"
+ ],
+ "text/plain": [
+ " Size: 3MB\n",
+ "array([[nan, nan, nan, ..., nan, nan, nan],\n",
+ " [nan, nan, nan, ..., nan, nan, nan],\n",
+ " [nan, nan, nan, ..., nan, nan, nan],\n",
+ " ...,\n",
+ " [nan, nan, nan, ..., nan, nan, nan],\n",
+ " [nan, nan, nan, ..., nan, nan, nan],\n",
+ " [nan, nan, nan, ..., nan, nan, nan]],\n",
+ " shape=(621, 1173), dtype=float32)\n",
+ "Coordinates:\n",
+ " * y (y) float64 5kB 3.255e+06 3.25e+06 3.245e+06 ... 1.6e+05 1.55e+05\n",
+ " * x (x) float64 9kB -2.915e+06 -2.91e+06 ... 2.94e+06 2.945e+06\n",
+ "Attributes:\n",
+ " res: (4999.726342710997, 5000.103059581321)\n",
+ " crs: 5070"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "conus = from_template(\"conus\")\n",
+ "\n",
+ "print(\"dims: \", conus.dims)\n",
+ "print(\"shape:\", conus.shape)\n",
+ "print(\"crs: \", conus.attrs[\"crs\"])\n",
+ "print(\"res: \", tuple(round(r, 1) for r in conus.attrs[\"res\"]), \"(metres)\")\n",
+ "print(\"all NaN:\", bool(np.isnan(conus).all().item()))\n",
+ "conus"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "284b0487",
+ "metadata": {},
+ "source": [
+ "The grid follows the xarray-spatial array contract: two dimensions named\n",
+ "`y` and `x`, pixel-center coordinates with `y` running north to south, and\n",
+ "`res` plus `crs` in the attributes. Any tool in the library can read it.\n",
+ "\n",
+ "The grid is empty, so a plain plot would be blank. To see the georeferencing,\n",
+ "paint a smooth synthetic field from the coordinates and show that instead."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "b5e6f8c1",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-06-25T03:33:56.546429Z",
+ "iopub.status.busy": "2026-06-25T03:33:56.546335Z",
+ "iopub.status.idle": "2026-06-25T03:33:56.771633Z",
+ "shell.execute_reply": "2026-06-25T03:33:56.771038Z"
+ }
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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OO+8M11xzjSplB6OXvOQl8KY3van8PWvWLFi0aBHcdNNN8OCDD2axHwDgfe97n/N7u+22Q/vXp7///e9wxRVXwD777AP//Oc/y7Y/9thjsHDhQrjzzjvhL3/5CwD0j8FWW20Fr3rVq0r5lVdeGf6//+//U9m43Xbbwc9+9jMA6F9LN998Mxx44IGw0korleU/+9nPYIUVVoBNNtlEhYnRRhttBNttt51j4wYbbKDqj6WXXrr8/o9//AOeeOIJ2G677cTjMHv2bAAAuOyyy+Dpp58med74xjfC//t//6+8JpcsWQLf/va3Yc899wwWdtl3331hxRVXLH8XbdK0Q4sRc/xj6KKLLoKVVloJXbkz1zLaF1xwAWy33Xaw4oorOuPTLrvsAkuWLHFmK21asmQJXHbZZbDnnnvCS1/60rJ8ww03LNMcO+qoo44GRV2A1FHraNasWQAAaKoXRkXww/FLQdQ666wDb3vb2+CMM86Av/3tbzHmOuQ7GfPmzYPTTjsN/va3v8Ef//hHOOWUU2DllVeG//qv/4IzzzwzScedd94JxhhYb731YOWVV3Y+f/jDH+Dhhx92+FdfffXArtmzZ8Maa6wRlAH0HVCf1ltvPef3/PnzYWxsjF1aeHx8HE466SRYb731YMaMGbDSSivByiuvDLfcckv5/ofUTgCAt7/97UE7v/a1r8Gzzz6rwsFo3XXXDfpk/fXXBwAo21TX/pkzZ5YpkQWtuOKKaP/6dNddd4ExBj796U8HbT/yyCMBAMrjfP/99wfHB6AfCGtou+22g7/97W9w1113wXXXXQe9Xg+23nprJ3D62c9+Bttuu22t1cpsp7cgbX9ccsklsNVWW8HMmTNhzpw5ZXqidBzWXnttOPzww+FrX/sarLTSSrBw4UI49dRTA7lFixbBAw88ULb3Jz/5CTz00EPwtre9TWxHEeho2qHFiDn+MXT33XfDBhtsAC96UXPrM915551w6aWXBnbvsssuAEDb/cgjj8C//vWvWudyRx111FEu6lax66h1NGvWLHjJS17C5sTbVOTb33LLLeQy0cVL6BtttBGJ88lPfhLOO+88OP7442HPPfcM6otFFfz9lwp6+umnyYUXer0erL/++rD++uvD7rvvDuuttx5885vfhHe/+92kPRSNj49Dr9eDH/3oRzBt2rSg3l86HOPhyjUzW5qnzcceeyx8+tOfhne+851wzDHHwJw5c2BsbAwOO+ww1cxPwXPCCSeQx5VbJr0u1bWf6l8NFfhHHHEE+fR83XXXTca36TWveQ0AAFxzzTVwzz33wBZbbAHLLrssbLfddnDKKafAU089BTfddBN87nOfq6Un9Xz72c9+Bm94wxtg++23h//93/+FefPmwfTp0+Hss8+G888/X9R74oknwgEHHADf+9734Mc//jEccsghcNxxx8ENN9wAq6++OgAALFy4EFZddVX4xje+Adtvvz184xvfgLlz55ZOfY52xGAM8vjnpvHxcXjta18LH/nIR9D64kFERx111FGbqQuQOmol7bHHHnDGGWfA9ddfD1tvvTXLu+uuu8K0adPgvPPOIxdqOPfcc+FFL3oRvP71rydx5s+fD29961vhK1/5ipN6VtCaa64JAP19P/zZl6effhr+9Kc/wete9zqpabDOOuvAiiuuKM5UUUHI/PnzwRgDa6+99sCcjTvvvBPWXnvt8vddd90F4+Pj7H43F154Iey4447BTNnjjz8OK620UvmbaydAP2DGHNU6VDyht3XfcccdAABlm7T21yGq7eussw4AAEyfPl1s+5prrlnOttn0xz/+UWXDS1/6UnjpS18KP/vZz+Cee+4p07223357OPzww+GCCy6AJUuWkC/lF5QrRcuniy66CGbOnAmXXXaZs6T02WefrcbYdNNNYdNNN4VPfepTcN1118G2224Lp59+Onz2s58FgH7Asv/++8M555wDxx9/PHz3u9+F97znPclBbt2+iDn+Mbrmz58Pv/jFL+D5559P2rdLq+Opp56KvmZXXnllWHrppWudyx111FFHuahLseuolfSRj3wEll12WXj3u98NDz30UFB/9913l6t0rbHGGvCOd7wDfvKTnwT7HAEAnH766XDFFVfAu971rvKJMUWf+tSn4Pnnn4cvfOELQd3OO+8MSy21FJx22mnBDMIZZ5wBL7zwAuy6665l2S9+8QtYvHhxgPPLX/4SHnvsMTFtpHj3wV+Vbq+99oJp06bB0UcfHTy1NsbAY489xuKmULFscUFf/vKXAQCc9vo0bdq0wL4LLrggeHeCaueWW24J8+fPhy9+8Yvw1FNPBfiPPPKI2n6f/vrXvzorYz355JNw7rnnwmabbQZz586Nsr8OLbPMMgAQtn2VVVaBHXbYAb7yla+ggbTd9t122w1uuOEGZ1W/Rx55BL75zW+q7dhuu+3giiuugF/+8pdlgLTZZpvB8ssvD5///OfLpbU5oo5jXZo2bRr0er1yeXSAfhrkd7/7XVH2ySefhBdeeMEp23TTTWFsbAyeffZZp/xtb3sb/OMf/4D3vve98NRTTwWr18VQ3b6IOf4xut785jfDo48+Cv/zP/8T1KW+E+nTPvvsA9dffz1cdtllQd3jjz8eHI+Cpk2bBgsXLoTvfve78MADD5Tlf/jDH1CsjjrqqKMmqZtB6qiVNH/+fDj//PNh3333hQ033BAWLVoEm2yyCTz33HNw3XXXwQUXXODsvXHSSSfB7bffDh/4wAfg0ksvLWeKLrvsMvje975XLrGs0fvWt74Vvv71rwd1q6yyCvzXf/0XfOpTn4Ltt98e3vCGN8AyyywD1113Hfy///f/4HWvex38+7//e8l/3nnnwTe/+U1405veBFtuuSUstdRS8Ic//AHOOussmDlzJnziE59gbSkc0k9+8pOw3377wfTp0+Hf//3fYf78+fDZz34WPv7xj8N9990He+65Jyy//PJw7733wne+8x048MAD4YgjjtB0s5ruvfdeeMMb3gCvf/3r4frrr4dvfOMbsP/++5P7xwD0ZwE/85nPwDve8Q7YZptt4NZbb4VvfvOb5dPxgubPnw8rrLACnH766bD88svDsssuC69+9ath7bXXhq997Wuw6667wsYbbwzveMc7YLXVVoO//OUvcOWVV8KsWbPg//7v/0qcXq8HCxYsCPbewWj99deHd73rXXDjjTfCqquuCmeddRY89NBDzqyE1v46tPTSS8NGG20E3/72t2H99deHOXPmwCabbAKbbLIJnHrqqfCa17wGNt10U3jPe94D66yzDjz00ENw/fXXw5///OdyP6aPfOQjcN5558HrX/96OPTQQ2HZZZeFM844A9Zcc01nfyOOtttuO/jmN78JvV6vTLmbNm0abLPNNnDZZZfBDjvsIG46utlmm8G0adPg+OOPhyeeeAJmzJgBO+20E6yyyiq1+mj33XeHL33pS/D6178e9t9/f3j44Yfh1FNPhXXXXVds3xVXXAEHH3ww7L333rD++uvDCy+8AOeddx5MmzYN3vzmNzu8m2++OWyyySZwwQUXwIYbbghbbLFFss3FtXvIIYfAwoULYdq0ac5CKRrSHv+Yfl+0aBGce+65cPjhh5fB8OLFi+EnP/kJfOADH4A3vvGNyW0u6MMf/