PEMANFAATAN GOOGLE CALENDAR
SEBAGAI SMS ALERT
DALAM SISTEM MONITORING JARINGAN
KOMPUTER
A. ANALISA
Jenis data yang digunakan dalam
penelitian ini adalah data kualitatif yang berupa data perangkat jaringan.
Setelah proses pengumpulan data, akan dilakukan analisis data sebagai berikut:
1.
Format SMS yang akan diterima pengguna.
Sebelum
mengirimkan notifikasi SMS, kita harus membuat format SMS yang informatif dan bersifat sederhana. Hal ini dikarenakan, untuk membuat
notifikasi SMS dari Google Calendar, jumlah karakter maksimal
yang dapat dimasukkan ke dalam
teks SMS adalah 60 karakter. Berdasarkan keadaan diatas, maka format SMS yang
akan digunakan adalah sebagai berikut:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAc0AAABzCAIAAAB1kM77AAAgAElEQVR4nOy9Z1yTSdv3f/+f/32vW9zLdV17F3V3FewVFemdUESqdFBUVDT03psUUTqhd0JRQXoHEaSEEHrvHUIPISTzvJhwEhAVld297udzzYtdj8zJOZP5zvGbPvkv8J/wn/Cf8J/wn/BXhv/6pzPwn/Cf8J/wn/D/eFjSWRqNNjExMTY2Njo6ivz3K0wikfjVf/tFr/rrYv9m8x/PwP97RfoXmUj4N8nPv4Oz/G/h/relSCQSFxYWPqqzJBIpISEhMDAwICAgJCQEg8EEBwd/ixkUFISYQUFB32hiMJiQkJCAgIBvNIODgz9mBgYGfoUZHBz8RWZgYOAXmQEBASvMFQX+6dh/hB0spb+U3dfB+iy7L6Xz97MLCgpaYa4LnW9nt6KEGWPXxZU+fHjd6ayLK4WFhY2MjHxUZ0dGRlRUVHh5eXl4ePj5+bm5ufn4+NbX5Obm/gqTl5d3hcnHx/ftJg8Pz99g8vHx8fDw8PDwrIv5l9L5i2Ctkd2KMvx7YMESXhG7XrD+/dl9FtbXsftLzfWls6IM1wUWCoWqra39qM62tbUdP358y5Ytv/3227/+9a9t27Zt2rRpy5YtW7duheYvv/zy66+/rpe5efNmxNy8efPmzZu3bdv2pebWrVtXxP7666+//PILEruO5pYtWxDzt99+27Jly6ZNm7Zv385ofhi7adMmxthVzd9++w0xYfl/aMJXfUgHmtu3b4cljMSuL6x1YbcqLMbY9YIFS/iXX375UjprYceI42PsGGGtiEXKcIX5F7GDBb7ujra+sNaF3dfRWeFKa3S0D9khJbxlyxYmJqbs7OyP6iwOh9u3b9+OHTv27du3YcOGI0eO/PTTT9u3b9+/f//3339/5MiRjRs3QhPGbty4cdu2bYgJkzlw4MB33313+PBhWCgHDhzYsGHD4cOH4dc+ePDghg0bmJiYYNahefjwYZj1Q4cOwVjoyYcOHfruu++YmJggYCYmpg0bNhw6dGjz5s2//PILExPTd999d+jQIUjl8OHDMBaWO4w9ePAgLDsYC81//etfhw8f/u677w4cOABL58iRIxs2bDhw4MC2bds2btwIzf379yPm999/v3///u3btyOx+/bt2759+08//XT06NHvv/9+3759O3fu/Omnn+DDe/bs2blz548//nj06NEffvhhz549u3bt+vHHH48cOfLDDz/s3r17165dP/zww5EjR3788cfdu3fv3r0bxv7444+7du3as2cPErtr1669e/f+8MMPR48e/emnn3bs2LF3716IA5r79u37/vvvjx49Cukg7BBY8OGff/4ZgXX48OGff/5569atkA5kB01GdggdhB3EsWnTpl9//ZURFjQ/hMXExASVFGEHPQoxGdkdPHhwy5YtkA40V9DZunXrzz//DGMhrJ9//vlDWAidjRs3InR27NiB0Nm7dy+EBelAE5b/x9hBHJAdhHX06FHIjhHWzp07oQlh7dy5E7JDYCHsNm7ciLBDXAlhB2EhdBhhQTpbt26FdCA7hA4CC9KBnsVIB5oIHQTWp9lBR4PsEEdDPAtxtA/ZIbAQdt9//z0jO0gH8SwEFsJu7969n2CHwIJ09uzZw0gHmgg7xLNgLDRh+X+MHeJo0LM+5miMMvjbb7+dOnUqOjr6ozpbUlLCxsaGQqGkpaXPnj2rrq7OysoqIiIiKysLzStXrggLC8vKyp45c0ZNTe3KlSuCgoJycnJnz55VU1NjY2OD5unTp1VVVdnY2Pj5+eXl5c+cOaOqqnr9+nV+fn4FBYUzZ86oqKhcv36dl5cXMTk5OXl5eRUVFc+cOaOsrMzJycnFxaWoqHjq1CklJSUuLi4uLi5lZeUzZ84oKSlxc3FxcnIqKyufOnVKUVGRl5eXk5NTRUXlzJkz0Lx+/bqKisrp06cVFBT4+fmvX7+uqqp65swZaLKxsamqqp4+fVpOTk5AQICNjU1NTe3s2bPy8vKCgoJXrlxRU1M7c+aMrKwsNNXV1c+ePSsrKysiIgJjz549Ky0tLSIiwsrKqqGhce7cOWlpaVFRUVZWVnV19XPnzt28eVNUVPTSpUsaGhoXLly4efOmhITEpUuX1NXVz58/f+PGDQkJiQsXLqirq1+8ePHGjRs3bty4ePEiNMXFxSUlJc+fP6+urn7p0iVxcXEpKanz589raGhcvnwZhUJJSUkhdFAolIyMzLlz5zQ0NCAdGRkZiOPKlSsiIiKQjrq6+tWrVyEdiAOa8vLyjOzk5eVPnz6toqLCxsbGx8cH6aiqqrKzs0MTxrKzs/Pw8EBYkB00ISxOTk5OTk4lJSWIkpubm5EONzc3BwcHRAlhcXBwwNhbt27x8vKysbGpqKicPXtWQUGBkQ6Ede3aNYhSTk5OSEjo2rVrCB1hYWGEjoyMDISloaEBTRQKdfnyZfiwlJSUqKjo5cuXNTQ0zp8/D01Y/ufOnZOUlBQTE0PYSUpKIrAuXLggISEhISFx8eJFDQ2NixcvSkhISEpKIijFxMQkb968cIEOS0xMDLJTV1dfwe7KlSsIOwhLSEgIYXf16lVhYWFIR11d/dq1a4zsIKxbt25BN4Swbt26hdDh4+ND6HBwcEA6p0+fVlZWhiakA9lBWIzsIA4lJSUeHh7oaKdPn1ZUVOTh4UFgKSoq8vHxsbOzq6qqnjl9+tatW3x8fAi7W7duCQoKsrGxqdI9S05QUPDq1auqqqoQpZCQ0NWrVyEOGRkZhN25c+cgLMju3LlzUlJSK9iJiYkh7CAsyA6ajHQ+ZAdhIexu3rx57tx5DQ2NS5cuioqK3rx5E3E0UVFRBNbly5dFRESgKkJHExERYXQ0ISEhRCTZ2dmlpaUxGMxHdbaqqsrMzOzFixcBAQF6enqxsbGmpqbPnz8PDAyEprm5ubu7e2BgoK6ubkxMjLm5uZubW1BQkJ6eXkxMjKWlpZubW3BwsI6OTnR0tKWlpbOzc0hIiK6ubnR0tLW1tbOzc2hoqK6ublRUlLW1tZOTEzSjo6Pt7OycnJzCw8N1dXUjIyPt7Ozs7e3Dw8PRaHRERIS9vb29vX1kZKSeviE2Pu6po72dnV1kZCQajQ4LC3NycrKzs4uOjtbV1Q0PD3/69Km1tXVUVJSOjk5oaKizs7O1tTWMhaalpWV0dLSOjk5wcLCLi4ulpWVMTIyenl5ISIibm5u5uXlMTIyurm5gYCA0Y2Nj9fT0AgMDnz9/DmP19PQCAgKeP39uamqKxWL19fUDAgI8PDxMTU1jY2P19fX9/Pw8PDxMTEywWKyhoaGfn5+3t7eJiUlsbKyBgYGPj4+3t7ehoWFsbKyRkZGPj4+Pj4+RkRE0vby8fH19DQwMYmNjTUxMvLy8/P39DQwMsFisiYnJixcv/P39EToQlr6+PhaLNTMzc3d3h+xiYmItre18fb1DgoLgwxYWFhAWLHALCwtXV9eQkBCEHTQZ2SF0bGxsoKmjoxMVFWVjY+Po6BgWFgZR2tnZOTo6roAVEREBUTo4ONjb20dFRenq6oaFhTk4ONja2kZGRiKwbG1tETpPnz61srKKjo7W09MLDQ11cXGxsrKCBY7Agg8HBwc/e/bM0tJykU6Qh7evna1VLAMdc3NzLBaLmLD89fT0MBgMQsfAwACaxsbGkJ2vr6+np6eJiUlcXJyhoaGvry8Cy9DQ0Nvb29vb28jIKC4uztjY2Nvb29fXF8YaGxt7enoFBIeamxnHYbEmJiaenp4YDAZB+fz5cwwGA3GYmZk9f/4csouJiTEzM3v27NkiuxgLC4sXXj5RUeH6enqxsbGQTnBwMMRhZWXl6uoK6cTExFhZWSF0EFiQTnR0tK2tLYSlo6MTGRkJTUgnKioKgcXIDsKKiIhwdHSEfqejoxMWFubo6IjACgsLc3Z2trGxi3/50shgmWdBdq6urlZWVjHYeFMz04jQYFdXVwsLCxgL2VlYWEAcAQEB7u7uZmZmMTEx0JWeP39uZmYGPQuDwTCy8/f3h3QgOwgLsoOmt7e3sbFxXFyckZHRh+wgLISdn5+fgaHJ66QkC1NjDw8PPz8/xNE8PDwQWJAdpIPFYs3NzRETYYeI5KNHj1RVVf38/D6qs93d3QUFBe/fv8fj8W/evGlqasrIyCgtLa2urk5JSWlqasrKyiopKamurk5OTobmu3fvqqur4cPZ2dnv3r0jEAjJycmNjY3Z2dlv376tqamBZm5u7tu3b2tra5OTkxsaGnJzcwsLC6HZ2NiYl5dXWFhYV1eXnJxcX1+fl5dXUFBQV1eXlJRUX19fUFBQUFBQX1+fkpbd099X+rYgLy+vvr4+KSmprq6usLAwLy+vsbExOTm5rq6uqKgoNze3oaEhOTm5trb27du3ubm5MBaa2dnZ0CQQCMXFxdnZ2U1NTW/evKmpqXn37l1WVlZTU1NycnJ1dTVipqSkVFdXl5aWQvPNmzd4PL60tDQjI6O5uTklJQWPx5eVlWVkZMCHcThcWVlZenp6c3NzamoqDocrLy9PT09vampKTU2trKwsLy9PTU1tampKS0urrKysrKxMS0uDZnl5eWVlJYxNT08vLy/H4XCpqanNzc0ZGRnv37/H4XAQBzTxeHxKSkpzc3NmZmZJSQnCLv/t+8aGmnrCEjsICxZ4VlZWcXFxTU0Nwg6ajOwQOquyg7AaGhoQdhBWfn5+fn5+fX09RFlQUJCfnw9x1NXVFRTQ2SGwEHY1NTVFRUU5OTmNjY1v3rypra0tLi7OycmBBY7AQtiVlJQg7Kqra6pqG9+XFLYw0MnKykLoQFiQTlVVFYQF6UAT0klJSamsrIRmS0vLClipqakVFRUVFRVpaWktLS3p6ekVFRWMsMrKKupa2osKsluamzMyMsrKyqqqqmAsdKWqqiqIIzMzs7S0FLKDJiO7rKzsSkJ9Z0dzKgMdxLNycnIQWE1NTTk5OR86GqSzqmcVFhbC8m9oaEBgMbKDsOrr6wsLCxGUHzra27dvc3MLuweHcjNTa2pqEM+CrkRn19pVVPy2pYFQXFyclZXV2NiYkpIC2SGehcfjS0pKMjMzEbO0tDQzMxOyq6qqYmQHPQthh8BCPKuiogKyg55VUVGBsEM8C7Kje1ZGzuDISEFOellZGaOjQXaIoyGwmpubs7KyoAlhQXaIDD59+pSDgyMoKOijOjs1NdXX1zc2NjYxMdHX1zczMzMwMMBoDg4OIub09PTg4ODo6Ojk5OQKs7e3F5ojIyNI7NDQ0MjICEzi0+bU1NTQ0NDw8PDU1FRvb+/U1NTw8DA0+/oGZkmk0ZHhoaEhJHZkZGRoaGh6ehr+LWJ+LHZwcBDGTk5Ojo6OQrOvr2+FOTExAc2ZmRlojo2NMcaOjY0NDAwwxiLm+Pg4Yvb394+PjxOJxBVmf38/Yk5MTg4O0mOJROL4+DiMHRgYWGGOjY2Nj4+vSofRnJ6ZGRoemZgYh+UP2X0Ia2p6emBggESaHRpahd2HdGAsQgeJ/QisPsREyn94mM5uBSxY/ggdGPsJOohJL//JyfGJieHhoRkGOivYrQqrv78fmrCEITsIa3aWNDg4ODGxDBaRSFxhInSgOTk1PTQ4gLCbmJhgZLc6rOnpgYGB0dFRRs8ijk/MzEx/gh2jCR0NobOCHSOdoaHh0dGx2ZlpGIvAYmTHCGtF7AeONjw7NzfQv5LdEp1Z0uDQ4NSn2S3iWKNnfdqVPmF+CGt8fLx/YHCOPDc40A8967OwPpRBRnYzMzMhISF79uyJiIj4qM5OTEx8uB3h3ytQxjobWiZWbgH+T1glzBM7G5u6Sf90Nv62MNnb2Nw5+o9XDWJnU/fAzLe/Z6qvtaNrjPbtL/prw/xgc8PABPWj8dSJ9oa6oXUoj78uTLfX1wxOr9vr8vLydu3aFRkZueLzJZ1tb28PCAhYtwT/ijBdk+gd2jj7T2fjf0MYrUrAhKQO/dPZ+NtCQ6pfWDLhn25XaDUvMW+Ker79RR3Z4XFJ+H+82fhcmCwM9Cpomv9o/FRNrI9Paf/fmKMvDQtt0R7uJX3r9r7u7m5WVtZPzRvg8Xhtbe11S/AvCNNtsWhhpTfrUI3/zQJt3TsuC2X+mtJqTo2Uz6RLo4GP90b+F4XRWH1RNcvXo+v5zq+AMpmoI2n4rOibO3ALeY7KDw1jVx4q+rcLrR6ywi7JAx+LJtWHawhLRtb9nVn6wtCZcEcQFYxft/dNTU1JS0t/ah2strbW3Nx83RL8C8Igzllwx2nMvzO2rwjTfSXZr9PK2ubWUfBo47H3z5ziMaqb+8RDpLZ32QkJicm5pf3/1iO7NQRyvRXXHk6tqHUUptHGotepefUDXzR6GvQUPCSqFU/81sSnY9VPc4u7tX/rez4IM/2lOa/T3reuU2WrRP+5445v88ei+1J1z+895/dv7LCj+eaX95xwr/x0f+QLQn9/v6io6Kf2dQ0MDGRkZKxXen9FGCi359r0h3fNP52P9Q19pQ7a0goOSWOf0sQvDKQuF/7tJ1DOnR8f0gEwmuaAFheXkH1k9Xb9xk3/SKAO5agf+ZnfOGVq/d7ZkGAupawdXDr4JX808IxrJ59G7Ni3Jj4VqfDHVUGn1nUf5wyUOz+RUrB7Obw+MyxlDw9sUvFs/Fh0lbc40zb2mL5/33nmhhDZo1suh7Sv2wxNaWnp8ePHw8LCVny+pLPT09Otra3rlR4SKKTJ0ZGRkdExIpE4NjoyNj331aU+XOOrdFYg6qPN55rCwtzUOHF8gjg2MjIyMjIyPrtuTdlXho7Me7z7dko/616zSNAWyDPkT2Z7pFzr5GZ2rfgJGpifGR8dHR0jEsenZijLin4w8p7Y4UMHD17kjWr42sx/Mpvz83Ok+TV3nGgLs1PjIyMjY8Rx4tjoyMjo5Mw8AGB+dpxIHB8njkJeU+RVqs9MbSjf9q1q/riFhbmJsaWnR4lTX+1AOF/5fX9e0o7/Io8YDlG6qmaaOv61iS6GmWQ9ATkNTPdnXIVGIU2NjIwSicSxsdHRsen5z7pWV+4j/n07JV3aJ781iwAAAAg2nGcNI9o/lr3XehcO/KFWTKabsxPEkZGRkfGpWRJlgbJYGWkLpLm5+YU1qwJ1fnaOvPbHPxlomebXDhySy5let5YgLS1t69atUVFRKz5fdo9MUVHReqWHhOHazAA/X19MUFhoaCDGN6ygkfK1X2qyM90dbVXwbZ2vscac2PDwqNAgP19fX1/fuHdt/3Br2/PW4ibTBgHrJuJaMzI32JBf1/uJqjbf+ppv96/iDu8oAHSXxQf4BwSHhEWkvO1dNj8wkmR+l+vaxaMnjntXfcsX+EigkbpaCWWda3bohfGq3DhfX9/A0KjQIIyvb3DG+y4qAH0VL8NDIyJDAnx9fX19fdNqV+ksDubY/v6vQ2apvWCiMSk0NDwqLMDP19fXNyA8s/drB8h1UQ9+P3ZSKvCLBr2TOe6GHhEV3zwNM1cWYuXimTn8mRqxMFST7euLCQ0LDQrCBIbm935WaPtLbKQPb+A1rx1Zl4mDzlhTdFj+R7r8tDF3qcN7rlh00O3xkpfhvr6+ftisgpLm7q5e+viNPIyrrW0dJa81zamuIkLL6Oy65H/cX/HPnef0m9bjXTAUFRUdOXIkPDx8xedLOtvQ0GBvb79+KdJD00sLfi4ODm4+QQEBXi6OG85ppK8tIvJEW1l2Ude3DQ470mwVRIVQArwcHBwcHByKLikT3/S+bw4THVnP5PfLOdYOr7XvNV6dYBb7/hM+RSx5/vsve9WCGwEA7wNv83Ny8/MLCt9zerdMdWbqM1/6u9vIC5/0qPiWL/CRQB0rTAt7kbfmVcv57mh7NQ4ODh4BEQFebg4OUVNMKQUAfMg9MUFhEX4eyAsd+eGaBaUu9M6/Np33Kp8CvWmPUIJCIoLwaT5xg8KvXRobxEWpyonc8Cd8yR+RO8vyymv7PzVbs6aw0E8oKq1o/9zcMLkh0ZqDg1tAUICXl0tQwhn3WfWZ7Mp5rrBf1q5qYF1GyhP1BdmEro/siiLVPLq6Z+8NH3pLS61z07jBwcHBqWxi6RCbm/+e7neT9f7R0emNa95a1VdgG5bSPLIe+Z9vNOTct0PI7ZvneZZCV1eXoKDghxu3lp27ffTo0fqlSA81YVrHjzAx7d+9fcf2PQeYLhnFz3xLU7SwQP22/mdz/OMrTFs3b9/DxMTExMR0QfUpfuirlX89AnV+quTF9ccvqgfXWnUm3j4Xdv7UTHor9sGWzaeMM/oBAAVuqOOH9u/etW3zOdX46gmGwqPOTU2MtFW4a1/z/it0Foy9DLK6h21f6+Pkdj8dISYmpr07ft2x5wAT05m7znkUAEqfix7Z+duWnfsgLwHjqL6VUz3T2VZ8/71HNKFtAXTG3Ti6Z+uv2+HTR4+J+L4b+rqJIcp0a4CztkzAF+ksAIBGXViX2kSjfr6mz+HDtJmY9u/YvmPPngMsFw3fzXyuClHnp8u8rj92r+hbp+kyGpX6kWxS+5PEf9/J8uQ1DQAAKNMtLzWunGRiYjp0/aaw0EOvsDR6CzhdrufgGFK15vXGzgRpK0z18HrkfSRDnnnH0bsx6zh1ODY2Jisr+6n9Bi0tLR4eHuuXIj20pj6VlhAXZz+5e/++89ziKl45pH90oN6V43bjzNb/3ndaVFxcXFycW+J2cGHTOi5BfVWe4kSMffADa/VPcrHjRev0Tzzwzol7404e37ppAAAuEi0rxMZ8bPcGJvnA7JYPhmdjsRZcPn+Jzs7E++nLR/eu9fH5vkR3bXFx8YuHNhw4yykmruAQXrEAQG3UowtMv/x09Kq4uLi4uLiAol5K/XInowyFKB/+4ZRW8RgA/dlabH9u3bDnqqi4uLi4MLugtnPmF61kMYTZtDALuYDqr/zrvyPMN6e4iotzMO3ef/Yct6yKJ2EtHYaelyImXuW9f/ne3KkqN9bt2wU8Yd0aqwizluISFBcXR0lLnTpwRtstmd6LpFbeNTPHrL2Y+7Hc+l6167HiOVvvw7FzC8fTt+vwrsXQ0tLCyckZGBi44vMlnSUSiZWVleuYJP21raWvEhPi3R7wi4kaeiWkVHb+s7uvJzvLnt+9tgf1BJuQkJCQYKomre2d9okjLX9HaI8VNvbBr3koN5Fnd8ki+aPRNFKM5uGtx5XSRhYAAAN1Oa9Dnt5WETzB+tA7tnDldCltKMqMy3f9sQMARmO8dOXC2tb6OHWqqTw7ISHBRIpJXPdFfEJySe0AFYDhmiRtqXPHFe0SEhISEhK05W9Yv1x+anGy0ZJj435hpyYyANOd0ZbKbExC9tiEhISEYNsHsjIO5V952mfqTbCZXOCX9mf/zrAw1vo+IeGZNL+Yrr7n6zeVQ2tZ+uiMFzb2Ku/9y5d/O19rHduyTzulFwAAqM0B95Q10M8TEhJifE0vbd0k65BOnzeYKdE0NvUpX/MGiI5Ibt0XlevRn+1N1zvx6/Y7cWuuomsIubm5+/bt+9S526mpqebmb1vLXy3QFihkMnkOF/bYxOh1A3meQgUAgLmZ9lo8Ho/HV9d2ji+K3MxQXV1j3/DEzEhHNR5fXdvLUPbkodYGPKGmqbN/ZmUNoY33tVbj8fja2qau4cnhzywx06iUYl/Vi4YxM2QymUzOsFOS1A0cnqMBAKjTxGYCHo/H4wmNDFtKqRP9zdU1hB4iBVDGm2rw+JrG4VkAAKmvpR4PH2/pWcwqdXqovaauc2Z6oq+9Do+vbulamv6dG26uxuPx1U3D45Mjva21td30dc76UAEj3+q+WWJvY30dAV/XMU2iAgBmR3tgIeGrCb2TsJQWiF0t+b4Pz9x99h6Hx+Px+JbemRXTgeQ+W/7NB3lMaykAAEBdoMx1V3g76Sgr27gFJAyt8MTJjmAjzuU6S50a6iTQv1jdAPymbQ31bcPDbfW1TR1Tc3OD7TXVNa0T9KV/8nBXMz2bDW30U9G06R5CroOhsrD1SxhV3zv+OQ2gLVDmyWRyqjW7aXwNiUymLFABALS5oVBrKSHXIjKZTCaTg7VFVFxzl2W3N//WH/99WSt6CABAozaluamx676dIZPJ5IF3/rc41aOa6WPSyd6WapjP1gHGMpscbK/G4/E1NY3dQxODk/T6RRuO9zO6FVK/MD3U0VRPqCa09hABANSZ4aZafG3LAAUAYk8DHo9v6Z+gATA/NdiEx9fUNw1MLO2omRvramio7yfOjnfX4PF4fHUjw3oPdaynpRqPx9fVtXQNT45Mw5KjzI624vGEusbe0c9PsNEWKGRyle1jk/iX9YuuxQiyl16dWxgOBjZGCBp5V3TPjvc11dfV4Gvbp0gLAIDZscXKhq/uWdbvmO2qr8Hj8dWtbd1dozOzcF2ANj3UVYuvrm1s+0g2F0rcRXfvOO1XPQMAALMlaBEZ65gaMpk8VRcvxfQvcZuMaQAWZkda8oOkNG4bhxbi8Xg8ob5zjAQAAJSJjvoaes3pWlqzmx3trX9ld1VZPzyjAo/H4+tah2dptMne2vqGrtFZAAB5vKehpqahdWhx0EwZam/A4/H4hsa2rpFpIuMENhXnK7Pntz/d33/z9hCGkJ6evm3btk/tN+jp6YmLi1vHJJeF/hQLZ8fixW8039voZ4pGo9FoPbOgcvq2blpHrqWVY1xGRVMuRheN1jONbV+S1JFcbycdXX0rr+jGlcUyWxbvqYtGoy3Nn4ak4bIaPrva2xj7iN0hC/67O9FYXO1Z/wQFADDV8M7NAI1Go9FGDi8bFh2CNleT4q5naBhdPDg/XO5ioqNj+jSvAwDQl+xlh0aj0Wi04YvodrrQkttzA4zMAhprKxP9rdBoXfeQCmRSojPLTQ+NRuu6ZL+vyop+YW4e2wZ9qzZYwBhT3Tn8Ps7WwtQAbRXcOkAGAHSXxpnDBHQNY6thT3SmItrr0U22vVfEtJ+g0Wg02uNV58RyBSOWK7H8fEIlcGnT/idpjgYAACAASURBVExfhKutk+0za4+QzuUTB1Ria6DhCp2da8oNN0Kj0Wi0jpHlmzYAwEASxt78RVqWj7WpcwC+oyvN30jX8EUlXaxGCyPd6dm098bB0eBCe4LVE2HuC8cFVOCb7F5WrXHMUP5C0CWf8cABLfmFmlQQfU24+IWajF484wG6WUL4ha0bJZ6+hWo6XB78WNCmBcaNFemJyZintkOrOs5dTweNRqP1XiQxzE/OV7/x00Wj0aYmDiEp5amLQ9KFQayPoWJEG6kly9/RQl/PyDuhCgBA7ihwNdcxcXs9SCKVxNqh0egXyTUUAMabslzRaH1jy7jSpb7iYFmkg61FfEnr+0hjNBqN1nXK70G6AdPF0e66aDTa2tI1KB2f1wzr7VRviTcarWdkHpqzxhPmA54WzvlFq5yNmKiO00ej0Wi0/vO0pcKvDxM08q1oH6lIsLc0NURbBDb1kQAAveUJFpCijn40jsHHKC1htsZoNFrXwzMck9vaMUYFAICF1twoCzTa0MIxp3lVh5uI07608bBY3gANAABG0mTFNUMqSQAAQKoz5zopY500BcBsb7HXfZnTly/zyGmh0Wi0oW1E2QAAAEzWhdqawOxYheUu5obW8/6lnarQoQuc8nceo9FotLVPUReFUv/KzNomuKgLADBWneBgZGztnt5D/8Ij6X4OOmg02tHBKzCzrqyLofpPJxuy/7SPN7VzPbv2VVVVZ8+eDQkJWfH5ks4SCAR9ff11THJZ6Hhl4mCXt9isDpUmKVxkYWFhYTnJqhJM31VExQddv8710CIo1U2FhYXlxBntzAGkR9sdrCbKcuLEZcl72Stn/HpC9aRPsLCwXGfllDcKdcr67OphTaQWm20q/PdcdaCSskvf8BwAoO2Nn+gpFhYWFpZzvAav2ulP02Zyn8udOHlSy6OorSxE9CILCyvKv3wegCZXVUEWFhYWFpYzko+zuuDTJFzwvZPnFF5GhpqosLOwsIiqhSD5zX4qdJKFhYUF9TQ4wlpT9No1c/o5lNpgQdOgmrbOSJ0Lp06eYOHSLm+ZBQDUJlizwQROnH0SA/e4EpNNVc4c3PHT9v3MMErRqXpomYJRWmLZ9m5nt8xCumzUrmZPC6f4GB8DJ+/a5a3Uajo7XRKkdwm+/BybVSYRLDS73Oc9LWBmL33tsrBSWEqOg8q5EyfFQuma2hNhKAcfZ+GRjyTMAwAABWfHe3Hf7q2b9x6FmAUc0tc4LVLsxu+YyciYnOimjKz7t6c5qNwLpTJ84/5My12/HHoQ0ww/6yvGPOC3oO/GWugK0FVXc6dPwGH1xE/C4pQ0LepFpHoozkLxBAsLy5WLbIqGAZYp9CHpwiDWx1Alpm/mnZsk66kTJy6o2aYBAEhVYTfZWE7xGBS3NGHQXCwsLFKOaXMADJb432RhOXHqtF5EFVJr214bClw//cg31f/hWRYWFhYWPvelDRgdmIcSJ1hYWDiv8ciaRLrnQzJjDXFqLCwnTp6+/SJrbRfJdLqbOGTmfHj4db4mUvcELH0J26XhRH2YoAmmqrU7Vv/SqZMnWDgelDROAQAaXttx0Cme1o5kmJnpz7jHfp6FhYVF5oayuH3O++4FAACYLw8y5mBhOXnuqnv+qls62lxu/PnTFd0WKMK9L8XVjV42wiowFa9zF+36agqAifoYlWOHtmzbtpvpGAsLC8t5foNXLQAAMJKP5meFuWG761ZPHxNS6xIdBI7u/XnrrsN/MLOwsLBwq0fWkMmFjpevsir4VwAAejNthc+ePM/rWAVr/zzB8RYvCwsLiyAP6qb5y8hKhjah20v+xIZzWoRvPr3HGIaGhiQlJf39/Vd8vqSz1dXVenp665kmY6iP0beySIdb6eYny6LtuP9kZmZmZj52ig3t29pPAgBQ8YGs54+zC2u7a/D/wcx8ZI+wS1Hr4inz7iBV1PHfmQ6e54xuYXwvbbK/yPom1x/MzMxXTuw5cuWRWuRnL08pD9K8ap5Id9XRTC1ll77BOTA3kunx+MpRZmZmZmbmCyirmO4RCgAA0GZy3WWP7j/Er+YY7KPHefL4sQsCLrmjADS5qgjAp/9gl3qR0T45DwAg4YI09h24YnpXR1nkAjPzn+c59PMGpwAAMyN1T++cOs7MzPwHm5qRHor19KWLJhWIzpqFtvR0uUv++N2mvcycjxZ11ooNJnD8hKRFbPfYHADEZBNlqLPHYdQHOjuab/H7b4dvhS2d0uktzTc28K6sCH+k+7SoZ1nrvbrOBupehMmynFN2z+8bbXS+d2XTbgGZS8dOXuPUNnS6J3z82P4zei8bF2gAgJ4IA1mYl98v8plH48dIAFBwtjwX9+7aunnPEWZmZmbmE/xr1tkcRx7rZAbGCxPRjrfEPMqgRayN0lLzZ1jSp+H9ZTZuvfb0Hd3b23M97/IYV9AfmM31NZB9nEgBYG60yUbmyrHjzMzMzIfZbj5LqYdHPaaHyp0V+H5nZma+xLLnGOtdqQD6/uyFQay3gVoikVpgyLTxh4NHzqrSdTZU8irzjn0o18ggHcmzzMzM/Max0wsLgyV+kszMh3dulHbNmVrUtLZXBpzHfma/73hf7AgzMzPzH+c0XRJ7iAsAgMnePFOx638yMzNfPbH34DVdrXj4BcYa4lSZmY/u+YXfMLxvTUOAhqf6VsmLfXYkUIgtwbqSh5iZmZmZj7Iqvcxc7HbWhwmZBtV39XrL/vw//9rDzI7orC07pHiMWcI0qmsUNhZzfTleEqdOMDMz/8F39vivIgFpzXSdDTRmZ2bev/NXncRVljqpU0UPL+7cKec/Dqn3vBJXfxSFpw/tWhJiA2NyZgCYqI9R/vPQlm3bdjH9yczMzHyOX/8lXWef8F+G2TmB0oqv7JujAgCodYn2/Ef3/rx1J9Pvx5mZmZm5oM46nDi295xlDgCgN9NW4NjuzTvv5ZMAAAtjDa+0OC8eZ2Zm5jx1cCeHjUMuMldPmy3XY9u1ReL54Jp37q4lfF5n/9J5A1pttJ6leWobAADQxhrDHZVlbqHRaDRa6zbXTfnw7B4AAK0jF63Jd+KYyJMbCnfRaGVOQRWPNApdFkZyvZ0e35bl4LoUXM/4YkpzZoCOpOJdNBqtr3xsy6+CkkGfnSIvC7xzxSyB/uKZIm0l5/5hCm2o7LmxnLwyGo1GozWVuOTuJJWNAUCfN1AVvcl9nVdSVe7hHe2HOuaBua0A9CV72cOhjYqC8gPH6JZJAAC5PdddiJdd5KTEHc37aPQ9YR75F3ltAICOYi9ZeT4tNBp9V+OGuvjxP9jR2hHIvIGgeWj3UJ+b5C9bjqFWmTd48EBGFf0aP7KWeYOGUOndW06bLQ0kyTWpEeoWLwcH32jJmbysXbZd+NPzBtr37sret8ls7EwKuHtk2x/sPBK31cW4L0vd09DQEuWUfJE7uwAY5w1uq6qqG3nhhr5p3iDLgdvqddPSwxRilIO86ItSOq62Vw+VfJZ0lkZOMTzz86Gbsd10d2nL9tDkNipbbE2q451UFEOnARgoxdxRlLn/GI1Go5VlheSNA4cmAQC09sJIA0kFDTQabaBxYvevHLweiM7Geuurv54C7012bNoprayzNG9ggr7KdE1MXUZJThGNRj9wS5wkkeC8wa3re+SeJhEXszdYFqmH2n9MSElAVhqNRqM1ZSTltN5UzwBAa0z1076hdA+NRusp/P7zr2JKUXB0AOcNVPmOihp4d6xpI26dk57l6zcrz61N4F/eRt2URaPRaLSS5I0HutEd9MWAMEHToLbBIS/ZLb/8IbTKvMGjBzIqT17iYHdlKM9RT1nuLhqN1rzHseO/jtq+bmacNxC9sE0b2/5ht3u2PUriwE8XTLLojetIhqyYoGMGfTqI2tFSVtlAXtu8wS05JbOgzBEy+Pi8QaKa+AUWkwwAwFh1grUqz/5tGllTAABSVcTTu5Kq2mg0Gi25///bpmqahUzFkHteyR798QQ6aXZdtz99ft5gamqqqWkdT0YsC4w6S27LtXks4RhXTSAQCO/SHkiz6nkVAwDA9GAeVv/0vmuaSq4FOFySjQrPHc/JxVMjg8315RkR+uocy3V2Nt/V8KG6Wz6BQCh7qXxqJ//t2M9Oa5cF3rlq8ZJevMOpWiouQxO0uTqs3qNbvikEAoFQnRN5S+yaYwwcfVLH+xqTPXzET+48IqD0Kq3sXUlp7vtaAEj9bQ0EAoFAIKR4WcjcNiweBABQpwcrXMykT27is8Ok4nD5psriWp7FAIBSfxV2TZMiHA6XH6F2m3Mvi2pudhN9Haw2WMAspLG10U39ktB9f1xN2xRcBxvrqSMQCARCdWmRnpyQbUonAJSxzuZc34fn7z0rrcDhcDhcU8+KdbAcy0s79/OEtS4qDW36bbS9vGcllVpmKPow8N2y3sdqOkudGuqqJRAIBEJlXoqWrMTzt6O9rTESzEcEHnslBeud+e2ipW9qvocGu1nMxDwAgDzS1VJNIBAIhLwoT4Vb6q9bAKBNd1fnOBipoGwScTgcDoer7VnrcbdVdVbMsxxaxJqw++qYJZ1dIPrK7Nh9WfvdDP31K3S24Y33w5u+QwDUhGiqmroXVxEIBEKq5x3uG3druhcAoJb6Wz5QcMgiEAi49LuXd3HIBtHHQwuDWB8j5di+hbfWpy6JR79539xNBABQp4cacOW616/+znr6rnkYDofDphZMTk/PTw404HCxJlxaHonIJnrSaEeGrcCf1wSELCJwOBwu10eR44pN0iAA8zmOeg/veRQRCISSWLljO1Dar+EEPGV2pBmHS3aU1LTxaF3TfsPVdbYjwZ6TVxeLw+FwuCTnO9xcBoVTVACgzgbWtrR4al7m1fTB1bRNzi4AAEhjvbCyEcqLDW4JWyXBVfgmb2llS/8sAoFQGK1zdtMx28xOuA42NdhZg8N53TtjmNj8YQs68tbpym8bFQIW7yKZLXsicl7zecnU/Pz8AqBMz05OTlEBWJgdbs4LlLl9xzg0H4fD4fC1HbAfTZnsbIB1kBBpcUfe0KsdLqeN9tS+tGNT0Q9LK8PhcLialuEZGm2iM85Fg9UmGwBAHu/GJdryHnuYNQEAICai76GNwysIBEKuj8CeXSpPi5HO60SFJ8f2HyQ9K9Z340V6evr27ds/tQ72F+3rgoFRZ4kVcXrqqvn05QZqrKnAHfMQuA47Ue15ac9VtE0eFYCxdNOrfKZdMwzuOV7nZ8wfsuwkJDHm3i1NdAoAAIDZGJ0bj90LPrt68D7wDpvt4v7TBj9lDdfRWTCS6/3woV4dPbXBF1rseu5vJhYhDOZlSLH865i8de8kAIDS1rLs7gzq+xCZW2qpndCaSvNRO/LLjdgKIgCUKCOpm+hkCiAnoQX4bRMAAGChycGAb9cFveGxRXesDRG0CM18k2Chpeoat3pTF6B5/V4kPWqyyJXbPu0jX24uQuXIztMqpUi3dWEiw//+veRJAEb8FDWeZzYwjt9X01nGMPlU+bph+gwAeDTv5QchVQOlGNbfLga+n5zNMT7/JGBsxZirK/+uDCqwGhYiMQFjqh7TscpbPxk+0NmxSAcFSQx9xrA/x1rlYfiSzlI6TFg3/nnTFUlmhc62ZGB0RNw6wHyeiaRu5Hv6p3XBChLC6fgJAChvjNRUb8fC9702kbpvv7jfaGEgPtBK1qukKlRfWsutd/mpQe8brPsuX3eNbwEAtDU3zszQB+Ut4YpGfglDDEXcFXWbmVXwcWInAABQqixFTsv7NwMwFakuq2WWCwsq9KGErncJ486mgWS0kcuL5jVtdlpNZ6ngvZsWt1IQnLUl5j/jvyIf0T4NAAAN4YLmwalJr2weqjrFrH6qOESL83ZYAwAAzJeiz4r5lVMAAKA/VUdSIXj5jqoiF17L140f6mxn3OMjm3bbZC3uXaa2BWjzS6k4RickJCSm1Q4wiNts2WNrm0DcR5uUgVhD0Xs2dUjvqStO1NQXv3xOuDnZhscpdzHtROVLetnjAIBedxFxYz/YL2t1U5GwxtYjZPpTTP/ctM3ozefukPjC8Pl9XS0tLZ6enuua6FJg1Nnu3FA9RXPEMZrj9NFGZoRxAAAgVXtdZxJ0Te4GANDwL3gu6+AnGersXFuwmcBynR0KUBBV0c+FRkd2xKuits8Ott4HarLZ0/cbTOToyzz0mKCAVuwzXW1PZPvzO181fbsXrYvT5hNvkyQu/a7sngEryOTo8mWHjpcamnfpPQBAznZTPnNCu2QYAACyHG5LqMbMgPEwWckHEXDP9nSapyITm84wklhdqKBZgLPh4zta1iVNqzcTKeZCt8PpOkspe8HrnPuRLzfkwrd/r4BVP1JscyOvXKWs3gMAQIaxguPLZTsVP6ezIFRXQDdlFoA6I2m5oKLRWUKy9HnxtEFAyTc+q+238o6x2SojTSm/Suh3pORQS83Ej15O+rGwis46KtwMpDds9eHK8qYvl44gzVaoHd18+Uk8UpYrdLYt01ebz64BTCWoKbnlLfblKQ3PHvAG5HYCQI57cFP27mv4cV9BVEJuI/07LQwkhjsJGwa4at2y8MtbISXe0hcuKhnl1c0CAGYnRshkeoPTE6tq4h/PqLM9WK1TXCrx9bBWEhMNUDyu5QCM+EmL3LYqgc80p4cnvVu27D2RaWDi9rx5TRsOVtNZCi3ZUP3Os2J6OfXk6clLOb3tBwCAxgghswAnQ7TmfYvihtW3FmdYo9RC6gEAYDpH7Q/BALrHDWRFRb3vWba7oOw5v9UqOkur9lLY9tul8BqkrhHLEy0U2IREb9y4IakRkMd4dqRa18ExvH7lK5ZCgYPUEwcCsro99FrCMqhx+R6H7gxH3qe5dGPwjfoV/ZwJAECrFTuvQQi9+4N7FZpRvbStsTHk7o7Np/0r1/GKNwAAaG5u/sw5hXU/d0ulkMnz9J3TjDrbmOT7SNweP0EikUikmcnmtGfoR4oZfQAAMFzoJnRB/U3XPABgoSFM6oJOwTiDbI7W+hoJhC5DMhhxV0r6XkgPiUSamRjo6hha9UKn5aE88M4lvbBhIpFIJBb5yCvZRMzQAA7j9ETDp3WKRCKRSFPEqii9RwY67xcnOfvSg26gxMNwi2dYKGT4vzkSiUQiTZYEaOoaLC5FTLwyVULJeXUuAACob931ZW9FTIAeT9TDwCK4KYHWk255WVC7GTkH3xAu8MjmxuXzN3UiZpb3EBcTGIy1lnoYS/el8QJnLrvU1b8brVr3PNMJzcglp53sDNC9ZpUxMjExkmIhoBOcx+hbH9PZeRKJRCLNDjX5mUiZZEwDUKavblLRSp6sKtRXfFJBASPJuhd0Ahf7s1QyiUQikabrUwx1bgdVQZkZjfM3UYv64k3gH+jseLSDrKBTFvxtrngbQU2fQgTx/OArkT0HxZ6/R55fobOtGZ73eazrwRBG4u7zZPwMxDvcGWVw3SQGB8BcksEtCWXvNhKJNDM12NU+OLm4+3VhKDnC4ZKYhsA1oZgVF0fSyC7SrKqe+eNQB6kU2uIGiKYwRSO/BMabKurD7l6Vteuj6wK1GWvIbZ0FwGCoxg35J9F9JBJpery/q2N4eln3oO812sj1RcsX92dplPl5CoUK5mcDb9/zQrI9P/zSSVUb2wAAAM1RQtq2EqwXJLRDppc3k/TKNjUSbytzH16LN5GvdVHQJrmVRCLNjA309PRNLb+ArcCZ15IRFj2QssyEt/yukMewkDc7VmjKfuEQExPToTOaT3MmkZip0kdW1gEVHzQpFFinSL1JFrfMPJeuD+qIRZn44JYvdjcmLfVnae3xypf1ciYBAK1PRYXuPM0mkkikydG+rq4xEuIW80VON387dHN9N3WBtZy7Xfd7ZKa7cTXN7XAXM6PO1sQ53Tyn7haEwWAwmIBAjP1D0Ru80a0AANCV6SorbNFABQAAckuc0gXdTAadpfRVehqs0NmxbPu7QigNNwwGExCUUtK5lozhAtWPid7z9ff39/fXu4syjCggA2rxC+ObXA89AmGugr2NZQRvKWQvtrutr3wVVdG45ZWh621KMHzcVlPigVk2fWvXULTBbS3TpCkAACCVeloqyIWPgXp7ccvChsWdwnXB4lK6hPZFxWuK4rkhuXfDzzec3jO+nzrZ8gbmx89DV10InUAfAwxmOXBYvVr1jCVtLFXu99/5nxYvfTJcaSK0R8YkwN8/yEz2sIhjEmNXYFWdJQ/WJAZgMBgMxuvpfVVxq+wZMP9W955L7yAgVrx31LVpAKA77vFlvWCosyOE/AhYDi76Mrc1I2uoAABA6YvyMlAO/URHZfWwUmepkwm24qfkjPz9/f39/e9riDhnNiI6O0F4fnnnWe3kbuTxlTqb7qXF59AMOl14Ze8aO8OvFRgSYS51UMY9jwbIJZ5oIQGlpxgMBhP0uoDhnA51ND3IYC8T8/Zj4u+X//IKbXbCSY7fLmeV/UyEQHlDv0RGna0KviuiszRbN1Xhg9KPA2A00+a2oLjmMwwGExCcXr7ytp32+EcGLh5frrOkrqb6tvZxQOl3kXyS0r/UaNfEPJL1LgMAgNZYgZtS+zb8hLJddt6UNt2WCl3Sz1NfXegRtg0AAKaqHCQFJZ84YTCYgGBs9QdXHWU5cK+iswvDIeqX93BYLe8uT2MfyXNycHBcY0MpOmTWDS/ucC3UMjP3ebdiN+Z8TXIMBoPBYDDeRjJiJpgmZN6gMULY4EVpN2OzRCEkWCA6S2qIVriklzNJBaA3+pGMkIKuFwaDCQwtaGDgRSXGPmLfxWqIX88zCgCs5R6Z4eHhgoKCdUxy4K1/xJsseI0HXWfbAQCAEGN6YdspTn5ubm5ubh4+AfZzh1m5IxoBAKA958VtRS+oRuSWOOULuhnET+vsbFuig8AlFjZubm4e/nt2r9dy+RYhSHX30RNc3Nzc3NynBGVDSroWAKXQ/f7Jfee4+bi5ubm5efn5Wf84yncra7FD0JQQ/Oix/bIdZWAu2/6RIHz86snT8kZF9IcHwi10bJ4VLQAAwGypl5WifMQYwJnK2de2Lg5S+pPUlcxrWxcPwTbHcF48+n/+638Ug9oZExhvePmAl5ubm5ubm+PCxXPoRLqafEJnSbV+HAeY72GXepGUjhTZIxuOXuTl5ua//Pv3fz6OmmLo8K+qswOloWq83Nzc3Dyc185cuW6bRwLzRTr3XPuHwFjFeyc92wYAuuK0EZ3FhVhJwHK4fp5FSDmuAd4csk46S5tNtubf+vsFWBBnpO9ntSz5ZGcy+th+ruf4pbZjuc7SmtP9noi86AbNVuzXzlxm54H5FBS9evR7HttMKljozvQQY2W+ys3NzcOnZhqzdECCNpHtqfbD9z/+cE6jbvngkjoz4aYki6leZUPQhzqLD713yykTMWfrwhQehNDATGucNfcFWG8FHrmkrRjAf63OjhUkxWdkdwJqozWfQe74Uj6aXxkKuRTAV/Ow/vH//9f/kfVbdvhzqiVZG1Z+bs6LF848iusEAABy/ysjSeZzV7m5uXkEZHwLV7YHq+vsdIO10J8nlINW3IzU+Cbax9vb+5mptIC8OZZAd+zVdXYw4r4chMV96Y8rjzEdSAGtUWcnFgCYqPTRvnzuNAc3NzevkFlw6VJ2ZttcJFmOyXj3fPPVaivC27dvP3Mv4rrf892KfWTpE9IFv0lDrL6VWQrsz0brH/tp5+Gjh5mYmJiYDh89cvhPodtv2gAAoDXfR1srAurAXGOM4kW97M/0ZwGtKek235FDTExMTExXxcxLxj4/b1ATpLJt2w74J/slTMv6KQCQ85+pH9y0+/ARpsVcMZ2UNS5dHJ40xEebmbgzlg55qs5DhucIfPjg7qM3DIrpU5F9oY6Wnn5wfXz2nYe5okIUEZQbKdo3IMI6kfNAw76+ZbFRaI7hOLnjl5933vavXtqwtDBLSLDi2g+zc3j/kWPolww6a5O06k+P9CcZH9tz0blkae/1VLU/175t+w8eZmI6fGj/zoPK3oMMN61/qLPU+ckSjA7rAZgs017mS3b5c4DyVkfTsb2XMlr+zlbbshaA7vjHl/WCx8mAMtsb80Tq+CEmJiamI0z79nHcSmha1FlvQ5XwL75C/AOdJaVa8fz0224I5vhdn76lw5PUUpebB/6UThpY+kbLdZbamBagJxU8BhpN2U7t3ncI1jmmI0ePMu2X8yhaAAB052qj/jgIL2/j180fIi++fTLbVeanX3/dz/OgePkttgvTU55qmjHNqyzdfKizhHAtNd93iDlRE6qqGUAFgNaQoMjJdIiJiYnpELuUXcXksnsuv1Zn+2OeOwaEEACoteQyymVYpmx8ZcL3NA++mufMrl9+3qbmXYlkk7ZAqkuy44W3nB0+cuDwH3SdBaAtTv8ULJ7DxzWepo/ML9POVXWW1percuoAr0U6oo0Lc9NkKmVuanxkZGSk562hOKeUUxq9vR8p1LKw8C1hPC1AnR3PN7p69hB0rv3bz2n5dyItaWOEsJFn2TKBpFTHm3M759PTao1XvqyfMz4PAJgp8RW6eAAWsvBd3ybS4jTm8Lv7Fw6y679a9ztRP3/P9+DgYGZmJli/UB8k98TFuwPW+JYEQ2vTpBYAACBEm7DuPCdyQwyFQqFQKLGbcpr2oYRhAABoKfTTeULfw0tvlz6ns4DSFmguJ4pCoVACQoL3AnPbPrsZhhCkuvf4eWEUCoVCiVvGDc4DAEi5rvfOH2IVlRCFuZKQUdR+/hK5dr4+Ps7WwothrnGhqzQEzSfIB7+B4LUrSkYF9FWWvhAXO0wgDgAAwGzxCzNFhWgiwJlI2RBaFl83nX/vjkMNorNNUdyc59ivX1E3iuparMZzxPpoE0VBNhQKhRIVl+Bhv6STSJ+YGMx25HRIWXmaHQAAFvBuSjt3cEczrAUOFlhzXha4KYFCoVASN+WuytjVMJ6x/0Bnp/srAh5J83OjUCiUmJgobktIJgAAIABJREFUOxenTR4JUN7q3LFv6Z4fLS+2fmhOoOtsyBQFDNclW0uK8AqhUCjRGyI8l8VVsPWLOutrpPblv37xgc7OJFsL7GC5BrkoehUx6NFUnPq1XWfuVTDo0XKdpdSl++srxsyCRtOr165wCtLpolAyKnc9MmAqA1F2imIoFAolKMiv7p22uPhEm0hzVTx8nUNITCHs7bLVvIXpKW+NR4ntq6jghzpbHa6lgClDzAk8RuZuAAUAMN/sZSgjikKhUHzCwg/D33Ywdo+/Vmd7AqyNnnmUA9Bmw6eXPbTkCvUv9YVdCwEAoBXLx3X+Ojurqn5Yx+LsCnmiEWuhLHQVVv0bvNcvPopbXKhujtOUE0OhUCgRbhkNj/fdy6RpVZ2dqY3g3Lr3lt/Slqmp9hJ8KzKnNx76gAtlFka/sHK4UMvaGrPskoHZuiwn1Sv8gigUSlRckuccJ9q/DRlSNEYIm3lXLDtuQ8HHm3G7FdKtvmT1K/rZRDIAAIy/t3lwA4VCoVDcojeMX+P7IJm5lgShnbsln71d7+4sKC0tPXbs2Kd+t6aurs7CwmIdk2wIufXE2YvOsilO38oUVoaauKdyl+8HJMRhsVgsFhv/MjmrrHF0FgAAWgv9dZ5g4Z/PNcYoXNLLnVgq0IV+nJeBQNjKHtJs/bvkOCwWiw2xvfPAyDnnszf444I0WKR0o2HqxfCqQFKBu4m8gF7YYq4SXqfmVbVPLtb9hpU6Syr0uKsiqeuHxWKxcYkeenJPkPnZvlAGnX3nYaaoEDUOmhxQprm1izNEA8myypZ4pHvbEC6oft/G6p66xOOCxYHreOsrY5SIwTMsFouNw0bZPBDVSWSYn7VLXu2e78mkBzxb9srmjCzFNSeiJR89f5UQGxsbm/Aq+bGSflrrkqvQxtuCDDn9cEuvGKgMRguKW8AvFhVoeE/SKmcWUIp17ti39tB1toaus2FzNFAXZ6YurPEsCovFxiUE2Ktp3YtYnJ+N9DZUjfjiHdnZDtxWSc0MXe6pBLsb59XssVgsFhubXMUoeZ1POY7t47Bg3CjfnuOpyW1UTlc6Mi7Jw+Bh0gJos+OSR9v70ulisa/TcvCd8CwqpaUsJR6LxWLDnR481LFOp0Oijr5+8UjA3MFOScTYt5RxZp46M+2j8SihfZUGvSZI3tD/JeOPFVSF3Rd2yUbMsXfugrpR8wAAMEMoeh2HxWKxQVZqD8xfFDJOTnQkPDJw9Vzb/tn6p3qWSXCoCHqDbI2fe5YDQHST0n7dgXQCqZURD275VgAAQHO0kPo9KxstDfGHOYvDtcnON2aiwnouWCwWi42LsXsopo1cHDzblpkUj8VisbHOd8UNokq6GdPOduC2ZIQFAACgL8f+z/858iRxqYkdKPQOfpWKOGbxM2llax/6XQMjBfctLf2X6exQoulNFTWnCCwWGxcf46AmZcY4Pxv+wX1jlOp4c27XxTnPzpcqrPqL/bPR99mJcVgsFuujL6ftHImDaQ69e3Zqw8G7kbXrfkVrX1/fZ36HEY/HP378eB2TbI+5o2n5rAsuar0PfGBgDi8BaE4N1L7pjEd+k2duuqutDW5P7ikN0kMnwI9p7QkqrMZFjE06sc7fVDi6neETyuzw2OgkvVWaybHXU1CN+OyPnlaH3188p0Bd/GGiuYpAtyd3ApA+CnV6rKO9c/HNoCP5lb21L8Ps1FjEbV7lJ9hRAABYGM1/pqxrVUBfLRmOdncMDIHn8SkVvtYqSrEzYDBA8ol3Pr1Jnyx+flVEtwqZc2qJErPwyc4N1OO/GbZ4i19/yTPZs5KvYR95ssXfVFrvNX0CeDDNmlUvHvrgeE9rKzzICQBY6HIXO779lC7DdCWoDHigE1MDqOS5OTIVgBgd7UAcw4LAXF+4GU/Q0lY5WlOS6c1LqvlEAABYGKxw1pezLaQCUGF437lnCBDLi20f2zQD0JvwmNUoFgBarq2MlJQL/PGf6eroh08exMItWAt9ES7asv5w9DHX09LUS1zTCcdCFz77dEZnJiW4KIp5lgEAAJWybNhKfqf5+y5m2QDGBameIj8tPvPF2wwX8kPsLByLAOj3l3rkkrTkV1P97e0DEzTK3OjYyDg9X+QSTxNZGczinPz46wBz9bjCHCvZO9qRPYzp0qgYTe3Xq/1SRHO4kllwCuNka1Xw7bNaHv2Litn90krYKX2ePDs0NjpF14rxVLMnKvewjCPngWS06Qu/td3d2+ZmbJdOX0kgxjyz8fatAIAWonXfqwJ55VSyvZpuQhMAALTHill4ZeSHGAncCCql53SwwlP+tFgCrJ7THYHmsk8SuwEACzPEPuLUYqtRbc6r4fR6WTen0IXPbhksAAANH6q2/bsLzm+XVg87X+k8MLKrRzY1h2lq23jS26nRAs3H+i/eTQIAwNxoa3PH+GyzixDrE28cBQAA5lqwerKWQUtNRkMo3z1nOEdHIfY0t/aRqAt1CRa8FrAxm2vOdEWd0S+eB2B+amCMuLiM0R9y+95D6yzo3/VxWnv+56R19oqcr0MYHR2VkZH51H6D9vb2D5fJviX0v34srmkBB8J9iXYKmjbvRwEAYKA0Aa1qvzSUAgtv3yTUDAMAwEhVpJH+4s2qfW80rlmUMb6R3B5iJZrIuPdusjOt8C1SWvWehmIo38/eb9AQq831vGz5Z/MdyQFaD326kA9ow9lvktsWm+ChzDRn+0AGf+5xE+a470rvB46lGnBpWFQu/hBHopdrWBR9v2dtkIOGWiIFzKXev3Mvgn5jTpXv7X3nNQnIZYpd8RKOMQ29Zf7qt54G07WgPdVC8MT9xd5gjYGagEEqfa1g8LXxqVuBEwAAQHsf/dwroZJ+dnCy4snlzYdEPBkHVYXO2u64JYHDuT1yKmTcak7EWvNFtiMmpTLwoSCrCf2Jybw7CiincgBArdmj5yNTYLK82F7XsRuA/sTHVy1eAzAfr4WS0UxYfPsLEYW79MV/an+YqbqwE5yS6Ih67pqIW9NvyJR9cF/Xaw+NW9hVqC70xgrs2shhkM3YFi+7rwuAl/Z6bgktAEwkox8bJC5NsJNrs9+UttGmB/OK8pHzTD0RVsJcbovVaTY13P5eWmtvst1Dabvy5a13qJZO2mrfpgerah2VzdhLqg5U3sulkLUoyngPHZWwSspEZ0rhO6QiVzqib0gHM6YwkWlg5Ru8tt9TYbyvi/zK28nHtwIA8MZW6/EbROna3ZVV3N71AwBA70sJx6javsrgO7ccMQT41buybAT/L3vvHddU1u2N389773t/z3PnPtNn1BkdCzpmrGik2QsExUiTItIUiIrSu4AgoXcQURBEbBgQkCoISI2hdwklkITeIZSE9PX74wQExwGcV5/xPtfvX+Rwzl7r7LX2OnuvvfZaWy7MJo9pdcYp2GQMAwCLRnpaOTe8GN6HtK8RFiTkrQxTCCha2DVCdo7ngS9/UHjS9maCTk8ylpc7mz9r9tujTKycI0XFmMeLjM5e9CqcBADoLLgRcr+hu8pxz0HvfJFlrY3Qk7V/8GaJ0Bp7WNkpZxgAYJD0JDAirZcjoKa5nzBOFQIAdMc4a+741bYOAMbIycS6uSVB+uWL+lbpLAAAXnEw5qtvD8c0fviSVc3NzQcOHLh3795b19/Y2YmJidevP2TN7olCD3kNs5peAOAW+V3RxIUhOwesjgJbE/OYptme62vwdrBB1j2dr6KszBOQy1zKUz1p+6LpeWuw4YbbV088nu/xG6z0CPBOnL1SFmh/5mzskvPZmthLB7zeqvsimKpJNDJ1ypodD+zGFy5O10tnF6ntKUnurjdpb+6nBimq295GjAg/30vhZwWrMpEpGHwc6BkZjZhgdnn4dT2dhxPArws1VfBKZSM3mB75x6+GLXNhNy0PFFwfUJlDxUFWllcedgEACNvTvJT3XWubveGgzE6zJBFzw+mu4sfcGwEAuiMvnzqLzxDlC6Wlqf32f/daZ07OG+gJ1lciat4sympuX7RMmHfSY7rzvuPRqDfZ7DlVd+xV5AOQ9+aWBu6UlHYv4gGU217ypfcLxqpI7uZuzQA9SRbSVwkA4wlX9A1sMkRH52PPrz1wRrReFA7G2+sftkjjAkBvpvGpUx6Zy5o+FPjJemTO89AIJuP9dE/ffUfcwkSp366VX+hHL/APdhbeMpZ1RnpfwBiJtLB80jgJwK2LsFULfBN0XBXldO1hqWCkNTTE/b7I2kBjtKua8m3RLFI4khR1zTCRzu7OdZa/8JA07/POYUfgTJJo73DuNd/XcYxOm78Gbrqr+/3mPX6FIpuZ7mDuXdAjHKq4HuCbMesCLcRb6RjEzbeq3SkWV4Nv0ZeVeqctwN49MxuZiw4/CfK4FVkNAJWxV9UiZsME+/Is5U0T6ZMAAG2PFVxjW6eGS8NsLS7eQ1igZ/kqSzmK1KI97ujenZfiOwFgsjzaKCRp9nWo+GPnPZMXHBMq8JN1ny8sAOAOxRit+xaNKx5+87XvTrOQXC8d1Sg6Wlzodsn6GmEQ6fVJksnJMxbxFADozfE+pWSW85rkekAjVDQbGIy4tOfX8+E9c/ayPQ6zD3evhQUgfBV24YSeTwtTOJAbqKoc3g0AwwUGspu/WXmpDAA6sy39blaKPocswiXjS84vZgCAz4gzRX29/Wxu/4dPdp6Xl/fzzz/HxcW9df2NnZ2cnGxufu8onEXAaXysq3XubkIBkZjjdV7N0PGZyBCNNfq5Gl25kUYikUgkUlbsDV3di6ntAJO9qbctlRVdXneMCfnjtcnXD69XCye2TgFwRjqqS4lFKdGmGjsdHhKJRGJzD0MAAL0v9bUxhqFZJBKJRMq7bWlh6fp88ZA45mDrffvjG3XcS0ik2tbuN1Oh3hIbW6NrMbkIV0mhrmdxdsR+AD6PXl/6yM1V9+yVJ0QikVha1zUOQL9/8coV17tEEon0KguvvuU/ditGFHVx+ILpfqIDTt/cMq5nfIbDaI0w0T580L60c6w7x++EqUt2EZFITHRQQf+w9UoHspicGW1OtNt5MayTy216aCu/+/x9YgV1hNn5MuacvBWhlEQikQpCTNdsWHnS4zltlA0A44XhhyW1bhYTicQHF2TRKq5piJ1lksKlV/1NK7JuVn24Ay119sex9jEv2obYAIKhtoYY++PHbe82UkanJ7sbyonFWQRbjS2W0UQikfi6c4QHnNfxQbqnrqaWkkik0gx33W83bNALeUksClc9bpD4nEKtKLZS1X5I7iI/uoLSulbX0f4Cf9XAODifRCKRCm9f2P83lIxHCmWcLQQYz/W8vE/J8QWRSHxse1TiKD5jUTsrYPW01RKJxEDDrXqeccXEsmb6mBBgglbianhQwvQOiURq6hydZ3mE1Icmv6z4yS3/jcD50/1ZoaYntmpGFhGJRGJeato1Y5eSMQCA/vzAk2bXMgsQ8ZL8LqmZRhP5Q7WWBrJnfBFVLIhxtDKxTUHG92Rnkau1vmYsFQSvbfbsv+hJqKjrmAaY7usoy80xkzvp+iSPSCQS69onOABCdncTkUgkxtoe1LB0zygmltU2jbIBAFpiz63evMPA9xmRSCQSiR5Gts9ap6E396yW/JVbL0gkEomUfeOKua1X7iQACHkDbWVEIjHBTVHjoumTl0RSZe3AHyZUFkz1tRKJD4zUdD19CEQikUhMcbxoHBRZAwC0/Bsn7YIRogVx3vpY34pJLrDHWpKv7rgQQpnhUeKvyu/Uu0es6Bhi9hTHnpezfFxKIpFIRTcs1m1YgbmeTh3jTea5bFfGPUaGF+mBxSmrmCI6AAhnxtpqiYiwdD3jionEKjIdSVQunGq+dvirdWoebfNWGT0Z1lLf/3IhMptIJBKJLwIMjNxvFIkmk6xGDzVVVccYIpH4xE0VfcTkxevqcM2LjlHPSkkkUt4To0M//UPOJLVxttxIzwu9fafMY7KIxJd+BgekNL2amTBZfl9nv+EDIpGYEHB010///rcTd+tpk01xGDUltweIyFM99MzwUeUcAJihecn/8PNJh6Y/WWhjMeTm5q5atWoxO9vZ2fn7bbL/Fwj6q0Pt9HW0DXA4ffkjCu6PG0SbCZyB9BhLrIomDofD4XDaGpratqEV/SCk5l1R37N+3eGgJw2CmaZgk2Mr/lNM0+UhHWCiNs7FDGeopbh745cyqjgcDnfrRQsXAPryNA/9tOGINg6Hw+H0tZSNw1KbFj+s2EeKPndg9f+3+aAhDud8+1nP3JKaSb0XaHjqtC7ClcZpdSO3WPI4CNnTz3zMTh/c/9vmXWo4HO6CqWd6M8AwMeiaqorKBRwOZ3RBTWbbl1s2nsKnTcxwuwuDZHZsQUtczmkeHm95qoLevOLHvf4pjWPUnEvn5PWMcDic7hnsYfFjLvQeFgDAYO3tK9L/UPQZ4Akao8+v/L8bFHG2CVWDI+RCOyWlM5dwOBwOJ3cKte2bXxSsn9aOAgCrNff8vu1yRjgcTvHIkZMuhEokCURXgsP6L352yplzHE4Q73jJrFq7X900sqQfYLok0kt9/+pVe1T8H9R3UrN8LXFGeupSm/5rjyIOh8MFp9YygddDSrx88pTuRRwOd8HwKGb9zp9+kzfAGZ4QW73tvFl8aVm+7jaU1s2M4jsXf9xxyDuO9Do+7OwpRcMLOBzukvZ+yR9/++mI2f3mET4AixzndWSPpB4Oh1NBH1K2SqhadKXBG8yOccPhcHLbvvjtsJoRzuLWs0Y+QFuqy9HtK77ZdRKHw/k/LZ+Xm4xNdFH5dpXUw7Y3tpfdXXQVu2fNF5uwhjgcDndO+7yRbQxdAAAwQ8+9ZHBC5xwiXpySqm5ILlkwUm184uef9yOqeF5LGRcQX48sdzueux/YL6Ma0wnCmrPrf0DtPW3nGdcF0JUfZ3vuHPrnX/arncPhcDivx20TALyRzBsXcDicstSKTRKHdIxwFvgbdaMAAK1xxnuOKSsqayF01fS86scE0JutvG8lSk4Hh8PhcLpayiaRWS0zACBgFd+zxOFwGgfXbdy5W+087rI9/ndBq3Pg0vKjcDjV7WK/HT6qjsPhcDitvbvlvKJqAWCiNfOsljxC1EBV2cAypVcghJGGO2Yy/8B6drGFbQ8vrPyPdVicDaG8b7yVeFVFWeMSDofDXcAobtn2zU/y5vENTNZL+x82bFRChhdOXVvPv5AyCgC8wYZ7eNw8YeGcwpO62QAA3MF87TX/kLR+ND9vUFea5Yl13+1UNUbe97TSpfsvZjf5uH1PbbSkDp/C4XAaGHEFk6i6Lnqmo8mpM2cv4HA4PUOFPev/vkPSMLJEFI7IIHurHdyrrIvDnT95WErXM6mHDZz2vCuS2xRxOJza2RMKEl/+HzEd78SOmrj9u36SOoWIXOvMafsnr+h8AD6j1Ejsm+2XIj9MbfWFaGpqkpGRiY2Nfev6gn0wa2vrD0mTPV4ZayWzYzMKtWn7Ue3E17PVMITsjoJQJUkxFAqFQqE27j7q9KR2hAWC+tgj4iu/+Wb9eY8i/jTxAmbTl3/7VkLV7TXAcK67wh7U5o3rVnz7xar1KBQKZXK3fAYARsrMTvz09c8bUSgUCvWrtLz1C/rE4out9me2+9Z//ffvft6MQh03DWmd++oKmLVJDkd3bBJxtVcp4DmFwQEhczxYa8+Gn3/6/rsVG1Ao1G+71cJJAOzBnJsnpcVQKBRqs7TCESXpQz+t07o5PDXTHGe26ofvV6w8EUPqHiwLQq367ssv11wIKZhkDdwxQ/+6GYVC7TxjoK+oG0ynTwEAdOaZya36QjFwnM2uunX2H//59VrUQZ/sTs5EVzjuwMbfUCgUaqeYiqb6lq93KPjm9QEAf6IzUGvj6s0oFGrtYQOPIiqSH4pD8tP6/r/3RTfOze9GEi01f/nym59RByyeUgEYTy00UD9//eWKX3Wd88n1UWdlUJs3bVj53X+tXIdCoVAGobkTIGT1VrprSfz6GwqF+k3iN9XTZ3Z+/8tm1Oa13379w55jfjlVxTpi3283vpUdZf3L2nWa+FxGY+p5WaTPdh+VUsUc/3m1nBOphwfAH696qiO1YhMKhdqw6px/TufootvnHHq0vRIKhVrzw399v3rDZpSUSXARD6DypurGH7/87xVrUSiUjl/GvEiK4Ye6Mt9t0iue5ydltsSrbV719X99t24zCoVC/YoSN7pBFB2OZQ3esZJG/YqwipI551nWxxBONl07ve4fqxBV/HXPYeO0NgayGqiL0v1pw06D+D6YLlTe9v23K9cfUsOTAciP3A/9+uuKr77+acOvKBQKpX69chiA23v74m8oFGr9yi+/W/nzps0oSaULL/sAAFoTrJSvuOvs3YzQlbN4OMQDGCq+KLvi29WIsm3ah71a0DvJBwD+ZIKDNAqFEvv5m29/XLFhM2rnYeWnC3IWLRhgDY+tUaj1P3z7/erVGxC1XfXzvoC4JgDgjZJdtZBxgdq8ft+1ODIbAHqKrI6v+uKk7xCL2xil/4//+9Va1H7PjA7OZF/kpcOIsu3YoKKptvWrbRivogl+hd+WdV+vEzWzRdspoXOKAwDcziIHJdQ8YaEwlwOamQAAjKaYA39beTqkaP6avPu5s7nCll+27xW97xknYtesQ1A40/jARga1FoVC/bZL0j2FMjY93fLQQXLnJhQKhdp0RA0r/6vE2l02T0Vh09zJTFeFzRs3oVC/istq3ivrYgpAMEr2wK5ci0KhNpywvG4qtWq1lIZ/bX2mpvR3K9YiIt+I0fGvHmEKAaapT+T+e+VxzxcfPKgLAEZGRjQ1NRfbB3v9+rWzs/OHpTpdEal8BI1G71G47Nk4b/nD7ci2VdmDRqPRaPSeE7pPmngAIHj9WAUjJSNz0NiPyGeWmmse2btPBqvnSwYYKfBVO4hG75GQltknJYFGo9E2D6rYADDVGmmjICWBNLVH6eLNJcM1O9KdlQ/J7JOWRKPRKrbh81MiTdbcM8SIuJLSsMzpBAAQMhnh5w9JSEpJy0hLoNHoPQd075QDANCem5yWRKPRaPSJK6Ze9pbHJC5EjkyzW586SklLS0npPCzvHaq8dXCv9N69+yxvFbMAysNUJdBoNProNV83HeMwSjsDAKCr0FZTap9lHJPNqo9zkNkrJYE+HpTXDcDNDdaWQKPRaPT+g/Y3Ag1kTmgFFyI7G7w8f6wEGo1GS1y6+VK0V8cbjTOW+Ppn3dyBOXM2mnr13EEZGan9Jx2e0QEmnjno75eSkZHaj3Mvankda3AMjd6zR2q2Sy/fLpgEAF4fwU15DxqNRu/BHL8WGmokLYlGoyVkZKTlVEOLWuqcFaSPWEYXpdxSltt/zpcIk3UeuIN70Gg0+pCOnqeXywlJdTdR6ZbhugADqT1oNFpyX1jJUmnrOZ33Xc6g0WhJ6X3SkhJo9BGb8Fc8gOo7eodl9u6VlkCj0biQ7NE5O8skXz+8dvVBr/Z5w4XZlmR0aK/MPhmk39AyRzyy38wGy2+fkUaLoOmbOQkA7M6HzsrSkiKhn9D3a5pLXHv/stRRNb/CURgnmukck5Lcc0LXtxWgNd5XYc8eqb0ySKeh9bxrRgC4fXfNJdBotITUXhkpyT1o9BEts6IBAICWRFsjv0QPTRFlw9tELgBMNIVZyM/prZrZHZGrlj+V7HoUjUbvkZSRkZaWQKNlFLRS/lCnOU3xjmi0hLSMtKToFfZIHdCNy0dygzGSnA6K3lZCK+71JABAL/HqWal9Zg8nWezmBCeZvdISaIx/Ng1AUBCmh7zQvgN2NwKNZI5rBBInoD3R4NQsm+iDzo+rkOUft4voqoWeJyy0stWNViYACGkvHMT+faN18oKzk4Ol0bFeBsfkTiBMarrEds2bSzKqYwzlJdBo9H4VQ6SSxmRlpOoxRAc1rl3DGxgcPuycMnc8pT3F9oTMHjQajTX1b0aUnTOS4HxAAo1G78E9zo63VcNg9ULr26t9cIclRaqw57xbEuIR6i1x++0/1l9cLHXNn8fAwICKispicV39/f3Pnz//wGQHy28H4vF49/CnC0+DT7anRXjg8Xg8Hu9+IxYpHSHsKbsV6hcYGPgwiyLgdDy5Exx8IzD8blYfwFRL1i1fPN7Dyy8wxNcTj8fjE0h0HgBwRsrTIv293ZGWbhNeLRk8O1T37FZw0I0AHzweH56QPzj/ozZY/TgUaQrvFZ2MxHgJOaz8GF9PH9+AAH9PPB6P94kuogIAMNueRnnh8Xg8PjQhuSgn/abXg6IpNm+g8pmvf4CfX0wpdXySVhAQEBAcHBBf0MoDGCTe8cDj8fjArNQITSO/1xQGAMBoy9M7fqEpNTwet6c6LSjE3xMfnEMeAwAqMdYTj8fj8T6B6RWkp0E3o3JaRHPVzpJIbzwej/dMmItnnGr3OvXjjzLXXr9JXDxdm3Q3KCjIz+9GYs0IAKsm8a6fX1CQn9/99Nb+nlf3AvB4d0+/wFA/Lzwej39U0DIDAMBqzI1EZBN8M7uiLDHA2x2P9w4MCgi+ldc21Ps8IiCQUNzWSIq5GXD3eTvAUN6TAHc8Ho/3u/eooCQv0icyjYpkuuYOlzzxdcfj8V6BpQtTBLwD/FFSSgQej/f2Dw3w8cTj/RPyKQKAzuK7wQHBIf5eeDw+NrdxLhpQ2PtSf9t/7TgXP3/7iDNQfT8wICg0EBGMu3dATvsbN9Jg6T0vkXjxdwvaAQD4jNqsuwE+yOu6hz3In2ut59Vj39C7hVQWMNsTH4f7+3iGRD/vB+ivyApxd/cLCvL1dMfj8fjozM4pAD6j5Ik7Ho/39AsO9PPxwOP9IuNaJwAAyAnWlyMKc+56I3QfIfJiD5JSbs/p7Z2k2QArAbs61R+Px3v4BAb6+3m6471CImv+sDA6r7cyGY/39A8M8PFBNMXDN+hBTQfySeM3ZwaI3tYzph6JFR6nJEX7hiZXcbi8/tqMoJAAT3xQduMwAHTksU/VAAAgAElEQVSWPkCa8A5IK3+VGHQz8gVlBkYbE+74e4o6zT+zYWBWVpTUSPw8YeFvxucNcACAXxmh+t1Xu0LLF2zlT9HL64oTboSEIu8bnV093+csHK4mhHnh8Xi/SAISniQYLLsT5IH0TVZOQSIhxP9ZzVzA+FRberiPOx7vfitpLuiY8/pFsCcej/d43EhvefHw1s3o3O6RvsL4GyIx4T0e5jRxAQCEjQ90Vny5zatoedEc74nKysrt27c/ePDgresf8dwtAABvootGoVDaOwfHFiznBTNDXe0UCoVCobR39opKfc6Md9JpdDqtd5gpFDD7uumdXfTO7iE2AH96qLODQmnvoNE7qR0UCoXSP84SAoCQOzHcQ+tAmmrvGmAs6XLhTA500elddCqFQunsH1lwSpc72UcXcdXRPSiaFgr4I90dHVQqjU5rR/6DnKkQsga6OygUCoVCHxgaHxvu6ugd5QuEbMYAlUaj0XrGWVwea5RGo3d20vpHp4UA/Mn+TjqdTu8Zq7l7UselDjnjwp3u76Z2Dk0KhQL2xBC9k9ZBoQ1PcQFghtGLcNNBG56cGKJ3dg9Pi6ZbHAZCu2NgYtbBPFhmLPXvm/XuzDsjyp/o76bT6VQqvX+Ci/ykUul0KrVncJo9M9ZDpVDa22n0LloHhUKh9I4iSznh9Gg3QpfWOTI5OUTraKdQOuh0Gq1zhMllD3fTaX1jzClGXxete4gJwB3tR3qG2tM3PjHWQ+0aFBVFBR5jgNpOoVA6aBNLLtKE3PGBLgqF0kHrolHbKRRq/whTCMAa7abTOjtpHRQKpWf4TZZMbuMD2fX/57jnq/nOCAFnopdGo3fREcG0d1BHZ94ImMfoEWkKhdKD1FUV8qZGeulUkf509r3R0pnxXmpn7/iMAPjMwf5uGrWd1j3EBmAzhmjt7TQ6ndreTqFQKN1DLD6AkDfWh7xoJx3hvqsPkVVLvMWVexVjA50I6T5EXgIOY6h7Tm+7B2fdzkLBxCCVQqG0U+l0Gq29ndJO65r4w7BjIZsxQKF00Og06uwrUOl9kyyRkrCGaaK37egRrdK5zIFuaufgpFAo5EwOi5RtkgMA7Im+DpGyDU1ODNE7u4aZAuBND84NLwp1LqmYkMsc7KLMExaF3jfCFgAAO+Mq+stf5Z/RFgx3/szENGOwk05HmOwZmR8RA8CbGujsoFAo1O4B0bvyJroRnWrvHhkdHxqgUwfe1OAVzgx3UdsplPauwTdFlKdH6R0UCqW9b5ozM9bf3dk9MsPljA90Umc7uW8U+ZbxX+L3fb3h0OOWZQVzvC+WPnc7OjpaWloKn/FPAPmG7Fm7up5lHatcJvgdadhN/3bANesDJ9T8VDFZ4Lll1X9eeNL+wY/0fFjQn1mbP3l3Ou1/QQgmo3VXfLXfqOZD58H6YBCy43C//ENS+9WS4Z9/CiUlJWJiYovlkWlrawsICPgoxD/jLbxyPoFzbhr+kOF7HPLjI5v+rhVV+1E+058ehjNtN65b41n0cYbLhwP9mbU54aO4Aj9F8MaC1L77Rc2778NHpn4gCKYjdVb+fOoafVmHE98bdDpdXl5+sbyIdXV1ZmZmH4X4ZwAAAG9mcnh4eHh4uDTKQMcljDb1Iadi7OanmhhpfPaHP0r4aWIgx+2InFJC8x8Gl34K4LHGi8J0z/im9oxNfLKW50OCO3rbWOKEY/KyCkH8JeBP3beQlrOJW3Ij589h6TzfFAolJCTk41D/DACA3qqUoMDAwMBAywuqV2Ozhj/oF5XTVeLv7pJB/l/iNoDRmjgXj9Ca32We/qQwSs7Ga4lvVzT2i46vH/ikWf0w4E1kRtj7JjYufedfBQErL9rei1D9kdxNVCpVTk5usbo1Y2NjFRUV8BkfDY0EuwN79+7du3e7rObdko53Jur+0+BPdFeUkmjj/yumTQDAGmgiltWOLCuj1V+GzheeClu++eqXLXvVLqe0fIx4zU8MAnZHXVFl+0fZyv8wEPJoDUUVbR/L3VRUVLR+/frF6jBOT0+3t7fDvwAEzD5qG/kdaB8a/5BbT++LmpiLqE2bNm3aJKZoX9z5oUedkM/j8T7tTSH+5FBX8zsF0/3eI1Mo4PF4n/oMkZrqcGz7hg1iYpuOniU0/mmJ88b76e/qt2Za36e23yTk87j8j3DO6gPio3KYnZ39448/LhZv0NfXl5aW9rHo/zPBpqbc9HF+B4JyKpeXau7joO15gO7Zs2fPntXFEzo/ab/iRwKzKeeh67sEExL3rxno0keMtDW+cMFAX9sC/5L6p5cak9Wp0dfe0W2ut5P+uFLxZ/wVqK6uFhcXXyx+trGx8erVq/9crj4OpivxGsfEf49d2BvJf2WEzTi95kV2dnZ2dk5lB+vT/uZ/HDBehplJvkswytZv593418B0X+OrosKi/NwXxeXdE39a5EMpHoa739FvEtou/xITo38hDA4OqqqqRkVFvXX9jZ1taGiwsbH553L1cTBV7qJycMvvsVU++GnT0o9/xsfCeG6Isfi7BKNg9na84WfMw2Cym962d/TbTg3HlL+at89YgOHhYQ0NjcXsbFdX1+/dCv8jMdMW53X1yu9h4pr6qmvpxz/jY2G6Lu22+bsEg48q/Kt5+5TBKH0SYvqOfjP3e1j2V/P2GQvQ2NgoJSV1//79t64vyD/b2vqHqYH+J4E/SWusrXgH6ruHPkLKyc9YLnhj3W2V7xJMA2Vg6af/94I7TGt+V7dVNlGHl376M/6JyMnJWbly5WL5ZxkMRkNDA3zGZ3zGZ3zGn8LLly9Xr169mJ2lUqmRkZH/XK4+4zM+4zP+ddDa2nro0KHF6oPV1dVZWFj8U5n6jM/4jM/4F8LS526bm5vd3d3/uVx9xmd8xmf866Cnp+fUqVOL5fkeGhoqKCj4pzL1GZ/xGZ/xL4TS0lIUCvX7QosLzt1SqVT4jM/4BCDgMicnp7mf9jniz/iMt5CVlbVEnu/P89nP+HQwRiFmZZMG/xekXvmMfyUsPZ9tbm728PD453L1GZ/xTvCb07ysHMKbP908pp/xGe9AT08PFotdzD/7ceMNeFOjY0PM/y1J+z4iBMxRGo3aM/YpWiAuc7Szo2OAsVjGRwFrlE6j9owunkeHletx8uBJh7r/idl2hMyBjvauvjHO/3ynh4A1tgxh/TXgsca6OjoGxv84Uwh3uq+zgz4wwV8oCAGXPTY8NPNxpLN0vMFHjZ8VDNfnFWR0fGpZ3P4HYoZaGBrkE1XwKWawHKcW3fL0ekqiLZIVlk0rvhnsE/mybbGG+CP3dMW2HHUi/5VpLP8khFxqspfXrUeFg5961salwaGXLC2svwgTnSURnp7xxI4/VLbRlvjbnoFPy6cWep84Y/3Fmc+oH+fbsXT8LIPBqK+v/yjEAZivE7wD8WVLFpf+jKUwVRGlhJFWDvoUEwL0Vd5Vl5Q0v1OySFEQZtW90/LSp/zzF2tomoI//P2eMxGfbpmpP4ZgpvLa/v2nDILJ//Ody8zqe6flpbH+Lz/BqflAbaympKTJ7YKJP7qju8hOU1LGNHZgoUll9jTfcrHO+zgZUvPz89esWbPYebCPmd9A2Jvpd/7S5eI+AAAhZ6qzubq+rq6mCsk60Dw2q5Gcsc7KiorK6tq62tqqiorqOvqUEADYA+3k2ob62mrkcHw1fXTpec7MMK2ioqKyuq6utrayoqK2oYsJADDT29pU21BfU4U0VdvNWGo0CHmDHbV1dfV1CPWq2p6/tDTMZOntoztXrDdPWrbqC6YZg11jy58Zcoc7yRUVFVW1DbU1VRUVVc3UkWWau96yiGOrVipdS1zk1P10xR35XSvWmCTw//gFhANEPdTXGPtsJsBEb1NdbX2DSFcq2ob+/BSXMzlEH15mggvhaGdDbW19fQ2iJ5W0seWafMFMmc3WLdv2mZb+CU6F/CFqXe2cslXWdH+kOlbLA7MySn7XitVX4t8jgbyQOzY62PfHxdAXgjvS1VxRUVFV01BXU1VRUUXuWG510v6qaMyqVScdCEN/dEdXvoX8qv866dXBWMA9s6vWWRcbUf1RCjEund+gu7ubQCB8DNoAnLrbV9X17GpHAQAEDGriDRtnR0dbSzNTU1Pz6yEVs+NyrC7J0szU3Nrewd7B0szU3iWhQwAAowWxQfbXnOysLUxNTU1N7eJIS1YbFA6WPzE1NbWwuepgb29hZursmdoNADCQHeHrcM3Jzsrc1NTU1PRqYs3gEi3xp0seOjpcdbpqY2Fqampm5ZjS/HFKZS4PrJZMy9M7fr5MWK7qC9m0+vyEqr7lEhBOVCSHmJqaWtk5O9hamZnahD6uXKZxGm15biwjrWYXuwixmdZsOw3xlZceL+K+ZDcT9v74vXpwDR+gNSvQycHJ2c7K1NTU1NT0duGfzrgmHG0tfkhcZuSioDbZ3cHBycnW0tTU1NTM/EHl6HLJcFpua2sd2G9U+CdyFglYrx47z1M2h6Smv9J1wm7LttMQX3HxMXv5uXP54zXlL583La9AhnCyKiV0nrJZB98vX+Y0ZozywmSfjIpV1B9OTIfq75jK/OOUO3lkAffsocZrOhintI+SuqihoUFSUnKxfF0fM//seJarhb7p3V42AAB/oMZLe+u2bdu2Ilk0D52+VyPa1enP8RbftmXL1q1bt27dsmWL9DH3Gj4A9Ny3Ud+6bdtW0QO7zG4VL6XDAmqKy5YtW7bMPnboVAAZAIB6y1hxXlOSdvcrlygxxR1/Yie1bY7dndJOqbT/x+74fwGf0Z0XZiRun8he7hSDVZkeZpmw7NLWgqFUH50tW7Zs3bpt69atW7ag9ZzSl1lVhjvZm3DVzswlepHPIH+ip+DWxR12CYtslg3le/7ytdjleCoAlN7SkNj2RmDaoQV/2vB0F0XiYsqXdy//hbf89q1zOrrN+N7yKxdM1cbHGauZFPyJdQ9/8unVvW/Gxg5Jh6SO92/lgwER1nabBNbyfc38/qTHoZ65Pcu6WTiaGaA3T9l2a9ulLPODxpvuS3RyMHWM6PyjO2bGWpMddlwIeqsCJp9FD7fRuRRevTw674el889+xHoKHPpdcwMLHxIyQgSDdb4aa/7+5VerN20XFxffKilr/6AcKf7an+cvuVt86/ofvvvhu03bxQ8e964VAEDvIwflH//zixXrfhMXFxcX36ZsHP56aPENdwEtHS8uLr5l7Tff/vjj5h3isqohzQAA1EhT+e//84tVG7aKi4uL79yhbnWPMrbo/JTLSLDb9e03X3yzdou4uPjOnRLansldk39lOYSxQv/DbinLNjd80hNn5ahlF5IQDKcHnBcXF9+48m/frRbbIS5j6Jo5vmze2p7cx3tGLb7cmCgJOnw9mfnH3wnyPZ2vvpPyJI4AQHmE5q8//vffV25ESgjIXg6pH/yTyS17Xnge9itZ3r2CXB+5Vd998d8/bxYXFxffsUPR7m776HKLPvK62n0vWhf8iSU/fyrpqsR333zx9S+/iYuL79y55wz+aefEX7mhNlESdMg1efo99H3o3k3HK6nL24oRjmYFG4qLi29c+ffvVm/YLi59zjFt+aXi2hMeueFv/6GdBYC2x8cdbtX2L+ReOJYaYnf+WsL0R/A6L11Pobe3NyXlo6RnF47V+hiruj3uRt5LMNGZjldYuWkzRt/a0dHRFGd0zjaocgQAgPE645qTo4mahLjEbn0rR7xvGl0AAGNEgov0N6v3K19ydHR0dDRUP2USX9a7qOiFwzXJjo6OxorbdkrLGNk4eodk9QIADOXft93z1ZpDmqaOjo6ODgZqylZp9YsWv+Qzy+5d2LF1zTaly46OjnbmZmcMbZ5T/srVHKciTNZ9+XYWyuKunrjTsty7hZM1mZGOjo5n9/8oflzLxtE1KrF2+XuzfakJnl53Fp/M8KtvHcMn/3Gbwpcukl/9cuoRdQYA2nMDlKR/WXFA29HR0dHR8YyWYQxpsZG1CAZy8DI+r5Z3r6Ax2enArjVrZQ0cHR0d7azP6FxOqFt2kdTxgeArNn+8QbMI2ZmKB5fFt675DWvs6Ohob2l+5rxVRutfGVbFr7511O297OxYTJj9hdTlJcYVTtVlRTk6OuocXCGO0bB2dI2Ir17+V3QgI8nT/dZi2tCTfMo54m07CzPlj/0NTLzpH2GjsqamZteuXYvVB/t49W659DxHHDacOGsZeKyBlwEHVdU8E