uMJhXOEQ7nAEVziMOxLF295ROx7GHYtiwlFsOEolEKUaCFPxhqh4gpTdfsouH+WycYJ1LWCX8mWKhcp02C4lKhSPOsdL+Qrl0iQLPYbnzDdTAVvEWqeH2uOr4PFWcNfCtcvl9F4HgyWCwRLWFqlWilQrBarlApWSE7BLxTylQh6s5ST9+GAMvkAQ63bjM434Q2FCsUZ8wW4nUM8L3v5a2Hb2p86H6m7YQZlxsp70zwLfM8Z8Dvgf1tqT/0gmsgTzS1L6p8pRxp1AnszNvdViAQ89TSE2tkd5zaZ2pxe80Qnj3Y1BPbQpy8NaKOcXCNYTJ+jVnrdfPtk/Jbtoc4ch1zwTqpvWOAF6wWAdnxu+/VH1aJ9EuVomU8oct6RLabKl7HR4nj5enBe4ZwXvqWnoT8Tn8k2H6qkQ3RnpnBOsZ5+fv7/jyR3cdftd+NynPkKFtRabyznheHiIfCZ7XK/07P1KOu30Ti8SwBd80HEBJhCYDtCucBh3OIyntRXXqlXTx0w4AqEwFX+Yii9M1Rei4gk4odr4nJ5rvJTL1MJ1LVjnK5Sme7IrlFJliqMVSoXKrH8kKtaWidqvQxWsc8zaIm5Pxemt9pRxu8sYVxmXKYEp4XEXcQeL2IDTc10pTwXrAuWSE6ptdW7Z12IB2+314gsE8QWD+ALBWmhumnPMFwziDQTxBUNzjvkCQbzBqe0QvkAA43Jp3PyL2MkeHP2SMeZB4E+Ap4wxnweqs85/9By3Ty5Q1lpG00UOJTL0JWYCeP+YE8yHUseXpKxoDNLTGGJrT4PTE94YqoXxEPGQftKXc8BaKGZOUCoycfJa7cqJa3ZxeY8P0LHOeccaFujRroVvX4SfPPSQ/hKeZypYLxSiTxay55/PV/In/0Cc+uv5vdPdke6ZcF0L0lFvlLBvbm/27KB9quHaViozAXk8Q9PhEYqPP0l+qrxjXnB2eq+n9rNzw3U26zyHcDLG4AqFcEUic8K1t6kR96x9QmGqgSgVX5iKz+mpdoK1j4rxUcZDqeqmVLLzequnwnWt13rY6cGuzikDqQJZIDsrVDu90C5XufYQ40xPtXGVMJRwmRIBfxG/t0i1WnB6rKd6q0t5yoU8lfLSfrhwud0z4TgQxB8K4gs2zAvTs4J0MIQ3EJgXukPTr3cv8ACoyGKWcreUgAzgB6LMCuki45kiLycyHBp1lpcT2entVGGmR8kY6IwFWNEU4uZ1c0tSehpDtEVVkiKnwVoopI4P0AsthYWOT57gwccaT3Bub3WoCZpWL1Iq0nB8r7YnoIchayrVCplyhkzx1EL0QudPNVjPXlpDrazyrpoO0CFvaDpQTy3zj4e8oVN62LFaLM4E54kM1cww1fRB8pkMmRPVWKfTtfKPmYBt5z241wQcWehDvV7coZAToGvh2h2L4e3sxBWp9VaHwlQDEaqBiNNj7Q1RcQcou/xOsMZD2XooVV2UC9XpUpCp3upiLWiXUhWKIxUqpfmRoIQTpJ3yD6xTOw2lOeUfbncZY0oY41zvdRfxhEpUqzO91ZVygUoxT7lUoFI6yQ/DU4zBVwvJ3mBoOiT7gs0LBOtaT/XsXup5Pdhur1cPNsqyOVlN+t3AR4FvANdYa5dYMCYXk3KlyuGxLPuG0uwbSnFwNMPLtWV2WYrLwIrGEKtawlzT28CqljCrWsKsVEmKLMZap6b6pCF7YvFz9iT9Br7I3BKQSAe0bDxJqcisc56z92DchWgqWGdLWad2eipkl52yj2z5+OMLnc+Ws+ROVtpTM1UOEvKEptetoVZWeVYR9oUJe8LT64jvxCF7qcF6ThlIOk11PEs1M0E10081kyE9/yHGBcL1dC92NgtLLQMJBo+rr/a2tc8pAakGa6HaF6LqC7O3b4CVGzZTds3qrbZuyiWOr6ue2i5UKA2WKReP///F2hyQcgJ1LViDUwIyp6ba5ZR/QAlji/i8Jax7Vl31dG11gWrl+LKfhWK2cblmgnMgiD8YxBcI4w201oJyYE5vtXNdwAnSgaDTaz2rB9vr8+shRrlonKwn/Y+Bt2jyn0tDpWo5lMiwbyjF3qE0+4ZroXwkQ7Ey8wd7VzzA6tYwb7yyk9UtzlCFq1rC9DaF8Hn0h+MlZaFykQUD9sQi55bQkz07ZAfiEO2E1ssWKA2ZvzQ4odx96f3zsrWWYrU454HF6e159dQn6snOlDKnFKzn91i3BFsW7ameE7JrYTzscc55l/igqjPMXm6mlnosQzUzRjXdRzWTITU7TM8pB1k4bC+5DGRWT7Xz0GIYT0szrpDTU21DUSrB6ExPtTdI1ev0Vs8J1VUXpaKtBel55R/5CsVkhfLw8f9/WLuSfS9P1B5ULNV6rJ1Q7Vqwp7oMtujUVvunQnWxNuSe01Ntl/LdAbfHU+uhrvVWh4P4ArPLPwIzJR5T18wJ2YHpnmpvIIDH61NPtcgiTlaTfuv5aoicX4Vyhb2D6VnT3Cd58ViKXGnmL4QVjUE2tEe5bWMr69uibGiPsLY1Qth/6YWei1656ATp3HhtUprxWfuzji10/GQh2xueG56P68leZAk2XpIji0zVWqeKqen1zuxO0gePHxFkdgCf85pS6uSjgwBel/e4EN0caKY32rto2cf8Zer4koP17GH20mmqiQzVTIJK+jDVTJbUvDC94OggU9dksycdZg8At7sWqueNBtLRWaurjlANRan4I9O11WVPkIqrNgoIXiqmVltdcUYEmR+sp3uwJ2c/rDjre9sC2JQTrCmALU0/pOh2lzCu0nRPtbFFLCU8poDLWyv/qBSplPLOw4rFpZX6AHh8/nnhOYg3EJ0XqkMzPdKBeaUftVDtrfVqayQQkfNHaesSYK2lfzzH04fHeaZvnKcPj7NnMEW59oBOxO9hc1eMt1/fw+bOGBs7oqxrixDy6fa4oEzVZy8pYE/MPV7KnOCNjVP2MTVOdqAB4j217bgzYc2ckUbm1WdfIiHbWrvgkHuze65nB++pMD17/Ot0Mb14rfXIzKbbuIn4ItMPJIa9YdpCbayOrybqi04/1Dj/ocUzeYDRlstOYE6lqU6knUlf0seoptKkM2lnAph0hmoq5fRUp9IzYXq6zvoUhtnzemceUJyqr25owLui2zk21WPtj1IJRCh7nQcWp+ur8VLCQ7nqplh7aHGqnnp6HOt8mWKqQmVs4V5ka3Ngkzg11gUnUM8eAcQ4DzBCEUMRn6eIx1XAVmq91NM11fkl11R7/P45DyE6wblxVplHkIHBYdZfdtncEpD528EgXn8Al1tlhiIXKqWwi5C1lgMjGR7ZN8JjBxM80zfBSMoZECrsc7O1t4H/75VruLwrzpauGL1NIT20WW+qVTylNCQOOLM7ZhMzS25qf/bx2rTrJ+rVdvtngnawwRkru/NKJ0xPHZu9njp+iUxKM1V7PX+681QxRbqYPn469JJzfPqaUprqSerjDcYJ1b6Z8BwPxFkRXXF8sPbNBOo9z+/htlfcNh2uA+7AkksErLXYbNaps55IU00lqKT7yKdTZNOzwnQ65VxT26/UJoSpplJUMpmlhWu3G3ckgisadYJ1JIy7pRnfypXTYdsZYi9KJRCm6g1R9gYpTwVr450eDaRcpDYxTPn4cJ2pUEqUF+xEd+qrJ8EWnDGrXSU8Xidcu6dHASliKONxFXAHS1j/1IyLhVpvtTOsXqV00pGqgZnJYKYfRozXSkCmQnZt7Q+Gjjs2Zx0ILilUb9++nes02o/IRU8h/SKRypfYvmeEh/eN8PC+UY4lnd64nqYgt6xr4ZqVjWzrbWRjRxS3Avn5V8xAenhu2J4fvqenXHe2b7EV+MkC7+XyQqi5tjRB26ZZMz/OCtdzgncjeIPn+UufX+VqeSZMl2bC9OwgPWcpzd1Pl04+KdBUaJ6anbE91M66hnXTx2K+2JyAPTt4T00c4zJLf25j6mHGYnaQzpEylckjVFKTTE6mqKQmqU6mnHA9Haxn9WbPCtpLqbWe7rGORnCHZ82+GIngikRxRcK1GRejlANhKh6nJKTkcsawLlkPxRJzZ1vMlSnkZk11PlFeYDSQ44fZs7aAx1d2RgNxl3B5StPTmLsoEvAX8PtmpjKvlp1ZFkuFHOVCrja5zIyFovb0eNW1yV0C4SD+UBxvwAnT3ulQPRWkjw/cGlZPRM4l/clyAZvMl/jeriG+/cIxHt43SrFSJRbwcPO6Fn7j1S3cuq6V3ubQcjfz4lStOKE6M3L8kh6GzGhtv7ZdWqQX0uWpBexa6G7ZMB2+9w+Ms+7KG2bC+NR1/uhFO6SftZZsOUuykCRZSDJZnFx0PVmYJFlMTq8zJyzZqfVi+yJzZltcEVlx3LHpxTt3P+KN4D7Ff1GYCtmVVIrq5AD5VIrK5KTTOz29TlFNTc5ZTwXwSioF5TKtwMHFvpffjysSqYVppxfb29uDOxKdCd2RCIRrDzL6I5Q9QcruoFNvbXyUKm6Khcp0oJ4J2LX1WJni0fkjg0xNDjP1XStgC7g95VrALuP2lHC5nYcXA4ESgUABWy3Uaqzzs3qts7WAnZ/z7gtxuT0zU5SHQoRiYXzBlrkzKk6tA0H8ofACgTuo2moRqXsK6RcYay1PHx7n/zxxhAdfGCBfqtLdEOQXblzJ6y7v4OreRvWUny5rneCdOgbpQUgNQnrICdnp4VroHnWCdzax8NB/xg3hVmeJtELz2tp+C4TbnPVU6A41O6OPLBK4+7dvZ91Vt5/b73yOlKvl6aA9O0hPrRcK3FPrE83Y6HV5ifvjxHwx4v447aF2NjRuIOaLEfPHZsL2rIA9dSzkDZ1SL/YUW6lQmZykMtlPMZmkkkxSmUhSmUxSnZwfqmfCdXVykko6DeUTP8BpAgHc0SiuWAx3NIq7qdEpD4lFcUdjuGNR9h87xmXbrqUajFL2hSl5QpTdAUr4KBYt2WyZwvRSmtnOlSkec4J2qTBVClUB0rVl1ve0VdyeEh5fGa+3VAvYRYyrSCBYrAXsPNVqnmopT7mUo1zMUS5kKeYzVJYw5KDH558TokOxKP5Q+6zpysO18O2Ea39wXugOhTQaiIhcMhTSLxDVquUHLw7xtz/az47+JBG/hzdfs4K3bFvB1p4G/aV1ItWqE6qngvfUMns/PeSsqwsEDV/UCdeRNmcSm57raoG7deb4VDAPNMBFNkZvqVoiWUgykZ9gouAs44VxkoUk4/nx6WMTeef4RGGCVDG16PtN9WjHfXFi/hhxX5yucNd08J69jvnnHjuVWuz5qoUCpYkkleSEE6CnwnbSCdyVZJLqnGPONdXJyRO+rwkGayG7FqpbmvGtXo07FsVVC9muaBR3LIaJRKj4o5S9IUruIGV8FIo4wTq3SNDuK5FOruGZ/2eoVqd6r8ePa4fF4g9U8fprPdmeEh53CU+0QDhWdGq0q3mqlTyVUs4J2YUspUKWYjZDqXDiEUNcbrcTnMNhAuEIoXgMf6gTfzhcC9lhfMHQAj3aYac8JBRWWYiIyCnQn5gXgGf7xvnwN3bxfH+S3qYQH3nT5dy/tVtDIUItgI9C8ggkj8LkUUj2z1oPOAF8oeHogo3OcIDRDmhZ76yn9qeWSPtFVctdtVUmC5OM5cdI5BPHBeyp4J0sJJ3AnZ8gVVo8cAc9QRr8DdNLd7SbRn+jsx9oIO6LE/fXllooP52ykTnfoVikMj5BZWKCyvg4lYlxZ3sqXNdCd3XO/iQ2f4IQ6nbjjsVwx+PO0tKMb82amf14HHc8hqu2baJxp0fb+CkUIJ8tk0+XyGdKFDLOOp+pBe2hMoWXa9u5ItgEkFiwGS6XwRdy4fWV8PhKeDwlAsEC+eIQjZ1BrM1jKzkq5SyVYi1g5zMUcxmK2SyFkzy4OhWy/aEwwXAEf1sj/lCEQCSMPxSZDuBT1zjbzr7Xf/o/IImIyKlTyqtjhXKFv/jWS3z20UO0x/z81Vuu4v6tXXjcF1dP7QkVszDRBxOHndA9HcCPwmQthFfmVa96AhDrhng3rH6lM/nNdOieHb4Dy/OdzrJcOcdYfoyx3JizrgXwRC4xvT+1jOfHqSwyAkzQE6TR30jcH6cx0MiK6IrpsD07eM8O5QHPmf0a2lKJysQE5fFa0B6fFbzHx48/Pj7uTDqzCBMMzgnbvlUrnWAdmxW2G+K4Y07gdsXiVAIRitZHIVueG7LTpenwXZgokT86Fb5TFHPH92RPt8FlCIQ9+EMuvL4ybm+RaFOBWHMRQwFsnmo1R7Wco1zKOr3Z+QzFXJp8Jk02sfDzC0kAYwiEIwSjUQLhKLGWRvzhHgKRiBOoQ2H84cjcoB2J4A9F8IWCuC6BUXpERC4WCul1aiRV4H2fe5Ln+5O856ZV/N5dG4lcjD3n1YoTtCcOw/ghGK+tp/bTQ3OvN+6ZAN59LWzuhtgKZz++wtkONV3wD1bmyjlGSiM8M/QMI7kRRnOj06F7ep131ovNCBnyhGgKNNEUbKIr0sUVLVc4+7WlMdBIU6BpOnz73f4zbnc1l6OcGKMylqCcSFAZG6vtj9XC9wTlifHp0F1NLd5L7wqFcDc2Ti++1atwNzTgmTrWMHWuAXe8AVc8RgUP+XSJXKpELl0kVVvnp9ZjZfJ9U73cY+Qzw9jq4pPh+EMeZwm68AZKxIMFGjsKGPJgc9iq06tdLqQp5tMUc2kK2TTp4TTj+cVn6jTG5QTraIxAJEKstZlAeCWBSLS2OOeC4QiBSJQdu3Zz2x2vwR8KacpzEZFLxEWY+i58o+kCb/vHxxhI5vjHX9jGXVs6lrtJZ8Zap947sQ8S+2F0v7NO7Hd6yWfXgRuXE7QbV8L6O51142po6HVCeKT9gh2z21rLZHGS0dwoI7kRRrIj09uj2dHpMD6aG50ZDnBg5vVu454O1s2BZnpiPdOBuznQPBPAg8466DnzMh1bqVBJJimPjtYCd4JKYozyWIJKIuEE8ESC8pizri4ylrYJBnE3NuCpBWtfT28taMdxNzbOBO/p8N2A8Xgp5Mq10F0kN2udT5XIDRTJ7S2RS02QT4+QS5cWGN7P4fIYghEfgYgXf8hNvM2FxwMuVwVjnLDt9G5nKRXSlPJpCtkU+VSKif4kxdziY4T7w2GC0RjBaIxYSwvB6Jpaz/a8wD21HXFmezyVsP1S/wCBSGTJ14uIyIVPIb3OFMtVfu1fnmYgmePz77uB61Y1LXeTlq5ScibfGd4NI3tmQnniABRnjSThCULzOui4HDbfCw0roXGVE8jjPRfkDJWlaomR7AhD2SGGMkMMZYcYzAw6+9khRrNO+C5Wjx9YLugJ0hJsoTXYyobGDdzUdROtoVZGD49y69W3OudCrTT4G05rdJL5rLVOj/bIyJylMjpKebTWAz4VvMfHFx5j2+XC3dSEp7kZT3MTwZ4ePM1NuJtbnHXtnLvJOe8KOj8wVCpVcpNO2M4kC+RSRbKTRXKTJbIDRbKTWXKpCSeIp0uL9nJ7/W6CUS+BiI9Q3Edjhwe324XLlQey2GqWSilNuZimmEuRSyfJp1KMHXbWdpHabY/PTzAWmw7dDe2dBGMxQtH4nOPBaIxgLE4gEtXDkCIick7ob5c680+PHOTJQ+P8zdu31m9At9apDR/e7SxDtfXo3ln14cbp/W5eB703OuvmdbUHNLsuqBFQipUiw9nhOaF7KogPZYYYzA6SyCWwzA2UQU+QjnAHbaE2rmm/htZg63Tgbgm2TAfzsDe84AN52xPbubn75iW301YqlBOJ48L3cWF8ZBS7wHB5JhTC09KCp6kJb28vwauvxt3chKcWtKcDeHOz8/Bk7fdwKnhnJwukJ4vTwTv7UpHc5DjZ1BDZ2vlCZuHhCL1+N6GYj1DMR7w1SPvqKB5vEbc7D+Sw1QyVcqZWVpIin0qSTU4w0Z8kOzFBeZEp1wORKKF4A6FYnObuHlZs2nJc0HbWzr7Xf3E8pyAiIhc+hfQ6kilZPvHwfu7c3M59W7uXuzkOa5368IHnYOBZZzn2HOSTM9fEVkD7Zlh3B7RtcWbAbNlwwTyYWagUOJY+xkB6gKOZo8467awH0gOM5EaOe03UG6U93O6M0920gfZQOx3hDtpDzrH2cDsRb+SsjYZRSWcoDw1SGhykPDhEaWiQ8rFBSsNDlIdr4XtsbMFeb3c8jqetFU9rK/5Vq/C0ts5Z3C0teFrbcEfCcz+zVCUzWSCbLDI+USCTLJAZKJJJHiMzcYhMsnji4B1wE4o6wbuxI0T3hgb8IXC5ckDGCd7FFMX8JPnUBOnxMdLD4wztmyA3Oblgb7fL7SYUixOKNxKKx2nq7nFCeC2Ih+MNhBoaCcXiBGNx9XKLiMgFS3+D1ZEf95fJFiu8/zUblq8R+UnofwL6HoejTzuhfGokC5cX2rfAljdDxxXOdtsmCMSXr71LUK6WOZY+xpHUkSWFcI/x0BHuoDvSzS3dt9AZ6aQj1EF7eCaIh73hRT7t1FhrqabTlAcHKQ0OURo8Nh3CG3a/yMG//mtKxwadqd3ncTc342lvw9vWRvDyLbWw7QRv71QAb23F5fPNeZ3T810kM+GUnGT7CmReGCIzFcRrx/Pp43vbXW5DKO4jHPfT2O4E72DUi9dfxeXKYqtpquU0pUKKXGqCzPgYmfExjg2MkxkfW7C22+V2E2poJNLQSKytnc71lxFqaJgTxqeCeCB89n7wERERqWcK6XXkycEyV/U0sLkrdv4+NDUEfY/C4ceg7zEY2unMpGncTu/4pnug62pnadsMnjMfAeRcKFfLDKQH6Ev10TfZN2d9NHV0ziyWHpeHznAnXZEubl1xK13hLroiXXRHuumKdNEabD2jcbxns9Uq5ZFRSgNHKR0doHT0qLMMDFAaGKA8OHj8w5bG4GlpwRUK4duwntANr8Db0Y6nvQNvZweejg48bW3HhW9wJr3KJgskxwukjuVJ7x4kPZ4nPV4gPeass6ki8ypzMAZCMR/hBj/R5gAda+OE4z5CcS8eTwFrU1RLaQrZCdJjh0mNJUgNjXLspQSpRIJysXBcWzw+P+HGRsINTbT2rGTVlVcTbmgk3NhEpLYONzYRjEQ1YomIiMg8Cul1YiJb5OVklfdf13ZuP6hccHrJD/w77P8hDL3gHPeGYMW18Mo/gN5XwIrrwF9fo0lYa0nkE7ycfJkDEwd4OfnydBgfSA/MCeIhT4iVsZVsbNzInSvvpCfaQ0+0hxXRFWc3hFcqlEdGnNA9FcCPzgrkAwPH1X+7m5rwdnfjX7eOyK23OOG7ox1PRwfe9nY8bW0Yr5ft27dz5e23z/n+uVSJifE86V1JUlPhezxPesxZZ5LF4x629PjdRBv9RBr9NHdHCDf4CTf4CcY8uMhQraYp5ZNkxkdJJUZJjSU49lKC9Ngo6bEE1crccdVdbg+RpiYiTS20rVrLmmuuJ1IL3OGGJsKNjUQam/AFQ+r1FhEROU0K6XXixWMpLHB1b8PZf/PcOOz5Drz4DTj4EJQy4PJAzyvgjg/D6tug88q6GVXFWstQdoiDEwc5kDwwHcgPJA+QLMzUwoe9YXqjvWxq3sRdq+6iN9ZLb7SX3lgvzYHmsxYQq8Uipf6jFPsOU+rro3i4j2Jfn7M/cAzmh/CWFrxdXfg3byL62tfg7e52lq4uvF1duEKhRb93PlNifCDH5Og4oy9aHhrYw2QiTyqRYzKRP26IQbfHRbjRT7TRT/eGRiKNfiJNASKNfgJhg61Okk+PkRodYXJ0mMmRYYYPDDM5MkJ6LHFc3bfH5yfa3EykqYUVl20h0tRMpLmFaFML0eYWIk3NhGJx9XyLiIicYwrpdWL/iFNzvK7tLPVe55Ow+xuw++twcLszFnlsBWx9B6y9A1bfCv7o2fmsM5Auptk7vpc943vYM7aHveN7OZg8SKY0M6tkg7+BtQ1ruXPlnaxtWMua+BrWxNfQFmo7e0E8l6N45MjxIfxwH6XBwTkPZLoiEXy9vQQ2bSZ2550zIby7G29n5/Rwgwsp5sskj6RIjeaZrAXvVCLP5GiOVCJPqTC313oiNESsJUhjZ5iVlzcTbQ4QaQwQbQrg8ZUpZhNMJkZIjRxhcnSY4QMj7P+pE8Zzqck572VcLqLNLcRa2ujZfDmx1jaiza1EmpuJNrUQaW5RzbeIiEidUEivE/1jWTwGOuNnMCKKtU5d+TP/DLv+Dco5Z/zxG38dNt0H3dcs20ycU73juxO7pwP5nrE99Kf7p69p8DewoXED9629j7UNa1kdX83ahrU0Bc7OUJTWWiqJBIWDBykePOisDxyk8PJBygPH5lzrbmjAu7KX4LZtxHt68K3sxdvbi2/lStyNjScMsoVcmeRwluRIzlkP50iO5JgYzpJLze119wbcxJqDxFqCrLiskVhzkGhzgFhLgOd2PsH12y5jYmiQiaEBksOD9O0YZGJokOTwIPn03Nk6PT4/sZZWYq1ttK9e54TwltbpY5HGZlzuC3MiKBERkUuNQnqdmMiWiPjM6fVilguw4wvw2Cecscp9Ubjq7XDNL0DX8gTzZCHJrsQudo7u5IXRF9g5upPR3CgABsPK2Eo2N2/mzevfzMamjWxodIYxPBu9uNZaSkcHKOzbOy+Mv0w1OVMuY4JB/KtXE9p2Lb6fXYVv5Up8vSvx9fbgjp94xJpivszEUJaJqRA+nCM5kmViOHfcqCjhBj/x1iCrr2wh3hYi1hIk1hIg1hLE7amSHDrG+NAxkoP7GTk0xP4nBkkOHWNiaJAdn5nVg+92E2ttI97WQcfaW4i3dxJvayfW0kastY1gNKZecBERkYuEQnqdSOZKhE61JLyUgyc+CY/9LaQHoeNKuO/vYMv94Ds7QwQuRdVWOThxkGeGn+GZ4WfYObqTw5OHp8+viq3ixs4bubzlcjY3b2ZD4wZC3oXrsk9VZXKSwt695PfupbBnL4W9zlLNzJTLuFta8K9eTex1d+NfswbfmrX416zG09Fxwtpqay3ZySLjg1kmBjOM1dbjg1nS43NHM4k0+om3BVmztZV4W5CG1hDxtiCx1iAejyGVGGXs2FHGB/bT9/wAYwP9jB8bYHJ02PkXkBp/OExDeyetK9fg71jBFdddT7ytg4b2TqLNLeoJFxERuUQopNeJyXyJsGeJvaDVKrzwJfj3P4XJflhzO7zpH5z1eehJLVfLvDT2Ek8PPc3TQ0/z7PCzTBQmAGgJtnBly5Xcv+7+6VAe8535kJJO7/hR8jt3kd+9m8KePeT37Z1TpuKKxfBvWE/8vvvwb9iAf8N6/GvW4G5oOOl7p8cLJI6mGRvIMD6UZfxYhomhLIXszIgxXr+bxo4QXRsaaOwI09gRoqEtRLw1iMfnJp9JM3b0COPH9nP0pX52/ugo48cGmDg2MGdGTF8wSGNnN10bLmPLbXfQ2NVNY0cXDe2dBCIzzyTMH91FRERELh0K6XWiXLF4ljJgxuh++Pqvw5GfQudWePM/wqpbzmnbrLX0pfp4dOBRHht4jCcGn5h+sLMn2sPtPbdzTds1bGvfRk+054xLLqy1lI4cIb9rF/ldu8jt2kV+94szpSoeD/41awhdsw3/OzYQ2LAB/4YNTs/4ST67mCuTGMiQOJqetWQo5mbCeDDmo6kjxPpr22noCNHUEaahI0Sk0Y8xhkI2S6L/MKNH9tD3fB+JfmdJjyWm38PldhNv76Sxs4uVV15NU1c3jZ3OEm44cU27iIiIiEL6hcJaePKf4HsfAo/PKWu56h1wjobCy5VzPDrwKI8cfYTHBh7jaPooAN2Rbl6/+vVc33E917RfQ1vozMd1ryST5HbsIPvss+R37CC3cxfVydrIJF4vgfXrid15J4EtWwhs2YJ/44YFJ/KZzVpLKpFn+HCK0f4UiaMZEv1pUmP56Wt8ATfN3RHWX9dOS3eYpu4ITZ1hAmGn7qiYz5E40sdo/4sceMoJ4qP9faQTo9Pv4fH5aepeQe+WK2nuWUnzih6aulYQa23XlPQiIiJy2pQiLgTlAvy/34Hn/gXWvRbu/V8Q6zzrHzOWH+OhIw/xoyM/4rGBx8hX8oS9YW7ouIH3bHkPN3XddMY95bZapXjgANnnniP37HPknnuO4sGDzkmXC//GjcTuvnsmkG9Yv6RAPjmaY/hwipG+2nIkRSHj9I4bl6GhPUT7mhibb+2iuTtCc3eYaFMAYwzWWjIT44wc2s+OFw4yfPhlRg4dZHxwYLpe3OP10dTdQ8/mK2ju7qG5ZyUtK3qJt7VrzHARERE56xTS610xC194hzPW+W0fgNv+8Kz2nk8WJ/nB4R/w4MEHeWroKaq2Ske4gzetfxOv7n0129q34XWd/iRHtlqlsG8f2Z/+lMwTT5B98qnpshV3PE5w61bi995DcOvVBK+4HFf45A+8ZpIFhg5OMvhy0ukpP5Karh13uQ3N3RHWbm2ldWWM1t4ozd1hPF7ngctqtcL4sQGOvrSLkUMHGT50kJHDL5NNTky/f7ytndaVa9h0y+20rFxFS89K4m3tuM7SLKUiIiIiJ6OQXs/KxVpAfwju/3vY+nNn5W1LlRIP9T/Egwcf5KH+hyhVS6yMreSXrvgl7ui9g01Nm067t9xaS/HgQTKPPkb2iSfIPvkklYkJALwrVhB9zR2Etl1L8Oqt+FatOunnVMpVRvvTDB5MMnQwyeDByemSFZfb0LIiwtptbbT1Rp1A3hXB7XVNtyU1OsKBp55n8MBeBg/sZejgAUr5XO31Hlp6VrL66mtpW7WGtpVraFm5ikD4LE0oJSIiInKaFNLrhMXOO2Dh27/v9KDf93dnJaAPpAf4yt6v8NV9XyWRT9AcaOZtG9/GG9a8gS3NW047mFfSabKPP076xw+TfuTh6RFXvN3dRF71KkI3XE/4uuvwdnef9L2K+TLHDiQZ2DvBsQMTDB9OUSk5Y4WHG/x0rIlx5atX0LEmTktPZLqHHCCXmqRv17MM7t9bC+X7pnvI3R4PravWsOW2V9O+Zj1tq9bQvKIHt+f0/5VARERE5FxRSK9XO/8vPP1ZuOW34eqfP+23sdbyzPAzfHbnZ/nx0R9jreWVK17JWze+lZu6bsLjOr1boHj4MKkf/ID0Qz8m+8wzUC7jCoUI3XQjkV/5VcI334RvxYqTv0+uzMD+CQb2TXB07wQjfSls1eJyGVpXRrn8ld10rInTsSZGpHFmNlZrLRNDxzj60m5n2bOb8YHa7KXG0NS1gtVbt9GxdgMd6zbQ0rsKj1eBXERERC4MCun1KJOAb/8BdG+DV3/otN6iaqs8dOQhPrXzU+wY2UGjv5H3Xf4+fnbDz9IV6Trl97PWUtizh9T3f0Dq+9+nsHcvAP6NG2l+73sI33Iroau3Yk7ykGelUmXoYJK+XWMceXHMCeXWKV1pXx3jmrt66d7QSMeaOF7/TC95tVJh6OB+jr60i/6XdnH0pd3TveSBcISujZvYctsddK7bSPuadfhDZ2eyJBEREZHloJBejx7+a8hNwLs/AafxsOJjA4/xsac/xotjL9Id6eaPbvgj7l93P0FP8JTfq3DwIMlvfIPJb32bUl8fGENw2zW0/eEHiL7mtfhWnLyEZXI0R9/uMfp2JejfM04pX8G4DB2rY2x73Sq6NzTQviaO1zfzXW21yvChg/Tt3EHfzh30v7hrupY81trOyiuvpnvjZrov20xzd49GWBEREZGLikJ6vUmPwFOfhivfCu2bT+ml+8f385dP/SWPDjxKZ7iTP7v5z3jDmjeccklLeWSEyW99i+Q3vkl+1y5wuQi/4hU0/9L7iL761XhaWk74+mrVMnQwycEdoxx6fpSJoSwA0eYAG65rp3dzM92XNeIPzm3XxNAgfTufo++FHfTtep7cpDMKTGNnN5tvvZ0Vmy6n+7ItRJtP/PkiIiIiFzqF9Hrz7OehnINbfmfJL8mX8zzw/AN8ZudnCHlD/P61v8/bLnsbfrd/ye9hq1Uyjz7GxBe/QOqHP4JKhcDmzbT94QeIvf71eNtOPGlRuVjhyEvjvPzcCIdeGCWXKuFyG1ZsbOTy27rp3dxEQ3tozsOppWKB/l0vcPDZJ3