jB8//vfhz322AMOOOAA2HLLLWHx4sVw6623woUXXgj33XcfOQN79NFHw6WXXgrbbbcdfOADH4AXXngBvvzlL8PGG2+sPpc76qijjrLQ4BfO66gjPd1xxx3mPe95j1lrrbXMUkstZZZffnmz7bbbmi9/+cvO8rfGGPPss8+ak046yWy55ZZm2WWXNcsss4zZYostzH//93+b5557LsC2l/m26c477yyXlcWWB/7GN75httpqK7PsssuaGTNmmJe97GXm6KOPDuy55ZZbzIc//GGzxRZbmDlz5pgXvehFZt68eWbvvfc2v/nNb1TtP+aYY8xqq61mxsbGgiWbL7roIvOa17zGLLvssmbZZZc1L3vZy8xBBx1k/vjHP5Y8CxYsMBtvvLG67QBgDjrooPJ3scz373//e/OWt7zFLL/88mbFFVc0Bx98sPnXv/4VYPrLfP/nf/6nmTdvnll66aXNtttua66//vpg6WFj+sscb7TRRuZFL3pRsGT2TTfdZPbaay/z4he/2MyYMcOsueaaZp999jE//elPS55//vOfBgDMfvvtJ3Vp2fbLLrvM/Nu//Vt5DP1jrbWfWuYbWxK56E+brrvuOrPllluapZZaKlj2+O677zaLFi0yc+fONdOnTzerrbaa2WOPPcyFF17oYNxyyy1mwYIFZubMmWa11VYzxxxzjDnzzDNVy3wbY8xtt91mAMBsuOGGTvlnP/tZAwDm05/+dCDjH29jjPnqV79q1llnnfL6KZaeps437FzA6MwzzzTrrbdeeazOPvtstC99uueee8w73/lOM3/+fDNz5kwzZ84cs+OOO5qf/OQnKP8XvvAFAwDm2GOPDeqK43zCCScEdf5xe+GFF8wHP/hBs/LKK5ter1faGYNhjP74U/2O9e/TTz9tPvnJT5q1117bTJ8+3cydO9e85S1vMXfffTfaJwVpl/k2pn89fvzjHzfrrruuWWqppcxKK61kttlmG/PFL37RGYuxNl999dXl9bDOOuuY008/XXWsO+qoo45yUs+YTPPqHXXU0aSjo446Co4++mh45JFHsr130wT98Ic/hD322ANuvvlm2HTTTVnetdZaCzbZZBO45JJLBmRdR6NCJ598MnzoQx+C++67D111r6OOOuqoo6lB3TtIHXXU0cjTlVdeCfvtt58YHHXUEUXGGDjzzDNhwYIFXXDUUUcddTTFqXsHqaOOOhp5OuGEE4ZtQkcjSosXL4bvf//7cOWVV8Ktt94K3/ve94ZtUkcdddRRR0OmLkDqqKOOOupoytIjjzwC+++/P6ywwgrwiU98At7whjcM26SOOuqoo46GTN07SB111FFHHXXUUUcdddRRRxPUvYPUUUcdddRRRx111FFHHXU0QV2KXUcdddRRRx111FFHHY04PfPMM/Dcc881gr3UUkvBzJkzG8FuI6kDpPEHtwIosvHM+ERh8bsH46Y/GWWCv70J1rGgrPwNvbJ8PODpBXhhXaGjJ/LYujj5igdEnP7fkG+clCXKDY+Hy+K/xy3+os7n92UrfqTcEDgkvmcXoh/j7/P23N9KTBYfUnkwHb04fobPxpPbxGOy3y1+iOVX6pDkcH7D1lNlgSIEi5Vnyqt6XfZx1hzlGLCezJIbqtfjOalqshzTjBUpynysoD7g1/Fq5Ry+HvqV5O8J/Bivy2d4GQYT4+PwcH5XLpqn5/MaT8bl7QFnnyerwjSBnWW597uygShH21fhjwV2EL8D7JAvxOBlx3o8Xl/Wr8faVuCFvDKOYeUDnN440ZZxRJfPOw5jSJn9d6w3DlCc72NFZ4wVnQJjc2+AUaFnnnkG1l5zFjz48PON4M+dOxfuvffeKRMkNTKDhAVHJI8XaLg8YXBE8fjBDYrD6MKCIy1RwQxmA2lbhGNEyWDBEWdngEvqI3BIfM/OgI/uW+M5ORQmZyfXp3E8WB12bBl+hA/D0wQ8EmabgiNNoCMFR8MIjKSgKDkYyhpFRWIqhjIMChOz+wcLlopqv4osLxwbW1uhwi5C5I3xfoNxcIJ6D8NYKoI6g3/H5FA+i0nD73yHsO8xXrubjOk5QU0Mpt8+EPBw/qKuL5fK4+undPaPNHXdu7YXbZcxCz7+PPP5Jdt9/nHTgzGs3usfDUky+HEs7JOPA922/t+iLSjPxDHibKj6grNzDHq9cZ6n1DVWBj4FjZsxGLPkMZ7JQs899xw8+PDz8MBvNodZy0/Liv3kP5fAS7e4CZ577rkuQCIJmT0aBFEzQhxPYzYogjoSA+GjHTmvzYJdGqobHKXyY3VB8FP2q4xpvDpWr8Y2TpdCv8iP2MkFW9x3jNocHA0yMBp6UNREIFSXKJuEYcMWiw2W7C7FgpSgPDFQCoMeF0cKrHwnVxPA+HK5giSMtPb0yyqHt2gzF6hgZVJwpuFP4onQX/EWTjER8LABWGzQkxYkaYgMbsAP7GTMKmDgL29dsKFvQwxx7QmDt2ZsCI3q9WeRxk1/FsmMV7NII0izlh2DWctmtn98AMehZaQPkFCvr38J+ul1NoWpd3RQ0U/D8wMhbPap58nJwVKYEtcj5an0tRiecRPaQNlml1N4fmDl8xW//dkjbraJctCp9uKOP13u2kHZX7QPL9dh0vZI+jEe1L6G0upkvhhMnDc2MOIClpRgqs9bPyjKERBxwZA4/EfeH9q4QGjP9/JFAZ61cvpDjkKXX+UHN3a5f4x70HOVI7KFc0zh9LyUXZu/h8D7AQatQ5axmST+WGw7qKh4K4cSCz58TL9PnP6YGKOoWRc/qKkwETmEh7PTbwsA1XY8SApmiwRM2x6+vIp+3WCMKvfsAXwWKZzdwgOdvp7qSKIyQRsrhHEwZRZZUYdh2CTxjJues9qXE+BYwZZdb5M/i4TbUM0iVW1xZ4Zwm/tyxSwShlnWFUGSywQdTV3KFmJS7x65PG7Q46dTDZs0s1KYzdqZK9QH9BxwnU04vja1LnRecVxtsEbqEXA1pMXk7KTqMR5XJyOHBCgYpibQo/liMHHekQyOTKgAw6D6AS83qBNvAFUXweDi2582UrSdQvu5arLPI45dEBRj54b0mzn/qLFQ5FNcP45MhmtZyyvOTIcw/HhGPNRyeFDMhPHYuLzUPYsj8j4mYFKZGtxDRpxfkJv4iz3YxfhtLKpce0xwWey+2JN5GsrUSaXK5ggfFHkAPymoGExzf6YYxZ0dfnpdDfIvQPY9JeYi1bw7FHOxpwzIoU1hWTg4y4OLNrWOsjUu9S4OI7Ycq6tuMPwNmMd0eSQnQuLROAEaHT6WJtiS9NKYOG+d4MjH52S0wRHGiwZHnrx2IYfwOONBgLE+KIkMLnbMYg6D/qjs0rZFAKaqyeNA3HOxcwgNlBis8JylzyEpSCKvA+V1hDElX9MK+/tl1XjIBz90Gac3BpMfG+X7Lf0grrCTD3g0mOnlpIpoDLJekMd0cL5DHfctPG55HiqrsoDYDCVaVzSVr49MzveUOtJT/DtI3rtHeGDj1hkndU5xkqsuljw8+IVJ4Dkr4Lk8VVtwWdwG/neMjJRaR/5G9JAOaFhMOzlWPa6/4CPKkb4w4OoisUHPg+PhukV+VK9dRs+CobgIHvs9+KLgZXi0MiGf3hkNgBF5SV9Vht/5SX+Adcp0XkQNXyNKj4bQRRNi5AsZwaaen5eGgPjVFHavF443WDpbH7MqjE2949LupPS5Ahd778nFr2QoHpvJMPhkGiCl2zO4b4M+3U5On+tN6MLS2TDddKqbyGMxVf1TdZ6vOyXVruxO5DyzuhnAeOVlhXYhCD51jku1s1MVbdLqwGWKxREgSLWzjw72LpKvxyZdmpz8flEKD5c+12+Xm0qHYQZpdn4HjRpRjlldzClGteYXqaW9bWpiCtMPbtiAoqGV6yh9uA00DykjzB6hsiImZRduH/V0TywXcQt78XK0Df5vlcPM24vzyrpFfrSMPp5SAEEFZXYg5TtQHK6tggu8UHyWj5/tCdrmAVPy0rGW0uf0FTSWL8pAoHjUJyfV1aVtG4tHCFOY1MyS/zso888VRAEb+Fvy0kMBezzjrhdbRrQBubacaylhTHDqyzr6ASBWlmP8C3no8Ve8tml4hFd3v6L6RrxfCfdHH5eSq+zVU4gd4Ut4vzGeFIqaBVIsbMX5c3WJ802Lv9jD/o6mNunPiAzTjbmW9h4kxV3gQPKI+BGjJTV7VAeT1hVZngGLCuRwWa/tQr3Nwwc54U3S58ecIjSAiXRSMDxKxgUgsBKCI4yf5+MDGzQ4cn7qAiMsOPJhUWec8fylIEIbELX9PaRY+6R2sziEMIWpSb+jAqVAgSejkZfO1zrXjRQkUYTJUbh8WXU/CMYwRBYbw3wsTCeGSclpxmmfl34wR8gx/Uuf0/FYWqLuB+Neu+L8hxQZ2V/R+D2DJI1fGNqcIeAZ0TS74trN/ZlqFJdixyztbZ+4sSvXSTy6dLVcPJCJB396gw3y4ZO2UJY6Oeum1kl8pY1ke6Wbpo9b4BHlhJ2VLvs39QQvbAPNw9gMHI+LR2PKWBIeiR18YfAFXC1/yGdUfAGoJ6uSBwBqpkhXiMsLIirZkFfNOnByU4Z4Q8uV6Kh6BqdM+fOrkOIegqFNv5NS7wJ+Qj4m7Q7jq5NyVwxVGC+W9mbzDiLdDsNCbbMwbTyAYiw0Tv+4Ot1lyss+ApsX38uo0qtLtSuoukcQq9L13DyHUD+/Wh7JV/wGN9UOHF1lLzi8fPqZry9Gtv6Kdi7P4NLtuPS5Sn4MinBnDMbLsmBPJNObHGl2HdWm+BA7CGzqR+lh8JB3aW+MR5Wep8Dxn8ZoSBNg0bJhgJWqTwyiEKfd5fPKRdyCD28D16aQl7cRtZfRwwVmIY9snxZLtgfXG4NpNDwK/pDPqPjwmQRX1rclxKMXW5ALcXmbnTp/NLMthb32J4UwHOmTSw/Nmz67Js4u8UX4MRfOFXRGibnWUs7nXNcT1TV+PTUGxGLGzmRrsFh5RkeIh9sYd08oMKmHb03d16j7Wb57dciHPPxL0Kd6ZzpikSvWr1LgqBbdUryzHktBml0GzGFS/73//J+pRvGLNERSMDU6oKW9B71yHW4Drse1QSerklHMcNnYdYi2oT4WPcsl64q5WVA3UI7HqWMxI50RJV+gV+jvOs4cb4POmaw7a1Rnxih60QZBrqoXADLJ5MJF1m4QcTAZbmNYALdf3afuhJwJmZGiUt6WNSZ8ed5fzCHYdLank7U3maX6zoJz5anvXps4QArbt9fuK47PLaNftMdsLHUpsNj+KnkY/cRxsdtrz4Jw7ZSIkknBCjAAP9aa2RfKBn8mKEpGkE2l8JgqZoEmZviapmomsVqsYSAbzraE+llHeQMaM6LphnVIHyAhUyT2S27VEwRmwYYGlvYOgxzNbA/nCOOzR31dFB5ejtsAAU+oU5Yp2kFd8uRTLrK9xG8Cz9aDBwrEU7zI1DoqeHLKhDYVPFhQQOnFeIrvMg/dBtQGhU6fj3oqLgVcmsCIeyJNBUaBo+5gNxAUZQiIpFkhieoEPU3eqjEnVy1rOfccD9V3VEpe5fCbkB9hNu7PQNZPv4tKvcN4TSjnbzDr2u3AufLU90KYqHfs87Ax