data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xuy8B7hd5XXm//t2O/2ce27vV7rqvSAhkEAgIYGNDZiOwZUY3EscO7glcTyxx2MncRzXuEAYwOBgMMUGDBJFIJBQRRKqV7f3dnrb7Ztn70v8H4/rP5MJzow2z33E89xz997n2++31nrf9a4tpJSSM8eZFXidVkCcAeDrtPJnLuuvwBkAngHC67oCZwD4ui7/mYufAeAZDLyuK3AGgK/r8p+5+BkAnsHA67oCZwD4ui7/mYufAeAZDLyuK3AGgK/r8p+5+BkAnsHA67oCvxOAv/jFLzh06BCf+MQnePzxxwmFQnR3d7Nt2zbK5TJ//dd/zfLly1/XL3Dm4r++AqdPn2bOnDn+L0qlEj/60Y/4kz/5k//wpXr00Ue57LLL/OuOjIxw/PhxTpw4gRCCZcuWsX79+t/fCdm5cycPP/wwF198MVu2bOH+++9n7rz5fPN7P+Cma65k8+bN/+Ff7MwF/7hXYHBwkP3799PY2MjixYvZs2cPqqqycOFC6uvr/Zu/9957SafTvx+A3of/6s7vs6FlNhdv2cLevXv50Mf+FPGWtzLx+ENcvPVyGqJxzlnaybKly2iuTfxxr86Zu/s/ugIDAwN+trz11lvZtWsXJ0+e5NJLL6W2tvbXrrtjx47fDMCiW+Gh3HFerOR4oZzmxIlBNh5NcfOC1Vy6YT1vfvct7Lv8WpxXT1IXuYDWJ45RGTxFVbJMTSTLssXnkFwbZOmCDpralzF/dtIPu/+3HJ6BqJDLoes6iqqi6fr/Vd/v3/qcMpkMu3fv9rOlB762tjZaWlp+4+m8rOpFw99YAx4rDbKy9wdYWi1SSaI/fwQtWA+7h2grVzj7nNU8ODgCXd3EV36I+HCexhGL5iNpRNKg4sLxZJacJtFGjlMbNll09jxaW5OsTARI1gZpn7eIzpZ6FEXxf/6zHNMT42z7+UMc2bMby7FQNYPOBQu58I2XMXvO/P+ngXj77bdz4403cscdd3D55Zf/Cvhc1/VrwImJCQqFgs8nVq1a9VsAWOxixekvI7U2bK0O7WgaEWgk2rWY6p88z/Q6lfyz90O8msTbv0b4VIoFO0YoOQ5aQ5zhpghmUMJwFi1ToaoCZkhBpDOEclnSo/tINDdSzu6nfdkilrTXsGTtLOLxOOesOI/6juo/SjwO9Jzmm1/5AkMDAxTLFSqWhW3bOK5DKBTmfR/+My59y9X/T4KwUqn4qbepqQnDMHxw/etx9OhRn0d46fmiiy7yo+TZZ589Q0h+kx/QkQ5nH3sfhxwVxWjHdhKoj+WIl7cye1s/ubYSPf3fQxYKaF/8CZ3fPEDDkTTBuhjFiM7JN7SSi0dJHBtBTZmojkspEiDeN0kgKKnuOUKgbT3p7ucJBBZghjUSqRy2UiGgDRLBZrRQpqWpnZoVI8SMTjoX1FBdFyOcXM5Zi2uorg0jEKjaf0z0dByHz/zZh9i3+0XMso3lOni72nFcFGWmvAgaIf75/gfonDPvj3ID/XvelLfxvIh38OBBH2yjo6PMmzeP8847j9bW1l+5lBfxvCznEZHDhw8zOTnpf/aFF1747SRkw7H3s7s8ghZYhC3rENv6Uee8m2C/TWX3P2FpJdS1iwgFL2f2PScImJLSvGoyNQGyLVVU6oPIsE7t3lFMoaD3Z1BMSTazk/biQmoqCgXlNErjSkq5EuqUSYurUbQs1itRTk5nGLGLFIMm5ZhKJOeguC7D5j6UoCDqVlEbjHHWxSFCIkrLrFrq2iMElVriWh3LNzaiqDPA0BSDYNj431r/1PQU77jmCqxSFtNyiWoCy3EpmzZF28EFXFfy8c/8JTe9/Z3/W9f6z/bHXk3sST0ewG644YY/6PY9ZhwIBH47AC87dRuP5Q6i6q0oshH3vi7kuy7ANaOo7/kqIlGDcvk7iZhn0fZUP1U5ixNvn0MuGcOxbAgpSKFBxUTRdbS+LOq0iXjp5wRnX0BkaJDIqS7ii9YxFQB7qoDZUMWynhxNBcikS/ToefJJFSego1YsNNNFtRzMoAcsQaAkUWyHSAFs4VIOumQrpwmXBNXhIGFdY9rqJR5KctbGhSiqy2S5n5pAK51n1RGK60gkLhaGiFOlz2Xu0hoaOqK/tohDA/184O3Xcu7sBPObq0lEdcxyBceFiXSR40NpXuhO8dZ33syff/Yv/qCH8Js+5BXvK1as8Guk/yyHl2LvvvtuPvzhD1NTDUagiZ5Te+iYswpF0X7ta3iA/fKXv+zLMr9ViL6667M8lN2LotahuBHER3bifvmDONU6+kMHkAtWEZKrqX4sBWWb4qwqwpNZRt/aiaMmcHUQlooo5VFME4ZM72LEHnqcpvIstJFRUjWTNMtFlISDGQ2SS4ZYOGgSmyjRoQfZqaXJGA5WLIJiOUiPsFgmwnExijaq7WIGQQrFB6MVkGgVSTSnEDI14orhg1ATAl1T0VWFlDnIVHmMWn0BqVKZomIzLo9RClrY4SBBBFUlhairkxUVVKkQ9EqR8BTEdnLN2S1EAzqxWADXtnCkYCpVYjSVY/vJaZat3cJ37vjuvwk7nub6kY9+jJ7eft757pspFXOoisL7br3FF27/GA8vFX/zm98kHA7zhjcv5/vfvhrDuJJVrQ8iAstYd8k9v1GC8b6LR0h+KwDPfvVm9lWGEGoS3WxGfuR5rO/9IzJwDORCAoN1dH7vBLO7SoxVBRi4ag6FthhOXRazWiArVailBI4r0KwKSiaD/tIgwV0vUBVcSDznMDX0GK2rrsdJF8kvrmaiIc6aJ/tITlVoUSK8sLWRwe4RhOmgmDZCuri6hmrZNPQXiBcEowmTUiKIFQ0hFYFWLKPnC0SyECvoRKVO1ND519mrkjtJ1p4gJub5KdMbySorNgNzDXIttai2Td2xEUI5L8aC4ShE0AlHUrjtd/GGFfVkypJERCcZUikUTcbSFVLZPPv7cwj7IhaubOG8N6wkHk8wPjnMpkvO+6UA+5tA5N3b0y/s5Rt/90We2DdC+I2fxmlpx8qdRFRLrsyf4u4v/eUfI/44cuQIP/7xj/nCFz7PTx94D1defiduGdQ0TA8IHj3+Jd75J7f91nv/rQBce+Tt7K8Mg9Aw9kjs7/aj/N192I0Oih0mssshfjpNy7ODFGMBTvz5AuxkLTJyEAwNYdVBpR6lHMUbu1NHJgk+301s+zaCrWtIjpZIDz6O0bAGuXwhhVlxqlyd9p3D1GZsokXB9i3V5EfzKBUPfBI7FECxbLSKhVKpEJrOYYUNYlmX8c4arEjIT9WBTB49lydQsElkNQxb8cGkuwqmnKbsTlGtLwAFLNslp5tMdAQZXz8PJ6BSu6eXRH+aaFagOYKwo9HR9iqJRXtoSRgcHS0SlDar59VwYiDDWMEhpklGM2Uq/dcSs+fRU9xDUNTQGG7nuPkIl75vOdddfx3zFsyhkCsTCGlo2kx68iLfRVdej6ybTXDl21FbV2KHNaykgdoeoubgk+x496V0dHT8UYHQk1U++tGP8pnPfIZ4PMDUxEVctLEMZRcxooAreeTg+7j8pm///wNgX6mPlUffTUbaCCWIWoyifi+IrGlFXb0YGi+m+QeHcB2Xhq404ytq6f60DW4U1dJwQ/tBrESWO1AqUXBUtKFpQtuOE3zlAInQPGqGiyQrksnMLuTizYS0AOXqALWvTLEiksA0HXbW2EwYNpWqGIrjoBdNqicqjHbE0UsVjEyWck0VViiIFQl4bAMjU/LYgA/UQLaAkSuglx30MgQqCl4ErDjTVBnzcRUoxgTCccg3xEjPb8FOhgj3TFPVNUQkY6NZAtVVaKka5oILd9PWGGViNIsU0NZay+Gj/VRshVBAMJpy6dp/JVGafMB7G89L/UI4DBePkdVG2HxzO3t+MQSBAiJoc+HWrTy3+3GezCuobg3BedcjpIKd0Cm1RxCzQrhSsPThb3PO7Ca6FJ1rqgLccsstrzsY77zzTl9W8VjvD3/4XRbP+zDnrrChLGDSuz3BgzvXcPnNO3+52f7Xm/6NEfCRiZ/zltOfAq0KIXSMlx2ctX+LG4mibX8Y+9wbiO0uUr+tG6U1zlTUIH2ZjpPsAZlAiCGkWgel5YiShloSiKKD+pMHCbSsItxXQVehqSeFGDhGxhpGrryUaiWAky1TrAuzoreCnSpwoMFBRfXJTKhgomiC8dZqH2CxsRT5ugTFuipKrXG0nIWeLiG9h+44GNkiwVQWtVIhmHd80GTtXuLlOMSSWIZKqS6BVDVcRfH/30OOWjKJjE6hF4qolsQ2FBoKBd6wbierFhrEImGKJZNYIsqpo6dpbKphejrLnqMqB155Ay3CKz3AUBU/9XsM2TsKlkXKHCauNZFVigwFehibB6Ut56K99CpG4waEquEkDCrVBk5jABqjOHoQ9YHvw9kXwrGX2XXtRlauXPm6A/B/voFv/OP7eesbf0BtxEVqEvICEZc8+nOdJecfo7Oz89fu15OxfiMAP9v9Rf7r2L2gey00ncB2A+v8byATXeg7H8d156Gr56IVRzGrG9DLcVxVo7xY4tR2I6y4N/AJbhVGX4L6e49BQGEysAujczOOFiNycprWF3qIZ2ymrUOIag1ryRYSfVnymkLzpEm0Aj2BEvPNEBnTZEG4igwmL9U62IqkZjjPZFuC7JwGcgurCQ4WUEo2UlMQtksgVSQ4lSWQzoAQOIZBYXIPydAyXEVSScbJdTbiGBqK6YA9w6q1komRK/pR11UV9HyRcKpMc3KSixdsp6U+hkTHdhyyBRNDh0zOZfdLF5Abb6C5NYBwBfm0gxdmXSQVy5NqJLqiMKSNcnKhRWnTOuz5LajDFcLHs8iAihw/jZk6inXhZdCaRGmIYWsGHN4NsxeBbbPip1/jqa//V6qqqv5oQPipT13N33zyITRT4kYFFL21FBw8rnFo8M+49E0fpLZ2pi3nMX2vN+wJ078GwGlzipUH38igl0CUIIoSJbhnNZXz3ozQXsYlhPa0Q2yHTbCmjgn7CGoyDloJ2abi4gAWSrkdJa8QeXGCqsOTlJZ2kCq+QnXzm0gvn4uuOszZ1kdHX5mQKnhCe5bFVW8k3p/F7UgwWsnTOGnjmhA2DIyyJG7oqIrgULjoi9Ca49I3P8bkhk4qc6KovQUoOKgVB7XkEBjNExmdRqmYmFUeaAT2yW3EatZgh4IUm6sxayNIVSBKDmgCj5Xo0yU/3YvXUrlj6BiZHPHUOG9s/xnNdRJNBDCkZLpsYboWk5Nhjh65nFkdFje80ytdHAaOTfPUY00MT3lU3c9I5AMZejtsyhsvxEwYaGkTLWt5+wNz4hAMncRZsBRnzTJkQxVaNICjGjj5LEoyiW2EWbjtbn585XksWbLkjwaAP7rrOq7f9AB+uI9K1KIA2yv+Jc8d0+gb/RrveMcHfdDdc889zJ07l2uuuebXAXiqcJL5r1yG0GtBqOiDAci+DXd1CGmMIe3lBI60knxmkGBQo/fGdtSKgtRcCEpE2SMpYBsxan7RS+1zfVSCGlaxHzfXjbj4fFzZTMPJFKqh0jhiYmZ7GFYLbCwuYswp0GxE6Ak6zE4JTMdh3DFJKjqm7TIck5yeE6ZUH8dqDFM+uxYRDiCli5wooQRV3LKD2l/EGC35D0jPVnANzScoHPwFgfYNVOIRSq0xP925HgBtF6EIhOUSmCwjPM2xbPkM3IoGiU6lSfSNsKRqLxcsGCAZiKCbChNWhelyib6ROZy1dQv5V+/AlTbRUBAUQe9Jl5Pj5zKQTVBQ00zWmtC6BDvgPah6VK+rkgwgu/eglVwyh39A4KJbMd+8ARJJX9y19RCuHkSaZfTTh+DQdi7sOui3vv4YjgMHXiTMm1lQlfbDj10FAa8I9kCoSJwqwXe+10omdylVVUvZunWr71fct2/frwPwy/3f5LNjdyGF4aff4N4olfUfBaMP6aWjgQ3Enk4T7k4xuaUNe7aOKAbQigX0ERt1sogxXvDTiTFcIGQ61IyVKFTpyIROdvI5OoMbifQVmEyqdAxa9Nh70ZsXsMpuotZVGCubnHAKNFU0yhUbTVEIaxoTAZsW1WB7u8rohg6s5hBqQscNaGB4MdEr4ARS1ZETeaSnFZYclJTlRx+pgL795wSa1mPVhSh2xpBVmr9rRVhBViSqAjJlEeorUB2A2WFBJl/hstYcSWnRtesJmtVuGhOG/3fpssPBwTKhOefwjpUhHn/wEWxpUBWLEa+OkMtbPHloPaezU0wFJwkGGlGy0xRDNtryKxDdB3CFhVG3EhGMILr3oTYvY7qhF/tNW5BSQQz3oEyNYodiCDGI+ux3WFms59OfvY2LL7gEVVH97+7VVF7La8Z4JF6TniRC/J9pV3rXe/75HXzn21/lK198ivaEjQzPBHvF9PRZsDSB40omywr/5aud6MWtfOtb3+IrX/nKr7thvD/cfPAtPFc4CoqBMGoJ7D6LyuarQTkALCBwYg6JR/oI2jZDt87xtbRAl42mVoidyFGKRokdGKS2N01tSnJ6UZyV3RWapcrB7EkKc4PMrlqKZTsEJ4rIuMGRvf9E3K1lYXUnreEVJCMGRyYzFHGo5CwfgAnD4EirQlQRHF5Wh2uoFJujEFERc6K+nieFQKRNZJXX4vG2ooXIOzh5G5G10TMm4pVnMWrXUp4Vw54bhqoAUgmAcDxVxu/tdmYKfLJJ0BYwsUsFysUS0rJoampk+4M/whzvwVVUxqezTMsIiabZNLXN5uwmjf6je8llJinaNqqm0TswzOmJDfSOTlIVXISmJygESlScDMXUQUL1ZyNal86I7OZM/Vr2iNXKEM7UIUQwjNs+F6u9ExkdQnV+ARNPooz1oN42SpVRRcPbEjQEa+h6spcmZTZzljXRuWIhPYd6KUwOc9+9T/47BkpPO5W4zhT9/Xv54Q/fSntbmRuvtQmXXJQYSFvgqnB6TPUBOTIl+OJzglvX3s688GLfRf+lL32Jz33uc78aAe8avouPnf4cBWniCgU5EkdVr8JccT6SImp+ObHnS8QPjkFThNE3LMDoSRPb2Y/TFISSwChWUIdytJ5MU+9qvHJeE8pEnnrbpm/HP7Kg7Z1sNGo5rXms1iLrOJRbFQoTOfTKYS6rezOmK+mfLBIJqmRKpv8wA2GNg60BUsJmen4VmVWNnrqDt7lFSPV9ea6HwpEiSsJA1nlbUfps2ak4iIEixmQFa99PUGadhb1xJTIewA2GfOB6TNgTuoVt8gZ7io/HKn5kMS2bUEBnZGiExsZ6UvkyxaKJWSkzNDhCKKgzNj7BomVL8QJxariXnpcewec0jsV0aooT42cxOuWSSKxEqqoPNo+lW0GD8dAgQg/4uibNC3Fa27FrApgr63ASEbycJlQVDj+JOvEzqCnCwE4CWhZ5wsQccnAn8dm6F/nq2iRjhyTGKgVlhULy+Wb2PXGAZDL5bwbh0YPPcaKnl9T0IWrCQ6Qy+8jnsnQuyFIsShJhhXPXVIhOecROYITgxUmFz3xOQ09KjoxJ+IDg/rWPcX71jIP+mWeeYdOmTf8fANNWinX7LmTAHMMTPlwvfR9KwuqrMb1d6tahTjVStX2Chu09iCVNnLx+iafkktg9QOjkBDIZ8VOYM1wgNpSZAYkjiIxmcUt91PdXSKgttCPIKoLmospQg4oYL+JGQxzLPsNbYxvAieI4ElM6KFLQlAxwyqkQDhk02oKnqyTPLkxATPdrzvKiKpzmJNKzgw2nveSDGwmjuibSUHADOsp40dNBkIefQVY34U70oQS1mZrRC5cVFxGOkozE+OS8JEsbkn50985l6Kr/vQQKuWIZ2/JIBuTzRV7afYC1q1diewQjmyMejfHQ7V+jJmRTLhWYmMzQnZ9HphCkpn7rL0HgAbFYX0N+bi3FpgjCreCap5GlaeSJA9if+hIEC+i798Ou7ThXrUaJ9BOMvkzbHc/R1gbmPIdco8NQVqOwTaC2C4wBmLzdpPVjKuEtNqmHNNacfAOf+9xfsHbt2j8YhEeP7mfbne9mYHyExWuyzG+zGcioXHexjQhKLB1SKY27H1Fpq4VrzjVRApJKWODYcOiIxvWPQlx1SZ2j8lcr/5b3tH7wl1Y1z0nj6Ye/ZMH/ffifeX/XbbgoOF70ywXQRhdgrXsv0t2Flr6O4MEgyZMTxF8ZJ9tRhWyOUqoOY7suZkOE8IlposcmCacLRAoO0wtryLfFkMMDBHbtQJu/ldXDDm7FodnRKcdVAraDJSVmMkTvdA+JzBirEuuojhromiAe1oiFNf7l0NOsaz7LT5EtjTF+lE/z/PIG5u0coVAfYnRzB7l5cfRDkzgtUeyEgSibqFEd6eKD0yMYyo6ncTdciDRdiOu4mkDxUoclcYoW768qcrbIUBWP+hElYHjtthKGphEJGWQLZV/SMTSFJ556kcaGepI1VSRiMQ4efpV5s2dzYNcuHrz3275emMoUiDdfidDX+rWYpzda8ShOwMCKBMktqqEy16tFAzjJKmTUyzT7cY/3I4oZX69058WQdWOo+adY1X2UjXvH+dCHXA4dlBwbEzwVhEPtwhesFW/z/dwl1ivovNah3CQ59RXB5sg1/NVffd43APy+4/DhQzz5kyv403f0IRIggwJlWnLfNo1LLnFJGi4VQ3D7PRpzV0h27tf57NUVtIRLuiD4yt8r9IVVdp3lcm7LWrbU3cQNje8ipIZ/eWnP3ub1kX0Aeo6Q6155C49lduEiMLU4gZdczPUbkNF3IJSX0PuuJvFqnpaHehnc1IrZECPalaEYnHmIUlf9GkYNCYIDeZz2CJXqAFY0gqWmUX5yB3XGG2nsypHQAiSmKjQpQd8g0BezyMU1lhV1Hu27j2vqL6YhWkvI8MwDY3SlT/p6mqGG/Eg0nbc4GobuxhAyqBIomzSMpDi1uRGlfTH24vnoju1vJJGxwHPPBAyErsG+Hbirzsf1opih+HWfLDtgSqpLZf6+KefXmdl8mdpkFE0TFEsV3/MnffuVRTwW4tiJPk6d7GbLRefRPzjGrFnNPPbEs6xZsYxiscyP7/g6PT3HsRyNtrlXUjJX46qqvx6VqiiFziSOrmEtjGE3RZDBCDJq48b2o+f2oHzvJURUYja04L5lNcHsA5w/eYB5O8p85D02yYgkHnXQs/CNn+p8bZEg75kuhEvctdHvbkS+OsEln1KYSMO/fMjig7d+jL/7u7/7nfiz7QLf//q13HrNEygN+NkhVxGIisKBvQpzOqGl1aZsKzz6hMpFWxyUMcnLxwSXrHP56u06f/OgQ/vfaJw/+2K+suAuYtpvnxPyAThtTrJk9wIyUsfy2O90LUp2Ec6KzUhtNpI0ga6ltD7aT+TUNJMLG8l3ximd1YhaKiM98baviK0IlGrDjzRudQRtJIvVFsGKhzHuv53wostpvOcVgq5BR9pirhaiOhLgaCpHfchgIlPCZIygnmIsl/YXKmeniOhBzm/dSE2wEcuRFCybx5U8JxbXkp2XJJAt89anhhhOqDxzvkNlcgzh1YCmiSi6yAqIuihSdXHLBZQL3uT3lqUUOJblN81E1mGTkucjTQ6lQpl0JsesjgY/3ZbKJpqmztxPtkB33wgH9u1ny9ZN1NUmSGcL1NVU8cjjz7J2xRJ/ZHVifIr//v1/4IqrrucX28bQtTW4huGL36XqOOk1DTh1AURTHDsa9WUsGT+O4j6OW9yF8Z2TuAUdefZ62Bqh6fDPuLp7HKUIn/igjaFLElEHNQN7D2ncnBLkml1CioPnfGyb0Jj+6loamvPMWjpAbqSRj3/0ARYtWvRLAHo2Ks+dfP311/P000/7AvFw/3bedekeNq53ceo9AEKu7MlhguN7FdpbBM2NNpWy4LmdCm+6wIGw5KlHNc6b73Ddbp3p5Q7vnfVl3tH6UVTPkvc7Dh+AWSvD2XvPps/KUNGrUfWlGLuacJa/E7umBGYT2mSZ9rsHUScL9L5nOdG8QyEcAc3GjeroqTJWXPVtU1gSY6CCFRIQ1nHjQeTOhxFrL6Xh4dMk+9Ism3TZWF9L3vQs7ZLBSpFS4bV2mTSZzJWpIYgnMEw7Bzm/bQM14QiRoEJXNs8vZI7+znq/BecGVRbsHuWqlMq/tAqOXd4BLTGUQtmXg5yJMkbaAjuNZQ7DmvMQroPwBOCI6rM6OV7hk4kJ1nsbSKj09Q7T1lrvR0BP2vDqwYGRSR55Zh/Dvae44pILmTenA8WLsoqCdB2e2bmHJXM7mU5lcByPqFQoFOI88uBBwpElOMGg37vOzamjsLkZNxHCjgSQoSIYGYT6EuQfRN11DHXURHSHsT65Hrt8lLftOcXntxaYnoLZnRCJOgR1CUUoZQRbHlDRznUouK6nRLHo1RBzxz7jM01v/NHT3Ly+7b8e4+PjfOzjH0JTgr5L2XM2z+nUeNeNOp9+b8Wv58ywwLQENpII8GqXyiM/hc/c5rDtZxrnbXKIml7tDE9uM0gV4VtRh8vXfJBPzPmH35fp/d/7ACy7ZS7afwl7Sl3YgRYC3a3IwFrsts0Q2ofX2BTFTubfHmJoTQuO6vpdglh3munz2nyxVJQr2GEVMV0h3J1GHy6SvbAVbaQE+14gmKgj++ZzCByfpvHZQRZ2FZmjGmRNk6xjknA1Tjg5ylGdglpBsV1iWcFsJ8pAYS8Xd24kooeY2xxlcKLEC6kp9lS75NrqKLXE0fMmb35xgoGAZOe7F0BtAAZKvrhMVEUfKxHdfxw73U3xbddgNkd84qGq0m8bVlUqfFUfpSYYxLJtLMvGMLz6M8iPfraTyy5aQyab5zt3/hTXMX3b/dsuvxDTk068HnM2zytHTzCrqRHLtCgWc0TCBi885/Dirh0o4WqUJZdQbElQWlOHObsBN+zihic9pRyUEdTKCzjFl9H2HcUYs7Dr52Cucmko9/KJviI3X2r7pC6gSwIhB90WiJzke49pmGsEhuHySE5SLMGCJ6/n21MXcYkAACAASURBVF+8+zfOp7zyyjaeffp24jWnGR19hb7TLm2tkrNWQzmncNkGEychcARMZDSMoEPEs9TrLj+6R+PtN9hs366xbp2kRrOgAONplS/8s0LLrXBT54u0R9b84QAsOHnO2beFo9YE0gNgdjHK7izWik3ISAIR0gkdr6fuBZvRt8xCTUvsqEb9vxwltWmWF6Mx51QhIwbBg6N0PjPM2MIEE29agHpqCvWx+2kVy+n+yLm+UyV6bILGnxybSdmeozlvUZVxyFHGCSk4ruvrSDUZjVYRocQRllSvozkRoToWoH+8wGC6yLOhHMNrOyi2xQiMFVl8YMpnvXtumQ+Ggn40ix3R/PrNY8tNj+5Gjp4i/fbrKZzXDK6N9HIMDlvdLO8L5tBU3Rd0XVcwNT1NKBTg+T0nWLtqAXc/uI3Lzl9NrCrOs/uOcc3WdX50NG2bfLbAyNgUjXVJbMuhXMximiW2PWDTN6ky3qJSLHXhbL4CZ00jTk0SOzKGG+rybApodg8y/xSuNYJhjhIer1BIN6EsSNF6NMtjF5g0ejWZpypEXLSyhLSgq0/w2JCGMQXxMOxaLJlSJPNfvpm/+sj/YoyVJvff/zVS01/k2quKGIGZ99MrisRzhh3Yo1HaL9h4toloxQdhyetlSzAMiW64PPaIzorVLocPqqw9R/psf3qv4OFnNIoKbH0n6FUfZm7d3/7hAPQ+efnht/Fo7mWEVoNeqUN9PIeauByRGEVm61CzOazEMtz2DuzWdrS0RXLHgB9B3IJLuSFCeW41yVPTxHSNnpV1WNUaga4c0TvuJy46yWzsIHduB1JIgofHieybxEgXwJG+BheczoKmY0YCNPXnmJsLYAQVRssHWBw/h3kNcQolm5cnJ5kSFlNxheEljV7HC5EzmXs8S+/KWgbf0IruMdUjGcq1AURc89ttkb2nST61k+m3XU1pfSOu67UNHRRN5XOhDOeHPO3OI7kKlYrFS7tepqmxgaNdfQxOZmhJxrjg3NVs33eMVfNaqa2KE4mE/IjpuWFKJYtwyGPdklIxTSlf4KGHBD1GEjMaxlRLFNRDONddh9NWjRM/iZCHUZwUwh6diX6VPlqYhh2CgfPbiDFGc7fJPSscFs53/PSqeR3GcW/fSB7erTPuKlw62/J76p85qdJ8rsur31nCj79z8FdA8OLOJzHNy2huchk+opAZE2h5sFXQcxBzXc4/x4ZqCU3gegxYV7xuGiguwoBHHlAZS+uMD0EyCB11ktCES3OV5GeDKhsug2RrhKaa20lErvi9IPRTcNEpsPbAZRzzTARKAl12IHYHsNeswxiuotIyhK6cJnpgC5lQAWUihchKlGyR6LROJRpDE7UYUkWtj5GZXUWkP02hNUZZkUQefZKqYosv9o7dsBS3JoAyXiB4JE2od0a3K7ZWER5I4+g6VSNp5h3JUasHiQd1TmR3s6bxPCxLsrQtzoRt8t1AmUxjjHJnnPhQnuirIzSNmRzZ3EF+XhJRcXCjGrLaQIlqM3Xajl9gOPOx1rRjN8aRjuk7oLVygbVP3kdbfpQQRTQ9QFVDMznirF62iP3Hutj7ynG2nr+OsVSOTecsI5XO0Nbc4Kc4L8KOeqYHRfU3g+uJ66UspUKJO++3mUw0YIWDfr1amWsgBnZRfNsmpH4IrbQNt9KDcKZR7WkWMMoNMYuXfqGxbU2CJYFp5vSofG6py9L5NiIHZAVMz5i80hMK02lBZ6eDXRZ8+5ROzXLoff5aPvvJu38FAHfddRfhcA/33XEXn72glxWtnofT42ACdwhEPSjnAA3Sb+b6ycHzlVr4vkiPbDzyqMLK1QrtWa/hP/M5piCfEfzg5QBbr3P8qLxgcYyOjucIGYt/Pwn5b71f5bMjd+Aa9ShqDcH9ErszihbcjFuegxkfp6anAemqpObW4IbKKJkmlDIY+w+hPPUUhuvN8pqoTQkSpysIzaAYqaHS3kohdAK99iwSu0ZIr2rypQ/be3C2JHI6hVkbwooFCE8UaD46SXAoS6QM1SJIe1WI49k9LE6cw2C2QFXQ4KyOJPeZBV4+pwErrqFlLKI9034TslIbxY4ZfpO/sLQKMSsMqo6j6ogn70c56w3YNTFcRUMtFlHH8zgKRAoTrHr8G5wr+mhMRhicynO0EOOmD36SsmXz9AsHaWioY+miTroHRknGwiyd307ZdNBUhaHhcULBIK4n/9gulUqewYFJ/vnRQXKRCE7MwK4PIb3aM99P+X0bEeajSK0aJfc09eWXWWuYvCkquaIO3v9gmG2LNG5JZFmhCKZeVfnYhgp40a8kIetXDjM/3oJ6JD0I9+4LcWhwLR/64I9+ZTDce1+L914fxTrK0OB2Vin9vPWdLuQ9JiD8aEpiBmQ0eCN+M+eVqmcwmnGGB8ouP3tGYe16qBtyOfiqSi4gGOkTRCMub77U5v7dAUZSKoG4yxuv+jwd1b/dju+TkIyZlkv2nMOQ19DWm9GCSzC2vUJ50yaonAPFMEq0D4UwpjaNCCwEsxY1HUF1HKIvHafQ20/CmUM4W0LOrWG8vkiod5L4wR7KxQzZOgNVi1LTlaeSCKAn5xNQdDLzk3Rs72dydT1G0aVqrEx4IuPXazFFJ2KpNMZUxspHaQqsYu/khN8ZWVlb47ufH51jkNcker5EMFuinIhQaK9Gi+mU4gFKbSG/0yEM1ReAeeYn0DrLN1V47Tc1b8JoGTegwPq1dJ56hRsPfIM5LVWMTJd4NW1w5Xv/nP6RDAeOnWL27HZGpjJEdW/iyqWtqZ65HY1YlsnI2DTRcATbqvhiuVUpcryvwH1Hm0ivbsBuDkF1ELs2jH7oMey1Ezju0yjWNInKUdYFSrwnKTgnJqmNS95xl8ETi3Q6tRJzDJfqAwZ/e1aFqIeMoreDvXnT1wDoDfEZXusK7n46xqarj/rgG+w/QE/PEyDa+fbff53rthzigo02L23XuGSNidbhaSzeUMxr5/POU+3VM965JU7Q458KkyWFpHQJlVwe3SWYmjBIFiXzOhziUcmLr6q8dEKyYaPghQOqb0a46kZJ+9w/ZXbtl353BLx/9F757hMfpaQmIDSHQHc1jujDnbvOG3wklOkiERol5GY5bXwSGZqHtBIYfSG/4R/66cPYKzzBOkosnafcXIMbVmk8kcI4NE66UKZcFfUF5JZXjmLm8+ilUQZbgzi1MZTJAsGpHG5LG6G8hWNr1LkNRCuSWXaQ4+VBWkSFOcnFPJ8a900HCcegLRAlY5v0BkpYVQHKskK5OoETMWgaKPkunMOXdFA8vwk3a0Hea8M9gTjrfJyo7ptNFavip3+vryb7T9Mx1cOtqedob4jRN5ZjwKrionf8GRXTZnBsilgshFmxaKxJMJ7KM7utAVc65HMF0tk8MU9k9kY1vTcmWGVePGnz2HAT2bPrcRfVYod1ZHwc9fA2iO2AxBGi7gRvj6R5b72gNeISDHqjBwpfvVfhW0s9icelSXXYOGZwg+WwstP27Javee1ei36eAdSSvHhY57Z/Uvn8Fx6lrVXj6e1XsXVrFsWzRY1LqmzJK+M6Sxdb1FbNOLU9h5AMCMYmFbq6vB61pOSo2BqMpl3q6xQ2brKI4KINwaMHBOtWCup1r5MkcCKSO+40eGK7S/tsBcdRuOotLie6FK686k3U1d7/uwH4z0Pflx879XEKagInNI/gc1Po6yXF8CY8BTfs2nS4+4iYxzno/BBbbMCpLkEpiloB4+knKF98CdqEg91iEzk+Y4sKDGZRhookT0yiZUxU06RaUxkRFkoghLWqGWe6hN21h2Cgmcml9ZQ7w+gHhoi+vIeYLZldCtGVP8Wq6KW46HRF8/4cRzyj0GSHKTuO3y+OqgaZgEW6RiectpCWTVIaZJJBDn5gKeU5VeD5/XY8iLjwcl828caUvCjo9ek8E4M3/rigezcfP3EnQUOnZzRHbznKlR/+PP1DExQrFaqiASqmhVBU8vkyi+bOOHzHJ6b8GRZvNNEsl7B8AFZ4skvwlJhNaWEcZ6mBDE8j1WGMkV0ou+4j3DZOi1PhZksyp8ozuUqEp+2VBdueV3jqComjObRogkUHDL5yVgXdq7s8Uc6LgD45mImElbTgw/+0kjXntzE0vBCFx/jkJ14l7I0XT8OppwWvvqSxtwDnr3NB994dKDANBRmUNNRBc9vM6VpCDqEq14+A+3dpeF7djctnukWPPqtw9lqYKMLxbsGxXm/22uX9VwgaaiWum8AIbgDi6MGPYhirfzcAx0rDctXLC8kQoBhoRx/VWTx1iFMrNlIyFhMvvEyn85KfMvcHPkkocyOFJgtbDiBcifH8SeTac1DNWiqBOFpKwRjMYkxmEEMVgtMl4t2TNA6XKAQEE3OqKVVHMDytLaqRtw+ibL4c2wOCqhA5lUbtyXHO3jFaKjoHJ3fRpC8k5a1jtYWjCWomvFldjbJw/GwRdFUs3aUU8Czw+PPBXk2jOypHPnUuhXnViFAE7aUncZefg+I1hz0BWbpYju2fw8PilsMP8d7yHrKZEj2jGXLh2cw/783UNjZS8HvAknyhRMR/qt7Ql1frmTPAEYJQMEy5VMQ0TVzX5vGJIE8k5+F2xDHbB5BqN7rTj1t8Ca10lJrv9vMXb1TZuNQhobsonrTi+8jg+X0qh2YLJhIOcRUW7da4eV15pubzUu+/vmxM90iApGtS447dm6itidNQ9zTXXpf2P3Zij6Bnr8HIsOQdV5hMS4VITBIJewbiGQIiI+DGYCCt4HhWKtfzQXpjD8LnGX//DwHOWiKJRWzCtQr79msULJfxNPSOuLStU/nQZZtoid+Gqi1DKH+480a40pWfP30b/zD0AwpaPa7RQHzHCG3nKQxomxGyk83Op4gqOg9wE2XtIyjBaaTTB7letCM5zLOvQtitRAYE0paET2d8VmoqOpWOKCIoSHiSje0ytbSZttE8/bMTBEsW01XdOBu2olhlP0pRdjBezbH1wdN02kF2Dr9AfXARU4pNPiYpR1RqJjzzAKiuQEhBQHp2LEFar/jp2VYlWWH6tV7v1jmkNzTjtNagHNmBc/ZW1HLR73lrjo10LJTXIuG1O7/FVaKH6ZzNqcE05XgH6y+7ieHJLFPpAnNmNTEynkL3+t4C4tEIqqpglsoEAob/Up5SsYhj29iuwyOVGNvbFmHVaxDfjpBDCLMbNbeDS/UervZe2nRS4cbrTX/kwIswflQzBdkphR39GmKpQ9erCgsm4YKVpg/OVFZhzxGFC85yyOYVXtkreGVM4yOftbAVCAW9OlHh4NMaSspmzRyXnx3WuOJKL2zO2OT968ykAtAFVlD6gNNUiW0JdF36c9aFUcE/3afzpx8w6Tui8PEv65x3vvCF8NNTULMuzEVrPsr6hs/+3rbbbwqFvgzz/cFvclv3p8mLBHagmcjz07SsL5IJ3ojunuJifu436O+1LiEd+Ag63ZTVVTB2CuVED86Fa9EqswkM6oRGTHRPntk9TrY9TjChk4/o1ByYJO9K5g0V6FtRR74l6DfkA/t3YK1Z72nC6KMVzPkxxFiFlXceo647Typ3hI7oMkYck+mESzEZZGGvi1ORFHSbiur4AFqsJxmvlGhPRFjYkOAnJ3oISI0TKxOMr2vHnBVG7d6Nc84WnFgI6YUHzyjteQYdG92ucNODn2ZzJEeuYnNkMI1bt5Sq+WtJZ0vEYxFqkl5TXc50foTw3Ryelhg2dKLhELoRoJDP+m07D4SPB6v5+fzlyNjzyNI9qGoMpXycNc4h/rrOYUVU8sKLKm+5yJwhFl6BW/DquZnZlHu2aSj1ChNHbWpC0hvR9o+6KigVYaRfML8VzvZmpk3Jlw9oFANwybmCTL/DhSslTY1eShA8ckDn8mu84vE1xuul8QnfxYv0KonXmLSozLBpU8cftuo5pLD3oMa1mytsf1nh+w9rLN8IY3mDLZdfyAUdf0888G9/GZMPwB8OfYPbTt9GnjimUUfTcwN0XqhS0pfTXS5yc3gfU45gl5WkO/oJnNwa3Ko4xjO9uHOTyGrPZLnA5+xKXpI4MYmas0m8MukPJ8v6EOHjaUoBQZOpcKI1gjM/jiMrVJRBWHoWarqC8WoKpyGEyNkseH6EyKtjLItXCIWK9E2XOFUqMG0USKbKfrDUw/OoJEJotmCFU82KlhqGU2Xm1Ed44Gg/QaFxdFGAqZXtlGZHoXs3bNqEGw7ghKPgGT29WOgIgvk077z7/awOm1QkvHRqnLd89MuMpYq+OO215cKRkF92eJ0a35Kla36/1wOiJ8UEAkFyuawflS3H5KVILXcvbQd9G0r2x7hukfnWUT5XbbKkJHh6G2xYLVm31JqJRh4gPIx47CAouPcJjcvPs4kYcqbm89xM3r8FePWEgmkKVs11cftBjknsiMBWBXpAoreCeK3T4Z370Rd0LrvMmtHtPGXZqyLGgHp/knbm+lkQhuellH6N7KX7/lMKTz2lcPOVNk/vURgJ6czbsIHZNf+F2tBalN9jNvh9SrQPwLuHv86nuv6cPGHySpK5L6W4+CKLPVaUoMxTq1YYsWHSEfRoK3Ajf4kytgR2PgZbLiI4pVOsTyINh+BIcWYIqAKh01m/HvTAWJiVoO7kNJWQQqwgGVxRjRnMYoVLiOUeAEs075kifixFKggLcw4NoxUWBKNk3AqW6Y1AOv41Dk3uRG1YxWjpJGohR6Kisrg2SVgLMV2wfFKRqZToFSmm5lVT9mZrW0IwMYhz3S0+iXD1ADJY8tM0wWrik1PccsctzArPuKMfPzzIjX/2FfRAACMQRFUFruMZ12ZkCi/KeQ6ZVCqFIjzntOnXgIV8bsay7rocCcG3V2XBfBmR20FQ5nhXaJRPNsBP7tH50HsqvnPFf6NnZWaUES/LeunRxfff3XCxN+g9E619YHo1oK8Qwz1PK9y02UVOMvPjFWzenpICdRYzIPNaJ3WSB5/Uuer81wY1vN6aB+aIZ1Pzoi3IgpwBbN6bq/HA7oFeQAUGUio/e0LlvZebfOJ+gz/9y+/SlnjX78PWH/R7H4A/Gf0BHzv5AQqEyIoEdXsFH75whKNOgFatwinTZcqBtCs57qXewKWQfw/6jh3IJWfjBKuQIR01UyTWmyLalSLbGiOet9C6p8hVhdFCOpQtFI9Secq74pBbIDFO9JK77lKUconGR3pwCpBrjTOnK8153UWmTYvDQZOcZ3yNGNiaJHrkeRrcxWQiLp73PVCRtMgwCxMxNHTfTR0Mwo9aBL03L4SA6jU8/ajpHnge6b0mwdYRXudmpIvKu2+huXeUt/33D9ASNfxxhJ8dHOTWL3wHxywTicV89qupXg6ckW38qVVFkEpl0HXNl19CoQj5fGaGoDgOXcowX59/L7auEyudYIFW4L81WCyPwQN36dxyTRliXmfjtQky7w+9iXbvKMJ9z2rccJ7XcXgNlF5q/p+Oe55Ruekie4aQmALp1ZDeLea96Ac0At6/wN98R+dD1zhUefKJl26bPJPGa5GvIpFeOeKVAd4X866XBDuscOqYyo9/KvjE1RbBMHx7f4DrbvwujfF/n1fQ+QDM2zm27F9DV2mIlFKNMh3l0p5x3nRxiUnLZdC2fQF+2IbDdi1T8Xeh9VyBHDyIVnMhxcYk+oRJeCSLlioT7c0hFyWQnjXrVI7MvATJkk0qqBM7NonuWZCkpHJ6P9n181GbO1AHi0Qni8S701RiOjVFQUd/kQZF56BW4OTyBtKr6tFsl/Ajj1DvzkEvObR4hbCh4zoQD2pU6yHfOm8EJXfOVxh4x3LscBSpSN944KUYTwGTjo6qmai7HsbcdAGdR05x/f1foDqgYAuFJ45Ocd0HPkN9UzO2ZfqvGfPHNr3/PBOFUHy5peT5IaXEsiqEIzEKOQ9NXoR0GDBH+MfG27GcMQJI/jyZ5bJaSX5C0ndQcv1l9gwAPeuj39F4DWBeLZiZcSDfsHGG2fsRMC5nOiF+BJTc84w2A0Av0vljkK/VcqYX2eSMEdeLihL+4nsGN138P9p7Dyiryuv9//Oec26b3hlmaEMHKdIVpKggYu/GnmZJ1Gg0MYn5GjVqNPYSjYktRo0aNTYEQaWIqFTpvQwDwzSmz51bzzn/td9zBzVqojia338t37VmMdw5/ey767Of7TCwMAk5CoRmRvYLiyl2CdcbNElCPgrrKxXNCcWOPQbvzHF58e64TjjPWmwSGpTHhPHv4/f1/VIa7r9ttB+Sf+fOm/ljxW00Gjk4ZoiCD2L8bFI1TS0GgXwXv+GyJmqzJh5kZ9bZ+HefjlGege2vJ3nQaMxkM2alH39bkoIF5YQyLJr7FRBYtIeWgXlEC0LkLd+LbUN+1MHfJY3mbQupPfZEcm2XOrE0OQG6rqknb3eLZsia4Pp5J5Qgrz7JxoFZ1B1SjJPpI/j6TAZW9aTJStCzTTG9axeyA0EW7qiWAgUh1yIv289T4zPYc+YwjQl0/GFtPo2kH6I+nJzdEGwmMG8xiYnHMHjhMk5751HSfYpw0mF1SzrnXPILDJ9fU/BKQ7wQGXkK0KPcELCqjniTQtVrk56RqU2wbCT71LQ3cV/aHIKRRfw4q4Vx2VC+A/aud7npwgRKhM+HZ2JF6DqI3EWTObB4nUlprkuvkOMJqGwvSwsjPDPT4pxJSbQdF9MtWjBlqrUGlM+TLrG44rq/BZk22qZPgc1W26DBVUTjLhvWGdRXQn4hHHusg/LB0INc9oYVt91gMboXDB6RZEhflzlr/Jx45q/Jyzlw/sN/F8j9Arig/i1OX3cCbSpLo6JDG+JMW9fKojcSDDraJDvLoc+ZLnPbg2wJnYARvY7g1iSBHetoPagfZmEOTqtJsLYdoyGByjDJ3bqPUINNTUka4S7plHxQSSQ/g94b66kaW0BD4wpCvhH4siz2DspH7YvT761yEq7DsLCFSiaZN6qA4nCctMpGmgUWbynSVi1iiH8sjQEHN83PgLx0kq3t1DXGGFOQT31LDDvg8OyYTHZfMgjXcDT62TCSqHgQFUvHyfsQx6cI/flZnD69GbG1kmN2ryBoWuyLOiR7T2D4wWPILy7RTe+RaExjBHX7p8gKCulr8HobxH4p0tPSCYeluCrtnUlqnEZmDbmXK/N2cEyRTabrsGejyYolJicfKwGBpEsUSApGVgd42Ounp2qvwdqtBkdNSe43pdp8irAZ8Oq7FieOSGo/zfPjUmwEEiNJQlv82TbYvMVkQbliyCDxEV2S+SZbGgyay118IZdgADZscjn6aINjpieorzO4/n4/owri5GcqFpf78Oc5zDh2AIccshjDkBC6c9Z+AayLVXPosmE02BHhC5U2ZxJ3xBg2RDH6GJtok0Owm8vCqJ+dqoxE8Db8m3uS81ETzd3qUYFcosNLURETO9PCrIO8dQ26Adw2kiTjiryVe/GFgpitCWJBg/Yt7+HvNYGmw0oxwzHsliQHL6ljV6bFxPerWTC9G4l0H6prGsUzt1NWE2PF2HTa3d2UVfWgoTCNQRubtL8cjNgMS0snJ+TXaZmFDU3MObkH9Sd0Q0VDGkCBmUAlhFs6jpOxCtcK4J+7iPhRE5j46jyO/nCBtoKrMnpQdPjZTJQ6sunTTVcS+HYEF/rRSyunRMQCPnAc7R9KeiYej+kARBDSTYkmfGN+z8VlVYSaBMQrkabDX18KctGZsVQlIwUsEOGTxHDHaoaqPSZryxVHSSDSwTQgWjAhwQK885GPI4emEC0SSIsJFhe7SQRNqhzw2iIfvjicOD6OkjqvKMWhBrf+zeLXP06wYodJrNalLuL9bXu5wYwJNnc/5aMwmWTyEIMhA5J8GPNzwqmPkJ5xTudIXuoon+KGuWPnTfyx4tb9J8h9T1HcAr7jLWKBdPqofdoSLIyX0JR5JWb5FEoXtbLl9Gz8y5cTHzkEFRISnhx8DXkE6sJEik3MNpvc7a0Eqtpo6Z2tk8h2OImzciHW8Em6h9dujlIyfzdZjqlJhdp8sGdEV52Ybp1eRsb2elQ0QUtvk7ynFuAcOpHxi2s4uF6ahpL0Kc3SieyAZfBB+T5W22E2fn840YMLISidaOk4gTZd/HTTtuCaYioz8c99m/i0oRzz3Hwmr1tLwraZOemHnJlXRK+sdM0BLabbI7N0dCQsllLygB0k5To3KIhOMcvCmm/buG6S1kgzQ8ffzeTemwlIykM0XRKWrrKQXqlpY5NexBk3NN5O/96xGkUDmqythKOmiR+YAgmIthM0jA3vLPdxRP/UMWTfVnD2uRi5imgtPPaeQZ8MxVF95a2BynZRxQp3sKItGzatM/hog8kPT4nhC4r/5/L06z5KSxzW7vCzZYnNYWUOOQWKD2pMfn3THwmlX/7NCeD8+rmcse5kzZssK7HCz9mjEzjpDm9HoI8VZ1fSookM2kOHQeW1FK3aQzSjK07JGpJLmmg65xjvq2x7oxb8tVGSQYOc9Y00DyrEUREymhIYa/firF1B+sHjaS1KI29tHYPWtdAohD1VrTSNLmbHxBKPZ6YkQzc+GckEOS++zpgN+ewoyyPSK5eCDfWMb3DoGxJgqEN9PMHc5mpac0I4PfKon9CVpsFFOJlpOOlNGsXi+mtxTY1rIjBnNvGpQzjjkXmM3lulCcdnz7icc1tbySvuijIsHVWL1InAibB1mGBPI7pex5xucpJAx9EN6SKkiXg7h458hGF9Fuu2Rg/FIuEzvLPUIjOoGCsmVMppfonolSdcsl1Y8egbBj36wlHjhDhJY9i83J0mHoQ7nvOT63c5drhNF5+jUylaQwQU69cbPPmB4mfjHbqVurhxMHpCYopiWbNFNKFYNU9xxQ/i+pJCsm8crn3AR+8BJk887XDsNGlBhDPGJnhopcntd83F8k/65gSwNdHMkSvHsyO6U58kXhskuCLJtGMibAgUYdg1VCUtoq5FODgMZV5F+tbu9Hm7lqYL3qBxyaG0on1yMwAAIABJREFUC7ZvyEDsDOlI64HVAk7QwWoIk8wPgSU9q0nsLTsxNm0iNnkyvpooeetqKClvxQyFKK2MsnF6KdsP705C+nu3NuD2yCBtYwM9H3yaqu+dwrCZu9k6NI/MmjBjauPUJqL0MNMoLkxndnsLjblBzTDQdKyP+hHCkpCOa7WgtNe/F0e8bbedtDkzcab054IHFjIgHKPaDDD/1Mv5SX0E0y+xq0S9pjazpk7DpMqwOhcoBT3JtUvlw9aCKNpPImD9BU5EGNnvJQ7t+Zrn6wlvngQYmgME/vGany6lcNjEpI6S92P9xI20FRV7DTbWGkwfnapgKBe3XtEUUzw9z8SOKS6amOSV9xTtUQOf4VIfNwglXUoNl55Jm4FFLlZ/MMoU7gioyDZ45w2LSsfgoulxCiXpHHdRkv+Lu9RvVny4x+DFhYqh40wKhePvGYepZw/iwovfR6nO8//0s/z3OSF3lt/Mbbv+oBvUxRcMzU1QcHgarSGp6PjJcqqos9OIGWkkQ2dgNlxE9yeriZ24ger+eeSse5zW3FOJ9ZLI7WisWj+kxXCSQdy8WsyqUgzHxvrnqxgjD9V+mK86Qsn7Fbo7LicCITNIRfc0Qn6oOaQr7eJQK4vQtkast/5F7OTTKVpWw/DVLdhFQXIbExoYKq+9f34W73eB5Ud0pWViPW5gEcrdi2MJoFaQLGkfF/JVOr556wmOGcBVD71JkWGwNjOPVVPP4oLqOL5ACEOwg9rlE6nRttdr9BHtpzveJeCQM4smFDiSOGGiGW3dEzKwxztMPegpnVbRmk3kX9IjBrQ0KOa8r+jTSzFyYNITQBE+0XRJ+GibwboqxXlH2F71QqQ9AW8vs+jZRVFmJjED4LS4RPbKFwX82XDbLAMaFdcclMTIA2sscIiiMs3AMGHOTB+nnh5HGgULbQhVuVrTyfW5dS6RXMUjcwIEyxQDB9i8Mdfk5ttvwh+4ulO13+cK4P27bufmXb/DcQ1sLPotsYkdPgiV2MgOYwAl9jqhAKbF8RMNjsKO3Ujhsiwy/C+ROzxGOCtMaNEGPhrZFSdrLGbjEJwu4MaDuGoDZv1wlBkn8Mb7pOVOJH9TjEB9mHZhdvL7aBtUQLvfIjogG59Eo/k+zIoIvf+xjoBhsrvuXQq6TaaoIc4wI53hXXKpaGhBJRTrahopLw0QlaE2DRE2ToDq6U+jwkvwuXFMN46tgsStXIQ2EisXc0k3MkYczCUPvUaJz2RDtx60pPXhsIK++NPSPcGTgKPDaZbfRYmJSdbaTmgnPZ9Qp1+EgUEXLcRfTFCau5Tjxt6PqnVActT5KdCnCFvM5W+v+Dnz6AQhyU8KrW2TaErd0sztL/u45swkAalcBFyWbbbID8D8Dwx+dGYCpxaMLi7OboW92atmiKldFTaobVFM725jDVUYh4HdQxgO4O2FfoZ2tynoZusCTEZEWA9k1oTSOUHZX3zFR171s7LOwM5wOP98hwmTdqKkU6mT12c04Pz6tzhn/UkkdTgF1hKX8X1yUD0amc8RmIndWMlttLlptJlZmEyj119OwzdwFV1HrqChtC93Fy7gj6+Ws3J4DvXBCShfbxxKSU/Mx0hW0OYfhf/dndjjTsF0B6D2ZmFJqaU1TmxAFlZdAivDItzD0o3YwTUtuDLTQ5mYs/5F910l9KuB7GCAvkWZOnreFY9QoxIsn9yNSJcMDlpcSeWwHPb+oAon/jqB5jmkuW06uncwiakgtkQ6O3LJOmgIFz+2lwLLwgqF2JcznJLew7DS0rT59VIvKYZJETZJSCvlpWXEDKe0ovad9XZeIlogWdmBDZwx/DbNNaglNSv1I2IaUzz7qsXI3jYDMmycrfLyxR+EVXtMttYpeocgEHdY32Ty6kqXUX0VPz44SXaW60W9ARenHOw9Gr7pASx88EKDxaA+LsNKHaxR4B4CG/eYvPWmj8suimEIg6m4AxL97k6ldkSht7nsabc47nowg4pb/2Aw/eQyMJYJoWEni9/nmGCJ9H6/7Uqeq3mImCAlMOj/oWLidIeZsVLW2F1Ii68j4VokVYCkeyShiqtRvhpiZXdxhFVNMHg+A9oe4/mPamgccRBNVi8Uk8lO1DNK3cIWp5TG5/sQ7XoMblYbqk3IMH3aX7S755Acnot/XzYZSYuGbnmYbSZOujSWZxB4/WVymnvTdVUtmcE03IZWCuOKwRnpNLcleGFKPvv659Fn9k5iA/Ip/7Fo3lcxm54hPVFPzAiRVD5tPgOboyT8Fn3NIs6dnUF2IEDAZ9Fk5BA86DjSs7M034oWPoHwpwYryr5etCtYQi86lYYkTwt6mlBHzE6CoPRejLwevxIsX6rvQioaEngkPSKfd14xyY44jMkXejOPseGJBYpNlQbjBsCWzYoZh9mUlkCh5Jwki7DGi/VUuosrlcU1YEtbTAJ8pZDIUdy0zceoIodRJyverjBYuszhsotshvd3UVIBkR9BXjQJmMGrNTu7lEZJf7Bd8bOZBudPNvjB/QPJyfkwVTrpXBn8XI7o5kQDl64bz77YNt3e6OySh+tS381ltTURf2SlNmcRlUHcNx4zdhO0V+ErfpppgVpIjqNH6F1eXraRuNWdRODPRHs+SXZ8AwWsoSQCiz+YRvu0exD6egMTqypK2tIaImVJqCtHGoP9m9tI5meQLE3X/o29qwKjfBNmSR+sTQ34MnpglA0isDfChO3tDIj6eWZIgD2HdKX7h5WUtTgsvLYMO/Ab3PbVuufFJYFrtxBINODbEiMSCDGxtpCjVmaRnxnUL789lqSl93H07DdAj2QVjSeVDgGfCthUk+oICLWDBFIarJSJv2MeiXYRJRpOopwGzhnzO7Jz670KhvT2CrTKFjbWFMBgB8yeY9I9w2VIP4dNVYp/vWdy4TE2BeL7SWJZ121TCecI2MtB5bi6mmILN7wIn6QLMyDaxWBewuKQgTab4wZ2F4M+/RwKutg6H5tpORgS9YpL0AruDi8H6DZDtMprRGqpVDy0WFGXdBl7pcEPf7QdjB6dK32fF4R0nOG5yj/wXOUNZBrCzwIsMdk1Lo9NvsNwnHSy2p8nbBUS9/0KK1ZHIJTGMPs2HLM77RQyKbCcpW1Jti7tQeuwn1Gc/igF0XVUv5OO0XMkDdEyYodciRGXsQp1hDYWk7mymdrvlWA2+TV1hrkvpisrbRPKsE1FwZvraWI79hHTMdtbMdZthjWbCOxLktliM7TaZkOuS82ITErWNRAtDlF7Sm+crlVCjeq9nWQ5RqyKkFWPUeEQ9adxytpejKzPIs1n0Ngm8Cqb3elDGDR6ou7uEy0YCbdRuaeccEszuQV5FBYW68hYhNO1XQyNipbgQ8yzlOkSRCNttDbs5HcXP0dRz4jHQS1gAA0YUF5gInXgWpdd60wW7DAIZsD2asVpJybpnyOBi2jLVOwt7yEViIjZ1WU3ARI0KJywi1GqaD/E4PFXTc4cadMl5CAoufpSg7p2hR1W+tR5yqF+O6xbI4NSdA8/mdKGmYAW4dKJusyZr7g6w+HmrYqdPRQL5p2HmfZoqtjceXL4hYNqamK7+c36MZjUI2Tv9esUXcU36Z3DVv90zPhqgvFy2gM/xbFPoNR3KcHkLgw3RjshyoK5jLXqeCo6iJb3SzBGb2dAvJKdc+Mkcw4icMLltKp01LYgTlapfoj+lgbiXdOxC/Mx4kF8e9rxr6iVzA3Nx/Sl5NU11GTuJjn1BKzKWk37YTYm8NVGtN/Ud0UdTXl+ak4to+8ja9l4zWgimW+jtmz1cptts/FFKzG3x/EN8Hov5IWOq+vJxIZCQpZJICOHpvp9vLKujsKCImxcotEY0ViMgN+Hz+fX7Zei3QSI0NLWQm5WLsGA36PHTSk16TURVLTfl+ThezdQUiT2TnnVDknH1MssDQdXsHx7JCujuHGhybBBLn37uZT0cCkWHKAImSSZhaKnRVFXZ2oBtjemNKPAqqQ0lwXr6xQPL1UcXWbQNeDg7+nSkGewKqboV+xSaNkYkmeMQXE6jOvhggi5XJp8IaQ4IwF9C+z+EK6ZZUKpSW4vxbSj4ZTTn4DglxtG+GVF9AsFUPye6zeMYHP7eqkeUfUhXHmIwT+MLryvhhJzhoIRwTGn4ne30CNyE1EnRpwAgnLLsgJMCLgsMEbT0NgPY/smpg/ezrtLG2k7pAwr7TSCoiV2nIaTn645A436NtxSk3jpWlTzJB2ABDbUYNVFiI7pQvoLq4kFyomeez5mfT2BDU0aKOJrSpDe3k68KINwrxz8doJeD61k51WltA7+B65/lGYecNvfJrBzG76NrQQO8npBZHXbnc1RS/tgJVxKuvdg745dvL2zhcKiLqlh2h1jZzxNJMIs0W4sHtf+YXoo5AUiHjVmKiHtdZ3ZToR7rtnCwH5NnjBJGk1AAmLqJHhYDU61S7xMcetSRdeeBiceD61tiveWQTdhKRCsoCSSpSQs/qP4bQIglVx/i9DLgbPTpSjLZaAIlfislkHDQMUflvo4bobNYUOFQjeVa5TbaRVGzZQZjiptfp0GV4M5XOk5Cyt2+U12x0xueMHhuBNMLjpnGkXDXvuysvWltvuPAnjHphGsDq+nwYaqFYpjSw2c3CzeCgRoTGSxL3giUXsdpYl3CKoYMcekwLTxK4PePigw4bV4b6rSvoexeQ0Ht73PugaX9olHYvvycPglRnNIN6g7gSD++gaSXXwk8z8EpwwzXEJgbRtmbRg7K0BoxQ7afXtInHMWZnsLblsUJeSScYfSeRW0Diyg9oiuDL13LZFMi53n5+FkPYgb34ZK7sNMNOLbG8N8rw2rr8QBLglN6mgwcXs3+pRn0KNXHxpqW3lrazX5eXkp7J8XhEiMoUtyWgCTxAUjmBq35fcJq5YELCkB1KyLQiAb4/RJO+ienRJAAYhKXlM8j70uToXD9hZFXk+HTUnFVCk0CEjUgWFjHfIE8yjCWuUFDUIYqfcX4StUIKa4BZLvufpvdgU0lJk8VuunLRMyRtlcfmSCzKCLIRGvmH2JlqXqIjXjVoVbC464AoIk06MV4OXNPmaVOxw+xcCXb7Cr0uasY4+ix+Ezv5RgfdmNvlAA5QCvVv6WZ/feoYGoNQmHmg0WAx3ISRhMOtSgPS2LD9p9fJjsQnZiDQ2uDAxMIxQaRK/kWvxOM9ucMkJWATnOavrMilM7yKGi7xj2maNoCZ2PincBXw1WU1dCm1qx/BaNBzfgpFVjtQ3GVy70ZQa+NQ2YkWbazV2Y3cehQkqTU7r+IHbQIrRxN4nSIMlAiPG3rGHlDd1p77IOI/w0RDeT5TaR1IzzNmZtnKwRYlwVcR3pS6+xSe8FBXTflkPzvgzq2yBNd7+lEMO6W60jwhXBEt7AiNaQ6SEvSJLcoBZPydulKiSOm+CmszcxqqQBV8pxMhIiJxU0VMKKlYp5u00qHJdf/dSlxwjBk6WACeKwiXmtTmEGxSSLHyl/l1MUg7vWJfmm0CLLTSiW+wz+Zfr42VVJ1iZNxuYlyQk63tgETeuRin4lCGlXuHXg7PC0nviaSsy9yHWbyZ0rYcLRJoO7u2zf4HDC6dcSGHzjl5WtL7XdfxTAmB3mvu1n8n7TXBrkGz8/QHiJw9gpLgUBg+6joF+BwexYN96LTaLKcWm0u6DsHfRlHqP8TRyZbrEt4WNV1CWnPEb/NIPXirpjmDksCVyCi5jyRRjJPIj2xr+nB/GuAeyCjzDjPXAiBZixdIxwGHPFQug5EF+1It43j7T2BLFIkvbR4hfVeOmQ1u74qmLE+i7HcFaQ1zqT/ORWrZUlA9hWaeKvs+k6yqZRmKYMl34+g8qkQ3nC1GNec+7qR7A1g7SgzGnzWi4/ueSzRDJB3b568vLyCPh8WhC1AGrN59WEtRwqhx+dWMUph2yHSjG3ks1wtdaSqseujQbb4oqPkiZXXZTQvRwa9ycSI2kbMdsiOIKAEf9RGBDkwNKMXg32PHD2uNS5JrMLLAoOcmka4tLLgKIA9C1M4IsZIAKnUy+yn+shZgTjINq1QaabemRHyqd0rPbgUoNXdhkkDJdZD/Qkc9izkHUwGDoi6rT1HwVQzrInspEX997Fyua3sJuryI8ougYNitIc9m40SU+4fP8km9qYojIR5Gf1F7N730QGFFzFULWLIQEYHFSsjyl62vD7+xVDL7EJKYOFiS7U+HoTCw7DTGbgT64lWn8vri9EsnSfThqTzMJNBjGiQXxvv4477gh87QkSIR+BUBOtObW4wSRpzQnc2BgimVGU9Cb6H0G1vEBhooICM053y6HMZ1C/XbGz3aZkkEupZVBry5fG0UAVMcWZkp67eyi+hlyNehaTqlfKx/PApi6xSJjKAdUU7Mgjy8rRdeCPt/dMsQhqMh7ngpNr+F6/HZrEx01VGzrYDcRk3rfZotd4l9OnC1o31ZMhCWlRcxJkSLAk2lNQA1KmE+aqgIuxVeGs1WUZbljg58IfuTSX2cxvMGhYbJJlK8q6CvurlNlcNmwwOGVCkn7BJMs/NOgecikUrmzRql41UZv+akfx1DYfg0cIr7vD2Zc9A8Wnd5rQffJA/1UAOzZuSTSwrPE51tVeTchwsF1X+3g7l5n0ylAEhgosPsJ7kQBNsUPwZdawNBzjMHMXQ9Iy6e9rJkcp/vG0ycgzbIImbI4obg0PJBE4FCe+g6C/kDb35xitXUlmyvCZGIa/CccMQzyfwJw1uMMmaCLuRCCAm16Dnb4RQ5yYRHdU9GBcoZOLy6y6pzCa/klGsooANgN9cbpasGehSfjQmPb/cmUAjqFodmTyGxRZJt1Ml10PjqKtIl2Tm0tFQ8pxHhzfq4hI+iUSaeLU6/cw6+FCjLau3pBDj+gjVQzxasViqo8dVM+l3Tbr6NdtVTi1LkouMUPh1LncW+PnFxcnMApTPR3iJ0qwkaZ00NK+12DpIo+FSjui/QRX6GJXQjJqYJcotu1VFJXArlaoKHf4xcVJyrql0jhC5dbiVT1eeMtC1cNAv0NVlSLPdhha4DElyMUncg3eURbTjhtMqNu5YOZDyTmdrvk65OpLC2DHDntaX2Nn459piLxH3fY427YpBo9xqdxpMmhkgifDxSx2j+cvRW+zvLWJdDfKYVkxshyXhx42OPIkl+ZMl6XRIIP8cWJGJi9HilBunLiRz3YGEPFPwLUngyVkfX6NYha4nPX+SpyRk7zqhPQFpdVAYDMqMRsjOgXXN5REVjXKDaASc7EanqHIqSDu+giqBAEZRvOeSdHkJEWWQZ6pKDJd2h2XfNMk23AosBTv/nUYe9ZkeQph//QhzxeUJSmYZLKRBx7ezt+e7sraJd00TF80oIfZF8YPT1BFgEeVtXLj4WtkFo5Onzg1YBR6iJj3Kgz+3mBy2nRQuYr2pKunTcaTiuWLFOP7u4RyYFh/ocYQwfSEcMF6ixlD4hQmXJxBEMk2tIBvWG0yf4HBSdNs+nexPRSO1Hr3ibB7YAOJmm0pvyVgW5NBewyG5Dnauj5Y5eOSXw4ibcJrkP7Nzyf+ygIoL0ASDOHoSv717qW0Fa6i1XRoqDQZnVS82K0vW30T+EvOiwwINfFkrSLhwKlZiqfelKSbaE6XbBNCSjEyA2oTLkvDBhUJl1mR7uwKXUg4EMQ1g7jt0yj5+14apvbB/egdklOPw2yPkMiNQ6AJQy1Fxd4jGboAFesHhowJ24OKvEygZSal7l7SlIxQVAhvU3yRjyFHuoSUS7oBhSYMDihGpMmYA5f2BNz3+7601pZqmjURQGE/EM0nAibbSAumZTTy179tY8F7uTz9WH+s/U1LuhDn9YwIWMG26d8tzN3nr8FY62LXuBombxQoknUu31tg8dgvHPKHurpHFwk0UpRrb77u4+hRghcUGFfKD831zPKTz/s4dohDQaatO9zcPIWS/GKrS9Vui5dnmfz09ITXa5wUwUulfPZ53yKpI0vlRH5ECLcGFVYXpdkRTjrnKozDb/tGTO6/H/SABLDjIK++8QI71PkUl9nE2hS73zWwjjJ5MH4Mjxe9xmHZCU2BMavKYMNCRVZ32FKkKPXZDA7AoIDSM3WFOU0w71UJeLxlOFtjzaw0hhMNleL6J5G2pj+JtAycjX/Fnn4amNu9fl66YCTqMOyZJAOjMYxROIkQyirHaryB0vg6ik0PS9fuugSUS/siP1OPcjRLa8Q2yDY93/DIDMiRfqUkPPX4AJa/X6wrImJG/ZYPW6Yo6byeo7vh0jNqeeKpcnbtTOc31wzCstJSQpqCaklLQ1KQ0S7ZwVYeP2MDwaoEwmiizXUJrFhvML/J4JfHJzFGKijpyGJDmxABLLOYOinuBSEdPIA6FwQVKxXlrYpJo1OCKzVi6SfQuT2XDWtMVm40OXt8EkPchl0uziaBbnnHkqalhGjEGFRnGjQemcHACZeSIZNth10Mud+89tOu9b/jAb+a2LtsqL+bcGwdDdVtvPLYLEouSHJ37FRuyfmAk7IrSQs5RJOK2YtNCtIg2N+lu9+DtUuJL9NQum03hovlujzW3IW/tw2gi7OO3UZXGrJ/haMyCFQ1YH+0GHvKL1Fpy3HMOL7WDBzncZxEBSpjOoZ/JEmnGMOoIbfhWgaym35+xba4Q60tMDyH0FI/Ew8XOg+oSyryTBjiNzgk3SXXJ2QJLgvnl/KPvw8kGovqFk/TMlNoaDTwVCLgbj1qePDhnbQ2W1x88QicpAxJ8+7LS8NIpCypHhfTifDouLXkR2Jevk3+3BdOfd7iqVMdsnIczOFCS6XHMekot67FYO16gyMOlvpYR4eb0v26SMrFgmdXW5z1vVRTkvhwEi9Jh53k+lph5XqTxR8YnN7PpkDcAWlej3hCZwhhWJXHfjqvh8kJ19wAff7vq73+Ttj6awrgx1cgZvn2P95KnwF9EdSj+NEb164h4N9Ot26C6PgXg0fajB0BGRLBSeUnCRURg30Jl7KAZ4rfj7gsiQRodoVUMp9y30gqVBn+WBfc2RtwJv0KO38eyipFxeZiRT8gKXMC/BIatmDa/0cifTMDW6/lhFAj+aZiadRhZUyRpmyKVvo4dJKnzXIMRa6J9gUHBB0Kgh4D/aqPunL37X01JYf+lqZSLI4tKBivApKdu4/zflDOtq0Gi+YNxjDytbbTKRuNEXR1f4nGC8ba+dPAbfSkRePt5OSvhE2cDDhjuK19P6On62EFQ4bubamrN1n7oeKIg8VOooMXMl2UpGIkZ1eseHu9n6kTY5qIaH8NUCBW9R74Vfap3wGPzbW4YkBCY1rl/E4ETMkhNsEGy+SDgMlPr30VehzdCSL11Q7RaQIop5X5tT169PjMIGV5MbNn3cre1j+SPzzKQRkuxWkue9sVs5slWjQYGrSpThisjsH6mEHICvJefACTglUa0VG7oztN1kiMPk0kAkejIlVkR35P3MggnPF9Am2zNbO+nXkPxO5jSHQmp2Y65BqKlTGXdyPCRGGTu9LPUZNtulqKbJm6bkHPNMgW7Wd4GnDz5nx+f/1gHEnn6KBCeXN7hfdPNGA8xtnfr2TkyBrMsOLxv/djx54Sz5WQPXQDk+cDivAKZ+DVRduYkrYPRwTDgXurTM6d7lJa4GD0VKhMye3Jt0KaSaCuxtACePhAzZruaVeZe51CvEhj+Vsf+JjUPyFDoLwcoVQxRPjCysvvieZsgQ/WKzZXGZzdI6m7AWSJkr5hg