n52adIDg8BEGlsYvVV19B7xVZ6tlxJrKV1yd9DRERE5GKgkF4nrK395/kvQs8N0LphSa/bMbKDDz78QY6kjnDv2nv53Wt/l6ZA05I/tzw+TvKrX2X8i1+i1NeHu7GRpve8m4Y3vQn/unUnfG2lXKVv9xj7nhzi5R0jlItVfAE3K69oYfVVLazc0oxvXm/55OgwLz/7FAefeZK+nc9TLhbw+Pz0XnEV295wP72Xb6Wpe8UZTZgkIiIicqFTSK8j3QzCyEvw+r866bVVW+XTOz/NJ579BB3hDj5156e4vvP6JX9Wsb+fsU9/homvfhWbzxO69lpaf/M3id752hPO8FmtWgb2TbDviUEOPDtCIVsmEPay8YYO1l7dRteGBtyemfpway2J/j72/fRR9v30J4z0HQKcCYMuf9VrWXPNdfRsvgLPSR44FREREbmUKKTXkasqu5yNta8+4XXZUpYPPPwBth/Zzp0r7+TDN32YmC+2pM/I79lD4oFPMvmd74DLRfzee2h697sJbDhxz/3kaI4XHzvGS48eIz1ewOt3s3prC+uvbadncxNu99xgPnL4ZfY+/hP2/fQnjA30gzF0b9zEK9/5i6y5+jr1louIiIicgEJ6HbmishuiXdC0ZtFrRrIj/Id//w/sGd/DH17/h/zcZT+3pLBbPHyYkY//LyYffBBXKETTu99N07vfhbe9fdHXVEpVDu4Y4cWfDHDkpXEAejc3cdPPrGPVlS1zRmMBGD92lN0P/4iXHnmIiaFjGOOiZ8vlXH33Pay7/kYijUsvwxERERG5lCmk15FV1T7ovAoWCd0j2RHe+933Mpwd5uOv+ji39dx20vcsJxKMfOITTHz5Kxivl+Zf+RWaf/G9uOPxRV+TnSyy6+GjvPDQUXKTRSJNfq5/42ouu7GTaFNgzrW51CR7Hn2Y3Q//kGP79oAx9F5+Fdfd9zOsu+5GQrHFP0dEREREFqaQXifctky3PQZtb1nw/Fh+jPd9730MZ4f5x9f+I1e3XX3C97OVChNf+hLDH/ufVLNZGt/6Fpp/9VdPOEpL4miaHf9+hL1PDFEpV+nd0syVr15Bz6YmXK6ZHxxstcrhnTt4/vvf5sDTT1CtlGnpWckrf/69XHbLbUSbNESiiIiIyJlQSK8TrZVBvFSgZeNx50qVEr/9o99mID2wpICe372bY3/yYfI7dxJ6xSvo+JMP4V+zeAnN8OFJnnzwEIeeH8XjdbHppk6ufPUKGjvCc67LTibZtf0HPP+D7zAxdIxgNMbVd7+Bza+8g9aVq1VjLiIiInKWKKTXiabqmLMR6zru3J8/8ec8M/wMf/nKv2Rb+7ZF38NWKiT+6VOMfOITuBvidP3VXxF7w+sXDc9DhyZ58sGXOfxCAn/Iw/X3rOaK21cQCHvnXvfyAZ5+8N/Y+9jDVMplui/bwk1veyfrr78Jj9e74HuLiIiIyOlTSK8TjZVaSI/MfZDzh30/5Ct7v8IvXv6L3L367kVfXxoc5Ojv/R65p54mevfddP7nD+NuaFjw2uRIlse+eoADz47gD3u44d41XPmqFXPGNLfWcnjHMzz5za/St3MH3kCQK+64m6te+zpaelae8fcVERERkcUppNeJxqme9OhMSJ/IT/BfHvsvXNZ0Gb+x9TcWfW32qafo/633Y3M5uv77fyN2770L9p4XsiWe+tYhnv9RPy634bo3rmbrHT1zw3m1yp7HH+GJr32Jkb5DhBubuPXn3sOVr7mbQDhy9r6wiIiIiCxKIb1ORKuTVHDhDjRMH/v7HX9PspDkgdc+gNe9cFnJ+Je/zOB/+a/4urtZ8bnPLjhLqLWWvU8M8ciX95HPlNh0Yyc33LuGcIN/5ppqlf1PPs6jX/5XRo8cpqm7h7t+7f1suuU23B6VtIiIiIicTwrpdcJvc+QIEKn1gB+ePMyX9nyJn1n/M2xsOv5hUoDRBz7JyEc/SviWW+j+6F/jjh0/odHkaI6H/vce+naP0b46xr2/tZXWnuicaw499zQ//j+fY+TQQRo7u3n9b/4+G2+8BZfLfdz7iYiIiMi5p5BeJwI2T8H4mSoo+czOz+Bxefi1rb923LXWWkY++jESn/wksTe+ka6/+HPMvAc4rbXsfmSAR768D2MMt75tA5ff1j1nKMXE0SM89PlP8fKzTxFv7+DuX/9tNt1yOy63wrmIiIjIclJIrxM+WyCPU34ylh/jmwe+yX3r7qMlePyY44kHPknik5+k4W1vo+PDf4Jxueacz2dKbP/XlzjwzAgrLmvk1e/aNGcSokI2w0++9C88990H8foD3PbOX2Tr3fdopBYRERGROqGQXicCtkDBOCH9a/u+RrFa5J2b3nncdeNf/jIjH/sYsXvuWTCgj/Sl+NY/PE92osiNb1rL1a/txczqPd//1E/590/9HZnxca64405ufus7CcUbzul3ExEREZFTo5BeJ/w2TwEfAN859B2ubL2SNQ1zJyDKPvMsg//lvxK+5Ra6/vwjxwX0/U8P8++f200g7OXNv7+N9tUzNeqZiXF++Jl/ZO/jj9DSu4p7f/eP6Fy3cK27iIiIiCwvhfQ64aFECS8vJ1/mpbGX+MB1H5hzvjw6ytH3vx9vVxfdH/3r42rQn/7OIR7/t4O0r47xul+9gnB8ZuSWl599iu/8/f+kkM1wy9vfxbX3vBm3R7/1IiIiIvVKSa2OWAyPHH0EgDt675g5bi3H/tOHqExOsuqTD8wZxcVay+P/doBnvtvH+uvaefW7LsPjdR78LJdKPPJ/PsvTD36dlt5VvOVDH9FERCIiIiIXAIX0OvPEsSdYGVtJZ6Rz+tjkN79Jevt22j/4hwQ2zpSoWGt5+Iv7eGF7P1tu7eK2d2ycrj9PjyX4+l9/hMH9e9l61xt55Tvfi9fnP+7zRERERKT+KKTXkSqWp4ae4nWrXzd9rDI5ydCf/wXBrVtpfOfcB0l/+vWDvLC9n62v6eGmn1k3Pcvo4P69fP2v/oxCNsu9v/NHrL/hpvP6PURERETkzCik1wkDDHqqpEtZrmq9avp44oEHqCSTzkgus8Yv3/HvR3j6O4fZfGvXnIC+74lHefDjf0m4oYl3/Nlf0dq76jx/ExERERE5UwrpdaTPZwGmZxgtDQ4y9s+fJ37vvQQ2bZq+7vDOBI98ZR9rrm51SlxqAX3n9h/wvX/4OB3rN3D/73+IUCx+/r+EiIiIiJwxhfQ6cthXwWM8rIk7Qy+Ofe6fsZUKLf/xP05fkxzJ8v1P76K5O8Jr3rt5egbRZ771dX70uU+y8sqrue93/xhvILDgZ4iIiIhI/VNIrxcWBrxVemO9+Nw+Kuk0E1/+MrG778a3ohuASrnKdx7YCcDrfuUKvD6n/GXH97/Njz73SdZddyNv+K0/0MyhIiIiIhc418kvkfMl4anSFekCIPlvX6eaTtP0nvdMn3/qW4cYPZLm1e/aRLw1CMBLP3mIH3zq71hzzXW88f0fUEAXERERuQgopNcNy6jb0hWuhfRvfgP/ZZcRvOJyAEb6Ujz9ncNsvKGDNVtbAejfvZNv/+1HWXHZFt7423+oCYpERERELhIK6XUibyxpt6Uz0knx0CHyO54nfs89gDMe+o+/sIdAxMstb10PwOTIMN/42F8Qb+/k/j/4kMZAFxEREbmIKKTXiTG3M7JLe6idye9+D4DYG14PwL6nhhg8OMkr7ltDIOylVCzw9b/6CJVSift//z/hD4WXrd0iIiIicvYtS0g3xrzFGLPLGFM1xlw779wHjTH7jTF7jDF3zTq+zRjzQu3cx01t3EFjjN8Y88Xa8Z8aY1bNes27jTH7asu7z9sXPA1plxPSG/wNZB5+GP/mTXg7OqhUqjz+tYO09ES47EZnFtJH/vfnGD50gNf/x9+jqWvFcjZbRERERM6B5epJ3wm8Gfjx7IPGmM3A24EtwN3A3xljpmbw+Xvgl4H1teXu2vH3AePW2nXAx4D/XnuvJuDDwA3A9cCHjTGN5/A7nZFMLaTHyh6yzz1H5OZbANj70yFSY3luuHcNLpfh0PPP8sy3v8HVd9/D2m3XL2eTRUREROQcWZaQbq190Vq7Z4FT9wFfsNYWrLUvA/uB640xnUDMWvuYtdYC/wzcP+s1n6ttfwW4o9bLfhfwfWvtmLV2HPg+M8G+7kyF9PCuw1AuE775ZqpVyzPfPUxLT4SVlzdTzOf47j/8DU3dPdz68+9Z3gaLiIiIyDlTbzXp3cCRWfv9tWPdte35x+e8xlpbBpJA8wneqy5NhXTvS4fB7SZ45RX07UowMZTlmrtWYozh8f/7BdKJUe761d/Ug6IiIiIiF7FzNmafMeYHQMcCp/7YWvv1xV62wDF7guOn+5q5H2rML+OU0tDe3s727dsXad65k6IKwNhPfoq7o4MfP/EEfQ9XcfvhSHI3+7/2CLv/39dovuxy9g4MsXdg6Ly3Uc6vdDq9LPei1B/dCzKb7geZTffDxeuchXRr7WtO42X9QM+s/RXAQO34igWOz35NvzHGA8SBsdrx2+e9ZvsibX0AeADg2muvtbfffvtCl51T33/B4KlawkcHiN75WtZefSO7v/QoW+/o4aY71vFvf/ln+ANB3vq7HyQUi5/39sn5t337dpbjXpT6o3tBZtP9ILPpfrh41Vu5yzeAt9dGbFmN84DoE9baY0DKGPOKWr35u4Cvz3rN1MgtPwv8sFa3/l3gTmNMY+2B0Ttrx+pS2VjaUlBJJvFv2sT+p4axVcummzsZOrifA089zrY33q+ALiIiInIJWJYpKo0xbwL+F9AKPGiMec5ae5e1dpcx5kvAbqAM/AdrbaX2sl8DPgsEgW/XFoBPAZ83xuzH6UF/O4C1dswY86fAk7Xr/qu1duzcf7vTUzLQlXC2/atX8/JjIzR1hWnsCPO1//6vBMIRrnndfcvbSBERERE5L5YlpFtrvwZ8bZFzHwE+ssDxp4DLFzieB96yyHt9Gvj0GTX2PCkZS9e4s11t7WZg3362vW4Vif4jHHzmSW5668/jD4WWt5EiIiIicl7UW7nLJasEdI5ZjN/P0REP1sLqq1p47nv/D7fHw1Wvff1yN1FEREREzhOF9DpRNtCStHhXrGBgXxJ/yEOs2c2uh37IxpteqVp0ERERkUuIQnqdKBpLPA2etlYG9k3Qua6BfU/+hFI+x9Y737DczRMRERGR80ghvU6UDcQyllLzCpIjObo3NPDST35MQ3snHes2LHfzREREROQ8UkivE2VriWZgMtwLQLzNcmTn81x28ytxRp0UERERkUuFQnqdCBTAW4FJTwvGwFj/C1hbZeONty5300RERETkPFNIrxPhnLOeLIeJt4U4sutZYq3tNPesXN6GiYiIiMh5p5BeJ/wFC8B42kNTV4C+nc+z6qqrVeoiIiIicglSSK8T/hJUXF7SGfB6hynlc6y66prlbpaIiIiILAOF9DrhL0A+0AxAPnUYjKH38quWuVUiIiIishwU0uuEv2jJ1UJ6KnGY5u4e/KHwMrdKRERERJaDQnqd8BchH2zBWstY/wE6129c7iaJiIiIyDJRSK8TUz3pbleKfCZF5zqFdBEREZFLlUJ6nfCVIB9oxBcYA6B97fplbpGIiIiILBeF9DrhrkDBFwHGwBiaulcsd5NEREREZJkopNcJdwVK3ijV8hjxtna8Pv9yN0lERERElolCep1wVaHkjVDKj9Dc3bPczRERERGRZaSQXidcFSi5g+TTIzQppIuIiIhc0hTS64S7GgZy2GqZhvaO5W6OiIiIiCwjhfQ6YUwYW00BEG1uXebWiIiIiMhyUkivE6bqnwnpLQrpIiIiIpcyhfQ6YZgV0ptblrk1IiIiIrKcFNLrxFRI9/qD+EPh5W6OiIiIiCwjhfR6Yf3YaoZQvBFjzHK3RkRERESWkUJ6nbAuP9gcwWhsuZsiIiIiIstMIb1OVF1+rM0RjEaXuykiIiIisswU0uuEdfmx1TzBuHrSRURERC51Cul1whov2ByhWHy5myIiIiIiy0whvU5UjQuoEIio3EVERETkUqeQXicqVAFUky4iIiIiCun1wtbWGiNdRERERBTS60S1NjS61x9Y3oaIiIiIyLJTSK8T1dra6/cvaztEREREZPkppNeLWk+6RyFdRERE5JKnkF4nqrWqdJW7iIiIiIhCep2wRiFdRERERBwK6XXC2lpIDyiki4iIiFzqFNLrhDXOo6N6cFREREREFNLrxFRNusenkC4iIiJyqVNIrxsWMBhjlrshIiIiIrLMFNLrhkW/HSIiIiICSoV1w9Z60kVEREREFNLrha1iFNJFREREBIX0OqJyFxERERFxKBXWDZW7iIiIiIhDIb1OWKoa2UVEREREAIX0OqJyFxERERFxKBXWjSoqdxERERERUEivGxqCUURERESmKKTXDYvRb4eIiIiIoJBeP6zKXURERETEoZBeN1TuIiIiIiIOhfQ6YbEaglFEREREAIV0EREREZG6o5AuIiIiIlJnFNJFREREROqMQrqIiIiISJ1RSK8renBURERERBTS64xd7gaIiIiISB1QSK8r6kkXEREREYX0OqJedBERERFxKKSLiIiIiNQZhXQRERERkTqjkC4iIiIiUmcU0uuJytJFREREBIV0EREREZG6o5BeTzQCo4iIiIigkC4iIiIiUncU0uuGCtJFRERExKGQLiIiIiJSZ5YlpBtj/tIY85Ix5nljzNeMMQ2zzn3QGLPfGLPHGHPXrOPbjDEv1M593Bhjasf9xpgv1o7/1BizatZr3m2M2Vdb3n0+v6OIiIiIyOlarp707wOXW2uvBPYCHwQwxmwG3g5sAe4G/s4Y46695u+BXwbW15a7a8ffB4xba9cBHwP+e+29moAPAzcA1wMfNsY0nvuvJiIiIiJyZpYlpFtrv2etLdd2HwdW1LbvA75grS1Ya18G9gPXG2M6gZi19jFrrQX+Gbh/1ms+V9v+CnBHrZf9LuD71toxa+04zg8GU8FeRERERKRu1UNN+i8C365tdwNHZp3rrx3rrm3PPz7nNbXgnwSaT/BeIiIiIiJ1zXOu3tgY8wOgY4FTf2yt/Xrtmj8GysC/Tr1sgevtCY6f7mvmt/WXcUppaG9vZ/v27Qtddh6YZfxsqTfpdFr3gwC6F2Qu3Q8ym+6Hi9c5C+nW2tec6HztQc43AnfUSljA6e3umXXZCmCgdnzFAsdnv6bfGOMB4sBY7fjt816zfZG2PgA8AHDttdfa22+/faHLzqnn/uFTACzHZ0t92r59u+4HAXQvyFy6H2Q23Q8Xr+Ua3eVu4APAvdba7KxT3wDeXhuxZTXOA6JPWGuPASljzCtq9ebvAr4+6zVTI7f8LPDDWuj/LnCnMaax9sDonbVjIiIiIiJ17Zz1pJ/EJwA/8P3aSIqPW2t/1Vq7yxjzJWA3ThnMf7DWVmqv+TXgs0AQp4Z9qo79U8DnjTH7cXrQ3w5grR0zxvwp8GTtuv9qrR0759/sNC1WnyMiIiIil55lCem14RIXO/cR4CMLHH8KuHyB43ngLYu816eBT59+S0VEREREzr96GN1FgEWeaRURERGRS5BCuoiIiIhInVFIFxERERGpMwrpIiIiIiJ1RiFdRERERKTOKKSLiIiIiNQZhXQRERERkTqjkF43NASjiIiIiDgU0uuGwWjOURERERFBIb2OWNSbLiIiIiKgkF5n1JMuIiIiIgrpdUY96SIiIiKikF5n1JMuIiIiIgrpIiIiIiJ1RyFdRERERKTOKKTXDdWji4iIiIhDIb1uqB5dRERERBwK6XVDPekiIiIi4lBIFxERERGpMwrpIiIiIiJ1RiFdRERERKTOKKSLiIiIiNQZhXQRERERkTqjkC4iIiIiUmcU0uuGhmAUEREREYdCuoiIiIhInVFIFxERERGpMwrpIiIiIiJ1RiFdRERERKTOKKSLiIiIiNQZhfQ6obFdRERERGSKQnpdMcvdABERERGpAwrpdUN96SIiIiLiUEgXEREREakzCul1woUPo2oXEREREQE8y90Acbz/C//M9u3bl7sZIiIiIlIH1JMuIiIiIlJnFNJFREREROqMQrqIiIiISJ1RSBcRERERqTMK6SIiIiIidUYhXURERESkziiki4iIiIjUGYV0EREREZE6o5AuIiIiIlJnFNJFREREROqMQrqIiIiISJ1RSBcRERERqTMK6SIiIiIidUYhXURERESkziiki4iIiIjUGYV0EREREZE6o5AuIiIiIlJnFNJFREREROqMsdYudxvqijFmBDi8TB/fAowu02dL/dH9IFN0L8hsuh9kNt0PF7aV1trWhU4opNcRY8xT1tprl7sdUh90P8gU3Qsym+4HmU33w8VL5S4iIiIiInVGIV1EREREpM4opNeXB5a7AVJXdD/IFN0LMpvuB5lN98NFSjXpIiIiIiJ1Rj3pIiIiIiJ1RiF9GRhj7jbG7DHG7DfG/OEC540x5uO1888bY65ZjnbKubeEe+Hna/fA88aYR40xVy1HO+X8ONn9MOu664wxFWPMz57P9sn5tZT7wRhzuzHmOWPMLmPMQ+e7jXL+LOHvi7gx5pvGmB21++G9y9FOOXtU7nKeGWPcwF7gtUA/8CTwDmvt7lnXvB74j8DrgRuAv7HW3rAMzZVzaIn3wk3Ai9bacWPM64D/rHvh4rSU+2HWdd8H8sCnrbVfOd9tlXNviX8+NACPAndba/uMMW3W2uHlaK+cW0u8H/4IiFtrP2CMaQX2AB3W2uJytFnOnHrSz7/rgf3W2oO1/3G+ANw375r7gH+2jseBBmNM5/luqJxzJ70XrLWPWmvHa7uPAyvOcxvl/FnKnw3g/AD/fwGFsYvbUu6HnwO+aq3tA1BAv6gt5X6wQNQYY4AIMAaUz28z5WxSSD//uoEjs/b7a8dO9Rq58J3q7/P7gG+f0xbJcjrp/WCM6QbeBPzDeWyXLI+l/PmwAWg0xmw3xjxtjHnXeWudnG9LuR8+AWwCBoAXgN+y1lbPT/PkXPAsdwMuQWaBY/NrjpZyjVz4lvz7bIx5FU5Iv+WctkiW01Luh/8JfMBaW3E6y+QitpT7wQNsA+4AgsBjxpjHrbV7z3Xj5Lxbyv1wF/Ac8GpgLfB9Y8zD1trJc9w2OUcU0s+/fqBn1v4KnJ96T/UaufAt6ffZGHMl8E/A66y1ifPUNjn/lnI/XAt8oRbQW4DXG2PK1tp/Oy8tlPNpqX9XjFprM0DGGPNj4Cqc2mW5uCzlfngv8N+s87DhfmPMy8BlwBPnp4lytqnc5fx7ElhvjFltjPEBbwe+Me+abwDvqo3y8gogaa09dr4bKufcSe8FY0wv8FXgF9Q7dtE76f1grV1trV1lrV0FfAX4dQX0i9ZS/q74OnCrMcZjjAnhDDTw4nlup5wfS7kf+nD+VQVjTDuwETh4XlspZ5V60s8za23ZGPMbwHcBN87oDLuMMb9aO/8PwLdwRnbZD2RxfjqWi8wS74U/AZqBv6v1npattdcuV5vl3Fni/SCXiKXcD9baF40x3wGeB6rAP1lrdy5fq+VcWeKfD38KfNYY8wJOecwHrLWjy9ZoOWMaglFEREREpM6o3EVEREREpM4opIuIiIiI1BmFdBERERGROqOQLiIiIiJSZxTSRURERETqjEK6iIiIiEidUUgXEZElM8ZsN8bsMcbcewqv6THG/MgY86IxZpcx5rfmnb/RGPPJRT7r2tr2j4wx6al9EZGLnSYzEhGRU/Xz1tqnTuH6MvC71tpnjDFR4GljzPettbtr5+8GvnOiN7DWvsoYs/30misicuFRT7qIyEXMGPPHtZ7vHxhj/o8x5vcWuc5jjHnSGHN7bf8vjDEfWcL7bzfGfMwY8+NaT/l1xpivGmP2GWP+DMBae8xa+0xtO4UzdX33rLe5A/iBMSZojPmCMeZ5Y8wXgeAZfXkRkQuYetJFRC5SxphtwNuBq3H+vH8GeHqha2vTjr8H+Iox5jdxerdvWOJHFa21r6yVsXwd2AaMAQeMMR+z1iZmtWlVrT0/re23ACVrbdIY8ztA1lp7pTHmylp7RUQuSQrpIiIXr1uBr1lrswDGmG+c6GJr7S5jzOeBbwI3WmuLS/ycqfd9AdhlrT1W+7yDQA+QqO1HgP8LvN9aO1l7zZ3A92rbrwQ+XmvL88aY55f4+SIiFx2Vu4iIXNzsKV5/BTABtJ/Cawq1dXXW9tS+B8AY48UJ6P9qrf3qrGtex9x69FNtr4jIRUkhXUTk4vVj4E21Wu8ocM+JLjbGvBloptajbYxpOBuNMMYY4FPAi9baj847fiXw3Kz2/nzt3OW1cyIilySVu4iIXKRqo6l8EScEHwYeXuzaWm34fwPusNYeMcZ8Avgb4N1noSk3A78AvGCMea527I+AYeBZa+1U7/nfA5+plbk8BzxxFj5bROSCZGb+bBQRkYuZMeY/A2lr7V+dwXtsB37vFIdgXOy9/hOw31r7hfP92SIi9U7lLiIicirGgM+eymRGi7HW/tkpBPQfAWuA0pl+rojIhUA96SIilxhjzN/ilKDM9jfW2s8sR3tEROR4CukiIiIiInVG5S4iIiIiInVGIV1EREREpM4opIuIiIiI1BmFdBERERGROqOQLiIiIiJSZ/5/npcag+gImAYAAAAASUVORK5CYII=", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Q = 0\n", "for k in wells:\n", " Q += wells[k]['Q'] # m3/d, production dischage. Is the combined extractioin of the three wells.\n", "kD, S = 1570, 0.2 # from pumping test\n", "L = 5000\n", "x = -L / 2 # location of the river relative to the heart line of the valley.\n", "\n", "# River points\n", "m = 5\n", "Y = np.linspace(-m * L, m * L, int(m * L / 10)) # y-coordinates along the river.\n", "X = np.zeros_like(Y) + x # the x-coordinates. All the same. We can change the location of the vertical line by changing x.\n", "\n", "show_times = np.array([1/3, 1, 2, 3, 4, 5]) * 365\n", "\n", "dy = np.diff(Y)\n", "\n", "ax = newfig(f\"Influx along the lines x = {x:.0f} m\", \"q_x [m2/d]\", \"Y [m]\")\n", "\n", "for t in show_times:\n", " xw = 0\n", " r2 = (xw - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " qx_total = Q / (2 * np.pi) * np.exp(-u) * (xw - X) / r2\n", " \n", " # Add to this 4 times 20 mirror wells:\n", " for n in range(1, 20): # in total 20 mirror wells\n", " # Blue wells (west) in the scheme\n", " xwn = -(2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Black wells (west) of the scheme\n", " xwn = -2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Black wells (east) of the scheme\n", " xwn = (2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** (n - 1) * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Blue well (east) of the scheme\n", " xwn = 2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", " #print(s_total)\n", " ax.plot(qx_total, Y, label=f\"qx_total for t = {t:.0f} d\")\n", " ax.legend()\n", " plt.show()" ] }, { "cell_type": "markdown", "id": "inclusive-bulletin", "metadata": {}, "source": [ "## The inflow as a function of time (to prove that it will approach the extraction from the well)\n", "\n", "This is exactly the same code as before. Only we now accumulate the total discharge in an array that we can show later." ] }, { "cell_type": "code", "execution_count": 14, "id": "tracked-reasoning", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Q = 0\n", "for k in wells:\n", " Q += wells[k]['Q'] # m3/d, production dischage. Is the combined extractioin of the three wells.\n", "kD, S = 1570, 0.2 # from pumping test\n", "L = 5000\n", "x = -L / 2 # location of the river relative to the heart line of the valley.\n", "\n", "run_times = np.arange(0, 30 * 365.24, 30)[1:]\n", "\n", "# River points\n", "m = 5\n", "Y = np.linspace(-m * L, m * L, int(m * L / 10)) # y-coordinates along the river.\n", "X = np.zeros_like(Y) + x # the x-coordinates. All the same. We can change the location of the vertical line by changing x.\n", "\n", "dy = np.diff(Y)\n", "\n", "# Totale inflow from the river\n", "Qriver = np.zeros(len(run_times))\n", "\n", "for it, t in enumerate(run_times):\n", " xw = 0\n", " r2 = (xw - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " qx_total = Q / (2 * np.pi) * np.exp(-u) * (xw - X) / r2\n", " \n", " # Add to this 4 times 20 mirror wells:\n", " for n in range(1, 20): # in total 20 mirror wells\n", " # Blue wells (west) in the scheme\n", " xwn = -(2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Black wells (west) of the scheme\n", " xwn = -2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Black wells (east) of the scheme\n", " xwn = (2 * n -1) * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** (n - 1) * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", "\n", " # Blue well (east) of the scheme\n", " xwn = 2 * n * L\n", " r2 = (xwn - X) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t) \n", " Qn = (-1) ** n * Q\n", " qx = Qn / (2 * np.pi) * np.exp(-u) * (xwn - X) / r2\n", " qx_total += qx\n", " \n", " # Integrate along the river\n", " Qriver[it] = np.sum(0.5 * (qx_total[:-1] + qx_total[1:]) * dy)\n", " #print(s_total)\n", "\n", "ax = newfig(f\"Inflow along the line x = {x:.0f} m\", \"time [d]\", \"Q from mriver [m3/d]\")\n", "ax.plot(run_times, Qriver, label=\"total inflow m3/d\")\n", "ax.hlines(Q, run_times[0], run_times[-1], color='r', label='Well extraction')\n", "ax.legend(loc='lower right')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "promotional-nickel", "metadata": {}, "source": [ "## Verfication of the mirroring scheme using cross section of drawdown and specific discharge\n", "\n", " Maps of the drawdown and of the flow vectors and a streamplot computed from the flow vectors are also shown." ] }, { "cell_type": "code", "execution_count": 15, "id": "sticky-alignment", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "Q = 0\n", "for k in wells:\n", " Q += wells[k]['Q'] # m3/d, production dischage. Is the combined extractioin of the three wells.\n", "kD = 1570\n", "S = 0.2\n", "L = 5000\n", "x = - L / 2\n", "\n", "m = 1\n", "Y_ = np.linspace(- m * L/2, m * L/2, int(m * L / 50) + 1)\n", "X = np.zeros_like(X) + x\n", "X_ = np.linspace(-0.5 * L, 0.5 * L, 500)\n", "X, Y = np.meshgrid(X_, Y_)\n", "\n", "for t in run_times[-1:]:\n", " xwn = 0.\n", " r2 = (X - xwn) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t)\n", " s_total = Q / (4 * np.pi * kD) * W(u)\n", " qx_total = Q * np.exp(-u) / (2 * np.pi) * (xwn - X) / r2\n", " qy_total = Q * np.exp(-u) / (2 * np.pi) * Y / r2\n", " for n in range(1, 20):\n", " # Blue wells left\n", " xwn = -(2 * n -1) * L\n", " r2 = (X - xwn) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t)\n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " qx = Qn * np.exp(-u) / (2 * np.pi) * (xwn - X) / r2\n", " qy = Qn * np.exp(-u) / (2 * np.pi) * Y / r2\n", " s_total += s\n", " qy_total += qy\n", " qx_total += qx\n", "\n", " # Black wells left\n", " xwn = -2 * n * L\n", " r2 = (X - xwn) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t)\n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " qx = Qn * np.exp(-u) / (2 * np.pi) * (xwn - X) / r2\n", " qy = Qn * np.exp(-u) / (2 * np.pi) * Y / r2\n", " s_total += s\n", " qy_total += qy\n", " qx_total += qx\n", "\n", " # Black wells east\n", " xwn = (2 * n -1) * L\n", " r2 = (X - xwn) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t)\n", " Qn = (-1) ** (n - 1) * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " qx = Qn * np.exp(-u) / (2 * np.pi) * (xwn - X) / r2\n", " qy = Qn * np.exp(-u) / (2 * np.pi) * Y / r2\n", " s_total += s\n", " qy_total += qy\n", " qx_total += qx\n", "\n", " # Blue well east\n", " xwn = 2 * n * L\n", " r2 = (X - xwn) ** 2 + Y ** 2\n", " u = r2 * S / (4 * kD * t)\n", " Qn = (-1) ** n * Q\n", " s = Qn / (4 * np.pi * kD) * W(u)\n", " qx = Qn * np.exp(-u) / (2 * np.pi) * (xwn - X) / r2\n", " qy = Qn * np.exp(-u) / (2 * np.pi) * Y / r2\n", " s_total += s\n", " qy_total += qy\n", " qx_total += qx\n", " #print(s_total)\n", "\n", " \n", "# Plot head along x at given y\n", "\n", "y0 = 0\n", "iy = np.where(Y[:, 0] <= y0)[0][-1]\n", "y0 = Y[iy, 0]\n", "\n", "xlim = (X[0,0] - 500., X[0, -1])\n", "\n", "ax = newfig(f\"Head along line y = {y0:.0f}, t = {t:.0f}\", \"x [m]\", \"drawdown [m]\", xlim=xlim)\n", "ax.invert_yaxis()\n", "ax.plot(X[iy], s_total[iy], label='y={:.0f}'.format(y0))\n", "\n", "# Horizontal specific discharge along x-axis at give y\n", "ax = newfig(f\"Specific dishafge along line y = {y0:.0f}, t = {t:.0f}\", \"x [m]\", \"specific discharge [m2/d]\", xlim=xlim, ylim=(-20, 20))\n", "ax.plot(X[iy], qx_total[iy], label='y={:.0f}'.format(y0))\n", "\n", "ax = newfig(f\"Contours of drawdown t = {t:.0f}\", \"x [m]\", \"y [m]\", xlim=xlim)\n", "ax.set_aspect(1.)\n", "cs = ax.contour(X, Y, s_total, levels=20)\n", "ax.clabel(cs)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "e96b2fa0", "metadata": {}, "source": [ "As one sees, the specific discharge is zero at the impervious wall at x=2500 and the head is zero at x=2500 the river. This is also nicely shown by the contourlines, where at x=0 the head is a straight line that coincides with the river." ] }, { "cell_type": "markdown", "id": "casual-potter", "metadata": {}, "source": [ "### Below is a streamplot and quiver based on the specific discharge vectors, but they are inaccurate when there are singularities like wells in the flowfied.