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Question
A, B and C are partners of a company During a particular year A received one- third of the profile. B received1 one fourth of the profit C received remaining Tk. 5000. How much did A recieved?
5000
4000
3000
1000
ANSWER : 2
Descrption
<p style="margin-left:0px;">Let the total profit is x tk</p><p style="margin-left:0px;">Profit of A = x/3</p><p style="margin-left:0px;">Profit of B = x/4 </p><figure class="image image_resized image-style-side" style="width:33.02%;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7oAAAKKCAYAAAATCSd0AAAgAElEQVR4nOzdeZyN5f/H8dc9m2EwY5uyjexLWbPEkDCWEJJUVFK+laTFUvkqsuQrRH2zVd+SLRFZwtjbhBhbiCzZG2YsY5sx6/37Y373bcZsZ8w5Zsy8n49Hj8657+u+rs8ZlM+5rutzGaZpmrhIVHQMcQkmboaReME0Md3ccEujfYJpUtDby1XhiIiIiIiISB6QVs4pIiIiIiIickdSoisiIiIiIiK5ihJdERERERERyVWU6IqIiIiIiEiuokRXREREREREchUluiIiIiIiIpKrKNEVERERERGRXEWJroiIiIiIiOQqSnRFREREREQkV1GiKyIiIiIiIrmKEl0RERERERHJVZToioiIiIiISK6iRFdERERERERyFSW6IiIiIiIikqso0RUREREREZFcxSOtGwkJCRiGkeo90wTDIM37IiIiIiIiItklRaJ79Wokly9fcyCJNXFzc8Pfv6gSXhEREREREckxkiW60dExXL58DXd3N4eSV9M0CQ+/iL9/UZcFKCIiIiIiIpIZyfboXr8ejZubY0kuJC5djo+PxzRNlwQnIiIiIiIiklk3FaMyyPwqZAPluSIiIiIiIpJTOKXqsrboioiIiIiISE6RbqLr6elhL2X29PTAMAzc3d3w9EyzWLOIiIiIiIhItkqW6CYkmMTHxxMfn0BcXDzBwb9x4sQZLl68zMqVv3Lt2nX++us469b9TmxsHPHxCf+/Rzf1zk3TJMGEBNP8/3+sa6n/o72+IiIiIiIiklWGqexSREREREREchGn7NEVERERERERySmU6IqIiIiIiEiuokRXREREREREchUluiIiIiIiIpKrKNEVERERERGRXEWJroiIiIiIiOQqSnRFREREREQkV1GiKyIiIiIiIrmKEl0RERERERHJVZToikie165du+wOQUREREScyCO7AxARyS6xsbF4eXkRHh6e3aGIiIiIiBNpRldE8qwrV65w4cIFihcvnt2h3PEuXbqEYRjExsZmdygiIiIiSnRFxPUuXbrEtGnTsjuMFIoWLUqRIkWyO4xcwc/Pj7p16+Lp6ZndoYiIiIgo0RUR14qOjubf//43ffv2daj9W2+9xbJly1wclWRG165d+c9//pPm/W3btgFgmubtCklEREQkXUp0RcRlzpw5Q1BQEFOmTHGofbly5Rg/fjyNGjVK9X6vXr0YNGiQM0OUDLzyyitEREQwZMiQNNt4eCSWe7g50f3pp59cGpuIiIhIWlSMSkRcIj4+nnbt2rFr1y6H2l+7do1WrVrx1VdfpXr/3XffZdasWXl21tAqnHX9+nXy5ct3W8YMCQlh3rx5XLx40aH2bm43vjtt3749v/76K1euXHFVeCIiIiJp0oyuiDjd1atXqVWrlsNJLoCPj0+aSS7ApEmT6NChgzPCuyN5eXkB3LYkF6BBgwYsXrw4w3ZWTD169ABgwIABBAcHU7ZsWZfGJyIiIpIWJboi4nSFChVi06ZNTusvIiKCyMhIRo0a5bQ+7ySLFi0CoFWrVrdtzPfeew+Ahx56KNX7O3bssF+HhIQAibO4sbGxTJo0CYACBQq4OEoRERGR1CnRFRGn6tatG40bN8bX19dpfQ4bNgyAunXrOq3PO8nmzZsBbmuRrtGjR/Poo4+muL5ixQoMw6Bo0aL2tQULFgBQo0YNvLy8WLNmDQAnT568PcGKiIiI3MQw8+qGNxFxCcMwOH/+fLJEyBl91qtXj+3btzutT2cIDQ1l+vTpjB8/nsjISJeNc7s//7Zt22jYsCFTpkzhlVdeASA4OJj27dtToUIF9u7dS/78+e32+fLlo1SpUjz88MM88MADNGvWjAoVKgCqxCwiIiLZQzO6IuI0Xbp0oVmzZk5Ncq19vpcuXUp2PSIigoiICKeNkxl9+vTBMAxKlSrFyJEjCQsLy1J/cXFxtGvXDj8/P0qWLEmRIkWYMGECAB999BEATz75ZJbjdtRvv/0GQM+ePVm4cCGGYfDMM88QFhbGkSNHkiW5ADExMfj6+vLTTz/x7LPPUr58efvemDFjblvcIiIiIhZVXRYRp1m6dClHjhxxSd/NmjWzX7/66qucOnWKJUuWuGQsgBEjRtC9e3eqV69uX0tISKBy5cpUqVKF1atX06ZNmyyPc/HiRYoWLYqfnx/58+fnzJkzAAwePJhSpUrx8ccfA9C5c+csj+WoWbNmAeDn50fVqlUJDQ3l7rvvTrWttax69+7dyWZv/fz8iIiIYOjQoRQtWpSXX37Z9YGLiIiI/D/N6IqIU1gzjtaSVWeJjo4G4LXXXuPbb7/FMAx8fX1dmuR+/vnnvP/++8mS3IiICNzd3Vm3bh3BwcFOSXIB+vbti2maXLx4kdDQUOLj4+17PXv25NSpUwBUqVLFKeOl5tq1a0ydOpUGDRpgGAY7d+4EEvfYHjhwIM0kF27sG/7Pf/6T7HrSWe6+ffvSuXNnVq5c6YLoRURERFLSHl0RcQrDMBg4cKC95NZZhgwZwtixYylYsCD16tXj559/dmr/qTEMg4YNG/L7778nuxYVFYW3t7dTxvj777+pWLFiqntYExIS8PDwsO999dVX9O7d2ynj3qxHjx7MmzcPT09P+vXrx0svvUT16tXp06cPX3zxRYbPu7u7U6xYsVSXb8fHx+PhkXLhUMmSJenSpQs1atSgTJkytG3bNsVyaBEREZGs0IyuiGSZdZTQU089lWHbzO41tZbu7tu377Ykuda+327dutnXGjVqxBNPPOG0JHfnzp1UrFiR/fv3p3rfzc2Nxo0b2+8bNGjglHGTeuCBBzAMg/Lly2OaJjExMUyaNInr168D0LFjxwz7WLZsGQkJCWnuUXZ3d8c0TS5cuMD48eOpV68ekFjEa9q0afTv359Zs2YpyRURERGnU6Ir4iKjR4/OcVWCb0VISAirV69m7dq19rExN7MKJmV0/I9hGHh6ejo07oULFzAMg+vXr3P//fcTEBCQucBv0eLFi4Ebe2J37drF1q1b7STNGbZs2UJISAjVqlVLs03Sc4idfazQ448/ztGjRzFNkw8++CDZvblz5wJQokSJDPvp3LkzQUFBGbYrUqQIgwYNYvv27ZimiWmaHDx4kG3btvH999/f2ocQERERSYcSXcmzhg0bxvHjx13S99SpU3nvvfdc0rczLF68mLVr12bYbsyYMTRo0IB27drRpk0b2rZty549e1K027hxI5A4E5kWa09tq1atMhw3KiqKAQMG8M8//2TYr7MtXLgQuLEn1jpL9u2332bYsGF28aWs6Nu3L/fff3+a96dPn57s/dChQ7M8ZlLfffcdZ8+eTfWe9fuiSZMm6fZRsWJFihUr5tDvo9RUrlyZ+vXr39KzIiIiIhlRoit5UpMmTRg1ahTlypVzSf/Wclt3d3en952QkMDly5cdbp90FjYiIgLDMOjatatDxZS8vb2ZOXMmW7duta898sgjKdqFhYVRpEiRdPvasWMHQLICT6k5d+4cgwYN4uuvv7aPFBo8eHCGsTrLypUrkxXUOnjwoP161KhRNGnSBMMw+PXXX10WQ9++fXF3d09WBMowDCZPnsz27dvZtWsXa9eudcnZvX/++Se1atXKsN0jjzzCuXPnnD6+iIiIiDMo0ZU8Z8eOHWzevDndGbWs8vHxAbD3OzqTu7s7ISEhGbaLj4/HMAzatm3L5cuXCQoKokiRIsmSmC1btqT5fFxcHAMHDsTd3Z0GDRowfPhwALy8vOw2Z86cwTAMIPnxP6mxzmbNSGhoKFOmTAEgODgYcH4l57Ts3bsXgHfeece+5unpSXR0NGvXrqVEiRJ2cSVXVUHu0aMHtWvXJj4+nlmzZiWbze3fvz/169enbt26TJ06lQIFCjh17J07dxIbG8uePXtSnblPyvoyR0RERCQnUqIreY6VmCU9xsVVnFW8yGLtE23ZsmWGbf/66y/7ta+vL82bN8c0TXbv3k2+fPmA5EnrzQoXLgxA165dgRuFpkqXLg3AsWPHaNmypT2rl9Ey1PDwcCDjn0nNmjXt119//TVAqpV7XeHw4cMA1K5dO9l1Ly8vgoKCCAsLo169etSsWZO77rrLJTHMmzePsmXLkj9/flq3bs3o0aMxTZOlS5eya9cuduzYQUhIiL2X2JmsKs+maTq0R1dEREQkp1KiK3mWK2ZbLVYy7WxnzpyxX7du3ZpKlSrh7+/PDz/8kKJtjRo16NWrl/0+6Z7hGjVqALB8+fI0x4mKimLixIl2RVxrn+zKlSs5d+4cQUFB/Pnnn3z33XdAxomulaxm5uduPZPWmbnbt29PsZ81K6yfUXrLq7du3cpbb73ltDGTGjZsGD4+PmzcuJHdu3cnu9epUydq165N3bp1XbYaoV69eixZsoTY2Nh0z84VERERyemU6Eqe5eiRJpcuXcLDwyPDisJJJSQkAM5PpkNDQylZsiSGYXDixAmOHDlCeHg4nTp1wjCMZMtJIyIimDlzpv2+e/fu9mt/f38AZs2aleo47du3B5LPHA8ZMoTAwEDy589P//797dlPa/+uNdPrTNYe3ffffz/FvVq1ajF8+HBefvllp413/vx5ypQpQ6FChVK9HxQURK1atXj66aedNmZSo0aNIjIykoiICCpXruySMTLSuXPn2zaDLiIiIuIqSnQlz+nduzeQWBk5IzNmzMDPz4/4+HiuXLni8BjW7Kczly5bS61DQ0MxTZO//vqLc+fOJUv03nzzTVasWAEkVkxOypp5BRg0aBCQ9tLlnTt3AhAbG2tfW7RoEUuXLqVQoULMmzcvRVsruU+LdT8zP5Oks5qGYVCjRg1KlCiBYRh88MEHac5I34odO3YQGhpqJ/A3MwyDSpUqpZhpdRZrv7Rpmpw+fdolY4iIiIjkFUp0Jc+xktD0ZnSDgoIwDINPP/2UmJgYAIcq0VqspM6Z+4BT2z9arFgxpk2blmwcqyryc889l6IP6xgga0Y3NdaZuADffPMNW7du5a677uLAgQMUL16c0NDQZO2tfZ0ZzV5bP/eIiIh02yXl4+PD119/TcGCBalXrx5Hjhzh7bffxjTNVKs/Z0WlSpW4cuWKvX85qfbt23PgwAGnLpO+2aJFi4DEPdGlSpVy2TgiIiIieYES3Txm/fr12R1CtrOS0KSzlXPmzAGgefPmGIZB2bJlOXDgADt27ODEiRMAXLhwweExPD09AZy6l3Ly5MlA6mfKurm52Z/BNE22bNlCjRo17L2m1p5hKy4rOU1tL/GgQYOoVKkSAJMmTaJRo0Zs2rSJihUrEhERQcGCBVOMDY7P1GZ2WWyvXr24cuUK27dvJzo62p6NdrbChQun+GyWlStXUrVqVZeMa5k5cyaVKlWyE14RERERuXVKdPOQf/3rXwQFBWXYrkePHrchmtRdunSJDRs2uHQM62zbK1euMHz4cAzDYPTo0RiGQYcOHTBNkxkzZtiJTb9+/QD4+eefuXr1qkNj7Nu3L82k6VZZs7FRUVGp3u/Zs6c9GxkXFwfcOALHSmwtVoJrtbNUqlSJQ4cOcfDgQWbMmMGqVasIDQ2lYsWKeHh44Ovrm2Lcm/tOi3Xma8OGDR1qn9fMnj2bQ4cOZXcYIiIiIrmCEt3/dzsSrOy0evVq/ve//2VYUMkwDPtYmdstOjoaPz+/2zZey5Yt2b59OwcOHODAgQOYppmsmm5UVBSGYbB69Wr7mqP7M6OioqhWrZpT4921axdw44ze1FjLmq1/jxo1Ktl9K1G3lmMfPHiQjz76iK1btxIQEMDixYupVKkShmHw3HPP0bZtW4er72a0dLlSpUpcunTJnlWW5Nq2bZvdIYiIiIjkGkp0uZFgpXem6J3OSlbSm32zihVl11+4rSTckTNib4W173bHjh1A4s9i+fLlqS5JvXjxIr6+vnzwwQfAjeN40qrGm5RVnMnR2V9HvPrqq/brU6dOpdlu9+7dTJ482Y6zXLlyye63atUKSL7feNCgQTRq1Ihffvkl2Rm2mZXR0uXly5dn25coIiIiIpK3KNHlxl/6mzZtmm0x/PXXXy7tP7V9qTf75ZdfAGjTpo1LY0nL/v37nd5neHg4gYGBGIaBj48P33//PaVKlUp3WfH58+dp0qQJMTExDB06lKioKDtBu7mScXocPb7IEb/99pv9+uzZs7i5uXH+/PlkbWbNmoW/v7+91BoS951WrFgRIFkRKS8vLzZu3MjcuXP54YcfME2Te+6555Zic9WZwSIiIiIit0qHJZK4fPN2Lpm92bBhw3Bzc0v1rFBnsZaLNm/ePM02a9euBdJfGutqmTmrdt26deTLl4927dpRunRpDh48mOy+lYCNHz8+WaLYtWtX6tevn6K/6OhovL29GTp0KOHh4cCNGXCrSrEjS5et4kzOPEPX09MTT09P+4sK0zQpXrw41apVIzw83D7/9eTJkyme/eSTT6hbt26KJciBgYEEBgZmOTZXnRksIiIiInKrNKP7/1y1XDYja9euZdSoUS5NcgGOHz8OQIMGDdJs89dff3Hvvfe6NI60nD17FkgsqJSRy5cvU7p0aVq3bs2DDz5IZGQkhw4d4oknnmDBggWMHDmSGjVqsHDhQkzTTFalN71lxd7e3pQsWZLY2FjOnTuX7J611/XAgQNs27btlj/nrdq2bZudlA4aNAh/f39q167NmTNn8PHx4eOPP041yQXo0KGDS4+rsRL71I7lERERERHJDnl+RjckJATIvkS3TZs2HDhwwOXj/P777wBpFkiyErv0ZnxdKTg4GIBmzZql26Z9+/ZA4jFJMTExtGvXjsaNG7NlyxYWLFjAggUL7PY7d+7kscceS7Wvm/eTdu3aFYAtW7YQEBCQor11TM+//vWvdL8sgBsznM5izUZby6dfeuklxo8f79QxssL6vFY1axERERGR7JbnZ3StfalNmjS57WOPHDmSkiVLuvx8TriRLKVVMGjTpk2Ac899zYz58+cDqc8KBgcHYxgGjz/+OJMmTcI0TVq2bEm7du2AxL2ploULF3LXXXcBsGfPnhR9pXYG7ZEjR1i8eDH//PNPqkkuJC4d/uuvv/j8888z/CzWGFeuXMmwrSMmTZoE3Egkb55tzm5WEbekBa5ERERERLJTnp/RXb9+PZC5vaHOMnz4cMaNG3dbxrL2nKbFmtnOrhnd06dPA8nPiLVmcEuUKEFYWBglSpRI9Vnrsx04cICqVavy2GOP4ebmxogRI1K0tWYfo6Oj7WsVK1Z06CxY60zajFh7VQ8fPuxQ+4wsWrSI5s2b2z8bZxa5coZt27Y5/SglEREREZGsyPMzuuvWrUu3Aq+jLl++zOLFi9OtapzUl19+CWAvxXU1azYwrYJBmzdvxtPT054NdVTfvn2dMiNtxVetWjV+/PFHDMOgV69ehIWFpZvkAvYy3rCwMPuaaZo88sgjKdrWrVuXOnXqZDne9NSoUYMrV644Zc+qlcQXLFjQLq6V9MuA7GbFl/SLAxERERGR7JbnE92YmJgszUatXr2apk2b4uvrS9euXfHy8iIyMjLD5xYvXgxw24o/WUlSWkuX161bR1xcHBEREQ73+d577zF9+nSnHC9jxVWkSBGeeuophxJcy5EjR4Ab+3v37dsHJO63TY1hGC6dFS1UqJBTvjyBG0XETp48aS+JzkkzutZM/JAhQ7I5EhERERGRG/J0omtV4L106dItPd+2bVvatWvHo48+yvDhw4HEPa4FChTI8NkVK1ZkOBPqyFE2jrKW5t68RPfChQt06dIFSCxYVaZMGYf6i4yMZPTo0UD6Z/M64pFHHrGT0vfff58zZ844lOBawsLCePDBB+33H3zwAS+99BKlS5dO85nMJPTZyfoS4Y8//siRx/icOHEC0P5cEREREclZ8nSiayURtzKr2rhxY1566SVM02TgwIH28UDWkuT0WMs900qIT58+TYkSJZw2K5hU6dKluXz5Mi1atMAwDIoVK8aOHTuA9I8eupmPjw9vvvkmkPYscUaOHj2KYRjUqVPHXsI9d+7cTPVhmiZnz57l448/BmD79u3MmzePCRMmpPlMQkJCjkoW05O0ONiuXbuAnLVMuHfv3lStWpVGjRpldygiIiIiIrY8nejGxcUB0KpVq0w917p1az755BP7SBqAgIAAatWqRe3atTN83lqOevNey+vXrxMYGEjZsmU5evQoFStWzFRc6fH09AQSE11fX198fX355JNPME2TkydPZmrf6qhRo7jvvvvsYk+OFHK6mbu7O507d8Y0TUaNGsXAgQOBzCfNTz75JHBjdr5+/focO3Ys3S8J3N3deeqppzIdc3axZqZDQ0OBrM+gO8uQIUMwTfO2HI8lIiIiIpIZeTrRtY4Wat26tcPPtG/fntGjR9OwYUP72pkzZyhcuLDDS42twktJ91p2796d/PnzM2TIEBISEpw+m2vFtn79ekzTZMmSJbz22mv2su2ePXsCicm/h4dHmkWpYmJiGDZsGHv27OHvv/8GMl8cqXjx4ixcuJA//vjDvubn5wckHgk0ceLEdJ8/deqUvdx669atALzwwgsYhsHx48cpV65cus8fO3Ys3RnfnMb6rJbMfjHjKuXLl+fChQvZHYaIiIiISAp5OtFdt24dgMNVgwcPHsyJEyeSLdO8fv06JUuWZO/evQ6PaxUV8vHx4dlnn8UwDCpUqIBpmnTs2DETnyBjTz75JIZhEBMTQ40aNZLtZQX4/vvvAexxPT09iY+PJywszE4ik8qXLx9ly5YFwMMj8XSqQYMGpTl+9+7d7Zlzy7lz53j00UeTXbvvvvvs1wMHDuTZZ59l7969rFq1ir1797JixQqGDRuGYRiULVuWr7/+GoB58+aRP39+mjdvjmmaaZ6Dm5T1BcedIunKAWtWNyd48cUXszsEEREREZFU5elzdIODg3n++ecdbj9hwgTOnz+f7Fr+/Pk5duxYpsYtUqQIABs3bqRTp063tPTXEQEBATRr1oxff/2VZs2apXrczaJFi4DEY30GDhxInTp1uHDhAidOnEh2XA9gJ/PWkmWr2nG/fv1S9Pvggw/y66+/cuHCBTshTo+Xlxemadr7pmfPns3s2bOTtSlZsiRr164lKCjIvvbAAw84VOU6qdtV6dpZWrZsyXfffUdgYCB33313docjIiIiIpLj5dkZXavK78MPP+xQ+y5dutC0aVOKFi1qX2vVqhV79+7NcKmsZenSpXTp0sVuX7t2bQYPHpzJyDMWHx9PqVKlOHbsGHPnzrWXBae2xHjFihX2DPXEiRPZuXOnvWz5o48+Stb28OHDAHZF5N69eyerthsVFUX37t0xDIOOHTtimqad1DvKWla9c+dO1qxZw44dO/jxxx8xTZN//vknWZKbl3Tr1o2SJUtmdxgiIiIiIneEPJvoWufYduvWzaH2S5cuZfny5fb7V155hYoVKzo0O7hq1SoMw6BLly7cddddzJs3D7ixhNnZXnzxRf755x+7f6t40c2Fni5fvgzAuHHj6NGjh13h16qAfO7cuWTtraT8tddeAxKPJpo2bRrXr1/niSeeoECBAtSrVw/TNHnrrbduOf7OnTtTp04dWrduTd26dXnooYduuS8REREREcl78uzS5fnz5zvctl27drz11lv4+voCiTOb06ZNc2jJsWEYVKpUiU2bNtG4cWMA9u/fD2S+iJOjbj7iyEp4b473888/BxL3Cs+bN8++361bN0aMGMHevXu5cuUKhQoVAmDo0KH07t3bPhYIIDAwEIB33nnHZUuwRUREREREMiPPJrrHjx93aNnw0aNHWb16NatWrbKvVa5cmTNnzmT4bPv27Tl+/HiKAknWGa6uOCc3NQkJCUDKGeQ5c+bg5+dH7969WblypX09abzHjx+3C0U9/fTTfPXVV5w7d479+/fToUMH2rZtS//+/W/DpxAREREREXFMnly6vHHjRiB5Ndu0VKhQgc8++8x+/+yzz9KgQYM0j99JauXKlalWAbYSzoMHDzoacpZYRaisI4Qshw4dIioqCg8Pj2R7lQsXLky9evUA+Pbbb+3rHh4e/PLLL4wbN47GjRuzfPlyJbkiIiIiIpLj5MlE1yqyVKFChXTbWft4GzRoYF+bPXs2P//8c5bGt/bMXr58+bYcFxMSEgKQ7Gih3bt3ExkZSXR0tF2YK6lr164BsGDBAvtaZGQkI0eO5F//+hebNm1ycdQiIiIiIiK3Jk8muocPH6Zy5cr4+/un2+7dd98FEo8QgsRjaf7++2/7/a2qX7++/Tq1JNPZrOJXSffQxsTEAHDy5Em8vLxSPGPN5B46dAhvb2+KFi2Kj48PS5cuzVFnuYqIiIiIiNwszyW6cXFx7N27l1OnTmXY1koMW7RowdNPP80XX3xB+fLlM3xu165dGbaxjuVxZPl0Vp0+fRpInuhWrlyZo0ePUqZMmVSfqVatGj4+PuTLl498+fLx2muvYZom27dvd3m8IiIiIiIiWZHnEt1t27YBiRWP//jjj3TbPvbYYwCcOXOGuXPn0rx5c9q3b8/06dNZs2YNe/bs4bfffmPu3Lk0adIEwzAwDCPDmWKAAQMG2K8Nw2DkyJFZ+FTp8/BIWXPMz8+Pe+65J81nvL29uXr1KtevX+fSpUu8//77LotPRERERETEmQwzD54JYx2NA4kFoSpXrpxqu5CQEBo0aEDVqlU5efIkkZGRafb54IMP0q5dO15//XUKFCjgUBxffvklffr0sd8PGzaMESNGOPgpHFevXj127tyZ7IgjERERERGR3CpPJrqjR4/mvffes98/99xzPP/88+TPn5+zZ8/y4Ycf8uuvvwKwdu1agoKC7LY7duzg3LlzlCxZkmPHjtGmTRu7qvGtSEhIIDAwkIYNG/LJJ5/c+odKR7FixejUqRMzZsxwSf8iIiIiIiI5SZ5MdAHGjBnD0KFDU733wgsv8MILL+Sa2c99+/Zx7733ZncYIvJWnhkAACAASURBVCIiIiIit0WeTXQty5Ytw9vbmxIlShAZGUlgYGB2hyQiIrnYiBEjaN68OQ899FB2hyIiIpJr5flEV0RE5HaZOnUq/fr1Q//rFRERca08V3VZRETkdqhSpQq1a9emZMmSTJgwAYB+/foxc+bMbI5MREQk99OMroiIiJM98MADnDlzhuPHj6e4p//tioiIuJ5mdEVERG4SFhbGqlWr+PTTT3n55ZcJCAhgwIABLFy4kIiIiAyf37JlC8eOHcM0TT7//HPc3d3te4ZhUKRIEVatWuXKjyAiIpKnaUZXREQEWL58OcHBwUydOtWh9nPmzKFnz54Ote3Tpw/Vq1dn4cKFbNmyxb4+ceJE3nzzzVuKV0RERNKmRFdERPKsXbt2MWzYMH744QcAmjVrRvfu3XnkkUcoV66c3S4sLIz169ezbNkyvv32W/v6tWvXKFCgQLpjvPHGG0RFRfHZZ58BcPXqVQoVKmTfj4uLSzbjKyIiIlmnRFdERPKkoUOHMmbMGJ577jn69Onj8PFye/fupWbNmgBs3Lgx3eeOHj1KhQoVUuzLjYmJIV++fAB07tyZJUuW3OKnEBERkdRoj66IiNyxQkJCWLNmzS0927lzZ0zTZMaMGQQGBrJmzRo2b97MzJkz8fLyomnTpqk+d99993H//fcD4OHhke4Y1atXp3379imue3l50blzZwCH9vyKiIhI5qT/f2gREZFstnr1agoVKsTRo0eZOnUqJ06coGDBghQuXJitW7cm2/OaGZGRkUyZMoWvv/6akJCQFPe3bt2a5rMJCQlAYsKalvDwcDw8PFixYkWq9ydPnszSpUsZNWpUJiMXERGRjCjRFRGRHOXq1ausXLmSKVOm8MsvvyS7V6NGDQoWLIiHhwdbt27l77//pnz58pnqf968efTo0cN+36dPH8aNG8f169epXr06+fLlo1SpUsTGxrJlyxYeeOCBNPvKnz9/mvf8/f3ZvHlzmvc7depElSpVaNasWabiFxERkYwp0RURkRxh6dKldOnSxX7fp08f3n//faKiomjVqpW9pzUrgoKCOHLkCOvWraNVq1ZptsuXLx/R0dFp3ndzS9z5U61atVTvP/744wAULVo01fvNmjUjMjKSv/76y9HQRUREJBOU6IqI3KI1a9bQpk2b7A4jV+jXrx9Tp07lww8/pEWLFjRo0MDpYzz55JM0btyYdevWZdi2Zs2ahISEpDlju337dp5//vk0n9+9ezcAVatWTVGIqmHDhowbN46HHnooE9GLiIhIZijRFRG5Bc8//zzfffcdV65cye5Q7nj79+9n6tSpBAQE8NZbb7lkjBUrVjB//nyHZ1Dj4+MBuHz5cop71p7ghx9+OM3nu3Tpwvjx4wEwDIPChQtTsGBB/vnnH/7880+qV6+e2Y8gIiIimaCqyyIimbRy5UpmzJjBmTNnsjuUXOHatWsAnDhxwmVjvP7660DiDOvXX3/t8HOp7Z9dvHgxAN26dUvzuXHjxjF37lzq169P6dKlAWjTpg2nT59WkisiInIb6BxdEZFMMgyDF198kc8++yy7Q8k1DMMAEpPIpPt0nWX48OGMHDnSfl+0aFHOnz+fZvuKFSty+vRprl+/nuLePffcw/Hjx1MsSRYREZGcQzO6IiKZMGPGDAAGDBiQzZHkLiVLlgTg008/dUn/I0aMYOfOnfj6+gJw4cIFO7lOzd9//02NGjVSvXf8+HHmz5/vkjhFRETEOZToiohkglWAqGrVqtkcSe7y0ksvAbBhwwan9puQkEBkZCQAderUISIigjfeeMO+/8QTT6R4ZufOnQB4eKQsY7Fo0SIKFy5M9+7dnRqniIiIOJcSXRERBy1fvhyA6dOnZ3Mkuc/LL79svz548KBT+oyPj8fd3Z2wsLBk1ydNmmRXy16wYAFXr15Ndt/b2xsg1cJY3bp148iRI06JT0RERFxHia6IiIM6d+4M3Jh9FOe566677NdWcaqsSEhIsGdkN2/enOL+smXL7NfWUUCWVatWAVClSpVk1x955BEGDhxI8eLFsxyfiIiIuJYSXRERBzz44IMkJCTYe3TF+ayzc51R5Ck6Otre97tv374U9/Ply8f999+f6niff/45AI899ph9bdiwYezevZsJEyZkOTYRERFxPSW6IiIZWLNmDb/++iuQ+nEzec2aNWtYt24d3377bYplwVlhVTi2loinZf369fz444/ptsmfPz9PPfUUcGPP7c2sBLdp06bJrj/yyCMAHD58mBIlSmAYBmfPnnXp8UciIiLiXEp0RSTP2r59OytXrmTcuHHUrVuXSpUqkT9/fkqXLo23tzd33303cCPxAahdu7ZTY5g4cSIBAQHce++9lCpViipVqlC2bFk7ScspwsPDmTBhAoZh0LZtW1q3bs1TTz1FTEyM08YoVaoUALNmzUpxLyoqisKFC+Pt7U1QUBAtW7bkgw8+SLc/67zaY8eOpXp/x44d/PXXXymuf/jhh/j4+FCsWDE6derE33//raOkRERE7jBKdEUkTxo5ciT169enQ4cOvP3228TGxnLkyBH8/PwIDQ0lOjqas2fP8v777xMTE8OoUaOAxP2jFy5ccEoM69evZ/jw4RQsWJDTp0/j7+/PoUOHOHXqFN9++y2GYfD66687ZaxbsX37dpo2bYphGPj7+zN16lQ2bNjA9u3bKVSoEP369aNMmTJOG2/QoEEAeHl5Jbv+5ZdfUqBAAeLj45PN9r777rtERUWl2V/dunUB2L9/f4p7L774IoGBgSn24ULimb5Xr17l3LlzfPnll5QvX/6WPo+IiIhkHyW6IpInlSpViuPHj2OaJqZpsnfvXkzTJDQ0NFkhoxEjRtCwYUPeffdd+9lixYrh7+/PsGHDUi105KhWrVpx5coV/vzzTyIiIti1axemaTJlyhS7zX//+990z3t1hY4dO2IYBvXr16d48eL897//xTRN/v77b1q0aEG9evV49NFHmTx5slPH9ff3BxKXHQPExcVhGAYff/wxpmly7do1goKCiI6Otp/58ssv0+zP+rmZpolhGLzzzjts27aNBx98kEWLFrFx40anxi8iIiI5hxJdEcmT+vTpQ0BAQJr327Zta7+2ZlWXLFlCvXr1gMSlvKNGjXLJbN8rr7yCaZp06NDBvmbNKLvStGnTMAyDIkWKsG/fPkzTZMmSJfTv3z9F25kzZzp9fGvP7JUrVwDw9PTkjz/+YM+ePcnaeXl50bJlSwDmzp2bZn/16tXjf//7n/3+ww8/pGHDhjz00EOcP3/e2eGLiIhIDmKYzihvKSKSy6xbt47WrVsDqVcB3rVrF9WrVydfvnwujaNYsWL2UumoqCj7jFdnWrVqFQ8//DDt27dnxYoVTu/fUbt376ZOnTq0atWKyMhIPvvsM2rWrJlq22nTpvHKK69Qu3Ztdu3alW6/sbGxzJs3j6JFi9KxY0dXhC4iIiI5jGZ0RURSYRWiSkudOnVcnuQCyWYzJ06c6PS+DcOgf//+HDp0KFuTXEhMSCFx77K3t3eaSS4kHvcEcPny5Qz79fT05Nlnn1WSKyIikoco0RURSUV8fDwAY8eOzdY4SpUqZS+j/uabb5zSZ2xsLPXr16dRo0aEhYVx6NAhKlWq5JS+s6JWrVpAYrXkDRs2pNs2Li4OgC5durg8LhEREbnzKNEVEUnF9OnTAXjhhReyORLo1asXAPv27ctyX3v37sXLy4tPPvmEyMhISpQokeU+ncXLy4sNGzbw559/Ztj22rVrQOJeaxEREZGbaY+uiEgqChQowF9//UXZsmWzOxTgRgXh4OBg2rVrd0t9vPPOO+zevZvg4GBnhpYtHn/8cRYuXJjq/mkRERERzeiKiKQiMjIyxyS5gB3LoUOHbun50qVLU7169SwnuTt27MjS886ycOFCHnrooewOQ0RERHIoJboiIneApk2bAqQ4aicjpmlSuHBhfvzxR3sJdGZdunSJsWPHYhgGxYoVu6U+nCkyMhKAH3/8MZsjERERkZxKia5ILtK+fft0zxWVO9e9994LwO+//56p55599lkuX75MlSpVMj1mcHAwhmHg5+fH5MmTiY6Oply5cpnux9l8fHw4fvx4dochIiIiOZgSXZFcokGDBgQHB9OgQYPsDkUyMH/+fHx8fDL1TN26dQE4evRopp6bPXt2ptqvXLmS9957D8MwePzxx/n4448xTZNTp07h5eWVqb6cbenSpRiGwYkTJwgICMjWWERERCRn88juAEQk69566y1CQkIAbmnmTlzn4sWLLFu2jM8//5zTp0/bM5FXr17NVD/Vq1cH4MqVK06PEWDOnDk888wzAAQEBBAWFpZjKjIfPHiQqlWrUrZsWRWfEhEREYco0RW5w126dIkFCxbg5ubGc889l93hCIlLfjdt2sTo0aPta1WqVKFgwYLMmTOHnj17ZrrP8uXL268TEhJwc8vcgpxr164xf/58nn/+efvapUuXGDNmDOPGjaN69er8/PPPPPjgg5mOzRkmTpzIxYsX6dixI5B4jvHRo0f54IMPOHXqVI5KvEVERCTn0/FCItno22+/pXPnzuTPn/+W+zAMg3Xr1hEUFMR3331Ht27dnBihpGfVqlWULl2aEydO8PvvvzN27FhiY2MBKF68OO+99x79+vXD3d3dKeNZRwxt27aN+vXrO/zc2bNnufvuu5Ndc3NzIyEhgQ4dOvDRRx9RtWpVp8R4K8aOHcuQIUNSvbd8+XI6dOhwmyMSERGRO50SXZFs0rt3b3766adM77lMqnv37pw+fZonnniC119/Xcs6b5O5c+fy9NNPJ7vm5+dHv379aN26Nc2bN3fJuCVLluTMmTPs2LHD3rPriHXr1vHrr79y+vRpNm7cyPXr13njjTd44403XBJnZp09e5adO3diGAalSpXi2LFjtGnThnz58mV3aCIiInKHUqIrkg22bt1Ko0aNOHXqFKVLl77lfgzD4NChQ3Tq1In9+/cr0XWR8PBwunfvzk8//QRArVq1mDRpEkWKFOHSpUu37TzXBg0aEBISkulEV0RERCSvUdXlO9S8efPw8/OjRIkS3H333QQEBPDEE08QHx+f3aGJA8aNGweQpSR32LBhAFSqVIn9+/czePBgp8QmN/zvf//DMAz8/f1JSEhg7Nix7N+/n927d9OyZUvq1q1725JcgLi4uNs2loiIiMidTMWo7kDt2rVj9erVlChRAi8vL06fPg3AyZMnWbBgAYULF+bIkSMUL148myOVtCxatIgBAwZkqY9+/foxatQoALp06ULXrl2dEZoAHTp0YOXKlZQoUYK1a9cSFBSU3SElY+3VFREREZHUaUb3DtO5c2dq1aqFaZqEhYVx6tQpTNNk5syZ3H///QBcvnyZEiVK8M0332RztJKa3377DYD+/ftnqZ8XX3yRZs2aAbBkyRIqVKiQ5djyuunTp2MYBuXLl7f/jOW0JBcgJiYmu0MQERERydG0R/cO8v3339O9e/d0ly/+9ttvNG3a1H6vX96cp1u3bixatChTvzY//vgjFy9epFChQrRu3RpInNWLjY3lyJEjVKtWTb/Wt2jZsmV89dVXLF26lEceeYRly5Zld0hpql+/Ptu3bycqKgpvb+/sDkdEREQkx9KM7h3kscces48ugcSlyp999lmyNoGBgezZs8d+X6tWrdsWnzhm0aJF9pLj9Gzbtg1fX1+8vb1p2bIljz32GG3atGHatGm8/PLLlC1bFg8PD/bv3w8knpOa073zzjvZHQIAu3btolOnThiGQefOnfH19eXgwYOZSnIvXLjgwghTFxYWBqAkV0RERCQDSnSz2bBhwwgNDQVgx44dabYbPHgwYWFh9t68ZcuW0a9fP1566aUUbe+77z6eeeYZAPbs2cNXX33lgsjlVvzyyy8AvPvuu2m2iY2NpUKFCjRs2JC4uDgWLlzI8uXL7fuvvPIKn332mV0EySpCdfDgQRdGnnXVq1fnww8/zHI/Z8+e5dKlS7f8/NChQ6lbty7FihVj06ZN9tL/ypUrO/T85cuXMQwjWwq/nTx5Ek9Pz9s+roiIiMidRomuA3r06IFhGBQrVowJEyY4rd8mTZowatQoSpYsafeflvHjx1OiRAkgsfDQxo0b0519mjVrlv36hRdeUDXmHOKFF16gU6dOad4fPXo0Xl5e9tLma9eu0bFjRzp06EB0dHSytnXq1AFg+PDhANSrV4/ixYszefJk1q9fz6hRo3jwwQdzxJLmf//73xw4cCDTz509e5ZZs2YRGBjIPffcg2EY9OrVC19f31uOpXXr1pimyYwZM2jcuHGmn/f19eX++++3/zym5sKFC/YXWM5WtWpVl/QrIiIikpso0c1A7dq1mTdvHu7u7ly4cIHBgwfTr1+/LPd7+PBhNm/eDICXlxcxMTGUK1cuw+f69etHwYIF7eNp0vPHH3/Yr994441bD1ac4urVqxw+fDjNL0uWLVtGbGwspmmmekaql5eXXXAMoGLFikBigms5f/48/fv3JygoiGHDhvHDDz/kiAq9Y8aMsV9ntMQ6PDycFi1aYBgGd999N7169eL8+fPExMQwe/ZsVq1alaVYsnIc0NatWwHS/eIoLi6OYsWKOb0YnFVdvXPnzk7tV0RERCQ3UqKbhtjYWAzD4I8//sA0zWQFoKZOnZrl5KFHjx7265iYGIeWIx4+fJipU6cyZ84ch8aoWbMmHTt2BGDy5Mm3Fqg4zYsvvgiQ5hLZTp06MWLEiHT7SDqrayU8NWrUwDRNTNNk8eLFHD9+3H6flZlPV9m5c2eq15OeWevr68vkyZOJi4vDNE0OHDjAP//8w9NPP32bo03O+nN68+x6UoUKFQKcP/NqVetu166dU/sVERERyY2U6KbBy8uLBg0aJLtmmiYdOnSw3z///POZ6jM8PJzAwEAMw+Bf//pXpmOqXLkyZ86cSbfNY489luz92LFj7dcbN27M9JjiPPPmzePJJ5/MUh/dunVL936XLl0ICAjI0hiuUq1aNeBGImhp1aoVhmHw73//m7Vr12KaJkuWLKFfv364u7tnR6gZSu+LLuvoH2f/OqxevRogWVV1EREREUmdEt1U+Pj4cOrUKbZt20b9+vWT3Vu+fLn9F9gZM2akW0DKknSm6tFHH8U0zWSJ7sqVKzPso1evXjRs2JC77rorzTaGYfD9998nu3bvvffi5+cHgIeHR4bjiGtYlZF79+6dpX66du0KkO7vg5wqf/78ABQsWBCA7t27YxgG9913X44+szYpN7fE/2SmlYCfOHGChIQEAPvfzrJ06dIcsQxdRERE5E6gRPcmn3/+OU899RSlS5cGblS0Ter48eP266R7Jm/20UcfYRgGQ4YMsWeqBg0aZN+39lhu2rQpw7hmzZpFcHBwmvfPnTtnv37uueeS3bPGsRINuf1mzJgBQJs2bbLUz969ewEYMmRIlmO63axlv1aCW69ePUzT5JNPPsnmyBxnHe+1Z8+eVCtIJ92ScP36daeOff78eQYMGODUPkVERERyKyW6SYSHh/PSSy/xv//9j0mTJgGJfylPjbWMEFImlpA4S2sdXRIeHp7qTFWLFi0AWLNmTbpxPf7445QtW5aiRYum2aZ48eI8/PDDAMycOTPZPWtmKSoqKt1xxHWmTJlC7dq1s9zP4sWLAejZs2eW+7qd1qxZYxdyqlOnDqZp5pgzdTMj6bnU77zzDl5eXqxYsYJffvmFkSNHEh0dbVfVduYXS9a2g1dffdVpfYqIiIjkZoaZE84eySG8vb3p0qUL3377LSVLlsTHx4fDhw+n2b5Dhw72suPr16+TL1++TI03Z84cnnnmGTw8POyZopvFxcXh6elJ9erV+fPPP9PtLzIyEh8fHyBxaaVVQKtOnTrs3r2bkJCQdGegxTViYmLIly8f8+fPT/OLE0f5+Phw4MABypYt66ToXMv6PV6uXDny58/PgQMH2L17d7KE8U6TkJBAixYt7DORLZUqVeLQoUP2n7ctW7bQqFEjp4zZrVs3+8gpEREREcmYZnT/39mzZ4mOjraXI545c4YmTZqk+8x3331nv05a9MlRzZs3B0hW0flmaVWoTU2BAgUYOHAgkHj8ibWfz0rAy5Qpk+kYJes+/fRTIO3VAZlx7do1pya5Fy5c4JtvvmHOnDlpftmSWcuWLaNLly4YhsHo0aMJDQ3l2LFj9t7cOz1Zc3Nz4+eff+bs2bOsWLGC9evXs3z5cg4dOmTfd7ZFixbx5ptvOr1fERERkdxKie7/e+211wAoV66cvSy5Tp066T5ToEAB+6iPjI6FSU3ShGX37t2ptvHy8gLSr/Ka1IQJE5Itb/zvf/9rn/l5JxYwyg3GjRuXoqhZdgoODqZw4cIYhkGxYsXo2bMnzzzzTIa/39Ny6NAhfvvtN959910Mw6Bz5874+vpy4MABDhw4wN133w3c+EIntyyh9/f3p3379rRs2TJZNXZrq4C3t7dTxrH28N+J+7JFREREsosS3f+3YMECezbUKvhToUKFDJ+zEmTTNNMtFpWWAgUKABlXaM3MMSuffvopr7zyCm+//Ta9e/dm+/btAPzzzz+Zjk+yJiEhgbCwsBxTROiff/6hffv2FClShOnTp7Ny5Up7Ofu2bdsy3d/7779PlSpVaNq0Kbt377b3pc+cOTPNc2Rze1E0a0bXWQn9iBEj6Ny5MyVKlHBKfyIiIiJ5gfbokjhjEhgYaO9hffbZZ5k9e7bDSyy9vLyIjY3F19eXiIiITI3dsGFDtm3bxh9//EHNmjVT3A8JCbHP812xYgXt27fPVP+GYZA/f36ioqKYPHky/fr1c+i5ypUrExUVxalTpzI1Xk529epVVq9eneKsYVeaMGECgwcP5uLFi/YxT7fbl19+Sb9+/YiOjgZSXzp89epVe2mxK+zcuZN69epRrVo1+6il3Mrao7tr164sFyBLSEjA3d39jl/uLSIiInK7aUaXxGOAAOrWrQskVoh1dKnpBx98YP9l9tKlS5keOyYmBkh+ZFFSSYv2JF0emZETJ05gGAZRUVF2dee5c+c69GzXrl05fPhwrkpyz507R6FChZgwYcJtHdc6Vuh2J7nR0dG0atUKwzB49dVXee6555g6dWqaCZMrk1y4McuZ22dz4cZnvXz5cpb7ql69Ou+//36W+xERERHJa5TocuPoDjc3NxISEjh79iyvv/56us+sWLECwzC4du1asiWfS5YsydTY1r7FtBIwLy+vZAmqdRZpaiIjIxk/fjyGYdCgQQNM08Tb25uOHTsCcOXKFYdiWrx4MQEBAY5+hBwvNjaWEiVKEBAQwObNm2/r2H/++Sfly5e/beMtWLCASpUq4e3tTc2aNTFNk6ioKKZPn07fvn1vWxw3y0tHXFmf8YEHHshSP9u2bePgwYMMHz7cGWGJiIiI5ClKdIGwsDCKFy8OwMSJEwF4+umnU2177do1DMOgT58+mKbJmDFjAChZsiQAH3/8cabG7tatGwAXL15Ms02PHj3sAlNxcXEYhkFAQACbNm0iJCSEFStW0KxZM3x8fBg7diwff/wxZ8+etZ8PDAwEbuw9dkRmZo9zOi8vLwICAtKcNXcV60uMpk2bunysVatWYRgGTz31FGPGjME0zUz/XnQla5bTWZWdc7IKFSpw+fLldL+UckTDhg05cuSIk6ISERERyVvyfKJrVSS2ZjDTq5B78eJFKlasSGhoKKGhocnuWbNl6SWsqXniiSeAjBOATz/9lMGDB1O4cGEATp48SWBgIA0aNKBjx460aNEC0zQ5f/58itnoe+65x35tGEa6xxmtWbMGwF7ufKd7++23gbSXhrvSr7/+CpDhMVW3KjQ0lJEjR2IYBq+//jo7d+4kPj7eKccYOdu1a9cA2LdvXzZH4norVqygUKFCWerjvffeo23btg4VxBMRERGRlDyyO4DsZs1yWjNO4eHhTJo0KUW7DRs20KdPH86cOZNqP926dWPYsGH2nltHXb9+HbhxjFB6xo0bx7hx4wgODsbNzQ1/f38iIyPtGdu0FC5cmLfffts+I3jw4MGpfkbAPlrp8ccfz8zHyJH69evH1KlTs634kbVMOuk+a2cICgpi/fr1QOIRVWFhYTm+Im/NmjW5cuWKfaazpG/06NEqQJVN1q9fT1xcHAcPHuTIkSP8/vvveHp60rlzZ+655x5atmxJkSJFsjtMERERyUCeT3STHutj7YXt2bNnsjaNGjXirrvu4u+//06zHythzWyxHWv83bt3O1z59uGHH87UGABjx44lKiqK2NjYNJNcSFy6/dVXX2W6/5xm3bp1TJ06lbp161KtWrVsicGa0a1SpYpT+uvevTvfffcdjz32GKtXr6ZNmzZO6fd2yOoMZ17i5eXFihUrsjuMXC82NpaFCxfy6aefsnv3biIjI9Ntb/15tkycOJE333zTlSGKiIhIFuT5pcuGYQBQr149Pv74Y3tmFxKTT8MwGD16NMuWLUu3H+s5K+F1VOXKle3Xrp55/OSTT5g6dWqa9z/99FM6depE7969XRrH7WDtMX7nnXeyLQZrf6W1//tWhIeH06RJEwzDoG7dupimycKFC++oJFcc980331C1atVMHyMmjps4cSKGYeDl5UWPHj2Ij4+nZ8+eTJ06leDgYM6fP49pmsn+OXXqFPPmzePJJ5+0+xkwYIAqYouIiORgeT7RtWZU77//fkJCQnjxxRft9w899BCmadK6dWuH+8vs0uXChQvbe4IzW7HZ2R588EGWLl2arTE4w8qVK+1fh+zcr3rixIlbei7p3lt/f3+6du2KaZoMGTLEyRFKTtOzZ0/27NmT3WHkWqtXr2b27NnMnj2bmJgYTNPk999/5/PPP6dv3760a9cOHx8fVq9ejaenJ6+++irXrl2jdOnSPPnkk8ybN8+u6wAwc+bMbPw0IiIikp48n+j+/vvv3whJ9AAAIABJREFUwI2kpHHjxvj5+TFx4sRMF5a6VeHh4UDi3tnsZJ0HfKd79NFHgawf75JV0dHRmWpfrVo1DMOgVKlSTJs2jbVr12KaJoMGDXJRhJKTuLu7p7s9QrKubdu27Ny5k6effjpFVeyVK1fSrFkzvL29adeuHXFxcUyZMoUDBw4ka+fm5sbBgwcBx2oriIiISPbI84mudQbu7t27AWjevDkRERE0b948U/1Y3/LfynEgu3bt4tq1a/j5+WX62dxuw4YNfPnll/Tt2xd/f3/KlClD9erV8ff354cffkjRfunSpfZsrlV8KztZx05lpFSpUoSFhfHTTz9hmiahoaEEBQW5ODrJKe677z4OHTp0W89czuvCw8Np0aIFhmFgGAYdOnTg4YcfZv369ZimSalSpYDEIoA3s85KLlOmzG2NWURERBxnmHm8tGfdunXZtWuXnURt3779lvq5evUq5cuX5+TJk3h7ezs5yrzpmWeeYc6cOQD4+vri4eGBv79/ir3MkyZN4o033gAS91x37dqV77///rZWrV28eDGxsbFERkbyzDPPcPXqVfz8/KhXr55Dv6cGDBhgn+Esece2bdto2bIlV65cye5Qcr0TJ06wc+dO1q5dy5QpU4DE7RodO3YkMDAwxTFgjz76KEuWLOG+++5LsZz80KFDVKlSRZWxRUREcrA8X3XZ+otKWFgYkydPvuV+ChYsaC9Blqw7cOAAp0+fTvUvkufPn+fdd99l+vTpALz55pvcf//97Nu3jzZt2rB69Wp7+bIrhIeHc+TIEQ4fPkz//v2JiIiw73Xt2pXnnnvOPrc3aVXv9DgryY2JiaFTp06EhIRw7do18uXLR2hoaKargYtrXb58mRYtWnDy5EkluUls2rSJzZs3M3DgwCz3denSJWbOnMmYMWM4e/asfb1y5cqsXbs2wxUTY8aMYcmSJfbsbVJBQUFMmzYtyzGKiIiI6+T5RDdpIhIQEJCNkUhS1apVY8OGDaneK1asGNOmTWPKlCm4u7sD0Lt3b44cOcKePXuoWbOm05b9Hj58mCtXrlC2bFm+/vrrZPuoPT09qV69Ol988QVxcXEUL17cHjdpwZrb5eGHH2bVqlUUL16cCxcuYJom169fZ/v27TRt2vS2xyMpjR8/nv/85z9cvHiRTZs20bhx4+wO6bb58ccfOXr0KNu2bWP+/PmULl2a8+fPExsby7lz5+x2O3fuzNI4AwYMSPMItcqVK/PNN9/YBQDTY22BaNasWbLrwcHBnDhxgpdffjlLcYqIiIhr5flEt1SpUvaytHvvvTebo5HMcHNzY+bMmfTq1YsjR47wySefsGPHDiCxanZWnTx5MtnxT0WLFmXq1Kk0adIELy8vqlevnuUxsio8PJwvvviCoUOH8vbbbxMcHGzfq1mzJnv37k1RdMeyYsUKPvroI/744w8Mw6BFixbMnz/fPnJLnCcmJoZ8+fJRpkwZ/v3vf+fqAmMbNmzg2LFjdkJ7c1G/QoUKcc8993D8+HEqVqzI/7F333FV1f8Dx1/HiQIOJMi990BRnKlp5si9c+RouNMsKzXTTEstNXOvXKg5sly4R47UFEVFBAeamyEOlC2c3x/8zvmCgtwLl3sv8H4+Ht/H945zPudNMu77fD6f97tKlSrUqFGDnDlz0rFjR8qUKZPq6/7666+vtILLly8foaGhQPySYzc3NypXrszly5dfO57WKq5Tp06JXn/vvfdYv359qmIUQgghhPlk+UR35MiR7N27lzt37mBnZ2fpcISR+vXrx/Dhw3n+/Dn//vuv3s/YFPukS5Qoweeff06lSpX45JNPUjWGse2mjBEcHIyTkxMdO3ZMcom3VhE2R47EP+YtWrTg4MGDADg7OxMSEgLA5s2bAdi0aVO6xZxV+fj4ZMr9nOHh4Rw7dgxfX1++/PJLXrx4ob9nY2ND9+7dqV27NuXLl0/X3sBVq1bl8uXLFChQgJEjR1KtWrVXfmazZcum/xv4+voSHh5O3rx5kx1zy5YtAIkS7y1btpAnTx569eqVDl+FEEIIIUwpyye6jRs35ubNm1I9MwPLnTs3z58/T7RHWpvBSYu0JCbauQn3BppamTJlOHv2LK6urq+NQfve7t+/P2vWrGHgwIGvLJvVkl8t2RWmVatWLUuHYFKhoaE4ODjoS/Tz58/P2LFjadiwIW3atDFbHD4+PlSrVs2gPbdar3TNvn37XpmtTWjv3r0Aifbgd+vWLV1/poUQQghhOlk+0bW3t8fe3t7SYYhU8vDw0Gcks2XLps/ovryvzty01QFabOkhpSJG0dHR1K9fH2dnZzp16kTVqlWTTd63bt2q/xwcP35c9vSKZEVERJA/f35atGjB+PHjadasmUXi6NWrF7t37zb4hpSWlJcvX55r164xZ86c1ya62v5/7XdJ3759qV+/Pk5OTmmMXAghhBDmkOUTXZGxtWvXjiVLljB48GBy5sxJSEiIVSxBr1ChgqVD0JfLtm3blqlTp752VtHOzg4nJyeCgoIy5RJbYTra91H79u0tluQOGTKEyMjIRLOtKdEKD9arV49r1669snf4ZU+fPiV37tz683Xr1hl1PSGEEEJYVjZLByBEav3000/MmjWLLl26APFFY06ePMnz588tHFlilvhw3KBBAz755BNq167Nzz//bNDSWa3quKVnw4V1K1myJACTJk2yyPV9fHzw8PDgr7/+Muo8rSjb8uXLAYiJiXnt8Tdu3KBatWpA/NL+CRMmkD9//lRELIQQQghLkBldkSFdv36dWbNmERgYyJo1a4DERWOsafnt3bt3KVCggNmut23bNk6dOsWpU6e4efMmpUqVMui8R48epXNkIjMYPXo0+/bts8gNnKioKKpVq8bNmzeNPtfT05Nhw4YZ1O9ca3EUGxtLXFwcBw8e5MCBA0ZfUwghhBCWIzO6IkMqX748/v7+wP+qBDdr1kzfP2fOxDI5WhGoOXPmmPW6EydOZP/+/aiqanCSC/EzWL/99ls6RpaxPXr0iP/++8/SYVhc69at9cdaZWJz0VrAGdsn+9SpU0B8r+mIiAjg9ZXZtRZbTk5OZM+enaCgoNSEK4QQQggLkkRXZDjdunWjYcOG+l5cDw8PmjRpAsS3y4H4CsOWVrNmTQCzJ48XLlwwOhHYsWMHAB9++GF6hJThPXv2jEKFChl14yAz037OvvvuO7NeV9um4O/vzzfffKPHkRJtmXO7du2IiooC/tcnNylaortv3z4mTpzIG2+8kZawhRBCCGEBkuiKDGfLli3s27cPQN+Pe+TIEQBcXFwAOHfuHNOnT7dMgP9vw4YN+uMBAwZYMJKUdejQgXPnzlk6DKuVL18+atSoYekwrMb48eMBuHTpEg8fPjTbdX/66Sf98Y8//mjwaomNGzfqhaW06suv26OrFa6qVq0akydPTm24QgghhLAgSXRFhtKtWzdcXV2xtbUF4pcwfvvtt/r77u7u+uNx48bRuXNnPSk2N1tbW72n6OrVq622mvH06dP54YcfMnSv14MHD/LPP/+wZ88eChcuTOHChTl27JhJxt64cSMAX331lUnGywxGjhypP9b6zZpLwp+j3r17G3TOrVu39MJSmtft4c+WLRvVqlXD29s7dUEKIYQQwuIU1Vo/fQuRBEVR9A+6x48fp3v37jx48CDRMS9evNArrCZUunRpFEXR9/aaQ3h4uJ6UlylTxqzXNsTZs2fp06cPfn5+lg4l1dq0acOePXteeb106dLcuHEjzePb2NgQFRVltTcqLKVFixYcPHiQkSNH8uuvv5rturt27aJt27b68+7du+v79JPi5eWFq6srlStX5vLly/z777/Ur1+fTZs20b17d3OELIQQQggLkBldkWE0bdqUCRMmAPEtez766KNXklyAHDlyoKoqV69eZdCgQRQsWBAXFxeio6PNvjw3b968+r7XGzduMG3aNLNe/3U8PDzo3LlzhktyIyMjcXJyQlEUbt26xe7du1FVVf9f3bp1AYxuP5OUCxcuEBUVlaifqohXu3ZtAE6ePGnW67Zt25bAwEB9v+6ff/752uO1/bba/2sFtCTJFUIIITI3SXRFhuDt7c3Ro0eZMmUKAAULFuTKlSuvPad8+fIsWbKER48ecf78ee7evWuRPpi//fYbuXLlAuL3NhrS3iS91alTh5MnT3L79m1Lh2KwqKgounbtSp48edi6dSuqquo9XRPS9l6+rv3NjBkzgPgZ7caNG1OyZEmKFi1KuXLlKFq0KJUrV6ZMmTJ6IbERI0akw1eUsdWpUweAM2fOmO2aPXr0ACAgIEDfrxsbG6tXVU6KluC+ePECgJ9//pn58+enc6RCCCGEsDRJdEWGUK9ePT766CMg/oNrRuv5mjC5dXJyIjw83CJx3Lx5E0VRmDNnDlOnTrVIDKnx6NEjbGxsKFeuHKqq0rBhw2SP1ZYYN23aNMn3K1asyNixY1EUhTp16vDkyRNCQ0NxcHDg0aNH5MuXDz8/P27evMm8efMAw/eCZiR//vknbdu21QsvGatBgwYmjihlly9fBuJn9cuWLavPtL9uWbn2XmBgoF6gbvjw4ekcqRBCCCEsTRJdYfUCAwOJiIigWrVqKIrCzZs3KViwoKXDMkq+fPlYvHix/tzW1lYvcmQOt2/fpkaNGrRr1w5VVV9biMfaPHz4kE8++QRVVfWZ2Ne5ceMG77//fpLv/fTTTzx48ABVVbl+/TqqquLt7c3jx4/x9vbm0aNH+Pr6cvz48UTnZaaiRGvXrkVRFLp27cr69evJli11fwa0PtEQv2/2dZ4/f87x48fTXBhOWxmhrczQKmE7ODgke46W6D59+pRx48YREBCQphiEEEIIkTFIoius3ueffw7A999/j6qqGbaX6eDBg9m5c6f+/P3336ddu3bpdr3w8HAmTpyIoiiULFmSadOm4ePjk27XSw+HDh2ibt26+r7KlAQGBhIaGpqoDU1CX331FaGhoQCULVs22XEaNWrEzZs39efr1q0zImrrs337djp16oSiKEybNo0TJ06gqmqal/Jr/w1PnDiR7DFr167F3t6exo0b06pVK3LmzJnqSs1a79tKlSoBkD17diB+lj45tWrVwsPDg23btnH//n2De+8KIYQQImOTRFdYvfXr11O5cuUMt1w5KW3btuXFixd6JWYPDw9Gjx5t8uv06tULW1tb9u/fz5EjR1BVNVGl2ozi+PHjRlVOHjFiBLa2thQvXjzN116/fr3+eP/+/Wkez9wSJrcdO3Ykf/78+Pn54ePjY7Jlx82aNQNIsuo1QM2aNZkyZQo3b97knXfeAeL3yrZu3Zpbt24Zfb2EN4YUReHUqVPcvXs3xfPee+89OnToQOHChY2+phBCCCEyJkl0hVWLjIxk4cKF+t68zCB79uw8f/6cHj16MHz4cH755Zc0jefv78+WLVsYO3asvry7dOnSqKrKyZMnadKkiYkiN6/33nuPiIiI1x4zefJkwsLC9Od//PGHyVrdfPPNN4mev7yc2Rrt3LkzUXJbsGBBffZ29erVr535TI23334biC8I9bLatWszZ84crly5QqlSpThw4IA+mw6kamXGTz/9xLhx4/Tn//33H0WLFk1F5EIIIYTI7KSPrhAZ2HfffcfkyZP15z///DNjxoyxYESm8cUXXxAcHMyaNWuSPaZhw4acPHmS999/n99//50NGzbQq1cvk/S71XqtOjs7ExgYCICnp6feUsfaRERE4OjoSHh4OAMGDGDQoEFmKRbl4+NDtWrVqF69OhcvXtRfr127NsuXL6dWrVqvnLN48WKGDh0KxM86t2/f3ujrhoeHExwcnGTVbSGEEEIIkBldITI0V1dXnjx5oveQzQxJ7rBhw5g9e7ZeITcpERERev/WDRs2oCgKvXr1Mlk1XXd3dwBWrFihv3bp0iWTjG1KZ8+epWbNmvoydVVVWblypdkqImsz7gmLdbVr147ffvstySQXYMiQIfrjmTNnpuq6efPmlSRXCCGEEK8lM7pCCKtx5swZ6taty82bNw1a2rpnzx6GDRuWqHCUxtHREQcHB168eIG/v79RceTIkYOyZcty5coVvQ8rxC9fbtSokVFjpYd27drh4eEBxCfjAwcONOn4d+7cIX/+/OTLl++1xz18+JA33ngDiK9u/N577zF8+PAU94P/8MMPTJgwgWrVqmWqitZCCCGEsB4yoyuEsBpubm5GVdZu3bo1N27coGbNmgCMHj2aypUr4+zsjJOTE8+fP+fcuXNGxRAeHk5sbCz16tUDEu8lfeutt7Czs+Ozzz5jyZIleHl5GTV2Wq1cuRJFUShYsCA+Pj6oqmqSJDc0NJQVK1bQvn17FEVh0KBBKSa5EH8zwdHRETc3N7Zt20aBAgUMKnrWpUsXAPLkyZPm2IUQQgghkiIzukKIDE9RFNzc3Dh9+nSax9q7dy+tW7fm119/ZeTIkSiKQmhoKB07duTw4cOJjr1//77ZKvk2btwYb29vnjx5YrIxt27dyrhx4/Dz8wPiq4L37t2b3r17G3T+ixcvyJkzJ2+++SYODg4Gt6/y8/OjcuXKuLu707dv31THL4QQQgiRnByWDkAIIdLi8ePHAHz55ZcmGU/bi9usWTMqVKjAnDlzsLe359ChQ/oxJ06coE6dOuTKlcsk10zJkiVLCAkJMUmSGxUVRdu2bTl48CA2NjZ8++23jB07lmzZjF/goxWgCggI4MGDBwafp7UjkiRXCCGEEOlFli4LITK03377DYAKFSqkeazAwEDGjBnD3LlzqVGjBhcvXmTUqFGvHNewYcN0SXJnz57N0qVLX3l98ODBaW6xtXnzZsqVK4eNjQ3ly5fnyZMnREREMH78+FQluQAhISEAemVqQ33//fdWsddZCCGEEJmXLF0WQmRoLi4uXLx4kYCAAJydndM01vLly/nkk0+A+B6t5qjsu2fPHv755x+mTp1Kjx492Lhxo0nGjYiIYMWKFaxatQpPT09y5cqFu7s7PXr0MMn4AHfv3iU2Ntao/06qqpItWzaTtIESQgghhEiOLF0WQmRoiqJQvHjxNCe5AAcPHgTMk+Tev3+fOnXq8ODBA0qWLMm1a9coV66cScaeMGECP/zwAzlz5mTIkCEsXbo02XY/aVGsWDGjz7G3t+e///4zeSxCCCGEEAnJ0mUhRIYVFxfHhQsXTNY39vfff0dVVZMnuQcPHmTFihUMGTKEfPnyoSgKRYsWZcOGDaiqyn///WeSJLdHjx4oiqL3Vo6Ojmbu3LnpkuSmRsuWLTlz5oz0wBVCCCFEupMZXSFEhnXq1CkAJk6caOFIEgsJCWHjxo2sXLkST09P/XV7e3t69+5NzZo1GTJkiEmvWbVqVRwdHa12SXDJkiXZunUrlStXtnQoQgghhMgCZI+uECJDUxSFMmXK4O/vb9E4du7cye7du1m4cCEAuXLlYujQobRq1Yo2bdqk67XDw8M5ceIELVq0SNfrpMaqVasYOHCgSZdmCyGEEEKkRGZ0hRAZ1pkzZwCIjo622PWnTJnCjh07gPhet3PmzEmyUnN6yps3r9UluWFhYdjZ2VG8eHGrnWUWQgghROYle3SFEBlWXFwcANevX0/3a505c4YOHTqgKApvvfUWiqJQt25dChUqxLFjx1BVlaNHj5o9ybVGT548oWLFivj5+XH79m1LhyOEEEKILEgSXSFEhlWlShWePXtG7ty502X8w4cP07hx40RJ7YkTJ6hQoQI+Pj6oqsrKlSt566230uX6GdWdO3e4e/cuFStWtHQoQgghhMiiZI+uEEL8vydPnrB+/XoWLlyIj48PAAMHDmTMmDFUqVLFwtEJIYQQQghDyR5dIUSWduPGDRYuXMjChQuJiIggX758DBs2jD179qSqT6wQQgghhLA8mdEVQmQ5hw8fZtKkSRw7dgwAV1dX+vTpw+eff27hyIQQQgghhCnIjK4QItNLaklyt27dOHr0KI0bN7ZwdEIIIYQQwtQk0RVCZGphYWEULFhQliQLIYQQQmQhkugKITKdHTt2sH37dpYvXw4gfVyFEEIIIbIYaS8kRAYUGRlJ4cKFLR2GwY4dO0avXr3Std1MWFgYI0aMQFEUOnTowH///cemTZskyRVCCCGEyIJkRleIDCY8PBxbW1tLh5Gi3bt3c+LECaZOnaq/NmrUKJNf55dfftGLSHXq1Injx4/TqFEjk19HCCGEEEJkHJLoCpHBbN26FYCffvrJwpEkdvbsWUaNGsU///yjv1amTBmOHTvG0aNHuXPnDnPmzEnzdSIjI/nll1+YPXs2Dx8+pFChQvzxxx907do1zWMLIYQQQojMQRJdkWE9ePAAFxcXgoKCLB2KWd26dQvAKpYuR0VF0bZtWw4ePAhAkyZN+Omnn6hbty5NmzbVj3vrrbdMcr1Zs2YxZswYSpYsyfTp0/noo49MMq4QQgghhMhcJNEVGcrevXspVKgQP/zwA1u3bqVChQqWDslk9u3bB0CePHnIlSsXT58+pWXLlq8cN2nSJADKlStn1vgS2rx5M+PGjcPf35+BAwfi4+NDlSpV0u16M2fO5Msvv+STTz6xyj23YWFhdOrUiatXrxIZGUnu3LmpX78+mzZtsnRoQgghhBBZkiS6wqrduXOHw4cPs3jxYk6ePKm/Xr16dYAMsVc1ORERESxfvhx3d3fOnDmT7HG//PILn332mf48JiYGAEVR0j1GzY0bN9i3bx+//fYbnp6e5MqVC3d3d3r06JGu142OjiZ37twUKVLE6hLc8PBwFixYwFdffQVApUqViI6O1lcY3Llzh+zZsxMbG2vJMIUQQgghsiSpuiyswu7du5k4cSIFCxakevXq2NnZoSgKJUqUoH///lStWpVDhw6xfft2VFVlx44dQHyymBGFhoaSN29eRo8eTaNGjdi3bx+HDh1i7969XLx4keHDh+vHjh49mrVr174yho2NTbrE5uHhwYgRI3BwcEBRFBRFoWzZsowaNYoGDRpw7tw5oqKi0j3JBfDx8UFVVe7du2fysbUl4MaKjo7m/fffx9bWlunTpzN79mxUVcXX15cHDx6gqipDhw4FIC4uDkdHR1OGLTKAmjVrMn36dEuHIYQQQmRpimpt0yQi0xs3bhylSpXC3d09UeEiOzs7ihcvTmBgID169KBWrVp8+OGH5Mjx6sKDCxcuULNmTWrWrImXl5c5wzeJVq1asXjxYkqXLp3sMXFxcWTPnl1/rqoqbm5ueHp6AnDy5Enq169vsphiYmLIlSsXEL98+p133sHNzY1ixYrx4Ycfmuw61mDOnDl88803hIWFGXXeiRMnaNSoEWPHjmXatGmvPXbUqFHMnTsXkD6+WcnLKy02b95Mt27dLBSNEEIIkXVJoivMqlixYvrsXJMmTWjXrt0rhYsM4eXlhaura4ZNdA116dIlfZl2/fr1OXXqFI6Ojjx8+JDz58/j4uJismtdvHgRW1tbypYta7IxrdGVK1eoVKmS0d87vXr14uHDh+zfv9/gc7Sk5/nz5xl6mb0wzIsXL9iyZQvvv/9+otf/++8/SpYsaaGohBBCiKxJ9ugKs3ny5AnvvvsuK1asMNn+0ujoaJOMY62qVatGu3bt2LlzJ6dOnQKgXr16eHh4mHzZdo0aNUw6nrUydhYX4KuvvuLMmTNcv349Vde8cOECDRs2TNW5wrqFhoZy8uRJ7ty5wyeffKK/fvz4cb3aeKlSpWRWXwghhDAz2aMrzKZAgQKsXLnSoCQ3NDSUQ4cO0blzZxRFeWU/qracuXbt2ukSqzXZuHGj/njSpEl6cp8nTx5LhZShpeYmyzvvvIO/v7/R51WtWhXApEvMheXt3LmT5s2bY2dnR/78+WndujXLly/n2LFjuLm5AfGrTn7//Xf9HK2ugBBCCCHMQ2Z0hVW5f/8+X375JevXr9dfs7OzIyAgINFxgYGBQHzRl8wub968tGzZkn379hETE0NcXByQ+Wez01tkZKTBx7Zu3ZqlS5cafY0nT54AkC2b3FPMDJ4/f469vT0Qf6Pp22+/pU6dOpQoUYKKFSsCUKhQIQCWLFmCt7c3vXr1AuJbZLVv394ygQshhBBZkHz6Ehb322+/YWNjg6IoFC1alIoVK7Jr1y5UVUVVVZ49e/bK/sYLFy4AZPr9pJrixYsDcOTIEb1glNbGRhhHSzoNnRHXZuISLks11L1798ifP7/R5wnr0rNnT0qVKoW9vT29evVCVVXCw8MZN24c7777rp7kAowdOxaAAQMGADB16lQAnj17Zv7AhRBCiCxMEl1hEcHBwTRt2hRFURgxYgQDBgxg4cKFqKrKxIkTadOmzWvP1xLdjh07miNci/vtt98AsLe312dyf/nlF0uGlGFpM+KG7nHu0KFDqlYOaNfp2bOn0ecK69CrVy8URWHTpk16O6rff/8dRVGYM2dOkufcvXsXiC+2B9ClSxeAVC19F0IIIUTqSaIrzOrx48coioKTkxO1atVCVVUiIiJYvHix3nvUEMePH8fJySlLzJKsXr1af/zkyRM6d+4MwMGDB1m8eLGlwsrwDOlDfP78+VSPr7WB6tOnj8HnjB49WpakW9jBgwdxd3dHURTOnz/Prl276N69O0CilSWjR49mypQpr5yv9bzWbnRoxc9CQ0Ml2RVCCCHMSPboCrPx8fGhQYMG7N27l5YtWxp9/vPnz9m2bRulSpXi5s2bADx8+FDfM5dZff3115QvX55r164RExPD8OHDGTFiBABDhw7l+PHj+odrkTJj9sumpVLumjVrgP/N7KWkYMGC+Pj46EvThXl16NBBX6ZerFgxAgMDcXJyAqB06dJs3ryZUqVKcenSJb2g2cSJE7GxseHLL7/Ux9Hap8XExABQp04d/b2sstVCCCGEsAYyoyvMYsGCBVSrVo3Q0FCjk9z169ejKAr29vb07dtXb9mxbt2rLDYRAAAgAElEQVQ6SpcunR7hWo24uDgCAwPp0KED8L8k7cWLF/ox69atQ1EU2rVrx+LFi9m3bx8XL17k9OnTnD592iJxWzNtps2YYlRPnz41+jqLFi2iWrVqKR73119/4eDgwOPHjylSpIjR1xGpFxERwdy5c1EUhYoVK3L06FH8/Py4c+eOnuQCxMbGAjBq1Cgg8Q2QJUuWJBozZ86c2Nra6r+nAIoWLSrtpYQQQggzk0RXpLuePXsyYsQIypUrZ9Dx4eHhrF69moYNG6IoCn369GHGjBls2rSJf//9l27dugHQu3fv9AzbKsyePRtA/5pHjhwJQPbs2VFVlfnz5+vHenh4MHToUFq1aoWLiwv16tXTi1iJVxmydFlLirXl4sb47rvvuHTpUorHHThwgEePHhk9vki9mJgYFEUhb968jBo1imrVqhESEqInvC/T+icnbGem/dv6+/tz7tw5/fVz584l+rlTVZV79+7h4eGRXl+OEEIIIZIgS5dFuqtXrx7Vq1dnwoQJKR47d+5cfdZk4MCBrFy58pUPnl5eXjg7O6dLrNZm5cqVQHzbJYC+ffsmen/48OEMHz4ciP+A/fDhQ5ydnYmOjsbFxUWWwSbBmKXLOXLkoH///syaNcvo6yxfvvy136cRERGULVtW/7cV5qP9XJQsWZKgoCAuXbrEpUuX9D7f2g0OzTfffAPE32DSVKhQQX+sLVPWVlD4+flx7do1ypcvT5s2bWjevDkFChRI169JCCGEEIlJoivS3eeff57k6/v27cPLy4sNGzboRX+GDh1KXFycvgcuKf7+/kycODFdYrU2ly9fplq1anz//fc0aNDgtce6urqaKaqMzZilyy4uLqxatSpV17l9+3ayN3c8PT1xc3PTl8SKV3l4eDBr1iwuXrxItmzZaNCgAZ999hnNmjVL89gv771WFIVu3brxxx9/oKoqiqIQFRWlJ8Q5c+YEEn/P5MyZk7p163L69GmioqKA+H3WmkqVKhEXF0exYsW4c+dOmmMWQgghhHFk6bIwO23ZYKtWrRg7diz58+dn+vTp+Pv7s3DhwtcmuVu3bgXQq6BmBfXr1+fChQvs2rXL0qFkCsb20U0N7fv0008/feW9CRMm8M0336CqqlGzy1nF7Nmz9T3nPj4+hISEEBwczPbt22nevDkzZsww2bVWrFiBoij8999/bN68mc8++0x/L+H+du130sv/XtpMrjbTW758eSZPnoyDgwNxcXF8//33kuQKIYQQFiKfsoTZ+fn54evri6qqqKrK33//zddff02ZMmVSPFerZGtIkZ+M7tSpUwDs3r2bAgUKyNJHE9FmdLUkJT3Mnz+ffv36JSpoBPEzxC4uLuzduzfdrp2R7d69mz179nDixAlUVSUwMBBVVfUetgBjx45NtIQ4tbp3786CBQtQVZWSJUsC8b2pa9SoASRuJaQVf/v1118TjaHFoZ0D8ZWYQ0JCUFWVb7/9Ns1xCiGEECJ1JNEVZle9enUqVaqUqnP/+usvvQJxZrdlyxYgvl3JxYsXLRxN5qEluoYUikqNqKgoDh48mKj/cXBwMIqicPz48Sy1GsFYbdq0Yd++fa8s0y9RogRxcXF6JeO4uDg+/PDDVF9n8+bNnDhxgrNnz77ynrasWWs1BFCqVCkgvsJ5Qp6envj7+2f6FmdCCCFERiSJrsgwbt++DcRXcc4KNm3aBMCtW7ekerIJJZxlvXr1qsnHL168OO3bt9efnz9/nurVq6OqqiREaaAoCseOHaNEiRJAfKE27XeCsXr06MHOnTuTfE9r8ZTwRsW0adP0xw4ODnz99dcoioKvr69BK1GEEEIIYX6S6IoMQ/vgmRXaCgEsXbqUe/fu6R/shWkkvGnw/Plzk47t5eVFcHAw7777LhD/PbtkyRICAgJMeh1LuH//PocPHzbrNTt37pwoyQQSLWPWlhwbo0ePHkDyS9fHjBkDkOimRNWqVWnatCkAjx8/5qeffuLmzZupXpkiRGo9efIERVF48uSJpUMRQgirJ4muyDBSateS2bRq1UqfXRKm5ebmBph+n+6hQ4eA+CJUHTp0IDo6mkWLFpn0GuYSERFBZGQk06ZNw9HRkaJFi5o1sfv444+JjIxk3Lhxr7y3ePFi/bGxS5gvX74MvFp5WaPN+L9ceOrvv/8mOjqapUuXoqqqvpxZCHO5f/++Xtk7YYVvIYQQSZNEV2QYt2/fZvDgwZYOQ2QC6VWIasuWLcydO5cvvviCzz77jE8++SRdrpPeHj9+TN68efn9998ZN24cDx8+RFVVChcubJbrHz58mIcPH7J79+4k3x88eLCeaGq9pg2ltQzKmzdvku/nyBHfda9Pnz6vvJczZ84M+28qMr4iRYpQs2ZN/fncuXMtGI0QQlg/SXRFhqC1a+ncubOFIxGZgdYuxsbGxmRj3rx5k5MnT+Ls7MyIESNo3ry5ycY2p8DAQCpVqoSqqgwcONDs13/69CnNmzfXf+aTk7CQlDF7rbUKytOnT0/yfU9PTwCaNGli8JhCmIuXl5e+rH7UqFEWjkYIIaybJLoiQ3B3dwdIdDdbiLSKjIw02VjlypUD4K233qJ06dImG9ecwsLCaNmyJYGBgRaLoUyZMlSvXj3F4xwcHPTHxuy1LlasGADr169PsievVgQuOjra4DGFMKd///1Xf9y3b18LRiKEENZNEl2RIezYsYOcOXNaOgyRyZgq0d27dy9xcXEEBARk2H3V0dHR2NnZceHCBYvFEBsby6NHjwzuP6vttX55P+3r7Nq1S388duxYbGxsmD9/Pn///Teenp76jG6jRo2MiFwI86lcubLeamvdunU8e/bMwhEJIYR1ymHpAIQwRExMDF9++aWlwxCZjLZf0xSSK26UUTg7O+uJo6XMnj0bwOAZcW2vdVRUlFHXiY2NpVmzZhw9epSoqCg+/fTTRO8/ePDAqPGEMLejR4/qN3jq1q2Lr6+vhSMSQgjrIzO6wuodP34ckP25wnRu3brFgAEDaNCggUnGa9WqlUnGsaRx48Zx5swZi8awdu1aAINXb2h7rY1dZpwtWzaOHDmCqqrs2LGD/fv3s3//fpYvX05AQABvvvmmcYELYWaKouh7dP38/PS/k0IIIf5HUTP6NITI9Fq1asW+ffuIiYnRK6IKkRY+Pj5UrVrV0mFYFUVRWLRoEUOGDLFYDLVq1eL8+fN4eXkZtB/f1dUVLy+vDD+bLkRqaTd7IOOvKhFCCFOTGV2RIYSGhkqSK0xGktzEtm3bBkD//v1NMt6ePXu4ePEi+/btM+o87UO7oefdunWLNm3aGB2fEJnFunXr9MfJteMSQoisSmZ0hRAiiytXrhz+/v6pmhEKCwujU6dOXLlyhRcvXiS5v9XZ2ZkxY8YwcuTI1+6L1uIAmDVrFp9//nmyx4aEhODo6CizWCLL024Q5c2bl7CwMAtHI4QQ1kNmdIUQIovz9/encuXKRp2ze/duFEXBzs6OBw8eEBISQrt27Th48CDnz59n/PjxuLq6AvG9eb/88kt69er12jEvXbqkP/7iiy/o0qULe/bs4dKlS+zevRtvb2/27t3LxYsXcXR05NatW8Z/sUJkMqtXrwYgPDxcZnWFECIBmdEVQogsLDAwkDfffJPKlStz+fJlg86Jioqif//+1KtXj9GjR6d4fOvWrdm7dy/Ozs4EBAS89tiYmBiGDh3Kn3/+SalSpfDy8kryuJs3b1KqVCmD4hUis9NmdfPnz8+TJ08sHI0QQlgHmdEVQogs7O7duwDY2NgYdPzTp0+xsbGhVKlSBiW5APPmzQMM602bM2dOli9fzqNHjzh37hxeXl7s27cPLy8vDhw4wLZt21BVVZJcIRLQ9uo+ffrUwpEIIYT1kOo+QgiRhWlF3l68eJHisV5eXgwYMMDofbH37t2jWLFibNmyxej4DKm+LERW17t3b/r06QPAgQMHaNGihYUjEkIIy5MZXSGEyMJiYmIA8Pb2fu1xrq6udOvWjQsXLhg1fmBgIH379uXOnTupjlEIkbLChQsDsGPHDgtHIoQQ1kESXSGEyMISLgFetmzZK+/PmDEDRVGYPHmyXhHZGC1bttSXRwsh0k/Xrl0BWLBggYUjEUII6yCJrhBCWIHw8HCWLFlCZGSkWa/r6OiIra0tAIMGDUr03o4dO7h37x6qqtK+fXujx54yZcpr2wkJIUynY8eOAMTGxkr1ZSGEQKouCyGERTx9+pRly5Yxbdo0smXLxsOHD+ncuTN//vmn2WO5cOFCor2wgwYNYvHixXolV0Ncv34dHx8f9u/fr88oubq6cvbsWZPHK4RImvTUFUKI/5FEVwghzGT37t2cOHGCqVOnAvEfRnPlyoWrqyuTJ0/mrbfeslhsa9eu5YMPPkj02jvvvMOoUaMoVaoUL168IFu2bAQFBREWFsapU6fYv38/3t7e+j5fgEKFCjFz5kwGDBhg7i9BiCxvzZo19O/fH4Bdu3bRpk0bC0ckhBCWI4muEEKkI29vb2rUqKE/d3R0ZMKECYwaNcqCUSVvxYoVjB07luDg4BSPbdSoEW5ubtSsWZM2bdrg5ORkhgiFEK+jzermzp3b7FshhBDCmkiiK4QwK39/f8qWLWvpMNJdVFQUjRs35syZM3zzzTe8++67NG3a1NJhGezWrVv4+vpSuHBhVFUlLi6OwMBA3nrrLezt7S0dnsXcuHGDMmXKJHrt6tWrBAcHY2tri6IoBAcHS3sXYTHr1q2jb9++ADx+/JgCBQpYOCIhhLAMSXSFEOnq1q1beHt74+vry+zZsylevDinT5+2dFjpasaMGYwdO5bjx4/TqFGjNI8XGhpKXFycfGC1sOnTpzNu3DgA8uXLR2hoaIrnODg4UKtWLerVq4ebmxv29va888476R2qyOK0Wd3JkyczceJEC0cjhBCWIYmuEMJkAgICOHXqFAcPHmTVqlU8f/480ftvv/02hw8fTtXYR48epUmTJqYIM90sW7aMQYMG8fHHHyfZqic1Dh8+zLJly1i/fr1JxhOpExsby7Bhw/D09OTOnTvUr1+fOnXqULp0aWrVqsWLFy+IjY3lyJEj3Lx5E29vb/79998kl46WL18eb29vcufObYGvRGQFbdu2ZdeuXSiKQlxcnKXDEUIIi5BEVwiRZh06dGDHjh36c3t7e3r37k2dOnVo06YNRYsWTdP4w4YNY9GiRcTExJAjR460hmtyPXr0YPPmzRQvXpzbt2+bbFw3NzcqV67MmjVrTDamML+wsDBu3LhBz5498fX11V+fPXs2o0ePtmBkIrPavXs37733nv64devWFo5ICCHMT/roCiFSJTw8nBkzZqAoCrGxsSxYsICgoCBUVSU0NJTFixfz8ccfpznJ/euvv1i0aBEQX9jJmoSHh2NnZ0eBAgVQVdVkSa7W2ufHH3+UJDcDCQ4O5tSpU6xduxYnJydy587Np59+So4cOahevTqXL1/Gw8NDP/7zzz/n3LlzFoxYZFYJqy1rCa8QQmQ1kugKIQwWGRnJ2rVryZEjB7a2tixbtgxVVfHw8GDYsGG88cYbJr/mTz/9pD825WxpWnXt2hVbW1ueP3/O0qVL0zze9u3b6dSpE4qisGvXLlRV5d133zVBpCI9hYeH8/PPP6MoCk5OTjRo0IBhw4YRHBxMdHQ08+fPT7Qn/b333iM2NlbfQ5k9e3ZLhS4yubVr1wKgqip79uyxcDRCCGF+kugKIQwSFBREnjx5+OCDD5g0aRKqqnL9+vV0v+6pU6eoUqUKAJ06dUr366Vk+vTpKIpChQoVSOvOj4TJbceOHcmfPz9Xr15l+/btJopWmNKjR4/YunUrI0aM4P79+/Tu3RtbW1umT5/OwoULOX/+PJcvXyY0NBRVVSlRogQAdnZ2icbJli0bNWvWBGDSpElm/zpE1tCnTx/9sczqCiGyIkl0hRAGcXZ2BqBIkSJ8++23Jh8/LCyMVatWJXqta9eu1KxZk19//VV/7cMPPzT5tQ21Y8cO7t+/j6qqTJs2LVVjvJzcFixYkBMnTqCqKqtXr6Z8+fImjlqkxdOnT5k+fTrOzs4UKlSIzp07s3PnTooWLUrp0qVRVZWQkBCGDh2Ki4sLlStX1s/VVjjkyZPnlXFLliwJoCfDQqRGZGQk+fLlo0iRIjg5OXHkyJFE7yec1d27d68lQhRCCMtRhRBms2vXLvXbb79VCxUqpBYpUkTNkSOHOnPmTEuHZZDx48ergAqof/75p0nHDggI0Mf++++/9dcB9eeff1ZVVVVLlCihH3Pr1i2TXj+9bdu2Te3YsaMe/4ABA9QTJ05YOiyRjJCQEHXixIlqmTJlVECtUqWKunTpUjU0NNSocWrXrq0m92f2zJkzKqCeOXPGFCGLLGjr1q0qoDo6Ouq/WwDVxsZGdXZ2Vo8cOaKqqproPSGEyEqk6rIQ6eyXX37hyy+/JDY2FgBbW1vy5cvHgwcP9GM8PT2pXbu2pUI0mLavMHfu3Em2TUmtf//9l/r16+vPVVXF3d2dfv36cenSJapWrZro+tox1iwiIoLvvvtO32M8YMAABg0aRIMGDSwcmUhOSEgILi4u3Lt3D4iver1gwQIKFy7M7du3KVSoEDdu3KBYsWJUr149xfEURaFWrVpJFpzq0qULf/31F0ePHqVx48Ym/1pE5hUbG0uOHDmoWrUqly5dAuK/d7t3746Pjw9BQUH6sfny5WP69OkMGzZMf83af3cKIYSpyNJlIdLBxo0bURQFRVH47rvvGDt2LH///TeqqvL8+XPu379PXFycnrhly5YxfhS1ZXBRUVHcuXPHZOPWq1ePCxcu6M8dHR35559/APQkF+KrEWsGDBhgsuub2vvvv0/evHm5fPmyvix55cqVkuRaqd27d6MoCo6OjnqSC3D9+nWGDBlCkyZNeP/992nbti0ff/wxXbt2pUSJErRv3x4vL68kxzx//jxAsu2wtP3tkuQKY+XIkYN27drpSS5AoUKFOHToEIGBgYSEhOg9x0NDQxk2bBilS5fWj5UlzEKIrCJjfLoWIgN4/vw5n332GYqi8PHHH7Ny5UpUVeXp06dMnTqVpk2bJjpeURR9Fjc6OtoSIRstYXGT4ODgFI/fsGEDOXLkoGfPnikeW6NGDX32MyQkhCVLllCjRo1ExwwePFjf07h69WoaNWpkTPjpLjIyEkVRKF68OKqqsmPHDklurZiW4Hbv3p1FixZx+PBh9uzZw4oVKwB4/PgxT58+JTQ0lPz58xMSEsIbb7zBtWvXuHPnDjt37sTV1RVFUejXr1+isXPnzg3AqFGjkrx2UFCQfG8Io508eRIgUd/ylzk4OHDkyBGOHz+uv3bz5k39sfTUFUJkGRZbNC1EJrF582bVxcVFBdSePXuqYWFhBp+r7eGLjY1NxwhNq27duiqgnj17Nsn3w8PD1RkzZiTaF4YR+8MSHj9mzJgkj3FwcNCPyZEjR6q/FlNL7r+JsC7Lli1TAfWNN95Qg4KCXnk/NDRU//66du1akmP4+vqqw4cPf+V7fM6cOaqqquqcOXOS/Z6PjY1VATU8PNx0X5TIEgC1Zs2aRp3Ttm3bV75PK1SokE4RCiGE9ZAZXSFSKSAgQJ8N6tatG6qqsmHDBvLmzWvwGNo+3YyydBni954C7Ny585X35s+fT968eZk/fz7Xr19HVVVGjBihv29IL8cNGzboj7Xldy8LCQlh+PDhALx48SLR3l1LcnV1tXQIIhnBwcE0bdoURVGYNGkSQUFBBAUFJdn72d7eHicnJwCePXuW5HiVKlVi/vz5qKrKggUL9Nc/++wz7t69y8KFC5ONpXv37ri5uSVZjVmI5Gj9mI2tj7Bz506GDBmS6LWrV6+aLC5hHR49emQ1fwuFsBYZ59O1EFYiMjKSRo0aUaJECc6dO4eqqkyYMCFVY92/fx9bW1sTR5i+ihQpAsCaNWsSvd6yZUt9P+rt27cpW7YsAPPmzdMT+dctt9NUq1ZNf+zo6JjscfPnz2fhwoU4OzvrybcQL9OWJzs5OVGrVi1UVeXevXtJJrgJFStWDIDs2bOneI1hw4YRGxurf58XK1aMq1ev8ttvvyV5/J9//qknLUIYSlsO/3JfZkMsWrQo0U1HgHbt2iV5bHLL7YX1CgoKolChQpYOQwirI4muEAa6efMm9evXJ0+ePIwbN47o6Ghq1aqV6vHU/698OXHiRFOFaBZjxowBIFeuXPprrVu35ocffmD9+vVJnqN9wNq/f3+K47948QKA6tWrp7iHcejQoQQEBGBjY2NQ7CLruHr1Koqi0LdvXw4ePIiqqsyZM8fg87UE9+V94snJli0bRYoUoW3btpw6dQogyd8PdnZ2ifZLCmGouLg4gERFqIwxb948Pv/8cwBatWqV5KocRVEYP3586oMUFpHwb68qVbWF0EmiK0QKtBmhMmXK8O6776KqarJ3wo1x7NgxAL766qs0j2VO2pJObYlU+/btmTZtGm5ubsme07VrVyD5CrQvq1atGhcvXkxjpCKrGjBgAA0bNiQiIiJRBVpjnDlzhooVKxp8/K1bt7h7926iZaIvzwbXqlWLs2fPUqpUKaPjEdYlPDwcBwcHs86iaS3qIiMjU105edasWaiqmuQ2ktatW/P222/j7OycpjiF+X322Wf6Y3d3dwtGIoR1kURXiGQEBgbqM0LHjh1DVVWmTJlisvH79OlD7969TTaeuWh3i9944w0++ugjevbsmeLMdv78+QHDEl0XFxe8vb3THqjIcrT92r6+vpw6dQpPT08URTF6P6JWUdyYlQJvv/02fn5+AMTExADxe7a3bdvGxIkTURSFTZs2GZU8C+uVP39+Hj9+bNZ9kXXq1NEfm7pyclhYGH5+fhw+fNik4wrzqVmzJvDqtiIhsjJJdIVIxptvvsn58+cJCQnhrbfeMunYgYGB3L17V29jkpFoH+KPHDmCr68vffv2Nfjc1+25FSKtcubMCcQX7Slfvrzeo7Zq1aoUKlSIo0ePGjTOrVu3gMTL819n6NChtG7dWk9iO3bsCMTPwHXq1IkNGzagqirly5c36uvJzCIiIlLcJ22NwsPDKVGiBDExMYn2vJor2V23bp3+2JD944Y4e/Ysbdq04b///jPJeMIy+vfvD8DBgwctHIkQ1kNRZTG/EGb37rvv8vjxYzw9PS0ditGio6PJnTs3lStX5vLlywadc/XqVSpWrMiNGzcoXbp0Okcosqro6GjWr19PiRIlsLOzo379+iiKou9tBMiTJw/ffPMNbm5utGzZMslx/Pz8qFy5Mhs3bqRHjx6vvaZ27Mt/SgMDA7l06RLvvPNO2r+wTOb58+fY29vTpEkTjhw5YulwjKIoClOnTuWbb74B4NNPP2X+/Pn6++b4SDV06FAWL16sPz927Fiqb8b27NmTf//9V5LcTODhw4f6zaNz586lqYaIEJmFzOgKYQEHDhzgzJkzlg4jVXLlysWhQ4cMTnIBfcm3JLkiJSEhIezatYv9+/fj4eFBdHS0wefmypWLAQMG0Lx5c+rWrYuqqtSoUQNVVWnatCkQP5M4YcIEWrVqhaOjY5J7FXfv3g3EtxBKSVJJLoCzs7MkucnYvn07rq6uGS7J1apo9+zZU39t3rx5eqszSLrtmqktWrQoUWXkxo0bY2Njw6JFiwwew9fXF0VR6NOnjyS5mUTCFVOrVq2yYCRCWA+Z0RXCQM+fP+fQoUN06NAhTeO0b9+eAgUKZKmCEYqi4OnpSe3atS0dirBS7u7u9OvX75XXs2fPrlfiNsadO3coUaIEderUSXRT6cqVKwwZMoS///5bf23RokWJ+oy6uLhw8eJFfH19X5vs5syZE19fX8qVK2d0fCLjad++PTt37kzyxoa2dLlMmTL4+/ubJZ5Hjx7RtWvXRN/LEF8/YcSIEXTs2BEXF5dXznv//ffZu3cvjx8/NkucwnwGDBjA6tWrKVeuHNeuXbN0OEJYnMzoCpGCtWvX4ujoiL29PR9//HGaxgoPD2fnzp1ZKsmdPXs2gwYNkiQ3Exk4cCCTJ082yVgtWrRAURQ+/fRTFi1axKFDhzh69KjeBiU2NpYBAwYYPW5QUBDAK4WoKlasyOHDh3n27Jn+2tChQxPNyml7fZNLcs+dO4eiKPj7+0uSm4Xs3LlTL/jzso0bNwLg4OBgtngcHBw4fPgwqqri7u6uF6sKDg5m0qRJ1KxZE0VRKFCgAFWrVqVSpUr6LK4kuZnTRx99BKSu17IQmZEkukK8ZO/evSxYsAA3NzcUReHDDz+kePHiAFSpUiVNY1esWNFkCUJG8P333zNz5kyWLFli6VCEiYwdO5ZVq1aRL1++NI3TpUsXFEWhePHi+Pn58eTJE4YMGUKzZs1o3Lgxs2bN0vfQrl69OlFiaght1i00NJQ7d+688r6dnZ3ergVg4cKF2NraAvHFeZJKaMLCwqhdu7beZqxEiRJGxSQyju7duyd6/uTJE