8mAGQbnnnUh/iH3fmOR7n8SyU4VQOFJeeuttzjjjDM+dc7W1lYyMzPZvn079z95JSdOfZdRg9upaYfNMoVHauKGy6aY+GQu86NDiTu7eS2ShWEMpsiZQ8OcIC3HlGGHDsb1dccMN5IXfZImIxc7NJG0yCps10+cv+C3fsQgdzOT01ydt10RcdmeEIFLUvSRnxlTXHr5xBXwXIAimfAtlGU6eFDsKs/m+usOJq7Hwnkk5F6vh0CsxATH+cUvy5kxZZ9Ob9z1pz7MW1ZCQFJDqQDEa07yBFCAqd8r2MmZwUrPl/PBc40mA8tgzGAbo0eqPJcrHM2esGkBXKQ4fJBEvx4UT1jqBSygoVkyhXKHhdPsMkyEVKom0jnX6OJGFM52Qcp4JlfSPh9Jj3Gj4syeNnttk1caFQfPUEw/5mIYcG+qBPLVtFdnbN2pAigX9Morr3DSSSftvzbRBD/5yU84++yzmTTJ66havvwDliy5jF6DNtCjt63RNisiPm2284wESXy8FclkSSRIq9uGYYSIzGoiPj2XeNZUVHgZAQHDOjJdSPxAmwy3UUPXG0O34iTvo6dbzvHBZg0n25aA6qRDUJhbV/o4bJJNN8ulyOdS4jPI8Hn+e8jvoZtrawNc8/ORxOJWqt9XJgZJ6sXWjAfxRJj776hkaO86XUt95pUinpszAEvXg1M9Ijpf6KViJIru6dZwNFs8jSqI5V2KG06CsoMdVIEgWzwTq7lc/IrK3SY7lioOk14RAZ4K1YYwH4gPKRa3AGzL5dHXfFw8Q2jsvT4SARXoZHeliyN9HhKDyVnj8OA2i5ygwbIInHZeGkccdQ2UXvM/E75OCEI++x145513GDFihC5Rdax//OMf2ixv27aNWCy2X0BfeeU5qiofYvioddR2z2N9JElbspEIabS7SbbEbJ2725bsgjGnEd9RDk0E9bPOVWE9RqGVIAHHh0WUmGDzVAhTuWT58phqrOaodGiwZdyXi91g0LoVpkx20JyRpiIk6SAZmi5yYYoZdmhv93Hl5SNJxjIwLWENdYiL+XVsb/Km28bj92ylNCusS2QL38vljn8OxWeJivKEzktIe9UQ0YZd3EbuL9qIX/gMQ/BurUlljsv5Z8j8DWFHSJnRdK9r7qW3LY7r6+CXE4rWFHYuSeEI+qUZTMGG5ine/MBkRJlLsRTpxTc0wanwUj1ihlUI3Scs2MHysOKXb5ucdYHJGRfcB4UXdYYS+1rH6HQNuHoOJ7FjAAAaEklEQVT1al0XHTp0qL4wMV0zZ87kxBNPRIbjiTkWQTznHK/Dvr29nVdefZ465yE2l64mkCWlyhzSaSRk+Gl1Eixu74O5vJYhE9pZH1XUVKaT64vgFKfT5EQIbk7i1CjCRh6W08aAvmEcfwGFKswVgyPkyWxb29X0wes3wuTJDvmi9RDGLJe0AJoZtD3mNRwp2+L6306grTWkza6ADrycnlfnTQtEePwP68gRli0bdm1L5/I/D8f0pZDbqei3o2FJfEKfE+VPeWsosKK6uLChxuTpuOLOC21P64nESj1WKiAKXlxqceJIG0tQyxLX7HBx9qb8OoExSt4vDWYtl4yJwfh+Xg+PfCalO1uEUPj+RHtmK512+WCPxWO7FA/fZBMIngEF50HJjK8lQF93504XQLkgEbjjjjvOc3Ydh2effXa/wMlnmzZt4t133+XCCy/cX+hva2vj2dceY3ntk1Q07GV7vWJg/yaKS12sIoe1G0zSxxSjVtVyhvGAhsdH8toQZq+GPW3MMR+jbZwM1YsypFzoe2WCus2YpElpQCJSD9fZu69Dtx4umQFH+3ZtEh37XU1rK1kMr6Hc5OeXjSQSLtQaTKZfigZM9RuRGWrliRvXkS6TNhPQGvZx4X1Diar8VLwg1BwdgYgMtxa7nOA3uRsZZTZh5sB79SbzTLj5+8LVnGIqjbqeNvS5vPC+xUkTk1gylEb8uHIPmODKl0S0oGD7/DBnh8mRJQ6+LFeX9owS73N7m8C9dDerFnAjX7E9bDLfD5fMSOruO7fbDagRv/u6MvS19v9GBPC+++7jkksu0U65rAULFjBlypT9FyrCJkL6ve99Prq2srISmebYsfZUr2JbVSU1LTW0tbdz7zV/2Y/D69jmlvt+y6bed1JeAIP8LqPSFVsiLidnweAMbxaaR6kh+Tmvriu/244i4Jfhfx5vnlT/RACvumokdXWF+jwtLa1aAHUrpuOSm9nIEzdsIhhP6ijTiRpc81R/trR0xZTmJAlaUklsMcPiCzqJBCf6K/lh0W6E2+fGjT4u/L5NL6nXin8nSJpUwlm01otLTE48zPYa+7eL2U1BvOpSqHiJhrPg7QaLsRkOGY2ON9GoxOPp3k9oKfcZALM7/G2txcRp0K/Qxg0XoaYvh6zOb7X8KhL5jQjgrFmz9FzasrKyzxVAaep56aWXdLT871Cnr3Lxn9xWTPnfn/kTa/N/R2OPJEdkKY3XHBhUdE3zejdE6PxC4C0A44ihBdA0HcR1MyU5LqiTGCTaLX53y3jKKzN0OkUEsEP7yVGKsqt59LfbsKKOB2Xa6/K397rxUlUZPr9fC61US/TQQw1Q9Rrbi2J13J2zkeVR2JRpcNkptsYG6lKbIyAFr8dD5She/MjkpIkO5h5Xl9F0AlkaiKRHRFR5wPtCvbXHZGS2S45cS9TrE7EjYAQUPtGGIoB+UF0U1yzxcddFCS86zjwRY8bLB/q4O22/b0QAFy1aRLdu3b5QAOXqly9fTm5uLn369Om0m4lEIvz5b9dRW/Ago4Yl6ROARWHFeV2lGuG5WQG/jaUrMYpEXGH5XEyf65GeihIUE7zPxw03HcHuqiDNza06cNrffO669Cxq5MFLNmFFhCoDEstdVu/M5XfNAzGDfgL+wP6mdQlIPLIiUMkYd4Y28mFLhCOnCNxeaAlSvcBishvQDfZGH9hdZ7GnAQ4JJli52xssqIVQKGQcYebycoLiQmQGHaaKVpPPxCtoRDMmyOwh8VFrTMWLFT6SufCrHyR00xHpJ2Gc/P9TAdy7d69uVywsFEjHZ5e8MPHxJk6cSDAY1CZYtN7UqVM/Nqt79ui84OTJkztNAOVA4q/ddc+tlA28ncPGJbmrWnFsDhwUhKDpmWKZxSERb0j4+aT4r9VEqkYaVrTWpfPrm6eyrz5Oa1tbiorD0zhigvsU7eK+CytgJySWuMQqFE0RH1ebw2k3g/h9AY+2QwDN4jumomI570lqD+lmJcmgIk1SJBIkZEJ1i6J3rsOxI23dM1y7VbG2zWBYocONbxlcWOaSKURIJnTxO5gS/4hGdGFOo/RNQ1KY2uSYAjQVhgNhJg7BmrDi9B4ONT6DKac5BJMO7p5czCu2Q9qXn+nRqS8qdbAD0oBPPvmkTrMcf/zxX3hNIoQLFy6kf//+9OrVS4+DF7Mkvt2pp56qtcLcuXOZMaPzozAxfbc+cAznnTGPprgiRzrEfC6RiEGaCWkBRw9qMST3Is09IiuCNpFaVRO01GRw+e2HEEv6dJQu0H2PEcvVUfzUoY38utcOYquESQBsaerxKa6LDWaLkU1QEtLeDvvxhOI/SnagOFrHnT3W4/PZHi9zpgiK4sPdioRfMfkgB6fRpa7O4P2wwaJGi/MLE8ytUHxQ6XBiH1hS6fJ/3RXJGORr3hyw0sTPTPm2MuNDfESB2AdknLMiiMv2mEIdbTI8P4m9SWFOfxDjyJ98E3L1pY95QAIowiUmTAaz/KclL+HNN9/k8MMP1wHJP//5T1588UXuuusuXbK7/fbbueCCC+jSRcYzdu6a/eZLmKXnMLbEJpJ0yXVdrHSPA1zGXRlSXdCce6lOsRRjlfhgjftyufiO4QQD2TS3tnlABE2/JkDUGCcUVfPDxC5dVrMlMhW3zIKnVF9eSxYQCAZ1hK2BayLkmszS0UGMkYzxx9BaeuWEdYrE7K7YVGCxZS28ttil3xCD4eM9OuA9u1xyQiZ7d7sU5Dr0LYHB3Vxqt7nMX2cwd5XLtfJ50NXz3v7cbDK8m6Ko3mFISEyy0lpQw7RSwcjcLIsTDk7iSDO7E8R33WpUSf/Offhf4WifK4ArV66kZ8+euv75dZdouo0bNzJkyBDERxOtJxpRfl5++WXy8/M577zzvu5pPrP/8uVLqG88nGljohoJrMdgyZy/ZsWmlSb5RYqs3KTWjDKQRZtiSYG0wc49xfzikcGYhjDuS+lNOGA82t1EPM5pGZWcl7GHWK2gY7zGOWFkWx4q5n67lx4PK6xa3vLaJCUIEWygZRmcFd/E8cE6rEIXsxCerrJozzJ4aL7Nbb+A44+QzjVhgBLIkNd2qeu8qeUIpMt22V5rcPNzinFZUDQAcrs6TOnjMm+1SWK1y9igpJrAJ8noVLPR+qhBzhBFmeQqJVgZeBS+X83Ug8L/F+szAiiVDBG+r7pCoRBbZv5V0+7Kt/2LlryIQ8/9JQ1ZfbU5W7NmjdaCnb1EcGY9cyFDhj1JWbZHP+aEFX+ZNYa+h1+nG8mXr1hGxaoXuGHqGrIFDu/ziH5W1Qzglg96EovEycnOoqWtVSehBQktbsS09DouVTtIhjXwZf/PulAu95hDNAYyFpesMvgsnyY4l0S2+M0y2OagZC03l+7ASgNDAoUMiPU3OPY+gyOmwPWSnJYxquFU6S0lx54a83hcJGCRtFF5m6IgwyU9qCeYeFWTmOLdJSbxnQ5D01xCgj6SOqcE247LPMviOCnxaUpfhXXcrzHPuqWD+bCzX8V/PN6nBHDJkiUaNCBr2bJl+keCBPH3unbtuv9AHX8bM2aM3uanP/0prY37yH76LLrJZL3U8k/9OfaOD7B3CLHNx0s+31Y6XX+wa9cubYJHjvzPUxUP5KmIsLw983Z2zb6NH53dTsN2H+8k/8jZF1+x/3Dr1q1j0RNXcHr6AvLyHZx6xdKmUdy0No2g36874yLxGLFoVJvieDLJkb4qLlO79GA/seAyyV2MxdPNQRZ1HUXClAqKrdEzkZiMcfBaPMVDE4YFizaOC25jRr8EpSXCRmXwt50Wy3c5nDTdZcpgh0H5HvOBG5HkZA/cjGMxuk6AtHScFc/hrnnWI7qU9Tnf9+Q+WLxFsXWHwUlZSX19QhtiGC5bYgar0xU/6G3rNgGVXoT//u1oXpBveX1KAGWqdl1dnfbvHn74Ya0JxYcrLi7WQnbjjTdqQbzpppt44oknNFFPTk4Oxx57LBXbNjFu8dWEpFCbWqGLnyf+1j2fK4DrC6akGrldXZqTvKGY6