Based on our published research techniques, we here apply them as a systematic predicting tool for determining the dates of earthquakes. Our methods are experimental and we test them in real time.
Please note the disclaimer at the end. We expect an accuracy for the prediction of +-1 day from the dates shown in the charts.
In the following diagram we can see Taiwan Earthquake Predictions for the period of October 2018.
For this period we can observe that there is a High* probability to have an earthquake >4R in Taiwan on September 2nd, 11th, 15th, 26th and 29th , other dates in October 2018 are possible and you can see their relative significance from the calendar below:
The probability scales are as follows:
*SMALL (<40%), MEDIUM (40-60%), and HIGH (>60%)
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8lTi9Vu/wtpAojqVvKFje75qCejZ4GCz0zqpw7hR5vNw9eDNETAADAc5yK2d1xN5m2M6RMJzTddTtSejZ6siwbk9/IncXWE3UuPCzwC9ETAADAQ5yK2d00mUd2Qp8RKW7SWlx2XI9HzyathYvp03eJXVuABTxC9AQAAHA7k9VOthQKihAtOVDlmvWX15FrzGRW1cW38j0ePVmW3ZjV1l4+Jr+3+3+Cl0H0BAAAcK8Wo21FSg3Jnesyal1bzE7Qdoa80YqUGheXLvERPSWNBlIs1fstQMGbIHoCAAC4kVxjJk2O3FTMTqSXqkn1kkxtcvHR+YieLMuSMJ0hRHt5f4DoCQAA4C7Cej0p03ZTMTuh1FnJeyVdVLr+DXiKngU1Wu6k5sdXui+1g8cgegIAALhFjsTtxeyOQtNlZFckt0Q0nqInbb/aG98FezIB3xA9AQAAXC/+vCeK2YncCg2ZW3XtLvBX8RQ9WZbNEFLc2S07WOOO44MnIXoCAAC4kseK2QlKbyU96t1YCc5f9DRZ7eQEJY0Gd7wFeAyiJwAAgMs4FbOHZV5xUzG7I9KBaH58pRvfjr/oyTrsC7oxyxX70QN/ED0BAABcw6mYPepMowfKYkgVTlCESNzgzh+pvEZPSm8lC2dd2ScfPA7REwAAwAWcitmzRJ7oBGSw0MExbXeid+TK3ftmvEZPlmW3nqgjmd597wLuhugJAADQV07F7EW17i1mJ3bkyrk3nRtX6faO63xHT5naRDYIRXt534XoCQAA0Hu0nSHLELlidtf3cu9AUa2OvG9Bjfu7DvEdPVmHBlKpxSq3vhG4D6InAABAL5msdlLiExQhCkmubjHaPPbWZF3p5uw6T7ylF0TPQpmORHwrjfbyPgnREwAAoDdajLZlBz1dzE5EnWkkm5vrTB65++wF0ZNl2QUJUu7Ecys07n4vcAdETwAAgB6razbPjfN0MTshaTSQt/ZcAvOO6Jklosgcs7vfC9wB0RMAAKBnSupaPV/MTlhpZnFiFffu6zJqPffG3hE9rTRDivqF9YgQvgfREwAAoAeyxc28FLMTZIvOmVHlSp1790m6hndET5ZlEwsVPCRvcBFETwAAgG7hsZidkKlNJPh6eLbVe6Jni9E2I7LtItQ1mz3wjuBCiJ4AAABd47GYnaDtTEhyNTeAFSk1Hn5374merEND04hTbm6kD67m4ujJMD1YZI3oCQAAPsGpmH1jlkeL2YnUYhXpqS7XeHy2z5uiZ12zmVwKz/8OAH3hguip0WiamppaW1vJ/4pEopKSEp1O13kSRfQEAADv51TMHneuyZPF7IRcYyZ3mflpqE7T+sy9XhI9WZZdl1HLXY3EQoXH3hT6rq/R02Qy5efnHz16VCwWc0GzrKwsNjY2Ojo6Pz9fo+ms44NKpUpPTzcajX0cAwAAgJs4FbNni5v5GsmqtMvkXj8v2Zdl7Iasfc1rO4ieCwa2bPvQXHLOY8MpqWvlLkhwjATt5X1IX6NnXl7ezp07t27devz4cYZhKIoSCoVCobCpqWndunUFBQWdvFalUh05cgTREwAAvJNTMXtJXStfIyHNLKfvEnu+tqmN3W44Fq9ZO77D6Bk+yVJ63pMjWnKgrckUj78SQE/1NXrq9fr8/PyEhITMzEyGYWiaNplMZrO5ubk5JCQkNzfX6fl2u12j0eTn5x8/fjw9PX3Hjh1ZWVk5OTnZDo6fPHki/0JOkaSdx6WKnIui4zknjx/PBgAAcJOsY9mhCRfITfbZu4UHMnL5GszBjJwZu8q4kazdf97zAzienX3sxMljJ05U71im/u755pCHro2eY6jlYzRf39u05s2yvVuzTp7KPn7CMz+ltx8809ZtIKrEI2/oe47/GpjOnj2rUnnFxvcuWOtZXl6ekpKSlZVlt7etudbr9YmJiampqfX19U5PZhjGYDBUVVVJJJJz587FxsYWFxdLJBLRr8TlElHhhdKU3UWbJl/a/M9LW96/tOWDXx/vF4W9e2nzx+Lii+LyCpFILAIAAHC1S6WiFQdEJHcujBOdL+ZzPGQw82JFJUJ+xlBWXlEmEjXEhVGhLzZ/fd/10bP5qztUG96tPRJfJqkUics9M6oSoWh2VNvFOXjaM+/pq6qqqkhZDr9cED1LSkoOHDhw9OhR7n9bW1vPnTu3YcOGlpaWzl+o0WgyMjKs1uva4TarbalhrXMErV8I9AsdHosEulkC/fzfsUZs2woAAG7RYrSRBkY8FrMTuRUaMhhJo4HHkbAsazqeqFk3Xr142PU33FULBmi3T7KJLnp4SAeL2qr+Q9NlHn5r6B0XRM8LFy7ExsampqbSNM2ybEZGxoYNGy5dutTa2sowTCdF7h1VuNuUTa2pm9SLBVTIw9S3z1DLn257fPus+ss7m5cOs7c09X3YAAAATmRq05zYCt6L2QmdiSabRkadaeRxJCzrdRXuHJ2JJoX/vK2ChZ7oa/QsKSlJSUmJjIyMj48/f/58XV1dbm7uzp07ExIS9u/fLxKJLBZLR6/tRvR86Nro+Yz6yzsQPQEAwB2KanVeUsxObM6u48YzN66S38lXlvWuvp6Oos40clcpPMd5mR94ob5GT6VSKZPJqqqqLl++3NDQoNPplEplTU0Nt5pTpVJxU6Edvbbr6Ll83NUPN6InAAC4R5aI8pJidqJQpiPzr57fKb4d3ho9m7QW8gsDpffgpvbQK964kSaiJwAAeAxtZ8i0GTe/6A3bghssNOljvyPXO/aK9NboybIs2eM07hwSgrdD9AQAgMBlstrDMq/uzL7sYI2X7MpI9igPjpHoTB3eP/QoL46e4gY9d7lm7ZHwvzIBOoXoCQAAAcqpmH1zdp2XpBYSpIIiRAU1Wr6H8ysvjp4sy5JvZYaQ4msM0B2IngAAEIicitnjz3vLPuAmq31+fNut9rDMK3wPx4F3R8+zVVruos2Pr+S3LwF0DtETAAACjlMxe47Ei9pFx51rIveOvatoxrujJ21nyOpYL5oqhusgegIAQGDJEF5TzC6sd/4xxCOpwkjG5lWBmGW9PXqyLJtequYu3YqUGh6HAZ1D9AQAgEBB25nIvAZyk31+fKVcw38xO0HbmcWJVd67N4/XR0+DhZ61p60Dv1Rh5HEk0AlETwAACAgmq31dRi3JnStSvKWYnUi6qCRzsUqdN91q53h99GRZNia/keyAyu9IoCOIngAA4P8ovXXJgSovLGYn6prN5FZ7eqma7+G0xxeip1Jn5S7j9F3iJm2H+ykCjxA9AQDAz9WojN5ZzE7QdmZFSg2ZjvXSAm1fiJ6sw+6jMfl873oP7UH0BAAAf1Yo895idoLUx0zfJfaGvZTa5yPRU6owknULBot3dOMHB4ieAADgt9JL1V5bzE4oddYZkW2DTLqo5Hs4HfOR6Mmy7Kq0y9z1TC1W8T0WcIboCQAAfsjLi9kdhabLuEEuOVDlpbfaOb4TPQtlOu6Szomt8OpLGpAQPQEAwN94fzE7kS1uJrfavb0fkO9ET9rOLEiQchc2T9rC93DgGoieAADgV5yK2beeqLPSXjrvRemtpA9l3Dmv/9HmO9GTZdkMIcVd2JDkar7HAtdA9AQAAP/hVMyeWOh1xeyOwjKvkPUA3tbsqR0+FT1NVjuJ9eIGb1zjG7AQPQEAwE84FbPnVnhjMTtRUKMlEdk3spFPRU+WZePPK7jLG5aJ9vJeBNETAAD8QWqxihSzz9oj8fIwpzPRwTFtc3IRp+R8D6d7fC16thht5CPhtUVmAQjREwAAfBttZyJOyckM4oIEqffnjPCcem60c+Mqfab3pK9FT9bhOkfmNfA9FmiD6AkAAD7MZLWvOSIjuXNV2mWvLWYnimp1ZMCFMh3fw+k2H4yeMrWJu84zIsXe/8EIEIieAADgq5Q66+JE3yhmJ0xW+9y4SrKVPN/D6QkfjJ4sy5LfTLy6XX8gQfQEAACfJFX4UjE7EXWmkRtwcIxEZ/KRW+0c34yeZI55TmyF9/9mEggQPQEAwPcU1Gh9qJidEDfoSVb2lTFf5ZvRk2VZMjWeI/G1a+6PED0BAMDHpBarSIDz/mJ2wkozJAP5ZLsfn42eZMuoxYlVfI8FED0BAMB3+GIxOxF3rokb9syockpv5Xs4Peez0dNKM2RtRlGt79R1+SlETwAA8A2+WMxO1KiMpMdklojiezi94rPRk2XZpItK7uKvOSLjeyyBDtETAAB8gFMxe3hOPW33mZIR2s6EJFeTxMz3cHrLl6Nni9E2I7It+svUJr6HE9AQPQEAwNs5FbP7XJecg0Uq0l3Sh1YIOPPl6MmyLFmqsSPXR7aP8lOIngAA4NWcitnzpC18j6hn5BozmW9LL1XzPZw+8PHoKdeYyafIh5Zq+B9ETwBwMYbxmdugnoeL01NkvpBrhClpNPA9op6h7cyKlBpu/CHJ1T60SKAdPh49WZYNy7zCfS/iz/tGF1i/hOgJAB3S6XRqtVqlUqnV6paWFq1Wq9FouK8olUqj0djRCwsLC1esWLF27dqioiKTyQeWVZnN5paWFu5MtVqtzebGGZG8vLxNmzZt375drXbjBJjRaKQoijsdi8Vy/RMMBgNFURRFtba20nQ7jc0NBkNzc7NOp7Pb7e0eXKVSabVaq9Vdldq0ndmRe7WYfXFilS/eqs4SUWSmzeeXGPp+9BTW60lPLrSX5wuiJwC0j2GYoqKi5OTk2NjYffv27dmzZ/fu3dHR0XFxcfv27Ttw4IBUKu3otVu3bhUIBAKBYOvWrRTl1cW8Vqu1rq4uKSkpOjp67969cXFxkZGRSUlJEonk+sh1Pb1er1Aompqaup/Avv76a4FA0L9//0uXLrljEtRsNkskkvT09H379kVHR+/atevAgQM1NTXkdGiaLikp2bt3b2xsbFRUVHR09OnTp83mq6nOYDBIJJLExMRt27YdOnRIr9eTcZpMpkuXLsXHx+/evTsuLm7nzp0HDhyorKx0+VkYLHRo+jXF7D628Q/Lsiyr1FnJUgF/mGbz/ejJsiyp98oQevU/TX4M0RMA2me32xMSEv7zn/+88sor48ePHzhwoEAguPvuu1999dU333xz5syZOTk5Hb32woUL8+bNmzJlyokTJzqZHOUdwzAlJSXz5s0bOHDgH/7wh1deeeXll1++4YYbBALB1KlTy8vLuzxCTk7OV199NW/ePJmsux1btmzZcvfdd992223FxcXdSbc9dfny5alTp44dO/aFF14YM2YM9zvAokWLampquCcUFRW99957/fr1e+655x555BGBQDBmzJjs7GwuPet0uszMzHfeeed3v/udQCAYN25cQ0MDFz1pmi4uLn7xxRdvuOGGBx98cOLEif369RMIBF988YVWq3XhKTRpLb5bzO5oXUYtmbL1hzk2v4ieuRUa0hTWRz9Xvg7REwA6RFFUTU1NVVXViRMnbr755htuuGHWrFklJSUSiaSmpsZg6HDVndVq5e7OO86leaH8/Pxp06YNHTp0ypQpycnJUqlUKBRGR0e//PLLt9122zvvvKNUKjufmDx69OiLL744bNiwhoaGbr4pFz1vv/327kTbXqAoKiEh4dixY+Xl5VlZWZMnTxYIBI8++mhUVBTLsnq9/p133rn33ns/+eST0tLS/Pz8GTNmDB069KmnnmpsbGRZdvPmzXfccce0adNuv/12gUDw5JNPkugpk8mWLl06aNCgadOmHT9+XCwWb9my5Te/+c3f//73ixcvumr8kkaDTxezEyTiBEWIpArv/QWsB/wietL2q+3lC2VoL88DRE8A6FpjY+OQIUNuvvnmlStXki9qNJrjx4+HhYWFhISsXbs2NTW1rq6OPD8jIyMqKkomk9XW1iYmJoaEhEilUi7BNDY2btmyJSUl5cqVtr0ERSLRjz/+uHnzZp1OZ7PZCgoKtm3btnz58pUrV+7Zs6esrIxbjGi32zMzM/fs2VNdXX3x4sWtW7euWrUqMTFRLpf3bvpwxYoVQ4YMefDBB48dO0bWO5rN5rN7OR4AACAASURBVMjIyIceemjo0KH79+/nEjZN01KpNCoqauHChaGhoXl5eWazOSws7IUXXhgyZIhAIPjXv/61efPmgoIC7iCVlZV79+797rvvli1bFhkZKRQKyR35LVu2/OEPfxg6dOjJkycPHjy4YcOGrVu3nj592vEfQ4qi0tPTV69eHRIS8vPPP0skEjK8M2fOxMXFZWRkVFVVbd++PTMzU6m8JpxZrVaVSsVdEL1e//PPPw8ePHjYsGE//fQTy7JlZWX33nvvI488cuDAAe75SUlJTz/9dL9+/bj4eOzYsSVLluTm5o4ePVogEIwdO5ZET7FYPH36dIFAEBoayp2OUCgcPnz4iy++ePbs2V5c/+udrdKSYnBfLGYnWoy2WXsk3IlEnWnkezgu4hfRk3XYiNWHe6z6MkRPAOhaZWXlrbfeOnDgwCVLluh0OpZlaZreu3fvP/7xjwkTJjz33HOjR4+eMGHC999/z8Wg06dPv/XWW3feeWdqaurZs2eDgoIEAkFUVBT39/3UqVN33HHH2LFjY2NjueNv3759yJAhDzzwAEVR5eXly5cvHz9+/P/93/8988wzY8aM