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[/img]
Η αντιστοιχία δεν ορίζει συνάρτηση, διότι η τιμή 𝑥 = 1 αντιστοιχίζεται με δύο τιμές του 𝑦, δηλαδή 𝑦 = 0 και 𝑦 = 2.[br]Αυτό μπορούμε να το διαπιστώσουμε εύκολα, αν μετακινήσουμε το μολύβι μας[br]κάθετα πάνω στον άξονα των τετμημένων.[br]Θα διαπιστώσουμε ότι όταν περνά από το 𝑥 = 1, θα καλύψει δύο σημεία, το (1,2) και το (1,0). Τα σημεία αυτά έχουν την ίδια τετμημένη 𝑥 = 1 αλλά διαφορετική τεταγμένη 𝑦.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUIAAAEVCAYAAACVJuzTAAAgAElEQVR4Ae29CZgdRbn/3yFAEkQgiCIC4oZyQVAEFEEQUQR/ypV7QURUXPCKcpXlzyYBL3ABvexbEhIIBJKwhjVgNrKRQBayA9kTlmQy+0xm37K8/+fTSQ01Pd1nTndOn/POTNXznOec01Xd/b7ft/rbb1W9VeVJgvThhx/K2rVrE5yZ7in19fWyfPnydG+S4OqbN2+W9957T7Zt25bg7HRP2bhxo2zdujXdmyS4OnbEntrS6tWrpaKiQptYUllZKSUlJerkAisw05aCXOElEfCdd96RJUuWJDk11XMA/bXXXlNHOC0tLTJv3jx1hAMBPvPMM9La2pqqXeJenBcGdtRIOLNmzfJfanF1Srv8+++/LytXrkz7NrGvjwMAZtqSzRXUt0RE+O6778rSpUu16eY/OFOnTlVJhG+99ZY6IrziiitkwIABcv7556uSjYqJHTUS4RtvvCGQjrb0wQcfyKpVq7SJ5WMFZtoSdctwRWIifPvtt2Xx4sXadJPy8nKZPHmySiKcO3euGrJpa2uTq6++WjzPa//8/ve/l+rqahU2pWJiR+ypLb3++utqPcIVK1Zog8vHCsy0JZsrEhMhfRFFRUXadJPGxkaVlXTLli1CXxyAFzo1NzfLlVde6RPg8ccfLwMHDpTTTz/d///Nb35TysrKCi2if3+aVNhTW6J/fNOmTdrEkpqaGr+fUJtgYAVm2lKQKxI1jbUp5eTJDgE61CE/PMEhQ4b4/XB9+/aVmTNnymOPPeYfP/LII1V2bmenoSvlEEiGgFdbWytVVVXtH7vjvK6uzn/LkE+zCc/GJM7jwSKPt5FJlKEsx8nnGiZxbXOvrvIaGhrMacJgg7kX3/w3iXImj2szQmuSLT952eqGPmHyx9HNlj+oty2/rVtQxqBu2cpv621sQ/+R8fzoG+RaL7zwgk9+EydO9CGDDPv16yeHH354h66PoPy2brb8XdkmSv6g3sjPMT7BetcTbWPqa5RuQfwzPVP5sI153qJsg93QxbSA+Db25NxM8mfKS+u54bn2Xn31VRk9erSMGTNGRo0a1d4RjPATJkyQxx9/3M978sknfcLBaDSfnnrqKf8457788svtJImilOV6nMs1DCB0MnOPrvJ4IN98801TP/zRMI5xHt/26BjlOPbEE0/491u4cKF/XlD+bHUDFPRBr6D82eoWlB+9DY5B+dGFY0H8UcLoFswL6mbbxs5Dh1deecV/cRxzzDE+6V1yySX+seeff16uu+46/5gZoR03bpxcc801/jEIccOGDT6Wtt2CutnyB3XLVv4w23At5Ld1S8s2pk4G5bd1QxYGJIqLiwUnYM6cOaF2s/HHbrb8dh7Xs5+bTLrZ+AfrpJ03cuTI2M9NV3UrzDamLtu62fIb3YhKgNgYT3j66ae7fO4z6ZbJNraM2Tw3lEdGdOeZ5pPIIyR8Zvbs2e0sb7wOhACQQnmExDbagyUYASXN2yjKI4l6s3Gu/YaKo5v9ZiZmiQ5jRqq4ZlpvNp+1RHyZjd48tMh92223yT333OPnoS99N88++6xPerysKANOyEpIzaBBg9rj+IIeia1bGh4h9Wn8+PF+rGratgnqlsk2DDLRjWD6Lw3G4JZt3bLrpP3cYDv+c61gvQvKaNdJk8cziROQtm1s+aNsgw5GN7CaNm1aTjghk21s/MEgk22QD66g3tOC5JOoj5DwGYDXljCMGRLXJBtGWrBggSaRfFmoCPQXQjraknl4tMmlNXxm/fr1smbNGm1w+S1Mu3WnRUC4gjpmUiIidOEzBr7svnmTaQqfMVL/61//UkmENCFd+IyxUnbfNJFd+Ex2WFEqJ+EzsCmup7YE4dCHoy3R7KRZzAOuKWklQjDCjnZTSAtu9I9rnPqHTHSDaEvIpSUky8YmyBWJPEL7gu5390UgjAiJd6TJEHyoiD+cPn26yjjN7msBJ7kWBBwRarFEAeQII8Jly5b5zWVGlO3EqB39icOHD7cPu98OgR6BQCIiJKyCUAJtCTecVUu0NUG1rj4TRoTY9Be/+IXst99+/kifsfEFF1zgE2E+5phjP7f6jEE+u2+6qkpLS7MrnMdSdAlpXn2GusYnERG6wZJ4Nam7DZYQY4X3N2PGDF9RKspRRx0lBxxwgNBETjtxPzdYEg9lN1gSD6+cDJZoXn1mypQp6jxCiFDjMlxRHiH2hQiJPSQxV3TXXXf1g63jVbdkpSFC7Ig3oS2xpBSkoy1pXn1G6zJchisSe4T0I+WjiRS3stE8oEMfxTQliHD+/PlqVp8x2EQRITMCjj76aH+qHb/vvfdenxixez4S9sOOGiMTmEigsVuIl5XGJihYgZm2ZHNFYiKkedTU1KRNNz9CXGNoA0BrxCuKCDHsc88955Mf055YleZHP/pRXu2NHe1543m9eYabsWqJPYshQ9G8ZjHrhReutgRWGlcRom7ZXJGoj1Ab2E6eZAhkIkIqyac//WnfM+zfv78MHTo02U3cWQ6BboBAIiKkucRHW8Lz0igXOCGbtpSJCJH1P/7jP3yvkP7CfE+Two4aMdMqF1hpxAuZND6TQbkSESFzGu0VYLQ84CwkwFQ2bRWC5gFzs7VViK6IcNiwYT4RHnjggR0Wn0jb3tgPO2pcAHXRokX+IrtpYxD3+gTCa+y7RC4w05ZsrqC+JSJCHmqNmzcxJK5186buONeYzne8QZbxz2eiYmJH7KktmdVntMnFSLZG54TVZ8BMW7K5oscRIeEWWomwO4XPmEp79913+0SY75WGDBFqDZ/h4daWNBOh1vAZwxWJiZBVLvL9cGRT8VhnjGWSUExTommMB90dmsaMprF2Igu6HnLIIXLsscfmHUrshx2xp7bEboQseaUtMdtr3bp12sTysQIzbcnmisREyIOtcageotEoF0AT3qAthfURguF3v/td3xNkYydWUS5Ewo7aXhzgQN1nNSFtCZk0hhshF5hpS0GuSNRHqE0pJ08yBMKIkCvhXRDQrHH3sWSaurMcApkRSESEziPMDGowtzt5hEHZC/XfeYTxkHceYTy8cuIRuj7CeKDz4ugufYTxNEuntOsjjI+r6yOMh1lO+gi1hs+4UeN4lSGqaRzvKrkvDREyoudGjbPH1o0aZ48VJW2uoL4laho7IowHOs287hg+E0/L3JV2RBgfS0eE8TDLCRG6pnE80F3TOB5ermkcDy9Ku6ZxPMxy0jR2gyXxQOfB7i7hM/E0S6+0GyyJh60bLImHV04GS+Ld0pXWioDWPkKteDm5ei4CifoInUcYr0I4jzAeXpR2HmE8zJxHGA+vnHiEro8wHuiujzAeXq6PMB5elHZ9hPEwy0kfoRs1jge6GzWOhxdE6MJn4mHmRo3j4ZWTUWOtRGgvrRMPlnRLQ4TdcRmudFGJvrohQrcMVzRGwRzNRNhjl+FyC7MGq2Hm/zSNeXnQL6EpaR0sgQjdwqzxaopbmDUeXjlZmJUHWttDDQw8QBrlMrLFM1X6pbUSIZpjR+ypLWmVC6w04qX1mQzKlWjUWFvldPJ0RIDlmGiOdLUdpmYi7KiR++cQSBeBRETotvOMZxTePvnczvPFF1/01xMcN25cRkE1E6HbzjOj6Tpluu08O0GS8UBOtvN0G7xnxLhTJoMl+drgnf7bgw46yCfCCRMmdJLFPqCVCHlxuA3ebUt1/dtt8N41RnaJnGzw/u6778rSpUvt66r4zZD4lClT1PWV5Ct8BuMec8wxPgn26dNHuiLCSZMm+WXHjx+vwn5GCIgQO2JPbYn9Nxih1ZbYwW7VqlXaxPKx0rpnieEK6luipvHbb7+tkgghArMhi6YaARHmY9+Ge+65xyc2ltofMGCA4PGFJZrpjDKOGjVKJREiM5W0qz7OMN3SPsZ+Lho3b9LqEWrdxY661YEIeYvQbFuwYIEsXLhQamtr2+sSzSyTx96k9A2SioqKZNq0aX558mkqw6okylCW65HHNUzi2tyjqzxIw96jFc/AyMG37SlQjvJclw1/7D1Ubfmz1Q090If7BOXPVreg/NXV1YL3Za5py2/rFpTR6BZmG4Op+cYee+65p1x66aX+xku77LKLGE/Ptg2zgm666SbZa6+9fLJku87Jkyf7i0KkZZsw+TPZhm1E6d/EnosXL26vd2nYJlgnM9mmrq5O1q5d6xM0Gzhh5650s58bbGX0pi7Yz00m3YIyhj1TEDROgL29gl23uJ+tW6a6ZWSMo1tQfnQjMYOD1iN25HrBZyob3cx5tvy2bnGeG6MbdYvnA6eAj9fQ0CA1NTU+ASKUvQFMY2Ojn2fy7dAUO4+ObZMow3U4hw/lTOLa5Jn8THn24AJxeEYGvvlvEuVMHhXVPPTkGxnNPbPVDX24Jh9bxji62fKbjlmjty2/0c3oYMto68a5dp7Rn2/k+upXv+rvOsd/HggILugRUg59GFEeNGiQnHvuuX65iRMn+rgZnIJ6c187z9bNyB+mWyb5u7INNjD3RG6T0rCNkR29c2Ebo5uxqS2/nWc/N+gXpVsQf65hksmj7vPJh23QK0w3W/6gbjbGYfKb/LA8c79c2ob7wX3Yhk+iprExgvsuPAIQ/8UXXyz9+/dvb35PnTrVJzi+MyVTzniOmcq6PIdAT0YgERHS1NPYf0NfXHFxsTp7sTIIrrztreZKSGZg4P0deuihcvPNN8v111/f7umdffbZ8vjjj0feSuuoMQJjR+ypLZWVlfmemza58MDwcrQl5AIzbSnIFYmIkMES2vzaEnNT6e9Kg3B2RldAT2uuMR2+BxxwgOy///5+v98+++wje+yxh0+OeImQYVTSSoTYDztqnGusdbCEkWz6f7UlBkvATFuyuYL6logINYfP0NzTSIR0rNt9RbmqGJAsI8DmU1JS0j4ajDeI9x6VNBMhdrQ7x6N0yPdxOtld+Ez2qIMVmGlL1C3DFYmJ0HmE8cyapkcYJomJD8SrypQ0E6HzCDNZrnOe8wg7Y5LpSE48QrwOQmi0JUacNMZ40UeIx5YvT5XQE/oNu/MUO+xojyBqqWuEp7ByibbEyKrGfnuwskN6tOAW5IpETWMtyjg5whEgdospanxnSlo9wkwyuzyHQBoIOCJMA9Vuck1HhN3EUE7M1BFIRISuaRzPLvluGmcrnWYidE3jbK24vZxrGsfDKydNYzdYEg/0fA+WZCudViKkL9UNlmRrxe3l3GBJPLxyMljiwmfigQ4RphU+E0+SjqU1E6ELn+loq67+MXdY6+ozLnymK+vlON9m+Rxfeqcu5zzCePA5jzAeXpR2HmE8zGyuSBxH6PoI44Hu+gjj4UVp10cYDzPXRxgPr5z0Eca7pSutFQGtTWOteDm5ei4CiUaNey4cvUszR4S9y95O22gEEhGhaxpHAxqW45rGYahkPuaaxpnxCea6pnEQkcz/c9I0duEzmUEO5rrBkiAimf+7wZLM+ITlusGSMFSij+VksMSFz0QDHJbjwmfCUIk+BhG68JlofMJyXPhMGCrRx9zqM9HYpJbjPMJ40DqPMB5elHYeYTzMcuIRuhWq44FOH2FaK1THk6Rjac2DJW6F6o626uqfW6G6K4Q65uOc2KvZJxos6XhJ96+7IqCZCLsrpk7u7omAI8LuabecSO2IMCcwuov0AAQSEeGGDRs67DusBQeaB8uXL8/bAqjZ6s2Wi4SD0PelKWklQnDCjthTW2LPZY1bCLAoa2lpqTa4fKzATFuyuYL6logIXfhMPLO6wZJ4eLnBknh4UdoNlsTDLCeDJe+8844sWbIk3p3zUJo3NZuba/O8IMJ58+alsnnTzsCq2SPEjho9r1mzZqncDgIiXLly5c5Uh1TOpSUEZtqSzRWJPUK2DYQMtSWWpmfJH21E2Nra6r840tjFbmdsoJkIsWNXWw3sjO5Jz2U5tfXr1yc9PbXz6K5at25datdPemGwAjNtyeaKxETIg42Xoy1BNBrlAui2tjZtcIlWIgQo7KjtxYFc1H3CobQlZKIvWltCLjDTloJckaiPUJtSTp5kCGgmwmQaubMcAskQSESEsKnGtzWel0a5MI225joyaSZC7KgRM61ygZVGvJBJ4zMZlCsREa5Zs0Zlxyx7qM6dO1ddhaBpQJ+qtgqhlQippNhR4/7BixYt8veoTuZ3pHcW+2Yz31hbQi4w05ZsrqC+JSJCraPGDIlrHTXmwXZEmN3jQMXEjthTW5o5c6YbNY5hFEaNwUxbsrmixxGhPSSuCfh8hc80NTVJUVGRsDZdNkmzR+jCZ7Kx4EdlXPjMR1hk88vmisRE6MJnsoH6ozI0jYm7TNMjfOCBB+TQQw+Vj3/843LggQfKJZdc0uVonWYidOEzH9WfbH658JlsUPqojAuf+QiLvP3ijZNm+MzSpUtl9913l4EDB8oJJ5wgX/7yl8XzPHnooYcy6qiVCBHahc9kNF2nTBc+0wmSjAdwSuxQu0R9hBnv4DLzigAEe8QRR8j+++/f3lmOB3raaaf5niHN5ag0adIknzDHjx8fVcQddwj0CgQSESEPWpoezs4gb7P8zlwn1+emFezKdceOHSvTpk3rIPJll10m/fr1k4aGhg7H+dPc3OyPfI4aNUotEVLHNCbk0hhQTasjza6XpLbQGlCNPnYd85iWQ/8VzSsWU7BX/GDEx+QxUswDRGI1icmTJ/shIZy3atWq9pAVylCW45zLNUzi2tyjq7zFixcLfR4m0Z43cvBtT72iHOW57pw5czrMa7Tlz1Y3KhT6hMmYrW5B+Rmqp/Pf6GDLb+sWlNHohizBPION/Y3sZWVl/ijd3nvvLYMGDbKzffutXbtWbrnlFtlrr71kwIABPhFiSwiVe4TpbdstqJstf5RtwuTvyjavvvqqH0LDthCm3qVhG1u3oPy2bmDDS2XhwoX+gBQbmIFFV7rZzw3GsPW2n5tMugVlDD5T3IM+1enTp3cI7bHlD+qWqW7ZMgbrnZ1n62bLDyboRmLwjlHjZcuWdVm3kDGom10n0cckW7egjF3phnxEcUyYMMGvW9Qvj4eUh4cPQ8o2SzL6aOcZr4bKCfCUJx+hAIJEGXOcPHsEk2tnk8dyQnV1dUZnX1gjB9/mwaAA5SjPdQHfDp8Jyp+NbuiBPuZ+tvzZ6haUn4pMJeV4UH50MfdCB1tGoxv5wbx2cKwfrLjLQAn9g1/60pf8c6xs3zbohvcISZ577rl+2YkTJ/peTlq2CZM/k22okxAh9mR0z9S7NGwTrJN23QrahlYQ9Z4RWmxq7Bm0TVA3Iz+2sPPs5yaTbkEZ7Tpp8ni4mdMb97mJaxtbfvQ2ugXlRzcSWFH3saOp52HyZ5OXyTbZPjdGfuoWXULYlE+iprFhafsh0/Ab8G0i1CATMtBcz8fEc7ZQYPT47rvvlu9973ty7LHH+h5MFA5skARp5rOPkAcmm6bllClTOnj+UTrk+7jWOMIPP/zQb6nlG4+u7oeHp3H1GbiCOmZSIiJ0M0sMfNl987aiGZHPPhzIl1Hkc845J1LIQowagwFeBITIJyxx3M0sCUMm+pibWRKNTVhOTmaWUJnz+VCHKRJ2jAdIo1zIGvXQh+kR5xikMmzYMBkzZkyn004++WQ58cQTOx03BwpBhEwDmz17ti/CNgknQjKxY1qYGf2TfGuVC6w04oVMGp/JoFyJPMIkFcidkw4CeH70C37+85/vMEJM2MzBBx8s//7v/x5543wQoalwpi/prbnz5JHhI2SbbBXZEk2EkUK7DIdACggkIkKaehrDVHjzaJQLMkgz3Oill17y+/pOOeUUfyCEcJqvfe1rsssuu/gbpUfVm3wQIffGLkb/CRP+JTdef7U0b2mTrVujJHMB1dHIhOe4gOpwXKKOBrkiERG6KXZR8IYf58VBaECaTYRbb71VDjjgAJ8QGQA57LDD/PjCcIm2H80XEfKQ4qFu3bpNli2ZLdNfflhaW1vwCUMTLw43xS4UmsiDhIy4Faoj4emUwWAJdYy6xicREdLxz4OtLdkTqTXJhpeajz1LMC6hCgw0mKZoJhzyQYQ0fjdv2SwNjQ3S0tImVe+9JeVvj5Wm6jJ6TkPFo2K6RRdCoYk86BZdiIQmNMPmisRESPgMwaTaEnFNBAejmKYEEfbWZbjw+lo2t0p9fY20NNZK+btTZMNbY6ShYnmkibAfdsSe2tLrr7/eIehXi3wQIS01bYnwGTDTlmyuSEyEuOEaF4EkyNXta5x9lcuHR7h12zZpaWmWhrpqqa8ulZLF/5KSBU9I7YaFGT1Ct69x9nakpNvXOB5eNlckJsJ4t3SltSKQFyLcslVaGhulsaZaKjeul43zX5KKhWOkbM0s2bZV3yZIWm3l5EoXgUR9hOmK5K6eLwTyQoSbN0tLXY00VJdL5QerpOSt56Ry4WgpXzZBtrVtn7ueL33dfRwCUQgkIkLm/GVa3inqZmkfZ4AAl1dbwvXWiFdeiJBQq+oy2VRRKqWr58mGec/KxiVjpebtF6StqTrSVNgxmwGfyAuklNHY2NhhPnhKt4l9WcKTNIaOETEBZtpSkCsSEaFZSUKbcvSTMGoK8WhKVND58+enGj6TRN98EOG21ma/WVxaXialK2ZLyeuDpWz2vVK76FFpqi0NFRv7YUfsqS0xK0Zj/7jWucb2TCJNtrS5InEfIavPsNqFtsSQOBOpNRJhPsJn4tojH0S4uaVF6murpaJorVS8/rCUDz9SKkccJo3P/6c0bwwPwcJ+2BF7xk11YydJzYjnpXXZWuJ24p7eZXkWEGCEVluCcMzSV5pkAyuNiy7YXJGYCF34TLyq1pvDZ1oam6S+qkqqVi+W90ecIzV3e9I4uK80jfiqtKyeFAnklDdnSWVj/G6O4vOvlpXeYbLu09+VDd+/UDbdO1palqyUzaW58S5d+EykyUIzenT4DItSsuCitkRfhL2woxb5mFnB6iDaPNX0PcJt0tbQIA1llVK6bLGsH/4tqbrLk5ohe0rLY1+X1hUvdDJR7aiXZcOP/iTvnvEHWf+ra6TsL7dK+eW3ScWg+6TypqFSddsjsun+J6Rm+FipHfOK1D09XhpemSENE96QppkLpej//VnW7HmcrB14gqz52HGyuv83ZO0nT5L3v3qWFJ1xkVTfO2q7t9jpztkdoAnKyiXaEuvsaexKACsw05aCXJGoj1CbUk6eZAjkgwhbG+qlvrRCSt9dJB8OP16qdxBh68ivS+vKlzoJXnLBIFnhfU7W9jlSVntHyCrv8FifNXt9yye+tft9R9o/+54gHF+zx7GyetevyZp9jpf1p/5eyi/9pzROf0u2pdCE7qSYO6AaAUeEqs2TrnB5IcL6eqkrLZeSdxbKh8O/uYMIPy4tI4+W1pUvd1Jwc0mFNM2YL82TZ0vDy9Ol7qnxUvv4y1Iz/FnfE8QjrLxxqFQMulfKL/0/KfvvW6Tkt9dJya/+Jhv/41J57wtnyNp9T9hOgniFkN+AY7Z/+n9D1h34Pb/JXH7N3b4n2fZ+EatCdJLDHehdCCQiQlZC1uiG0xfHcvXaEk1jOmd7Y9O4pWE7EZa++5asH360bLrHk9qhEOHXpXVVZyI0tiut3SRJtm8q+vGffQ9ydb+jZd2Bp8qGH/5Ryv58s1Tf+bjUvzRNWlesi5ribG6d8Zsl5TWGaCFTbW1tRtkLkYlcYKYtBbkiERG6wZJ4Zu3NgyXNjfVSX14hZcvmSdHwo6T2Pk/qHvy4tDz2NWldNS4USF4YieYab9kqZX+5RUrOv1pqR78irSs+2jgs9EYJDrrBknig9ejBEs3hM+zDoc3zggjZsyTNZbjiVc/tpdNvGosYIix9d64UDTtK6tqJEI/wlVCxsR92jB0+Q/xoyjGkZvOmUMELeFBz+AyYaUvULcMV1DfnEebBQr3aI2SwpLxcSt+BCI/c4RHutX3UeNWroegn9ghDr5bbg84jjIdnj/YIXfhMvMrQm8NnWurrpK60TEqXzJaNDx4htfd6Uj98BxGuDidC0OUB0jg1y4XPxKv7LnwmHl6udAEQSL9pvE1a6uqkrqRMShe/KRuHHL6DCPfe7hGu/lcBtHa3dAh0RiBR07jzZdyR7ohAfonwDdk45N8sIjxaWteM746wOZl7IAKJiNA1jePVhF7dNG73CCHCwwJEOCESSNc0joQmNMPNLAmFJfJgTmaWuPCZSHxDM3rvYAlN4xqpKSuRksUzpWTwl6X2HvoI95bWx/AIJ4bi5QZLQmHJeNAt1Z8Rnk6ZOVmq34XPdMI144HeGz6zTVprN8mmsmIpXvK6lDxwqNR1IMLwRRcSh89ktEJuMl34TDwcIWgXPhMPs50ubbP8Tl8shxfozR5ha90mqSkvluLFM6TkgS91JMK1k0NRdh5hKCwZDzqPMCM8nTJtrqC+JeojdFPsOuGa8UCvnmJXaxHh4C9KnR8+s7e0Pv4NaY0gQsBkqiQvEG3JTbGLZ5EePcUuHhSutFYE0h413ibbpLm2WmpLi6Vs8QwpHvJFqb/Pk4aH9pHWUcdI27opWqFxcvUyBBJ5hL0Mox6rbj6IsMkQ4aLpPhEyxa7h4R1E+J4jwh5bubqZYomI0IXPxLcy3QlppnXr1skNN9wgxx57rJxxxhkyduzYLpuWaRPhlq1t0lhTtd0jXDRNigd/wZ9r3O4Rvjc1EhLqmMbkZpbEs0qPnlniwmeyrwxbtrTJU0+NkD/84Tx55ZWnsj8xRsm1a9fKfvvtJ57n+UR4yCGH+L8vuuiijFdJmwg3b22VxppKiwg/L3X3G4/wWGl7b1qofG+88Zr86ldnyYMP3iF1deWhZQp10M01jod8j55rrDl8RtPmTatXL5cf//h34nmXi+c96H+fd95vpLw8d2smsqLNT37yE+nfv79MmrQ9HIWtQ//617/6ZDhxYnisHtV5woQJfpnx49OZ4bF5W6s07SDC0oVTpXjw56UBInxooLQ8foy0diLCLfLXv14ru+9+kXjeMJUj17gAACAASURBVPG8a+Xww38ms2fPiPf0pVjabd4UD9wevXkT23ny0ZaIrp8xY4aKZbjYN/XEE08Qz7tdPE+sz83ywAN35ww6SO+EE07wm8X2RRsaGnySu/baa+3D7b/ZB/ell15KlwilzSLCKVI8+HNS34EIp7fLw4/nnntSPO9vFlbgtkZOOul8aW6u61C2UH+0bufJnjiQjrakdTtPuMLeXc9buXKlsNUk++7yoYBJbA9IHmvpLViwoH2Tch4+jpHHBw+RWBwSeZQ1+fYWg1zb3IfzovLmzp3bwaisHUZ5zuXbXqcO41OevDlz5vibJAXlN/fMRjf0QB/uE5QxW90WLVokEyY8L7vt9j3xvG2BB7tGzjzzChFp88U0uoEXctoy2roF84yOfCMzG2nbiSBWmsqPPfZY+2Hk5wX2z3/+U774xS/K/vvv75dhEVTONzgF9bbtlq1tkKmppV6advQRli58TYoHf1bqH/Ck8eGB0jLqGGl9fzsRrlmzRmpqquTMM88Wz0Nu+8XB71/L9OnbV7PeWdsE5Te6mfpq160w2zA1C6wy2SbqucEQJg+M7ecmU70zMmKfKNu8+eabQrPdJkMjvznP1i0b+U19sOukkR+8bE4Iym90AytWs98ZTsjWNqaiZ6MbLzScJp4JPh6dvzwcK1as8D/2MuTr169vz4Mw7bgubmY8Q/oBAIJEGcpyPfK5hklc29ynqzx7yX0MYWTk2zYM5Uwe10Ypk2z5yctGN/RAH67Jx5Y/W91Wr14ts2a9Jv36fUs8rznwYJfLeeddLSLb99y1dQvKGNTNlt/oGPZNhT/yyCPlO9/5Tofl25Efu40ZM0Z+9rOf+fmQJU1qPMRc2gYcm1oa2j3CkvmTpXjIIT4RNjw8UJp9Itze5N2wYYM0NtbLz3/+S/G8KQG8RPr2PV/mzn3NV3VnbYNN7boVrJN23UpqG7veBZ8bk4cc9nOTqd4FZbTrpMnjPsuXL++gmy0/97N1y1S3jIymPtj1zs6zdQvKb+tG3coFJ9jy27rFeW5s+XkB80zwSTRqHPbwuWNBBLbJqaceL573j8CDfZMMH35fsHBO///ud/RLer6HnOnCrNBLubT6CNu2tEjTpkqpY67x/ElSOnQHEY7YV5pGHSut77/eQbzx458Vz7s6gNdq+f73z5ctW5o7lHV/HAK5RCAREfIGp+2vLfHm4q3I20lDWrt2hfz0p79tHyzp0+f/k1/+8jdSVrYxFfEI0Tn77LNlt912k5EjR3Z5j7RHjduJsLxEiudPlBLjEUYQ4bZtm+Wyy/4mAwaYwZJBcuSRDJZ07EvsUrEUC+Dt203MFG8V69I0P0tLS2Odk4/CYAVm2pLNFfBFIiJ04TPZm3Xr1lZ56qmH5Y9/PF/GjXsy+xNjlqyqqpKzzjpLBgwYICNGjMjq7PwS4QQpGbKjj7CdCGeGyjl79mvym9+cLcOG3enCZ0IR6nyQLg+aiNoSTWT6LrWlnMw1fuedd2TJkiXadPPf1K+99poaj9AGiJdHmunkk0/2B0Ds/q+u7pcPImw0TeO3thNhw2BPGh/ZV5oIn/lgVqSIDPZoXKqfkUYebm0JIqQfTlsCK3t0Vot8eKqGKxJ7hLx5IENtCa+IB0hL09jgw8gZL440drEjTOeKK67w+/quu+46YTRs+vTp7R8ekKiUVyKcN15KBh8sjRAhHuHjx0jbh+FEiP2wI/bUlhjBtAcrtMhHdxWzi7QlsAIzbcnmisREyIPNSIu2BNFolAugGTlLI1HJGPCI+lx55ZWRt803EZYOPugjInwMIoze5hE7pvHiiAQjywzqPqsJaUvIxEtRW0IuMNOWglyRqI9Qm1K9WR46yW0PMPhbk0fYToSPfGKHR/hmbzad010RAomI0HmE8SyYpkcYT5KOpdP2CFs3N/txhITPlL41QUqHHCgNQ+gjHChNj39D2tZHE6HzCDvaqqt/ziPsCqGO+TnxCF0fYUdQu/rHiyOtPsKu7p0pP39EWOoTYdnQz0ijIcJRR0cSoesjzGS18DzXRxiOS9TRnPQRulHjKHjDj+PdMDVKW59XPomw7K3x8hER7iuNPhHODgUMImRET2O8nhs1DjVZ5MEePWrsiDDS7qEZvZsIq6S2DI/QJsKB24lwgyPC0AqT4KALn4kHmgufiYdXTkr35qYxcYQ1pSVSMvdVKR1ygDQN9aTp0X2lafQxsrloTii+rmkcCkvGg65pnBGeTpk5aRq7wZJOuGY80JsHSxo3VUhNabGUzH1FSod8ejsRjjREODcSNzdYEglNaIYbLAmFJfJgTgZLIq/uMroVAvnoI+xAhEP3byfCRt8jjCbCbgWkE7bbI+DCZ/JgQucR7vAIg0S4cV4k+s4jjIQmNMN5hKGwRB7MiUfowmci8Q3N6M19hCzDVUsc4bxXpOzB/f04woYRjBp/QzZvDJ965foIQ6tRxoOujzAjPJ0yc9JH6EaNO+Ga8UCvHjU2RDjXJsKB0jgaIpwfihtE6MJnQqGJPOhGjSOhCc3IyaixViJkaR2zokSo9gU6CBGyRHyvjCP0ibBUSueOk/IHP+V7hPUjsiNC7KktzZw5060+E8MoxBGCmbZkcwUv3kR9hCxxrXHJH/ZQhXBQTFOiaczLo7cRYRtT7HYQYVkHItxXGvAIixeEmgn7YUfsqS2xHw0bJWlLyKRxsWTkAjNtyeaKxETIA63toQZoFNIol5FNW2VIe9R485YWad5UKZsqSqRkzktSNcR4hIYIF0ZCgh21vdAQVqtcYKURL63PZFCuRB5hZO11Gd0KgbwRYTlE+GKACI+RzcXRRNitgHTCdnsEEhFhc3Nzh93itKDAemz2jlta5OLtY++up0Wu/BPhJ3f0EeIRHiObS6KbTNhR4/p6ZjtPLTY0crDeJX3R2hLdQhpXGg9yRSIiZGvApUuXasPc3z+V9fi0NRGooOwRq63ZnjYRtm1ukabqCqkhfGb2i1IxZD9pGOpJ/Yh9pWHUN6SteHFoHcJ+2JG1FrUlrRu8sy2vxk2StG7wbtbxpK7xSUSEbN6skQgZEp8yZYpKIuy1q89UV8imEojwBSkf+omsiRA7al19JtNit4UibgiHzde1JbDSumeJ4YrEROh2sYtX3Xp1+IxPhMU+EVYM/YQ07vAI60d/Q9pKoj3CyZMni8bwGXZk07p5k9vFLvvnkrpFHdspj5Aodo1D9fZepdlDkn5J+iN4eABdU0q7aeyvUN1OhM9LxdB9PyJCmsYl4TshghP7U2vs73X7GserwXj1GpvsNlck9gjjQeFKa0UgbSLcTB9hVaVUl5ZI2ZyxUjFkn/amcT0Ls5aGE6FWvJxcPReBRH2EPReO3qVZPoiwsapSqkqLpWz2s1I5eO+PiHD016WtzBFh76pxerVNRITV1dUqR/Toi4uzwXm+zMLKIDQRelvTGI8QIqz0ifCZECKMjjzAjhrDQcrKylQ22Wnq1dbW5qtKZ30f5AIzbSnIFYmI0A2WxDNrbx0s6UCEc56WysF7WR7h0bK57O1QIHlhuMGSUGgiDzI66wZLIuHplJGTwRLN4TNTp05V53lBhGzE3tviCLdsaZGmygqpLNsoZbOfkMoH9pCGwZ40jthHGkYfIZvL3ulUQTkAEWJHjeEzb7zxhrjwmVCzhR4EKzDTlqhbhisSD5Y4jzCeWXurRwgRNlaWW0Q4YAcR7r2DCN8NBdJ5hKGwZDzoPMKM8HTKzIlHWFJSIkVFRZ0uXugDTOXRGONFHyGrcPCA5yPdc889Mnjw4C5vNWXKa+J5nkybNq3LskkKdCDCN8dI5QP9txPhw3tL/eivyubyZZGXxY4ap2Yxg4OVS7Ql6hgvXG0JrMBMWwpyRaI+Qm1KOXk+QuDRRx+Vfv36yVVXXfXRwYhfd9/9D58Ib711kGzZ0hZRKvnhTkR4f39peMCTRohwDES4PPnF3ZntCJSVbZRnnnlEnnrqYVm9Ory7ob2w+xGKgCPCUFi630EWdRg2bJhPbHh5N954Y6QSTU0NctllV0jfvt8Vz7tGPO8UufDCP0lNTW7n9m4fLCmRytJSKXvjSakYvKvU+UT4MWka9RXZXBbeNI4U3GV0QuC11ybIoYdix/PE834tn/rUt2Xy5Fc6lXMHMiOQiAhpGmsMU2GlC41NYwZJwCzNdO6558quu+4qw4cP97///ve/R97u0UcfFs+7Sjxvq3ie7Pj8r5x55g8iz0mSkZkID8vYNGbmEvbUljQ1jd99d7EMGHC0eN7blh03yIABx8ry5TqWOKNpvH79em1m9OuWPejlYVhWk2HonY89rQkFTB4rUps+CI5NnDjRn+TNb3v6GGUoy7XIs0Hg2uY+XeXZRFtTU9MuB+fx3yTKcYx7srDBpEmTTJZ/b/LMPbPRjX489OE8Prb8cXSz5acyELzM9Zg6Zstv6xbE3+gWlB9iNbZAWf7fe++9/oot/O7Tp49ccsklYjb0MX2TEMuaNcvkxz++WDyvwnp4IMM26dv3OJk8eZw/JcrWO2g3WzdbfvQzunHP5uYGaaze4RHOekIqBveVOkaNH8Yj/DfZUrFctm4Tvx7ZtqFOPvfcc/5IOwsJGF3TsE1QNyM/uNq6YQO8bjNqTGc7+gZtw3lRz42dx7n2c5NJt6CMxjajRj0knjc0YEdsOVzGjBnh42ZktG2DHFF1y5Yxjm5B+Y1DAtkQCsU0O66HHEZ+7hWlW1heJtvY9acr3XgGieJ48cUXfYyoX54hEJaJ4mPfjEoIuXDSggUL2tfUQ6FXX33VP0Y+4TQAQaKyUJZzyLNXxODa5j6Z8lim3WZrhropz7l822EVlKM8eTNmzPBXn/EFke0PmDkvW93QA304j48tf7a6BeVnx6xx48a1X9OW3+gGXkEZbd3sPMgOWcISGEOEF198sV/x2CLA2IZ1JBctmisnnPA78bymTg/QbrudKk8//agsXLiwg9623YK6GfmRz7YN92xsqpemdiIcYxHhntI0GiJcKVu2ib+Uuz0AAeZjx44VFjhAFqNrGrYxupn6msk2dXV1MmfOHL/zn4fZ1DvbNtgk6rmx88DKfm4y6WZkNBibOvnww5Dg2E529LznZeTI4dLU1OjbxJxn6xZVt2wZOS9b3YLyoxuJlxr7CLFcv5HDyE9+lG52Xja24TomZaMbdQsipG7xSdQ0JnxG4zJczHgxK0oYUDR844lhzHwkKgR9hNdff33k7W6//U7xPPoTtzeL+/Th+yk57rhvCv2HuUpbmFlSWby9j3DWaKkcvIs/WNL00ABpfPxLGZvGPDzYU1viAVq3bp0KsebMmSaed6p4XlW7LT2vRXbZ5XSZPXuKChnBSuPmTdQt6phJiYjQhc8Y+LL7zmf4jCHC6667LlK4DRvek69//Vs7yHCReN6z8pWvnCTz58+KPCdJRkciHNWBCJsgworoUWOaVi58JjPqeGHXXHOx7LnnWeJ5U8Xzpsluu/23XH75f7W3AjJfIf1cFz6TPsbuDiEIZEOEnFZfv0luvvk68by+8ve/XymVlaUhV9u5Q+1EWFIqZTMfl6rBfdo9wq6IMOmdq24ZLhXX3iOty9aKbN6S9DLd6jwGRu655y65447bZf7817uV7FqETeQRahHeydEZgWyJkDOnTp2SakC1P2rsN43LthPhA32kfrAnzcP3kIbRh8rmihWdFdjJI8XnXy0rvcNk3QGnyIZTfy9ll/xTaka+KM1zl8q2ts07eXV3ek9FIBERuqZxvOqgrWlspE99Ga62ZmmsLJGqsnIpm/mYVN/XR+qG9JGWB/eQ2icPlS3lnYmw9rGXpOhHf5Ki866Ukt9dL2V/uVXKL79NKgbdJ5U3DZWq2x6RTfc/ITXDx0rtmFek7unx0vDKDGmY8IY0zVwoRf/vz7Jmz+Nk7cATZM3HjpPVA46R1f2/IWv3OV7Wn/Jb2XTfaGlesEw2l1QwqdlAkfW3pvAZW2hegBr3eOnRTWM319iugl3/ZnieEUZGe9NOVDwGS7KZWZIfIizeQYQjpfo+T+ohwmF7SN2TX5Yt5Ss7wVHy2+tkhfc5WdvnSFntHSGrvMNjfdbs9S1Z+8mTZO1+3+n42fcEWb3r12SV92+yevevy7pDTpP1J10gNY+8INtas59V45bq72SyjAfo6wUzbSknc40ZGtc4akx4gFlRQhPwECGjxvkgQkJkbrjhBh+HrjBImwjbWvEIdxDh648GiPAw2VLRebMhPLXG1+fL7LuHS/FzE6RxwiypHzdd6l+YInVjJ0ndU+OldtQ4qR35otQ8NFZqhj0jm+4fI9X3jZaq2x+VD44+R9bsffx2EsQr3ONY3yNcs8+35cNv/UJKLrhWKm8cIjWPviCNr82WtveLCMTsCqr2fBNH2H5AyQ/Nmze51WfyXElsls/zrTPeLp8eYUZBAplpE+Fmv2lM+EyZlM0Y4RNh7Q6P0G8aV3T2CI2IE2fOkIqGOvM362+a1XiRq/sdLesOPFU2nP5Hqbr1YWmas0S21jdmfZ2ogs4jjEIm/HiP9gjdCtXhRo86Sh8h3irhDppS6kS4I46wglHjGQ9J1X2e1AztIy3D+0vNE58L7SM0+DA7gBdIrLR1q2wa/KRU3zlS6l+ZIa0r3ot1ejaF3QrV2aD0URlmfPTYFao/UtP96s4I5JUIpweJ8PP+zJLujJ+TvecgkGjUuOeo37s1yQcRNlQWS0VJmZRNG255hAOk5skvhPYR9m6LOO0LhUAiInT7GsczV2/d13hzW+uOKXYlPhFW3+tJLU3jYf2l9gk8wtWhQNKF4PY1DoUm8iChM6WluQ+Kj7xhlhl0CfXYfY1d+EyWtWBHsd46WNLW2ubHEVaWFUvZtGECEdYN7SOtw/pJ3ejMROg2b4pXx1hogMVQtKUePViiOXxmypQp6gYlIEJWG8lH+EycByHtpnFba6s0VhTLdiJ80CdCf9T4wd2lpgsixI72ailx9Eqz7KxZszqsjJTmveJcW3P4DJhpS9QtwxW0QBI1jVlTTGMcIc2D6dOnqyRCliDq3UQ4dDsRDvakBSIchUe4JvT5oGJiR40zJWbPni2QjrbEjBeNTVCwAjNtyeaKxERI0K5ZI06TgvTF2Qs0apENoDXilRePsKpEyks2Stm0oVJ9jyd4hM1Dd5VNow7KOFiCHbGntsSKOBpXzm5ra4sfbpQHcMFK4ypCQa5I5BHmAT93izwgkD8iLJKyqYN9ImSu8XYiPDAjEeZBfXcLh0A7AomIkCaetmYeGuF5aZTLyNaOupIfeSHCyhKpKAkSYV/ZNPog2VIZPmoMPNgRe2pLWuUCK414aX0mg3IlIsI1a9b4e4Roq6QsOMDiBtoqBM0DlszXRtJ5JcIpD7R7hC0PQoQHy5bK6D5C7Ig9tSWWnGePam0JmTT2XSIXmGlLNlfAF4mIkId6yZIl2nQT5hqz/LY2Iuyt4TOtLS3SUFEs5cVFUjblfqm9x5P6wX2lZXgfqaGPsDyaCLEj9tSWWHaekBBtifAZ9h/SlsBK41L9Nlf0OCJkSFwrEfbG8JnmxsYORFgHET4AEXo7iHBt6HNLxcSOWsNnHBGGmi30IFhpDZ8xXJGYCAncxCvUltgtjiV/tHmENI3xoHtb07idCOkjnHKf1N3rSUM7ER4sW8ujiRA7Yk9tieXU7O0otchntm7VIo+RA6zytXGZuWc23zZXJCZCHuzYK4NkI91OloFoNMoF0IQ3aEtp9xEaIqygafzavVkTIThhR20vDuSi7rOakLaETBrDjZALzLSlIFck6iPUppSTZ/sDOnToUPnmN78pP/jBD+TJJ5/sEpa0ibC1oUGayjdKRfFGKX3tfqn1l+rfRVqG7Sq1j31GtoYszNql0K6AQyAFBBIRofMI41kiHx7heeed5y/Rf9RRR8kXv/hF//c111yTUdB8EWE5RDj5Pqm5t4/UDd5Fmh/sK7UjIcLozn3nEWY0XafM3uwRMgL8s5/9TM4555xOExf+8pe/yE9/+lOpra3tgFlOPELXR9gB0y7/8OJIs4+QUTl7nxKaSBdccIF/jDCUqJRvItx0ryc1D2wnwppHPyNbyjsv1Y+svDhcH2GU1cKP9/Y+wmeeecav73/+85/bu1SeeOIJ/9jf//73TqDlpI9Qa/hMbx01xhs85JBDOvQRMaVvr732Et6IUSltImxpbJCmio1SsXGjlE2+148j3AQRDt1FfCKMaBpDhG7UOMpq4cc1h8/ka9T47rvv9omPxRSIdcY5+O///u/QwVObK6hviZrGjgjDK2PUUZp5aYXPMAjzuc99Tn71q191uD3GPfLII+XMM8/scNz+kzYRNjc1SGPFRqneWCzlE++Rqrs92XQ/HmEfqX7kM5H7GjsitK2U3W9HhCJ1dXVywgknyBFHHCEnnXSSfP7zn48Mfs8JEbqmcXaV05RKs2lM30efPn3kuuuuM7dr//7Od74jJ598cvv/4I/8EuHdHxHh0D5S/eiBGYnQNY2D1sr8v7c3jQ067I+y5557+s8EywVGpZw0jd1gSRS84cfxcNIKn2Fjb5oA119/faeb81bkE5XyRYRVRXiEd1lE6PlEuMUNlkSZJvbx3jxYYoNFf3m/fv38Z+KVV16xszr8jjVYQjtbY2xSB416+R+aA7vttpv87W9/64QEzYRTTjml03FzIHUibGyQ+vIi2VS0UUom3SVVd3pSc/8u0jLUk+pH8AijR42NjO7bIZAtAiUlJbLvvvv6raDTTz/dJ0TWaSThvOE1R6XIPsJbb73Vv9DTTz/d6VznEXaCJOOBND1CXlRf+cpX5Oc//3kHGbjn4Ycf7ocOdMiw/qRNhG2NjVJXvkHq1xdL0Wt3StUdntT6gyWeVI3ITIQufMYyVBY/nUcocv755/ueIP2lLPZAl9FZZ53lo/e73/1OBg4cKAsWLPD/Z+URjhw50r/g8ccfL2vXdp4G5foIs6iZVpE0+wi5zZ/+9CfZf//9hWaySew9PWDAALn88svNoU7f+STCjZPjESErejc0NHSSudAH3BS7eBbIxxQ7up0uu+wyn7Mee+yxdgGZVEC30c033+xP82PwEI9x8eLF/uwgRrNxGPh08ghpV3PyqaeeGrnasxs1bsc6qx9pjhojAA8nNrvwwgv9ebDr1q3zPUSazIxWR6X8EeFGKZp8u+8R1j3AwqzGIwyPIywv3yjDh98pCxa8TlRhlPgFOc7D4xZdyB76fCy6MGfOHPn4xz8ueH3B9Jvf/MYPLWOVbBw4QspoQXGOWZegExE+++yz0r9/fznmmGMEjyIquV3sopAJPw4REtiMO55WohJAhh/72Mf8PkN+33///RlvlzYRttQ1SX3pB1K1sUiKJ94p1Xd6Unv/rtIyfFepGc4K1Z13XbvjjlvkkEO+I7vu+ncZOPACOfnk4+XDD9dl1COfma+//rpaIuRB15YgQjBLM9ESoi8wbDsMjrFOo9nCA4zwCvmMGzeuXax2j3DGjBnyiU98Qr797W/78TjtJUJ+MKVF48Y6MLvpHA0Ru6CH8rG2HsT2j3/8Q+68806ZNm1al/pOnTrVJ082SkojtbU1SGP5RqlaXyUVE++T8js8qbxvd2kctptUD/tcJyKcN+9N6d//1+J574nnyY7PSDn//Oig8DTkznTN4uJiYc8ebYmXrXnYNckGVmCmKUHMxN7Shw5f8PEAEBcRTwIvgg7HG2+8Ua699trID/ldlcl0flp5TKX53//9Xxk0aFCk7GndO9N1ifFDLr4zlduZPMJnGOCyP2H349gll1ziB2B/73vf823OQAvn78z9w85d8u4iaa2uk+oNG2XDlJu3e4R3eNLARu8PfFykeoU0t22Vm266SQYNulaOOurr4nnTLBI0ZHiOXHTRBaniFyZ/2DFkveGGG3KOVdi94hxDJo3PJHKBWRxd0i57yy23yE9+8hO/7jO6zMejM5OHFBLcZZdd5IADDpC9997bb0vTng77UJZPWF6hju2zzz7St29fX6499tijSx3yJSdymbgmvvmfr3uH3QfbGnmMHdOSa9yrr8i2hhYpKyuStbPHy5whP5MlT14kGyb+WdZNvkm2NNdIXX2jHHTQQbL33nuJ5+0qnrc0hAh/Lf367VpQm4Ib/VAGszBsC3lMo1zUdSMX2HXFK/nCj5bvJz/5SV+23XffXfj4TWPc11/84hd+BqOMRF3jzjIEbX84xoelnr71rW/5v8PK2efk6zcxRLfddpuvA00+TXKNHj3al2vMmDGCnPnCJOw+4EK/DQNevK2pqHfccUcqctVs2iT11dVSXlIsa99ZKdMmTpSVq1fKex+slhVr1krb5i2ybetW/97FxRvlhhsGiec9GCDCJvnsZ/9T3nnnrYLaFNwIyzj44IP9aVz811DHjBzanknkoq6fffbZ8pnPfMbHTgte1P9zzz3Xr/uPPvqo8GnvI6R/DaF5MIYNG5axSQ/ohNZoS8iN/GxArymNHz/el2vChAmaxNpeATxPHnnkkVTkamttk7pNm6S6tFhWLl0oM6dMkIXzZsqSBbNl9bLF0trc2OG+bW2N8u1vny6ed6V43irxPCIYjpOnnhrdoVyh/jDYRYuJQHVtyRChNrlYEORTn/pUqgOFcXVmJBmeuOqqq9pPbSdCjjBSzLpeFGIJm6j08MMPy/Dhw6OyC3acYMmrr74644h3IYTDk/if//kfdUu8jx071rf1c889lwosLc3NUr+pRlihetni+TLh5bGyaN4sWfTWG7J86XxpDhAhQqxfv05uv/0G+cEPzheWVHr55SfVPEQQ4T//+U/Bw9eWkIn4X23phRde8Put04yYyFZnJh+YeEPqlr1EXQci5IKMCB977LH+A0JTDk8xmFatWiXLly8PHi74f4g8X0v+xFEWAyxdujTOKXkpm7an2tTYKJsqq6SypEhWLF0kz4x+RKZMeFkWzpsla1cskdbmpkg9edvk8wAAFdZJREFUZ82aKo