3DD9LC7dDguKbRu59DkMi1rZzg/2ApnKvAm+3oQ97ljDp7DFpdp5hwKACLr84IJsA9EmTVBU/PLT7EgdFnbYT+kr2tnl9lFuekU7m/r2YOmGvt4wNc5Ps8OCMWdzWCvhrh9EIel2Gba06Wh0KXIfJDqwiaVcS3u3jaggB+WJuPZ8mRwLM9BBz8Rfgo8K2Oigq8DDy317cFslG2mMwHdX6MX0SY69jYUdhjrBkQvEY0o6g+8K/j6fUfHlDI4MIH2JyMSsYidtYMpdQxoeXz/2aZLq6K3bB1mOBfIzvIYjzyv3pCR53euC1hF7/cRcm3jwH37HbBB1lnX5xzwSJxQJ7xGMDRTR958Ck79vUfcBkl+wMcY/oWSaWrBB45e0jdIefufzTUc5zW7cjDXymWrUSIvDWaB87ykNYmlvDQ41e1SX/AEsLuDBbZEGeJ9v0ETdUMWATIHJtVl3I9fzaJwOzDaNfZJtNqbkLEU7d+Auicw6dhEOpvsbf8coKAicE50zzr1LwwUEdjDAOmvIpzb5ymMGAwoS+WjVczxhOd7flE40SBKuPR+fPTfBOx/9c5U4N/3lxHMESZprVMLlbNCMdf0y+h4T9nUij2IcpvGoB22y3kEQdb8M25zjYaYnq7BDhyv7MTH+EJ+lE+NX5Xso3oQ/2tHUoOh3kLC9j7joPXVp77ozS3E8kIkHf0rTbw8uz9uH20CtXMfJSpj0E724p2qxs0cyHm9fUWa3k7opo86KoJfDw3BisTA+MjBi8ChMDS4XGIGCL3RkcYcyxAg9hKAkkFfIEHyYPdo6Sk8SUB3Khd0Lz1eUTVDNpeRVdcYrD9NyewSfwxj+DPDt1Dtpxbq+sIVtyRVtwt5rwvCllDvuvSQUD2mzzeu0icCk0vIKnr49+Cat+CpziO6Sh8ExFF5phWM/OLJEKh2jN2VVOxkvLdWuIDttTXq/iNs8VnrPCNNXpskFbRjNFe36fci/X1S11X0XySY7Jc9Ps8M2nx0lamJRhakYWEbsg4Q54ZEZel4gxQUbOSlq9sl7ysHx1ElPdR1FOeChceQAzsambMB4xeCKKvcdfqBwZBsxOzAs7W/UXhLdboNCN2B9wmNRfRHoZNphV/eDRfw7BqUJjihMH0yaaeKCI7vv8AKFzARPzCxRUU71v/0hyQaJDGB80TqfWoopNuD7gO0/slw3syTNKkky3Dnozwz5s0nU+Z46m0Relwiv2yAcF8P3+dCxx9Ib9h2tnju/Kp4eyZsyTld1unsafV8RHvJ5x4Jqh3S/EMdwDMuzRUOcHdHjgEWDXNGuLvF60/bQRP3ZBmzvaHQoW0io2fsolqKmbZnAZpAUDrKYzUDWkbgTMv7sUZxNFDZ9Y+PKY0nS7/PVuqkKuvnjQuNjOJT9KLaSzy2kbfQxMaobHJG2KWTw36FzzBWo0u8Q3EI3Zg8XF1DBQCCsiEyyBjUC1dKlFOD6hhLlAiUM3+fRvKPE4XLnY913k2KCJIowXkdGOU5IQRIlGz2GseMjj8N1hXa814zllH0pJN0XJf0p92r/XSTePj9oUfBE2NQE5VryO1pvieUt6z3JqFvmOw9FpdhhK9TxszH00t7hRT0WlLm6FU8uMi3tHeKEPHVXrgt4EBnpyZmYJhdhk/QULeAHotznbyi1znVM3NWmaCwXU8Nb8GCOkAYHs12jz/8hOWK4fThmrcAocHgUMgCQEhSx/AgPppcqozBFoTiWrHIxRC1hHCVHCSApcmUVIUqmaHmFmvQ7TeqddsW7IO3OxzWyDM1j24O13eW1+w5d4U6JWSfdrtAgr0QXh0Ol2hUK7E1s3RX3Ri/VrmiANiWNwvZli6NKrWiXIwUO2xs1tA9bHc5vU9qS36E9/Ip2VWoco1ex5LddNlnS7DqqT9EhoUGCJJY/YmlvvQ3xgVDM0t7xPHiQg9tD81BUyHBtkG1SqyNto54+kSkJQJQTfUA/IdTb6reXlVXwhm2VcUR+rT5OltArYQ47OLLtxnCDF+8Rfs0GolQZaYMtQJw0drV0Pfm8WrlclKpfxcswUH2rPT6a9LuAJzgvQ35fL/qdmZqqc91Q/eF/p65p1B4GM3ocEuzT6uNOLYmXux/S9w8cg+QnU72pewh/H9SQ396Y2a6YWSTfNs7PiPNXaBs0PFGLYiXOFGH+Y7BKsjKzKNa/bSsVs8K5P1ONap0FftCTc7W61Iultt6WrlwnpdbxA5lOJrxpSfKZyvFi5sbl1msCqkCG0Onwsng0DuZc8FgYSFWndXykQImUUwY6rnkmsA+T8YMdD8R1+hDH2MdKDYwMBOp4Aa+K7QsTflLIJPxL0hNhrzpYCtqC93fdQMnnCRQS/MlBUqRM1HUnXGv2dV/WK8cPLOhi+cs65iEhI0/haMY7ajwP7SaCC8qWzPctKmjkghEKV5SZ+Kt5sJuLNP6Nxk9qgprwC/00u8kUAHQpdnlInWIn5WpqllLE9j7i3lnyZ39SL1h8Y1kg+eN48KcxfV08nm7GKmAh66QgwLYpwCSwKUy6bQUehSPhEbiEXt9+p0zQWdRhjgpll8Z2DAe3B7FfcKA4PBKT1Ik7ds45wjiPtLPHOLaII8xUB/WBfchvCotl5qvYOlenkjET1dHXs56qcu3TrFTHVdo1FDu24lyfz1hlvQBLm3qH8RY/qfQ5AICePc74fIgMtrmstMKd/R3jDVbAK67lXojp6LRloZKLWZEOs822Cz1mCI5vj2VOsEksnvLW7lQ7cNpQ9oiTykVhunK9ib4Mx1pqRbsQN0yts3u76RXt7B4R0+S8DWgxHn/jWVzvGACMe+l5YYqcn2aHbg5rUX9D2Y6mKkW9g1Q3vc7FiovWNU8QhjX7VIcqJ5sOlrSzRzguL6N1/Hj9uC66nArg3HpJr0YnH+TG/UZtQ3noMrQuLEKDD0PUozICr6SLNMy3KSbgYXjxPgidBMoODocUpovFukpfWoASc93FEvb+EWqDZ3svcPUm+BAnWFPneNilTlufyxo6i36Z6QdBHlaPqLe9V9+RtXnRIAQjG08r4/M69uL9Sb1DRMp4bbP5JB1UGe6MhseI+23jUAELJ0u1jwwwAH8fR9JJ6cb6lSIueHDqEUxSZoLXX/Ybk42xdVgUBnBpS35rdKCYyDtPOIa75Pco0rjpobOPdTGnGtUOjgf1TlEsRc0+ebNQHA+2tLcf5OhmhqwbfY32ama7JJuocjJgkXQpHK2U8rAPC306PJs3JmDBnHCNTi5IRW1EbBIDIcF+u51Vf7nLcaNYTrCFL9/NBUdBH0UER1Qqnf9bFRwhjEUR1bdUXV+HPsXNxvI/TVKqXk3bkvqOENCwYecYF4RzK9755yS1JDh1rQR4yHfNtYJe+inXvHJcocZJjF8ztnE4nC4JjxrfKbnkcvL+ROn177F6fdL9WLqXxlLoSyl4EJw2L/ld11/ksps66sim6I1i7ZQ4zdLe1QUS8mAnahiQ6AKbuJklpF1DXLmuKg/lqU1h2YHPwtPYZBjctqbW0fW27VqdloxkF1i8STghj+x00XUYH8trcaE3fIKX1Mk4q1xQFNqLONCSsxxIIEx4EVvex+ZcPF42p0xd4mZ8JBmqD3pAj0FUOl6vhxf6ED5bbOpdD6nzp60wXmk2yU6hswEKVWFKm3H6KUzJg4IxaKe/gpzdL3XT7YzHQ83qGAuUT2mjcSoeJC3MP8ZeG9uaalceNmMfHDfkolLSJEz7uPozQ/YskjUHifLWT5Mb7Ip2/VUS+VkjP80Ox6xmfPw0O94Ga9W6Mk1vdGePAAAMNLBR7BRMNlS3OHpWSDEbI1HM0t45KXTG5SAnNVjKY1+MLB5gUDpi7KHKpSeGlG0ptoS66WA0kAlkNfhpOBi0zc8dHyr44epVs0C2nBdIobYpgyNpZTpp4QX/d6CLYMLk2PIasycUn1amKUqxReLj+imqz7FjJrCg54JwblEr3lF81PnelyGw0GtXMVOLlEljSp1xRcuDUQyOb0/KvYrE9Mb2oJyQl+5TKbaU5YJtGsw6fYTjxj+sTX3AXJd02Tu6Ps3pL07FhQk6qijb0a9OSuX7SciCDflsoC8oTfAzSOJnrOTBi8aV8bWyWkxqWe9KHrdfuun48v6NMCagknhx58U/DjSuhsctZPhFuyo+TK/GEcaUqRZvYGz1gyOKT5tK58sbnwExLCUwwkgTVNQJhEzGT5Repc3aYImSw8olZqw98nUbBuF+PVbJ9Rt17mtS7rR41LWL62XqlX0dM07xTnPcbw2vbxOW6aDBq8r5+4207HdoZ/17aZyse98Z5Ip2saQJoprd+LWe/znZyJhume8clLhIQy8oc/gUex+5uIqZIoRHu3KdiFlzaW/N4BDwOHU+DydP/5ZuIHSAwej1MELMgs+3h9BNyQvBj1wf2un3CWkb0sa+z2ad5yQPiDyYLvsH5ThJWD4ejmPCMkfI/hryht9pJ5QKjFhn1bcH+x3owR1yVRkTCHGkdWwi/J/sFKvbTQti+Ho8j7/yW4VPrOiGlAUKvPS7Xlgd/O5DmInf9Ip3Ttpdz+s3C1Sz0h2VcufYafEaQ6Xw8elxFZaQbueaU9Zh/JhOmqc8SO750KN12Rh9AW9DWK+NbUq1K0322mhTYINgmyPr9QndHjkNz8d1261I40N53DQ7NkVNsRJdhcevaAcGHH4NJsZjk59mh6cFhul5o55m11F9StgoVhf0FIQt7a2Tk4MWLUVNNat4wiCn4sHxHB4PD5OXVq7jiG+DJEPLcuUcpqRL5o9/ckHPfvG6ULtq8qC6GIdeo8/ns3VxwREFMIzgKAgw/d++vM+AF+FlkTMddh1Zj3xEskGb/kimKO0X+4Gow/pce7z8Qt8+8dzxzxMg6pjr2D9X0e/CdBTG61yjvLhw/8AEaAxpDKnDQ+kKj3X9sZyyQxrbFZeEQif+IFCjK2UWqZSd+IttHhv4HIw9MX5JfT+J5uGIf1Ctw/LbkOqvjip1M0h5qOZGsfLeRxo5ty41+IkLwOqSbjCReZJ0JwxSQb3Hl6K3wuJvGtzAjdlAOQB+AJGqj9OlCS5Zh0PjjFg8ASaCheJLfIqARyIVr+W5xqQ5UceWkvUZmgqMYoIilhKDlqyUYIPUPg6msUDJs4+p9s51WtY5V5WHJfXaIQMqtJ7WxfE5fcc0K2bs0jj5MV1I3XMoLGn8921K10fVJ9wbyXoas25AIdrEBUWKh75NUF2/je/H1Nc8Js/7Rt1GsXlInWIndU55sin3PtJcIBhPdSHLTxl0s0A8T1Mr19kyvnyOles4+2i7Q0zpCRl9c+Hto55ohXxSPc7v24PyEuUlP9uuNB5AdHGOAWYbq1MTGCEOG+nQUQFPcC7hfFw6XUpQJLCgDqhWlrUlRrg+e1YK9niRjOm512xQzcBwKXT+sfFT8KgVzvwCGwWpLn/3vxurzl3trq/LgL/SnTOE+PJYp0yk90gr3JXfy0Gg59Q3mW4Hni1YCpyNxfHYXcOnx4U2V7KFkbQ+F6uZVLuqeypDg3Q4q/EcVlHuyhXHOBzLcq1oh6bosbhxK9qNTxynMWDS3rw0Ow6T3fjVwin6TYOJ8bD8pR4+jW4qBgUdVRR19Ac1Xckt7a0l1dMTxdLebSEqYIjlAcAdH+nplYiJ2kNh6e2K1UlhaZ9S9sukoI+2heNh018wdvScreo09gT1dnmG54XO6l8uPCQHR3bjKP6QhZyl0Mja9pO9QgESLAr2gVC0TQIT109cf2uPl1/GMVHXOSZLrXaHLTGfQprFG6Sxo854QFYSujT2YDzs7DqBwZgUYKjLo3Fou6nylPuhZFeOe3gbKLAVfdjs8WSYKYrdsHRQfmubqD+W5E6xG3arBk+1w2NppigGQyun2aAsljQXMjULhPIwAyw3+GlWrpMGb4583JQgirYH56Nu4vTMllsv43h4Ah9GFAYnm8Lj6qLrUH4Gq18vjGAIrx9oVd+JwMf6kfKuEe4oEw2i+BFHG3O2fZICI5SkYMGILLhcgx+1DRrblcESJYaVu/LysUOxhCCJOt+otLsg5S786l4T1HVDBEkYSe8IUuOYVBY7DqXwaBx4cpwWMKjxLvp+QeLgfyX7MSzKhpjrsMLgAicX1w4SUnyO+v5NvgBOk9WjkYvVJ5V11FH0RrH+5rD2d81a9v1cRvrE5laf01yw2qW9h71yXcgj16F2lLy8jO5JIR5gYDceejdyCYuwU2oHiYPr8+1xyiSbiHqNPRgP9jSZwiExga4X0+ocHIEXADRpdXbwhMlx+CEu7yDj8vEygV6JWa7SYUdQjMMRpM4l2GFDcLqDVDevEqvBRKgUPPt4pqTeGaszim9FtSbtrpKZSLkDALuC4jEGW/nNlO2wAy3UFou3lLcxQdGPvepPgGHxGI/H7qPKnhgePq2tILu9ZZmEYXB7An6pPuDjVparGuynA3IbvWLHzW47tzqdsTrLv5wpGQ7fbY9v52BWtAPjp8aF/aLb+DVMl6tsYVbDMz0A6KfOsfhImp2zaewIr2BXzPrkxpxqVHORhtjIPXKz2cgnBDFLe+ckVTACNE/xnVu5ro7d1JM7nawfcBHYEV4ZpZ98kkficDrw38b/zTnuBGYqDxUcYTyYTcbw/c0FJH0cE9S7mLpZozrBkYOLGIodN1feBO2QZFC9HLNc5WCS2AQe94mhHHjaNrB4RCWGqTle2mNMFfh6uesCO9/rzibZ7fBJvEax6zJkE8cJLQ9GMTy+PdQ46/OhmEQdd9rh5TH3NxwraE/KPdPDSiHuoajqYTCK6fHUsI+i1IfZHNag/M2OOipIfQZJJ08Tex+h/MzMTyzFTU3TA84gSWcrzUPjpg/q0o1NvAlRtgg3rYBf4sPNdDB8XdRvTA/aDwoeFhu11YZnnDDHuTNhPUGG+MEu803Z59hKM2qc4KRULMpWyqkXgouYYKJO8JOLYm2R2sdiMIGShrX28fYYqCqt45+yuWygC4mu8HOUvz65cVkzNmFGa8Yv8Rgx95hwXPf+Ehhy0OLxC7ZyYykmx5FkOy8b42/obWqC/Pbl9jdIvZF+XqwfGWw7I6TzjWrQZEwPxjN/RrUv6lBUih2WXsfzxZ3k3OpzGH/sxctdFOHTDUQvwevixPPwOhA7FMEMnaLGzwjhbfDKAbet77DggSSJGV1P8Ht8gd7ATvs3H2D5fhLmbAW+lIaHqiNsdutCh8p1Fu2vPC82I6QJjLTLdhuqQpCjbOf4A30Mo9ZRVsIRfEP2dCzqWXkunFl2ehdaz2CgqXhICh6GgaXfgZUWI6XecSve9Tw+V4+lI5AxZbldUUpY9T6+vXpfz8vVQ7qoPNc16XZh2mCY3hZgFNd+j+YxVhu5Y0Slmtl8Zc8at8zRi2A0kWpX6i06YOIXbhO+eSybnkfxEnahsl5f4PguLlqH2uev9qbgsXQU5KfZ8alrfemYFfM0G7/6aXZa/kqOT5+bLGl2HdWnhI1i49aO9/lyPxEoKOfGsk0v7e3yFDo1wVZoq4aHIirIwHhoWR2fzh78ONHY9HHV2iPNHDl1Ch0xPJrgyA7mtAECFhxROJIDr12+m7LJUBWBHb5cmGbly4bBFHIOI4yYrC1PtayQY88RY5xPm0hrm9ROrp9QOewYIPLoMRXOCezawQoMXozYH3++B3LWdVZdz9RFQduE44T8wViM2uf9TuQheZXjKN/3+cZ/PQb+VyPv39dr3XsT7+3YxrGVvMb/iPBjmIfHHHGYqWl2ej9S63dOrj2RigmB3J+pRtGLNHCk7cDY4KeUY2Z+YjFSBrU6xA1EMSvXJekmbMB4SIzy5ht/U6KcHuxmj9WLeEQ952wFtgq6KFtRexU8Khykrl8fcpT1Wj6gnUHxZCDxGAghOHLV07w4v2AYXUTLCzJVfdyFOciYiVrEoSDf9h4iYLNgeEW1X1XIOTJIISZvDD7bUMlYMzJevc9rF9i6bFMCGYlMZbD1FajFG1C7JwQlPrw+XEjBby7HU+pOwAmPRXjsfYwA0/8L+PGndJG4Un3EcfZnkWg+/NynZntiCT82NG44E8fPruSisM39/tPL0zNRsRjaNg+qb4ZBBsbA1F+kOsCcaqQOkLB3iuzV66onAnTEbpeFTyX4Jxeapb3Dpwy47qoMl0MxWZxKX2BDwI3bR9WFT+Z6li28jPRUEsen5f3UOgorps1kG0h7cV3a4Kn47pyLkq6gLYj9HhjHg9mK6QrtMGSdL2zPHIW6DCbiyk/wuPaE+gMbAkxcJsBoICiKCYjY4FkR1dQJfHLcojEHTGtTFVzQAuQmqVA5p5g9vgyWBgfgymMswW9Lwk69w3idygldlH3gW+N72kCn2/VVVTxY24eRbofxUEESFthiPFSqXSHhpD/2qv6xu1JK10tJtXMPVW+iLd64oNblOug2pt1GYLAcvYTN9u8K3t90lg587I1jyTS24BhVbUD5vSCM5SGOAXhyYXsVmMiqeDZxq+Fx+EX6nDE96KeTuqvZVfhTLyjoqKKBHP2mVxPRpKdpddZd2rstFDrlcvAnYaH4hONK1ft8TRGpV2kv12b/d1nM9RNjV0z/UmVlYAZVGhIua3yR4EfMrIgb5Nh9YZzK1ODIg/FNJZkwGcc+Br9fzqeiFXKUfMDPfHJQHXxNW7j+oI4R1d+SsMQS6tKdZzZQnb7XLN5A9VOfz0oVbGg80Iw7vgnSQwnMjmAM5PQx5bmIgtfaqx5vEZ26B6w81jDJ95n41DggeXBs2mdK3fhVzz/1gpwuxS4PRZ05dp6mdu+jMLcz5B93+ONnitT8qSujoDw+L8IT4IU84xMzQgbh82empNkr+zfPg7en0IPxUgszFPj2zJaNieqPrif4JT6yXj/7pNXhBhi8HRSPgeo4uHUT/7y6Es/iw/Cr74hzaP2glvmunGMIPgGe11DMZmOsNlnBHNk+u398YBPKB33qmYYFA9T7OVibuWCA+vhE4eb4BLoi7ZNwtX2F6Sf5/OOJ2EadS31+659wLjnnZ/Eh+5O/JvwKnwezu9JtCVHt864Rt87t0wDfhUd5qCAp+GvxBPgBBnUPkXWw8iRO3P2ltH+ijs0uIbMmevT1hvCGPLr7dqGHkinUN7nkd3hclP4T428l+3CIryhlH/X/8vtvVraOOTIdpdFpp50G//Zv/wazZs2CWbNmwdZbbw0/+tGPWJkLLrgAXvayl8HMmTNh0003hR/+8IcDspamhEUa8kWR8U8C6OAqFoMbmGJtCAcZDU+U2grHw8Ns828UrB0xuokbFsUnlTl2+Dcv6uaoDI4onLIcNyfOFkY2Gw9Sizs4Jqj3ndoQCK934IUT1am1HVzj67dlXEyfD3OuSQYIfrJOf2C/MWgbKX4bH9ND4fifJilFp6ZNOfqQOjacoC/DnVt9/vBaCOQiD4Tq+iD6xrcFvRaY9th8vAPLyafzUOMhRtSxjR1TpSApxMHv43H3Il4XR5TdOI/Li9qgV43Lc3YoMmFS/aJUv4oLcmJtyEGjPlsy7Bmk1VdfHT7/+c/Dr3/9a/jVr34FO+20E7zxjW+E2267DeW/7rrr4D/+4z/gXe96F9x0002w5557wp577gm/+93vcnVJEvWMMp/mX/dsD350Te19RM0gUbND1AwS9STC/ovLAs4POE9lRygXDnyYPKUP5ym+Y4szUAOcjSnyGP8mbs9EhXh0e6DsN5cnlAltc/WHN0CiDUE9rYvlI+vj5IsyzCEri5gbq8bp4JwXzDGqnDyXh+KT0uqwes37Ri4Wzh/K6PgCfIRB5Ed4+mX4kBfj+MXKqykGI8M9XPPSOsdCyWMLPmC8flHA4xVI/PZveyEHjs/+QRR733sIby8AwOpJTO9FHYwPaw+iNqxT8PjvCfn6e0i7JD3F+x90faI8iWPIevtdFBtHryusp/UZi8ctK/hIm21Z0jYb3zi6x7A6hK+qw/lRHqRszOLF5Kt+C/X5cmMOhq/bBPy+LK7H5h9H7B8P9PSssl5vHJZe5xoYFXryySdh9uzZcMfPd4fll5ueFfufTz0P62/7A/jTn/4Es2bNKstnzJgBM2bMEOXnzJkDJ5xwArzrXe8K6vbdd19YvHgxXHLJJWXZVlttBZttthmcfvrpeRqQQBEbxQ5u7yPtFGsUv7ACXhNLe1eRN8PPtiHEFHkCp7NKBdAER6F9+uAotM1rv2Bz24Ijv98wHio4Mko9FE+/3gR1muCoshtPDyp+cOlDPmZom1VojP81POcgTKdDIMJZDA8oxA37MTzf01PCHFsQGUweBdB+YiiDHk17YvqjKg/7HD02HmaA5R9/gt+3p8+rTOG0zwmvbfh31xa7vXYhVu/bUOm1hPx2GI8HsDq3T2J5PPVon8rjq19P3DvqypM49P2EegKu16XwB5Dy6tPzZHEMjW2oDWGVZ4ebBl/bv/EeKpP8EYtrYXxa/tQ9NKVFGEY1zS73zJF9/ayxxhowe/bs8nPcccextixZsgS+9a1vweLFi2HrrbdGea6//nrYZZddnLKFCxfC9ddfn6dDEilpme+m9z6S9bsXhchfc2nv1MFklIi6QahkS4wEWYKXwsJu4A4/iYPfoAK9pKWIDsIGrkzD04c2Tl3ggFO2MTdaUtbBoZ2wECvkxWyQZrhI0zwG0g4KjzjIscdedT5Hjil9kQQhgXqII0cot4VwFosnWJ2KEC1kwtWszER5z+H1V0uzMf16v8B4vLZem1W1LLgFYNth47py1pLeSD/YhVh9gRW00Zf1+Py2IN2Clml4Cr2FetS20ERBL71hK6ajaqeLz/aXYCvFS+mKkjWjvVS0f3yw9sS20cfSLtet3fg1tF27UWx/lTqZP1zNrqOKsBkkjG699VbYeuut4ZlnnoHlllsOvvOd78BGG22E8j744IOw6qqrOmWrrroqPPjgg/kMT6CoAKlOEJAaBEn77oRPHNLswnWnYUlPcwDc4E715Kbk5ez2eeW2pQQzKUGhZL9kD6VLCrAoO3w+KZDh+kly9MWgxbfFC44wQS5VrV/GK41ZxhslJW9ScMQERgEvoZ9bRYzD4nhVggHbYJ0nTh8ZPPkihANaViNBjS/GBUp+kIRhUoGPX0A50sF3JLDAZCRPWwqSnPYhnrfffhvTXtobl3WDJDToAfk4cH3GtZf7TQVAEp5cjjuzdCDlOfyEHRiFwUJC0AXFeaBZOhu7PmT7qaATIH7J76jAR9E2NZYfRElBCxT7UuUNnjQYo0jUjGldTAAoF16QaIMNNoDf/va38MQTT8CFF14Ib3/72+Hqq68mg6Q2UvQMkr96nTG9RvY+8nVQ+K4srofi8aeJNVPKuDNm2+zLhfz+u0e4Po1NMTyYLp7XAL33CRVouf0ryAYBHY2l4mNsqSdv2W4zRmCoeRQzR2yqjR24WKIg1NtpUD62w0sERlgbZD6PmMDI59UERVkCIuH+GBsAxT7AqUOh88wrd/bnwRn61V59jxDrEbz2cbI3VnV4CBwsUOJ4ne/OhVt1js9X/DATylhMIkgq2zZRWGi264sODWanimCukPV0+0GSTa6T7gaLHE/JW4wTvTBIDW3AMahgga5PlCdxMAe+bIFgCyPbczePDZ18LOCRZ5xiZnEwHj/wKoIk3I5wk1mqzVIAU5SNm/67SMV9VtoTiesvlt+aicLsqbUnEow7OkZ9FqnJAElLSy21FKy77roAALDlllvCjTfeCCeffDJ85StfCXjnzp0LDz30kFP20EMPwdy5c9MNzkC1EixzHIBBp9ep7UJ1uzbkcHY0gZfvUHPyKruT7ORsoOtsfTH9RQdXeD2lg2qzhI/WCbxc87jjU8kbh1cCZ4+JJFtiuO+I+NiEuJpSgiNjeN7wGIerqGHHhro2yP4mz2d3iXKKCmz7M0iK1S+2i+gTChtjTz12pC5flqiq0/cSpv8uHwfAj8+Ccp+fOf80Y26O8Uwqr+zooXyUDSnjM8VLidS5p7F6Swzm3h7oYR7mgoIniy/mYon3FRVmcf/V2ad9lyjAz+iLdtQMjY+Pw7PPPovWbb311vDTn/7UKbv88svJd5YGReoZJHn2xp9pkRZ1iAxYGH5p5ioGP6dcEwFVU+TfEPCXUou/unMBkw3KCf0+lnSTSy3X3qjLeuZmSsoqbsDict7g8uGY9B2NnFlCdJHBiRfEhLxhPWarFBxRvJo2a27q5HXIOpNyMJRKOcaFmFQgjazd3iA1zcawqmxsKaUr4DF86h2GQaXF2bw2jvN9ohF+qhqF62Oi/J5+bCbJ4TN8up3qXSNw0+1QHq/O58Fk7JkvdKYpaKsCM6W8xHdnAII2QZiKRuGK6VzcjBDgs0htpMpGboYrLRWtrpxUpqnDCJs9c/Hc95A058Io0rjpRfvYGkwtffzjH4ddd90VXvrSl8I///lPOP/88+Gqq66Cyy67DAAAFi1aBKuttlq5wMOhhx4KCxYsgBNPPBF23313+Na3vgW/+tWv4IwzzsjahliKfAeJ3hwW5VOnxvnBVY+d+cFXvgOSH0tJ89PrHH7CLhcTwfd+Y/xYep3qyY1jO9EuwHg8HEKny+P3F2JPgMPbVLUjXNWuqiOwyHqlLcnyvJ0xGAUPLhsGCCWfggcNfhw9YX3uxRg0wZEG0+dLCYqw2x0ahBD3RfbJvOJenSPgiaVYnb4zy/Fg/UGm41mBg42DsQU8VgGWemffdgJ5cMGMJ0IFNX6qGpVu52P6/Lb9vQneSrepgiSAMrvPDqKwdLsyiLMEMMccC5IKfr/9VGDhy3JBkAZjkKl2tp3VaeAFVIGOEKvorCBWDOwJFx0I8Dwc9xrD30Xq36+My+O1ESBsg1M3gem/i4Ta6vWrjY23LUzPK4hLs9OkDNpleIpglWYHBlx71AGvu1gDyT9J0uyGSQ8//DAsWrQI/va3v8Hs2bPh3/7t3+Cyyy6D1772tQAA8MADD8DYWDWJss0228D5558Pn/rUp+ATn/gErLfeevDd734XNtlkk2E1AQASV7GzSV4mMQx+NPxaGhQ/F1DE6jNcnacnl6+lCxwxOdwulc4AA5eNce4oXm1AGPDH2CJgaAJKTg8VHLE8jI4+nwnqpcUYnCIhOIoOjBhMnzc8Zv5Nk5aleEhGcNsiYkTU55LRkuaJtq+feqpP1TsLCrgVEwIhTuDMWmw+j7TqHeaAUjM/hR4qCLJna6hAyseknOjCdjJIsmUYHMxRLWd1GB4saJAdftdRZ4UFPUE5EzBwMzBUucaWqrzZBRvCgK7+4gWkPYAHia4ddACTPkNEt00jPyz+MCji+cfNWLkn0mSgYb+DdOaZZ7L1V111VVC29957w9577x1rVqMU/Q5S6js9NqWuWR/NLwyHmr2PcD2uHG6DCorXo9Ln8zI2eTIYTpKdQT+myPrlvM1UgOPLU/qk8gCfspPQj2HgwYhxeRU8rg46wklNq8MKU4MjNaZnY93gyBjEDl8J9NuAvXdTyHPnC1eP8Wll6lKKztT2ku8tYX2Nyoc87m/6uLPnDNNg6lzGrjMJUzrvXXF60OJWXeTSb1U8jH2YnQ6vgKEdT6tyYlwW8Kn7GzduUlTnfkVhofjl79R7svcAM93M0LYMvovvN2HZOA5/9KJbafx1Usu0vmNHU4NqzSBxm8NyFyAmE3vyi/zBxciyIwNWpP0c5kQlvmofMhCqZnvqzgjh/WKvXBf+1QdaPo9msKfaRtpD1uN26uU9GxVOQayOfp3B6xgel9+E5nl1rg28A2iQQppXieVXcHwBHi0nyaIMUNkdlEc6etp6wZzGyX9qz/L2eD6qnkrFK1di8wyy5f30O3ump6y3Cno9Nx2urzeU7XlAxnr8j80mxabcSSvcFVax6XY933ZTti+YHShmuSyBss7jwdpmAJwZHv9vabXXt2VTFBj6+rRUu8rGntW/4FCIgc8i+ZhuX9N2ltRz0+wofSi+x+vyxK1oB0wqXsqS3266nWapcmkmx5/dCtMTMXztnkjcTJE0o+fLTKZZpGHPIE0WUs8gxW4Om0La6D0MriRcXC4XPqXPJv/do1E/2aigRCVLYFB8mN7Ycsm5lnA4DCo44jBjZo5snLrBEWWX1NdNB0d22zB7fTlONjQC8FkOSpYpt+vYcwX5DINi7JDaFdtX5MwSI4sdW5ffdUq58ylQxPA515bn+JKYkk7LXoOUAWK7/RAjHG/oaxiznbKLGq+YLhMxKxt5XWocoa85HTHXmuah4iiR/3CQeigbh+lhZ/afovEzZDH578lLfB1NTWr06MdeULF1dfi5vY94fKQsUjeLlWnqPRh0WJ4Chx5MORyKwoEvQtbD0NZLdkrOgo8Pfh8R8pyNkm5OCHWUmJMw1ztHUnCUQlpnVusEY7JYFKANjLgAQQwevI+GbMxcH5Veha0pfcEFSqgBnqzPQuFKwTOFGUNikEQEXLiMQWyjB2+sfeh5zuhEfyN2SrJVe3GM2HGx6j4iS0CwL+aQ5rn/0LJxixlxOLi9Do/xeXtWXeqDXNk3iMWS0ux8/lj8FKzYVygmAxUzSLk/U43iVrFDIvfYVDQpP5TTwT0NsQ8g94QhPk3OxsflKH77t2wDr5vk0eAQeC5PzGBP26e9wYUY9AAWBnKCHYyOmHoqOEJ8pNCJI203qKyjj+HJmVbnYvAOoeQwarB8Pq3Ty8mFykN7URmijCsnVKllYwkLhP0X/evo91PUgnoGk0u3Q8ssLegKeJ6cnXrn2yGl3dlyDqZ9DiMrRmCLNxT2GhOmvdnM/pgRYBlm4YaJQtduPN0OepVNpRzDU9SVf7F+cWTdvnNS3Cw7sXpMR91UO9/GspvLe4VR2eDIWl/QNDwPw9Xr88SvaOficAsrxKTtSallGqxwI1cuhS88jtr0vGKVuD6gnCKIpMUJqXqpm8bG6GgzdSl2eSh+kYYyWAlFtXsftXlmKZUfx+j/xZb2TsXSBVQur8ujCIQUOLH2cvhBPfD1uD4+uFKX61WSWIH/zjncZWOLPyGzHxyxysDuPxqLKnQD1tAmNLBTks1OBUdYoEnJBaATtkrBka9DLEfswOQ0/VFsKqr5NCEfYzfX7pg+DK8PXeqdbwelg5ohjb2WqXPbfmCBjl3K60y7mWzAj56T5cVJ8lC2xIxPJKZSl1yuv7cYt8l0PdqX9H1T1pvnnhmHk25viTXxdzwDVok5RL8rdqZIfBiP+Kv+e/UdTW3KkmKXJ5jgMdJ3WFbqV9oR4KfKITfjlDS2YZEuYNMdA+5GEZQH+vn6wF5CD+V4Bzc+pZ24ba7Do5HVxES2Q4wFRyyGyMcHR47zanmQboDlHheNc+vYiMhhnjv3zhapgwgSuOCAk3N54oOWnBSjPzVYIvuP6GcXk+h0Qoa79qggmzz37HOVxGRs9eoxLM5O+zoNZk8ZjJgxQzOLStWR4yw1rmYeh7nrTlOGY3MP6/IFEU1T1bdye0Ssun6MijvdLjnIad73HEUy4I7NWT7DbtQQSL9IA/p+Ss/6nrainTY1DpdF7GDsrC46vA0q/Ej+yi6bX+ZTDeoam8A+yfEnWMXKdY5j4d84PN28PQiPZQtqAzHgco6bZCN105XqpeAIs6kYQEgdXHBkwHmqjvEYY7xgZELOdgwtXttOx2YHw5IN+Fx7/HpbH4Xl8wTtwewECPrRcc6cBlR2+rYG7SHKAIH2bcY+dhs0Mzg+/iA/jh0Km7k2a/tK2/f+8QsUgM9Pnx9+v2vOw+IHjYnY6tVTWCSOxVeJGrfNJUbYHt8ep+sQHry8stGWxa7voK1Cfex4K2VF+OcfJ+v0t8XnY2L28TyhnmqspGyw7qsejqtLc4/1dGC2Yg9fQyikLZJvF8ev2T7F9tM0+Kj9lr/I6kLbUvwdQ/kwOzuaetTIIg3aFLocGLG6YhdniJ6J8vizrMmvGJjQG3Zmwm4ANE/8EznyhkzUqzAJXhKD4o/QITkpHDB+cyQ6AimKTasjnT1axDXBAsAc2VCHzokN7Am6wHWqAycec6oIR4vqHupYiLMxyGeYFGMP1z6yTxBMTf8Hv/1AqQC3+IkqD5cPvgPd9vlIYGKEBT+YEHdNoyqCflNgojqKKnf8ocYrhSliRfR4y/BS4wFVr8KMyHgY/r00LnDgyE+z0/s/sfzhQ2gNf24/rymMUSEDvUY+U42iAiTu/SOJYjeHja3D+OQbXNz0cvD0QWVNKO+W6XTr8F0sxi+2bjKKIAfFSU9J0NwctLJleWR9gKfVE9jOy2NUOVPFH9oB4hwpvg4pYyp9R1WFQ5DWyaSCo8C5Do6lWyA5fNrAqODjAiOKNMEHKZD7E6me5BECpZg+9cvY30KQxJ03FHGBuM8gXU/S9VEUxl6XaF97dbi8Owhp+8HFx//6crnHVe24y1GOwIYNVAg9Lo9sgwYnljQBnxorwNTO5Oj0pQZbsXV2fcoD6u49pI4Kit4odpibw7qyCL8zbYvrlHSpgyuFPfbiDJq0Pepm4+vRDdguFjd9rBvUY3jwdAC2XYQe7mkhl5bH6SexhXqtE+GUUU9vDV7v8nqOlsPj1tVZrc54tiTj4NVAzRhxMn5lSlBE6SH1leX0xS/6NDWcnhSHCV3UTovT49kLaG41Pb/K3/i1wLH5/JXu0N8Wir9Bqq2XW7XOtoRa6Q6sMpsBq3flTWmbMciGphM/OJyi0F7dzlnZbqJRfp2tz7YHW9mu/FvUW+aV7XZNRmSbWdXO6YWJsZzeyFS3Ip4jS+q3Vmnrld2My3oYPE/9Fe2KFQjBs5VrF6tvArMH1cpulG5qNT2WH7EPtydcDQ/vr7Dd3aax8WSnHebEnGqUaZGGwW0OG1tnkza9jnL0JcrxZChVd9tJCi5YWQKD0hFjT91ygNAh9AMOMqBCXFMyOHJ43LrcaXVYcEQxSH2uDTYcNuNWcsGR3Rbst6+H4ilspZ7ieyZFMrh6qU8K1cIU7OaqY9LwpP7HfrvyzsngnhteFUXSAhnu+cdfT9w147RFeV2qrmefF8MhrhNqPPKxMco5TsZiVHbHY6bcZ9pMOf0CHyu37tQ0u9g6ALAe8qY7791msB1RVOvM4PNmmwt44i/wfJEvlyYXixEvR5dxfaJJQdDh4HisrpCFpFpBFCHj+yqkc+CXE/ZTN29N8BMqJWRx74f7ieI4fJLTxwVrBA7lnGqcJ5Kf6UfRkUb6iDp+bhm/qAJKUnBhws8wSG2H1B6imguUMHmWxzu27PlJnAf5zsMqaKGucd8uVJ8X/FB2YPZQgtKeYfzQg8tqx0lKl3acpOo1VOv+EGBkur8l30v1OBLVfVeJa2cOaurViBRdnH86qWZITAObxE6m/lGSOsUuJuDxT8Lcm8NiemM3sbXTs/iLJsSqBluan0uvw+3H6iqe8EbGtM2TRzFBbxOPw/D4vMiNg/TXhBu3qt+ocr+esk+yn9TrOk1YAECuLmUHIIF9obPlP1FGnT8kqKFsJTEoHLwaqLQ62iG1v9JOpyYo8kkTgJL3ZM7Z1DowOrZGyR4tOLvL1CkGxK/upy+5pXZKW4nryRZpTzYP9xusFBk/7a7go1Lu7M1lpY1l/TS5wm7f3krelDYVIhiOj+GmjJkqbREqJn8j2Qqy+oWm0hUy6DEwUKW0VfW2fTlT7Wx8sNpuUyUrbx5Lb/xKyHoYjqwGP+Dh0t6KTVBTcdxUt/7x02/WiupD0uxw+8I0Oyw1LuC38LnUOzSlzdo0lkufG+Smsb7No0h9vyOv7TEPJCYLRc0g1Xl5bTAzS7onECW/jk2lHw1YtLglhqxHS7qnYfhfnkcOIlMupJQnaWG/8dgxdsSQWq/g3KOsZdsQp94LjhhVDp+2jw3CYAd8JqwObB1mcBQEpxD2o0HkuIoCUzp29ieFbD3+JwlPaROrh+oTpBib5dAcL+3vIO0O5SHKhfPTsdXmhZA0Y6ZTx2Bw1zg1U8Paohxvco55MbzBvSVCXhrzNfbknylK0xVLyRkoDBanpw4+jqvDb2qmSKLq4XyXejfVqfYZIOVvcjNA0skbuzksp0PKh42dpo4OxhIHytTp+bZRXKAlYdCyWswwAMHrqZsgVS/Z05cNncf+X+Pahsq6vCiOXeAFUaSTSWH4QhDWY86nH0jhzqcLpA2OfGcbd9D933gaXUBUEEAFDZYIIYriSJ/GMRQ2pwRKrjzS58h15p9L/rGm5Kl3kzTnnnapeZ/Bv+7dtoSYBlHOYiSMAWGf0tJUf0rjGhXEONcyUx8TnEn3SD4gmaz3Rp0PlO5n6PTE+kmx26pwOutsGivLTq5gaNw085lqFL2KHRaZx84OuelqsbLubxsD4wfQbVym1aXhly9GGtfGCuxQYPE8BQ4/C0TfJC3bKP3EjdbV1ZN5JBsIWdu2UK+LHZRHOgmUYxI4eIhTF2IjjpGpyl29riOGOniIA1jZzzhygQ2evWEVahOG5fQX0ichJjgkObKUPZwMFQwpWdWyuWV8wlazk3CD9CeMh8BBU/F6aBFyLCrFUuodl3bnp7eVQMVX4+JXaUO6lDuwymywAstvVp10O6cvzMRqdeD2Xw964DcTW9kuSLUr+K1+KdIV/ZXtuFQ6qd7pNrvvwKub+IKuoFdih+ly4opznizPU6Wf+SvaAVLn2+Cn87ltdNPscB68nTiPlSoHJljlTYNlk59mp0kz81fGi1lNbtwAjPXcOqy/aulCMeLsjJHtaGpQzUUaaPG2Tp+WGIm6pEtm3OMT8Us+AVhBPhae9je4J2xUgBHLo8WPrVd5vBF2SOXSqnYeM/czCIwwHkkXF5jaCiRZLDgyFpZjq1WBbfZK2cYFR0GQ6AnbtnCFWJ+S8p4MJUvxaWRiKAVfw0e1HZXB+hSR5wJ88PjZ88A5J6xzyT7HLHz/nKTs8cnYQsU1EbKpxjenDuEVr2nheDp/PWbtOJVMieNwjrE/970llsK+5x9+9nky6hX5XL9Efi/ck9P6SYIdKowB+I543eSZRTIm/yINOV79GDXKdkZwJ/dAAh7llDJ/geTV5ePmDOiyBFTBDYSfWaL0psx0pdnJD8LaIMAGoRwS6uZK1tdwRqj9jth3Ejg9XGCD9J7muNH1vHOpJdLxNbwNoQNtHF7UwUScbuw8kIKDusHHoCglYArqAO+P1EBJk3pH6aC+x5J4rxB4/bHAraOvM0yAO4+DsmAskvFIPcRDG+04GOBGjXsEb1mffq9j71ee/mz3vaz35JwBR5puLT+nO5cuTkdKUJTD5+xo8pM6xc5+YU17QuIbvMbJuql8CL9yc1jtRaIZWHFddFswPqxdXHqdi4vLYbpt52KYK9dpeOrgS7LG0Dcb6aYvOQ0UfyEUtd8RVW6Xcc4KyWN8FtfR9CsJfNc5NWEZxuvUh/g4tldH8Nl2+HxUoeSYaXiluoong9eUiajNXV0eIHmodDiMP0jBQ2RtIWzVu+KnryNIs3P0WJj2GEvgVrImsINc4c5iMAGOLVtcQD3HVjtlD8Ov/lapdhWPtZGskzLmptpVrTJVXyDHFk1zM1XbMbucHjMhjlUM4MsI2H69g6mQzbLxq4fP8/Ar2rnnOMWPr76H29+/sPRY0mapeDohgNBHyrQ0js/VRW8aa8umbhoLEL/hbF9mNGeVmpjxmYrBZNTRT3v6z8zYKDeHrTMrpd+sTMaSyE+vE3VG2oFiKAKbJkgTIObBd/WkyfoMRDnw5aQ+8rGpZJfB2FCnmlvO21fABqdYGVIpyaqDIyVRwZERcNngyBfG5HE2MIbuA6qusMf+xJBJ+EThK2zj2oeVc/2HMnpFtm2UPHcO1DrP0Hr9NVBeb4Iev6x6cIBd5/5feiwof3vl0rgX4EWeSeK4KY57Mbryz9K4+LiepqnUW/6O862wayDW75DS7Cp8xodTKtUu1lBntofzJ3P7rh1NDUoOj02GJb/T9NaXla7pWKc8NajR4qYOoiymwolOCU5icQKeOvgJshJmWU7IUbvTl0EY8lSMNor9yQc3LA/jiGFmKJ1IVXDk8ODOJxcckXZ5Tn5gJ+KkUcdU4uPKbVukgChnsJMDUxssqcs1fMwxCI4py6v47p58BE9oq7TAB9f22OsPw1fzMAeYGqfI4IUYp6hrUAySFOT3WW7ZXMGVBqdOECjq9XRo5fR6Iu0R+Ct7h+vnpchMlveQ6rxnxH2mGiWvYmd/xyJ87OmEIwuxsiFO7OawfRncdorCQUrQFeDzA4s2CIkbpHsBn7RynW07qxflcevYmxXHE9gVypI3ZlLWsxtznAmbRCeBCn4IHLfMoHb55WgwErSJ41HIIxiYQ0gtxuCX+RV1AiM/KHJMBo80/e7/Zq6jsJz3DGJ9ohxOlE9kqhPFX9qCc/qpb7Yev9xZAc7B9uzzmHwZ15aqQVR6HJVyF6xyZwm7PK6t9gp3RQ2bboesbofZYa9sV+qCismXr/puog3eynZcql1Btg1VodWWnl1sgNpAFhAc43RcqIPbPLb8a0H4NheL9lEpaJRs6op2Dk9gN7b6Gm6fy1OtaFcRt/mq309xK8zhWP2LzkmlQ/sO24SV7kfcDnqzWVlXuGks1q4iVQ7XG65mp5ZFbBpVsh/45MScapQ9XK4XvdeRjRa1MFysXLpSn8zIdnhyOjU8ZoCt4VHMCDEOaJ2nbRr8sEKnN1s59VSWCI6InzgGo5wK4Eh5JMBi4OUyY381KE/W4Mj4BaGNCEvIQ9xU2FkWAhvD9T9NUKwuyX6q7RhuSp/7TCE/cf4QmPR5hQuLgb6mzL6GOH7kYYUPxslXOHhBJYvroVLpco+DVb/o5XPeC1LvOVEPAxmeWKqOm3KGJtHnifVbcvtDdXTx+tNlO+qII3WA1GTuKIdXR1a7OWxsncsHE7ryBjV5B2B59qltpOkvqY9S+pDqo+hywhniZiHC9zBcDNZpinEOGHm7HgtQKCcVK6QWhsC++3hRwZEn52NiTrrk3Bd6qXQrPqhwPzFEBTh1AyyNLNcuLlDC9GC4HE+OIIk6xyp+/uTFzr+oWVMPJ+aaxCh06vHxAZf1eQvbiPKa4x1H2Hiira/q6jvjg6JwvK3vjEt9GPLp+ms8+qFvus9UZ9PYpnzJFL92FMhAr5HPVKOkGSQpT5NLr5MvIjs9gJ5ZaXpzWKeM4bdt9gcnUlfJx+NqBrvwZhym17n4IT/Nw+i1Uwgn7KCe0hnTk3k83Xwb8XZhjlHJmqjXIHXFniuok2dwJwRzGm3PUUqtCxxDCzRsU2UfGxz58hD2h+0YU0GUMa6wvScN6ax6WAGer9vjc/vOkyMwMSca00fpdfQjGOhxJng0shLVwZZ4qHajfaTtX+a4OAyMXlvOEynr/O8uf7hfko8XyofXAHat2MrD62ji410bgbwxhA2VLS6+1xZwCR97TNhxENrnlofYjl2EvcDUU+c8O2Yp9do2U+npLk9RVv9+SPNYeqNmq0I/BH/VgcZCbZ34jflcDj+qk+ZHdSEPrXFdOv9PfiBN+32y7OR4D6mj+lR7FbukmSXk3aE6NqhllRj8UxKlrugBpD5ubN+o3gsibkRNUHgDU6Tw1cCn9fLyqeXSqnWB04NhSjqQHkHhPIdP4mcdQ0I/5qxSWCFP6GxiBWH7cbvt39hxUW0ua8lzx1ziwfTk+Ii6FLaxjiuiB+07tI9DLLKe4eVmk7DzkvzOXCfiOc6VIZXSdYLxcMdTGi/I8szjmnY81ZDffalBSC7S3PdCnrT7L1bWFj+DwxJ16VQl6eD1ZvJTR3T2CKBvexOfqUY1VrHLG9zUS+Gro1eQVWDoddUI7iJHm2rwzpeaoHuShvOyPKiu9EE2wKVu9IwsjUk4HUonIaY9ZD8pnDDKwSXlUf2GxkIc2tj3jSg8MjjyPHSub30nPVdgRNkuBUSG+OSkWB3aYInS4/LKgVLwG9FHKXGPLX6eUVhikCScn9V1qLtuCgHN+ILaHwRADC9BVN8GGOQ4RV/7VDlpXhBIUIw0cfdhTT/FzfA0cM9MvA/XsSHPKwRxrwSk6OJ9hToPs7t3kzqqRwmr2IUbxmLTmbFTrwD45rCorHJzWK1efaBF87NOPsKH3bT9tDXfzgCXwcLtjuGxUvVC9qCOvSlxPIR+jf0qByJR1lB4rAzuVKAzQsZz9DxeKThCzx/AZTl51/EM7eX4XAcWkSEdU6KcC4woGWDq0HPJLaQueTEo9OvoKjV+LkpZyY6yh1qtDsPt4xiLLxz/wtXdcDvKNpiq0jh8ptSB4flY/veqDQZd4Y5atY5b3Q5s2ycEDGELtrKdEeSpTWSd/iiWfitMsvqpKgMoNtTtIfdSp//9Ohc+tIuwt6yIlOXsGcaKdv4KdCh/cKxoHr2d1epwUOLK7XHtoVfiw/gwu/F26jaNRduD6MI2jcVkuRXpJFncBrtuDHq9cbrxLacmZnymYvCYLdmyyjHN/RQg3hb9pmRpNtmyOTZb09rE8cfic0+GmrgQNEFaVvyMsn4