+fzzz8+ePcswjM1m+/TTT++7776lS5cuW7bszTfffOCBBx5//PFVq1Zdvny5R2fEMIxKpXr77bcFAkFQUFBra6vjn5aWlr777rv9+/efPXu2SqViWfbChQuLFy/+y1/+8uCDDz755JOff/65VCqdOHHizTffPGDAgH79+g0fPvzdd9/l8pxEIlm0aNHzzz8/bty4p59++tlnn/3kk0/S09O5+Lhly5b77rtv4MCBwcHBs2fPHj9+/OOPP/7+++/n5eVxea6lpWXr1q0ffPDBc889N3bs2GeeeebLL788c+YMN+xVq1Y999xz48ePX7BgwW9/+9uZM2cWFxd3dJoajSYqKmrw4MH333//zp07WZZNTk6+6667xo8fzx2QZdnz589PmjRp0KBBhw8fdlwd8de//tUpetbV1a1atUogELz99tvHjh2TyWRhYWEPPfRQcHAwuZvfF75ezO5oc3YddyLz4ytNVtcvq+CHv0RPg4Umv+HUqPxiQtqnIHoCQNekUimJnlxKUyqV//rXv0aMGHH06FGpVPr999/fc889t9xyS3Z2NsuyOTk5//d//ycQCPbt28dFSYFAsHjx4traWpPJFBMTM2jQIIFAMGvWLJZlbTbbF198MWjQoAkTJrAsGx0dPXfu3I0bN4pEouPHj3Nzb1OmTLFarTabbebMmQKBoF+/flOnTk1PT//uu++4tYyxsbHXT3wy13L6o6Kiopdffvnmm2/+4osvnKKnVCrl7lO/8sorSqWytrb2k08+EQgEH3zwQW5ublRU1KRJk7KyskpLS8PCwv70pz/ddNNNiYmJVVVVKpWqvr5+2rRpAwYMeOWVV44fP37u3Lm33npLIBCMHj2ay2fbtm176KGHuGH/9NNPKSkpkyZNEggEn3/+eUVFBcMwmZmZt9xyy/jx45OSkgoLC//9738LBILJkydz6ymXL19+zz33cBeBu4ZFRUUdfeNqamq++uqrAQMGPPXUU4mJiTabbcuWLUOHDn3jjTdIYD1//vyUKVMGDhwYHx/vuGST+w46Rk+GYS5evHjHHXcIBIK//OUvCxcu5GJoJ6t+u8k/itmJghotORe/2jHcX6Iny7Ix+Y3cN2hzdh3fYwk4iJ4A0DXH6MnNejIMo1Qqq6urFQpFa2trQUHBRx991L9//6ioKJvNdvr06eeff56b6bTZbCkpKQKBYNKkSZWVldXV1VOnTuWC17Rp0xQKRXV19ahRox577LHIyEiWZc1ms0KhkMvlFEW1tLSsX7/+3nvvffzxxy0Wi91u//jjjwUCweDBg4VCIcuyly5d4m4Bh4WFNTc3O46Zu++sVCpVKpVKpWpubjabzSSAMgxz4cKFv/3tb7fccsuCBQucomd1dfWUKVMEAsFbb71FUdT+/ftHjhz5m9/8RiQSsb9WtRuNRpvNtm/fvqeffrp///5c/jOZTNnZ2UOGDHnrrbcyMzO5YZw4ceL555+/7bbbtm3bZrfbf/7553vuuee3v/1tdHQ0RVFGo/HQoUP33ntvv379Nm/eLJVKg4KC7rjjjv/9738NDQ0URWVnZ99///1PPvnk4cOHWZZduXLlnXfeeffdd4eFhQmFwtra2o56COh0um3btg0YMEAgEKxevdpisRgMhvDw8Ntuu+2NN964dOkS9zQSPRMSEjqPntzp7N+//4EHHhD86uOPPy4pKenLp8upmD00XeaLxeyEwUKTpYT+tmuOH0XPJq1l+i4xt65DqXNXgzBoF6InAHTt+ujJsuylS5dCQ0Nff/31CRMmvPDCC3fffffgwYM3bdqk1+vPnDnzwgsvCAQCLk0WFRWNGjVq2LBhR44cycrKGj58+Ntvvz1gwIAXX3wxJyenrKxs+PDhb7zxBpdgdDrdDz/88Nprr02YMOH1119/4okn+vXrN2rUKLPZbLfbZ82aJRAIfve733F5SyaThYSECASCdevWObXJlEqlX3755csvv/zXv/712Wefff/99x0bDDEMc/78eRI9nf4hqqys5GYi33//faVS+csvvwwfPnzo0KHXh7yEhISxY8f279+/tLSUG3x0dDQXyEgVUUNDw4cffjh48OCVK1fabLYdO3ZwZUZlZWXcE0pKSiZMmCAQCL777rvi4uKXXnrpN7/5zciRIydMmDBhwgQuAj7yyCPx8fEsy3733Xe33Xbbk08+KRaLuZe325WTZdnw8PDhw4cLBIJ///vfXFLX6XTcrOfEiRPJrOeFCxemTp06YMCAuLi4lparayuvj54Gg+HEiRPvvvvua6+9Nm/evG+//faZZ5555JFHli9fXltb290P07Wcitl35Mp9veiYTN8Gx0gMFh/O0O3wo+jJsuzGrLb28jH5/rIY10cgegJA166/4V5RUTFv3rz7779/3Lhxr7766oQJE+67775bbrll3bp1Op3OMXpyjTMXLFggEAj+97//rVu3TiAQxMXFvfzyy48++uiSJUvS09NHjBgRHBzMtTdfv379yJEjb7/99vHjx0+cOHHs2LE33XTT448/bjKZHKMnV1FeXV29ZMkSgUDwww8/OOXC6urqkJCQN998c8KECS+99FJQUFBtba3jrGdNTc3rr78uEAhmzJjh1BuosLDw9ddfHzRo0NKlSymKCg8Pv+uuu4YOHepU0GO32/fu3TtmzJj+/ftzSY6iqB07dtx0003BwcEkejY2Nk6aNGnw4MGrVq1yjJ4kO5aWlr755ptc9CwqKnr++ecHDx78xBNPTJw48fXXX584ceJ7770XGhrKvcXKlSuHDBny7LPPdlJ9b7Vajx8//tRTTwkEgldffbW0tJR7pl6vj4mJufPOOydMmEAqoi5cuPDBBx/cdNNNmZmZjv3/SfTkKt9Zli0pKZkxY4ZAIFi2bJlWqzWZTLt27frd7353//33b9u2rRd9+J2K2Q8WqXp6BG9DOpYHRYgKalzZcMor+Ff0lDQaSHt5f/slwbshegJA1xyjJ/d3Ni4ubuTIkQ888AAXsCiKWrhw4Y033rh+/frW1lYSPXft2mU2m00m08GDB2+99dbXXntt4sSJt912m1gs3rRp09ixYx944IFPP/109OjRGzduZBhGKpVy5dgbNmzgZihjY2NHjhw5cuTIjqLn4sWLr4+e3WzVPnv2bIFA8NxzzwmFQjIharFYfvnll8cee2zkyJEnT540m83bt28fMWLErbfeypXkMwxjNpstFgtN03FxcVz05KZsW1paYmJibrzxxo8++oj0GyouLn7ttdeGDh26detW7oY7qXC32WwMwxw/fvzxxx8XCAQbNmwoKSl59dVX77zzzj179lw/YIZhVqxYMXTo0HHjxtXV1bVb12+z2YRC4d/+9rcbbrjhpZdeOn/+PPkjq9VaUFDwxz/+8cknn0xOTua+mJKS8tJLL/3+9793KhXioue4ceOamprIMx9++GGBQJCamsp9pbm5mRv5v/71L6dFC11yLGafESk+W+XzQc1ktc+Pr/TnFYT+FT1Zll12sG2P0/RSN24tBk4QPQGga9dHz+Tk5CeeeOKBBx4oKiqiaXrPnj2jR48eNGjQDz/8wEXPF198kYueRqPRbrefOXNm2LBhAoHghhtu+NOf/lRdXc3d5xUIBAMGDPj73/9+4sQJlmWrqqpuvfXWW2+9dc2aNWazWSgUjh8/XiAQPPHEEyaTiabp66PnV1991e6sZ3ekpaW98MIL/fr1mz9/fmFhIcuyRqNx3759991337Bhw0JCQjQaDcuyKSkpf/7zn/v37797926j0ahQKA4fPnzy5EkuUnM33M+cOWO1Wo1G49mzZ2+88cb777//p59+0ul0ra2toaGht91220MPPcTdlA8PD7///vsHDBjw3//+t7KysqmpafXq1Vyh/aVLlxoaGr755psbbrhh0qRJ3JD0en1kZGRaWhpXLLVy5Uouel65cqXd6FlbWztnzpyBAwe+8cYb3FV1RFHUo48+esstt4SEhLS2tl65cuWdd965+eabP/nkE4Ximu12SIU7iZ55eXncbxTff/8917E1Ozv7rrvueuihh3bs2NGjWc+ki0oyOzgntsKni9mJqDONZBaN0vvj8kG/i56kIGxuXKWvr/TwIYieANC1iooKrqZk8uTJXJ9LmUw2a9asQYMGPfzww6NHj37zzTcfe+wx7paxTqfLzs4eOXKkQCAIDw8nFfEPPvggt4HknDlzdDpdc3MzN+lIirtZltXpdJs2bXrggQcGDRo0ZsyYBx988E9/+pNAILjnnnuMRiPDMFyfJoFAUF9fzw3s008/5d7X6W54dzQ3N6enp3/00UdDhgwZMWLEuHHjnnzyyTvuuOOZZ55Zu3YtaUSqUCgiIiKeffbZP/zhD6NHj37ooYfGjh174sQJmqbFYjFX+TRixIh//OMf+/bta21t3bJly4gRIwYNGvTkk08+9dRTN9544/PPP79v3z4uri1dupQ7hYULF7755pt//OMfhw8fPmrUqEOHDnGlSxcvXpw0adI999xzzz33PPPMM0888cTzzz+/a9culmUZhuHOd+TIke1GT6vVmpSUdOONN3KZftSoUVyPqlGjRn3++eeVlZU0TScnJz///PP9+vV76qmnHn744REjRkydOvXixYtca6fo6OhRo0b9+c9/JoVEo0ePfvTRRw8fPmwymXbu3Dlu3Lj77rvv8ccfHzdu3IgRI5566qnvv/+++82taDsTnlPvWMzepG1ni3mfI1UYubKVoAhRboWG7+G4h99FT9rOkIlqP5h39xWIngDQNaVSuXDhwilTpuzatYsLKHa7/fjx44sXLw4KCvrggw/Wr1//008/zZ079+jRo9we4qGhocHBwXl5edzyQbvdvmHDhpkzZ3777be5ubkMw9A0fejQoenTpwcHB2dmZnLzi9x7/fjjj5MnT54yZUpQUNAPP/zA9Za3Wq0Mw8TGxk6dOvXLL7/kCmIUCsX+/fuDg4OPHj3a0xu+HJPJVFBQ8Nlnn0351bRp06Kjo0l7fE5DQ0NsbOzMmTMnTZr0/vvvL1y4kNs502AwZGdnz549e/LkyV9++SVX1a7VasPCwiZPnjz1V/Hx8WQZZUpKymeffbZgwYJTp059/fXX//jHP4KDg3ft2kUmHa1Wa05OTkhIyKRJkyZPnjx58uTvvvuOLM3ct2/fZ599tnbtWo1Gc/26AovFcubMmf/85z+zZ8/++OOPP/roI+6k3n333dDQUC4g0jSdkJDADWzy5MkrVqw4deoUOVRqauo777wzefLkWbNmffbZZ7NmzZo6derbb7/NTaA2NDTs3bv3888///DDDydPnvzRRx/t2LGj+3u460z0qrTLjsXs/rHGzkozpFgqNL27W6r6Hr+LnizLZggp7hsXklzN91gCBaInAPiJbq7vDGRdXiK3XkO5xuxnxewEWT8wM6rcnzv1+GP0NFhosu+UuME5kIA7IHoCAIDbSRoNwTESfypmJ2RqE7nVniHs8YJjX+KP0ZNl2bhzTdy3b2PWFb7HEhAQPQEAwL3ypC0knPlHMTtB2xlSJb0ipcZv5nHb56fRk9JbyefTP1YeezlETwAAcCO/LGYn0kvV3KlN3yX26c0/u8VPoyfLsltP1HHfx6gzaC/vdi6InjRNW61Wsp2G3W43Go06na6jDTYIRE8AAD/mr8XsRJPWQlqTJl3scYMF3+O/0bNGZSSz8j69j6tP6Gv0ZBhGLpdXVVWpVG0LdxQKxaVLlwoLC6VSaecFp32Inop2DwgAAF7CqZh9zRE/KWZ3RLaeD0mu9vNb7Ry730ZP1uG76U8Lkb1TX6Pn+fPnt2zZsmHDhtOnTzMMo9fr9+7du379+qqqquDg4EOHDnXyWrVafeTIEcd92zgMpdIf3qxeLKBCHrwuev6+eelw1uDX67gBAHycUzF7xCn/KWYnskQUudUuVRj5Ho5nMMZj8Zq149uNnqoFA1vCJ1mF57s+jFcqlOnIshAr7W8fV6/S1+jJ7eqxc+fOzMxMhmHKysoSEhK4Bnvz5s2LiYnR6XSOz2cYxmQyyeXy+vr60tLSffv2SaXS+vr62l/JGprqS4qUe7+jlgyhlv6JWj7WMXo2L7pTvez39eVFtfWNtVeu1AIAgJfJLa6ZvUdMcmf0SSnfI3K90orLM3e3nePPWZV8D8cTZHX1stpaxf6f1KEvUV+PuDZ6jqGWj2lefLt60z8bsw/J6uU++gN63t5y7nuafLaK77G4mEwmk8vlRqNX/I7kgrWeFRUVqampWVlZLMvm5uYePXq0traWZdlNmzYlJiY67czGMIzBYKiqqpJKpRcuXIiOjhYKhVKpVCwWl5eXl5eXi6ovSwvONEYta/56GLX0Uefo+dWd6uW3VxbmlVdUlUsk5QAA4E3254qn7WwLnf+JFCWfFvM9IrdYmdSWOz+LEQlFfI/GA8RicYVUXFEpjw1T/+9F6ps/thM9l9ylCnuv9nC8uKpGLJGUl/vetz7mRNu3df5ev/qmisVisVhcVVXVu303XM4F0bO0tDQ5OfnYsWMsy+bl5aWmporFYoZhNm3alJycrFarnZ5vs9m0Wq3BYJDJZElJSQqFQq/XawiDSVNT1Zy4lloymAp5xCl6UgvvoJbdqblSqdEZNC0tGgAA8BoxebVksvPT6PJL1Uq+R+QWWSUN5DTPVzbxPRxP0bVqtNrmlJ3U93+jltxz/Q13avFQ6qcPNGePaQxGTYuW7+H2horSfBzVNvF5VuJv31mtVsvtRcc7F0RPsViclpaWk5PDsuy5c+diYmJyc3NZlp09e/bu3bu57Z6dkG2RSZkR8yuWZW2Kpta0H9WL+3VQZjScKzNiHF4FAAA8stjspD0NV8yu0Fr4HpRbaI020hs/Mq+B7+F4EMsytE2fubd5bSdlRh+aivMZX/4BnVio4L656zJq+R6L6/U98rlEX6NnaWnprl27li5dun79+rNnz6rV6szMzDVr1kRHR2/atOnSpUudvJarcL8+m9JKRWvajx1XuA9ntAHQwwIAwEe0GG1Oxewmq53vQbkLSdhz4yr9r2a/C3ZanxXXcfQc2LLtA3PJOb5H2SctRhtpmCVTO5dBg0v0NXpWVlYeP348KSnp8OHDJSUlLMteuXIlLS3tyJEjZWVl1zdOcoS+ngAAvk6uMS9IkPp3MTtRVKsjZ1pUq+v6BX7Gf/t6OtqRK+e+xTty5XyPxT9hNyMAAOglcYN+1p6rO7OnFvtzQ0SDhZ4bV8md6dYTdXwPhw+BET1lahNpL99itPE9HD+E6AkAAL2RW6EhO1/PjCovqPGfndnbFZnXVl0UHCMJ0A1vAiN6siy7LqOtYC6xEFvYuB6iJwAA9BipxuBacPt9T3Vxg56cb560he/h8CRgomdJXSv5NQPt5V0O0RMAAHrASjNOxexKnVd0bHEfK82Q9axhmVf4Hg5/AiZ6siy75EDbdlxZImyg6GKIngAA0F1OxezrMmr9uJidiDvXxJ3vrD0SSu/nObszgRQ9cyQa7pu+IEHK91j8DaInAAB0i1Mxe2Regx8XsxNShZEsaQ30CbBAip5WmpkTW8F93wtlgdfNwJ0QPQEAoGuOxezTd4nTS513qvNLtJ0JSa7mzjo0Xcb3cPgWSNGTZdmDRSp8690B0RMAALrgVMweOJNASReVpM+OXGPmezh8C7DoqTPRpL18jcrPC+k8CdETAAA6E3/+mmL2wPkZLNeYSeAOkFneLgRY9GQdOmoFaCdX90D0BACA9pms9s3ZV4vZlxyoCpwiG9rOrEip4U582cGaQFjV2rXAi55NWgtZZBI4H353Q/QEAIB2tBhtJHsFTjE7kSGkSObAXt5tAi96siy7MesK90mIO4fs4RqIngAA4EyuMc+Prwy0YnZCqbPOjCrHfjbOAjJ6kt0EZu2RGCwBuYuVqyF6AgDANYT1ehK8AqeY3VFouow0zMdmNlcFZPRkWZZ0OcgQBnZ3LRdB9AQAgKtyJAFazE7kVmhI7Pb7DUJ7JlCjZ560hftIzI+vDKjpfzdB9AQAgDYBW8xOUHoraV8adaaR7+F4mUCNnrSdmRvXtv6koEbL93B8HqInAAAEdDG7I3IR5sdXBlRZVbcEavRkWTa9VE3aHfA9Fp+H6AkAEOicitnDMq8EZuoqqNGSiyCsd/7ZBIEcPQ0WmiyAljQa+B6Ob0P0BAAIaE7F7FFnGgNzNZvBQgfHtN1q35Er53s4XimAoyfLsjH5jdzHY2PWFb7H4tsQPQEAApdTMXuWKHALeHfkyskiV/TQaV9gR0+lzspV4E3fJW7SWvgejg9D9AQACFBOxexFtQFXzE4U1erIvC/qSDoU2NGTdVgKjBK0vkD0BAAIOLSdiTvX5FjMHsgb9pisdrLkYHM2turuWMBHT6nCyH1OZkSKMTXea4ieAACBxWS1k70BgyJEIcnVLUYb34PiU9SZRrJdTYBfii4EfPRkWZYU5KUWq/gei69C9AQACCAtRtuygyhmv4rMYwVFiHIrNHwPx7sherJsoUxH7hUEZkFe3yF6AgAEirpmM+mMHcjF7ISVZhYnVnFXY80RGd/D8XqInixL25kFCVL8rtIXiJ4AAAGhpK4VxexOyO5NM6PKlbpAbKHfM94cPRmGbmnW7wtp+f4v2q2vXPPY8krL9y8Ys3fSOtcUkGUIKbJYxSUHDDSIngAA/i9b3IxidicytYlcEwTxbvHu6GlTNmlC/6yYLFDNGaCa0//q49ObFJMFuj2f29Rql7yVyWonu61i64FeQPQEAPBnKGZvF21nQpKruWuyIqUmwBcedJeXR0+1qiX8FdUX/akVz1Hfjvv18Sz17VjVPEFr0ld0s8vuj5O/U2GZaC/fY4ieAAB+C8XsHSFbcs+IFMs1Zr6H4yO8P3pum6CaeyP17bhrx/aUaq6Lo2eL0UamzOua8fnpGURPAAD/5FTMvjEr0IvZCbnGPCOyLTckXVTyPRzfgejpIDynnvsIRZzCtqs9g+gJAOCHnIrZ48414Z4ysSrtMpkGxmXpAURPBzK1iUyc42ZCjyB6AgD4G6di9mxxM98j8iJZIopcmRqVke/h+BREz2uFpsswd94LiJ4AAH7FqZi9pK6V7xF5EUpvJaE87hx+lPQQoue1imrb2ssHx0isNKbPuwvREwDAT9B2huwJGRQhmhtXiQIIJ2GZbUVXixOrkBV6DNHzOmRLAtxb6D5ETwAAf2Cy2kmuCooQLTtYg/VnTnIrNOT6iBvQjrHnED2vky1uJr/MuPzg/grREwDA57UYbaRLJYrZ26Uz0cExErKDKN/D8U2Intex0gz5XGGnhm5C9AQA8G0ytWlObAWK2Tu3ObuOrEMwWGi+h+ObED3bk3RRyX20QtNl7ji+/0H0BADwYUW1OhSzd6lQpiPRHFNTvYfo2Z4Wo420icVWYd2B6AkA4KuyRBSK2btksNCkxWl4Tj3fw/FliJ4diDglxwes+xA9AQB8D4rZu4/EguAYic6EW+19gOjZgbpmM7nzgPK+LiF6AgD4GBSzd5+4QU8u1NkqLd/D8XGInh0jfyXRL7ZLiJ4AAL7EqZh9c3Yditk7YrLa58e33WoPy7zC93B8H6Jnx4T1bb/kzNojwV/JziF6AgD4DKdi9vjzCr5H5NXizjWRNEDprXwPx/chenaK/E6YIaTc+ka+DtETAMA3OBWz50jc+3PU10kVRlKDhcJ/10D07BTZs2BBghQNzjqB6AkA4AMyhNcUswvrsRlPZ2g7s+RAFbotuhiiZ6esNENuShTK0MOrQ4ieAABejbYzkXkN5Cb7/PhKuQbF7F0gXb5nRIqbtBa+h+MvED27klqs4j54K1Jq3P1evgvREwDAe5ms9nUZtSR3rkhBMXvX6prNZIY4vVTN93D8CKJnVwwWmrSXlyqM7n47H4XoCQDgpSi9ldw1RjF7N9F2ZkVKDUnqWHLnSoie3UAa7m7OrvPA2/kiRE8AAG9UozKimL0X0kvVpBILuxq6GKJnNzRpLdyk+/RdWOzRPtdHT7PZrNVqtVqt2Wy22zv7BR3REwCgXYUyFLP3hlJnJbc7ky4q+R6O30H07J6NWW3t5WPyGz3zjr7FxdGTYZhTp06tXr167dq1WVlZanVni2wQPQEArpdeqkYxe++Epsu467Y4sQq32l0P0bN7JI0G8vfXYMHerc5cHD0vXLiQnJx84sQJuVy+evXq/PzOPoIqlSo9Pd1gMDh93a5S6NN/VC8WUCEPthc9h7M6lWuHDQDgDVDM3hc5Eg2ZJ0aFh1vY7fqsuOa1HUTPBQNbwj80l57jbXTNlLbj6KlPXmLXeG4n1WUHa1Do1hEXR8/Lly8nJCT8+OOPycnJEREREonk+ufY7XaLxcIwSwxyEwAAIABJREFUTENDQ0pKSktLi91uN5vNFovFYjFbGNbYUK89FKb+qj8V8rBz9FxwR/OyYWZVvcXGWgAA/IhWb1pz+DLJnd8eqlZpjXwPymc0aQyz9ki4SxeVV8/3cPyO2Wyx0WazWZsR3bzmb9RXd7cTPRf9RrP1Q/3F0xbabrFaLW0/1js6ntlssTCdTkzbGdZms1o6O0zbwSxWq9lsMTU2aLa+rJ530/XRUz1PoE1caFQoLTbadRelM6ckFPdp/DRGYjR1fQ6e0fkySI9x/VrPlJSUoKCg6dOnHz16VKNxntxmGMZsNisUCpVKJZFI4uPja2trlUqlXC5vaGhokMvllKZRXKaK+x/19a3U0pHU8rGO0ZNadCe1/I7GipKGJlVDY2MDAIBfKK+pXxgvIbnzh8OVV+r5HpNPWZ0q5S7d3L3ll6/I+R6O35HL5Qplg0KhTAqnVr9EfT3i2ug5hlo+hvrq9+pN7yty0uVqqqGxsUHeyXdBLm9olDc0GqqKLZLTlvKTFonzwyrOMVRdUtfJ5A1NXY6tobGpobGpUVym/vGF5i/7Xx89m78UqGLmNFZUyJUq7jWuuzTtq6uXz93btlw7/YLM3W/XOS5iKRQKk8krCu9cHD3Lysry8/PLy8tlMllISMixY8ecnmC323U6XXl5uVAoPHPmzO7duwsLC8vKyop/VSSSiE/n1O/6pvnr4dTSUdd8uL99RvPVMNXy28vO5hSXiopLSooBAHxf5tmS2VEikju3Hi7le0Q+JuFECbl6aafxo8EtLgnLiktL66LXqla92PzNH6+Pnpoldyt/eLc6JaZIVN7lD+hLZeLikksN6z9QfzFE/blA/YXzo3m2oGHduxWZqUVl4q5/3JeUFpeUlp/ObQp7TrNowDX3S5c/TS1/SrNIUB/x3/IzeZeEZV0cynV2ZQq5z+SXez33pp0Qi8UtLS2uTX294+LoefTo0ejo6NOnTzc2Ns6aNSspKen659A0bTKZrFZrXV1dSkqKWq22WCxGwmrT18m0h37o6IY7tXSYUVlntNBGAADfd7ZS7VjMfkyo4HtEPkap0X8S3XYBw09c4Xs4/stsMehbtYejOrzhvnCwZssHrRdyDWaL0Wjq9FgGo8Vm0LVodi6ivnlMvWiY+usHHR4Pqb9+UPWZoCVimr5CbDBbOj2U0Wg0Gk0mo8FgbKjXbH1Z/UUHN9z3LzQ0NhlNZhddjq5RWv3Hv/7VvnSZ8tj7dsRkMtG0V9Q8uTh6SqXSnJyckydPCoXChIQEsVjcyZPVavXhw4evn/5l1Cp9+ubOyoz0WLQLAP6AbLsXFCGatUcibkAxe4/tyJW33WqPq0Q1sZsxhmPxmg7KjFQLBraEf2gpPd/dg9ltupjvqBV/pkJGUt8+Q3077tfHM9S341TzBbqYWXRdbQ8Gp2nWhr/acZnR14y2tTcn3Qcx+W3t5TdmXfHwW3sz16/11Gg0lZWVEolEp9MxnS4hRnMlAAhYtJ2JOCUnuXNBghTF7L1QVKsj17CgxnP1ywGKpvWZe13VXImxmrV7vqW+fZb65qF2jjZfoN0z0yLr9k7o3tRciaD0VtIoDX/BCexmBADgaSarfc0RGclMq9IuY2f2XjBZ7XPjKrFpoee4tK9nIERPlmW3nqjjPqKReQ2ef3fvhOgJAOBRSp11ceLVndm3nqiz0mh+3htks+xZeyQ6E261ux+iZ8/VqIzcp3RGpBifUg6iJwCA50gV1+zMnliIndl7SdygJ5cxtwIbjXoEomevrEq7jM1dHSF6AgB4SEGN1rGYHYGp16w0Q2aO12X0oBIF+gTRs1cKZW0rkufEVuAWB4voCQDgGShmd6G4c01kj2ylzsr3cAIGomdvLUho2/IgR4JfOBE9AQDcDMXsriVTm0jVcJaI4ns4gQTRs7eyRG37ai45UMXXGLwHoicAgBtdX8yOUoO+oO1MSHI1dzFXpHQ7l4BLIHr2lpVmZu1p2ym3qFbH1zC8BKInAIC7OBWzh+fU03as9OqTg0UqUi+MyWNPQ/Tsg/jzCu6ju+aIjMdheANETwAAt3AqZkdxa9/JNeYZkW232lOLVXwPJ/AgevZBi9FGPr0ytfM+jgEF0RMAwPXOVl1TzJ4nbeF7RP5gRUoNd0lDkqsxf8wDRM++IZu+7siV8zsSfiF6AgC4GLkpHBQhCo6RSBoNfI/IH5BCjem7xAE+acQbRM++kalNZLlIIG9ghugJAOAytJ0hExtBEaLFiVVYj+gSSp2VzCLHncOPAJ4gevYZKTqMPx+420kgegIAuIbBQoemo5jdLdZl1JI0j6bcvEH07LOSulbS3DdgP8mIngAALtCktaCY3U1yKzTkwmL1Ap+ui55NbT+jET17YMmBqgDvSovoCQDQV5JGA4rZ3aTFaCMNEaPONPI9nMB2bfQsXTr+vYVb8pZORPTskRyJhuwuEZi/oCJ6AgD0ydkqLemZgmJ2l9ucXcdd27lxlSarne/hBDaH6Fm69OW3F/38zvdH31zwc97SNxE9u89KM+Q31UJZILaXR/QEAOg9FLO7VUGNllxe7AHDv1+jZ+nix99e9PM/N5wKihC9v+nM24t+Ll06HtGz+5IuKsmKcL7HwgNETwCA3kAxu7sZLPTcuEr0QfQiNK3PjJOEvvXOonAud3KPf2449c6i7SUL70P07CadiSa3SmpURr6H42mIngAAPeZUzB6aLjNYUMzuYiTZB8dI0CvAK9B0XdreDxeHv7fuGPnwc48PNuS+u2hr2Y//RvTspsi8Bu7SbT1Rx/dYPA3REwCgZ5yK2XfkygOzVsCthPV6coULarR8DwdYlmUpTeukpXuuz51tc58/nHh70Y6G/NPdPFqAR0+5xkwWiCt1Vr6H41GIngAAPeBUzH6wCDuJu57Jap8f33arPSzzCt/DAZZlWUpnnLxq/3vrstvNndzjvXXZk5bHUrpu3UEO8OjJsuzGrCvcdYvJD6zWDYieAADdlSdtISu0ZkSKz1ZhNs4tYvIbSdttSh9YE0LeyWi2zliX/I/vj3SSO7nHhz9kTw1N7E76RPQUN+jJ5zygVuwgegIAdAspSg2KEM2JrUAxu5tIFcbpu9ryfY7Eu7JCYDKarbPCUt5dfbjL3Mk93l+X1Z30iejJsmxIcjV30TKEAdReHtETAKALtJ0Jz6l3LGZv0lr4HpR/stIMWUcbmi7jezjAGs3W2Rt6kDu5x7urD8/84ZDR3NmMNaIny7J50hbStjZwlowjegIAdEZnolelXUYxu2eQqeWZUeWBVnvhhSw2OnhT6rurUnqUO9vmPtdkBG9K7SR9BlD0tNM2RZ1ZeNZ0IdtcdNLxYbh48tPdQu6KBc4CHkRPAIAOyTVmFLN7jExtIrfa00vVfA8n0NF2+9cRx95dlRIUUdaL6BkUIXrv+8OdpM/AiZ6M1WK6dLplR3Dz2rc1P07TbPrI4RGUuCWMu1zLDnb7ZH0coicAQPskjYbgGAmK2T2DtjMrUmq4S70ipQYRn19c7nxl0e63Vx995/urjy7jpuOT31599JVFuz/bnEbb29kBNaCip/FcdnPoo+p5Aurr+6iv7/31MYL6+g91i3/731+KuKsnbnBORH4J0RMAoB150hYyA4didg9IL1UH/drmsK4Z+0LxTCRTRB296PQY/+XOLqPn+C93Xv9CkUxx/VsEVvQsONG8ZpR6wSBq+Rhq2RO/Pp6klo2mlty1c8sv3NXbmBUQrcQQPQEAnKGY3cOatBbStSrpopLv4UD7uhk9u3m0wIqe5080r31MvfAW6ttnqOVPOzzGUF/fV7Hh4+k72y5gIJQwInoCAFyFYnZekF1Jlxyowq12r4Xo2TvXRk/nsVFLRjSvf29jwnnuAkad8f/28oieAABtnIrZ1xyRmaztrFED18oSUeRWu1TRrY1wgBeInr3TnehZdiyLLO/x+x4aiJ4AACx7XTF7xCkUs3sCpbfO2tNWyxV3Dv+2ezVEz97pTvQ05qWSMju/r2hE9AQAcC5mTy3283/6vUdYZts21vPjKzHH7OUQPXunm9GzoEZL1pdbaX/+vRfREwACXW6FhhSzz4wqL6hBMbuHnK3SksgSIG1lfBqiZ+90M3rSdmZBgpS7jLkVXrfxkgshegJAQEssVDgWs2OtocfoTDSZaY44Jed7ONA1RM/e6Wb0ZFk2Q9i27jkkuZqXoXoGoicABCgrzWw9UedYzI6dGz2JXPy5cZV+X1fhHxA9e6f70dNktZOlzyV1rbyM1gMQPQEgELUYbShm51FRrY5c/EKZju/hQLcgevZO96Mny7Jx55q4K7kuo5aX0XoAoicABBy5xkzWVKGY3fMMFnpuXCV38Tdn1/E9HOguRM/e6VH0pPRWsvTcX7f1QvQEgMAibtCTW1ooZudF1JlG7uIHx0h0Jtxq9xmInr3To+jJsizZ1WJHrn+ugUb0BIAAgmJ23okb9CSm+HcZr/9B9OydnkZPmdoU9Gt7+RajjZcxuxWiJwAEChSz885KX20fE5Z5he/hQM8gevZOT6Mn67C1bGKhgpcxuxWiJwD4P6di9iUHUMzOD1JCMTOqnNLjW+BjED17pxfRs1CmI4tS/K+9PKInAPg5p2L2dRm1KGbnhVRhJKsdskQU38OBHkP07J1eRE+WZcm+vtniZl6G7T6IngDgz5yK2SPzGlDMzgvazoQkV3PfhVVpl/keDvQGomfv9C56ZoubuUu6IEHKy7DdB9ETAPyWYzH79F3i9FI13yMKXEkXlaRyQq7xz5Yxfg/Rs3d6Fz2tNEO2+/Kz3reIngDgn3Ik1xSz+9m/3b5FrjHPiGz7XuAXAN+F6Nk7vYuerENlZGi6zPPDdh9ETwDwQ/Hnrylmr1GhmJ03tJ1ZkVLDfS9Ckqux4MF3IXr2Tq+jZ4vRRn5nk6lNnh+5myB6AoBfMVntm7OvKWZHJTW/MoQUWfPgTz8+AxCiZ+/0OnqyLBtxSs5d2K0n/GffL0RPAPAfLUYbmWBDMbs3UOqsM6PKuW9H/Hk/7FAYUBA9e6cv0bOu2Ux+c/Ob36JdHz31en1xcXFiYuLp06fV6s7W9CB6AoALyTXm+fGVKGb3KmuOtHXGXpxY5X/tCQMNomfv9CV6siy7LqOWu7Zx5/wk/Lg4era2tp49ezYlJUUikdTW1hoMhk6erFQqU1NTET0BoO+E9Xoyu4Zidi+RW6EhiQR7R/kB346eB3iNngW9j57C+ra9Z2ftkfjHbRwXR8+qqqrw8PD169c3NTUZDAa7vbNrpFarDx8+bDI5L/2xq1X69M3qxQIq5MH2oudwthU/VADgKhSzeyFKbyWdraLONPI9HHAB10ZP1m7TxazsKHqqvhDooj+21dV2f3iMplkb3mH01CcvYbQ8/ctA28yFuc3rHlMvvLm96Hlv8/p/ms6md3IA0hM3Q+gPezG4OHoWFhaGhoZ+8sknP//889GjR5ua2pmeZBiGpmmWZRsbG9PT07VaLcMwNoJlLU0NrWmb1P/P3pmHN3GdC19Nut2u99426ZomTZo0TZqENXuXNLm9Xb/2Zrlfm+RLaBICIewGDMYLAQcwi9kxYGOMbYyNFzB4k2zwbmyDwZv2xZJledOM9l2jme+PMYMtybJGGmvz+3v09HmK7TfvzDlz5qeZ856z6Z7pnno6dWMYTjgBAACczoL2kcnF7OJRY7gzApxOp/Ng7SDZKGvPC40We7jTmbu4HHbcZsJtBi8fq8Flt/odCPdTPZ0u3IlhM0TDCYfVrM9NRlOem/6p50e2AYnT5Zo5NwxzOhxO9bj+2Gvq1V+c7oW7A9E4MT+iMYsLd1gsls5rmrSnkLive1HPzT/R7H3d1FzuJKYVm3o+Sl1NNrsjsEQwDMPxiJj0wrB6NjU1lZeX9/T06HS6999/Pz8/n7RMCpfLpdFoGhsbq6qqysrKjh8/XlFRwWazq+5wmXO1qfS87PAqTcKDmsQnp3bHxbrN31cn/Xv9pcKqmtrK6uoqAADmMOUV1Vvyb1D3vJU5t0uusGf+M2D2OVHaQLVLZll9uNOZo1RU11TUsPvO7Bvd+Vvd1v/UpHzf7WPa9G3e8WWV7Pqqme+nlRU1bD/V8wpnxht05ZWa2srqasXe9zRJCzSJT0y60U98dJu/r9z7Zuf5M1fYtZVVM6RXWV1dVV3dWlqk3PWyftN30KSFbiKr3/Qf0kPvNZcVV9RwaJ3D4Kmo4VRXVXKzdo999qx2y0NTrWY+mjRPs/VxZNvvejO3X6qb9kq5Uln94ele8gyfKG2gm0NlZWVlZWVjY+PYWESU+jGsnm1tbYWFhe3t7QRBvPnmm6dPn3Z7547juM1mGx4eHhoa6u3tLSoqEolEQ0NDijsMqEaGem+pz29H47+JJvx8SgdKXqzZcD+aeN+QoFsxNKIAAGAOwxXLN1/gUze8HZeEIqk83EkBCoVCIZTKPz47Mf8hvUoU7nTmLvJBpVyhGK0uUu+Yh6xgIXH3IXHfnfxB32eN5C5XjOn9iqYc8lM95cohxeDgDNGGhuUDUvXJ9ZrkxWjCzz2feqJxX0FOvjfS2SpXDvkOpVAo5IODCoVipL8HOfiKZp23l9rr7lXnrVJxuf5EYxa5ckghk46zLyA756HuWjwfTZqHbnkY3fWXkYozA8NjPuLk1E9s6b75Ap92DnK5XC5XqVQWS0RMuWZYPYeGhq5cuXLu3Llbt24dOHCAdNDp0Gq11dXVDofHYgFajaX6iNe5nup139Vs/T5h0zGbNgAA0YVbMXtO6wgUs0cOJxsnViJcnicw27GZ/wCYTRx9nbojr6rjvogmP4smL7rzWYwmLx7/mGWrTvY/FMNzPQmXMX/7dC/c1WtYxvyl+PAQjUM1GgwZ/6VedY+XF+4rWZZLWwhTuMQLd9xu0aY9icR91etcT+3eN+3t1b5DmO0Ytby8YMRXDXfkw/ziSgMDA8XFxWfOnFEoFL7LjKDCHQCAAHArZudwY2HefczQozRSFtIh04c7nTkPjlu6WrQHf4fEfcnjNfQC9ccs85UE/4NFd4V7eBdXCqLCnSKndWJeezpnMARpzx7Mq6fL5XI6nQ6HY8bZrLCuJwAAdKnjaSYXs99SQDF7BGF1uKin0YfqYmfzlSgG1DNC1DOIdT0pRvV26iv3qN4egsxnCdjNCACA6ABz4QXto5OL2WFXxkiDeiqz9KwgZnZeiW5APWNIPQmCSOdMLByRdz2KFywD9QQAIAqwOlzUmPtOJjehTKqzOMOdFDAF8ZiFaqBGYXju8YA7oJ6xpZ6CETN5npdk86J3IjWoJwAAkY7O4ky8eHdn9n3swdjY0iOWcGD4xuKJCtzUCnm40wHuAOoZW+pJEAQ1GF7uVs9q2rMHqCcAABGNUmNbVQDF7JFO8c0xagLuuAFetUcMoJ4xp55tEj016ShKB0NQTwAAIpcepRGK2SMfOWKlar9iY6O/2AHUM+bUE3Ph1LfxFnFUrjUJ6gkAQIQCxexRAebCqQ2mU8plUfoYJmYB9Yw59SQIoroPpWa9z17asweoJwAAEQcUs0cRFb0I9VhapbWFOx1gKqCesaieZju29KyAPOF9Q+4SFfmAegIAEFm4FbMnXpRBMXvEotLaqB1WSrvGw50O4AGoZyyqJ0EQeddHqLLLWUp79gD1BAAggnArZk/nQDF7RJNaIade/MGr9kgE1DNG1XPc4KDmI0Xd2wZQTwAAIgW3YvaC9lGwmUiGw0WpV+3isXDtjg34BNQzRtWTIIij15TkOc9sUs1G2rMHqCcAABGBWzF7HU8T7owAX6AmB9VeBe0wJkcqoJ6xq54y9cQmDkuyedE1KwnUEwCA8MPhopOL2XuUxnBnBMzAPvbEfNy1hSIHBg+nIxVQz9hVT4Igtl8ZiMaZ1qCeAACEE8yFUxt/v5PJXVUgUmqibN7SHKRRqKWajDccfQW2cwhQz5hWz5tyA7UMSBR9AwT1BAAgbFgdLurhGRSzRwsGK7Y8b2Jhl+yW4XCnA/iEafX05+NvaqCeQasn5sLXF4nJizGKJimBegIAEB50Fie1FDkUs0cRh+qU1CNqsx0LdzqATxhVTwLDTOwCza7fopu+70UW476qPfamtfu6v6mBegatnsSkar+NxRJm0549QD0BAAgDcsS6Il8IxexRxy2FgWo12F8qCgD1jHX1dGA4tbx8tFySoJ4AAISaWwoDFLNHI2Y7Rq1+dfSaMtzpAH4A6hnr6kkQRGHnGHlV7qqSM5j27AHqCQBASIFi9ugls0lFNtzyPIHBCq/aowFQzzmgnjqLkxpUo2LPYVBPAABCBBSzRzW8YRPVdi1iXbjTAfwD1HMOqCdBECcbJ74WHq8fYirt2QPUEwCAUOBWzJ5SDsXs0YQDw9cWTrxqj8Y9o+cuoJ5zQz3liJWawhT5QyuoJwAAs45bMfuhOiUUs0cXBe2jZNstPStATY5wpwP4Dajn3FBPgiB2VcnJi7Swc4yRtGcPUE8AAGYXt2L2yB8WATfEYxZqJhmHi4Y7HYAOoJ5zRj2p1SeWnhVE+Hd7UE8AAGYRt2L2ekF4hn4gYDAXHl8iIVswtSI66meBu4B6zhn1JAiCulSr+yL6KyKoJz1wmwXTqDEU8fZRYxrEZTYSroj+tgEAIaOiF5lczN43BDsuRh+lXeNkCy7J5qm0UBYWbYB6xqh6uvQaTD3m5iFXuya2e1hfKIrklZJBPenhHJKa64uNVaeMNaeMNZlTPpUZJs5Zu6QPt0fB0gYAMKtgLjy7ZZh6yb62UATWEo0oNTbqy0NFLxLudAD6gHrGqHpaWsqMFw8Z2VM8RFOd9cnp2+QFe1MeucvLg3rSw3a7QZP2dyTui0j8F5HNX5ryWcvSbH3I3FzuMsM6hcCcxupwpVUroJg92sFceEq5jGzExIuySH6IAkwLqGeMqqcu7TX1hyxky1QPif9S/uefktfs9isDs3M0DADqSQ/b7XpN2hvIhv9E4n+MbHkI2fwg+UG3PIys+zK69TvmpksuM7xVBOYuqMlBzTeCYvaopqIXoSbpRsU61YAXQD1jVT33PK9eykITHqY8BNnyELL5gYEN31uS2UNeueIxyywdUZCAetLD1t2o2f8OuuURNHE+mrwYTV505/M8suk+dNv3zC2XQT2BOYtMbYFi9thg3OCg6sOKb0I7Ri2gnjGqnvoDL6k//Sqa8vwkD1mMJs1HN377RGYh9c1/lo4oSEA96WHrbtTsfxvd/FM08ekpl0ryYmTjd9Bt3wf1BOYsN+VQzB47pFZMrBG4sVjiwOBVe9QC6hmr6pn+knrFV9yjJT6NbvyW4NRmahweN0TiKrygnvQA9QQAr0AxeyxRL9BSt66IfWcH+AWo59xTT92pZXtK+shLOO/6yCwdVDCAetID1BMA3IBi9hgDNTmWnhWQrZnTGon3LYAGoJ5zUj17rt+mHgSY7dgsHVfAgHrSA9QTACbjVsy+/coAFLNHO+mcQepbBJSIRT2gnnNSPW3cLmrv4ghcFg3Ukx6gngBA4VbMfvSaEiYFRjsdMj3VoDBrIhYA9Zyr6tki1pEX8qqCiFteHtSTHqCeAEDiVswORdAxgMGKLc+beNV+slEV7nQAJgD1nKvqiblwaohuEetm6dACA9STHqCeAEB4FLM3CqGYPRY42agi23RFvjAC54cBgQDqOVfVkyCIy91q8opOKJPOzpEFCKgnPUA9AYAazt7J5C49K+ANQ4ePBW4pDFSzdsj04U4HYAhQzzmsnmY7Rj0jiKiBGtSTHqCewFwGc+GZTSpKUNYXiaGYPTawOlyrCkQRvgw1EAignnNYPQmCyLs+Ql7X6ZzBWTiyAAH1pAeoJzBnsTpcu6rkUMwek+S0jlCPsaFZYwpQz7mtnqN6O7Xi8qjePgsHFwignvQA9QTmJuMGx8ZiKGaPTQQjZqplYdpurAHqObfVk5i0XFp2yzDTRxYgoJ70APUE5iDiMShmj1kcGE59qdhVJQ93OgDTgHrOefUUj1nIC3xJNs9gjYjyQVBPeoB6AnONDpkeitljmIL2UWrXk8jc7hkIClDPOa+eBEGklMvIy/ziLTWjRxYgoJ70APUE5hRQzB7byBErNQ+Mw0XDnQ4wC4B6gnpO2ipiRb4wEuZKgXrSA9QTmCNAMXvMg7lwaqu9lHJZpO13AjADqCeoJ0FgLnxt4cQSFvWC8L+5AvWkB6gnMBfwLGaPkBlCAINQj7SXZPPge0XMAuoJ6kkQBEFU96Hk9R5fImHuyAIE1JMeoJ5AzONWzH68fgieh8UeKq1tSfbEq/bSrvFwpwPMGqCeoJ4EQRCE1eFaenZim9wepZG5gwsEUE96gHoCsY1bMTtISaxClR0klEnhq0UsA+oJ6nkHqqYw7GtZgHrSA9QTiGHaJFOK2VvEunBnBMwKHC5KtbJMbQl3OsBsAuoJ6nkH1OSgygrliJWhgwsEUE96gHoCscrFW3eL2ZfnCQQj5nBnBMwK4wYH9QWjoD1sYykQIkA9QT0ncfSakrz2TzaqmDiyAJkt9XQ4HFarFcN8lSaAegJAJIC58JONd4vZNxZLoOgkhtnHHqQaOhKWWQFmF+bV8xyoJ11Crp4fT6eecsRKFReGccvcWVFPHo+3bdu2lpYWg8Hg49cQBKmoqLBY3F/3uJBxU8VBZCMLTXjEm3p+nzCEbU1Ue2+zNv0ddPNP0cSnvKnn9yxtFYQVXmABUYPZjqVWQDH7XKFRqKXaGlZpnSPYbrdpD/0OifuiV/W0VGylEQt3mTnntbu9q6d6/Vd0x9+y93b4Gw1zGHK3Taee6jUsQ+5HzkEasxJdWlQ/vXqayuJxnS8nmUUwp/Vmg2b3k0jcv3lTzwc0e163tl6hFVKf/rJ39dzwTX3mcgf/9nR/SA34YdyXjnn11Ov1x44d++pXv5qenj4yMuL5CziOO51OHMeHh4cvX76s0+lcLpeDAiesw0OGy+ktwQozAAAgAElEQVTIpnu9PPVcf59m6/fs6LDDRThCD0GYu65p97+NbvF86rkI2XQfuu2HpuZyu17ncOFhSA+ISZyYA3NN+3FidGLZHU7n5D8f0lg3TN2Z3Wqzz9aBhBgn5sBwX6du7oEarFSJa3azKtzpALOPE3PY7aYbjdqDryJxX/GinstYxstbnIR/91PMZbdZjdV5ml2/RTf9wNtTz69pj75l7mpxYC6H0zlDNBdht5j0Z5PQ5GfRLY96feqpy/nQIhX5dbU6nQ673T42qjv6KrLai3oiq1mGko02NUJzzGQCzGU3m03tdZrdTyEbvuFFPTf/RLPnf0xNlxx+N4QDJ7TpLyKfen3q+e+6U8ssfZ1eo7lcrptyA7VLSLjeezCvnrW1tdu3b8/Pzy8pKRkcHHT7KY7jZrNZKpWKRKLOzs7c3Nze3l6xWMy/A1cyIO5oHc5J1Gz+Hrr1F1MuleTFmo33I4nfEXW18IUSvkDADy3cgaGB6gL1zr+jWx9DE5+Zeqks1Gz+CZry2FDJCWFvD08sDXFuQEwiEIkEMrlArhLIh7x9lAKZnEY4Hk8glggUE3/OuS3/+CyP8s5T1yQCqWzWDiW0CIUCmUKg8HrelAKFSiAbDHeKYSD14kRzf5LL6+4PdzbA7MMTinhCkeLyOXXa7zXxns8pF2hXs5R5H/OkSn/upzyRmCcUqs7tR3b8Gt3y0NRo89Gk+Zr474/v+x9FZRFPLJ0xIHmXHD22Ck1ahG59fGqoBWjSfO3Gb44ee1fWWOdPNL5AyBcIJB3Xx/a/oF3/5SkPrZIWoEnztOtZw6c/lNy4wReJZwjFNDyRmM/jDpafRVIXa+J/MPULwHw0aR6a8AiS+sfBspNcmdKviEIRVyIf3btAu9bzGeozaPyPxg+8O8Ap4066O/B4PB6PJ5FIjEYjQRDri8Th3cOMYfXs6upqaGhoaWlhs9nFxcVyufujchzHrVarSqVSqVT9/f0FBQUSiUSlUsnlcoVCoZDL5SNjyt5bY/mfoZv/E936uLt6brgfSfyuktulUA7LBwcVoUOukMvlaq3qWhmy63U04VH3p55JC9HNP0ZTHhm9nD0oEcmHRxTkEQFAAMjlCoVicEglu31LcG5n/+d/4aZ/6P7Z9x53/0eC3D2KQYViSDVzf5PLB9VaMSe///M3uPs/KD689/1TPeTo8/8y+4sO7uIdWS28nK9QKhXKoWjtvXK5QjGoGFQO8AWC/IT+Hb/jpn/kft4OfNy/41V+xj8GVSMKpSrcGYeOyk4p9TWDfVMa7nSA2UculyuH5EOqYU4psvf3mk33eaqnZhVr9PynimFUMeP9VC6XD6kUyqGxC0eQ1N+gmx/0op6b7lenvzFcd0k+PCofHPQ1jMjlctWIYnBw/MQ6NGkxmuBFPTUbvjSe8Y6qvUWuGpErZoo2qFQMKod6utUHXtKs/5Lnk0XNetbY2eXKfq5cpSL/JKBzSh/yvMkHRqrOI58v0my634t6bnkY+fzPIxU58nHUn9zkSpV8RD2+f7FmjVf1/IH68PvDjVXyUTUVTS6Xy+VylUpFTnGs42mobeqYlUA/YVg9m5qa6urq6urqDhw4sH379s7OTs/fwTDMbDbb7XalUnnx4kUEQWw2m4nC4TQOynVle5FNX0ETHnVTT2T9fWji/aYRucnqMJnNptBidhH6zlp07z/QLQ97vnBHN92Pbvux/lqxEVWbbPYQ5wbEGmaz2WrTCnkjJ5YMLmUp436hjHtCGfcL6jO45iHl+idHDq8wGfRmm8OfkBaCQKr2Kpb+29mdiZSFfHzienPi64Mr7xva+sJY8TGT2WS22maOFbGYzWazxTA8MnLsdcUHLGXck5NPmjLuF8oNTyn+xVKlPGq2OUzWuXKdqrWGlecmlms9XCsPdzpAqLBYTWaL/nqd5sB/IRu+7vnCHfmEpb+40YwRft1PrTaTyaSryNHs/C266UdeXpFv+KbmyJv6znqTzT5zQJvDZNBrziSgyc+iCY95ibaOpc1eYhBwTVbbzNHMFpPJbFQOao68gqz5opcX7mtYuqJ1RtWwyWr18+QxhtVm0uv0zVXormeQDd+e+kR2Ppo0D938oGb33/T1JSYM9yugxWayY5r0F5CVni/cn0E3fUeTsdRwq9XkwNz/zmIhi78dGL48b2LuzU15GOa/MqmeOI4PDAx0dHSUlJQkJSVt2LChqakJx6edSaBWq72XGanHTRWHfJUZGcNXZtTTpJkoM/Ja4f49S1sFYYFVaQBmwFRKU95HmjUsbdJT2uSntUlPTXySn9ImPKxNmmfMjiMwu/8Bzdf2H9m76+7O7Bm1gu3/rU1+Wht/n37nS5bqHGL6CzaKwA1GU87bmpUsbfIz2uSn7p63pKe0KfM0K79qSFsY7hxDCrWCwfI8AZSRzTVst9u0h15lrMyo9rxmmjIjZP1XdMffsvlfZuS06/O2oSnMlRlpZiwz0tM4WAZxOnyWGf1EuzeAMqNpKtw3fFOXudzOv+X7z4tvjlGlpYEfV6DMSoW7wWBobW29du2a1zIjClhcCQB841AO6nM/Uq9hUcPx3SEm4TE0aaE+awPu8HchJLMd257fQnlnypGSoZSXJqLF/1iz87fGyjOEKxa8BNPqDWf+qV7J8ni3NR9NXqz+9Gu6tAXhzjF08IZNVKO3ScJ06wXCBazrORcXV5p2XU8KncVJbaUb+n0lZkU9cRy3WCxmsxnW9QSAYPCpnj+npZ6jevvkndkPH8wYv3sfAvWMWawO19pCEdno+9judZ9A7APqCeo5DdTLkKPXlIEeWYDAbkb0APUEQglTTz0FI+bJO7MX7N02VchAPWOWvOsj1EIqqMkR7nSAkAPqCeo5DUqNjdpQN8SDA6gnPUA9gVDCiHq2iHXUi5UlWb2c5NfRxKdBPcOdYygQj1moLZvreJpwpwOEA1BPUM/pSatWkOND3nVf0yMZB9STHqCeQCgJXj1Lu8aph50r8oU9lWeQNd8A9ZwL6om5cGqKRWoFjVoNIKYA9QT1nJ4epZF6K2K2h27wB/WkB6gnEEqCUU/MhR+vH5q8M/uo3m65dgDUc46oJ/WtY0k2b1RPYxkEIKYA9QT19ElC2cSKv9V9oVteHtSTHqCeQCgJWD0NVmz7lQHKO1Mr5OQ3WlDPOaKecsRKvWqv6EXCnQ4QPkA9QT190ijUkgPF2kIR5grR4nqgnvQA9QRCSWDqqdLaJhezn2xUUQMKqOdcUE/MhaeUyyaW0CqXhex2AkQioJ6gnj5xYDhVhBqyxddAPekB6gmEkgDUUzBiprapeCeTe/HWlP0XQD3ngnpW9CJU4aocsYY7HSCsgHqCes7ExVtqcsRIvOj32Q4OUE96gHoCoYSueraIddRr1iXZPM+vsKCeMa+eo3o7taBBadd4uNMBwg2oJ6jnTBisGDVoCEZCsR0jqCc9QD2BUEJLPd2K2b2OIKCeMa+eqRVyqrAMXrUDoJ6gnv6Q0zqxAHA6JxQbT4B60gPUEwglfqqn12J2rwFBPWNbPet4GupVu3gs1JvjAZEIqCeopx+M6u3UHSQEC2KAetID1BMIJf6op95gmVzMvqtKbnW4pgsI6hnD6omaHEvPCsKyQDQQuYB6gnr6RzpnkBw9clpnffQA9aQHqCcQSmZUT2HWjo0XxJR3ZjapfL9jBfWMYfXcxx6kFknx8fUDmFuAeoJ6+gdv2ETVCcz28vKgnvQA9QRCiW/17Ez957LMLso7L3erZwwI6hmr6tkm0VM9gTcMQxBwB1BPUE+/Sbwo8/9uEgygnvQA9QRCiQ/1rNq5/L3MPnKY+DCH3yHzaz02UM+YVE+DFaNW1DrZqAp3OkAkAeoJ6uk31DfYFflCBzaLRYqgnvQA9QRCyXTqmbv/80nF7AL/C0pAPWNSPakis1UFolBuxAxEAaCeoJ5+g7nwVQUicjBpFM7iuQL1pAeoJxBKPNVzLPnZ9ENZlHfGZbaNaWj0N1DP2FPPWwoD1R/8fPgNzCFAPUE96UBtSJFQJg0sgj+AetID1BMIJW7qKd/22+SjFynP2H7kwnjWFq97uE8HqGeMqafZjlFPKQ7VKcOdDhB5gHqCetLBbMeohTL6hmZLZkA96QHqCYSSyerJ++zPazKuUd55NP3geNJir3u4+wDUM8bUk1oIeulZgcEaC20HMAyoJ6gnTfKuT4wqadWKgIP4BtSTHqCeQCih1LPj87c/OnmD8s7CvcnT7eHuG1DPWFJPajGU2Z6YBUQxoJ6gnjQZNzioDZmVGhr3F/8B9aQHqCcQSkj1rEz5O1XM/sGprqu7lrntZuR/QFDPmFFPB4avLxLP9sMJIOoB9QT1pM+hOiW1VnQwcaYD1JMeoJ5AKHEoB/PPZFNPtpafaOtKfWtiiAH1nJ65oJ4F7aPU0lrjBke40wEiFVBPUE/6yNQWanl5ncUZTCivgHrSA9QTCBkODD9cIaS8c8Nxtmjb7+8OMaCe0xPz6ilTW6g3YhwuGu50gAgG1BPUMyCo/ZmLb44FGcoTUE96gHoCoUFncU7emT318Pnh5BenDDGgntMT2+qJufCEMinZMVLK/b4xRyb4LC5bDRAEqOdsq6dfHTga1fOmfGLVtuV5AsaXlwf1pAeoJxACVFobNY3vnUzu8bTk8aSF7kMzqOf0xLZ6lnaNU+/CVNpZKQJgCpfZiI1JnIoOp7LT/SO7jo3P4sKBwASgnoGpJ47jNgs2wnfK2730XmWnc/C2S+PvPMhoVE/MdXc2eR1PE2Q0N0A96QHqCcw2fUMmalm1907zSs6cmG4Pd1DP6Yhh9VRpbUuyeaHZZzl4rN1t2kOvq1ewkI1TP5tY4++xDCf+b7gTnAOAegaknjiG2UT92l3Pq5d59N6NLGQ9S732P40Xkvw+0uhTT4IgqvtQcqjZWCwJPtpkQD3pAeoJzCr1Ai01h+/DHH5Hl2y6PdxBPX0Qq+qJufCUchm11wjmivS31dbudu3R19VrWMiWR9AtP0O3PDLxSXh0/AOWIfONcCc4BwD1DFQ97WKuds8i9acsdMujd7vulkfQLY8g8T9GNjxqLNnh95FGpXo6MJx6DnJTbgg+IAWoJz1APYHZo7BzbNLO7EKZ2jLdHu6gnr6JVfXkcFHqcbgcsYY7nZmx9nRoM/6BbPgymrQATVqEJi2c+CQ/q17GMma/Fe4E5wCgngGrp4SnTX8OWfsVNPnZu12XnPu09Ulk8zxT2S6/jzQq1ZOYdFdKrZAzEpAE1JMeoJ7AbGB1uKh11N7J5MaXSFCTg/C2hzuopz/EpHqOGxwf5vDJHlLQHrYxkBbWnnZtxtvIhq+5d+DkRerloJ4hAdQzWPX88tRo89Gk+ejWJ+aIeuosTupFHINfd0E96QHqCTCOzuKk3qKSy4NbHS7yR6CegRGT6rmrSk7Nu2K84HSWuKOe/wbqGTZAPUE9g+N4/dBEwWv9EFMxQT3pAeoJMItKa1tbKKK8M7tlePIEPlDPwIg99WwUaqlOIhgxhzsdfwH1DD+gnqCewSFHrNQ8H/J1XPCAetID1BNgkL4hE/UK9b3TvIpexO0XQD0DI8bUEzU5qMn+Oa0j4U6HBqCe4QfUE9QzaKhXLkxN9QH1pAeoJ8AUbsXsXusHQT0DI8bUk5oHvKpARE3GiApAPcMPqCeoZ9DcUkwsL7/0rICRIQjUkx6gngAjeBaze/01UM/AiCX17JDpqa5yS8Hk+iYhANQz/IB6gnoywcZiCTkKVfcxsHMvqCc9QD2BIHErZk8ok+oszul+GdQzMGJGPc12bEW+kOwqJxv93TolcgD1DD+gnqCeTFAvmJhuvr5IHPyKwqCe9AD1BILBrZh9H3vQ98sLUM/AiBn1PNmoorZRNlijr2lAPcMPqCeoJxM4MJz6Gtwh0wcZDdSTHqCeQMC4FbPntI7M+N0R1DMwYkM9e5RGqrcEP9aHBVDP8APqCerJEKVd4+RwlFLud6NMA6gnPUA9gcDoURonF7NzuH5NlwH1DIwYUE+rw0V9UdnHHgx3OgEC6hl+QD1BPRlCZ3EuyZ4ojRWPea9P8BNQT3qAegIBUMfTTC5m979YBNQzMGJAPXNaR6iSUqbW0gs9oJ7hB9QT1JM5MpsmpgClc4L6PgzqSQ9QT4AWmAsvaB+dXMxOay8yUM/AiHb1FI9ZqO8q9QJ/b5YRCKhn+AH1BPVkDpXWRr27G9XbA44D6kkPUE/Af6wOVzpn0M9idq+AegZGVKunA8OpdUxSK+ThTicoQD3DD6gnqCej7GNP3NTyrge+vQWoJz1APQE/0VmciRdpFLN7BdQzMKJaPYtvjlFzM8YN0fqqnQTUM/yAeoJ6MkrfkIkaoMz2AO8XoJ70APUE/EGpsa0qoFfM7hVQz8CIXvWUI1bqVbvnxqpRB6hn+AH1BPVkmoQyKTlGXe5WBxYB1JMeoJ7AjARWzO4VUM/AiFL1xFw49aQ8pVwW/LrNYQfUM/yAeoJ6Mk2LWEdVLwQ2TIF60gPUE/BNwMXsXgH1DIwoVc+KXoT6xqLU0GjWiAXUM/yAeoJ6Mg3muru8fItYF0AEUE96gHoC0+FWzL6qQESrmN0roJ6BEY3qqdLaqDXzSrvGw50OM4B6hh9QT1DPWeByt5oqnw3gz0E96QHqCXjFrZg98aKMbjG7V0A9AyMa1TO1Qk52nvgSSQy8aicB9Qw/oJ6gnrOA2Y5RX5V5w7SdB9STHqCegCduxezpnECK2b0C6hkYUaeeHC5KvWoPcpuQiALUM/yAeoJ6zg5510cC3m4N1JMeoJ6AG27F7AXtoww+sgL1DIzoUk/U5KDq0grawza4zQagnuEH1BPUc3YY1dupwgaVlt7cdFBPeoB6ApO5pTBMLmav42mYjT+DeiYu1GfFgXp6El3qSS3RvLZQxNTz8ggB1DP8gHqCes4a1DSz7JZhWn/IsHo6HA61Wi0Wi/l8vk6nwzBftzFSPc1ms9u/Y+Njxiu+1XOM2bT9Zyb1/J655Qqo5xyBw0UnF7P3KI2M/yccykHDTE89CQeN3cys06rnj+6oZyyoD6YzGHLejgr1pJYpCWzKVIRj7emYVj2XgXqGBBy3MqierpnV0+a3ehIOuz53WvVUr2Xpz37ooKOeGDqjevpdjo1hdikf1NM3ghEzOXYtyebRKm9gWD1HRkauXLmSlJS0YsWKiooKFPW1ouH4+HhFRYXnU09sfNR05QCy8QvTqqc+vOr5jo+nnpZWUM/YB3PhOa0jk4vZZ2kpHIdSoc/zqZ6nA3jh/s1p1bMqJzaeerqiRD0NVmx5noDsRZlNqnCnwzy23g5dxjvTPfU0gHqGABy33mrVHnyVEfXEMczEOafZ7UM936L31DM3GU2ZVj0NZz90KGipJ6JnSD1xUj0PPO9TPXf7faR26416H+qp3fO6pZVR9eSFQj0JgkgplwWwLgfD6mk0GjUazfDwcGdn5/79+2/duuX5OxiGWa1WDMNUKtWlS5e0Wq3D4TCbzRaLxWI2WzDcpFToSveim76CJjw65VJJXoyuv0+TeL95VG6xYxar1TITZrPZYrNZXLiVIKb7WJwui9VqIRPwGcxCEIabVzV7/4FuedhDPRehm+5Dt/1Qf63ErNFYHJgfASMY8rxhLh/nzeoiLBarOaoP02KZaCYnNu1h4oTFbr/7mxaLRm9Kqxq4uzN7qWRUY7wbzWq1OH31NytOTI42fVZWi8NplIi0Z95H1nqq53w04XE0caHm1Dqz2eRXfzObLQRhqDuIrP13b+r5APr5b3XlpyxWm8XuiNbeS55/q9U0MqY9/b/Iau/qiaz6mnbPfIvTZbGF4UjNZrP1Tn9Lr1OSvWhlgUhjx8juYXVgZrM5XE1gdRE231f9zOPunQ7sdBluNmmO/RPd+G1P9URWsHRZr1tchF9pmc1ms9nqcFrx6XNzusIzHJnNFrPZ6po+MYKwYoTFarOYzRZLCDMkh3GbzXD9qib99+iGb3qqJ7Kcpb+40YL50Qpms8XusFitusocdOdv0fgfecoiuuFbmiNv6TsbLU5shruq2WxxYGazSXtmK5r8LJrwmBeRXc/SZr9nFPItDqfFMlM0q9VisZiGlNojryBrvuipd8galq5onWl41GJ3kH/j87zZzWazgXtbs38Rut67eqJbntGVfG4hiJlzszvMRqOhpVqz62l0w7emPFBLmo8mzUM3P6hJ+5uhscxC+Hd3sNktGKFNfxFZ6amez6Abv6M5sdTQfX3i4poUjVQvZq2vQ6anlpd3YP7WOTCsnuRRmc3mkpKS4uJihULh9gs4jptMJqlUKhaLb968mZub29fXR76gJ+FJ5ZKOtuGcRM3m+9Gtv3BTT83G+5Gk74hutvJFUr5AwJ8JgVjCvdnRU1ncXXiyu+hk94VTUz6FJ3ouZPVyLvP7egUi8YzRuAqVvOY8svNvaMJjaOIzUy+VhZrNP0FSHh0qyRD29vAk0hmjRTQiMffWzV7Ope7zx7yct6KT3RdO9V45z+/v8+e8RTQCAZ/H66uvup1/0P0wL5zqLjjacym3v6OVzxfwBUI+n3+zl7++gEt552el3J7+SdGEQl5vT19tefe5w16ikQGLT/IF/JnPm0DAE0tlzddGj7+t8XxoRI59iQtGD3/EFwp4Yr/6G1epVpTt0MbdhyY9466eWx5Gtv9qOHcXTyTmiSQBn87wIxDwhULxzZsjx/6sXe9dPbXrvjG260meRM4Px5EKJLL+q1e6zx8vPXeB6kglBaUTI1LJmf76GoFY7M/4xmhaAr5AwOfxeyvOdXu9Fi6c6s4/2HvlHI/LnfjlmQLypAOK6gvj+9/UxP/AoxUW6dbcM3zsDzyp0q8jFQgEYnF/A7unNKe7MMPrldVXd1kgkTFyMughFArEkp5LZ7rzD3VfyPSS27nDvVUXeN23+UJhqJtVKOKLxINXzqnTfq/x8pxygW41ayh3GV8y5E9iPJGYJxKpzu1Ddvxas/kh9xEpab4m/vvj+/5HUVXEk8jIAdNXNLGULxSMHluFJi1Ctz7uPiIlzdds/NrosbdljbU8iR+3e6GQLxBIOtrG9j+vjfvyVL1bgCbN08axhk8vlXTe4IklfkQT8QUC+dXK8bTFmo2esjgfTfylZstTqpx4rnx4xmg8kUTA5ynLc5DPF2niv+8xKM1DE36GpP5x8OJJrty/y0Eo4kkVY3sXatf+m4dkP6PZ/OPxA+/KORd5skG3v5NIJEYjwxPDMBe+tnCi0LZe4O9U2lkpMxKJRMeOHRsYGHB5zBvDcdxsNstkMrFYfOPGjby8vL6+PolEIrgDXzog7WwbyU1CN38X3fq4N/X8ruT2dYFYJhAKBTMhGlBwr9V07VnZ+cnjnSuf7Vz9UufqF+98Xu5c8UznmoW3MrbzuzqFsoEZo/HkQ/KaAmTX36dRzweQlEdVZSdFfT18iWzGaJGMUCrjtjTePrqp4+NHOlc9P/W8vdT56aLO1S/e/HwZ//ZNoUwe7mSDQCgUiEQCnqAnZ0f7+z+aOLpJPaRj6aM3E//Ux74s4AuEInHDTf7HOXe982gVj8efEk0oFvO6urqPb+r41088or3UufrljqVPdK5dKOD1znzehEK+WDLQ0jCa8a5mw9e9qecv0MQFY4eXCgR8vkQ288UgEPAGxxWln02jnj9FdvxqOG83XyQSiCX+RItQhEKBSCS9dWv02F8066ZVz/GdT/IlAwKRNPTpiRSq7lPJTSt/s+x4C9mRtu3LJbtKx4qnb2z6U8/ZAyLZgFAkCnFiAqFIwBd0pb7VvuTBzjUvT+q6L3aufqlzzcvtSx7sSn1L0M8VCIUzD79CIV8iG6wpVqe/qdn0Pc+nnto194wc+wN/QOXPSC4UiUQyWU/e0Rvxf+n45Jedq1+6c3GR//t8x9InuzM2iQaH/YnGLEKxRCgduJnwWvu/Hu5c7XHeVr/U8a8Hb+39gNfRLhCJQp2eSCwQiYYqCtR7XtNsus9TPbWrWEP5ywUDwzO2qVAgEIglfKFwuGA/Op16brpfvf/vg1VFfIlUIPTVgYUCAV8iEwj4o8dXoUmL0QRv6rnhG2PH3pU31fElkpnPm0gkEAplNzrG0l/QuD+nXIAmzdOs/8JI9jLZzS6+2J9oYoFAoKivUqc9p9n4bS/DSOIvNVueVuVs4g0MzRxNLBHyeUOXc5HPF2riv+dFPbf8DPn8T4MXT/IGBv3qISIxX6oY27NgGvX8ofrg/1PUXuTLFG7RpFIp4+pJEER1H0oWPFT0In7+CcPq6XK5enp6SktLW1paZjxCBEEqKystFvdF7FyI2lR5GNnIQhMe8TbX8/uEmcam2C6FyJy3QR/PMmx90JD8pCHpFxOf5F/qN/+HIfnb1svHCb2/hcmO3mZt+rvo5ofQxKc853pqtn3Pdr2SsMbCsnz42Ii1LEm3jmVI/Jkh+YlJ5+0J/ZYf6ZMeM2XFEcbAdyePKBx1e3WfsAxJP596pL/Urf2C6cCzLgmPwHF/i9lNFtulLbqVLEPS41Oikadu/bcMSd8l7P7urokNq4z5H08/13OR/vQmAnP4f6S2+kPTzvXc9Yq5OpcgYmIxc5PZePYdn3M9F4YxO2v57hP795N9adnJ68Mpz5E9RB//bcPu39mung9jbuYTf9CuYE0ZKid675PaFSzziT/S6iCO/pv6E++q477qqZ7qZSxj9v/Sys3eWGbc85p+09en5va4IfFnuvX/aS3bRO9QGcWY9oxu5Re9nbcndCtZlrNvE7qg9tQNBnv3dd2hV9Xrv+h1rqelMpFGLBy31BZqd7+CeJvrqV7/Fd3x/7X3dvobDXMY8rZNO9dzDcuYtxRTur879YVOpz/+X9PN9TRf3Ezo/RYvHHfKRboDz6unnes533wxze8jddq7GrVpTyJxnrI4D41/QLv3DWtbBY0jJQh9+sve53pu+KY+6xOHoJtWtGAw27QlqKkAACAASURBVLHqPtRsp/Eqn2H1FIvFb7zxxg9/+MPc3NzCwkKRSOTjl6ercHcyWuHukAkMOfFo/H+gWx/XJC3QJM2b+CQvQDc/oEl+0Fh+3KX1V9XnToW7c1hlLNmKrGOhiU9OOW9J89GERzXJz+hOxbn0/p63iMZFWDh7kE9YmqRnNEnzJ/WQhcjaL+nSn7ML+zh9aj+L2TG90VQWj6z0iEYGXP9dTdJ9uFXvZ2p+Vbg7ocLdnQivcL9VkkU9O6/avZrqIWj8jzW7/mCuKwhXYriLMGT8AVlxjyZ54ZSuS/beFfcYMv5IOGn0EGYr3M31Jdo9f0bjf+CeW+JTyPofmkrpVGozjS5tHrLya5rkRR7nbQGykmXIeduJ+vsukmFCW+GuO/amrYdOhfvZlJkq3Af8P1KocA9xhXvAMKyeer2+oaGhtLRULpcPDAzodL6aOTTrejpkfH1OPBr/XXTrE1MvvEXo5gc1yQ8bLh3HtGo/o82ddT0dw0OGYlI9f+k+YCU8hibP08aKeuIYYeakqT9hoYnzpk7wWISs/TKy/4XTlf2UKKwtnKGYHdMbjWXx6pXeCoOSFyFx92mS7set/g5/DqUC1vUMgEhe19OB4Wuyb5Ddadfhc5PvtWj8TzS7/miqPReu3HAXoc/4g/rTe73ca5MXqT+9V5/xR5zOyqPMrutpri/R7PkLGv8j92iJTyPrf2wq3UrzcJlElzZPvfLraPJi9ysraaF6JUt/5m0nyvCiv/4C63rCup6RR+wvKX9HPb/joZ4L0c0/0ST/1Ajq6Y05pp571J+w3OfvJi9Srf/3XRkFlHemlM+8M/sk9ZzHhHrCbkaBEMnqWdA+SnanD051Sbe9OiW3CFHPFdOp5z2RpJ6TPolPI+t/FAHq+TUP9ZwP6ukrNVBPUM/QA+oZyYB6yj97ddORMso7D9Up/dlpBtQzEohY9RSPWaiZG5fS1rvnBurpE1DPQAD1BPWMPEA9QT29M8fVs2f735efaKO8s7DD3y4H6hkJRKZ6Yi48vkRC9qjkI6Vo4hOgnrTSA/UMBFBPUM/IA9QT1NM7c1k9G3Yt/eBU10Qxe2ZfbWM/7vcyvKCekUBkqmdp1/jEpnNZvdzE34N6gnqGAlBPUM/IA9QT1NM7c1Y9L+xNfC+zb2I23skb1w/9yybsBfWMLiJQPVVaG/Wqvex8CRL/S1BPUM9QAOoJ6hl5gHqCenpnDqrneOL8jAOHqZfsq080cjc9pk1/DtQz6og09cRcOLXTcUKZVH9xD6gnqGeIAPUE9Yw8QD1BPb0z19Rz6NOvpR6+W8y+9Wi5/LNXkbVfBvWMRiJNPSt6EWozAjliNV1KA/UE9QwRoJ6gnpEHqCeop3fmlHoOVR/ecPgS5Z17D50ZTn6BXNcT1DMaiSj1HDc4qH2wCjvHCIIA9QT1DB2gnqCekQeoJ6ind+aOekrHLJ9k36K8M2f/7rumCOoZnUSUeqZWyMmutbFY4sBwAtQT1DOUgHqCekYeoJ6gnt6ZI+p5Uz5pZ/bMvorJSy2CekYtkaOejUIt9a1GPGYh/xHUE9QzdIB6gnpGHqCeoJ7emQvqWdGLUEXHH5y80Zb6jtvdEdQzSokQ9URNjqVnBRNP01tHqH8H9QT1DB2gnqCekQeoJ6ind2JbPTEXnt0yTD2OWnems3/dTz030gT1jFIiRD3TOYNkB1tbKJq8FRaoJ6hn6AD1BPWMPEA9QT29E8PqaXW40qoVlHduvzwwUn3I6x7uoJ5RSiSoZ4dMT/WxWwrD5B+BeoJ6hg5QT1DPyAPUE9TTO7GqnqjJQW1m+E4m9+g1pd2Oe93DHdQzegm7ehqs2PK8iVftJxtVbj8F9QT1DB2gnqCekQeoJ6ind2JSPWVqy4p8IeWdxTfHiGn2cAf1jGrCrp4nG1VkH1ueJzDb3U8pqCeoZ+gA9QT1jDxAPUE9vRN76tkh098tZj/NaxROjEGgnqCezHJLYaC+3nTI9J6/AOoJ6hk6QD1BPSMPUE9QT+/EmHpe7lZTNrD0rIA3fLeNQD1BPRnE6nCtLRSRPe1QndLr74B6gnqGDlBPUM/IA9QT1NM7MaOemAvPbFJR3rm+SKzSTnE1UE9QTwbJaR2hvuGgJofX3wH1BPUMHaCeoJ6RB6gnqKd3YkM9rQ7Xrir53WL2KwM6i9Ptd0A9QT2ZQjBipjobNaPDE1BPUM/QAeoJ6hl5gHqCenonBtRz3ODYWDylmJ3cxtANUE9QT0ZwYDjV31Ir5D5+E9QT1DN0gHqCekYeoJ6gnt6JdvUUj3kpZvcKqCeoJyMUdo6Rne3DHP64wfurdhJQT1DP0AHqCeoZeYB6gnp6J6rVc7pidq+AeoJ6Bo8csVKbslb3ob5/GdQT1DN0gHqCekYeoJ6gnt6JXvX0UczuFVBPUM9g/3MuPKFMSna5lHIZ5vIyr2MyoJ6gnqED1BPUM/IA9QT19E6kq6cLw20W3G6d/HFaLZkNg5R3biyWuBWzewXUE9TTj4gY7rC59TfqU35rlHrE7k+XY1Y9cacdt1lwu2d6NtxuxR12Ap9Bhe+GmkvqiTsd0zXoxHlz0ThSUE9QT59HCuo5BVBPUE/vRLh62qW9+oLdhksZhvIT5Ed9KTP1bOukndllBqtfFgXqCeo5I3Zxt6kqx1B23HDpBNXlDOUnDJcyRMXZS7L6yV5X2jXuTzRm1dPSdllfsNtQfnJKYuUnDOUnDUX7zdcKMb3GT/ucU+pp6agxXMwwXMzwOG8nDBfSzfUlzhGl/9YO6gnq6fNIQT2nAOoJ6umdCFdPa8cF9ZofaLY/p0l9QbPjBfHOv64/cZXyzsMlN5w2f4UM1BPUc0asHTXag/8XTfmpZsdzmh0vUB90+9PJxy6RvS6hTDrjq3YSZtXTkLtSveZHmtQXJyem2fGCJvVFZOND+uP/cKrHQD09MRbvQbe/hH72C/fztuNFJP5BfdYH9gEhqKc7oJ6gnkwA6gnq6Z1IV8/mU+Pvs9BNP0Tjf9KV8vvlGS2Ud547kGRurcbtdj9DgXqCes6IpeUy+vmryPovkF0OjX+A/Fz8/EPqVbt4zOJnNIbVM+P/jC9hoZsfpLKa+Gx+UP0xS7f3OVBPrxjyk5BNDyMbvu5+3uJ/ov6EpTv8ml0K6ukBqCeoJxOAeoJ6eifS1bPttHoZC02cx9m98v1T3RO3/8y+mu1vanY/aWlj4w5QTy+Aegaonm0Vmj1voJt/OjF0JC1AkxaItv33B6e6yL5X0E5jUGJYPbPeUC/7Apq8mMzq7if5WfXqL+sO/cqpHgf19MRQuANJfA7d+vjU87YQTV6sXvsFXcaf7DIRqKc7oJ6gnkwA6gnq6Z2oUM+Cvduoh53LTrZ3pr6NbPgaqKcPQD0DV8+019HND6JJdzvJrsPnyL63OqvD624F0zEL6snyLourvqQ7COrpHUPhDiTxWTThMS+yCOo5HaCeoJ5MAOoJ6umdCFdPU2v2od2f392ZPaOO99mf0KRFoJ6+AfVkSj2rdq+hut/Ns+m0ooF6gnqGDlBPUM/IA9QT1NM7kayeZju2veA6deNPPnpRkfJrNGk+qOeMgHoyop6KlF9/dPIG2f2O7z9kyIunFQ3UE9QzdIB6gnpGHqCeoJ7eiVj1HNXbJ+/MfvDgqfG76YF6zgCoJyPquffQGbL7fXqiWZnwPKjndIB6gnr6Sg3UE9Qz9IB6RjKRqZ5KjW3yzuz5+7ajyZNzA/WcAVDP4NWzYddSqgc2pr6LbH4a1HM6QD1BPX2lBuoJ6hl6QD0jmchUTweGp5TL3snkvpfVX53wVzTxaVBPUE9PZk89h1Je+PREM+md6Yey0K2/APX0AagnqKev1EA9QT1DD6hnJBOZ6kkQhM7iTCiT9tZeUC9jgXqCenpl9tTz8MEMakUFRcqvQT19A+oJ6ukrNVBPUM/QA+oZyUSsepLcWdcT1BPU0wuzpJ4dn/2FetXO3r0STZoP6ukbUE9QT1+pgXqCeoYeUM9IBtQT1DN6mQ31HNnzj9UZ10jv3HX43J07EKinL0A9QT19pQbqCeoZekA9IxlQT1DP6GU21DP78EnSOz86eUO67VVQT38A9QT19JUaqCeoZ+gB9YxkQD1BPaMXxtWz/2rte5l9pHpe2hM/6Q4E6ukLUE9QT1+pgXqCeoYeUM9IBtQT1DN6YVY9MRe+Ibeb9M6UIyVTGgLU0yegnqCevlID9QT1DD2gnpEMqCeoZ/TCrHqWdo2T3vn+qdu8z/4I6ul/bqCeoJ6+UgP1BPUMPaCekQyoJ6hn9MKgesoR63uneaR6Xti9ntrDHdTTH0A9QT19pQbqCeoZekA9IxlQT1DP6IUp9cRcE1sYvJPJ3ZJRO775YVBPUE+vgHqCevo8UlDPKYB6gnp6B9QT1DN6YUo9K3oR0jvfy+L27vuU2sMd1NNPQD1BPX2lBuoJ6hl6QD0jGVBPUM/ohRH1HDc4lmRPvGo/f6mV2sMd1NP/3EA9QT19pQbqCeoZekA9IxlQT1DP6IUR9bzcrSa9c2OxRN9aCeoJ6ukDUE9QT59HCuo5BVBPUE/vgHqCekYvTL1wv6UwrC8Si8cs1B7uoJ6gnl4B9QT19HmkoJ5TAPUE9fQOqCeoZ/TCYIU75sKJO3u4g3qCek4HqCeop88jBfWcAqgnqKd3QD1BPaOX2dhIE9QT1NMHoJ6gnj6PFNRzCsyrp8PhMJlMZrPZbre7XL4GKb/UM3n21HMRuvlBUM/pcAwPGUoiXz2fmaKeyYuDUs+keVOONHkRsi4Y9Zw/y+r58yDU85m5op7JCz1aIUj1nPqNYusTQajnk2732jvqWUArGvPq+WlUqOekaEGp58/dr4XA1fPrHuq5IPLUc8Gk3JhVzwVBqOejnuqpZkw9F0aYei6eeqRBqufUaInPzFH1rK2tjYuL27lz56VLl0ZHfTniDOq5iYUkPIYmP4smLZz4JD+HrLs/IPXcjMZ/F936SzR58aRoz6KbH0KTHzYEoJ5bHkYT56FJi6bktuk+dNv3Ykw91evIJ4uTzlvSIjThcTR5frjVM0u9jIUmzp/aps8hG74ekHqmqVew0KQFbtHU674ShHouRJMn9ZCkhWjys0jc/YGo51rWxJmf3Apbf4EmLQpEPdd+C02cNyWxpEVo/AOana/Eknrqc0j1XDz1vC1EU55Tr/x6IOq55w1080/RpAVTAm59Etn8DG31LN+jjn/qzpe6hXcbN/4hdNefAlLPL0wZKqkOvPrLukMv01fPL3qL9qz603sDVc+vuXfg5GfVy1mGQNTzr2j8j92jJc5D1j9gKk2kFc1QuANJfA7d+rj7tZD8bKDq+Q005TmPaIvVq8KvnpqDv0PivjzlckhehCYvUi9jma9soRFtQj1fQTb90P2+kLRIHfdv9NUzBU1+Dt3ymPv4lrQwUPV8Vb16agdOXowmLQhYPdXrvoImuzXrQnTrL5Et8wNRzw1fnxptEZq0AN38oGbP63TVU5f+knrFV6d2uUVo0nx047fnnHry+fzq6mo2m3379u1PPvmkvLzcxy9rtdqqqiqHw+H+Aw3ivLzPuJJlXMcybbzXtOGeic+mew3LWKb13yIs/vYegiAIhciWvca0mmVcPzXaxnuNa1imTV93XDpMGP3ujr2N5t1/Nq1hmeJYpo33TIm2kmXa/C1X22XCb+mJaMZH7Rc2G5axjHFu5+0e4zqWaeO/W49/QpjpNASj4NezDe+yjHFfcG/TFSzzZ4+4OtgE4e89gyAIFzvN8B7LtME9mmEZy7J7PiHl0sjManOWbjT8i0VGuBuNDPgJy7ThG4TT7G+0UZXtzBLDUjLaPR6t8F3biU8IgoYKYFdTDUtZprgvTE3sHuMqljnlCWdlFo0jjWQsVnvW/xr+xXJvAnIY+RfL8tmTtOK5rl8xp/7WuIbsJHejGdezjGu/ZT+zglY0R1mycfU3THEst9yMq1nmzxY5a/NoRbNn/M3wLsu0yeNIN95r+JBl3fscoff3qw5BELbDrxmWeDtvG+81LGHZDr9GKze8v9N6+O/GTzw78L2Gd1n2k/9DK5qz/oI59XnjKvfzZor7gmE5y3HhQ1rR7OcSTBt+YFznEW3jvYalLOvh/yIGpf5Hs3z2C8MHHq2w8R7TxnsN/2LZs/6XMBpppccgeHerZe+LxuXuI7lp4z36t1nOcjrqSRBOdr75s18aV3pE23CP8ROW9dCf8L52v4O5rGc2meJ/YFzrdj+9x7ThHsPHLFv2+4RKQSM5g8564DeGD93v9aYN9xg+YDmKNxAmv8degiDkIsvu+YaPvVwOxvUs49r/cJQk+R0Lx2/Wm7f/zLDC23lbzTKn/sbV6suXPLHuWmx4f2qX23ivacMXjJ+yrMffJQS3aEULMQyrZ2lpaV1dHYZhBEG88847WVlZNtuURzI4jlut1sHBwYGBgVu3bhUWFvJ4vIGBAQnFgFzcfVtw8VTfrv/qT/tN/95X7n72vdKX+nL/njcl3B7pgJz6C6lUKpVKhUJhf38/+X/v/kiuEHW08vJ29+/6Xf+e306JtveV/t2/6t/3N37paXGfe0CRSNTf3y8Wi8ngE/+uUAobqrkZcf27X3GPtu+Vvp2/6t//ppBzUcLnSSYdkUwmEwqFfX19brkFBhVtcmLBRBMIBF6iDQyIb3XxLxzoS/1N/55X3M9b2q/79/0f3pnPxf09UrmC+iPyvPF4PKFQKAn6YMkj5XK5bq0gkUikyhEh51xf0kvuie19pf/zl7lHlgjrrkhEQolMNjkan8/v7+93P1KpVCodEF452ZfsEW3fK307XuJmLBdfb5KIxRKpP9FkUi5PUJzet81bbmQH3vuGRNAvlQ9OTkEsFgsEAj6ff/e8SaUSmUzcdYOfv71v+8teoqX9un/f33k5n0tEAsnU3isUCvl8vmcrSJWjgoojfTue8xJt18vcQ+8LLuVKxGK38yYQCHg8HtkKwTQoGY3H43G53OBDSe4cmkAgmNIQUqlEKpVyefzcxL5tL3hvhW0vcA8vlcgGJLKBydGoVnDvb/JBQe1F7rGV/bt/7R5tz2/60/7Cy0+VyAYm95DJrTD1YKVSxRC/5ED/7j97GZF2/Yp75CNBRYFkYEAyOQGplM/n8/l891aQSqUKFe/M5r6k5/v3eTvSz17knfhU2tszcWYmNYSXDiyVSmUDvKy4vpQXvEdLeYGXFSeVSCUTn4k/ItNzb1apVCIbEDXW8bLi+z/36MD7XulLfp6XkyAdVLkdqVgsJg/WM5qg6gL36LL+XV4uh77Pn+VfSJQqht16iPdWkMoksgH++fT+vW/0p3m06d5X+ra/xMuKE3de9zxvZAeWTbpGJLIBiUzGPfxh3zZv523vK33bXuTnJkn6+sjOOTkal8t1jxYoZDQejzclmlQmkUhE9WzeiZX9qd7OW+ILgrJDUuWI23kTi8VcLpfP5089UplELBZcPs89/C+vrdD/+cu8zA3CxlqJTObWrGRuU1pBNiARCXn5+/r3v9Gf9isvue14mZ+3XXyjwzNaf3+/e25SqUQikfb18jLX9n32omdD9H32suDCfkl//+Txjey93qLJJGKxuKOVe3x5346XvDTrnt/0p/2NX3xAKldSuU0bTSaTiISiq1XcI0v6PK+Fva/07/4199inQnaZ2/10+gtfJhlQcI+v8H6p7vw170yyqKV+stVQraDRhOnp+1QYVs/MzEwOh0MQBIZha9euLSgoMJunfMlwuVwajaa5ubmmpqa8vPzUqVNVVVW1tbU1k2BzajnXGjnNnZzmG5ymqZ/mG5ymdjaHM+X32WwOh1NSUnLixImqqiqO209r6zj1zdNH6+Bca6zhTEmgrq6urKzsxIkTFRUVHA6HzWbfjVZ3ldPYymnudA9F5Xa1vmZqAnV1dcXFxYcPH66urnbLLQDq6uqKioqOHDlSU1PDSLTCwsKjR4+S5/DuD9hsNqeWU980/ZF2cBqa3Y60trb24sWLubm5paWl5MPvIHO7cOFCVlZWZWUlm82e0go1Neyr9ZwWj8TI3Bqvs+uu1bDdWyE/P//48eNuDVpDhr7WMH20NnZtXc3UY6mrq8vNzc3IyKitrXWPxuFwrjV5j3ank7idNw6Hc+XKlaKiovz8/CmdhM1m19Zy6pu9dN3JrcB2j1ZaWpqfn19SUkLGmPxT9rXGaaM1Xmdfa/A80vPnz589e7aiosKtFQKgrq7uzJkzp0+fdrvkA4PMp6io6NSpU1M6MPl/GpqnbYWWG5zGNrcjZbPZFRUV58+fz8vL8zxS9tVrnMY2L5dD8w1Ocwe7odktGtkKBQUFxcXFXqLVN3GaO7y1QienqY19rX5yNDabXVtbe+7cufz8/CtXrng2AbuhxVd/a2xlcziezZqXl+fZgdlsNqeh1dd5a2hls9k1Ne7p5eXlZWZmerkc6q5yGlq8d7mWG+yGFs82raysJA/WS7Sr9d5boekGp/kGu77Zs3uUlpaeO3euuLjYfbRks9n1TZymjmkvh4ZWdm2t53nLzs7OzMysq6tzi8ZpbPN53pq9tsLp06ezsrLcowVEXV1dVlZWdna2Z27sOrL3TpPbtUb21F8nW+HMmTMFBQVeol2t5zRe93Xe6q56duDMzMzc3Fz3C5/N4TT4bIX6Zrfhl4x24sSJ3NxcL7lxOJyG1mmPtL7JrRXIaBkZGXl5eV6i1dZOe97IC7++yfO/f/z48fz8fI9oHHbdtenPWyensY199VqNx80kLy+voKCAHH7d0pu2yzV3chpa2HVX3aLV1NRkZmb29/cza32BwbB6njp1ilLP5cuXnzt3zm738vaZLD8aGxu7cuWK0Wgk/yUYCIIYHx9vamqyWCyMRBsdHW1oaCAf2QYfTaFQVFZWMhVtYGCAmqgQfDSJRFJdXe10OhmJhiAIj8dTq9UOhwPH8SCjKRSKzs5Ou90eZCgyGpfLraurw3GckWi9vb3Xrl0jCIKRaCaTaXBwUCgUktdLkNHGxsbEYvHo6KjT6Qy+FSQSSX9/v9VqdblcwUfr6urq7OwMvrNRAZVKZUtLS/AdGMdxs9ksl8t5PB6GYUEeKY7jo6OjUql0eHjYFdx5w3GcIAihUCgWi81mczBZURAE0d/ff/XqVaYuBx6P19raysjlYLPZyJcnQUYj/3ZsbEwikQwPDzPS5QiC6OzsZOpICYJob2+/fv06U7m1tbUxdXE5HI6enh6RSBR8NLIDt7W19fb2MhWtvr6+p6eHqWhXr17t6+tj5A6I43htbS3Ze4PPzeVyka+FzWZz8GMvhmEtLS0DAwNBix4DMKyet2/fzsjIOHToUFtb2/bt28lLdDpQFGWz2VarlZH/tFqtbmtr8zJzNCAQBGlpafHqzQEwPDxcW1uL+V2q4puhoaG6ujqXz9UD/EehUJAKxQharVYoFCIIwkh6KpXq1q1bTLWpSCRqampiJBRBEHw+v6WlhaloVqt1aGhILBYz0kkQBJFKpePj48GHIgiCtDG3mTMB09vbe/v2bUZCkQwPD3d0dDASipwLRN5ug0etVg8MDIyNjTESjXz7Rn61ZgShUNjc3MxUNJFIREpP8NjtdolEwlQrIAjCYCsQBNHd3X3jxg2monV1dXV1MVYOcuPGDaYuLgzDyJkAjEQjCOLGjRt8Pp+paK2traTeMUJzc7NAIGAqWmNjo1gsZiqaSCRSKBRMDb/t7e1yuZyRUEHCsHpaLJaGhoazZ8+2tbU1Nzf7vvmZzWaxWMyUWJhMJoVCwZTemUwmuVzOVG56vV4ikTCVm06nk0gkTKmnVquVSqW434WcvrFYLOPj4yaTiZH09Hq9SqUiH2gFD6kCjIQiCGJ8fJzBa9jhcOh0OrVazch5M5lMCIIYjUZGmlWj0YyNjTF1LYyMjJCPoJhCr9crlUpGjtThcGi1WrVazUg0k8mk0WgMBkPwoQiCQFEUQRCmvgwTBKFWqxnswGq1emhoiJFQTqcTQRC12t9VR3xjMplQFGWqFQiCGB4eZupICYJQqVQqlYqpaENDQ0xdXBiGjY6OoijKSDSCIIaGhpj6MkwQhEKhYPDrhFwuZ6q/EQQxMDCAIIyt/aJWqzUaDSPDL47jg4ODWm3YioMnw/ziSk6nE0XRkZGRGY2BfIDM4H+aKX8imM4NogUcbY60KRWTqTgMnjrGW4HBaFRMBkNFZjTGz1uEX6qReS0QTJ836mUoI0RsKzAezXXnXXnMR4vk8xYM4dzNCAAAAAAAAJhTgHoCAAAAAAAAIQLUEwAAAAAAAAgRoJ4AAAAAAABAiAD1BAAAAAAAAEJENKlnhFRmzRKxfXQAAIQGxgvhIzYaAABRSqSr5+jo6OnTp//yl78wsogXh8PZtWtXTk7O9evX9Xp9MKEcDkd7e3tWVha5dygj659JpdIDBw4cO3ZMqVQGEwfH8aKiorS0tNLSUjabHfyKZQiC1NbWHjp0KD8/Xy6XB7kaCJvNzsnJyc/PT01N5XA4QS6B1t3dXV5efvz48bVr1wa/TmF7e3tpaWl2dvbOnTsDPm8YhrW3t//+978nlzrHcXx4ePjUqVO7d+8uLCwcGBigdQJtNlttbe1rr73W3t5O/ovJZLp48WJ2djb1L/5jMpkqKir++te/NjU1ORwODMNkMllZWVlCQkJeXh7dJVTNZnNzc3NiYuL169fJLXPVavWxY8f27NlTWlpKtzlwHG9ubv7www9v3bo1eQHLkydPHjt2TCKR0IpGEERFRcVrr73W1tZGRhOJRH/60592795dWVnZ3d1NK5TNZuNwOGvXrm1oaCAXiTSZTLW1tYWFhefOnaO7NrvFYmltbT106NC1a9cMBoPD4eByuXl5eeXl5YmJicnJybTWFsUwrLOz89ixY62treTmcCqVKi0tLT8/v6CgoLGxkVZuZCvs3r27vr6eipaenn769OmSkhJyCxn/UalUSMuA5AAAF/NJREFUjY2NJ06c2LRpE9kfxsfH8/Pzs7Ky9u3bV1VVRSua2Wy+evVqampqWlqaUCjEcdxut3d1df31r38tKSmh67Varbaqqio1NTU9PZ1cUXxoaCg7O/v06dO5ubl0e4hGo6mrq9u/f//evXvJviqXy0+fPl1YWJiTk3Pz5k1a0RAEaW5uPnjwYEJCArWMqN1u53A4qamplZWVtKK5XC42m52SkkKeN4IgeDzegQMHzpw5k5mZSXcVegzDioqKtmzZkpmZ2dfXR24KMzY2tn379oyMjPb2dlr3VofDceXKlbS0tOzsbC6Xa7FYhEJhSUlJUVHR9u3b8/Ly/F/WHsdxo9HY2Nh45MiRI0eOkOtVj42N1dbWnjx5cs+ePdR+h37icrnq6uoOHDhw9OjRrq4uu91uMBhaWloOHDiwf//+rq4uurfCc+fOHThwoKysjM1mm81mrVbb0tJy8uTJ+Pj4pqYmuit/5+Xl7d27t6ioqL6+njyumzdvpqSk1NbWRsjinT6IdPWUy+WfffbZAw88EKSNkVy9evXw4cPnzp3bsmUL3THUDZvNdvPmzcLCwlOnTsXHx3O53CBzczqd1dXV//znPz/++OMgd33AMGzHjh2rVq1qaGjo7OzU6XRB5lZZWXnw4MH8/PyamprR0dEgH100NTVdunSpoKDgrbfeKi0tDcbaXS7Xnj170tPTS0tL33777evXrwez9K7JZEpLSztw4MCFCxfWrVvX0dER2OYxVqu1qqrqkUceYbPZBEHodLry8vLDhw8fP358586dW7dupbWDl9lsLi0tffLJJ2tqakg11Gq1paWlW7duLSgooJubTqfLy8t74oknSkpKTCaT0+kUCoU1NTU7duzYvXt3S0sLrcFUr9eXl5f/4x//KCsr02g0BEGoVKr8/HzyGxSHw6HVVex2e0VFxR//+Ec2m03tr9vf379y5cq4uDi6nu1wOIqKil544YWLFy+S98Kurq6f/vSn+/bt6+joIG/A/mM0GouLi998883c3FzyO4lUKt25c2dRUVFtbS3dwUSv11dWVsbFxZ0+fXpsbMzlconF4osXL9bW1n700Udvv/22Vqv1/9RZrdarV68mJSWdP3+evJra29uXLVvGZrO3bduWnJxM66Kw2+21tbUJCQlZWVkoijocjqampq1bt5aUlOzfv//s2bO0eohMJmtqajp79uyKFSs4HI7BYBCJRNu3bz937tzWrVsPHTpE60hRFG1oaDh48P+3d24/bZx5H2//lL3am+5We7PSqjcrtVUrbaSutNk0TbOrpGrTtNktohySJiE4FDcct0ANxNiGGAcGY