2N9ZH5hcogLpMuB22JZicvXG2pqKgoYyxrPuX9v//7P5/XGDBkkJjluuA3Pp2IEMEYhjdk+Pzzz3eSlbY/CmpLBE3S/teWmP7EwxP2UimkrGnHETY3NklNVZVUlxfLqneWyLNPjJQ5s6bK24vm+ETYnIEIsSP21JYItcBZ0JaIpdMY0gZWGkLa8ABp6f71r3/1Z5Uw28vmilAixMjMViCmMNPMBG2VwckTD4G0ibC1pVVqq6uloniDrFiyUKZOHCcr313oE+GKpfOlpUkf0cVD0JXuLgjQD868Y5ySsBRJhBTOxoOhDDvZE5CtLaCT5jvBwjTlNaY333xTmA5XqNQVEZaWlvp2ZW5mkoRHuKmiUsqLN8iqtxfLnJlT5YO1y2Th/Fny9sI5GZvG3I/5xry5tSTqE/WcmVWaEiFw1HPbw9EkH+TD8lgaPVaDU0YiNIWivhmdNUG5uJ2sCMtOaoVOq1evFrOZEXIRX/jLX/5SVQWmLxPZGNwpVIoiQiaxE3RKvBUy8iHoFOKOk5qbmqW6slKqNpbKmmXvbPcEly+RNavekQ/eWystGUiOkB7iGwnlKnQK1ifwwLsgBKmQidlKTK008Y3g9fvf/17dYhUjRozw65A9pa2QuHFv+gjpVzUpMRHiLXzhC1/wZ6TQCckeE0cffbTsuuuuBfXA8FCppFTWK6+80n9TMpPCPMwaRq8Y3WaPEWRiNkChUhQR0omMbGwLSsgPpIRdDzzwwA4r3HQlN8twVZaXSvWHm2TJjBnyxoN3ybSHh8qMB++Xpf+aLC2bw5spJu6SlYbtFXW6ul8a+WH1ifhLlng67bTTCjqizWwg7ETYGx4h+9Pw/4orrkgDikTX5GXBvF7k0hQ+xktk8uTJmQdLstGYYXGiswmlMQmGRWEqSqESSzfhAQbX5yOAkjcmC5kWKjF6zBabkAovEbAirKZQKYoIeYGAlT0owLRF5J00aVLW4m6tr5dNFUXC/hDvjBol075/skz5yRnyyg9PkjeuvVK2tbZ0uBb48BJjhgGDdSwjVmgijKpPF110kb+4RaHqE10GxDPiqdtdWGxWhJ0KJVcHg4r48cbIw4tDExFSJ5l4AXZ8EnuEnMxIqA04AysoTdhNoRIPE/FUwTAa3pJMIQzub5pPOWnmMdF7yJAh/soXYBW21WC+ZAojQjzm4447zvd2bDnMlqHInm3yFwLYVClVtZtk+TOjZNIpx8uEM34g4049Qab87XLZ0taRCMEHL3TixIn+GnLgU2gijKpPzIctdH2iz42WmZ1+/OMfy5e//GW/6WcfL8RvXvJMdyWAmWlshGtpSTnzCG2FMAhLeLGiww9/+MMObyi7XKF+Q9bMCPja175W0K0HeKhMSAhuuUYixANiAY5g84pNcZCXCfTZpsYtW6SlqVk2bxN5f/6b8q/fni3jf/GfMun8s+TtEfeKbOvYNLZH9Ij10kCEUbqyMRYvNWxa6ESfLk1j+sX3228/f+HRQstEfzL2Y9ora//xmxevlhQMtUvsEdoKsZw/b0eUPeOMM9R11v7Xf/2XLxszKbQkmgngpc0jxANDruBmUHjSHIegsk20GrbuCMjfsm2b1NdUS31ZqdRXlkrt5nrZkmHRVc1EyEsCLHj5a0gEUpsBE6azQYqFTHSpHHbYYe2eqXnpayLCID6RREjHK/00wQ+bAQXDZJjRQYgKTWJGGnHPjecTvOHO/n/ooYc6yWRkJC+YcM+ptEyNSjPFlUszEdKfE0WEweNdYWr6YJifZC9LS1CM/T94Ha1EyOAW9YmmsZbE4qOMbBPGxrNH/26mrSzTlJu+y1//+tf+As8m7Mqse8m31hRJhMzDY9n+4If+m0zNAbxDKsqDDz6Yis4QblAm8z8YL3jxxRf7suCep53iyIUsWomQfj26Ef74xz92gIwYNexKhEA+kkYiNPUJL95uxucDj2zvQb89dmKB3kIkE3FAC5EJGTgphx56qC8T3zhYGlLOmsas8kqfRHAZbkYVMUScvqRcA0OHPytLIIc9qp3r++zM9bQSIR7cmWeeKUcddVQH9V588UUfz3xN7NdEhBrrE0R86aWX+muJ2oYyXRhxPXf7Gjvzm/7A7373u/6WmqalppEIczZYwlLwEA1hKqYZzDc7qvE2mD179s7guVPnskozzTtNo1RBhbQSIXLec889vm1NADUtgHPOOcc/lq8pl5qIUGN9gpzNZIaFCxe2V69nnnnGt9Pjjz/efqzQPzQ2jXMWPgO4d911lw/6Zz/7Wd8F5htyTGt9u2wMSt8IMvA58cQTO/QnhvVvZnPNNMq8+uqrvozEFRYqhYXPIAvNfDbxIo6Pjby+9KUv+bKyeG+mbpFc6mE8ejuWMZfXz/ZamuuTCWmiTxDvi+0qcQCo53ZYW7a6plWOGSU8j5pmluTMIzSgsRgqI8UY4qc//amwl2ghE2/Ek046qYNrblx0TUSIZ4U8rI5bqBRFhMiDx8+0RLCjqXP77bfnNRqAaVngU+i9jbXXJ1o9TLPDTieffLIfhVDIWNmwusx4A7a01/8LK5fPYzmbYpdPod290kEgExGmc0d3VYeATgQiR411iuukyiUCjghziaa7VndGwBFhd7beTsruiHAnAXSnd1sEchY+020RcIK3I+CIsB0K96OXIZCTwRJG8phNoi3B8oVc6DQKD2K+2NqAGD1NSTMRYkcTlqUJM61L9TPbS9sgCXaDKzQs1R+sQ4TPdLlnSfCk4H/WGDPTZ4J5hfxvK1dIOYL3ZoSKUWJivzQlrUTIC4NKij21JVY10rgSNPONV65cqQ0uH6vgSlAahGShGOZkmymgifoI2RCe+Y3aEjFuwXnQGmQEbI14aSVCbIYd8xWzGKeO4KVq2j7AyM4KNLxwtSWw0ujZB7kiERFqA9vJkwwBzUSYTCN3lkMgGQKOCJPh1iPOckTYI8zolMgBAomIcMOGDfLBBx/k4Pa5vQTNKXYa0zYogRtOv5I2ubQSIThhR43dHCx3pbHvMmy16tw+XcmuBlZgpi3ZXEF9S0SEbGeocbDEHhLXBDx9N0wvcoMl2VmFislinthTW2K1Ja2DJStWrNAGl49VcIUqDULaXJGYCBk1XrJkiQZ9OsjA24fd9FBMU3KjxvGsgf2wo0bPy40ax7MlLw2No8Y2VyQmQt48hd7TNcwcbP7zxhtvqCNCRs54cTiPMMxqnY9RMbGjhj2Ng9K99dZbwobq2hLdVRpjaMEKzLQlmysSEyEPtsaheohGo1wATXhDvtKaNWuET1dJax8hcmNHbS8O5MKWGhNB+xrDjZBLY7hRkCsS9RFqrAhOpu0IsH7e3nvv3WkXujB8NBNhmLwajlVWbpDq6mINojgZcohAIiKETbW+rTXKhb3y4UngBR5yyCH+IpjZbJWgmQixYz4wy/ZZKir6UH7964vkkEN+JF/4whn+ZmBVVXoGc8BKE14GV2TS+EwG5UpEhDxwwY2SjOKF/GYrSqayaasQNIvT3lWM1cLZ0pFFadkqgd37ukpmCXWNWxpgx0Jv7m7wKyr6QA499MfieVPF86rF88rF8+6Ss88+xxQp+HdJSYnKOb1sJqUxwsRwhTGcx/QXJmuztDcfu58hmGeYnYESwkGIxeEcexVhyphrcV17eg3XzjaPaXwmQSRGRr7t/jbKmTzmWxJ2YYgwKH82unFP9EHOoPxxdLPlRw6WVQd8rmvLz2/6UXYmIdcFF1wgV199tT/SChHym2l9