6vJZDIpKVpXSz+xRQgA3MmBZjK5KOqywWVcYiW5ldLPAgDgjvbkWuyWtQ3PIZPJZHKGo5KGU2w1B4QCHpv5Nma4PAEAcBh9ZDL55Q3d8+YWGdXkto7BGQAAznBXuvFOOaf7JWQymfw62fqkpkciebEJg5A/9jr5nLacblg+mUxueJVnpokNzB8CAOBzZ1hMJpPJmpl3QFQo4HJYrBm2AACEPBaTyWJzBEIAIZ/NYs2yOCd4IY/DnmHzAATsGRaTNfNWCVc+h8VkMlkzPAABh81mc/kAMFEceMw9jcUX8LnsmRkWi41QF/K5bISAiDoAgIDLGsy4bXk8oBghzeIs6dflMQboZDL5sZ2Moc/DanILvY/BF/LZM2wOTyB6I9ZbzlUhh81iMplsHjQTnnh5R9P53JkZNo8vBAAhnzPDmmFz3+x7Tb0KOYpPmebN8j/DFc5vTjAVrbP6JwnjkkkhAEz31/ubYfbbP0FKvHobYC3uVbxFl8l64z/kc2dYMzM8AQAI2CwWi4X8LeSxmfUEh73XUkVqwl5I9HeYpBXbGcnJu6eSyWRyfZWz9knnJCS8ScCZYc115gJhcWeYTCaLxZ2k0wIv2xYi89l5cmfzljJXQsE4Oc1QW+5McB6ZTG4sK7DUPOmXK5obCnkcluh15+gKefOVjcVksTlIRwsFvFk2maJL85SNM8Nisma4iysbh48I64hbyhT3LWEtULY3zQj5nHFyiJf5+dgG0T+5i0/GeRODdDKZTHDYZ+B5r4rcQu9l8IV8NntmTtmYLM5b09E5ZWt9muDpEUFdRNnanyg4RtT2cQU8DnuGxWSxBQIhgID6IuaSweXS5brc3wNL17sdGxurrKz88JQBJhsTLXVV42nzLtHT1EwtnrYCAAg6SVc0VO4Uv/n6TxL93Pw8WhcMA1qIvM5txLrBMOGK1pnraSw2e6i5hPA2MqqpY3OPjuY4ugbfWLiMbfY9phtTicwRemMNNHT9cliLH6Sfanax13PMHQMA4I0HGMrbPWgFgPHWypR4AoFAiM8gds9NL7kTTcSUxGeZbaNCTn9tAoHw9AWpnwXA7ilJTRSxWNEuGiiC6bbyFylZtdPD7XkZ8YT4Z5Wt89bowunG/AQCgZCUVj002vEyNaOotocPMPLS55jn8+mJocaS9GdJCYm59TM8AGDTawriCQQCgRCfmt0u6k5GY3b8tcvKEgZeCOnksg7O8uYm9RFK+ORa0Q9mT0F2Rm55x1R3dQKBQEgs7JzvOeH0Fz6PJxAIaQVVBbFJAQGx5K66lPTMso5xAJjqqsxITM7MJ88FT48W+h/1yJicGH5NTH+WlPA0p3aB3Z6h2R34cpOSD1V0jZ0cpK96pxH5ke6idtbtuchECgYKnycRCATC0xzqCDKeeb0NOQmJiRVUJjC7spMJ8clZzcNCgBlKSfYNW/WtWk4iNSl6Pbn4dIY/HOGue45AQ349sMQaBZcCAPBHqnLSRJ1ZWDvxhnE+pTydQCDEJ6WXV7QFmzggdlYwSS9Iforcn1XTuXTfMyl4Bz2b5yMAAMLJUJy81T2Rz6e/5mUCgUAgEBLy6kR0eZPNpNSnzzJaRgTcwfpEAiEh+1XPNAAAZ7QtJ0H0rnlNyGYvs73yxbPn1dPDHfmZCYT45PLmeZZGyGwqTCAQCIkpVYOjHfmpGQXV3XyA8UL/I+4ZE/OFxQUATlddEdJ8/LPnbbOiFfIGyp/exukpyVmEEggEAuFpVv2yNmBfR6m4PZ11nTN7i15kvChtn+6tSSAQCIn59PmeE+5AcVY8gUBIza8ofJDi7xvd1N2Qmp5Bah8DgOnuqsyk5IyXTeNI/zQ/OO54p657kl79PC0lkZBCHGRwAWC8MtlYW/0Z5cMf9ikqKlq3bt3jx4/fuv7GzlIolJCQkA9OGAAGSDEmKkZ585dRPVmaFtbPaAAAwGl3Nz4fnkSf+yenPMgjyIe2oI3u8BP6USUieTbdsZG/HDk+zmhM9sC+DaPI3PY5bZ7Kd8GH3Vq4s9geKHfuYT1i6Hi1oWYY85iRqUW/ujMdbk7nXUT7x4IE9/PWASQAaIoP0DqFxWKxpwxcc+e2wZld8V46ymrnCdVjvcRbKlissplv5TDARJm7vhrC4nn/Z8MIi7yB9BATdYPQ9rJkSwNF7KkzfnGNb4biVHu0jSIWi1XXCSXVJplp6rtGl3EARvN8ZH1eTvbURjlqqakqqlvfY8wAwGRhlLMSFovFYk/pXE5qQRSN/shcV0Z848rtBxDSWkHZU8sLnCFHq3qmvxb9GCpzNNG/7JlEyQ1VwmKxynbP2+Z5H/uLruJOYbFYPYegB+HpYaGPKktizurpu6e3AUB/yU1DldN6Zo86Zk3SSIH/Me8cRm/DXSctdVWl0xZ3R6fm2Z/BItVfv0GbEmYJCNJvGKjHiPwejY9ttM0JAqSpMZI9Tg2LxWKVTdOqxgAAhDPlD6wUVVR8n1EmaC+uaGJPaRo/fc0DGM90N5OT2Pw9SlqkJq5xPUssUCeivc8ZJop2s4vCrxg6PQcAYDfftjyHtKHuEN7yppGRRJ9zWCxWUV33dnJDqLlT0SQAAK8331lLFbn/Qlj20j5bTqen83n7XNGNz7wMzH1FPmVimBUiX0WLW2Tk/zO9SX56ymr6jypG+8siT2OxSiZer/oAAKba0ixUTiF0LWPLeAAAw1k3zdTOBbeXpdjilLGnNLwf1L3pdybtnr0SFos9fTb4VU2ypaa+c8QrNgCjwP+o14vxnoYY51lhMQFgqiTGVRlRNq2LCbMLQgGrLlTr5I6tG9ehj2KxWCxW1eT+sqZurffUPJ7NftSHK1zNz+HwTzte3lTCYrHKNhnN8w44DRKvXVLEYrG6dr73b2XeCLpf+eqBrp6ea0ozAAy+un3xtKqOyf02hCPy/ePOd+tpfTmhemfUVbB6ng30aQDgUl5c1MRGlSwVa/T+oFKpcnJyMTExb11fcO7WzMzsgxMGELY/DzY64Vg135S1Pzt9xexJEzLi+6LcnW7frZ3752ihj4uPW9OC3SlKEObszRyR0s9U3Tmp493dO1gedUnsbRzGP309R2rguYNzYDB1gRV97X1UO6pUNG1kEm9gtH1oI4tuhTEanWx1HLIQqXBLHnk4uuQCn5XqqrttvZiYmNj6PUp+uXTRkn+qPfyy5NrV2+3vFb6IuLR5g5iY/MVsOh/Gci/s3Y6wuFvXvbKPLQAAXvcDO9nVW3TTbrgek9kkth6l6ZA0jKwuhYKJ5rQrcuvExMS2bTMMfegs9dMOA888NsBYng8moIRFzTc59MOq1et2nPYdYQLAeKq77q9iYmJiYut3HnRLp3H4ANAarLjvpx+/+eL71SLSNgTG8uxsVbii69MKUc/15urI79h+0jnT13CtmNiGX2S9n7cIkDEqYA8V38BKrxcTE9tzSs/R/m5gWHx5ps+ObZsVQsoAoCvT+aDYmvU73yjASIG/nH8hk15iceSHVT+v3arkNcB4IyFW4x2JVasVgkpFJkA4/TRAV+W2SD0GyiIvXojhCwCAN1V+96jkZjExMTGxQx53K1hcIQAzL1Bl/dp1Gs4JxMyAI1s2bNghG1w0ATD86IKi2Mpv//7tKpGanA/tWNx/yukPv66t/4iC/GrJDjY1iwcAYNW4Ku9D2tiscCmtmckXAoCA1UN00dolJia2cdt2Y7dnbsZOxVMAAFzaM130b8j9UrjAxuGl4kQmm13tdKzSEV8Bv5TgZeeYCQAC7lTUhWMbN4iJiYmtO2KUUDsqEAIwaXfMZdau3modVZATbbJlg9h6WaPUNj4AMOrvK4nIih2xiqEzuULof+KEWf2bdlqYm/z+X8U2bFazjh8SubAEk23PzY6vFRMT27LlXOiDazI/bde9nsUCmCjwl/UrmKaXWB6dFdYUADAyfc6jxMTExMQ2bN/nktLB5gsBgD/9yl7itx++//rLFb+IiYmJif12wr9g8ddFUBeh7PLklWiB0f/yvMJO1HHHLH/cWjGxDb8c8UgnzyobZ6QkXHnvBjExsd0nzzrYxwQEx5VnB6C3b5ILeAUAPdmuRzetWbPVvgwZ0OT7J1xiyfTOKIPVP6xcIyZtXNY6AQDQV3RJ/aR3EmU5vL0Xlj5329ra6u/v/8EJA/DqHriePu634AhES4LKpSsPa5HJwEh8qH9EGGnun/25Hk4eLrULPv3NfrJnQjJpol+jWToq1xqo/Q1Pr2Peht6tbMrcV7or1faqr3/Lgo2EWvfDWreLZz9l/Snq2Gv1/YtuNYzUOFidtU1D3A/c+qwIF4cc/kiN32Wlw4cwGAzm8BGMriehe1QAAMDsjMNroNfvUrt81cFE/bgcZp+WTVYLAxgkFy1FhMWDKhfvviQz+QC8gRR/jV82y15T0z2uLI85LHNM27MKmWhxJ8qeXVOWlcZgMCdkVDWtNbd/L+0UQeIAjOZ6Y4LKoPel+m//tnKTlJJZ9PgMAEzk37Y/gcFgMJjDxxRw3k/bRgUAtNjLZ/ZsW//jb9II6dN+z5c5ny0NxTrHvRL1yyDJVlf6p52a3mdVpTAY2R0H9IPSJph8ABCMt6QEGmBlD2EwmBOnFZXkjR1CkhuLoo5JbtztVgAAfUUhWjKbf1hxqXjWOTCS7ycXSIT+krNb/+0HMclTVyJH5s1n+7IsN3y7+VLK7AKBN/7ER1spTLSonG5/ZnYugi8EEAwUhtpLHzmEwWAwB+TOXbpZSZ8CYJXeMxME81QAACAASURBVN23E31U2djZ5YLyUdmjWJ2QnG6AsXQX48O7xL7dhBapiePD7sXjrphdode0dGJFheh7qx5bXbgPAMAmh5mcRdrYp3DW52nlKBdAMFWd4X0OexCDwWAUpLEnrPS1HJC+4/Xk2Z8+idx/WN3kMZGyhKEda3C2PmuejOzucJtyoxwtEwFggl5of+bYYVkMBoPZK4u1jsibYAGwehK8tPZs2KV6ycHBXPO4LGbfGauUhnEAmGpJuSIiizmmbZfW0M2H4cwQrbWbj11T01NQlscckTmi6VaB9AJvqjLtugpGEoPBHJdW0bTW3P6dpP3NEjYAI99PNqAE+ku0t80KiwkAU4VRjgoYDAaDOXL0hKEnoXWEDwACVk2gGmbL5vVrduzHYDAYzMkLywukq7ip6PSwUCSQ4TLH83tX7lD30ToticHI7jyg6/9sfJoPAMKJtvRgnKJI2bCK8pdt/Z82lsSckBbb5pwLAAMlYXoHUN9+Z5TPFAAgdvY+rb8vVPVv//H9VsyZ63W0KQAARrmpCtb6bt1yeHsv0On048eP3717963rb+zs6OhoaWnpBycMwCIGmR1VDF/gJBXZWWQUj8SH+EXcfB87y6+wUbha0NI/8Do/9m0klVNG5jR5aTvLLjGVvVrcteh6bqGdrXt+2+1a0XTDXdMrhj7hsbGxsbfcLsppGJeQmQAAXEZ9AeGqur7sod1H1HAx92L9IuNIzd0w0/Uy4THCouNFPfOQZ0McAMFUc3GYooLsqY2qDrdjYsOdFU8bPkEWfpP0226KqhbesbGxUVeNtmKPyu83z63o4gMM53rLBZKgv0BD6heskdejzCrEP9tR8eJBbGxsbOwtX3c9A4uMNi7AeE3aA3scFq13HSEdV9K6TP/sAjs73Zkda75jx9Hzh4w8YmOjbfTkL/nSBjkAMNOWYqEta3f9ZmxsbKi7AXr1Dl3vtF5apY8pVtK9AAAmaaTHHud3rzcpnM34MZLvJxdQDINEbZk18uc8HqZXMuf5Z2tuYX/6UTKgZlZmC+3sFCXJ9HwkXwgwXeWhra/pHBgbGxsbeFXjqF54fhcAt6smw9fC7oTkdmmVM4GB0ZHRD54WkQFYLS9T/c1VtqjZitQkt5ax+HGThXa2p+qR5cUHAAC8obKMp0gbHlaXjK5FtDEBOD13nE5qGznHxsbeu2uLXSchI2eFnAcTTHS8ePIQud/eUMcmIpux+M7QQjv7OveOo1USAHTkuBsYm9+Mjo2NjfWz1Thh4NYxyAfuRGNRvJPmOdmDuw+qGUbfjfWPjCtq7AIAzjA5/eF9hK6l/lmXJ6VsmG4l3VY5JXtSTMX+5t3Y267KqucelfQAAEz3RHsoq5h5xMbGRl/F7VA8Kitj8qKMzgMYy/c75l8MA0SdvbPC4gIAh1aViyjbbX9PPQOz1BYOAAi5fcSHIefOnjx62S82NjY29mFK9ZJHigDesrPT3bkPrHaKHz2339A9Nvau/TnMBW9K3wwAsDsyrHRkbVxuxMbG3vAylFi9Qwuf1EuvDrLA7nbNBYApehnB23DXL5fyJnkAAOT7x13u0/t7buhsQGEsYuPz+8c5AACsOnslRYMbZR88squkpERMTOzRo0dvXV8Qb9DR8RGCooUTWa7n9mnfWxDo0RKvfNmMIHLr9MZ4Od6KeZNaYWk7C699MDZPaweEfB7nd+AJ3vTe0nYWqt0O26RTFo0QHamxt9a5mo3swvFIT/CuAeX9Gc4XnP3JIxwOhzNaFauBlY0r6OYLAYQCNnMyx8fz4NbvJM8FjIwzmltaKR00EPLnOCwOunjaOozOBAABZ7rKxVgBvfJ8avsYo6fgkoaqD6EFAAQDNTY6+00IrxkMRv9L/18P7NO/8HB6hisEGHrpd8z35WhN4jk11dDExompGdEWMI/L5nA4HM7o66IrGidvVbIB+DOTvekR1tjAQgaDwWAwJt4OFfhDLLCzAu4U5aGCxD5Vef96BmMkz/cY1qSiYxoAhgtDThyRiy/qYjAYzXn+Mt98fco5bZo7U/7A7phfEQAIuKyBsjvqe+yKpkUGZqQw4JhP7mjtM0N1FX9C3cTUzDyJCTLt0Ks2nkqbO+XDG4/z0VGNEE09RipvXbx0jw/A7UzXParn87KFwWAw2jKvHJYzi63iCYA3M9WQlKy2/at1WJPq5pHB/t6a+tcAQg5zoobgeMg1BekHxjRbsHhHMLtCrp3VfyyKwKHkBppYJAAACAVcrkiOr594qBnaVTJAyGiwVdplFlrIYDDGB15cWr9ms6RZmShc/I3cczz11J3vDS5u38canGx0rDOQPQV+xVMPO+dsAEHpDd2LgfGD0xwOh0PPclfAapQ0TwiFAjZz8qW/9+Gt3+7W8xkcZbS0tbVQOgBAKHgzNBLtVbX90pkg4LDq3E2xu37US24eZvSXmJxR8XzcJAQQDDVc1dtv/LiOwWAMFgRtObzvrEHsNIsrBBgtDDjqnTtcm2KkrjxPWG+Ubaz5lammwo1SFgCAkMcabgz1sTSKrUXUbWpmWaunBXZWwJvueHJKep/SMe86BmOsMPDYycuk1kkAGCWGnzxy7HF+J4PBaC0M2vfNNyfskia5M7Vx9oe98wFAwGUNV95V3239EjlPT75/wuV+dXVFwOVTl/xyGJNMJCwBuM0eqqpnfAo/eGRXdnb2Enm++/v7nz9//qHpAghGE+zUDxsnLNh1aI5XNrFOoSE/KMH258KS3oTBLcPOtobIXrpDXDoWehl2tsHngPHjxUNoh6vtbPRdCpFWBNmhBtfu15JvWdveyJi9g+J38WhoYvnc8pcc7bt/10a9gBwAAB5rZHDBrut0moOyeQBF9IK9Ny4rSOy+3goA0HVdW9U2rFIIMNPx8qK8QmiTAABg8Lm8/L5zDtnIA0OFQUfdnuXcdsGZeZRT3zk76sOfx/iUiLZTq5M9NB+8d8TeAjsLAJPZmuh9umbPeQDQTzh14FzWawaAkPLY7YScYd0wAICgO0t3yxpFq2Q2QM8Ln+OBxbPspBntdyya3WwcKwk5ej0pJ+L6BVP8K8pbqj4dc2bTKmkT8txWMG8szldX/Z7I7dSZZqVrEy8AGH4Vq6VomSlSAXqEgaJeUCZykmCClKu268dDllFTQgCAgR4actNwYcDxGxWwTEx3BrvoGCaJBFf70NjIJfvte2rvnjE0KxkFbm/Rpb0HQwqRuUTfTaU9u8TNfp/fYPiJqaJdZM/ikc+j9Y62eg55IpvzMvy8uX85wHSapZZr6mwQ9HiRrS6GQOxE+q71XsDBXRvO+j4HAOCzRwbePonaektHBZ80KQSAwdsW2N07r5H5ANDvpXfaKqRMAMCmF1+RPx7YwAUAGH5x8uT+s9aZInZKQg5fT34Rcf2CqdvvhIVgxNMQ414wN74ZcVFuVlnvFzO1wM4CwHSetuQ+LeNULgAMJyke0EurHQUAaoLXCdlzlcg3qD/3/LY1J03iWQDDL30xc47gwUyjvfYvx7kAAM0PFFzvx90JszOxiifO2/USUEO11NRcnn/wyOTKysrt27cvFj/7+vVrZ2fnD00XgDcUa62EtUtf8F1riVe+bBbfjBiRkmumqpFFbzp5GXa2JeiYXlje0mf7lmFn67z260eX/2EyCgCAkWp7a52r2cMAAPzh+04n3XMaSlwcPCLmDhdNZfuqut55Npf/v/6W/TFFrcdlIg7ZrAVfGVbudS2ncIpoH6YzSFtB5QJhDABgIOy8voVviQBgvCHFDGORi9zDbb9+UV7dLl3ETknofvMwO/UTJl4po+8MTeHSgmw0fEtEH4byBDeNe8s+pzCLt+3sULrWbvnrT9oBAKZfnN9nSKgdBeCXhbhdNAjtR6Q70xGmc0LPNH4aoPO51xs72/nMYL9j8aydZbwKO2ARZq9+4rJH0vDbmt7lfXTjBrXg8TnnxsL5bGn4aX3fbCFA85NwM6vQ2ZxYrNo7lue87lMYAAAjhfEqR/e5pTQhE1b2tKij+/L85INJsEwg89k4ZIUnfO6LvRj+O1dj4z1DKyfiKEy3ppsdMs4R9QKHGG6mLGVB/N0gHk+z07x+v3vxaKKxeicbHeuMQQAA4fhjF3mbBx0AQ7HaF8PyaKJ7BP2PrsoFpIiOqzfecZLFqt9/JfJos1lvO57pjy6e8UufFAJAb9g5rJLh4xEAgJFI3DlTr0I+wAQ5w1zWNBvZ1efTPC6fULYSHVkafxW23/ymnbqCsXvi74SFMNMdaqfh+eaU8fDDCFeLjPfbyn/bzo5l6aIxzg9aAABmXhrsO/+wYghAUBXueUE/uAcROod+S/+kzqVHkwD9Od4YvwLRsz1pBnvt8xE72/JI4Wq45dnTOqY3aEPzLVBPtIG6hm3yB0/UOjAwoKKislie7/r6eisrqw9NF4A7EGGNPXM9Z8HFtiQ1/TPuT4jV1dWlz8Ium+klzTt/vww72+x/TO9WHn1yiFb/Npp7R1nv4Z+FWo/9ulFli9rZ0XpnMyW94Kzq6urqogxHE+WoxuZUMysbl4eVdfX19fV1dTVJ148beER2zi4JSYGmamYBC3NcCocpZITFkjtXtPCxVJFaNXudPm1/u4ILANB378IVC88CAUBf2WNblZuzL8xK99M9bZWI/BgnhuxSNNqzbvPVRwusJ2+iv6W+vr6+vq4wwdFSP5SEDMPpwofOqhG18J54y84K6Ik6MjoJTUwAAFaxxYFL96qHAWayPDy8rr+YNR3sAl97C4tH4wAtz67Lz9pZdssTvb1Xi2f9BpOksN3KOMl1G+3uN71NlV1uuutXSZvUeWGpEwneGoftHlRXV1dXV4faHrd7Ug3AJwYEeIQ+m5s1zZTfNHALqxoQAkBnxh1NTcPcnrk2RH90ZHjI+r5c7vuzesIdVRTcnlZXV1dXlHhZyLuli9YEE13tDfX19fX11YTruvbeFeMwWvPEVukGbfbR/qo4Mzmr2RwcgsHWJkTu+TdxWt4JfYvb2fGm6+ZKWgGZ1dXV1cXPr5kcD8wfAyEt+NQFt6iMOkS+tdUxFnsuR+YjGlQWYqF2xbvtjZVC3pfbR0bYrE/309YJzZ0WAgDFT1Pd5mYpBwBg8NEVUzN8Hg9gsOqJrWLIbIod9vPAc0pIcIVIWBcl1m2yufca5oE3OShStqJkJyu9gJLZmQSvK/qG45VEGrwP3raz3c/0956Nq58CAOC8sjxwMapsAICT6+vlcS1rlhK3OOCqucm9UQBqupvcrJ3lUhL0pO3yEb9BW9xxI0uZdWtVnDIXEhx4dFlDyyJ+eafW3gOjo6OampqLxRt0dnb+vqzNBwBnINxKQcdjoX53pGmdkpA/e9nc3PyK/hltZ+/qeW+8HDsbIHvpQUl7S8Fd87eBTyrrfo94A6jz3G90v2bRDmc0eeD2ohUNzc3NzS8aKhlbFw/SHl/QkZXXM7cw///be++wppb17/u813N+591F97HtvW3UYEWxF+yxdwmg0sFCl54GCZBGBxFBNKH3auhd6SBgRyA0BQQBMYgIUtLm+WPCIqCiex/375zzvs4fXn5zh7VW5jP3vWbNzLrHysrKGks0PY7afcWnbeKRsNTT1tQtcapDDeZ7OVlbWVlZWV05v/soKUrcrxE9o2sZMjNhv6k72tjKinFXBEBbcRDBIB55o/5RLEHfNgn+/32Zt/xypf/5QdazeMojaG81mwqvx0TniPq5mzBDjmiwMMIBE/hgph/4qTItzo4/T7x4DPsQvnw+WoHbbRb88A0AgwlUemDAZI6VunB/skNEPwD1t52ROPuhPkZXIs5+qPBVWLnuH/9Y4nZ3+hJW4avbqstXqd+UuCsIh9MYJ+X3aUC6J7U1Iu93AjCaRaT7sCTG19rjtUneJR08AEBrapCRmVPj9OFXYXM67YBbwdf+/rHeYNz+lYd1raysrCxMThkYpNTDqC64H+Zja2VlZWVlo3dkv5n700HQUxmM049HYIy8rKaew4rfBwPcDBd7ePFmZ3ecpLH7Zh6ffd/kbrxz/cmLVlZWVsaXzxiZ5LWOA2ED7eCpU5pG1tZWVlZWtniSwd75xxmZsPrKvXEm9OiPVk90JpDs4HkNVbaq+xaNigAAHDddo8BUuJ7pdYKFjQUlXwBAZ3kITjcGuf7aBAcdS3Hqvg8Vvgor1//jH0sZd6acoe9hGh02NlO9o+pn/e8ht9o21jWiWeIfG6eaFmcF7ezLR22r++BYahV+t+mtql4Ahm67uAT4TbbkhqhAEi64D4CWNAoSZ0cb43WRONuacPDQ7ll/+/u5gGl39L44i/NaFrHffAFtfX29srJyeHj4tM+n5J9taPjqbCNfX3i9N+1OaFKn9mfbsnX3LVmKWq2oqLh6jfLFmwX9Eo3vK+JsvfdRfMajlspwK8Xp5agbux4Zs/yq/uxeG3bjjMkr3jd56CsukF6hqKiouEppn0Ps67FXoZePSkmtWLtGUVFRcY3ShrVy8zaZBXZOxMUSD2fHwKypj1n1nsd2KyoqKq5Zs0ZhkbJdVDf8svApzZiQVginZV9FGltauxQBAFrvBuLMkid/f5anuZ1YDpW4LZ4392/z1l2/J+my/PvBxH1rFBUVFdeuXiajfDLoEQ+AiTh781+Ns2PPk000PcS5d0fKsbvNQh9xAeBGMWisoMk5zIboECotnAvj7FVxnB3lxEr2Z0fKvJbOn/f/zFntWz59qHKo2nen7Dp8tsSIkGgkm3Zo9iJ5SHeFtvPT1yMADKVYU67eLJ+Msy+T1e29C1+MAQCa2NEEgvdHU7rC5nTaAfc7X/v7eX2RNtvnLFFQVFRUXL1qg4lPmzinanfEpTNKEPtyKUVd14Yh0Fl2C2t2G/nTDx11bhcm4izvIQW9DXJXRC3cR2J/IZPt8HOfi2vmSy9XVFRUXLlmF5bVPSQCgqfkA1tlFVatgXzXbVwl9fNhRi6MbWVeVPL11GlxltdfbLdlHTzvarnfT3kVjwMAQJ2LGZFdAOdCeuOuWFtS7wgAaC++ZWeSgPxtc66PqZVYjpR5LV0w729zVvuUSXYbhI8jHPfDxr96ucz2Y4E1E00fxtmkfynO8jvYpppuHe+EAAAwdg+325RV/RqAgXh3xi2JJ7PGuHCKU9BrGGcnxmfHmxMm+7Otiej1S/7+t58vhk+7nt5o83NaVvHfvD9bUFCwaNGimfLPDg4O1tXVgW9e+H1hdmdOEzKnzNe0Zeuil0otW6OkpKSkfJqRP2Xk/ivibK3LSefyhrbKSGul6eW4e0rDH+nPPnA6SC5un3Gg5n2Th77ir7KrlJSUlNYp64Q8A+A168IRWZlV69fDk67btG2nrncWd8Lviz08PMPyJBbCj/c2RJts2LxWSUlp3YZNq6R3YSPFcVbwhGbDKC6FNdAVZnTFxq0YANB6JxBrkoT8/fPCAAs7sSe/L3SRkZVT2LjXjf0CCbQj/Y3RNuc2KyopKSltWLd22a6TQQ8n4mwkSY31r44bjL24feVy4Hs4xjpUYrPHLPxRPwD9UQw6izW5DrE+OhjG2brbTof9JpK2tN2+uMthsj9b4iEnJ6uwfhcjuWVqCixRR6z1ssU7Ap9IBA3RSDbt8C9LFGBF7yLDnCZDbBvK1YDSyT/vSETibOPtRJpzwCfibAb94Mz7OEgWXl+E7fa5UsvFrcoTPpAJ+9tyyQd3r1FSUlJav2kNap2eS8MQ6Cq7hTWdvCkOtz1zNYBxdvTVo+ALiuuVlJSU1m3YuFJqP5nd/+U4u3aBzColJSUlpa0aN2sAAED4hITeglqxZt062NzWbVHeZR3xADa3Ui8vj6DMqStmhluKfM8prFVSUlJav3H98iVnvIvGAQDgmQuWfrcI3tR7os0treh3hQC0F9+yNZqcIm8vuWkOF1dIwKInTcIafdsSh9PcoqikpKS0fv3aZTuPT4mz1x2u3P7KPL/iMi3O8jpSzC8HDMBYOVJuu8c0uLpPHGdvTj48ceLCYJxtTnU+OHFTBy9TJ8dnWxP2b5GTl19h5DMtq09XyKVz53Hsr09E95Xlzp07S5YsmSnOtrW1fby89hsUITcBp442S5oS656na57efvKCLYFAIFL98lqnzGN+Oc6K7pPUGU+be5pLowjTi2f6/a4/EGd55bjT9Kcz75Hwrp5utGubmhmBQCDYU0OqBwDoC9LXPHHK0N6BCM/q7O4XV9aC5FQt9vDyiSiQCN5vS26Z650wxhEIBHsy6dLR046RcIMHIHhCs3MrL58SZ0UAtBezcDpRSBfiRYHvxYn+7Nu7butPnr+se9qKkoIsueh5GEtSVb1kQyAQiCTcFXUtDXHTFw0WRpHVgv/wjkSfiLPGzJFhyTjLBWAwgcYI9Jt8t/Jp6HWyfUQ/AHXJTof9J5Zjd6Vf3j05DzZY7Lnh5DlD3VMWTslTp8bH79HVf194PKVTIhQJh9MYp5Yd0oP17JoOB/JHM+1dfG4UTIJtjdIi+5S+5AMAOLeTXaiBHzm6sDmDfsjnq/f7GesJxh9UPHGZQCAQiETfO7APOPY40dHwuJ4lgUAgOjibq5+wdH8yCHoqQ/C6sQisoReVFHVsyTAAoK/gmqHuSdhyHO0NDmIYt7+wrut9k5vJ7s2qpgQCgWDvzKroAwAA4TPq/pNnDSztxc2NQPe+kfGoGza3Ui8f75DsKSFD1J5C09NWsSYQCAQHJ6z2Ho1rhSMiAECtC961pGRKnBUA0FUeYqcZjlx/R+F1fWtxfxbCuqx76go5CYHV+zTRUV31ghWBQCCS8JZntc5dR8YNRl8w/UkWKZOv0X9N+TjOXjG+OTQoGWdfAzDMdnXxv1qNDAg9iwiA4wbNqc4HrpWLP+3JMtw5EWeb4g5jTunrYy5e9qqd0h1v89dSV3fM+ubrDTgczu7du2faH+zp06c2Njbf+rwAiN5lO+nt1AmfsnKqNeXsBR0P9kNOQ0M9p7Vv6s/tK3R1dKVMqRfQ5H1I83ruxDtCA4XYC54tbe+G3nQ8m16aut9OzoO9yiSQvHxaprTspy5oLWbFxAxKb46Vnk9H74xzEwPPHK0xFwOLOBxOfT2nfUAAADfOxBpHiXvS0MDhcDgcTkMDp+XVWyQXVpmXl3eE5IBWG1P3gDk1/RmHw2moKw8y12JEieOsqJZh51oG300A3REmlnbupQCAnupYPMZ/olM2Xh1OVJ0Yn31b5HWAfCPZ1/SiBhVJWViXZK97xCTpIYfDaagvS3KwvRhQMw4AAKLBu2FElRviXoCQP86bYccYiVLjf8opoQqpOV5HqoUR8wN8zeZDmd3eK5FP3gIwmuvCYFByJ65irNANa20bNwhAfbLTYW/xeozBpxHaOxwqJrYYHSz13U/yv33d/MI5pwdTbnD98Zd2LpC/UPZW4gpFQ8keGvvJCRwOp6G+rqkHjkkKyry9GddTkeGesaqAS9SAB69FAICWlNsu1MCPHF3YnEZBu4rHDUR8Hm/m7FljPTfJaqfcMjgcTn19Xesb2F8buI09c8H0VhWHw2mof5xI0bP3fPQevH0chzvth/Sge2qiLQ5hK8YAAI3XzqKtPfM5HA6noa7ohpG2B/sLcXaQQ7NR1b1+l8Ph1Nc3tME9nUQtfqdN6CG59eLmxmmob2h7DdetgQofH6+QnCn9tfFqxvF99sxqDofDaXiW6a2jF1A4AgAA9W541+JSOCzzOtbC2salSAhA38N4/OlrE2+h8h9GkU5PjM8OlvqiHfyTr5tfOOuIwOKkOuoduhx/n8PhNNSXs0l2F65VTgwBjbUxr+JNE8W3OQFvynr2z5WHgWccY8qQUSRBV5qF0c338F2DsUrsXvPQ+28AGL/j4UpzzJ64Cl6xJ8HKInIAgJZU54Me4jvocF209jaCeBFhc+wJO3p4BN3smH665I2X1+iqqnrerfCbr5/t7+/X0NCYaR6soaGBQqF86/MCAD6UeV9BnwmcsgjrZeZZG3zWZ1L5jNzzpnu7Th1Q6fA/qscsFgfH0dpEW7sbXb1fTsH67g6Zej1g6nmavA7qRzwSP+YM10Ra4UL6B2as8A9Nzg4XaZWSIx+DhU5O9v4SSaMHXz6tb514MgYPrvv5xZVNti/+Y8Km7YwccZ+jIcpUlRovzjAFmj0JntUP4G2oP+GKHfFqNQDgXX0W7oxDjjiQ9IRYqR6ymniUq/Q/FXjnZckNq5PGmeJEJrxSbz2Vkx7iZROvcq3MDYJqAQAAiAbvBFgeYsCu5Ycnhbn3Wr4qk3IdC8NIlegFv86xNQ0VwGsW3Sfut0loHAZAcP8axdD0priGhdxb2kcu4DIFADQmOx61h0Ht7d0gO/R6B2TkYqw68OSN/JflTOuTRqn1Eo8t462uR2UWKztzpoDlpfpd1Ihqm3Z5nFh/K48YpDvfHks1cQmHS5K7c7M8XII+muIQNSUQt9mkwwttqcwvfto905tZwrdM1wtG6dPWgXb6ntx5xVc82P02n6Jm583hg5GmTIsD5rkTXcoHoRYquwhPAAC8Sou1ylcnXtx/GHRJ3T3jC+lrRp/TSRdJJdMaZE+ikZ1LxqRPiHo4T5pfwW7/owD/a1F3JX+LaCDz4oo9oeLAKSi4qqUdALt7rT4OnpXiVYzv2LY4vFclAOB9cx7hFCFD/FtfR9qe3WcuHkYYqw48EZD/svyW9QnDCVj8iusXzxyhi6H33rG5YjA5c8lrC3Qy04PnFvVV5uU9ffVlP+WEqNFvS0whcPNsTYPGxTekR/b7rWOeDQIgenSDcdkYebP0XZDuUX2rFB4AL1KdD+Ph6uZ3JWH4fWvx4mXS7UkqbtEP6rPdVNUDcySW2488IZ45c8Hv3jd/H6y7u/vMmTMzrevq7e3Nz88H377wHoWRMUe9p+xN3Jl9Dku685nRkfHqq4yrbm1TPusMkMjX9ZJ9w9499gtJtgAA4nxdN6bm62rxOWQQKc7XBVqjr9r7pg2NzniokRZnU93x2QAAIABJREFUsqHblH0uRhtDGPouqcifCWuzbkVl9E4MUj32v349QSKl9EiZ6eqjN8VRS5DieEgZGzdxW271JnrffwRj30CSJdbh2n0AwFhnpb2O4dWnPAAAGK0x3bl+n4U4zo5WBZy8Ucp7VeGrczmQDev1Q46jnprWxK5Ej6/vOaEWIV4qN3THw0jZAr6B8vwG1tQ786ve+puSrwsA8CbPzixsImfrQ4cDtkktwwCInkc7H9e0E3erBxot10phHAoAAC/Y1FMGSWMAAH4tSWuXvALu2cSRePdvnvAv5vVU++le9k+QmHrlVhpv/mmVVtjUHbkFaf6XtROn7+b0piREm8JqEocjXhHF1tIzDU7l9+bneLmGfPTmiag5yk7pfPgQAAC8TaRdcYy4P3P2IJb7JbO8aQ86TdS9hx1ixX3lJ7c01+u7vwBA0FVicuSIb634ahLMdm7ejq8DAAwXGCw7PnGPGInEovc6ZnyhDzXWxnA0pExfqjtU4Wp3KXQyEnGLwm+lVMGLe3ojwC+mSPLbglcJ51BqWeJr7/U22nnSB7bGF75k7yqYVB+8T7XDE3yqAADj3TWOOpc8Ho0CAADvoeXejTtMxCOMvPs3j18v5vVUXddDYI0U0C+oqgeLKT27ue+EajBCV9Bx01JPxesRAAC8u0cztwiv/vJ9fUq+LgDA2wI7sxC+2EefkA7YxDW8BwC0x7scP29dA6P9++c266TPYLNEAHRmME7qxo0AAIT1FP09MrI24se3l7fPuMW3vG1NtTemuBVPPja/q7FUOWkT9IcnLb5YqqurFRUVP1649de/dwtELZk+F4+RHyJPaUL+8P2gI3qXWBWvhz+MSN5ShOPD/VxufTLBimBb1M7tfzvMBwAA4ehQjePO0/TYR1wul8vlZjBonlF3h2Z87BOMDXO53KeRphZkp3ud3LcDH/gAACAYeV+K33bGI50DD8V2dLx6u2qGvaoAEI12FJobYyziG4eHhycGDoXvim+o2LpWPB8cHh4eHh4uu2lv5MTsGAEiAf/9W24qmUTyjX/O5XL7B4bHBGC4ArtLz6+weWh4eLj7Hu6UnJTWVc7bcQCEo4Nl+Mt4dlojTyjkjTb5aV8wtE8dGBOI3jX5EA1Mox5yudzeB8H7ZVFHLJIBACLeSDObvIuRB3iv46/omWNjmvvfjQreF7hidQ1Ybe+Hh4cHHwTqz1+z07uof0wgAuBD5dUrW1W9OVwul5Oov2+nZcTMs53CseFBLpebw9hvfSurk9s/ODwORLw3T8IMNNzau4ZEQPChO9Nwi75/YcuYALwt8j12/mxMTS+Xy31RlXlywex9VyJ7RvhdudfPH6Xf53K5j2OPbVjy86/6edxhPgCAP/I8zXknLQfw3yRZG5haRTT1vxvliwAAQk7ScdTfD1ILJYeReO87mGTMEc+i4eFhiYTSgN+SouPglv74FZfL5XIf+etfoYRUjQpFHwb774UG4WxcarhcLrf/3chkWGtLcNy4z6GCy+V2F+JO7tD0uDvDRjTjb57RbVTUb94fHh6WeFWZ43lG3yG4fHB4eHigKfDy+n8etCrrGRG8rSXo7TKPfsTlcrm9nc4HFVDrDfL7hwWDhRbKBqzqjuHh4eGXRaaHpRUuM9tm2gtWNNZZamWCMY5ukGhsAABB223KcRLrRR9sbsNpdEOL61lDfP7QW266k6ODV1QLl8vtHxgaEwAABB2pF7caxre8GR4eHuakqu9YsgmX3P9hbOzDPaIxPondwBMK+aOtgQaXLuNv948JRO+fX3cwMAyv4XK5fY/DDqEU0KbxsLE9T3PeQc0B/L5kmwlYgqEiL5y2TuDz98PDw++fMC8tUFR2K+gbg6Nmou5oK90DV6K7udye0msnlQ+5F8yweko49mGQy+Xmux20upHawe0fHBoHIt7bZxEGGi7P2wdFQPChL8doi55vXuOYALwrDThxXj3iXg+Xy22/n3vmt9l7jEJejfB67944f5hSzeVynyac2bL0h7k62X3DfAFvqNp/Dy7oxejwk1Ci/hmXKu5bcRvqLTVRP+GS1Pz5C/uT5cvv3XK53PLycvAXlJ7y4CsqxoUT/TfRcG9FoIHC5q069tdZ4dFPeia9Z+hFZTCL6XHlCPrIAXs/ZnhMeY8IAPC+9q7/iaWrzpgwmEwmk8m00cOGF3Nm3K1JNNBUymQyXQ137T1+wtmfGZVY9QYAAAYe5ngeXrRazdoTHspKFxdf0zbTDLBwtD7Nac/O1buN3FgsVkmjeOxQ9CLL0EKP5H6TxWKxWCzCRQ1D15iuUTA+0FsQzbQ6fuzYeVNfJpMZGl/aOgg+PPPTNjKhebNYLNZV+ulNv/20Syug+AUQDjeU+B5SPmRpl9A1/KG7Nl5z49YdR4mlrW/BeF8Ky0rF3JnJZDJpRltWb9awYQMAxl89uoU7rmCTDsCHONMjmzfreoWkNgwMP4z01Ve38GOxWCwWQ3PfLHmZ8y7Zrf18AMY50Yw9O067M5lMd4N9ykep7Bmbl+hDc2Uak8nEnpFD69r6M0MzStuE/FeZgSZb12NCEp+Oid5WpzruWLhFlxLbOigab0o1NzlqQQ1kMpnXPBh7FkutO2CU8qS3r4Z9cdsxRyaTSbHZvUXuH/+j7Jxc3geAqOdxMOGkvHUKAKNJlsc3bdD0CGbX9fEAAO8KryrN++VSDEfyrtdVE33puCIKg2OxWOlVrZPdy4EaHMkCR/dnMplMJvXyKdvwOy+AcLQmLcz5osGh/SpUJpPJDGU/mByvel3IOrT5EJHJZAbYnty1+wrr3ucDnuh5kb/K/tVrtBxZLFbek1cT0bo91sr6grUzi8ViBV69tFfu7+v2O6U8HhntDHVVVb3izGQymcybGspbUDJbKJmV/YOPrmpcuuLuy2KxWJ5Oh9fP/wV9KbS87fONbZyTSUfvXK18yYXFYhVxJndqHXwarW540fM6bG4sCy1VfFjh0GDfnVim9YkTx84a+TCZzNC44pYBAICgu8Lx9AUbvxssFotFxSqvnvPraXzWg+aWewFHdh4yt4rteP+hty5JZ+v27YdxRc1cwOvPDLE5bUpmMpksusm2NZtVryQBAHg9T4IJJ+WsUgAYSbY+AWHV9w89ib1uoGp+LYjFYrFctQ7MlpNWo2U0i1fbvL3jZrHzsEEAk3mDeEZ5t+bkXMgnykhLVTqTycRj5NHaVn7MkLTiF0J+dy7TbOt6FVbsw1HhwP1Myo6Fm7XIkc3vhLyWTAvTY+bON5hMpp+Xy74l0kr7LiU/6uY+Sr+8/SiJyWTS7PZtk/v7/9nqmFTV299V5KclpeXzclzYFG25fhHagRlV2dIPABA8zzc+f5JZ/HWbmP2RUl5evmzZspnyyDQ2Nrq5uX3zEwMABp8m2mirJ09MYgnf1PkbLP9x7jyFjXsOnDwb+3Sytb8uuXH4AFpZcfHvixdu3I0+fd7vmRAA0JNM11r6P7OkV21Do9FoNHrHaVxB89sZu7PCl3neaDR6+8pff1uydMsetLoBsxkAADoi7TGL/j5LVmkHPNQuNcfyzvczDdPwB9Ocd/+2YNavK7ej0WjP7DbxeYdaA8mn9uzcB4+jfFz3WubjQT740F5HOYdeu2TJEvnVu9Bo9Ald77tdgPc6n266c+9ONBqN3nn6+K61c9asOuFTCgRvMq5qLZq/aO1m4oM+7pNkvPyceQsW77t+tw2IRpsKr6ns34RGow/v3HdETdsMlwYA+PAoSn3n0oVX0gF4y7yw+ZdZcjuOmae3j3dXsw2Pbt+7H41GHz626cC6bQvkj5HuvhgDQMC9l3h+y5LtaDR6O+rgBZf8uhlXDQq5+Tcs0Wj0Oukffl+2bg/6mM3Vcv7YYwetDfP+KaNhefu9sI2FP7zg/8xdvd/qbrdQNNAU7a6O3rUXjUbvU9E7iT6tJLXKNq7+XfsT/K4lG9Fo9OZTmhdPLf1/lxw08msEQPgsVnOP1K9mKQC8CzHcOvsnGeXDJuzGEQBAc4TVkh9WuJROaf0Pwy8pLZ39o8x6NBptdfPu5AwZryfSXXuP8h40Go1Gbz161vVe+yDgDYZYnNyyYvmihdJb0Wg0+php+OSz9oeWUtM9UuvRaPSeNXvUreOrOz4/WiQs9sPILJw1G7UZjUaTYh9OdLEHHjGdDu3duh+NRu89cUJ562IlqS12MW8FQ0+y6ZgDm9BoNPrwsSMY