W9ibd26lZduuZIBYydx6CkX6Pv55JLA6IXrTubigvd1f+2HzYN4xBxAS3OrZsRKT0ujvqFBm+N4PMqPzXJmqAZscfpT0y3Fgt3W7Gd394HE6Kq1ZQd1Wwc0S6djHIfskM3ZI9dzz6woWUGTvt1dehe7lOa7/PV1g97FDg/9OFUDzj4YNX3lpx9LuB537q9w1r6AG/VCYUmGW5N/gioaiDPvN9i72zQo4YW1BhPFw0j5gWKSZWbK8RsNrhsP0wtFhYPvylcxxpzwTTz+L68BJS2yb5+wJMKjjz7KnXfeiSSVJa8n1QupUIh/+Prrr+vPRWjk91tuuYUNq5Yz/sNrPiWA/mlX68RV/O17PqMBP8oarz8TLTVhwgR9vOnTp3+mwvFtPZGXHrmfMW/+nALD4dW2gczKGEg8miAajegASvhhhAE/2R7m9sB2usTbcGyFz3R1/fX9LJNRZzm8v7krf3+vD6FgSM8RkcBFfEhNXCnUMMEQ0WiY35yygynDvAHcmj1fkCyNsHGjQabhUCLIGKlXj/s9atznz+Vw927CWTsbGvZgDJmGGuoBSu1nryDx2v3YLfDSTpNJMlXe9LS0h1l0ebTWYPBAOKabo31B6/wHMKdf9m097v3n+ZQGFOESQeuoTmRnZ9Pc3Iz8K8OYJSWRlZWlP5NtWlpa6N69OxUVFTTV7WX84l8Q+IQG/KK7sY64gmVpwhsL1dXVnH766fpYIugSWU+bNu1bfxBuWxP3nnAwJ1mVzB39E+au2qI1i/D+yRwQCSpkHFdGUzV3BbbzZK3L6qgiI0Nx3PEw4+gkQddl845crnyqL760TF2W04AE3U/iESGJZhQ/bMaIKn52nBRsvTSQsCYIekWjYqT3VwdFPozT30N1857Vl132nPuIPXilrog8X2Eyye+S6ZccaAd5psQwimV5JjN6JHWQo7r0x3/Lim/dDH8mCPnXv/6l71OE7qssiZhL2rfj7Fn1n3czfYQPPoempibKy8s1RrBfv4/HfUqa5rTTTvsqp+60bf9+63VkvPtP3i4exbat5V76RNOjSvrG6yOZ4VYz1dnDGRsUF59scPoZNt1zHI9jJQKt9flc+OIAWuKGzgd+PMohBW6VJiyl6J63j3suWIsprP1SQtuXgVvb6o1qlZXZA+PQn6PGfeyvftkbdRY+SeSO7+vej++vMWiLG9zd3SE/INhE7ygSPG2zDfwlLkMFgSMB07kPYMz4drXg56ZhRDgkIBEf76ssj5zHK3N98l85jgQbIqRSRTnssMMoKSnRn51yyimfOoWY9KOPPlpHjN/2amyo58+338zyVet16c12PAYtzQltmkRbWjjLLOeuTfVc/D3FD492CFliwjzEiktvOPSvXHvfq6z+aKXGGKbJ+Ii45E0NHQlrTkGRr/QAj/7lRnKysjwwopmJW74QmnZDl9GoXodBUJqAD2C1NdH+w144zc28XWvwRIXBzcUOOX4Xv8WnNOHLUZNzunnNL76+A/HftgxC314wckCJ6AN4JBoL+NFHH2nNd+mll+pDSH5QktEPPPAAGRneTYsLIKU7KeiLIH6bS6adX33ZT6mpEluYIsXXmEZHfxl9ToLE3i1MOqyFX52dahYSkxnPg763oAacAaFcXv3Xizx4z90pOL+pUz7hSET/3yc81Jalx8A+9OgTFBZJM3Dnr9jvjyexeCbRuOJnG0xuLHZIT/mBYooD+ZBsg/frTQoLHA7KdjGC4L92DokBk7VykAyHKA3JUgwcOPBTmZDOuuJvTQA7LlgAq9I7IvAs8SV/9rOf6Qh73Lhx++9JHPannnqKUaNG7Qe2dtYN/6fj7Kur5cqfXOLN/HVSHW6CnInFU/ziCaza1dxxXZSueR7DAOmHoob+EYoO23/ovXt2c8mPfpAaZi0UbkJs6dNDrfXIV2ly8vm564E/Udqt+zdya86SN2j/nYfJXN1i8IetBifkOJyc5+h6eLBACC+huR3etxSnlHlm+INxv+XJjyp1paqoqIgf/ehHOhPyzDPP8MILL3T6tX7rAih3ILk3+RE8oETB0sh0zDEyYenjJdH4+vXrNaJGHsa3sWprqvm/q36utbRErgIoEFyfoKAF4VK9u5xDD6rgrovjmijIpR9q0iIIfbqUmEjEueInF1Oxc2dqoKE35FDGefl9IoyWDkru/csjdOv+Dd2bnST6+zNIfughXmbXGTxdoXigj60ZIfwyzEoqQ9IX3G5w4gBpDQDjyplUFw/TwWXHkuchZdSLLup8CP//RADlxubPn8+wYcN0KU7SOAJK+Pdk9N///nftxH//+50znfu/CbFowEt/9AOqq2s8QfH7dcQai0aoq6tmsD/G6ElNXHNmQkevrtUDNWEV+AXU9+l13x1/ZN5bc1NRsLR7esGFmHOP3EBx530PMOigbyb3Kedyqyto/8lo3HZBscIju03GBlwGhRxMnwewEH7rd8IGM7o7mBlgHftrrHM/nhco+61YsYKqqqr9KPf/9hy/yt//ZwK4dOlSndYRUyw+oSS5CwoKPnXt999/P5dffnmngVb/24Npamzk/DNOZ8/e3TodJIGUpFJEGDOjLVzt380fkg5z/+jN/JCoVx32IRR8Nk2y8J23uf22WzRjVkdviE5O245O6Uh6Z8hBg/nF/91A0TcAxui41+TMx4nc+2OU+H9p8LedJuP8Dr0F0Ko5yhVvNcPxXTxEeOCUK/Fd+Om8bcexpJVizpw5GgXVu3fv//Y4v9Tf/2cCKA6u5BalW27VqlU6D9jRttlx5VKNaWho4Mwzz+xU4OoXPZltWzZz0Q/O15Fpx8y3cDiixy/0tNu4PrGea5tNrr/Sppe8MAkeh9yJGnjVZw5ZXbWXH55/Di2Njbp/RdN8mIYXhJg+XZrr2a07Z59/Dkcd9+lMwJd6c19yI7etmeh1J2FvWICVB7EgLNhrYla5TMp1mddsMi7fJjOVIwyc9wd85/5GH10wnLIERuaNplC6fv/ggw/qd9UZWM7/iQCKZrnhhhu4/vrrUyTgXj+x+IGfhHjJTUtLp/iJ55577v4eky/57L/yZg37ann6sYexZCh2MMiWrdtoC7eTiCfZW7GLqaEki1ev5qqbpjFmsNd2qnqc9bmdZXLtV112KR+t8L5ooZB0JUsDU5hwOKw5ZyQwOf2EY7jst51Le/vvNy6mOParESirwTP/CXhkpcnxWa4Gq4Z9Dsfr3mQI3Tgb8xAv+yAukCzJ00pm4je/8QRTUExSvhS3SXzFr9NW8T8RQPkWXXbZZVqoOqoeb7zxhr7JO+644zOCI9s/99xz2lx/Mmn9lSXsP+wgX4rF82fTVF9DTU0trS3N1NTto6qqjvTsbK74+S8pKi7VJUMB2Y4ePfq/nr5qbyUvPvcP3p79pjZ33oxhr7VTT1pyYerBQ/nlPQ/+12N93Q2c124m+bpX0nPa4NmdEHFMWiKKS4ckscStdXJIe3QjKq9Yux9/+tOfOPLII/XvYqk6lmAGBBMqqTVRDh25XPn9q+Zv/ycCKDciqGp5maIFBw8erCNhuVFJx3xeFeaxxx7TSezrrvv8uujXfkG2zQfzZtPavI/qmir9DQ8EQixfvYH7H36c3FxP40miXMAXYpa+zBL/7767bmf+3DnabzQsmaoe1/tLIPLTiy/muNM7d/bGJ6/LfvH3uFWbcPdtxK1cpbVcUsYmSw3aBFci31TxxRj5PXxXP6t3Fy39u9/9jpNPPpkdO3Zw/vnnf+7tfhJUfOWVV3Lvvfd+mceyf5v/mQDKFUh0Jd8kqYpIyqWmpkardHFw/71ZSV6aaEepG4sG6uwloIP7br0On+FxujQ3t7F+yw4KCot58K9PaJSzXKMkZiUp+1VWa0sLV19xKQMH9CQcjpKbk8nWbTvpN3g4P730ii8tzF/lnB3bJm6cjLPpXa+TLtXIJDVi3ZYqwiekRvJ7eiG+W1eh8oWk8OMlWlAwohIQfjI107GFKA3pwxE86IGs/6kAdlyw+H+i+SThKc6/COJvf/vbz9yPBCqiCYVrRpqdOnPJg9y4bg0ffvi+jlDzc7Ip6FLMwIOGkJOTp82n1MlFI3xVn0eQ0M//4zES7a0kpSHIdaisrCansAuXXflLfb5vaiWun4yz9V19+FSbiv5dNy9J4CtdeaFcrCtewBh65OdextVXX62heVI06FiiOMSCSUQs0Dxxpw5ECP+fEEB5+RJsSBedfMseeeSRL0x6yo3LN1J8kgNBbn+dFy30cwfSRFVbs5c3Xn6a9FAabW1hdlXskXlK5Bd25fKf/2r/JPavc21ftG/kqpQGFEC0BLWf8BysvCysQ0/APPFaVPdBX3h6McFSPvz3goBgRwWsvHnzZl599VV+/etff+Uv5/8TAih3LjXgefPmaSEUUyeCJg7w5y0p4T3//PPfSGb+i96CnFNyl18VKiY+4OL5b7Brx2ZdkpNEtDCuzl/wPj+5/GoOHjXmm5C7/cdMvv0s8ef/8OlzGAa+qd/HGn8CqvTr92VL8CHvQ0qn4qfLcxKM57+n1T7vRv+fEUC5OEFGC95Q+o3Xrl2rKyVftAQ7OHbs2G88NdNx/vr6eo0W/6r+387tW3lr5rPgJHUJrm5fM/F4kqXLP+L2+/7MwEEfR5ffqCR+SwcXxSGuirxHCdakHVdwptJ41tHu8clL+X9KAL+lZ/StnibSHube265n8+YdlJR0Ib8wj6z8YkaPHcuwYaO+UfP7rd7oAZ7sOwE8wAf33W6d8wS+E8DOeY7fHeUAn8B3AniAD+673TrnCXwngJ3zHL87ygE+ge8E8AAf3He7dc4T+E4AO+c5fneUA3wC3wngAT6473brnCfwnQB2znP87igH+AS+E8ADfHDf7dY5T+A7Aeyc5/jdUQ7wCfx/z7qjdi6/B6cAAAAASUVORK5CYII=data:image/png;base64,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

AvgTempindex1AvgTemp71.00The highest temperature this week is 21The average temperature this week is 21The range of the temperatures is 2

index1There are days with a temperature above 75 degrees2

6384\859493698489460.71428571428571550,15,30,45,60,76,9063,84\,85,94,93,69,840