QdsgCwM3bMLE5j8soc7+KWCWpm24dib8g3mQM7Gq1DFT79KwTbBOBm3D/a+5BpyuFM+TDp899hgkixfP8jEOym/qJHrb8tt10rZNJt2CMnINk0wecZcQjt1Hji5GDr5t3eznJq5tzDWDupnnhuNGN0aNZ8yY0c4VnBsmP+d0lWfLb+sWlL8r3ShP3aLe8+zx8ebPny9s0QmB8CEw0yQ2haEwO9MxCZ5KQWJyN5tbc4xz2ajJGJsyHOcczrU3luHa5j6Z8ngIli1bZsTwV26hPOfyzUouJlGO8oRbvPzyy/59TZ6R39wzG93QA33QKyhjtroF5S8rKxOWfAcTrmvLX1xc7FcAI3OSb2Q2ZIqM7Fvxhz/8wR+tYwMm2zbsMnbJJZf4BGj2dgE7SNPgFNTbtltQN3TpyjbmumH4R+WxRzbbtOK1mnqXhm2Mbqa+2rbh94wZ0+T73z9FPO+5DiS4nRRHyi23XCuzZr2e1XODbU2dDD43mXQzMoJVmG2w30svvSRjx44VO5YwLdsgQ5ATbPmNbujLyjOUZ4GDKPlNHQjTjbwo2xg5KGPXLcMJ5rp2HvgjH3WLZ5K6xcfjjQK7mo/xplCCh8sc59vkATZehTmXb5MoY59jHlDyk+YBsn1N/ptkZEQGCMeOWTJ55lwjP+dmyjN6cV4u5OctjQH45pq2/Py25TJ6Jf3G64Tg2ICc6wZtgz4Eky5dulSGDBnil4XcSAanOHpnYxtzXVvPrvDHg8aeyG+fl2vbcG0jH99B22zdukVuvvlq8bw/diLCffa5Qj744B2/jtgyZtLNzrNtA/5JdeM8PBxmcATlj9LNloMySeQPnmfLb3QjfIZuDjuPe5sUxD9TXibd4spP3aKOcU0+ifoIGQ7XOCQOGHbTwICt4ZtKkyThnZrNp4LfDz30UKdLGiJkO8yuEp4EpGmIsKvy+cynftmVO5/3Dt6rurpMTj/9N36/oOexS+Ii8by/yKWX/jVYtGD/eZhtEimYIIEbI5NWrrDlSkSEAV3d3xQRwHvDjQ/7hA1YxSFCzaPGKUKa6NK1tVVy4YU/l6OP/r4cd9zJctddN8rmza2JruVO0odAIiKESTV6XrwVNcpl3P98mL+nECF2xJ7aUkNDjbS0fDRYoUU+PC/THNUiE3Jo9QiDXJGICN0Uu3hVjRdHvqbY9QQi5MWhdYrdggULhJAQbclNsYtnkZxMsXOLLsQDHe8mX0v1s0cE/X5XXXVVl0JqbRpDhPRfukUXujRhewG3VH87FFn9yMmiC1qJkP40HiAtnezGIhBhvpbhIn7rlFNOkREjRpjbR35rJ0LsqS0x0qh1GS6te5aAmbZkcwV8kahpzMwSjaDjDUE42oiQpjEvD219XpqJEDtiT21p0aJFKpvGNNc1LpaMXGCmLdlckZgIeaC1PdQAjUIa5TKyaasMWokQnLCjtheaZrnASiNeWp/JoFyJPEJtD7STJxkCmokwmUbuLIdAMgQSEaELn4kHNm+fpAHV8e4Ur7RmItQaPkPd1xq47MJnsq//tDioYyYlIkIXPmPgy+47n+Ez2Um0vZRWIuTFoTV8xq1QHaeGib+ad49doVrrqLE9JB7PXOmWzmf4TBxNNBOhC5+JY0kRFz4TDy+bK3jxJvII3S528UDPZ/hMHMk0EyErh2gMn3G72MWpYdKzd7Ejil3jUD3L6bh9jbOvqJqJ0O1rnL0dKclSU6WlpfFOykNpPK8eu69xHvBzt8gDAlqJMA+qu1s4BDogkKhp3OEK7k+3RcARYbc1nRM8xwgkIsLq6uoOK8LmWKbEl6MvjhWftSXCLWgi0CmrKWkmQuxohzdowY0FPc2K2VpkQg5kYql7bQm5wExbCnJFIiJ0gyXxzOoGS+LhxQvDDZbEw4xRY3uZ/nhnp1eaedkMMGlLDMRRx6hriUeN2ZGNpd61Jbwu9rjQ5nlBhMRSaZv+p9UjxH7YEXtqS8Q3QjraEoOXYQv1FlpOsAIzbcnmisRE6DzCeGZ1HmE8vKiYziOMh5nzCOPhlROPkD1U7d2+4omQXmm2CdS4RBJ9hKzCoc1T1eoRUkOwo73tY3q1Jt6V2ZVN46o4LMhr79YWT6v0SoMVmGlLQa5I1EeoTSknTzIENBNhMo3cWQ6BZAg4IkyGW484yxFhjzCjUyIHCCQiQtc0joe8axrHw4vSrmkcDzPXNI6HV06axm6wJB7obrAkHl5usCQeXpR2gyXxMMvJYIkLn4kHugufiYcXROjCZ+Jh5sJn4uHlwmfi4ZWT0s4jjAej8wjj4UVp5xHGwywnHqHrI4wHuusjjIcXpV0fYTzMXB9hPLxy0kcY75autFYE3KixVss4ufKNQKJR43wL6e6XDgKOCNPB1V21+yGQiAhd0zieoV3TOB5elHZN43iYuaZxPLxy0jR24TPxQNcwWPLiiy/KlClTOgge5RGuXLlSXnjhhQ5l8/nHDZbER9sNlsTDLCeDJS58Jh7ohQ6fwSM96qij5KCDDuqwckoYEbLc+ymnnCIf+9jHBM+/EMmFz8RH3YXPxMPMhc/EwysnpTV4hKwJt//++8vAgQPlueee8/UaP368eJ4nfJMgwUMPPVT69u0rkyZNkkLtk+s8wvjVznmE8TDLiUfICtVVVVXx7pyH0uwfrHGFatYh1LAyyLx58+Tggw+WPfbYQ8aNGyfTpk2TPn36yMyZM2XGjBk+CX7qU58qaLPYVBO8UeypLWldobqhoUHq6uq0weWvnK1xhWrqlt3i8Xjrt7W1tX94G5tEkyoqj4fb5NmeA+eb43xzDZOS5tn34pr2Aqe2jLYc3NPO47xsdbMxyYX83NfWwZbfPh5Hxmx1C2KC50AzGa/vwgsv9JvAt956q3zyk5+Ufv36ta8mnK3eQflt3bKVMUxvrmPsYNvNHOOcbGWMU+9s+YO62XLsjG7Izidom53RDXnMxzxvQflt3XIhf9ButvxB3YzOfHNvkwplG+QDD+7Px5s/f75MnDjRXwiTxTBtz2XhwoUyYcIEv5lER7u9V8PcuXP98zh39uzZ7eREGcrStOJcrmES1+YefDLl0VRbtmyZOc1f+5Dy5jx7LUTKUZ48NgW314oz8pt7ZqMb4KAPegVlzFa3oPzc18bElp/f3Ae8kNOW0dYtmGd047ygbUxemG0WLVokl156qd8kplkMIfJ95JFHysiRI30i5LwouwV1M/IjH3rYumUjf5RtzHFbt7Rsw71MfbXlN7rlwzaZdMvmuaHuY7ckzw362/XO1B9jg7C8YL2z5Q/Wu6ampg71P6puBZ83o3catkG36dOn+5zGc+0xjMymL7jVfGwmD+ahLIl9jQHcnINbbhJlzHGuyzVM4trZ5jU3N5vT/LenkZFv3iomUc7ksfgpI9rmzR2UPxvduK5pZgTlj6ObLT+/2dqAEIeg/Ohi5A/ib+sWzAvqZmyD/HZe0DbkgdFjjz0mp512mk+CJ554oqxbt85/mXGfoN5Bu9m62fIHdYsjf9A2vGixJ/LYuuXaNkHd7Lpl62bwZ49eOtrj6GbLH2WbTPUuKCPXMMnk4ekjWz5sY9dXWzdjG7Ay9Q6siELgGJ+u6laYbua8rmxjMMnGNtQtuoqMF50ojpAHSeOeJbxBeDMaIjTAFPrbjBoXWo7g/fGeL7/8cpW7jOEJ2p5IUPZC/WfQiRhHbYlVoDVupA5W9EFrS9Qt6phpGv//ilQ6nvRvx7cAAAAASUVORK5CYII=[/img]