4x0L5x7E33gx3FNAubh97240Go1WPn1s9+rZa9ad8//8XpCC4Uwa+vcFs+av2I5Go10zWpAeAL//GcVk9+7dsLmh96ibJz54PtrdSNdAKy1dukR25U40Gn1M26PgJQBA+P5llNW5zfv2otFo9OZTh3cr/Lh+n31Y/p2bBosXLFJcj6vq4dal2CvMmz9/0W7f/FYgGmstCcAc3IhGow/t2HdEXcvIlg0AGKmN09wjtcAkBYCBMONtEFbq89HeB+kmx5T37Eej0YeObTy0ftsC2cOEfPH2BKMtbO9D6xT2oNF7N8ufsQmpbp9hK7iBu7es0Wj0epkffldYuxt9zMKzhD/2lKK7ad4/pdVN4gcF7aGkYwv+z9wVe8zzO/ngXWuc1/n9sLGd0Tl1QGXd0pVW0U/fvaxz2Lt0AxqN3nJK8+IpqR8WHzRh1j9/6KaB+scxt9djgqcsnVl/m7cBrR5w9wUAYOhxqqm2+u3GLwyV/4ny8uXL48ePz5QX8cmTJ1ZWVt/8xACA8RcF9oYnb070HgS9D2lqskulpGTkUMvW77hZM9kx7c5hrFqGkpeVlpaWlkOhNu52fiAAAHSGWp+SXrJUWlYe5i3ecsG7fmDGMAuEz9kOKBRKXlZKSlpaDoVSPuJRDwAArf6XD0kvWSojJz7UTrObL2be95I3EG2jJCW1VEpWHoVCERPFmdqBiF8TrL95hTiV8gYtp4rOUaEIDLU+vLITJSstLS0jK49CoZQOOmS0A5GgLdV5G0zzLX/E+LLBjgOrtpBzgaA3zumMtJS0/Mor5T2vq0NNZaSkpKS3wZ0Ixp/nWR2RQ6FQioqHLSiONoRUAMBQZcC+jbKbnAuBqDvI5uCSJdKoNWqxrSL+m0dOGutRKBQKtXrvLmNzow0yu0wymkYAAMKeJ1RVKXkUCiUvbcqqejc242C08HWKy3kUCiUnvVRaRg6FWqtFLuCP3DM5vkZKSma/dsQ7QbPn5d1SS6RWbjbIeCkAIl5Lmv2BtSgUCrXqsD7O0ef0Mll95qMPQ9xAfTk5FAolp+od5qWitGr7aedaAAQPbh7aLLueXABEvaF2h5cslkatUol4+gGI+HcoJ+f+81hs85QFfRXXVVbLLF0qI4dCoTTd0t9IvJD7JMp0+0px/Z8lxPXyRWBswOfcejlZWWlpGXkUCoVai/GbfEQTDb+6dXmFLAqFQslquKS8mmm3IkEOba+stPi8RjcrJjxS+K6CeUoZNp5d2hpGp8+skNe/+UYkGm/Ltzoqh0KhUIobtCkxZluktl9waRrndybjNqyG3E+Ym+hu2qO4j5b3+dO+j8dulJ5obHZxDZNPWqLxLMbBleJmi9prxWwbHRd01lrtQckhjW0tmpD2HAAAhPwapuEKBZj1XdX6ytkVu5QNr6WkuZ6TlpKWXWZa1Pn6YdQVGSkpKektlJQGAAC//a7tcTkUCrVq1SELCtnCjg0A+FDDPLRZdh0pHwh7w3FHIKzoRr7gbS1dZyPM5L1b2djceKPMjsspDeIFNMMN6SZoGRQKhVqxyjmtY4T3eVcVcdPdNVEolJzMUmkZWRRqzTliDn+0xuK0kpSUzL5zwQOCVl/TfVJLpJZv0E1t4wERrzXT8fA6FAqFWnlQG+vkq7JMViewZnj4HesSSg6FQslhPEO81DasVlZ1f8SpwJ6QWaIV+G5k9FGw4ZJFS2VRyvT0JgBEnXfDTS4Yl3O/+TTYV+T5bm1tDQgI+OYnBgCIuA9dTTH0BHE/RdjPCSZr6OvqaJxVVdW+dLt+cgTtTWXIOVWM2jltbW3ts6oYXUMWRwgAeJ1xlaBloKd1Xh2DwWAwGJPrGX1fSLcm6ioKxGAwaud1tLW01FUxFy0jXwAAQFciw0bbQE/znBo8lAXzzruZa5v/PsdPX1tHT+e8GgaDCbjzEmk13NJrRufhYTCXvG7DXeI/dHI8L2POaWlpaZ5XxWAwWuaBZd0AgJGGBHNdNQwGg1HFsYJDnBwvXLx1Dwj685j22jraGjpXn3L76zK8NHR1dLRMQsteAgDA+5Zwe3UMBqOhSwgM8jSxuw0A+FCbaG6oYxdfBwR92cFkHZ3z6hqEvE4ARD2JXpdVMRgM5ryFbXB8uK2mmXtZxxgAAPDeZHhpqmEwGLXzoTVfSp0helsc6oDBYM5q6WtrnFPFaDrerBaMPXPHXtDR1bzinDUkfBnpekXHQFf/MqOsVwgAGK9PxOlhMBiMhp1HfFaZx4XzNHbjuFBQGKirjsFg1Kl3H5f4YY1N7FgtAAg5ty2NtK1ja4GQmxfqqKOjoXYOm9UyCsa4IRdWzVlmUtY/ZaLoaQLeQFtPX/MsBoMhhZcOSMB6W3nDTFMVg8FgMOdc42v4AIDx9zH22urnNbS1NdUxGAxGExcvuXCYVxF0SR2Dwaie9cmZ+YUlYWWomba2np6GOgaDcb39dHK84lWhkzlsh6bevhF+npfUackDAICxDggLo6F3NaMuCq9jQgvtEABeXYQhvEg1+7DwIALxgmlw1WdPK/iQ738BaWzX8qZkY2tNIWqoitubTViFAADR6xYfI4nGpmnqXyIeJ+kpD9BWU8VgMBh1Skz0DXOsmUtccWmYk5aO9jktrwev+znZVzV0dHS0jYOK2wAAYPhFFFkdg8Gc08IHBnldtk4EAIzWsy2NtK1jngLBm/wwJwgrp10IQB/7qqEqBoPBnDO3Dk6IsNM0dSl+MbGu4F19iD1s/JczZn5fQfSuNIKMwWDOasLGpmEfUCkYr/fGX9TR1TQjpb8XdMZ6WOoY6OpdpBV38wEAPM5togEGg8Gct3aJzy73unjeObl+TAhKWfrqGAxGjVLwoCSAYGKKj2hsf+qH09D3yhkdG2vO8dPV11LHXAwp7QBg7FHC1Utm9OczL7D7U6W1tXX//v0z7VszMDDw6NEj8FeUsRdBlga2XuKOq2ik/2lZRl5OTmZaSkpGTtMbiT1LXtWmprBT07Ozs7PTUtiZuU+4IgDAh5aakqz83KyMVDabzWazCx63zTg4CwAQDXU8YrPZqRk52VlZaSns7IK6AQAAeM+pLMzOz81KFx/q7rPOL0Rs4fiLB9nZObk5GalsNvth++TOe/yex3np8DDs3Adiavz3/dU57PSsrKzMjBQ2m52e/6hzGAAgGmy5k5XKZrPZKcV1DZzqe7nZj18B0Ujbk9LsnOyMrPuvR0bftNRk5uTkZOfXdg4CAIBgiFOelpKSkp5dnB1O1bBNAgDw+xoL8rLLmvuB6ENbXWVOTkZqWvGL9wCA0ZaHeSlsNpuddre4/nlTWWZBVad4A7vxjodZqWw2OzWj4Yv3cNFoR20Jm81Oz8rLzkxPYaeXPu4WCvqqinJzcrMKyp/zRIN19+7k5Ofk5FZ2wkeBd60lWWw2m51eVNPS+fphXkZFc78QgFfPclLZbHbqvVdve2vL7+QXPnkLgIjbdCcvu6SJC0Qj7fWVOTkZqalFrW/54F2j85FflhxxbZq630AfpzgnOzcvK43NZpc+65Tkzu99WpCRwmaz2ey06ha4A/F4fUlGWkZGdjas6/QizpRJmNcN+WlsNjslDUKZoRa6aguys3NzM9PYbPa9Jonb+uiryjtpbDabzc5/8Lip9mF+WkXTKAAAjHDKUtlsNjst81HHYHN5Tn5F7aAIgHecPHiRKaUNjQ0V5bn5T6fnLZQ4La/tYQ7S2B60vZPsCg4/L0tPEbe3oobXAADw4W1NrmRjy3v4UjwNMvb6aVZqCpvNZqdWNjc/Kyq9U9nQ8fJZeXZOdnpmTe+H0f7n92Fje9rxDgAAhMNNFekpKSnpmcW5kXR1y3gAAJ/bfCcvu6TxDRCNdDTcg7CeDwIAxp8/yoeNraCo/nlTWVZBZQeyIZLgXUNFRgqbnZKZN8OYAbzMzmelbDY7TdzY0koevhIK3tQU5+bkZuWXtoyL3jdU3c3Jz8nJrXgJJ74Hn5dmp7DZ7LTCqpbOvkf5GeWNb4QA9NTnprHZ7NTKrv7eusq7BcXP+t/1PSjOzHvYLhAIBtof5+RlpbGzn3YOAjCQ5W9/wSF2xuHCP1mKioqkpaVn2odxaGiopeXbb5gDAACgP4NsedE6shf2VEQiAZ8n4PN5vPHxqavmRTApMo/P5/MljCIBn88XwI+mZ/L+XBHnOZ44FO9fOJSQj1zQtO9Ppnye/BkiEZ83zuOLf974OG/iT0QTJ+ULRSKhgM/jCwEQCQV8Pp/P4/GFIpFIAM/EF0y/KkEVy+QUIQ0AAIQCHg9+QSQUwl/CE05sJS0+AV8ERAIeT+JixaaZ9/WdqDkBb3x8nMcXwJ/A5wsBEPL5fD6fz+MLJOoQOf7ET+MLRLC6xJUthig+KE+89fPH1y8QAVF3icHGvymZR7+eeolCAY/P5wvER5pWL8KJKp2sfgFvnMfjTeAa5wmmbUoNP5/hUXbKecU1MPUggslji0STvxapBZ4QAInPkYvkiyB3wUwn/3xjA0AkmGhu4+J3LD7b2AAAwsm6EYkEAj5fIPy6xgYehJgfs2OLz/gpWECisfH4IvhrJQ8jvlLeF5N8T29s0Cn+fGMbFzc2Pk8gEgn5fHGTEQmFfAGfN84TCEXC0ZdMor7x9c8/VfwLJS8v7wv7ind1dSUnJ4O/pIw9DCCe1Xeo/eavE///ptzzOXXa5avfzf8vLPyW20dRfzvkUfzt93r+Xv5gue+ncpz61YnN/tvK2Jt6Z72jRPbnnyr+hfLkyZNNmzZFRERM+3wyztbW1uLx+L/i3ACIujI89I3NvmIDhO/lk0V423GfUVjtv/sy/sLCa0w8tWmxadxH6Qy/l//1kkY9cPEvWMP/H1JGOp+QdU7cuP+locc/Vbhcrrq6elBQ0LTPp8RZHA73V5wbAMDjJLtfpd+fcXeY7+Wjwn/V/KiqqqqmvIBic/pG+TfP4vafVF7ewRtrB9//5hnuv5evLOO9rY+rq6vvlRW44DC+Rf+f7RPxepuZFOzdb556FgAAwPv3778QZ7u6uhITE/+SkwMAPjSVlOd1fvlF5+9FsnCzmERzc3NLM2OVK3YP/pqW8Z9S3rdmsROf/bFtpb6Xb1cEfQUhZAsLCzPjS+rW+Iqub55i5T+mDPfXFGR1/TXPTa2trRs3bpxp3GBoaKi1VbzYRSgUAgBEIpFIJPo2cmygp7dzaPwvOPJ/hoSffL2E/5lZivprvQ23L1++fJnCsq22QX3D/P+EX/oXSdHYYGdHx9sRwX8LLNFEroevlP/2Gv6CfMfxM9mxfPnyFcuXb7QIfP1B8B9xVX8BO+H4aG/nS5jy6Zuzy87O/v3332eaBxsYGGhpaWlvb+/q6nr27FlfX19DQ0NbW9urV6+g5HA4UNbW1kL54sULxNrY2PjixYvu7u7a2trXr183NjY+f/58QvY1t77o6urq6+2B1qamptbW1p4esWxubm5tbe3t7a2tre3t7W1ubm5paUFkS0vLNNnc3AxlT09Pa2trc3Pz69evobW1tbWpqQnKnp6e58+fT5ONjY1Qdnd3Q9nX1/fs2bPu7u4XL15wOJy+vr7a2tpXr14h8tmzZ69evWpra0NkV1dXW1tbQ0PDmzdv6urqurq62tvbGxoa+vr66urqOjs729vb6+vrobWzs/Ply5f19fXQ+vLly5cvX9bV1fX19dXX10MJrfX19R0dHZ2dnWJr5W286srFixf/9PMvB6iZrc2N7e3tnZ2dCJ329vZXr17V1dW9efMGoTMNFiIhLFjhUHZ3d8/ADqHT1NQ0Tc7MDqGDwELqX5IdhDVp7e3retXd1tr8+vXrZ8+eIbAQOtPYtbW1IdZpdBD55s0bKBE6kB2UkuwQOp2dnR0dHdPYQRwIO2iF7CZhSbB78+ZNQ0NDR0dHV1cXtEJYiGdxOByE3SdhtbW1zUAHkdAq4WjTYUE6UEI6CCxoncTRXIY9rTB37lwZGbmVxrf6uX2QzicdbZpnSdJBXEkSFnQlxPpJWLCGISzIbppnPXv2DNJB2CGwEHaSdD5mB+lwuf0tz593d01hBz0LYfdxGITyi47m5+eHQqFmyvPd2tqamJiYnZ1dWFgYFBRUU1MTGRmZmZlZVFQUHBxcU1MTFRWVkZFRVFTEYrGqq6ujoqLS09OLi4uDgoKqq6tjYmLS09NLSkqYTGZVVVVMTExKSkpJSQmLxaqqqopPTr1TcKeqoozFYt27dy8uLu727dtlZWXQmpCQcPv27YqKChaLVVlZmZCQkJSUVFFRcevWrYqKiqSkpKSkpMrKShaLBWVCQkJlZeWtW7fKy8tv376dkJBQVVUFrWw2Oy4u7t69e0wms6ysLCUlJS4uDlqhjImJqaqqYjKZJSUlqampMTEx1dXVQUFBJSUl6enpUVFR1dXVLBarqKgIypqamuDg4KKioszMTGgNCgoqLCzMzMyMjIy8f/9+cHBwYWFhdnZ2ZGQk/HJBQUF2dnZ4ePj9+/dDQ0MLCgpyc3PDw8NrampCQkLy8/Nzc3NDQ0NramrCwsLy8/Pz8/PDwsKgzM3NLSgoCAkJqampCb/pTrx47MCBAwrLVpr7ZybFRWdlZd25cwfiiIyMzMrKKiwsDA4Ovn//fmRkZEZGBmRXXV0NZXFxMfxydHQ0hAUrPDo6Oi0traSkBGEHpSQ7hE58fDyUTCbz3r178fHxycnJ5eXlEGVCQkJycjICKzExMTExEUGZlJSUmJh47949FotVXl6elJQUHx+PoGSz2fHx8WIV0d8CAAATC0lEQVQ6ldV37hamJSdUVVUFBQWVlZWlpqbGxsYidCAs+GUIKyYmpqamJigoCMKKjIyUpBMVFYXQycrKioiIgHTu3r2bnZ0dERFx//79kJAQKGH9Q3Y5OTnT2EFYoaGheXl5eXl5YWFh9+/fDwsLy8vLKygoQFDm5ORAdvfv34+IiMjJybl79y5EGRERkZWVdffu3Y/ZQVjp6ekIOwgL0qmpqUHoQByxsbFpaWmlpaXQDWNjY1NSUkpLSyE7CAvSgRLCYjKZlZWVUEI69+7dQ2DdunWr4m6KxbndGzZsOH1aRdmA+vhBVXJycmJiYmVlJZPJLC8vT05ORmCVl5enpKRAyWQyS0tLEc8KCgoqLS1NS0uLjY1FYKWlpUVHR1dVVQUHB0N20dHRsMILCwszMjIgOwQW4ll3796VZHfnzp2cnByEHYQF2UEpSQdKhB30rNDQ0AePHicms4sLcgsKCiCOsLCw7OxsSXbZ2dkIrIiIiMzMTMTRoqKioEQcLT09vaioCMKyt7c/derUTHm+nzx5QiaTr1+/HhQUhMfj4+PjHR0dr127FhwcTCAQ4uPjnZ2docThcHFxcc7OzlevXg0JCcHj8XFxcVQq9erVq6GhoVgsNjY2lkqlent7h4WF4XC42NhYuovrtWt+URHhOBwuOjqaTqd7eHiEh4fjcLiYmBgXFxcPD4/IyEhodXFxcXNzi4yMxGKxUVFRbm5ubm5u0dHROBwuMjLSzc3NxcUlOjoai8VGRER4eHi4uLjExMRAq6enJ51Oh9bw8HBvb286nR4bG4vD4aCkUqmxsbFYLDY0NBTKuLg4PB4fFhZ29epVZ2fnuLg4HA4XHBwMZXx8PIFACA4OvnbtGrTi8figoKBr1645OjrGx8cTicSgoCB/f39E3rp1y9/fn0wmx8fH29vb37p168aNG1ASicSbN2/euHHD3t4+Pj7ewcHh5s2bN2/edHBwgDIgIODWrVtEIjE+Pp5sj6M7Euzt7TU0NK8FRVOdHa9fv85kMiEOR0fH69evBwcHwy87OTlBOhAHlCEhIfDLFAoFwoI4KBSKj49PWFgYwg5KLBYbExNDpVK9vLwgndjYWAaDASUWi42OjmYwGO7u7hEREQgsd3d3BJarq6urq2tUVBS0uru7u7q6QnYRERHu7u4MBgNB6enpyWAwILvwiMhr1/xcGfSYmBg8Hg9h0Wg0WOEQFoVCgShDQ0N9fX0pFEp8fDwejw8ODvb19XVycoJfRmAh7Pz8/GD9EwgEFouF0CESiVCSSCSEXUBAAJlMTkhIQNhBWPb29oGBgYGBgQ4ODgkJCSQSKTAw8NatW9BKIpGmsCOTAwICWCwWIv38/FgsFsTh5OTk5+cH2UFYvr6+CDsKheLr6xsaGgrdEMIKDQ2FOGg0mo+PD6QTFxdHo9EQOjExMRAWpAMlhCXJDqGDwMJisVHhIXgrU0NDQwbDRcfYJi5mkh10NMgOwoqIiPDy8oISOpqXlxeVSkXY+fj40Gg0BJaPjw9kRyAQJNkhngXZEYlECMvJyQmhI8mOyWRCOpKwJNkFBgaSSKSEhAQHBwcoEXY3btyAsBITk5wplFuBNxBYJBLJ399fkp2/vz8Ci0wmX7t2LSgoaFoYRBwNYRcfH4/FYg0NDWeaB+NwOHg8nkqlurq64nA4Ly8ve3t7KPF4vKRErBQKxc3NDUoHB4dp0tnZGZEkEsnZ2dnd3R2Hw3l6epJIJCcnJ0SSyWQnJycPDw9EOjo6enh4YLFYDw8PR0dHR0dHT09PHA4HJZlM9vT0hFYnJycoodXJyYlEIkHp7u7u7OxMIpG8vLwQ6eDgAKWbm9s0SaFQ7O3toXR1dUUkHo93dXWlUqmSVii9vb2hlUajIV92cXGh0WhEItHb25tAILi4uNDpdCKRCK0MBoNOpxMIBC8vLwKBwGAwGAwGIul0OoPBgBVOtCd5Xb1+48YNNzdX1g0/eyKRRqO5uLggOGg0GqTj7e39MR0qlerm5ga//DGdz0lPT0/IDtL5HDtJWFBCHGQymUwmI1YE1jR2CCxEIrA+ye6TsBApCeuTdKhUKlL/knQkpSQdhN3nYHl7exOJREl2RCIRYQetdDodgUUkEqlUqiS7aZ5FoVAQdjPDIpFIFAplBjrOzs4f0/mchLCwWKyHp7eLu5ePjw+LxaI7kTw/5VmS8mNYDg4OiKRQKJLsEFh4PH6alPQsSYnQmcYOoSMJC2HHYDAk2X3sWQi7aXQQz4JWSUeD7GZwNEl2FApFTU1tpjwyfX19bm5uJBLJwcEBVr2rq6uTk5O9vb27uzsWi3VxcYEScnJxcXF2dkYkg8FwdnYmEomIpFAoiKTT6RQKhUAgeHh44PF4Op1OpVKhxOFwNBoNkXg8nkaj0Wi0aRKPx3t4eBAIhGmSSqXSaDTInkAgUCgUOp2OWKGUtDIYDCiJRKKzs/M06eLiAqW9vT2UWCzW3d3d3t7eyckJsTo4ODg5Obm6ukKrg4ODo6MjIkkkEiJhlZLJZEkrmUx2c3NDrCQSCZFkMplEIsEKd3X3dPXwgU2f4eTg6urq6Ojo4OAgtrq6Ojo6zkBnGjtJWFBKwvqYHUJnBnaQzsfsYP3D2/Y0WJ+jQyQSJekQCISP6UhKJycnBoMBg/s0OohE2EnSmQYLSlj/CJ1p7D4HayZ2rq5kMnkaLES6uLgg7CRhSbKDOLBY7Md0vtLRoJSkAyVCZwosooOXr39AQIC7uzvT3/dz7KY52ifZzeBZ7u7ukN0nPQuBhVg/hvU5V4Lyi3Q+CcvNzc3R0VGS3TRHc3JykmT3SUeDsPz9/VevXj1TXsSRkREqlXr58mU9PT0ajYbBYEgkkomJiY6ODpVKxWAwDg4OpqamOjo6dDpdVVXVwcHB3NxcR0eHRqOpqqoSCARzc3NtbW0Gg6GmpkYgECwsLLS0tOh0upqaGh6Pt7Cw0NDQoNPp6urqeDzeysoKkXZ2dlZWVufPn6fT6WfPnrWzs7O1tT1//ryLi8u5c+dsbW1tbW3Pnj1Lp9PPnz9va2trZ2d39uxZFxcXDQ0NKysrOzs7dXV1aLWyssLj8erq6gwGQ0NDw8LCAo/Hq6mp0el0KAkEgpqaGoPB0NbWvnLlCoFAUFVVpdFoWlpa5ubmDg4OqqqqdDpdR0cHSgwGQ6VSdXR0TExMoJVGo+np6ZmYmJBIJBUVFSqVqqenZ2