\n", "\n", "Below, the field with the specific discharge values is used to generate a quiver (field with vectors) and streamplot (stream lines). But these are inaccurate around singularities like wells, especially injection well. Here we had to change the sign of the vector values to make the arrows point in the right direction. The latter makes sens as an extraction would logially be a negative flow with respect to the grounwater system. This a matter of convention, or, if you like, of choice by the modeler." ] }, { "cell_type": "code", "execution_count": 16, "id": "portuguese-sampling", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = newfig(f\"Quiver plot for t = {t:.0f}\", \"x [m]\", \"y [m]\", xlim=xlim)\n", "ax.set_aspect(1.)\n", "\n", "nix, niy = 50, 5 #interlaser\n", "ax.quiver(X[::niy, ::nix], Y[::niy, ::nix], qx_total[::niy, ::nix], -qy_total[::niy, ::nix])\n", "ax.streamplot(X[0], Y[:, 0], qx_total, -qy_total)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3225482f", "metadata": {}, "source": [ "## Required depth of the well screens\n", "\n", "As can be seen of the previous graph showing the development of the inflow from the river with time, it takes about 8000 days to reach full equilibrium. Se we can just make a graph showing the drawdown at a distacne $r_0$ from the center wel, where $r_0$ is the well-bore radius. This yields the theoretically largest drawdown. In practice, we must add to compensate for different facts that will cause a larger drawdown. These are:\n", "\n", "1. Partial penetration of the well screen in the aquifer (screen length < aquifer thickness)\n", "2. Clogging of the well bore and well screen during by suboptimal development of the well (remaining drilling fluid on borehole wall)\n", "3. Clogging over time due to the extraction itself, caused by particles from the aquifer and chemical and biological processes.\n", "4. Clogging of the river bed over time due to the forced infiltration caused by the pumping.\n", "5. Operational fluctuations and possible future increase of the flow rate or due to installation of more wells to increase the capapcity of the pumping station.\n", "6. Droughts that couse extra lowerings of the water table and of the river water level.\n", "7. Compatitive extraction from the groudnwater, causing lower water tables in the future.\n", "8. Compatitive extraction from the river causing lower river water levels. The river might even run completely dry at times due to riverrain and groundwater extractions.\n", "9. Perhaps some more factors.\n", "Most of the factors considered above may have to be guessed or estimated with insufficient information. Clearly, there may be serioous sustainability issues to be addressed and assessed." ] }, { "cell_type": "code", "execution_count": 17, "id": "a27d5867", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "show_times = np.array([1/3, 1, 2, 3, 5]) * 365\n", "\n", "r0 = 0.25 # m, Well screen radius\n", "x = r0 # line not exactly through the wells.\n", "\n", "Y = np.linspace(-2500, 2500, 501)\n", "X = np.zeros_like(Y) + x\n", "\n", "ax = newfig(f\"Heads relative to the original water table along north-south line at x = ro = {x:.1f}\", \"x [m]\", 'drawdown [m]', ylim=(4.5, 0))\n", "\n", "show_times = np.array([1, 2, 3, 4,5 , 6, 7, 8]) * 1000.\n", "\n", "for t in show_times:\n", " s_total = np.zeros_like(X)\n", " \n", " for key in wells:\n", " well = wells[key]\n", " r = np.sqrt((X - well['x']) ** 2 + (Y - well['y']) ** 2)\n", " u = r ** 2 * S / (4 * kD * t)\n", " s = well['Q'] / (4 * np.pi * kD) * W(u)\n", "\n", " #s_total = s_total + s # superpositioin\n", " s_total += s\n", "\n", " ax.plot(Y, s_total, lw=3, label=f'Total drawdown, t = {t:.0f} d')\n", " \n", "ax.legend()\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "c868613a", "metadata": {}, "source": [ "## Conclusion\n", "\n", "We answered more questions than asked to get a clear picture of the situation.\n", "\n", "The most difficult part was, perhaps, the spatial superposition, due to the mirroring of the well around both the river and the impervious valley well. But with a clear visual superposition screen, the geneation of the sign and the position of the mirror wells was relatively straight forward. After that, all wells, mirror wells or not, are just ordinary wells as far as the the computations are concerned." ] } ], "metadata": { "interpreter": { "hash": "a98a1daacb9c4660c43f7d8fd1eb9e351299699fa2c9d0b588d834f4e4301aa0" }, "kernelspec": { "display_name": "Python 3.9.7 ('base')", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 5 }