2OcYINtMBjwEWJjmzOOTYCAwYeZsT0zHnuY8V48ksXbblcem6K87/t8rqwo+eaZ5/g7zTxt9+/fN5lMGIZls1mLxfKrX/3qhx9+4Lv2j46OTCZTe3t7S0vLyMhINBoNh8N9fX0jIyM1NTUDAwO81KLR6Nzc3MOHD4VCIYIg0Wh0f39fLpdPTk5WVFT09fXxUjs4OHA4HFKptLq6Wq1Wg4+xHx0diUSic+fOiUQiXmokSQKzuKWlRalUAq/p/PnzCII8efKE79U7FEVpNJqGhobe3l6xWLy/v390dKTRaP71r3+p1erV1VWCIApXo2l6YmKis7Ozp6fnwYMHoVBob2/PYDDo9frr1683NTUVfmsRx3EYhtlstr6+vtbW1vb2dhRFnz171tzcPDw8XFtbq1QqC//kPsdx6XR6enpaIpGIRKL29nYcxxcXF1tbW/v7+1taWtRqNa/bnhiGUalUfX19o6OjDQ0NOI47nc62traBgYHbt2+LRCK+3o5SqZRKpQiC1NbWgtic1WqtqKiQSCSnYi/9orzqpieKojqdrry8vPSwIsuywKtAUfSjjz4ym82lqGUyGYIgMAxbWVkpKyvzeDwlNm91dRVBkJaWlrq6uhKvL2MYRqFQDA0NHR8fn8pFCPfu3RMKhTRNoyhK0/SpZM0ikUhdXV2J1+VlMpnq6urvv/9+Y2OjCIf7JCzLHhwcXL9+XaFQZDKZ0dFRtVpdXBiVpumVlZWWlhZwZ3EoFKqpqQFhFQRBfv3rX/NqZCaT2draGhgY8Pl8ILJIEEQymZTJZAiC8G1bJpPx+/1tbW2zs7Pg1AcxvGg0qlarRSIRL8+bpmm/39/V1TU5ORmLxcDWTxDE2tqaTqcbHx/nNVXS6fTa2hqCIA6HA/hLOI5LJJLu7u6hoSG+9zSSJBkKhaxWq8ViAZH1UCjU2Ni4trbGMAzfRZFOp1dXV5VK5ejoaDQaZRjG4XBUVFRsbm5mMhm+sw6oDQ8PIwgSDodPtnl0dJTvsKbT6efPnxuNRuAAUBQ1Pz/f1NS0vr7e2NhYXV1NEEThA0GSZDgc9ng8CoUCRdH9/X2tVjs0NMQwTF9f34MHD3ipYRjGMAzDMOPj4yMjI+Cmx6GhoVwuZ7fb5XL5s2fPCp9yGIYdHx+zLDs7O2swGMD5ur29ffPmTb1eD1ZH4SSTSfB9eI/H09/fDxx+YDaJxWKJRMLLRQR/Gai1tbUtLy9zHHd4eJjNZpubm2UyGa8pB1Yly7LAclpfX6coym63j42NlZWV8TWLcRwHDkMgEBCLxQcHBzabrbq6+vDwEEVRvv2Wv6xud3f3u+++CwaDer3+xo0b4N4dXtMjl8sxDAP+/tbW1scff3wyBNvf3z8xMVF46AQYi+C33++/cuXK9va2w+FobW0NBAIajWZycrLwm6g4jiMIAoxaMBi8d+9ePB4fHBysqqriOG5jY0OhUExMTBSuRtN0PB5PJBKhUEgkEhEEIZfLa2pqcrkciqIgsVCgGiAejxMEsb6+Xl1d/fLlS5ZlDw8PfT7f0NDQzs4OL6mz51U3PXO5nNPp/OKLL07rZqpkMulwOB49elT67bRra2v9/f1NTU1arbaUpDbHcfF4XKvV6nS6Fy9e1NfXl2iQsSzrdDoVCoVIJLp+/TowgIqGpumampovv/xSJpNdvXrVbDbz3ap+CkmSbre7o6Pj5LlbHBsbG5cvX37ttdfeeeedEhPuFEVVVVW1tLTYbDbgKBftO0YiEaFQCLzYQCDw9ddfLy8v53K56enpTz/9lG8HxuPxoaEhr9cLYoEAuVyuUCiKaNvh4aFYLJ6dnT3pzj19+rS3t3dlZYWvX3FwcCCVSicnJ0FghqIokFVQKBS8Alp5NWB6JpNJmqY3NzctFsuzZ8+sVqvD4eAllcvlMAxzOBwzMzNgeUYiEblcXl9f39TUZDAY+KodHR2Nj4+Pjo5GIpHj42O73f7ZZ591dXXdvXv322+/5Zt6A2qDg4Mnl4BWq9VqtcFgkG/bYrHY3NycRqMBT7q9vf3Xv/719ddf//DDD4vwikHPy+XySCTCsuzMzMxnn31msVgEAoFAICgiFbC/v19VVeXxeDY3NycnJ00mE8MwbrdbqVTabLbCTU8wnfb39+vq6p49ewbsDJIk//nPf46OjhaXo9jd3b1//77H48nbjnt7e729vYVbFScJh8MymWx+fj6VSmEYZjQae3p6uru7HQ5HER77ixcv2traQG2Mx+N58OBBNpsVCAR8bRTA9va2WCx2uVw0TYfDYa1WK5FILl26JJVKiwhP7O7uIghit9tJkkQQ5E9/+tOjR4/+9re/dXR0FHFh5uHh4cTEhFqtBtE7hmECgUBtbW1xEaKdnZ3h4WGlUolhWCqVUigUv/vd79577z2TyVSc2pMnT/R6fTab1el0lZWVY2Njg4ODbW1tfCtGZmdnxWIxKPk7Pj4GqXaGYZLJpEQi4ZvFmp+fl0gkDx8+fPr0KfB+aZoOBAIIgrwiF7X/F/4XmJ4+n6+8vPxULuHlOM7v9z98+PBUKkcZhqEoKhAIXLt2jW9I5iQsyy4tLYH4hFAofOutt1QqFS+H+6fQNA2KZr788kuDwcArA3ISjuMoihKLxYODg7FYTKPRGAyG3d3dUtqWy+V8Pp9YLF5aWirxMdPpNIgSjY+Pi0Qis9lcog+wvb29s7Pj8/kaGhpGRkaKvl4Zx/HW1lYQ6dzc3Pziiy9AhtdoNJ4/f57vcIDizs3NTZqm83+oVCqHh4eLaBuGYY8ePXK5XPlY3f7+vsFgAJWpfInFYgqFwmq1guoijuNQFMVxXKVS3b17l681AObY0tISwzB7e3vd3d319fUCgeDatWu3b9/me4M5SZJLS0sOhwO0jWXZRCKB43hjY+OVK1d4SeVyOQzDpqenJyYmMAyjaXpxcfHx48f7+/sg+Qjy5oWroShqNptBnhf8CcuyAoFAo9HwbVgul0skEgsLC3q9PplMkiRpt9ulUunU1JRYLJbJZCiK8rJ7OI7b2dlRKpXAOcEwzOPxhMPhO3fuVFRUnJyEhRCJRKampsxmM0VRu7u7BoMB2BOLi4sqlcrn8/EKtFMUtbS0pNVq89VsDMPcvHnTaDTyLZXL5XIEQSwsLAwMDOTXAsuyP/zwg8ViKWLPTCQSDodjeHgYBOpYlqVpGsOwrq6uvr6+w8NDXmqpVMrtdo+NjREEkU6nEQT58MMPBwYG3njjjb/85S9FlHitrKz09vbmS1nS6XQ8HkcQRKFQ8A1PZLPZhYUFmUwGvOje3t6LFy/GYrHZ2dm+vj6+fh1N0w6HQy6X50cBwzAQ8iwiNgECz0qlEtgMDoejt7fX6/VOTU2pVCq73c5X0Ov1SqVSMB9QFA0Gg6FQSKfTSSSS6enpwnXAYZpOpxcXF//85z+vrq52dHRUVlbmcrlkMtnd3f348ePC1cDsomna6XRevnwZlCVwHLe3tzc6Olr0yXVmvOqm59HRUWdn529/+1tQIFxKqpdhmM7Ozr///e9SqdTv9xdtjQFIkvR6vVar1eVy3bhxw+12Fy3FcdzLly+tVuvo6KhIJHr77bf5Zip/pEZR1N7e3vb29tLSUnl5+dzcHN/T4kdIJJKurq7FxcX29va5ubkSS5gJglAqlQKBoPToKUVR9+/fl0ql6+vrQqFQp9OV4lQwDHN4eLi2tqbX64VCYdGWMU3Tdrv94sWLjx8/DofD29vb7e3tCILMzMzI5XK+tZ4URblcrtra2sHBwUAgkM1mU6lUMBisqKi4devWwcEBr6lCkuTc3FxZWVlnZ+fa2hqoDbhw4UJbW5vP5wuHw7zO73Q6bbVay8vL29vbl5eXY7HY8vLy1tZWIBDo7++vr6/nZSyCE+ju3bsymWxtbe3ly5c2m21ycrKnp+fWrVutra283oICK1Qmk3V2dvp8Poqi4vF4IBDY2Nhobm6uqqoqXAqoOZ3OlpaW+vp6j8dDEITX662trbXZbIODgx0dHTiO80pqu1yu5uZm8IYWcGJnZmba2tqKcGLT6bTH4+nu7hYKhcBGNJvNAoEgFAr19PTU1dXxMj2BOz0yMnLz5s2FhQWaphOJhN/v93g8ra2tYrGY13zb2dkRi8WVlZVOp3Nvby8SieTfS+vq6pLJZCDrXaAaeKI7d+5MTU1tbW2lUimGYfx+/5tvvnn37t2trS1eG10kEmlsbPzoo4+MRiNYC2tra7dv3/7mm2+MRmM4HOa1QYXD4W+//RaobW1tpdPpnZ0dnU63s7NTW1sL6g4LV4vH40Kh8OrVq3Nzc8FgMBaL+f1+tVptt9vffPPNS5cuFV6zmMvlotFoc3Pz559/rtFotra2SJJEUXRjYyMQCPT19alUKl5BMpIkGxsbr169qlQq19fXs9msXq+vrKx8/vy5VCrt6ekp/DTkOC6RSNTV1X366adqtXplZQXsjaurq1999RXfdx44jiNJsr6+vqyszGg0Pn/+PJ1Oj4yMCASCYDBotVrlcjmovy9QDbipZWVlCIIANbCHeDye5uZmjUZTuGUMsuEul2t1dXV+fv7cuXPr6+tqtfrevXsulwtBEIlEYrPZCm9bKpUym81Op3N6evrChQtbW1vgndEnT57U1NRYLJYSD/1fmlfa9OQ4bn19vb6+/g9/+AMIxZdiepIk+Y9//OOdd96x2Wzj4+MlugXJZBK8OzIyMqLT6YpIMfxHgsFgV1dXKYUaYMEsLi6aTCaDwSCRSEov+3j69KlIJFIoFLW1tXxr0n8KqB4rLln8I46Pj7u7uzs7O8fGxgQCgdfr5RsYywPqhHw+3+TkpEajQRCkaOckFovp9fqrV6+KRCK/3x+Lxbxeb09Pz8OHD1UqFTA1CleLRqMTExO1tbWdnZ1ut5sgiGg0Ojs7W15efvPmTY/HwyvYdnh4qNVqKyoqmpqaFhcXURS1WCy/+c1vWltbvV7v0tISr9RbNBoFGaiGhgan0/nixYuZmRmj0Tg8PPz06VO+gRkURU0mE3j7ZH5+Ph8Cefny5cLCAqhYKJxYLGaxWDo6Opqbmx0ORywW297eNplMSqVSqVTyDX4cHR0ZjcbvvvtOIBDMzc0RBPHixYvq6mrwrQadTsdLLRKJmEwmoVB4584do9GYTCYTicTg4KDdbudloADAILa2ttbV1YHA/8rKyq1btwwGw6NHjxAE4TWmGIa5XC5g7pvN5lgsdnBwYDKZjEajyWTiaw0sLCwIhcLKysr5+XmPx5NKpZ4/f15VVTU0NPT9999rtVpeasAzuXHjxvz8vNPpDIfDyWTSbDb//ve///rrr51OJy9DdmNj49q1a3/84x9dLtfc3Fw8Hp+enn733Xf7+/tNJpPX6+U1FisrK1euXHn33XfdbrfNZkNR1OfzgRERiUR8M7OhUOiTTz5577333G633W4/mcxpbGzklZnlOC4YDF6+fPn99993uVzz8/ORSGRnZ2d8fNxgMHR1dVmtVl5qkUjkypUr586dczgcZrMZx/FgMKhSqaampm7dujUyMlL4fANf/7h48eL58+fdbrderweBdr/fX19fzzfkCUrXLly4cOnSpeXl5enp6Xg8brVa29vbx8bGNBqNyWQq/PxiWTYcDn/wwQcXL150uVwWiwVF0VAoNDMzYzabm5qaeH0Z4Pj4eHd3d2Bg4PHjx5OTk4ODg8lkcnNzU6VSKZXKhoaGqakpXlWtiUSio6Ojo6NDr9f39/cnEgmKotxud29v7507d/I9+cryqpueJEmCPsVxvEQrnmEYmqZJksRxHEXRom2UPOl0GsfxEj/SdBKO4xiGSafTJX69iGGYVCqFomgikeD7uZz/CMuyFEUlEolTeceIYZhMJnMqDQNtA1+pSKVSJbaNZVnw6lgymSyleZlMJpVKEQSRSCRIkgRxRIIgcBwvohwNfNEDqFEUBV6RwXEc/Bd8nxoEsU6qgZBbIpEAbwjxfScdtA3keRmGYVkWx3EMw4oIGGezWYIggFq+wD+Xyx0fH2ezWb7laGAUkslkMpmkKCqTyYAFC9LlfNtG03ReDTwp+C/AEPNdsPm2gRHMZDIgWZF/5YIXoN/yatlsFuycYED5pqGBGpgkBEFkMplMJoOiKIZhReyZYEMDhY/5ZQUmIUVRfNuWyWRIksyrgVkBpMDj843ZUxQFOgqcLwzDkCSZTCbBfsJrEwATLK8G1gLYTyiK4jtDwGkFnjSRSJyc/JlMpoi1kE6nwRaE43g2m82PaRGjQNP0STXQS9lsNj8ovNSy2WxeDUVR0G/ggChiLYB/C/oNx/Hj42MQU8g/OC81MAonnzSdTgNlsGb5No+iKNBL+fnAMAywIoo4ccBky6sxDANWLjgaSrdwflFeadMzl8txHAcGOP+jFCnwg2VZlmVP5TXt0lv1CwHe3Pz/8znoEo31PKfSbz83aYuT/akaaGRxmv+lbUU8+EmRkz9KfNJSRP6LWimD+3NtezWfFPwublHk+yr3P/utxCUGer7EfvupWimaP3cilLgJ/KivTrffSiTftlLG9Ef9dlL8FNVK5EdqJfbhqfTbz7WklLb9x12uRM2z4VU3PSEQCAQCgUAg/2eApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5IyApicEAoFAIBAI5Iz4N25NDG9u2xI6AAAAAElFTkSuQmCC)
You can read about our methodology here.
Disclaimer
Please note the disclaimer at the end. We expect an accuracy for the prediction of +-1 day from the dates shown in the charts.
In the following diagram we can see Taiwan Earthquake Predictions for the period of October 2018.
For this period we can observe that there is a High* probability to have an earthquake >4R in Taiwan on September 2nd, 11th, 15th, 26th and 29th , other dates in October 2018 are possible and you can see their relative significance from the calendar below:
The probability scales are as follows:
*SMALL (<40%), MEDIUM (40-60%), and HIGH (>60%)
You can read about our methodology here.
Disclaimer
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