AEgLwuAEbUS5v9BgqooIjXC/Dw5QZic/S3WRwZOMHfIzOAl8Kjgr8UJY+Xw2CQ2FS+LkpVifXBq4/yPO75MNnlbDvvnyAT55D1nmjOs9CfCkt1SBlGF9QVlxvIYvquvULwzGUwBfGsVAPVYzb5vdHzPlcR1aF3/B9po/JzWLFzRSlzlZx1xGGL5F2sYZa2Tilj6gySY2d4l9qH8Z3NLUp2yp2uWWyT7eKenU6NPrlgUKnKzbnOnT061/84Q0NOy7432hdng7esYjXVUtWCI6kJb19/tA22hjJ0VEv5y3g2naIzqDWuVQ5rQbl8YMjoioMnAKH3js2vh5EBsP15aWgIvbcTP2k6EDrmXaRfYEcl7Bv8WsDw2WPC3kuWeeP6nwDmgQ+8roGvN/8IAk/n+j+IXFLXn5c8vnIsYOE0Z9gTY/NVV1aUBHoYu5Xwb03TZWLGbmabGhnnL8g4w7A11FgxNRrM4VS9OWSaQPVuZ/kuNdMFopKsSvS62JO7CAND1mlhMZB8JQLPPCpdEpZ6zcbIDA25wuWcNtIfsVg7N+M+hcBbbfmppEryMFso3XhuMA5g4IspZd1MHW+ygQv7nrQbTFEfegcUrJYHebwYce3rHYc0NDpwvoNxfF1gs1E8BM4+G/P6QS/HgLizkOMtNd20xSjx92AlKnH6hA57YaxfuqdLRNg9NyvRZ2zyWzP+QopKXeOXjvlzNZhcBwu3S5I1Zr44dfZPP4mrWWdQhasbgHjbRQbdmlpUtmnSLlf5+ul7PHtcnQVfRopG59Kx6XJcZu6+nYxKWymfzKqbSt5hPQxhZ0uflo6nHvuYXZXfGVaoWebbFON1Dtkw1dtX/Tb5G46i9ki2z/aaXYd1afaKXZtiOTld5bSbeHqY9PrJD+GCzwcPp8/Mb0Oq9NSaEMij/H/Kmao4kwVZcUgCgkEbLDY2SPtfkcapz7UictidezxwPRahVxw5OBhOOD2gSNG4FE4GG5scIQFvQaRs3m5c4arHzbVsR/rE7Tv8NPeqnePEXs8KVySB8fVXvfYXkkYjubaSR0TKfsoWXJ/pKBf8XGMmkUSxz/CTszWGNLdNxQPAGPGxMR7i8Y2GSNutkrbtxWfzj/g/Jlms3fS9Q5Tps1UvIOU+zPVKDpA4mZmxPXl0TXuQ9mUqWRtfisuW0MvYzN3Y8X6D8MTB8GIG4XDj9T5/BhPk0GOyjZSp1U/4clpHQy7nnQOfRnCefCdlhKKKFctymBMcAy4/VR8WazOthPb48Vvt91eTK//3Xi6UH1+/2B4JA6Na8v5spQ8JuPzBccA+dQlCneQuqj6stz6YLzob1QG30vJ/g2enGOLfc44PPyeSZSdFZ+3VxKE7bfLuGvIIIaH8q7eYLzVyBLjih/70OMN3l5qLCyucb/cxUTqJz50O3BZrI7L5uDtj71n4tha21h+E/Jj5PNRlz8XbLF9weiibUr3pbD3xGP19nFcPxLLNqJtoH3ZUQ8GYu4jg7znjBrVmkHKFflzL8zVenLR4FOPOk9bKj4VW/wgGrmkKIev1R1DupuYzKPWp8An6yOeKZI2kjriG+WLBL8ZGc0NHi1T9p/saFQ/HFYCg7q5h33g4vpyvizWZ5gzh/V1jhtFrhtQUzcyCie174Lfnox2IQfS2SN5rPMi9px3CtMw2OtNwEk5htr3kVJ0aGeR1H2q1au4DwQ86eoQbPpeGj9TNPFXeX9OfUgq25GeFcOpGLSvpn0wn8uGjqYeZVvFrk6Qg1HKoMqtXqd/GhKffpZzgNLqTXGmcmHwjrY8C5SLNDdGjc2kLOUUGL5euyFsYKPfDsZxDGwVPC68b8JS3qmjDaAcWUyXUx/pDEvBEWUT+puQ0QQGWsodvAxab91Aif3t1DUfJHEY2vOdH2t4XZiilGvav0apfo3dQFabaodhBuWae4XPO4h7RfmbeRjo/Y7VIZXFYsRi5Ui5l/RqZ1r4wEZhpMIWWSZPcDVK1KXY5aGIVez0sRQ33RlzQfk42P5Hog2oXYIsa4tSLzL4aJ9CcRe0tj3YTYebnuen5hUpcwobeB7ONtcm9olsgj2aG3XpFFLOQ/nXdWKAKI/Z78h3SIs0HLUsam/IE/TvRKGfVufbZOu3MbA+cfrFILwkhotHpephtmH4GD8mo7khY8EIF1gM8pNip6aNZFni8ejXeceVOv4Ivl/h40oYdHsmzn3vfHXaip3rVp/6POX1Sem3rtjgGDGyjn6v7X7sI28pQJ8b2HWP20LLErEYi+uZN1Gnvwem82Ap8GEdZZveBjrVnrSHs8M+Bxm/BCPUJiG9j5VFbOdk+zJM+pz2gTfzWoeGYvzejiYfJR39uBMs75RmbhnJOeDq5YEickAR+HQ2xc+AhRiJcpmCnPo3NFynhmzHiMK363WYOG9s/2J6gzYyoJwTF4hzdZx+j4/aJBflJTFoPEoGww58QIQ/5phI/LFBSCCPfKIxlDbkaHvwG+KOj1tncD7F+YKfuwQeYRtVpnsAw48ddiWlP2Z88fWH5RFjFaFXOy7imB5Gg+N6SnClpZT7CW1Duk9SYcTxiUEFV1fHT2qFn5fHZx0V6maQ8lBUgJQvfS4hBQ51/FOeCOj0cbJ1pmWlmajwSY/OpthBVY9Pzyz5NuSkOkFOFL73WyVLOAnU7JH/k05xcQvCPiD0YjZGtI93JsJCjRPT/171B9YndYIjG9N31oPfiI2Sc08RF2zEBERG8ckpp7UxNqDTBJn+saWOlW9/jiDJPU9wPL8s+joI2UkezmEPZfBxoBwfCEztBrJiqp2C6oyjKnxfT+4bAYEZ6tXOuLjyWt2x93nKnjr+TUHaTWNx/fGy7OsNwkILw/RJO5r8FLUPEgB+Mmt3JcamSLFgI+ZphZ/Pik3rSjhJU7geH3UDx21W6vDtY7mrwQQbdPk0udjUwxA/iseq89sWg+ncjLi6CHv6MpRjwsniXmGd1DrMJl8vVsg5Lf0UpsBMwrkk+gGzG/C+cMzEcBB5zGYUj5Nh+LgyLQ8nm+LDpSzYUVDP2xxEg1RIYGqpvZKoPUhsPkwW3xcp5Pf3YOrzmQk+b38j+zuFa6qGGgLP37+mLEPaXuzO4uB6GJVctR8RxtNzvrh95u5vNLGji2WXZn8kY/r67Xb3kM16+v3RC/TanRZgUzbZooEMYmfB2+P3RfJMDvoUynubibYnlgfnZ/ZWMvb+O83sicTZwfUFKiu2md7biLLPb48tO24Axnp4P9E2hPXjpgdjifsdFbJYm0aVxic+uTGnGrViFTv2CcKAp2fTnJt0vSWGsj4+uFLqZ5xqnR4uAHOxh0Uae8inp8atJx3nBHtiiIjDygq2bZ4wql7RTi44wm2zcA1S75c73w3Jbx/PmODI58eI4iHLwWkmgWnITx1KweXsjW27xEOes6A/jsmzSfa5R9jrsQnnPA0WnnchU6CjuG4JfTEUI0Oxatrp1COYsfeepkhjT+yMR/37pMQnZ2w4/Dr1Kl1Rsh5Git66MmkZRHl81o6mBmV/Ay1lmlSLk6Q74SKqZOvbIg5wGW4i6kE6lp8ZQGPt1t2sEngwXYqbmPa4JDkdhENIb9ToKg3biJcHxmI2lTK4bqfMd45QHF4Hmd7jy2D6g+8mih/jk5z1wC5CBi23PjhWviAolTQ2UO0g242UhXp5Ge4UzhUkoXZZWJprAh873AFGuiYonoCZ0K1NtSN1hw3AyxUmisedk/V+Y3KDuD9wxGPq/IBY3YPwAar+reHLJNjZioffzOsZk5aaeP9osvcZQuoUu5T0uaR3jZwbXxFkhHjaFDgMO60t/d/ShrbYzVrS6w9eWB9g9tlOB7e3gtse2SbM+WBvbkyanOaGU/emqnNUcB63D3FHhZpV6csSTqfovPhtwJ0g8b0jxGkMzzuD1jvijD6s7ygdrm0IBqY7+I5gcfzgUkpQpCoj5WXPYUjxEQB4KVuEIWU6mF9eyoV4WJlNnIyUdofxFalihb0SP1hlNohx2mVU6XahDjfdzpa32+Oku3k6it+FMjPxw+7KSiYt1c7pCqvvwNFRWY2l0vltrDAN2E6Te57h6XKuXjcV0u77sP1In1lt69dxqW5IWpknp9WL47u6XX4Ov59m557LGD+WqqdLIePObUpHlbIW6orV69RBeIzpdhZpf0UfxaTh0X0Y25ZRpDKoyYw51aj5VeyY5b1TNvjC7u/Sevqa929iqI6vIwZLiDNaV5fapgz4Oe2nMFWBUAZ9ThkRqFT1/hcfM0+HkPq9dmuCBCo4EuUUdVhwROE2FRzZwS9GWD1ahugpbOVWKLQ/WvLluE8qJs6DtwVru7bfuHqsj7E66lhrZpPQMmZ84MYObkzQPKChdEjXc12SNo+l1FR26sYEtT0+vmYsb/BegtWpsSLlct7T6fMmfbanxEiRYbNNeB8L899S/DP8fXb3IbuGpmIg0BFOtVexS6Fh4rA5qIIst6BEzKxULGkH4tgbSqxN8fgTf73fDk8idgqp7PHtiHFgGOcTk6mCCbfed06k4I93TN3KgFXpKFB9J6XVccFMUJ85OOIoNTDi0tW0wUuOoKcODsdHtQ/vCzoA4HRTvLHHXFyVTrCrOpdDHM0YQSoLf9KBCoJHjYl1U+0kmzFbfF5VYCNhZSBpTKxjT+q9KDoFT3s/l/Bq2MQ/eI7P0tHqzSUzCjjDIAP8/SHpM+xGDYGS30EqTh4p5QyTseWwdLw4HLcsBYdLqdPYELxYmTAoSemIPrY+WCqeoIR1Dj8ip7r5MGlyOL8rx/JwOL7hNg+Bx+uigchAhXRMDDPrgA82amfIA/KdR9tppVLrSh5HNtTnO9Jhv1qOpWNEKOfr9u3kNn0NvhN4Pp9PFK+P6+Lj7/BgNxCuDuPDdNb5UG2NtbWqC9uO9xHfr9Rx4I4BxRfyhBvLinhWIYUDiJxvT5/H7rBQt8Pr2+n1CdZpseMCAeP0BfXQhF5h02uQI8vbg+MhRPQZbieny78XY8owTGYGxNIb4GOY7ikh4mOyOXwEWgftr2hfgdC+UkHb6sqMC+3U4+TxRzvqCCAhQNK+V5T2BAEpS1ngIVqCl5EGNQ5PO0DH6AtvOLonPdp2RM8sEXbFykVj+v2QeHPW3OQpMt6XcG8RF5s0MFafUM69dxTKKpwckOu4YJWS1fBiDgeGx+FjQQGlu8/DzxJR5awNyCcnxeBz9tLl+MwSJ6s9Jv7v2HNBwtc45ZgsW1fy0JaE4xjff1I5rQiXIPV6DYzRp2m/ZvwO6lLH78g2qAI2Vj5ypkjiY7bn4HBdjDy2aPVp9eaToR+oRuE06L+2iezFFXJ+phrVWsWOy/mMoXwBFpODGuP0lgMVgpdgg49LyaRc8Fodfr36iVYgF2cHfkPLf6H5+lJuIip8wuGIkfUrQmcdD1iMJ1fx68l3Rljnjj2Ghqnjy+w+xHBigyMuMJEcdiyQwDbQRIMqJsiwsTEdEtnY/icKR2FDbPu06Xc+DqcblWPwfB5qVTrpXAzrZGcflfMijaj7TWgEqpcKSAxhYOyY3efFx54U4sYGTZ8m62Xu29H3L2YMxPnjZorqUB0d4uwKI5PNl2qZrxjzTnxHU4OiN4qlCB+U6