4BkK+VrfxtS2+M2rfr27cuZM2dQVZXz588zceJEXF1defPNNylevDiRkZHkypULVVVp3769RWIU6U/7vWyqQmVCZHSS6ApBfF/Cr7/+GkVRaN26NSNGjKB69er4+fkRHR2t9yx8eYmYMU6ePMndu3eZOHGiqcK2WhcvXkRRFO7evcv9+/ctHY4woRMnTgD/269orKioKPLmzUvNmjVRVZWVK1cm23Lnr7/+0h9fuXLFqOskbMWitQt6WbZs2VBVlffeew+IX3Hh4eEBwIULF/TjNm3aRI0aNbCzs2PevHmEhIQYFYvIWBRFwcvLK9Fr2vdi586dkzwnMjJS/39tj7eluLi4MHnyZM6ePcuDBw/w9vbG399fepNnAVrhPVm2LEQ8SXRFljdz5kzy5MnD5cuXOXDgAKqqoqoqK1as0D+Ad+7cmW+//fa143z00Ud6652kNGzYkO3bt5s0dmsTExND7Ut2HpQAACAASURBVNq1adSoEaqqsnTpUkuHJExM28vq4+Nj9LlhYWHY2NgQHh5u0A2fvHnz6kves2Uz/s9V3bp1DTpOS24B/caMqqooioKiKPTs2ZPu3bujqioNGzY0Og6RcZw+fRoAe3v7RK//+eefAMkuVU94YyW5ZFiI9KatUgkNDdVXIQiRlUmiK7KsZcuWoSgKV69eRVVVduzYkWSV1MOHD3Pjxg2+//77JMdZuHAhiqIwffp0fW/fy9zd3cmWLVumXjJ2/PhxcuXKxdy5c41eZioyjoRLN42dubKzszO6/Yr2wS1v3rxGnQfxFZbBsDi1pPjtt99m9erV5MqViyFDhuDl5YWqqine6BKZQ3K/w3fu3JnsygPN2rVrgfhVC5JkCEtIeMPl119/tWAkQlgHSXRFlnL27FkaNWqEoihMmTIlxVnHmJgYli9fzoMHD155b8+ePSiKgoeHB6qq6v3rktKvXz+uX79ukq/B2gQHB1O1alVmzJiBqqo0atTI0iGJdFasWDEA/vnnH4PPcXV1fWXfoyG0vWaGtPp5WZEiRQAMSlK11RhxcXH069ePqKgoFi1alGzxIZG5JVxBoC19T+lmS58+ffTHs2fPTp/AhEiBthVjzpw5Fo5ECMuTRFdkCYMHD0ZRFOrUqaP317x9+/ZrzwkICKB58+asW7cu0eu7d+9GURRGjhzJtWvXEi17TMr48eOpVKlSpukhO3v2bL777js2bdqEoig4OTmxYMECduzYYenQhJm0adMGIMketEk5c+YMXl5eqUp0z549y+jRo40+D2DkyJFA/DLkrVu3vvZYLbFJadZOZA13797VH9+6dQvAoNUIWpLx8t8NIczl008/BZBVBUIAOSwdgBDprV+/fpw4cYIrV65QoUIFg86JiYmhTZs2iQqSrF27lg8++IBChQoRFBT02hnchKZNm0ZYWFiqYrc206dPZ9y4cQA4Ozuzf/9+WrRoYeGohLk1bdqUZcuWGdzfdvPmzcCrlWxTohW+GjVqlHEB/j8t6QDo2rVroirLCYWHh+uFe0TWphXz0dpTwf9WFRiyT3z06NHs2rUrzVXJhUit1q1b648PHDggf6NFliYzuiLTGzVqFNevXzc4yb148SJdunTBy8uL7du306lTJxRFYerUqTx48ICHDx8anOR269aNRo0apWp/oTUaOHAg27Ztw9fXl4CAAPkDmkVpy3kNbWGxatWqVBVx+vnnn7Gzs6NkyZJGn6vR9k3GxcXRrVu3RO89ffqUKVOm4OzsTHBwMG+++WaqryMyh4T9vg8cOJDovYSzvMlxcnIyeUxCGKtw4cIAmb4AphApkURXZHoJP7ikpF27drRo0UJPbjt27Ej+/Pnx8/PDz8/P6A/CW7Zs0VsTZQbOzs506NAhVfslReYRHR0NGPbBPy4ujuDgYINvNCW0devWNO8zS7hvcsuWLSiKQpUqVVAUhQIFCrBt2zaePXuGo6Njmq4jMg8tSdBaCiU1y5uc5FYNCGFOXbt2BWD58uUWjsQ4T58+ZdGiRZYOQ2QikuiKLC8oKIjcuXPrhaWCg4PZunUrJ06cQFVVVq9enap9ez169MDV1RVbW9t0iFoIyzHmg/+kSZMA+Oqrr4y6xsqVK4H4tl3G+PHHH1m2bFmi11RVZcGCBdjb21OjRg1CQ0OZM2cOqqri6elp1Pgi89OShH379gGvn+UVwhp16tQJiK88n1H26oaFhTF+/HiGDh1q6VBEJiKJrsjSbty4gbOzs15casmSJXqroQYNGqRp7M2bN3Ps2DETRSqE9Uj4wT+l1j2lS5fmypUrVK5c2ahrfPjhhyxYsMCgYwMCAujWrRuKouDt7c0nn3zyyjHDhg0jNDSUCxcucPfu3VTv+xWZn7aX3M7OTn9Nm+U1tOherly5TB+YEAZK2Cpx7ty5FozEMGFhYXz11VcG/84XwlCS6IoszcfHh6NHjxIZGcmvv/7KoEGDTDJu9+7dadKkSabZmyssJywsDHd3dxRFYd68eZYOR2doi6EPP/zQ6GXL27ZtA+KT09f5448/UBSFwoULU7hwYVRV5ffffzfqWkK8LH/+/K+81qVLFyDlpEHbt3769GmTxuTu7s7ixYtNOqbI3LRifN99952FI3k9SXJFepJEV2Rp7du3p3HjxiYf948//sgQd1GF9fLw8KBx48bY2dnRr18/vvjiC71thDUwtsWQMT744IPX9mOeOnUqiqIwePBg9u/fj6qqVnUTQKSvKlWqpOv42tL8hLREF15/A+bOnTsARq9gSI7Wr33r1q0MGTLEJGOKrGHEiBFA/NaNlFbeWEpUVJQkuSJdSaIrhIn16tULABcXFwtHIjKSwMBA1qxZQ8OGDVEUhXbt2vHee++xatUqAgMDmTlzpqVDTKRp06YABrcYMsazZ884fvx4oteioqJo1qwZiqLw77//8uzZM0JCQqTydxajKAq+vr4GV/xOi8jISP1x8+bNKVGiBACLFi1Ktg/7hQsXePPNN7l8+XKarv3gwQMURWHEiBE8ePCALVu2pGk8kfVoNyOBVyrOWwOtc4MkuSI9SaIrhIkZuodLpF7Xrl1T1a7GGrVo0QJFUXjzzTfp378/VapU0QuhjRs3jv79+1tlyxKtxVBUVJRJxy1SpEiiSst//PEH5cqVw8bGhoYNG+p76BPunxRZh1acLC4uLt2SXa1fro2NTaLXb926pT9OruXV+PHj09yPefHixZQtW5bAwECuX78uba9Eqq1evRqI7xVuTbO6ERERtG7dWuqYiHQnia4QJhYWFkatWrUsHUam5erqyp9//mlVy3iNsXfvXhYsWECtWrVQFAVbW1vmz5/PixcvUFWV5cuXp7kQmjloLYby5MljsjG3b9/OgwcP9EJRBQoUoHv37vz444+oqsoPP/xgsmuJjGn58uX6Et70SnaTWrqsSbhPNj2u3aBBA548eUJ4eLhV3uASGUu/fv30x507d7ZgJP8TFhbGmDFjOH/+vKVDEVlADksHIERmEhAQACTu3SlMp127dvj6+gJQtWpVC0djHHd390QfOn7++We8vLwsGFHaaLNeply63LFjR5YuXcrcuXMZPXo0p0+fNqoPtsgatD6bixcvJi4uDkVRUFXV5NdJaszBgwdz/vx5k1970aJFDBs2jLt371K0aNE0jyeEZu3atfTt25eoqCiePHlCgQIFLBaLFJ4S5iYzukKYkFaYxxpn5B4/fpzmJXWWNGzYMIKCgvR9RxmlfcesWbNQFIVp06Zx4MABVFVFVVXGjBlj8muZM3GOiYkBwNvb2yTjaS2BBg0axL1794iNjZUkVyRr0aJFerEdSJ/ZVe1mTnpdO2FbrJkzZ6KqqiS5wuQS3ni3ZJFMKTwlLEESXSFMaOXKlQC4ublZOJJ4YWFhtGnThiJFiuDg4MClS5csHVKq9O3bF09PT06fPq0XgalUqZKFo3q9mTNnoigKW7Zswc/Pj8uXLyfqbWgq27dvp3379iiKgqOjo8nHT06pUqX0xy8XjkqNLl26cPr0aW7cuMGMGTPSPJ7I/ObNm5cuy5hz584N/K+woCHXVhTF4PY/y5cvf6Utlr+/f9oDFyIZlm41JIWnhKVIoiuECeXJk4fQ0FBy5sxp0TiuXbuGoijY2dnh5eWlz+S+++67Fo0rNfbu3cu6dev0vpRnz561+pk+Dw8PPD3/j707j4/p7P/H/zqERBCRTULsSkRIIrS1h1qC2hWNKG0ptRSl2tI2vem3aqnQpOJxa6taFKUtQkK1GtvnbokEQQi1yyYbWSbr+f2R3zkSCSYzZ+bMJK/n43E/HieTc67rrbfEvOe6rvf7NERRxMmTJ9GuXTvFxn748CHWr1+Prl27QhAEjBgxAra2tsjJyUHTpk0Vm+dZHBwc5DOESvx9Hzx4MLp27YqWLVvqPRZVH6GhoeUSTn2dPn0awLPPNIaGhsrnyQHg7bffhiAIcHJywtKlS3H27Fn5e6VXbz/88EO2xSKjUrPVEAtPkZqY6BIpKCIiAvXr11dl7kOHDuHrr79Gu3bt4O7ujjVr1kAURSQmJsLR0fGpqxOmzM/PD0uWLAEAuXiF0pV+lTZ06FBs375d0TF/++03tG/fHjY2Npg/fz66d++OEydOQBRF/Pjjj4oWhdKWq6srALACMqlK6W3MP//8MwCgTZs2z7x37dq18s9gly5dAAApKSkIDAyEl5cXBEEot3qbkpLCtlhkVKVbDRmzKBULT5HaBNEQFRyIyCj27duHb7/9Fnv27JFfCwsLw9ChQ+Wvk5KS4OzsjKtXr6J169ZqhKmzyMhI+Pr6ysVeYmJi4O3tDRsbG2RmZqocneGFhYXh888/x//93//BysoKH330kZz0m4IOHTrg4sWLcHNzk4uEEanl7bfflrcP16hRA0VFRTqNIwgCPDw8dD5/fvbsWfzyyy/Yu3cvsrOzERoaapBjC0SVsXXrVgQEBAAoqdlh6KJULDxFpoArukRmJC8vDwMGDJBXCYYPHw47O7syRY5KJ7kA8M477wCAySW5t2/fxg8//IAePXqgRYsWsLOzg4+PDxwdHeWtVYsWLSpTXVmq8PvgwQOkp6erEreh/PXXX/juu+8wY8YM1KpVC4IgYNiwYfD09ERGRgZyc3NNKskFgJEjRwIw/RV2qh4q2saclpZWqTGk3yuDBg3SOQ5PT0/85z//QXR0NK5cucIkl0yCMYtSMcklkyESkUnTaDTi0qVLRS8vLxGA2Lt3b3HlypXiiRMntHoegDh//nwDR6mdc+fOibVq1RIByP9r37696ODgILq7u5d5PSQkRAQg7tixo8wY0vc9PT1V+lPoLzExUQQgWllZlfkzAxDt7e3F5cuXi2lpaWqH+UyxsbFy3ESm4p133inzM7Vo0SKtn929e7cIQNy/f78BIyRSx5AhQ0QAoiAIBptDo9GIM2fONNj4RJXBrctEJiwnJwd169YFAAwbNgx79+6t1PMnT55Ejx49kJycDEdHR0OEqLXnn38ep06dwvTp09G5c2e88cYbsLAo28o7Kyur3Bnnx39Fvf766/j+++8BAFOnTsXGjRsNG7jCbty4gZYtW2LEiBFo2bIlPDw84OzsXG4l3hxkZWWhZcuWuH37NqysrNQOh6qAjIwMNGzYEGlpaWjYsKHO45w4cQI9e/Ys85o2b3fmzJmDkJAQPHz4kGfPqcoJDw+XKzDv27cPL7/8sqLj37p1CwEBATh69Kii4xLpiokukQlzc3PD5cuXsWPHDowbN67Szw8ZMgRZWVmq/qOTk5ODBg0a4PDhw+jTp49Wz5SunFrRr6jHK6tu27bNbIptSS2ePDw8VI6EyLTcu3evTB9ZJd6evPzyy9i/fz+AkjO869evf+r97du3R1xcnCJzE5ki6d/Pdu3aIS4uTrFxT548icmTJyM+Pl6xMYn0xUSXqAoTBAFZWVnyqrAadGkH9O+//8pnikeNGoVffvml3D0jRowot8L93HPPoWbNmkhOTsby5cvx1ltv6R44ERmdt7e3XKH1wIEDZarF6qp58+Zy/+0LFy7A3d39ifcKgoC+ffvizz//1HteIlO0Y8cOTJgwAYAyHyYBwKpVq3Dz5k2EhIQoMh6RUliMiqiKGj9+PNzd3VVNcgHo1PNWWvUEgMuXL1d4z549eyCKIt5//33Y2trCy8sLNWvWhEajwfjx45nkEpmh6Oho+Xrs2LGKjHnz5k35+mnFcaRK7kxyydQkJiYq0iMaKNm1IGncuLHe440ePRrNmzdnkksmiYkukRl4+PAh9u/fDzs7O2g0Gq2e2blzJ7Zu3WrgyAzj999/l6+flah/8cUXSE9PR3R0NC5duoTr168/c3siEZmuzZs3Ayg59iBVYNdXw4YNUbt27acmuh4eHjh06JAi8xEp5datW3BxcUHTpk0VGa9Tp06YO3cuAMgru7rq2LEj1qxZo9PRKiJjYKJLZML279+PXr16wcbGBi+//DLS09Px4YcfPvO5999/HwDg5eVl6BAN4vDhw3KhqoULF6ocDREZ02uvvSZfK7GqKwgC0tPTkZ+fX+b11NRUREZGIiQkBL1794arqysGDBig93xESvrtt98AQNGzrzNnzsTkyZOxZs0anZ6Pj4+HjY0Nzp8/jxYtWigWF5HSmOgSmZhvvvkGNWvWhCAIePnllzF48GD8/fff+OCDD/D2228jKCjomWOsXLkSmzZtMkK0hhEXF4caNUp+PbVr107laIjI2Eqv6kZEROg11iuvvCJfC4Ig/351cHCAr68v5syZg/z8fPzf//2fXvMQGUJUVBR69uwJS0tLxcZs27at3L2gsgIDA9GjRw88ePBAsXiIDIXFqIhMxEsvvYQ///wT9erVwzvvvIOhQ4eie/fulR5n+/btePXVVxUr5GJsSUlJcHZ2lr9OTExEo0aNVIyIiNQgnUkUBAHFxcV6jTV//nxs2rQJvr6+8Pb2hre3Nzw8PNCqVSslQiUyGFMoKilp0qQJFi9ejFmzZqkdCpFWmOgSqSgqKgozZ87EP//8g3feeQfr1q3Te0xBEHTquWsqoqKi0KVLFwAlRS52796tckREpIatW7ciICAAQEn/Tz8/P5UjIjKuV155BQkJCTh+/LiqcRw6dAgjRoxAeno6e6aTWWGiS2RgBw8ehLOzMwRBQEJCAq5evYrvv/8ep0+fBlBSll/Xc6gZGRk4duwYLl26hC1btuD8+fMAlGsZoIZz587B09MTAFBcXKxYpUkiMozw8HCMHz8etWrVQpMmTWBjY6PYG3MlV3WJzI0prOYOGjQIDRs2xPbt21WLgUhXFmoHQFRVubi4IDExscLvvf7669i8efNT+zk+zc8//4zly5eXacXxyy+/YMKECfLZNnOVlJQEALhx4waTXCITlp2djXr16kEQBDg5OcHR0RHnz5/X+fdaRbZs2YKAgACIooiDBw9i0KBBio1NZMomTJiAli1bqpbkRkdHo3PnzoiOjjbbwpZEXNElMoCePXvihRdewODBg+Hk5ITCwkKkpqbqXNEzOzsbmzdvxqZNm+SV4OXLl2Py5MlwcXEBUNKSZ9SoUcjKylLsz6GGO3fuoKioCM2bN1c7FCJ6gqKiIjRr1gxRUVHymfobN26gZcuWsLKyQrdu3RTrR1v6Ay++ZaHqQhAELFiwAKtXrzb63D4+Pvj333+Rnp5u9LmVMHXqVHzzzTdqh0EmgCu6RAZQ2W17t27dQvPmzSt8E+fv74+ffvoJtWrVwowZM/Df//4X3t7e5e4bOHAgrl+/rnPMpsLV1VXtEIjoKRITE/HKK6/g7t27ZV7PyclBnTp1kJubizt37ig239atWzFx4kQAwLx587B27VrFxiYyRbt27QIA9OvXz6jzLl++HIsXL8axY8fQs2dPo86tFEEQcPToUbXDIBPBRJdIZdIqSM+ePbFz5040bNgQ0dHR+P7773Hp0iUsXrz4masYb775JmrXrs1+dkRkUEVFRfDz80NMTEy577m7u+PKlSto2rSp3AdbCf7+/jhx4gQAMMmlaiEyMhIA0Lt3b4PPFRMTg507d2L58uWYP3++We+aWLRoEQCgV69eKkdCpoJbl4lU1q5dO1y5cqXc65UpUiUIAr755hu8+eabSodHRAQAyMrKwgsvvIALFy488Z6zZ8/Cy8sL3t7eOHPmjBGjI6o62rdvj7i4OEWTzoCAAGzZsgUxMTHYvn07tm/fjps3bwIAWrZsiX///VexudQiCAI2btyIqVOnqh0KmQiu6BKp7PLly8jLy0NERAS8vb3RrFmzSj0vNX1nkktEhlS/fn1kZGQ89R6pMnJubq4xQiKqkuLi4hQtACWdc9+6dSsAoHnz5pgwYQImTJhQZQpN7dixAwCY5FIZTHSJTIClpSVGjBih07OLFi1C69atFY6IiOiRV199FS4uLmjQoMFT76tRowYAoFatWsYIi6jKSUtLA6BcwnbmzBlYWlri/fffx6hRo6pMYvu4KVOmYPr06WqHQSaGiS6RGcvNzUVKSoqqPfaIqGorLCzE9u3btXqDLK3o2tnZGTosoipp9+7dAIDJkycrMl7nzp2h0WgUGctUxcfHQ6PRYP369WqHQiamhtoBEJHu4uLiAAAff/yxypEQUVVVul/3s1hbWwMADhw4YKhwiKo06ThSvXr1VI7EfEybNg3u7u7yjhIiCf9GEJmxEydOYMyYMXjjjTfUDoWIzEB6erpcsEVbUgVlbVaF/t//+39wdXWVE14iqpyTJ0/irbfeUjsMsxIZGYlPPvlE7TDIBDHRJTJjvXv3lvvtERE9zalTp2BnZ4dZs2Zh2rRpWj8nrZJYWVk99b7CwkL8+OOPcHBw0CtOourqn3/+AQC5bzQ92+rVqwEA48ePVzkSMkU8o0tkxjp16qR2CERkBlatWoWbN2/q1K5EOnf7rN640hbnwsLCygdIRPjhhx8AGKd/blWxatUq+Pj4qB0GmSiu6BIREVVho0ePRvPmzRESEqLXOLGxsU/9vpQIOzo66jVPVFQUNmzYoNcYROYoNDQUHh4eaodhNoqLi5GcnIxFixapHQqZKK7oEhERVVEdO3bEvn370KJFC53HKCoqAlByRvfgwYMYNGhQhfdJ1d///PNPnecaM2YMcnJyEB4ervMYRM8SFBSEwMBANGnSBEDJtvykpCRMnz4dI0eOhKenp9FjysvLQ3FxMWbMmGH0uc3VmjVrAADjxo1TORIyVYKoyz4mIiIiMll5eXmwsrLSaatyRQRBkK+fNGbr1q2xYcMGDBgwoNLj79u3D8OHD8eePXswfPhwneMkepL79+/Luw2sra3RsmVLFBUVoaioCPHx8eXud3R0RFBQkNHOy/73v//F9OnT8fDhw2pbcVmj0aBJkyaoUaMGdu3ahT59+jz1/kaNGqFx48aVqgxP1Qu3LhMREVUxVlZW2Lp1q2LjlR6rZs2a5b6/e/dupKamVjrJjYiIgCAImDFjBkRRZJJLBhEREQFHR0d8++23EEUR2dnZiI2NxaVLl3DlyhWIooiYmBgEBgaic+fOAICUlBQEBARAEAS8+eabSElJMWiMmzdvBlB92wplZmaiTp06SEtLw/379+Hr6/vMbdzJycnYtm2bkSIkc8REl4iIqApZtWoVAMDf31+xMf39/eUtlcXFxWVWeAFg7NixWLx4sdbjBQUFQRAEzJkzBwkJCbh7965isRKVNnXqVERGRkIUxae24vP09MSnn36KqKgoiKJY5u/zd999BycnJ9SrV89giVV1biuUmpqKtm3bQhRFpKamol+/fgAAS0vLJz4zb948WFpaon379sYKk8wQty4TERFVIc7OzmjUqBHOnj2r+Nhz5syRi1rVqFEDRUVF2Lp1KwICAnD16lW0bt36ic+uXr0aK1aswP379+Hq6oozZ87oXbiK6Gk6duyIDRs2oEePHjqPceTIEXz88cc4ceJEmdffeOMNfPHFF4r8Hf7nn3/wwgsvIDIystpVXM7OzkajRo2QlZUlv3bt2jW0adMGVlZWyM3NrfA5QRCwe/dujB492lihkhniii4REVEVUVRUhKSkJCxZssQg4wcHB5dZ2a1bty6++OILACiT5GZlZSE8PByzZ8+GIAgQBAFff/01vvjiC4iiiNu3bzPJJYMoKChArVq1UK9ePZw7d06vJBcA+vbti+PHjxt0lbc6txWqV68eEhISyryWnp4OoOTMbkRERLlnNm7cCABMcumZuKJLRERURaxevRrvvfeeYkWonmTevHlYt25dudetra2Rk5Mjf21vb4/Vq1djypQpBo2HSCIIAlq1aoVr164ZbA6lV3ktLCzQqlUrXLlyRckwTZ6fnx8KCgrwxx9/lPuedDxCEAS5l3fp733++ef48MMPjRInmS+u6BIREVURa9asQatWrQw+z9q1ayGKIv766y8AQM+ePeHi4oJJkybh559/RmJiIkRRxP3795nkktGcOnUKAQEBBk1ygWev8trY2GD9+vVajZWTk4OioiK8+OKLhgrXJOXk5CAuLq7CJBcAtmzZAqCkyntYWJj8+tGjRwGASS5phSu6REREVUBubi6sra3h7e2NM2fOGGXOiRMnIj4+Hv/8849R5iMyVU9a5XVzc8OsWbMwe/bsCp87ePAg/Pz8sHr1aixYsMAYoaouMzMTvXr1wrlz5556n7SqW3qFvmnTpujdu7eiVeWp6uKKLhERkRGFh4fD1tYWTk5OeOmllxQbNzY2FsCT+9wawrZt25jkEqHsKu+PP/4otymKi4vDnDlzIAgCnJ2dMXfuXHz77bfyNuVbt24BKNkVUV3Y2to+M8kFgB07dgAAbGxsAABJSUm4c+cOvvvuO4PGR1WHhdoBEBERVQdFRUWwsLBAzZo1YWdnh5SUFJw8eRLOzs5ITEzUe3wLi5J/0jUajd5jaaNJkyY4dOiQUeYiMicBAQEICAgAULIFd+3atYiKikJSUhK++uqrCp/ZsGEDHjx4gG7dulXpXrqurq