RkRCKR4JcNDAyMjIwcHR1VVFScnZ0NDAwuXbrk6OiIwWAoFMrFixcvXbrk7OyMwWCcnJwuXrx48eJFJycnKC9fvnzhwgUKhYLBYBwdnYxNzAwNDV1dXc+qq5LJZGNjYwMDA4iDRCIZGxvr6upSqVQVFRVIR1dXF+JAYMEv29vbQ1gQB5RaWlqS7LS0tBgMhrq6OoFAsLS0hHTU1NRwOByU0IrD4aytrSXZWVtbT4N17tw5iNLGxsbW1hbS0dDQsLGxwWKxCEorKyssFgutmpqaCDsajaahoXHlyhU8Hg8rHMIiEokQpba2tpmZGZFIxGAwNBpNR0fHzMwMoaOrqwthQTq6urrGxsZkMhnS0dfXNzIyIpPJKioqFAoFSlj/VCr1woULhoaGCLsLFy4gsJydnS9dunTp0iUnJycVFRUnJ6dLly5duHABQWloaAjZqaiokMlkQ0NDfX19iBKy09fXR1wJYQdhmZmZIezs7e3NzMy0tbWhGxKJROhZiCuZm5trampCN8Tj8ZaWlpqamggdhJ26ujoWi4WwGAzG2bNnoYR01NXVEVguLi7nzp3H4YlEIlFLS8vd1eXcuXPW1tbQ76ArWVtbI7A0NDQsLS1xOBx0NE1NTUtLSwKBANlpamqam5sjfqetrW1ubm5vb6+mpkalUiE7e3t7WOG6urqmpqaQHQILYaevry/JzsDAwNDQEGEHYUF2UErS+ZgdhIWwQ1zJycnJyMjIwMAAYWdkZITAIpPJJiYmenp6iKOZmJhIOpqZmRkMgxgMJjg4+Lfffpspv8Hg4KCKisqWLVuUlJQwGIy8vPyJEye2b9++du1aKI8dO6asrLx27VpVVVUUCnXs2LGdO3euWbMGg8GgUKgjR47s3LlTUVFRTU1NQUHhyJEju3fvXr16taqqqoKCwqFDh3bv3r1q1SpVVdVly5YdOnRo7969UCooKBw4cGDv3r0rVqxQVVVdvnz5gQMH0Gj0ihUr1NXVV6xYARNuLl++XFVVFcoDBw4sX75cXV195cqVe/fuPXDggIKCArTu2bPn0KFDy5YtU1NTW7Vq1e7duw8dOgStUB45ckRBQUFNTU1RUXHXrl1HjhxBoVAYDGb16tU7d+48duwYCoVSVVVdu3YtlPLy8hgMZu3atdu3b4dWDAajpKS0ffv2EydOyMnJqaioKCkpbd269cSJE/Ly8ioqKhs2bNi6devJkyfl5OROnz69YcOGzZs3nzx5Ul5e/syZMxs3bty8efPp06fl5eVPnz69cePGjRs3InLz5s0bNmw4c+aMvLz8yZMnN2/esn79+jNnzsjJyZ04cWLbtm3r169H6Gzbtk1JSUlFRUVOTu748ePKysqQHQqFghLSkZeXP3r0KIQFKxzK1atXS7JbvXo1wm7Pnj0InYMHD0Kppqa2bNmygwcP7tu3b+XKlRDlgQMH9u3bh8Dav3///v37EZRoNHr//v3Lli1TVVVduXIlGo0+ePAggnLPnj0HDx6EdFavXr1nz57Dhw8rKChgMJhVq1bt2rXr8OHDsMIhrKNHj8IvKyoq7tix4+jRowidHTt2HD9+XJLOsWPH5OTkoNy2bRukg8Fg1q1bB2HJycmdOXMGylOnTiHstmzZMo0dQmfTpk2bNm06ffq0nJzcqVOnNm3atGHDBmg9derUli1bIDsIa8uWLevWrYMoIax169ZBHMePH0fYQVg7duxA2B09enTHjh2KioqS7BQVFSGOw4cPQ1jQDQ8fPrxnzx6EHYQF6UAJYampqS1fvhxKSGfZsmUILEl2ENaKFSv27du3f//+5cuXq6mprVy5ct++fQislStXIuzU1NQgO+hZiCtBlBDWzp07ITuIUpKdkpKSsrIyZAddadu2bcePH4eetW7dOkl269ev37JlC8IOwoLsoNy0adOpU6cQdhCWpGch7KBUUVGB7LZu3SrJbuvWrQgsGAYhHTk5uWPHjiESYYcEyWvXrq1du3amebCuri45Obn58+f/85//lJOT+/HHH6WlpRcsWPDLL79AKSUl9euvv/7yyy/y8vJQ/vbbb4h16dKlUMrLy//0009Lly79/fffZ8+eDeWSJUt+//33WbNmIXLhwoWIXLx4MSJ//vnnxYsXL1q0aNasWSgU6ueff160aNGiRYt+/vlneXn5WbNmLVq0aPHixT///DMKhZo1a9bChQsXL178008/QevChQuXLFmCyN9//32aXLp0KZS//PLLb7/9tnTp0h9//FFOTm727Nm//fablJTUjz/+iFihlJOT++WXXxYsWIDIf/7znwsWLJCWlv7hhx+gnD9/vrS0NLTOmTNn/vz5MjIyP/zwg6ys7Jw5c+bNmycjI/Pjjz/KysrOnTt33rx5srKyP/74o4yMzNy5c+fOnQutMjIy8+bNmzt3LmKdN2/enDlzZGVlf/jhB4hjzpw5knQgrB9++AHSQdghsBApSQfK2bNnS7JDYEF2krC+ht3HsBCJ1D/CDoGFsJs9ezbCTk5ObtasWb/99tuSJUuQ+oewEHa//vorwg7KaXSkpKQQOhCWJB3IDtKBsKB17ty5kuwkYcnKys6bNw+i/OGHHz6GNX/+fCghrPnz50N2CCyEnZSUFMIOgfU5dtM8a8mSJQisH3/8EdL5nKN97FkLFy6E9f/TTz8hsCTZwRr++eefFy5cKOl30xxN0rNmz56NeBbiSogVcSVo/RjWDOzmzJkzAzsElqRnIXQ+ZofQQTwL1jBkJ+loUH7O0T5mh8Aik8k6Ojozjc+2t7evWbNGQUEBhUItW7YM/vu/IxUUFL6hRE7x3yL/9yv830jnv4WdvLz8DLAQ67+dzr8R1n8gu6+hA61/Uf1bWlqSSKSkpKSZ5sGwWKypqampqamRkZG5ubmRkZGJiYmZmRmUxsbGXyMNDQ1n/rKZmdkXpbGxMTyUpPyk1cTERNKKSEkr/C2ScmbrF6WpqamJiQlSS9Mq7a+TJiYmf0j+CXbTcHzSOgOOz1k/KT/H7o/igFKy0v4TYP1pdl8J64vs/qgr/SHrJx3tT7D7mM7M8t/ODtbw5xzNysqKTCZXVU1PujhlHqyioqKsrKy8vLykpKSioqK0tPSvkOXl5V+0lpaWfqUsKysrLS2tqKiQlDNb/zclvJiZJfxRkvUws/xL6fwhdp+UH9f/zPI/h84X2ZWVlU2T/+3svuhZ/zmw/oRnfRHWtFr612HBhWV9fX2fjbPv379vbGwE38v38r18L9/LnypJSUl+fn4ff/63jz/6Xr6X7+V7+V6+YfkeZ7+X7+V7+V7+2vJ/AZ+8nfsGmX6jAAAAAElFTkSuQmCC)
Namun, dalam penerimaannya, format SMS ini akan ditambahkan kata-kata yang otomatis dibuat oleh Google. Penambahan kata ini berbeda
untuk masing-masing jenis pengguna. Perbedaan bentuk SMS yang akan diterima oleh pengguna adalah sebagai berikut:
a) Akun pengguna pemilik kalender
b) Akun pengguna yang menerima
pembagian kalender
2.
Kesesuaian proses pengiriman dan penerimaan SMS.
Untuk menentukan kesesuaian proses pengiriman dan penerimaan SMS,
akan dilakukan beberapa pengamatan yaitu:
a) Pengamatan
untuk mengetahui kesesuaian antara tanggal pengiriman data event pada Google Calendar dan tanggal penerimaan SMS pada ponsel pengguna.
b) Pengamatan
untuk mengetahui sinkronisasi antara jumlah SMS yang dikirim oleh Google
Calendar dengan jumlah SMS yang diterima oleh pengguna.
B. RANCANGAN
C.
Metode pengembangan yang
digunakan dalam penelitian ini adalah metode sekuensial linier yang ditunjukkan
pada gambar 3.1 berikut ini:
SSistem
yang dikembangkan dalam penelitian ini menggunakan model pengembangan sistem sekuensial linier seperti yang
ditunjukkan pada gambar 3.1 disesuaikan dengan metode pengembangan sistem yang
dipilih.
C. IMPLEMENTASIKAN
Dari diagram tersebut, tahap-tahap
yang akan dilakukan adalah
1.
Pada tahap pertama
adalah penentuan basis awal dari sebuah penelitian yaitu latar belakang penelitian.
2.
Tahap kedua yaitu menentukan tujuan, manfaat dan ruang
lingkup penelitian. Target pencapaian dalam tahap ini adalah diketahuinya
tujuan dan manfaat dari pemanfaatan Google Calendar sebagai SMS alert dalam sistem monitoring jaringan
komputer. Sedangkan batasan
masalah digunakan untuk membatasi pembahasan dan ruang
lingkup penelitian agar tidak terlalu luas.
3.
Pada tahap ketiga dilakukan pengumpulan data-data yang
diperlukan dalam penelitian, meliputi jenis data masukkan dan keluaran,
spesifikasi fungsi, kemampuan dan fasilitas dari sistem monitoring jaringan
komputer yang akan dibangun serta data-data deskripsi maupun abstrak hasil
penelitian. Pengumpulan data tersebut akan diperoleh dari proses dokumentasi
dan wawancara di Lembaga Pengembangan Teknologi Informasi dan Komunikasi
(LPTIK) Universitas Bengkulu.
4.
Tahap keempat adalah proses analisis kebutuhan.
Analisis kebutuhan yang ditentukan oleh peneliti terdiri dari analisis
kebutuhan sistem, analisis kebutuhan proses, analisis kebutuhan input, analisis kebutuhan output, dan analisis kebutuhan
perangkat lunak dan perangkat keras.
5.
Tahap kelima yaitu perancangan Unified
Modelling Language (UML).
Pada tahapan ini akan diketahui semua entitas luar,
input, dan output yang terlibat dalam sistem serta diagram use-case, diagram kelas, diagram
aktifitas, dan diagram
sequence yang digunakan dalam analisis
sistem.
6.
Tahap keenam yaitu perancangan Entity Relationship Diagram (ERD).
Perancangan meliputi beberapa proses yaitu pembuatan
tabel database dan perancangan relasi
antar basis data. Hasil dari tahap ini dapat dijadikan sebagai dasar dari
implementasi basis data sistem nantinya.
7.
Tahap ketujuh yaitu perancangan flowchart dan antarmuka (human
interface). Tahap perancangan flowchart
akan digunakan untuk menggambarkan sistem baru yang akan dikembangkan
secara logis tanpa mempertimbangkan terlebih dahulu lingkungan sistem. Tahap
perancangan antarmuka akan dibuat dalam beberapa rancangan tata letak sistem
sesuai dengan analisis kebutuhan dari sistem.
8.
Tahapan kedelapan yaitu
implementasi sistem secara
keseluruhan.
Implementasi berdasarkan hasil dari tahapan keempat
hingga ketujuh, yaitu dari tahapan analisis kebutuhan, UML, ERD, flowchart dan antarmuka. Pada tahap ini
juga dilakukan pengkodean menggunakan Google API pada sistem.
9.
Tahapan kesembilan yaitu tahapan pengujian
hasil implementasi sistem secara umum. Pengujian meliputi
pengujian input, proses dan output sistem apakah telah sesuai dengan
perancangan sistem sebelumnya. Pada tahapan ini juga dilakukan pengujian
pemanfaatan Google Calendar sebagai SMS alert.
Tahapan ini menguji implementasi tahapan monitoring jaringan, pembaruan status
perangkat dan pengiriman SMS menggunakan Google Calendar. Proses pengujian ini
dilakukan menggunakan metode black-box
testing dan white-box testing.
10.
Tahapan kesebelas adalah operasi dan pemeliharaan
sistem. Tahapan ini dilakukan setelah
proses pengujian sistem telah berhasil dilakukan. Pengoperasian dilakukan
langsung oleh pengguna sistem di Lembaga
Pengembangan Teknologi Informasi dan Komunikasi (LPTIK) Universitas Bengkulu.
11.
Tahapan terakhir adalah penarikan kesimpulan dan
saran. Tahap tersebut dilakukan untuk mengetahui hasil yang telah diperoleh selama melakukan penelitian.
D. PENGUJIAN
Metode pengujian
sistem yang digunakan dalam penelitian ini adalah
black- box testing dan white-box testing. Hal yang akan diuji
pada pengujian black-box antara lain:
3.
Pengujian fungsional sistem dari sistem monitoring jaringan komputer.
4.
Pengujian proses ping pada
sistem monitoring jaringan komputer.
5.
Pengujian untuk mengamati selisih waktu antara pengiriman
dan penerimaan SMS.
6.
Pengujian untuk mengamati sinkronisasi antara jumlah
SMS yang dikirim dan jumlah SMS yang diterima.
Sedangkan hal yang akan diuji pada pengujian white-box testing antara lain:
1.
Pengujian method dan attribute sistem monitoring jaringan komputer.
2.
Pengujian antarmuka sistem monitoring jaringan komputer.
![](file:///C:\Users\WIN7~1\AppData\Local\Temp\msohtmlclip1\01\clip_image013.gif)
Jadwal Penelitian
Tabel
3.1 Jadwal Penelitian
No
|
Kegiatan
|
Des-13
|
Jan-14
|
Feb-14
|
Mar-14
|
Apr -14
|
Mei-14
|
Jun-14
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1
|
2
|
3
|
4
|
1.
|
Identifikasi Masalah
|
|
|
Latar belakang
penelitian
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Tujuan dan ruang lingkup penelitian
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
2.
|
Definisi kebutuhan
|
|
|
Pengumpulan Data
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Analisis data
yang dibutuhkan
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
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4.
|
Perancangan sistem
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
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5.
|
Coding
|
|
|
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6.
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Pengujian dan
evaluasi
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7.
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Analisis hasil
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8.
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Pembuatan laporan
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