4IDw/X6l53d/cyX0+ePBnu7u5PbTtEVBpXdImIiIzAwsIC3bt3R2FhIc6fPw8LCwtoNBokJSWhbdu2eo9fo0bJP+l16tTRe6xn2bRpExwcHDBgwACDz0VkzgICAnD69GmIoghRFHH8+HEEBwfjjTfeKNMD9vvvv8fAgQNRv359CIKAxo0b4+uvv1YxcuVt374dFhYW8PPz0+r+goICAEBhYSGAkm3en3zyicHio6qHZ3SJiIgMLDY2Fh07dkR2djasra3l1+fPn4+1a9fC0tJS75XY6OhodO7cGW5ubrh06ZK+IT9Rbm4uPDw8DF7wh6g6sLS0RFFRESIjI/HTTz/h2LFj5bb1Puucr7kQBKFSRyvOnj0LLy8v9OnTB1OnTsWkSZOMejSDzB9XdImIiAxs9erVqFGjRpkkFwCmTZsGAMjLy8PBgwf1mkNaYqIdlwAAIABJREFU0bWystJrnKfJy8vDwoULmeQSKSQ/Px9ubm7o0aMHQkJCcPbs2aee83VwcNC6orMpadKkSaV/x0ltherVq4dVq1bBx8fHEKFRFcZEl4iIyIA0Gg02b96M4uJiZGRklPle6TNo2m7nexLpTWGtWrX0GudJoqKi0L9//yq3nZJILffu3QMAdOzYsdz3AgICEBUVJSe9Xbp0AQCkpqZi1qxZEAQBTk5OWLp0Kc6ePatzDCNHjtT5WW3t2LEDtra2GDhwoE7PZ2Vl4dy5c1i0aJHCkVFVx0SXiIjIgEqvsFZUiKZ0mwwleuCeOnVK7zEeN378eIwZMwbHjh1TfGyi6ko6YuDm5vbU+wICAnDq1KlySW9KSgoCAwPh5eUFQRBgb28v95l9lkOHDkEQBKMUr5swYQIuXLig8/PHjx8HAIwbN06pkKiaYKJLRERkYEOGDAEAfPrpp+W+5+/vj/nz5wN41EZDF9KKLvCo/6S+Ll26BEEQMHHiRNy4cUORMYnUFBISAjs7O0RGRqodCuLi4gA8O9EtrXTSGxMTg8DAQHmLc1paGvr06QMrKyuEhoaWezY8PBw2NjYQBAGDBg1C//79ERERocwf5glat26t8xzScYyioiJ0795dybCommCiS0REZGBSERlRFCt80zd9+nQA+iWoPj4+mDVrlvy1vmd+J0yYgO7du0MURQwfPlyvsYjUFB4eDkEQIAgC5syZg/T0dPj6+qJu3bqqxiUluu3atdPpeU9PT3z66aeIiopCamoqfH19AZScpZ85cyYEQUC9evXQqVMnCIKAIUOGoEmTJkhOToYoivj9998V+7NUZO/evfj3338xaNAgnZ4v/eHd3LlzlQqLqhEmukRERAY2ePBg+Vpa3S0tJycHgP49cENCQuRrXc/87tu3D4IgwN/fH+np6XrFQ6SmiIgICIKA0aNHY9OmTRBFERkZGejZsyeAkp+7sLAw1eLTZUX3Sezs7HDkyBGIoogffvgBXbp0gYuLC5o2bYrc3Fw5ub106RIcHR31nu9ZEhMTMWLEiHIF+CpDWtEFuG2ZdMNEl4iIyAi2bNkCoGRV9/HVViV74JY+8ysIgny+7VmkpGDGjBlcxSWzlpCQAEEQMHv2bCQkJCA3NxdTpkwBADRo0KDMWfN3331XrTDlM7pKV0qfNGkSTp06hXv37uHSpUuIj483SnJb2s8//wwAZXaZ6Kp+/fp6j0HVExNdIiIiI5g4caJ8/fhqq7RFLzc3V+95/P39y2zz69WrFwRBQNeuXeHs7FyuanJQUJC8pTMhIQF3797VOwYitWzYsAGtW7dGUlISrl69Cmdn5wrv2759OwAgKSnJmOGVcffuXYNVSVdbv379MHnyZKxcuVLnMaQq9U/b2h0eHo4GDRqgcePGcHBw0HkuqpqY6BIRUbWm0WhQt25ddO7cGXZ2dgadq/Rqa82aNeVrpXvgrl27Fvfv34evry+cnZ3RoUMHnD59GklJSZg9e7Z8XlEQBKxZswbJycmIj49/YlJAZA66deuGjIwM5OTkwMnJ6an3StuFHzx4UK7tlzF5eHioNrchdejQAd9//71eY+zduxcAkJ2dXeb17Oxs1K9fH4IgYNiwYbCwsEBCQgJSU1PL/F4lYqJLRETVTm5uLqytrdGuXTvUqVMHrq6uiI6ORnp6urz62aRJE8Xn9ff3x4wZMwCUrOJKxadEUdRr3MzMzHJVVu3t7XHkyBEkJCQgNjZWPrvn4+OD5s2b4/vvv4coirh9+7bRtzUSKenWrVsQBAE///wzPvjgA62e8fT0lK/XrFljqNCeSOqh++qrrxp9bnPxpP9fGjRoABcXFyQnJ6OwsBCpqallfq8q0aaNqgYmukREVK2kpaXB2toajRs3hpOTE0RRxOXLlzFv3jw4ODigffv2OH36NO7du6d35eKKhIaGljm3FhkZCXt7ewC6FaPKzs7G4sWL8fbbbz/z3kmTJuH06dO4ceMGJk+eXOm5iExNaGgovLy8IIoiXF1dK/WsVBiu9E4LYzl06BAAYNSoUUaf2xx8++238nXt2rUBADt37kSfPn1QWFiIK1eulPmALjQ0VG7T1qBBA+MGSyZLEPX9GJmIiMhMFBQU4Pnnn0d0dPRT7yvd5sdQ/0xKc9SoUQPffPMN3njjDXTu3BlRUVFaj5Gfn4/58+eXO3dLVB1069YNI0aM0HoV93GHDx/GgAED4OXl9czfCUobNmwYwsLCDPb7xdwJgoAJEyZg+/btqF27NvLz89GhQwfExsY+8ZnLly/Dzc0Nbm5ucqEvqt64oktERNVCYmIi+vXrp9Ub2iedpVXSjh07AJRstXvjjTcAAFlZWVo/v3TpUvj5+THJJbORl5eHZcuW6T2OLluVKyKd41Uj2QwLC8Pzzz9v9HnNwdGjRwEAK1euhKWlJdq2bYvk5OSnJrnAox0xSlexJvNloXYAREREhlZQUAA/Pz/ExMRodb+/vz+OHTuGDRs2oLi4GJaWlsjLy1M0pnHjxqF///4YM2YM/vrrLwDAlStXIAgCPD09cePGDTRu3Bg1atTAnTt35OsLFy4AQKVXf4nU5unpKfeO1VVoaCiWLFmiSHJaVFQE4FHVc2ORil+NHTvWqPOai4kTJ8Lf3x9Nmzat1HEO6f9HrpKThCu6RERUpUkrudomuZLSZ2nz8/MNUpnVzs4OR44cwYkTJwAADg4O6NixI27fvg1XV1cUFRUhISEBrq6uKCgoQFpaGjZt2gRRFJnkkllp1qxZuST38OHDsLGxQWRkpFZjdOvWDZmZmUhLS1MkJqm1z8CBAxUZT1u//vorAJ7PrUhSUhLu3LmD7777TucxpCr2RFzRJSKqpg4fPozRo0dj37596NOnj9rhGERhYWGlVnIfFxISIm8NXrduHQIDA5UMT3bmzBkAQEpKikHGJ1KTp6envBMBKOl9KhWCAgBfX18AgI+PT4W9nC9cuAAPDw/cuXNH0Wro165dA1DS89WYfvnlFwBAmzZtjDqvOZg0aRK6dOkCS0vLSj8rPcNK1iThRx5ERNVIfn6+3H9wwIABePjwIXx9fWFhYYFjx46pHZ6iMjMz4e3trXOSK5HekC9fvlyJsCoUGBiIHj16GGx8IrWMGzcOP/30E+rXr4/w8HAIgoDJkycjIyMDDx48kHs9u7m5ISoqqly18wkTJqB3794QRVHxll+HDx8GAPTu3VvRcZ8lLCwM7du3N+qc5uL333/XeoX/cadPnwbAlXJ6hIkuEVE1UVBQAEtLSzRt2hQZGRlykguUnFXr3bt3mWrD5s7W1hbnz5/Xe5zZs2cDKCmkY4jty6IoIi0tDcePH1d8bCI1rVy5EpMmTYKTk5Oc4CYnJyM5ORkNGjRA/fr15V7Ply5dkn//DBs2DD/88AMEQYC/vz9SU1MNEp+U6NarV88g41dE2nbdpUsXo81pLl555RX06NED1tbWOj3/888/A+BKOT3CRJeIqJqoXbs2PDw8cPHiRTRo0AD16tXDkSNHkJqail69esn3GarKsDG5uroiPDxckbEGDx4sX3/11VeKjFlaixYt5J6aRFXF//73PxQUFODIkSNo1qyZnOCW7n36uDlz5gAo+VBu8uTJEEURw4cPN1iMcXFx6Nixo8HGr4i06ujp6WnUec3Brl279OpdzkrW9DgmukRE1YD05uq5554r9z07OzscPXoUM2bMAFBSudKcV3a3b98OCwsL+Pn5KTamtH35008/VWxMANi9ezcyMzMxYMAARcclUlNqaiq6deuGZcuWwdfXFzk5OU9NcN3c3CAIAnbv3o3JkyfLr9vZ2Rksxvv37wMwfiEqaZeJsRNsUyet5tatW1en56XWbP/973+VDIvMHItRERFVI1IRlIqEhobCwsICISEhAEpWdqX2G+bk1VdfVby9xOzZs3HgwAGIooiIiAjFkuixY8dixYoVioxFZAr++OMP9O/fH56enlqdj/fx8UFubm6Z1d769esjJCQE6enpBotT6tVq7EJU0n8TDw8Po85r6nbt2lWpPuKP++yzzwBwpZzK4oouEVEVU1GRk65du8LLy+uZzwYHB5vdym5KSgoEQcC0adPQqVMnvba+PUnp7culq8Xq49tvvwUAjB49WpHxiNQkFZrq378/EhMTtS4CFxUVhZs3b5ZZ8Q0ODpavpXO0Sjty5AgA4xeiio2NBQA0btzYqPOaMn1XcwFgxYoV2Lhxo4JRUVXARJeIqAoRBAFxcXFlPtX+559/AAAajUarMUJDQ+UCTIBpn9ktLCyEk5MTgJJV18zMTINtRdyyZQuAkuJRYWFheo/322+/AWDhFDJvEREREAQBS5YsQdu2bSGKIho1aqT3uC4uLgCAPXv26D1WRdQoRAVA7yrwVZG+Z3N37NgBAJg6dapSIVEVwUSXiKgK6d69OwDg3Llz+OCDDwA86i1Yp04drccxl5XdqKgo+drLywvXr1832FwTJ06Ur+fOnav3eGFhYRg5cqTe4xCp4fz58xAEAbNnz4Yoiujbty927dql2PhjxowB8KiSrtLi4uLw4osvGmTsZ2HF5UeUWM2dMmUKpk+frmBUVFUw0SUiqkJOnDgBKysrACVbuf7++2/Y2NgAAHJzcys11uMruzNnzlQuUIW88MILaNWqlfx1UlKSQeeTVg7s7e31GufGjRto06YNfv31VyXCIjKqLl264IUXXkBycjKuXr2KtWvXws3NTdECS9KWfkP8TGdmZgKA0c/HJycnAwDee+89o85ryvRdzY2Pj4dGo8H69esVjIqqCia6RERVTOmE9sUXX8Tdu3cBQE6AKyM4OBjNmjUDUJL43rx5U5kgFSSdtQMMf+7N3d0dAHDq1Cmdx8jLy8OXX36J+Ph4pcIiMorly5dDEASsXbtWrqR85MgRxMbGYtq0aYrOVbrlWU5OjqJjr1mzBoDxz+dKxx/GjRtn1HlN1dixY9G5c2e9VnMnTpyIXr16oUYNpjRUHv9WEBFVQWfPnpWv9a0qWjq5bdGihV5jGUJqamqZrw258pyXlydfl15J1lZUVBT69+9fptgOkalLTk6GIAhISUmBKIro2bMngJLtv7Nnz8Y333yj+JwWFo8ag/z999+Kjr106VJ89NFHio6pjRUrVsDHx8fo85qq3bt3lzl+UlmiKOLUqVNyBW2ixzHRJSKqgjp16oRVq1YBAAoKCgCUTdIqKzQ0VL4ODw/XLziFPf5JviFXnn18fDB//nwAld++PH78eIwZMwbHjh0zRGhEBnHgwAG0adMGoijKK6FAyZbRl19+GRcuXDDY3G3btgXwqA+4EiIjIwEAy5YtU2xMbRQXFyM5ORmLFi0y6rymqkePHli6dKleY7i4uCjeSo6qFia6RERV1MKFC9G5c2f569IrJJUlFaYCSrabmZLi4mIAkFeZAMOuPEtFT7R9833p0iUIgoCJEyfixo0bBouLSGlTp07FsWPH8ODBgzKv79mzBytWrMDVq1cNOr9UtEmqHK+Ed999F88//7xi42lL+pCA25ZLdgKcPHkSH3/8sc5j+Pj46LUaTNUDE10ioiqs9BuB8+fPy0VYdLF582YAJeflTGlVV6oIHRsbi927d8uvR0REGGS+rKyscnM/yYQJE9C9e3eIoojhw4cbJB4iQ+jYsSNef/11LF++vMzry5cvx7Vr1wyyXflxUlVkJVvynDlzRvGt0Nr48ssv0a5dO6PPa4rat29f5nhNZU2fPh2BgYFo0qSJglFRVcREl4ioitu/f7983bx5c53Hee211+TrV199Va+YlFRUVAQAyMjIKNNHcciQIQaZz8fHp0w1akEQ4OjoCHd3d3h4eMDW1hbu7u7yKm56erpB4iAyhAcPHkAQBJw9exY9evQo870pU6bAy8sL7777rlFikVZelep1q8R2WV3k5+cjMTERw4YNM/rcpmbVqlXo2LEjOnXqpNPzO3fuhLW1NT84JK3ovo+NiIjMQunkVp8VXQDYunUrJk6cqPc4SpLOzW7evBlpaWny66IoIjw8HIMHD1Z8zuDgYFhYWOCHH36ApaUl7OzsUFBQgOTkZDRq1AgWFhY8O0ZmqUGDBhX+3e3bty+++eYbtG7d2mixSD3AlSBtlz1x4oRiY2pr3759AEr+G1Z3ixYt0vl349WrV/Hee++ZZPV/Mk2CyH+JiYiqtOjo6DJnda9evarXm1Vpu+7vv/+O/v376x2fUpKSktCiRQtoNBr5NUtLyzJfE9GT2djYlDuPCwBeXl44deoUatWqZdR4pN9dXl5eiI6O1mssaZVa15VEfcyZMwchISF4+PChYqvT5qhHjx4YNGgQPvnkE52eFwSBHyBSpXDrMhFRNVO676wuXFxcAAB79+5VIhzFNGrUCDdu3ECdOnXk1/Ly8pCRkaFiVETmYfjw4bh48WKZ19LS0mBnZ4eYmBijJ7lKWrt2LVxcXFRJcgHg8OHDAJTbgm2OpBV1XZNcGxsbJrlUaUx0iYiqmePHj+v1/JgxYwDAKMVoKqtRo0bl3qyHhISoFA2R6QkPD0fdunXlM+WOjo5o3bo1fv/9d/Ts2VNuvwMALVu2LHMcQC367sqYP38+goKCFIqm8uLi4uDt7a3a/KZAnwJUffr0wR9//KFwRFQdMNElIqripGJNki1btug13siRIwEAubm5Jrla2qJFizLFovRpYUFUVQQFBUEQBAwbNgwtW7ZEUVER0tLSULduXfz777/QaDS4efMmfH190bBhQwQEBKh+Fl/qkW1lZaXzGFI/8fHjxysSU2VJHxSYUgE/Y/vyyy/RqlUrnVbUg4KC0KtXL3Tt2tUAkVFVx0SXiKiKk3pRSoqKinDhwgWdx3vppZfk63Xr1uk8jiEFBweXeWPZpk0bFaMhUkd4eDgEQYAgCFizZg2Sk5NRWFiI2NhYXL58Gffu3UNiYiJEUURaWhp69eoFoKSC+YEDB1SO/lGPbH2sXr0aPj4+CkSjmz179gAARo0apVoMalu4cCGuXbtW6ediYmIQERGBzz77zABRUXXARJeIqBp4vNXO4sWLFRnv8R6bpmTbtm3y9e3bt1WMhMj4BEHAqFGjsGnTJoiiiNu3b8PR0bHMPTY2NvK24IYNG+Lo0aOwt7cHAKSnpz+zT7SpKy4uRnJyMhYtWqRaDL/88guA6vthm6+vLxYsWKDTsxs3bsTBgwcVjoiqEya6RETVwPz588t8rW8hKWlrsKkXe5LO5+bn56N3794qR0NkHEOGDMHNmzeh0WgwZcqUCu+p6Nyjv78/7ty5U+b3hSkku7qe0V2zZg0AYNy4cUqGUylhYWHV9nfPnTt3EBkZidWrV+v0/Ndff61wRFTdMNElIqoGnJycAJS0d5AEBwfrPF7p3rRfffWV7oEZWKNGjeTr+vXrqxgJkfEcOHAAzZo1e+L3161bV+7c44IFCzBt2jRYWVlhzZo1Zc6516xZ06DxPom+Z3SXLVsGX19fJUOqlKysLAAlW8iro6ZNm5rEFniqvthHl4ioGpD6UQ4fPhzZ2dn4448/YGNjo1exmaFDh+LAgQMQBEGRs3SG8vrrr+PatWs4evSo2qEQ6UWj0cDJyQlWVlaoVasW8vLycP/+/UqNcejQIcydOxeXLl2SX/vqq6/QsGFDTJo0qcy9b7/9NjZs2CB/bey3jPr00S0oKEDt2rVVbUkzceJEHD16tFoendi6dSumT58uJ/tEauCKLhFRNXLixAl5O9iDBw/0Gkta8RFFEREREXrHZiibNm1ikktmb8+ePahTpw4sLS1RVFSEe/fuITU1tVJbi729vTF9+vQySe7+/fuRnp5eLskFgNDQUJNY2dVl67KDg4OqSW5hYSG2bdtWbXeSBAQE4M6dO2qHQdUcE10iompAajGUmppapi/m4cOHdR6z9Pblx4tdEZEypMrJS5YsgSiKSElJQWpqaqUS0OXLl0MQBAQHB+P69evy6xcvXsTOnTsRGBj4xGeDg4MxY8YMACXFnYx5ZlfXrct9+vTR63ebEqKiogCU/T1ZXUyZMgVjxoyBra2t2qFQNcdEl4ioGijdYmjKlCno2bMngEetL54kMzMToaGhT/y+1JNXFEVWxyRSQHh4OOrWrYuOHTtCEARMmTIFycnJiI2NLXPf4wmopaVlubH2798PQRCQkpICURTln3sAuHnzJvz9/bF58+ZnxhQaGopZs2bJXxvrZ106EmFhYaH1MxWdP1aDpaUlJk+ejC+//FLVOIwtPz8fmzdvxq5du9QOhYhndImIqosffvgBkydPBgB4eHggNjYWdnZ2SE1NrfD+7OxsLFq06JmVL0uv8PCfFCLdREREYPDgwRAEAc899xyKi4tx8uTJci2BHjd79mz5ZzQ7OxvW1tbyWE5OTkhKSir3TG5uLp5//nmcP3++UjEa+2ddOqNrZWWF3NzcZ94fExOD8ePH4/LlywaPjSrWvHlzLFiwAO+8847aoRBxRZeIqLp47bXX5OuEhAQAKLONubS8vDytklygpOiIxBRakRCZE2lr8pw5c5CQkIDi4mJcvnwZ8fHxz0xygUcttADgzTffhCAImDVrFhISEipMcrOzs7Fw4cJKJ7lA2Z91Y5zXlY5caDQahIWFPfVejUaDCRMmMMlV0fHjx3Hr1i0muWQymOgSEVUj0hvV0qu4j59lS0xMRP/+/bXuYejv71/mvCCTXaJni4iIgCAImDRpEpKTkxEfHw9nZ2edxhozZgwAYPv27dBoNLh27VqFY2m7S+NJ/P39y2yXbtWqlU7jaKv0kYuFCxc+8b7s7GwsWLAAcXFxBo2Hnq5Xr164cOGC2mEQyZjoEhFVI/7+/vK11GN279698mu5ubnw8/PDsWPHKjVucHBwmWTXzc1Nz0iJqqbs7GwIgoDZs2cjISEB9+/f12rl9mny8/Pl6+PHjz9xXn2SXEloaCjmz58PALCzs9NrLG1s374dAHD16lWcOHGi3Pfz8/MV+XORfj7//HM899xzcHd3VzsUIhnP6BKR0UydOhXffPON2mFUe40bN5a3LgNAnTp1kJOTg7y8PLz77rt6vWGcN28e1q1bh7p166JBgwY4f/48du3ahbfeekuJ0InMWl5eHlq1aoWoqCidV2+fRNpJYW1tjezs7DLfUyrJlVy+fBlubm5an53Vx6VLl8olT9Jb1507d+Lrr79GZGSkQWOgZxMEgTUayORwRZeIjEIQBLkQEqlL2ubo5OQEoGQV98yZMxg8eLDeb4TnzZsHCwsLZGdn4969e+jbty+TXCIABQUFePfdd3H37l3Fk1wAcvXknJwchIeHy68rneQCwMOHDwFod3ZWX+3bt0dqaip69eolvyYIAgRBwNKlS5nkmoCOHTti48aNaodBVA5XdInI4BYtWoRVq1bx014T8eeff+Kll14CUNICIy8vD+7u7oqerZo1axbOnTtX6S3QRFXRw4cP8eKLLxr8/KK0qtugQQNkZGQYJMl9fK5WrVrh2rVrio9fkfnz52PTpk1wdXXFkSNH9N7yTfqLjIzESy+9hMLCQrVDISqHiS4RGZwgCNi4cSOmTp2qdij0/5PepLZr1w6XL1+W3xgTkfKMta1z27ZtmDhxIoCSYlHvvPMOgoODDTLXzp07MX78eHh5eSE6Otogc5DpEwQBhYWFRqnCTVRZ3LpMRAa1Y8cOAGCSa2Kee+45AJA/hc/MzGSiS2QAPXr0QGBgoFHmKl1sburUqQZLcgHI52alFkBU/YwaNQrvv/8+k1wyWRZqB0BEVduUKVMwffp0tcOgUhYsWID4+HgAJb0wraysoNFosG7dOqO9ISeqDuLi4nDy5MkKqwUbSuvWrXHt2jXY2toadJ6CggIAxqm8TKbn9u3b+O2333gkiUwaV3SJyGDi4+Oh0Wiwfv16tUNRRHh4OGxsbGBnZ4dOnTrB0dERTk5O8nlXU3b9+nV069YNgiAgLS0NP/30EwDgypUrcmGc5cuXqxkiUZXTvn17nD171qhzSudlS7cNMwRra2sAwIEDBww6D5mmZs2a4datW2qHQfRUTHSJyGCmTZuGdu3aoUYN8/5VI/W9HDp0KOrUqQMXFxfcvXsXgiAgJSUFkZGRGDhwoNphVqioqAiCIKBVq1YYO3YsRFHEpk2bMGHCBPmepKQkACWtT7h9mUgZa9euhYuLCzp16mSU+bKzs/Hee+8hLi4OAFCvXj2Dzrds2TK4ubnJCS9VHx988AFGjhyJpk2bqh0K0VOZ97tPIjJpkZGRePPNN9UOo9LGjx8vX+fl5aFt27ZISEhAcXExkpKScOHCBaSmpuL8+fOoU6cOioqK8Pvvv6sY8ZNZWFhg0qRJEEURCxYsKPM9qR1Jbm6uXJzqq6++MnqMRFXR/PnzERQUZJS5pOrKq1atgkajMcqcW7duxaeffmqUuch0FBUVYcWKFfj111/VDoXomZjoEpFBfPvttwBKilWYE0EQkJeXBwDIysp6at/LRo0a4eLFi/LXrVq1Mlqc2jh16hQCAgLwww8/VPj91157Tb6WzlnxjSuR/latWgWg7IdmhvJ4C6Hi4mIAMGiBoNWrVwMwzp+PTIuFhQX++usvtcMg0goTXSIyiN9++w0A0KZNG5Uj0V54eDgAoHfv3gCAzz///Jn9J1u0aIF58+YBKOlJa0q6du2KH3/88an3bN26tczXoigiLCzMkGERVXlffvmlUbYsP61PrlRwzhCWL1+OHj16GGx8Mk0rV67EiBEj0KdPH7VDIdIKE10iMoiwsDC0a9dO7TAqRVqd9fDwAFCS6Gpj5syZAIBatWoZJjADKt2OxMrKCgAwd+5ctcIhMntFRUVISkrCkiVLDDrPk5Jcqd3PgwcPDHLmXhRFpKWl4fjx44qPTaYtLi5O/hCbyBww0SUixaWkpAB4lDiZi5iYGACPEl1tZWVlATDfNhsuLi4AgCZNmgAAbGxs1AyTjNRbAAAgAElEQVSHyKxJiee4cePk18LDw1G3bl107NgRDg4OsLe3h4+PDxwcHBAZGVnpOZ62ktulSxf52hBn7ps1a4ZDhw4pPi6Zvu+++07tEIgqhYkuESnu5s2bAMxvhTM2NhYA0Lhx40o9Z+5tNkaPHg0ASE1NBfBoRYiIKicrKwtz586VPyyTCr0NGzYMLVq0wN27d2FhYQFnZ2ecOXMGqamp8PX1lYvBaeNpSa5kyJAhAJQ/c799+3bUrFkTAwYMUHRcIiJDYKJLRIqT2losXLhQ5UgqR1rRrSxzb7MhJbrSNsfz58+rGQ6RWUpKSkL9+vUBlPSnBkp2RyQlJaGwsBAXLlxAWloaEhMT5crtvXr1kp/XpniUNkkuAMyePRtAyTbjiIgIXf9I5bz66qu4ceOGYuMRERkSE10iUpz0xsocK3K6ublV+hlzb7PRr18/zJgxo8xr7I9IVDm7du2Sr/Pz89GhQwcUFBTAycmpwvvt7Oxw9OhR+WevuLgYgiA88exrXl6eVkkuAAwePFi+llZ39dW4cWMcPHhQkbGIiIyBiS4RKW7lypUm12rnWe7cuQMA8oqMtqpKm43Q0NAyRahKn/MjomebNWtWmV0hFy5c0Oq5x3/2evXqVW4rc2JiIvr3769VkivZsmULgJJVXX0T1E2bNsHR0REDBw7UaxwiImMSRKl5IhGRAnJzc2FtbQ1vb2+cOXNG7XC0FhUVhS5dusDKygq5ublaP+fs7IxGjRrh7NmzBozOOG7cuIGWLVti4MCBXLkh0pGUpGZlZaFu3bpaP5eWloaRI0fi2LFjAIAaNWqgqKgI+fn5eP7553U6WlE6Ydb17V5ubi48PDxw7do1nZ4nIlILV3SJSFFSQSeNRqNyJJUjvQnUaDRa95E1VhsRY2nRooUiqz9EBPz777+Vur+ircx169ZFcHCwzvUDSvfJ1uYM8OPy8/OxcOFCJrlEZJaY6BKRomrXrm30OSMiImBvbw97e3udxyi9VXfevHlaPRMUFASgbBsRIjIeqW1Pp06d4OLiAicnJ53a9SjJ1dUVAHRODkNDQ/HOO+8AAHJycvDiiy/qHIu/v7/WZ4Aft3TpUvj5+VVquzQRkSlhoktEZqd0T0pBEDB48GCkpaUhLS2tUm06Hrdjxw4A2rdF+vjjjzF06FCd5yMi3YSHh5dp23Pnzh0kJiYiJSUFvr6+qFGjhtwuy9hat24N4FHlZV2sW7dOvu7Zs6de8VR0BrhOnTpwdnYu86FATEwMlixZAkEQIAgC9uzZgz///FOvuYmI1MREl4gMwhAru6Xf3Lq6ukKj0SA5ORmiKMrtNACgbdu2Oo0v9b7UpiBVeno6GjVqpPU2ZyLSX3Z2NgRBwOTJk5GcnFymbU9qaip69+4NoOQogoODA95//32jxygV4qvs1mVJdnY2PvjggzK/W3TZdlza2rVrcf/+ffTt2xdOTk7QaDRISkqSe/gKggBvb29s2LABmzZtgiiKiIqK0mtOIiK1MdElIkUVFxcDAC5fvqx3hc6goCA0aNBAXrmdMmWK/Ob28uXLiI+Ph6OjIwAgODhY3nJ869YtnebLy8sDAJw6deqp9yUmJmLEiBHsJ0nVXrdu3Yw2V3FxMdq2bYuEhAQkJyfLP/sSOzs7REZGltmau3Llyie29zEU6YO2q1evVvpZqU/uF198gaFDh5bZdmxpaalXXPb29vjzzz+RlJSE+/fvo0+fPmjSpAk+/vhjREdHQxRFpKamYsqUKXrNQ0RkKpjoEpGiLC0tUadOHWg0Gvz++++Vfj4oKEheYfj444/h7Owsr9wmJSWVe3Nb2rRp0wCUJKz79u2r9NxSkg7giVugCwoK4Ofnh6NHj1Z6fKKqRBAE/O9//0NGRobB50pNTUXXrl1x9+5dODs7P/XeHj16QBRFvPzyywCAlJQUg8dXmrR1+fbt25V6TkpyS5+JDQ0NxaxZswCUFIZS6r+1vb09/vrrL9y5cwdLly6Fl5eXIuMSEZkSJrpEpCh3d3dcvHhR/lqb4ielk9tly5bJW+eysrLKrdw+a27Jhx9+WOnYfXx8ymyBfjzZ3blzJ/r3769zBVSiqqj0eVJDcXBwqPRW2tIfdhmzanCbNm0AANbW1lo/U1GSKwkJCZGv16xZo3+ARETVBBNdIlJcixYtyhU/EQQBXl5esLW1hbu7Ozw8PCpMbtPS0vTaOvfLL78AAF577TWdng8ODi6X7Hp5eUEQBCxdulT1iq5EpmLIkCEAHlUfNxQbGxude8BKjhw5olA0zyZ9QKbtudqnJbkS6b916XZBRET0dEx0icggpOInvr6+cHZ2hoeHB27fvg1XV1cUFBQgLS1NseS2NKl/7+jRo3UeQzrva29vD3d3d2RnZyM5OVnuEUxEkLfUZmZmGmz7cp8+ffDHH3/o/Hz//v0BwKhHDaSkPD4+/pn3apPkAsD8+fMBAA0aNNA/QCKiasJC7QCIqOqyt7c36koKAGzbtg3Ao+2DugoKCjL4ShWROZNWGYGS7cuBgYGKjr9x40b06tULXbt21XmMvn374vDhw4iIiFAwsqcrKioCADx48AAZGRmwtbWt8L68vDytklwAckGt3Nxc5QIlIqriuKJLRFVKWFgYfH191Q6DqFow1Pbla9eu4a233sJnn32m1zhSuyFjFqTq0qWLfB0cHFzhPYmJiejfv79WSS7waJXYyspK/wCJiKoJJrpEVGVkZWUBMO55PKLqzBDblxMSEtCmTRv4+PjoPVbPnj3la2MWpJI+APjkk0/KfS83Nxd+fn44duyY1uOVrghPRETaYaJLRFWGh4cHDh06pHYYRNVG6e3LSlUE3rFjB1q0aIHTp08rMp7EmB+AzZkzR76eOXOmfJ2dnY2FCxfqXLldqkFARETPxkSXiKqE3bt34+HDhxgwYIDaoRBVK0pXBJ43bx6uX7+uyFjAo4JUxqyY7ufnh2bNmgEo6YV7584dFBUVaX0m93E1apS8XbO0tFQ0TiKiqoyJLhFVCWPHjsX69evVDoOo2pEqAtvY2KgcScX69u0LAPjf//5n1Hlv3rwpX7u5uWH16tU6JbnAo63LtWrVUiQ2IqLqgIkuEZm9VatWAQDGjx+vciRE1Y9UEdhUSYluvXr1jD73xo0bATzasqyrOnXqAIBeYxARVTdMdInI7H3xxRfo0aOH2mEQVUtSOx0LC9PsWGhtba3a3FOnTpWvP//8c53HOXjwIAB+mEdEVBlMdInIrImiiLS0NBw/flztUIiqtdjYWLVDqJBaFYuzs7Pxn//8BxMmTABQcQVmbc2bNw9Dhw5VKjQiomqBiS4RmTVXV1dWWiZSkbSiq9FocOHCBZWjMQ3Z2dlYtGgRAgMDMXnyZPn1mjVrVmqcoqIiCIKA7t27IywsTOkwiYiqNCa6RGS2Nm3aBAcHB1ZaJlJRly5d5OvFixerGMnTGas1j5TkSoWn/Pz8MGPGDAAlq8uCIGi9A8XCwgLnzp3DiRMnDBYvEVFVxUSXiMxSbm4uPvvsM5w9e1btUIiqPalv7N69e1WOpDypNY+VlZXB53o8yZWEhoZi7ty58te9evWChYUFjh07Vm6M8PBwNGjQAIIgYMiQIejYsaPB4yYiqoqY6BKR2SkoKMDChQtx7do1tUMhIgArV66Ur7/66isVIynPWGd08/Pzn9ond+3atUhNTYWvry+Akm3JvXv3hiAI8PDwQIcOHSAIAoYPH46GDRvC19cX+/fvN0rsRERVkSCKoqh2EERE2srMzETPnj1x/vx5tUMholI8PDxw4cIF2Nvb4/79+2qHI4uOjkbnzp3h5eWF6Ohog8xx//59DBo0CFFRUVrdn5qairFjx+LSpUtwcnJCTk4OBEHAyZMn4ejoaJAYiYiqG9PsBUBE9AS2trbg53NEpmflypUYOnQoUlNT1Q7F6Jo2bYrc3Fyt77e3t8eRI0cMGBEREXHrMhGZjcaNGyM8PFztMIioAoMGDZKvc3JyVIykYob6gKxZs2aVSnKJiMg4mOgSkVn4+uuv4eTkBD8/P7VDIaIKlG6d8/fff6sYScUMcVbX09OTLZWIiEwUE10iMnnjx4/HmjVrEBMTo3YoRPQUbdu2BQCcPn1a5UgeqVWrFgBg4MCBio47btw4bNq0CfXr10dmZiZCQ0MVHZ+IiPTDRJeITNa+ffsgCAImTpzICstEZkDqqWtKia70u6Nfv36Kjbly5UoMGDAAnTt3RnZ2NhYvXoy3335bsfGJiEh/THSJyOQEBQVBEATMnDkToihi+PDhaodERFp44YUXAMCkCi0dPnwYANC7d29Fxvvzzz9x5coVTJs27Yl9c4mISH2sukxEJqGwsFDeYujq6ork5GS22SAyM9KKbkpKisqRPCIluvXq1dN7rHv37uGjjz7CyZMnmeQSEZk49tElIpMgCAJCQ0MxY8YMtUMhIj0IggAAuHr1Klq3bq1yNCXxeHt748yZM3qP1bJlS1y/fh05OTl47733mOQSEZkwbl0mItVoNBrY2NhAEAQMGTKESS5RFWIK25fT0tIAAK+++qreYzVr1gzXr19HYWEhk1wiIjPARJeIVNG6dWvUqVMHdnZ28PX1xf79+9UOiYgU0L9/fwDA0aNHVY4E2LNnDwBg1KhReo3j6emJa9euIS0tDX379mWSS0RkBnhGl4iMztvbG/b29qykTFQF9e3bF4cPH0ZERITaoeCXX34BALRp00bnMcaNG4dt27ahVq1a6NevH9ucERGZCSa6RGR00dHRaodARAYiVTc2hYJUYWFhaNeunc7Pr1y5EkOHDkWHDh0wa9YsJrlERGaEW5eJiIhIMT179pSv1dy1ISXa1tbWOj1/5MgR3LhxA5MnT8asWbO4XZmIyMxwRZeIiIgM4siRI6pVXr558yYAQJfmElevXsWsWbNw8eJFJrlERGaKK7pERESkKFMoSFWzZk0AQFFRUaWf7devH5NcoiquQ4cOSEhIUDsMMiAmukRERKSovn37AoBJFKSys7Or1P19+/bFrVu30Lt3bya5RFWUIAi4ePEiGjdujPfff1/tcMhAmOgSERGRokyhIJV0NvfAgQNaP9OnTx8cOXIEPj4+JtEeiYgMo3Sf75UrV8LCwgKfffYZzp49q2JUpDRB1OXwChEREdFTCIIAoOS8qxrndF977TUcOXIEt2/f1ur+fv364dChQ1iwYAHWrVtn4OiIyBSMGDECe/fuLfe6nZ0dfv31V/lDOzJPXNElIiIigym9cmIshYWF+PHHH+Ho6KjV/SNHjsTOnTvx3nvvMcklqkb27NkDURQRExODwMBAdO7cGQCQlpaGPn36wN7enrs7zBgTXSIiIlKcVJDq2LFjRp9b6tVdUFDwzHtnzZqFL7/8EsuXL0dQUJChQyMiE+Tp6YlPP/0UUVFRSE1NlVdypYTX2toay5Yt49ZmM8Oty0RERKS4zz//HEuWLEGdOnWQk5Nj1LnPnj0LLy+vZ8795Zdf4sKFC0hOTkZYWJgRIyRjiomJwa5duxASEoLGjRvD0tISt27dQlxcnNar/lT9pKWlYfTo0YiMjCz3PVtbW6Snp6sQFVUGV3SJiIhIcb169QIA5ObmIiMjw6hzSyu5ubm5OHToULnv379/H76+vli4cCEuXrzIJLcKCgoKgoWFBQRBgLe3N9atWwdXV1cUFhYiJiYGaWlpcHJyYsVdeiI7Ozv89ddfZbY2e3p6AgAyMjLkFmZkuriiS0RERAYhFaT69NNPERgYqMrcAODg4ABHR0e5pQgAvPHGG/j222+NGhMZ1urVq7FixQrcv38fNjY2mD17Nl555RV4eXmVue/EiRPo2bNnmdf4dpi09fbbb2PDhg0AgBo1aujUq5uMg4kuERERGcTQoUNx4MABWFpaQqPRGHXuXbt24fXXX0f9+vVhZ2eHvLw8WFtbo3///ujWrRvGjh1r1HjIcGxtbZGZmYkWLVrgo48+wptvvqnVcy+//DL2798PgAlLVafRaGBnZ4fWrVsjISEBoiiiRYsWuH79OtLS0io9XulkFwBSU1Mr3bObDI+JLhERERlEeHg4hgwZAgBIT0+Hra2tqvHcunULGzduxLJly1SNg5TTu3dvTJgwATNnztTp+ccTFr4trnry8vJgZWWF9u3bIzExEbVr14atrS0uX74s36PL/+9z587FV199JX+9aNEirFixQpGYSRlMdImIiMhgpC3ES5cuxccff6xaHHfv3sX777+PLVu2qBYDmabZs2fj66+/BlDy4Yyfn5/KEZGSBEFAbm4urKysyrw+Z84chISEACj5wGP9+vWVHpvb4P+/9u4/quo6z+P46yuICuUPBEQycdImNSEVq61EmbTEnEzz16Q2ttO6/khXmSnb3c6WNU1tuYqJDa6TeUzdM7mecTRXMJ01TXfO6uSPUfyRY4KKCIKAI3CRH3f/cL/fQPl97/deLjwf//S9936/n8+7A8dzX3x+NW8EXQAAYBtz+rLkvS+AGRkZev755/XNN994pX80f+YfZAzDUGVlpZergbs88MADioyMrHFTOkmKjIzUhQsXJN36d6Jnz55N6odp8M0Tuy4DAADbzJ8/37pu6vRSV5SUlGjcuHGEXNTJHOl3Op1KSUnxcjVwxc2bN2UYhgzDUEhISK0hV7oVbk2RkZFN7nP79u2aPXu2JKmyspIdmZsJgi4AALBNfHy8NUqSnJxc7Yul3YqKivTqq6/qyJEjHusT9klJSVFQUJCioqIUGhqqe+65R2FhYTWec9pY06ZNs65feOEFl9uD97Rr105r166V0+nUgQMH6r2/6hptVwJqcnJytbBbded3eAdBFwAA2KpquO3Vq5dH+iwqKtKiRYustZfwXSkpKTIMQ88++6x69eqly5cvyzAMXb58WVevXlVcXJyCgoJc7mfjxo2SpMLCQpfbgndEREQoNTVVL730UoOfmTVrltsCanJysl555RXrNbMDvIugCwAAbJecnGxdp6am2toXIbdlMAPujBkzlJOTo/LycqWlpSkvL085OTnKy8uzNgIqLi52+fdq6tSp1vXu3btdaguet3btWoWGhmrUqFGNfjY5OVnz5s2zXruyzMLc4EoSx5h5GZtRAQAAj/DEhj+EXN9nHksVGhqqtLQ0hYaG1nm/O3+vIiIilJWVpfnz51c7OgbNW1lZmfr27atz58651I67Nqf67LPPNGPGDEnSF198oR//+Mcu1YWmYUQXAAB4RNUNf3bu3On29gm5vq2oqKjaCG5OTk69IVdy70ZSEyZMkCR98sknLrUDz/nmm280YsQIl0Ou5L7NqX76059a1wsWLHCpJjQdQRcAAHhE1Q1/4uPjG7RRTEMRcn1bRUWFfvjDHyorK6vBAddU9ffK1ami48aNk3Rrt+6CggKX2oL9pkyZogkTJmjfvn1ua9Ndm1N9/vnnkuSW9eNoGoIuAADwGPPLnyQNHTpUb731lsttEnJ925UrVxQXF6fMzEyFh4c3qY1169ZJcn2t7ogRI6zrpUuXNrkd2Ku8vFyGYWj69OlKT093a9vu2pyqf//+kqTg4GC31YbGYY0uAADwqLy8PI0dO1ZDhgzRRx995FJbhFzfVllZqcGDB+vo0aMut+WutbpjxozRjh079OCDD+rEiRMu1wX3MwxDH374oV577TXb+pg/f761sdScOXP061//ulHPnzlzRn379lVRUZECAwPtKBH1YEQXAAB4VNeuXXXgwAFCbitXXFys3r17uyXkSu5bq7to0SJJsjYTQvOyZs0aSdL48eNt7ScpKanaGeAXL15s1PNvv/22YmJiCLlexIguAADwOTdv3lRCQgIh14cZhqH169dr+vTpbm1TkgIDA1VUVNSkNjZs2KAXX3xRZ8+eVZ8+fdxWG9zj2Wef1fbt2+WpCFN16vL+/fv1xBNPNPg5RnO9ixFdAADgU/Ly8vTYY48Rcn3YkiVLJMmtIVeqvla3qaO65jpyQm7ztH37dsXFxXmsP3MEWbq1r4C/v7++/vrrOp8ZM2aMRo4cScj1MkZ0AQCATwkICNDNmze9XQZcEBERoQ4dOrjlSJjbmSNw7dq1k8PhaNLzAwYM0PHjx91dGlx048YN3X333R4bzTVdu3ZNEyZM0FdffWW95+fnpz179ig2NrbavZs2bdLcuXOVm5vr0RpxJ0Z0AQCAz+jWrRsh18eVlJQoKytLnTp1sqV9c61uaWlpo48Iys/PlySNGjXK7XXBddHR0fryyy893m9wcLD27NmjvLw8azS5oqJCw4YNs/4w8uCDD8owDP3yl78k5DYTBF0AAOATYmJidPjwYW+XAReZOxnbNSpX9VzdpKSkRj27Z88eSdKTTz7p1prgui1btigzM1NPPfWU12owA29ubq7i4uLUrVs3RUVFyeFw6ObNm8rJyWEmQDPC1GUAANDszZo1S2PGjNHYsWO9XQpcdOTIEQ0ePFh9+/bVqVOnbOnDPCJIalygNo+U+etf/6q77rrLltrQNIZhaODAgTpy5Ii3S4GPYEQXAAA0a7/97W8VGBhIyPURJSUl6tixo8LCwhQREaF777232udt2tz6+tm+fXvbapg/f751PXfu3AY/t3v3bkki5DYzBw8e9HYJ8EEEXQAA0GxduHBBy5YtU2JiordLQQMUFhYqMDBQ7dq1U3l5ubKysnTp0iWlpqZa91RWVtpeR3x8fLUzUDMyMhr03OnTpzV8+HA7S8NtUlJSFBQUpKioKHXp0kUxMTHq2rWrrl69at3Ttm1bL1YIX0XQBQAAzdbDDz/MaI6P2Lx5s/r16yen06mrV6/q2rVr1mfPPPOMx+upGm579epV7/2FhYWSZE15hr1SUlJkGIaeffZZRUZGKisrS+Hh4Tp8+LCuXbumsLAwvf7665JkHdNTUVHhzZLhYwi6AACgWerWrZuys7O9XQbq8e2338owDC1evFiXL1+u9pm5A7LT6bzjXNumHP3TWMnJydb1zp0767x35syZGjp0KGef2sz8fZkxY4ZycnJUXl6ukydPKjc3V6dOndL+/futez/88EO1bdtWBw4ckCQ2ekKjsBkVAABodmJiYrRt2zbdc8893i4FdXjhhRe0detWZWRkKDQ0tMZ7bj/X9tixYxo4cKDHNhYy+5fq3pjKMAzduHFDQUFBttfUWjXk98X03HPPadu2bTV+RnxBQzCiCwAAmpVZs2bprbfeIuQ2Y6dOnZJhGHrhhRdUXFxcZ2ipeq6tw+GQv7+/JM+tu9y4caN1XTX0VjV58mQNHjyYkGuTJUuWNPj3xbR161bl5eUpNjb2js8Mw1D37t0VHBys6Ohoa21vSEiI9u7da8f/AnwQI7oAAKDZ2LRpk/74xz+y+VQz9pOf/EQ7d+5Ufn5+g58xA+a//uu/avLkybrvvvskeW5kzjw2yHR7v4ZhqKioiGnLbpSVlaWIiAhJUu/evfWXv/ylyW1FRkbqwoULkqR+/frp+vXrKisrU0hIiLKzs9WtWzedPHmy2jNEHDCiCwAAmoUzZ87o9ddfJ+Q2U+Yo7tSpUxsVcqXvN6N6//331alTJ+v92kZY3S0pKUnz5s2rsd+HH35YTz/9NCHXjVavXq2IiAh9+umncjqdLoVcqfrGYhcuXNClS5eUnZ2ttLQ05ebmKi0t7Y7RX8Mwqq33RetD0AUAAM3CkCFDdP78eW+XgRr85Cc/0eOPPy6n09mk84zNkFlYWKjg4GAlJCRYnxmGoZ49eyokJMRt9dakprBrGIbatGlT70ZVaLjHHntM165dk9Pp1N/+7d+6rd1Vq1ZJkoqKimo8Gzk4OFj79u3TggULrPdiY2Pl7++vr7/+2m11wHcwdRkAAHhddHS0/vznP3u7DNzm1KlT6t+/v7Zu3dqkgFuVOYq6ePFivfXWW0pISND69evVpk2bamemhoSEqHv37rp48aLuu+8+nT9/vtpRRa5KSEjQ2rVr1aNHD+3Zs6dB60VRvwsXLigyMlIXL15Ujx49bOmj6hTmjIwM66zk2127dk0TJkzQV199Ve19Yk/rQtAFAABeNWjQII/svovGacpa3LqMGTNGO3bssHZfriohIUGfffaZ2rVrpy5duig7O1shISE6c+aMdQ9fWZuv5ORkvfHGG279g0RtGrqLtnQr8I4bN84a0f3BD36g7777ztb60HwwdRkAAHjN8OHDWUfXzDgcjiavxa2LOW24tLRUBQUF1T5LTExUXl6eLl++bK27PH369B1Tjbt16+a2euAejz32mAoLCz0ScqXvpzBLqnEKc1XmdGZzqnzV9eFo+RjRBQAAXjF16lS9++671g688L6/+7u/05o1a2wbPb19+nJD/PznP9enn36qwsJCSYzKNRf5+fkKDg62dapybapOYU5PT1dkZGSd9585c0Z9+/bVgAEDdPz4cU+UiGaAEV0AAOBxv/jFLzRz5kxCbjPSpk0brVmzxtZzSM3dl5cvX97gZ5YtW6aCggItXLhQktSuXTtbakPDORwOxcTEyOl0ejzkStV3Ye7du3e995tT5c+dO2dbTWh+CLoAAMCjVqxYoYEDB+pHP/qRt0vB/zt06JCcTqcCAwM1bNgw2/qZP3++JN0xdbkhzGmqnjqSCDW7efOmfvGLX3h9VN2cwlxRUVHv71NZWZkkqaSkRFu3brW9NjQPBF0AAOAx//Vf/6X8/Hy9+OKL3i4FVdy8eVOS1K9fP1v7iY+Pt653797dqGeLi4vdXQ4aKT8/X48++qg+/vhjb5eiWbNmWdcfffRRnfcOGTLEuv7ggw9sqwnNC0EXAAB4xKlTp7Rp06YGr82E5+zbt0/SrdExu3Xv3l2StGXLFtv7gnsFBwc3qx3Szanw77//fr33miO5u3btsrUmNB8EXQAAYLvMzEyNGzdO69at83YpHlFWVibDMPSb3/zG26U0yOrVqz3W14QJEyRJX375ZZOe93vNpjQAAB39SURBVPPzc2c5aKB27dp5bGflhqprJ+/b/f73v1ePHj0UFBTkidLQDBB0AQCA7X7wgx9UOxO1pQsICFDnzp01c+ZMb5dSr4qKCqWnp0vSHefb2mHSpEmSpM6dOzfp+fvvv9+d5aABfvazn2n58uXq0qWLt0upZvTo0db1ihUrar2vvLxca9euVUhIiCfKQjNB0AUAALbq2bOntQa0NTh48KAk+cyO0lV3QG7fvr3t/ZlnmZ44caJRz924cUPBwcH63e9+Z0dZqMWBAwe0a9cuzZkzx9ul1Micvrx48eJa7zGnW1dWVnqkJjQPBF0AAGCbhx56SGlpad4uw6Patm0ryXe+VC9fvlw9e/b0WH/mDrgOh0OpqakNfm7o0KHKy8uzqyzUYujQobp48aK3y6iVOX3Z6XRq586dNd7j7+8v6dZMC7QeBF0AAGCLyZMna+3atbr77ru9XQpqUVJSokuXLikwMNBjfVbdAdccjatPRESEUlJS7CoJtWjfvn2TjoLypKrTl6vu6l1Vhw4dJEmvvvqqR2pC80DQBQAAbvfhhx/qqaee0uDBg71dCupw+/RhT6zRlaQNGzZIqnsUzrRu3TqFhobWGmJgj5kzZyoxMdGaat6cbdy40bqu6Zxlc+bAlClTPFYTvI+gCwAA3Gr37t369ttvfWIjptbOnNJpHivkiTW6kjRt2jTruq4Am52drQULFujYsWOeKAv/75tvvtHGjRub7brc202dOtWawizdGXbfeOMNjRkzxtNlwcsIugAAwG3OnTunFStW6JNPPvF2KV7nqdFRV7Rpc+uroDeO7KlvFK68vFzx8fHNfupsSzRkyJA6N3dqjpKSku4Iu927d1eHDh3Uo0cPbd++3YvVwRsIugAAwG1+/etfa9u2bd4uw6vM8Oju0dGSkhL16NHDrW2aG2aZNXtSTaNwgwYNUufOndWrVy+NHj3a2i0XnrNmzRpJ0vPPP+/lShovKSlJCxcuVHBwsMLDw1VSUqK/+Zu/aVVHm+F7/t4uAAAAtBxLly71dgleZ8duy8XFxQoKCrJtanFOTo4kz49CJyUlyd/fX+vXr1dERIQuXryo0NBQhYeHa9euXR6tBbf8/ve/lyT16dPHy5U0TWJiohITE71dBpoBRnQBAABs4M7QaI6SR0dHu61N6fu1ubm5uZJU48ZDKSkpCgoK0uDBgxUeHq6PP/7YrTUkJiYqNzdXf/7zn5Wbm6uzZ8/q66+/dmsfaLjt27frgQceuOP9SZMmeaEaoOkIugAAAG5kx9Tl3bt3S5JOnz7ttjal6kf9SNL//u//KiIiQsHBwYqKipJhGBo7dqwiIyN15MgRZWdna968eTIMQ507d9a+ffvcWg+86+rVq5J0x3FThmHo0KFD3igJaDKCLgAAgBuZU5fNHY1dVV5ebq2bvH79uts3Z9q8ebPatm0rSQoICJBhGAoLC5PD4VBOTo7Kysp08uRJOZ1OrV+/3grHhYWFGj58uPz9/RmBbSEyMjIk3Tr2yXT48GFJYtdi+ByCLgAAgA1uP6O2qY4ePVrt9bJly9zSrmnChAk6d+6cJOnhhx9WZmamTp8+rbNnzyo0NLTavdOnT9ehQ4eUl5enuLg4SbemPw8bNozA2wKYu29XXWeelZUl6c7Rf6C5I+gCAAC4kbnu1eFwuOVIk6CgIElScHCwpOrH8riLuUb3wIEDDbo/ODhYe/bsqTHwDhw40O31wbO+++47hYeHS5LS0tIkST/+8Y+9WRLQaARdAAAAN6o68rVgwQKX29u5c6ckKTU1VZLUsWNHl9u8XdURvJo2IqpN1cD7ox/9SJJ07Ngxt9cHz2jXrp38/f1148YNZWdnyzAMvfHGG5KkRx99VGFhYdq7d6+XqwQahqALAADgZp9//rkk94TSf/qnf9KECRN07733utxWbWJiYrRw4UJJ0rffftvo54ODg7V69WrrtZ21wj79+/dXWVmZdRZtz549VV5eLj8/P50/f15Xr15VXFycDMPQwIED1aVLF8XExCgkJIQAjGaHoAsAAOBm/fv3l+T6hlSFhYXq1q2bNm/ebK2VNHd1dre///u/t64Nw2j083369LHCMus5fVtiYqLy8vKszamioqLkdDoVFxen8PBwDRgwQJcuXVJERIQOHz5sTWFnnTaaE4IuAACAm5WVlUlybUOqGzdu6IknnlB6enq1983A6279+vXTK6+8Yr02p0w3VGFhoZYvX65+/fppy5Yt7i4PtSgtLbXWcbvbxYsXJX3/h489e/YoKytLx48fV25urtLS0tiYDM0WQRcAAMDNqm5I1djAaLr77rurbQ5lHvliV9CVpJUrV1rX8fHxDX5u27Zt6ty5s0aOHKmTJ0/aURpqUFRUpPbt26u4uNgtG5/dLicnR1Ldswjq2pisKTMDAHch6AIAALhZ1am7jQmMVZ8fMWKEOnXqZL03ePBg69o8DsgOVXd1NgxD0dHRGjRoULV1mCkpKQoKClJUVJQMw9A///M/y+l0ateuXbbVhTsdP37cunbHxme3MwPu2bNn6723auCNjY213jePLAI8jaALAABgg6qBsaFf9ouKimQYhtq0aaPdu3fXet+ePXtcrq82U6dO1cKFC9W1a1c99NBDKi0t1dGjR60RO8MwNG7cOPXo0UMOh0M5OTluOzMYjdOhQwfr2o7duM2ZCdevX1dBQUGDngkODta+ffs0e/ZsSbd29L7vvvvcXhtQH4IuAACADaZOnVrty3590zgrKir0wx/+UFlZWTp48GCN94wcOVKSbF//mJiYqNzcXB09elRnzpxRbm6uYmNj1a9fP+Xm5qq0tFRnzpzR2bNnFRoaamstqF3VY6HsUHVmwooVKxr1bHJyshISEiSp2swEwFMIugAAADZJTk7WvHnzrNeGYWj//v133PfOO+/o6aefVmZmpsLDw2ttzzyr1o71mHXp2rWr9u3bp5MnT6pr164e7Ru1qzqia5dnnnlGkrR48eJGPztr1ixJtzbMAjyNoAsAAGCjpKSkausnY2NjrXNIDcOQYRjaunWr/vCHP9Tb1rBhwyRJ165ds61e+I6qG53ZdeyU+Ycap9Op1NTURj3rcDgkfT8FGvAkw2lu4QcAAADb5OXlaeLEiTp9+rSCg4OVn5+v9957Ty+99FKj2jGnQO/atcuayozWqUePHgoICND58+cVFham7OxsW/oxf+cMw2jUdOljx45p4MCBGj58uL766itbagNqw4guAACAB3Tt2tU6hzQtLU2XL19udMiVpO7du0sSZ9W2cuXl5crMzNQjjzwi6fujgOywYcMGSbdGdRtzXFb79u0lSTt27LClLqAuBF0AAAAfMmHCBEnSl19+6eVK4E2fffaZJGn58uXWe3Xt1O2KadOmWdeNOS5r0aJFeuqppxQYGGhHWUCdCLoAAAA+ZNKkSZKku+66y8uVwJvMEf3w8HBFRERIkrZu3Wpbf7efr1yfy5cva+/evfxBBl5D0AUAAPAhHNUC6dbO2wMGDJAkPf/885Kk//iP/7Ctv6lTp+qVV16xXtcVYDdv3qyHH364wWfvAnYg6AIAAPgQczMgu3bZRfOXn58vSRo1apQkafz48ZLs34175cqV1vWoUaM0aNAgde7cWdHR0ercubOioqJkGIYWL16szMxMW2sB6sO/kAAAAD7o0qVL3i4BDXTlypUGTfdtqD179kiSnnzyyWr/lexbp2vatGmTOnbsqKioKF28eFH33HOPLl++rPDwcDkcDuXk5OjEiRO21gA0hL+3CwAAAEDDmSO6du6yC/e5cOGCIiMjdf/997utTTPomucqS7d2487KytLWrVttPXZq0qRJ1jpxoDljRBcAAMCHxMTEWNd2j97BdebRPPPmzXNbm+bPveqGZOZu3Hau0wV8CUEXAADAx3CWru8ww2jfvn3d1ubp06c1ZMiQau95ap0u4CsIugAAAD6Gs3R9x6FDhyTJ2iHZVeZGVK+99lq19z25ThfwBQRdAAAAH8NZur7D3JjJPOvWVWvXrpUkTZ48+Y7PzJF+O8/TBXwFQRcAAMDHmGfpcsRQ83f06FG37rj8wQcfVFunXRXrdIHv8a8jAACAjzF3XuaIId8QGhrqlnYqKyuVk5OjRYsW1fg563SB7xF0AQAAfAxHDPmG9PR0Se77OS1btkxSzdOWJdbpAlURdAEAAHwMRwz5hl69elnX7vg5vfvuuxo+fHid95jrdL/44guX+wN8GUEXAADAB5mBZtu2bV6uBHVx18+poqJChYWF+uqrr+q8z1yn+/HHH7vUH+DrCLoAAAA+yAw0n3zyiZcrQV3c9XO66667VFhYWO99zz33nKRbwTglJcWlPgFfRtAFAADwQePGjZMklZSUqKCgwMvVoDbu+Dm9/PLLWrZsmTp27FjvvSNHjrSuJ06c2KT+gJaAoAsAAOCDRowYYV2/9957XqwEdan6c0pKSmr084cOHdL27ds1Z86cBj+zbt06SVJxcbFSU1Mb3SfQEhB0AQAAfFR8fLwkyeFweLkS1OWZZ56RJL355puNfvaRRx7Rd99916hnfvrTn97RN9DaEHQBAAB8VEJCgn72s59pxYoV3i4FdZg/f751PXfu3AY/N3HiRD3++OMKCgpqdJ8bNmyQJDmdTtbqolUynE6n09tFAAAAAC1ZZGSkLly4IOnW+bqRkZH1PmMYhm7cuNGkoGs+L0mBgYEqKipqUhuAr2JEFwAAALBZRkaGdV31fN3ajBw5UiNHjmxyyJVYq4vWjaALAAAAeEBycrJ1vXPnzlrvmzRpkjIzM7Vr1y6X+qu6Vnf06NEutQX4GoIuAAAA4AGzZ8+2ruPj43XgwIFqny9ZskSGYejFF1/UqVOn3NLnxo0brevGrA8GfB1rdAEAAAAP2bRpk6ZMmWK9btOmjZxOp5xOp3r37q2//OUvbu+zKeuDAV9H0AUAAAA8KC8vTxMnTlRaWpoCAwO1ePFivfTSS7b2aW5M5efnp/Lyclv7ApoDgi4AAADQwv37v/+7NXU6Pz9fnTt39nJFgL1YowsAAAC0cLNmzbKu33vvPS9WAngGQRcAAABoBeLj4yVJDofDy5UA9vP3dgEAAAAA7JeQkKCIiAitWLHC26UAtmONLgAAAFqEsWPHatu2bd4uA0AzwNRlAAAA+DzDMBQeHu7tMgA0EwRdAAAA+LSDBw9q6tSpWr16tbdLAdBMMHUZAAAAANCiMKILAAAAAGhRCLoAAAAAgBaFoAsAAAAAaFEIugAAAACAFoWgCwAAAABoUQi6AAAAAIAWhaALAAAAAGhRCLoAAAAAgBaFoAsAAAAAaFEIugAAAACAFoWgCwAAAABoUQi6AAAAAIAWhaALAAAAAGhRCLoAAAAAgBaFoAsAAAAAaFEIugAAAACAFoWgCwAAAABoUQi6AAAAAIAWhaALAAAAAGhRCLoAAABwi5SUFAUFBSkmJkYhISHau3evt0sC0EoRdAEAAOCSlJQUGYahsWPHqlevXjp8+LDy8vIUFxcnf39/ff31194usVZjx471dgkAbEDQBQAAQJN8++23MgxDM2bMUE5OjsrKypSWlmaFXEmqqKjQsGHD5Ofn5+Vq72QYhsLDw71dBgAbEHQBAADQaC+88IIGDhyonJwc5eTkKDQ01PosODhYe/bsUV5enmJjYyVJlZWVmjt3rrfKvcPBgwc1depUrV692tulALCB4XQ6nd4uAgAAAL7B4XCoQ4cO2rp1a4On/UZGRurChQuSpIyMDPXs2dPOEgGAoAsAAICGMwxDTfn6aBiGdc3XTwB2Y+oyAAAAGiQiIkIpKSlNenbVqlXWdXOawgygZWJEFwAAAPVau3atli9frmPHjjW5japTmNPT0xUZGemu8gCgGoIuAAAA6lRZWan7779f586dc7ktcwqzn5+fysvLXW4PAGrC1GUAAADUqri4WL1793ZLyJW+n8JcUVGhgoICt7QJALcj6AIAAKBWQUFB+uUvf+m29mbNmmVdL1u2zG3tAkBVBF0AAADUaMmSJZKk6dOnu7XdZ555RpK0ceNGt7YLACaCLgAAAGq0dOlSRUdHu73dhIQESVLHjh3d3jYASJK/twsAAABA81NRUaHs7GytWLHC7W2HhYW5vU0AqIoRXQAAANwhMTFRkjR58mS3t11RUeH2NgGgKoIuAAAA7vBv//ZvevDBB23tw+Fw2No+gNaLoAsAAIBqysvLlZ2drRkzZtjSfps2t76Ctm/f3pb2AYCgCwAAgGo+++wzSdL48eNtab+ystKWdgHARNAFAABANVu2bJEk9enTx9Z+mLoMwC4EXQAAAFSzfft2xcTE2NY+U5cB2I2gCwAAAMv169clSYsWLbKtD6YuA7AbQRcAAACW3/zmN5LsOVbodkxdBmAXgi4AAAAsS5cu1X333WdrH+bU5Q4dOtjaD4DWi6ALAAAASVJJSYmysrLUqVMnW/sxpy4zogvALgRdAAAASJJOnDghSaqoqLC1H3NEFwDswr8yAAAAkCT5+/tLkgICAjzSHyO6AOxC0AUAAICk79fMvvrqq7b2Y05dHj9+vK39AGi9CLoAAACQJKWmpkqSpkyZYms/hmFoxowZWrp0qa39AGi9DKfT6fR2EQAAAPC+sLAw9e7dW3/84x+9XQoAuISgCwAAAFVWVsrPz0/FxcUc+wPA5zF1GQAAAJo+fbp69OhByAXQIjCiCwAA0EKUlZUpJCREAQEBqqio0L333qucnByVlZUpNze31ufKy8vVtm1bDRgwQMePH/dgxQBgD0Z0AQAAWoiAgABdv35dAQEBioiIUHp6uq5cuaK8vDwZhqFHHnlEwcHBdzx37NgxSdL999/v6ZIBwBYEXQAAgBbgT3/6kyTpoYceUmZmpk6cOKHCwkItXLhQISEh6t+/vw4dOqT8/HwZhqFu3bpZzxqGIUn63e9+55XaAcDdCLoAAAAtQNu2bSVJN2/erPZ+YmKirl69qrS0NCUkJKhTp06SpJycHBmGocjISMXExGjChAkerxkA7ELQBQAAaCWWLVumgoICLVy4UMHBwerevbuuXLmip556Sps3b/Z2eQDgNgRdAACABigrK1OnTp0UERGhsLAw7d2719slNVliYqLy8vJ0+fJllZaW6ssvv/R2SQDgVv7eLgAAAMAXBAQEqE2bNrp+/bokKS4uTpLU3A6waN++vbdLAACvY0QXAACgHuZGTwMHDpTT6VRsbKz1mZ+fn7fKqqayslKSVFJS4uVKAMD7CLoAAAD1MDd6uvvuuyVJ+/bt0+zZsyXdCpjmrsXe1KbNra91jOgCAEEXAACgXmZ43LFjh/VecnKy5s2bZ7329siuOaLr78/KNAAg6AIAANTjV7/6lXr06KHAwMBq7yclJd0xsnvt2jW3919RUaGgoCCNGDGi3ntPnDjh9v4BwNcQdAEAAOpQXl6u9evXKyQkpMbPk5OT9Q//8A/W665du+r11193W/9//etf5e/vr+LiYv3P//yPunfvXuOOzxUVFZIkh8OhlJQUt/UPAL7IcDa3rQIBAACakUOHDumRRx7RQw89pKNHj9Z634EDBzR06NBq77nja5ZhGOrVq5fKysqUmZlZ7bOYmBhlZWVZ75trhdu1ayeHw+Fy3wDgqxjRBQAAqIO55tXc7Kk2TzzxhJxOp8aMGWO9N3fuXJf63rlzp7p3767z58/r0qVLys3NVVxcnMLDw9W3b1998803unz5snbu3ClJ2rBhgySptLRUBQUFLvUNAL6MEV0AAIA6nDx5Ug8++KA+/PBDvfbaaw16JjIyUhcuXJAkZWRkqGfPno3uNzs7WzExMbp06VKt91Td7fnAgQN6/PHHrfcWL16st956q9H9AkBLwIguAABAHcwzdMePH9/gZzIyMqzryMjIRm9QVVFRofj4+DpDriR9/vnn1vUTTzyhbt26adq0aZKk999/v1F9AkBLQtAFAACow3/+539Kkvr06dOo51avXm1dN2aDqhs3big6OlpHjhyp997JkycrLy9PsbGxkqScnBxt3LhREtOXAbRuTF0GAACog2EYeuCBB3T69OlGP9uUDaoMw1BBQYE6derUqL7mz5+vlStXVnvvX/7lX/TOO+80qh0AaAkY0QUAAKjF1atXJemO83MbqqYNqvz8/Gq9Pz4+Xk8++WSjQ65060zfefPmVXtv06ZNjW4HAFoCgi4AAEAtzLW2rk6A2759u2bPni1JqqysrLaJlKmoqEinT5/WH/7whyb3c3vYPXPmTJPbAgBfRtAFAACohTn6WtOZtKWlperQoYMMw7BGfuuSnJxcLYRWHdm9cuWKRo8erfT0dJdrTkpK0ksvvSRJGjVqlMvtAYAv8vd2AQAAAM2VeXZu+/bt7/is6nthYWENGvVNSkpSeXm5Vq1aZY3sVlZWauzYsTp48KDb6p44caLS0tKUmprqtjYBwJcwogsAAFCLysrKWj9zOp2KjIy0Xv/jP/5jg9q8fWS3TZs2bg25kjRmzBi3twkAvoSgCwAAUI/aNpBKT0+3RnY/+OAD7d27t0HtJSUl6eWXX7ZeG4ah/fv3u14oAEASQRcAAKBeZ8+erfWzkpIS6zouLk6lpaX1tldSUqK8vDy9/fbb1nuxsbE1blIFAGg8gi4AAEAtKioqJEnXr19XQUFBrfcdO3bMuq5pPW9VN2/e1KuvvqotW7bozTffVF5enmJjY63P6zp+CADQMARdAACAWgwZMsS6TkpKqvW+6OhoLVmyxHpdW1jNz8/Xo48+qo8//th6Lzg4WPv27av3+CEAQMMZTlcPhgMAAGjBxowZox07dkiq/zzdOXPmaNWqVdbr2+83DKPONubPn6+VK1fW+jwAoGEY0QUAAKjD/Pnzrev6phUnJyfrlVdesV6npaVZ1+3atdO1a9fqfD4pKanajsyM7AJA0zCiCwAAUI+qI7UBAQH1bjhlBtSxY8dq69atevnllzVkyBDNmTOnQf0xsgsArmFEFwAAoB5VR2pv3rxZ58ZU0vejwNu2bdORI0e0Y8eOBodc6c6R3b59+zahagBovRjRBQAAaCBzpPbtt9/Wm2++Wet9DodDHTp0sF4XFxdXe91QCxcu1EcffaT27dtr+PDhuueee7RmzZrGFw4ArQxBFwAAoIHMjakMw1BlZWWd90ZHR+v48eOSmj71OD09Xf369ZPD4ZAkjR492toYCwBQO6YuAwAANJA5ndjpdCo1NbXOe9955x3reu7cuU3qr1evXkpPT5ckPf3004RcAGggRnQBAAAaoepOyHV9jXr55Zf16aefWq/Pnz+vXr162VobAOAWRnQBAAAaYePGjdZ1XSO1n376abUgHBUVZWtdAIDvMaILAADQSJGRkbpw4YIkKSMjQz179qz2efv27ZWTk6OOHTtq9erVmjVrliSOCQIATyHoAgAANEFtU5hnzpypwYMHVztOyLx3165dGjlypOeKBIBWiqnLAAAATbBq1Srr2pzCfPjwYa1bt+6OM3O7d+8uSfriiy88VyAAtGKM6AIAADRR1SnM586dU+/evfXzn/9cS5curXbf/PnztXLlSvn5+am8vNwbpQJAq8KILgAAQBNlZGRY171795YkjRgx4o77nnvuOUlSRUVFvccSAQBcx4guAACAC1atWlVtqvKNGzcUFBR0x33mOl3DMFRZWemx+gCgNWJEFwAAwAWzZ8+u9rqmkCtJGzZskHRr46rt27fbXhcAtGYEXQAAABf99re/ta5rO1t32rRp1vWCBQtsrwkAWjOCLgAAgIuef/556zo5OdnaoOp2n3/+uSSpY8eOHqkLAForgi4AAICL3n33XQUEBFivIyMja7yvf//+kqTS0lKP1AUArRVBFwAAwEXvvPOO3n333WpTmP38/O64r6KiQpJUVlbmsdoAoDUi6AIAALhg7969kqTXXntNU6ZMsTanqqyslGEYWrVqlXVv165dJUlRUVGeLxQAWhGOFwIAAHBBbGys9u/fr1GjRlln5C5cuFAfffRRtfu6dOmigoICRUVF6dixY94oFQBaDYIuAABAE1VWVsrPz08xMTH605/+dMfn69evV1JSki5evCiHw6FBgwbpv//7v71QKQC0LgRdAAAAAECLwhpdAAAAAECLQtAFAAAAALQoBF0AAAAAQItC0AUAAAAAtCgEXQAAAABAi0LQBQAAAAC0KARdAAAAAECLQtAFAAAAALQoBF0AAAAAQItC0AUAAAAAtCgEXQAAAABAi/J/fEkKsniytPIAAAAASUVORK5CYII="></figure><p style="margin-left:0px;">ATQ</p><p style="margin-left:0px;">x - (x/3 + x/4) = 5000</p><p style="margin-left:0px;">>x=12000</p><p style="margin-left:0px;">So the profit of A is 1200 × ⅓ = 4000 tk</p><p style="margin-left:0px;">So, Ans: 4000 tk</p>
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