qXP+fLujS9mGtYti8Pp/8WmbmODEY1sYKtTx/UxMqhrp8u93yI/O+jZtuFyPCbPU1bXwHT6ipo9IZyRPo/rwPizR8bjc2R9I32bCeeHckB9J1L1PgWii3JUWXzvi+TcuvghTh1H2ScpKAr5CadTKKPwNHKplILnb8Ia1BPY5MavVgG2Al4PlXExbbLrnO8IHsZT2V+tGGfzkliFXM+uqzjtfivk/I1kKx56ZTtXFscHpH982arclEY7/Wnw1fCcvrHaaW8eG5TbslTbyjZW9gRt8Hm9ttg8DoyCX4PpHwdHn8NPr0SHEXV8af4Qv+grbNPYgn+iK5I2jcX0iu0x9Gp2UtswHFvW5ovGsfooDieUx/gmE/n381yYU43UM0gxUXqTU5ZNPkEQZVg8SV+0uixP2bQY8U/AXKco1kbcSXXrhn1BqlLvKKfZKGQTyqkKLAi0zfODI42s/ZsMMjA8wVzqfSNMhsLi+i0mOKLeLeIwbSzuMGlvUjZv6idGB1pPtEXTH9rUOw6T4sPwMB73XArBKayAD5HTXB8UkDSm1b3OteXVX+YEkGSj50Hzkub+EGthiKl8qBj7kDTSrhiMlKwVTX2KzcOcFWoCeyqmlXVUUfPLfLMXbwxOWCYt763F0Q6OGE6dd63SBiD3L82X78KODn7Ym63OrvDGruDhcFS2gcuM8ND2Vk6/lqi2kW32gq6Qn3dS3ToXS+NsxKzE5WNzDlrO4IjEBbk92sBQCiZYp8OEnxwUg8vxUO3TBQrh+UcdQ+w3Vp56PvgLItB8CLiHgen35TVBBHX+kf1CnJ/q8YKhSgUvpAr+uGufwfHrVGO8so3sogsZ7meppA/AErA9jCjZpPS5cOa4qou3gVvuO8ae2Lo6vG2l7h2kPFR7me+UE09KV4tLn+u5fyNs41LE7DpxuUtPJsUGqf1oyiCzOSxuX4WlDSpiA5VcN0bKHsropJstA0Ru0GqsFeoQ57ngwfV5hjiyE/8QTIPIlI4s4izRDhfeNs3xw2Z9sKfk3HHgZo583XY9xkO12Xf+HXsnbKg+CL8J9RgUJ/xwdehxaeCD9Uusrdp24/LIin8WBiXvE8XDnRthvWWD4lwFBgO7LqixUXofibpGsWMI9ngT8BtiDDOBre5ft76Ss465P94QbXPFvb6iTQvHRM8OzH6KNJia48diGt4eF9e9L6vtR+7nal8g6tUFt0yyT/t6QT0bQh0qHKT9KSvSNTmLNQyKvW9oP1ONkhdpqLtAw6CnVVNkpIEDxWFktU+PUkg/GGecWcqBoblhNoBZZ+W6UF8oTOL6DhehN77cc2h8ft/BYfBCx4pmwvoYP/dDp4zT7ddr+gMLQGz93L45XAAj8dnlpJ3IpwnS6uHsrdMX7vEIAyWal7YT/S7xWjZo+DhgzYqQYX+5zJQst9FwSnl1vePXOXdtphAZHNo8Chui9TaImYOanCnyMWJsqHOfTfFpcJz2ps91CzV0ZFNzy3xH7Vwcp4/kZbCHkRbo2xBTzwVaWmxpEAxvMnEzZRKFT+EEfEIOY8p5YyTtCXRhzpbr+JMOD4NP6lWXuw6chK/hlYIXksfqM77fdDhUvcTjB0ecXJ1gQBsUacjG035UuIIdFF5q34Q4VQF3DqUcZ119dX1Q4wbVVk6X5reGV3y4IZRzuuljLo9bOVe0kygM8GQe8f4WOZNDyanxJVwWS9Kl05GCjcvkTVeLOTfj7YnAQZcLn1yzRwB9+7sUu/pUa5lvLtWN4tNi2icy5mBL7x9p0+eka6ucrhVwJBu0gyk3faweRFEMSTZtsMfwccciblEHzc3Qr9MEmqyDVeIxzoIPjPFQtlOBDFTpXqhxBkm9K53a0LkKYMyEDmLWzLbTePah7TahDIbnyxfYaBAl1GNtJzEs3dgmohh2KEvLcLI+DiZXJ9ih+kKLHWsrWcbI+jL93/hms5Qc1U4HW8DwzwUby/nr6bEFKXnuvK9wJ645rz1+vxX4WNuNf1F4dX1bTChjfaHtxDra+YPyaJY0H+T4zWNiD2/j7OTtiZ8pSr2fYxhBOWNfUrr/xF/xNQMBR2sDtmGsa0/e9LmY/ulo6lGtAEmiulOYuSL7ZnHi8bjBW7ahwNAPWBSGJBt9U5LuLgR/rHOouiFzPF6g4PAQQYTHNFHnOiAawpwo3EZCXsANflPlxG+3zmsfy6uQJ/hT+k/CoNLpqICB0oHJcLI2vybw0QY4mk+Mnti2+GWcbNDHznfvfCdwY8YECsOvZ1NhGWBOntIbsBLjCQUpXf/hMVCMWyIm3RnSuIXV1R2ntZR6P0m9v0nw7JgqySrfK8b10osmiDLocWibr6XHybVH56hSzvuK9h4zGamZZb4bmMbMPeWLlUXdVDJN+WpleEdWJ1tngIjFiL5ZeXJYXdTIj9iClVGBBCUXq9P4BRpZoZxysgK5iHPGx9Y4g5RDTcmzxxbcYyI5TlRwhM0aUfoDHzYiGKDaLl2nTd5wYvClQAnrG0mek7H5uXeTpCDJxaF10/KM887IUfJSP6EKBH2SIx512hT2EroSoFBjcgY8ATZjixY6PnhKD1RiMXLc22OI1xf/asQo+HZOWdTrH1MnqOoopKSNYlNngbjVReKeDoQy1Q2g7jtL9DQziYOm4cUPjtonQPhqNy6GpA+7YcpOqZwmhzu8dLvwNsj2qJx0lJ82Wlq5zuENHA/a8QKvzreFbK8JU+tsm3BbEV4wfD8H5Z7ziskSWI5tiE3YdRV3Dobyvs1aGUyfdE5zfJo6DjMX2SMAZQu2AWxQ52H6vNiGqZSMra/6bibqqu0bfRlf3m4XtWEsJl90Sm9Cr72ZrG9/gVFsXAoAYHr4ZrT4RrC+7olNVi3b/TYZ60ILNmkt+ME4QoE+mNgK0yt3Oj2QpTePNVWDHZt8faWwjY/YAj16Q1WqD3GbQx4eE9mwNDQZOZ7hpqUYPy4bt2msixFuaMq1i7IPbZuhN5+V9FE4GJ9EZfsd7H7ZuAEYUwKhdpQ4/U1uKT6KbLlRpSbeGZqKweJAl/nGMZGymhF+2oxQWJayokmK41TniU6Op095Zpaa4a8E6aJkzMykCd5EWb8A3HLyHCIKyBQ+T58mMFAFE15wRPFrg47Y4MgYt411giNDyFB2UnU2FoaZmzS6OHuxcqov2N8EZnBc/IAcwZPODUner9fMcHLt8XmksYhaHps7Pmi9d31F3eMEGwdNqvEy0saB3Y8cjEHMFA3GF+EIT1uLt6f2jBOaoaS3A8Wc4il5uem4446DV77ylbD88svDKqusAnvuuSf88Y9/ZGXOOecc6PV6zmfmzJkDshin5HeQmphWrR9s5Ul7yzWwpAwIrMOqHERTxgqNwxxjS8Bf0x41PyOXtE8H6kj5TgrCI9lJzFZxpA6OyvL4M0G1GAVhV2xane80c7La4IjSSznr6G/A24g50NqgiCMbJ/XD4gt2UDiaQEnTlz4m/t06jgp+v8w5l0I2Qha/BjlHnbvmJaKuR2msUGErxxW8bxTjmddXqrET0ebfX9SBjCenpdT7jlSfao8rG//wU7ovNvnAWFMXh5Pf3xu2D9oWynFPib3P2HT11VfDQQcdBDfccANcfvnl8Pzzz8PrXvc6WLx4MSs3a9Ys+Nvf/lZ+7r///po9UY+iU+y0L7818V5Q3fxYbqU9EgfRXWfAoW7+uAytRz2QW/2gDTpCWSW/9RvrfxJf0hVrD6EHs4GaaenzuI4DGixIjoMxZB3WD3YBdbyMwVPvjKFs9K8jF7eyA28v5vCG54gRebA6/3tgIyIb6COwkENB/pZ4qTJMViOTmzR6/BQ4p47A8dPoMBwqlU7D6343E9/5lLvYVCdftqjr83vpcox8UVjVyal2dp9VBld/wjS7fo2T0ubhFl8wfTieIj3PuDptxX57XRY3zY47Plj/YxS0BxFw+rinSc+rUtoAYtPh6NQ+lN/CBXBT6bS6cP14mhiGrW2bpAdLhZNxijYjOFH2hCmEXEpdLCZXNuppdsNOsbv00kud3+eccw6sssoq8Otf/xq23357Uq7X68HcuXOTbcxN2Zb5LsuUCzSQmI0s8MDV1cOps3JMDFVObfz0cp2XIP1AR2pnrEMYOwRRzn0dyrVyndYW7smqDxIGG3y9r4MMygRcbuaIDTwZHsxWbSBinHqD8moDniBgFPT7/LYcdR5QMhRfro9WX2xb/DJfluKXePHvBuWnMCksTBdWF8PjF1KLNtDXne+c4brEzWm5cUg5qvLXL90JYT/VH4Trjuup9xEJT58+V/8e6+qPfwir1efqoWVidOfL3lH6f3Vfw6jpp05levLJJ53Ps88+K8o88cQTAAAwZ84clu+pp56CNddcE9ZYYw144xvfCLfddlsWm1Mp2zLf6hO7ZkAi7X8kY9KO/jCDrtw5xqRMDVlfr/amodWpclAi7fFv4jkCKtEeX7lT5zk+hD1xN5XIcg5LwMD72HXWNIETjaXTxfFybYhx7kkbEB2UPFavCWZSSasjJVDi5Ov0Of4duXYSzh02EFLqQn8juFLdIK51NmhhgqrcpBl3tfeRkj9SLjzO2oeBOns0OlNk42RSslkaDGYUOjSE+XmNBFqTNCgyDX0AANZYYw2YPXt2+TnuuONYW8bHx+Gwww6DbbfdFjbZZBOSb4MNNoCzzjoLvve978E3vvENGB8fh2222Qb+/Oc/p3VCBlKn2NVNmav/gh99chuBT8LEbqxRK/V5svb3tKc5Ah+jh3I+cBy3/ZIsVq+9IQT8km3el1iHSHVDZnloZ8J3rNC2+E+AOV2UDGUT1ecGd4xIZ5hqK3Fs8fPOoDyY88w6zUQd5sRqAiMWH+g69DeEVMfZHYSDWqWQMTw9vB5LxbPTzQoeG1+bSufzUnx2yl2hjOMtyJi0dDs/Xa5sW8+1U5NqZ9vi9xdAdY327KXxwLXTWWEOaQeXamdTheXK4DzuinYOj9BWmynQielCbOb4/T6nyNeN2om2i05TQ+1BZYXV4FBZejU7sY2IfbQMt2qeHqdIPUNxElPd/L6g+GTMsN+wVLlYOzty6U9/+hPMmjWr/D1jxgyW/6CDDoLf/e53cO2117J8W2+9NWy99dbl72222QY23HBD+MpXvgLHHHNMPaMTKWmZ7xhqZmZpMJjZcSJkkp4MlbJ6mRyyJQbiHLN8Sp2xwVggj0ZCbh0bEHrBQKxtRqGLIj8Q8W2jgj3qWPhyVCDI2SgFR5i+WGxKVsOrDY6kwAizISUwqnFJJZOvExuVsACDKvedKJ8n+G3xY4GDhi+wV8mLOtpAO7sq559qCyGL9RfqsPtBRSAn20TZ6C+1jfUHH8xUS35TwYmvC2Mq65SksQ23QffejRaXtTEhuKgjmxSEMPh139vJhTOod4piMCcDNfkO0qxZs5wAiaODDz4YLrnkErjmmmtg9dVXj9I3ffp02HzzzeGuu+6KtjUXJaXYpXZ8I4ENqifGqljs+GAJdbySHK34fk8JtHxbxNSExDpOZx1+baBGY2KBkB8MIDycUbJSR5RCSAmuojDEgIplx3kMf0ykwATb+FUT9Dj8DB/6G8K2UbZT9mMYlHyOD6uHsYdsQ0Kf+MfFPn/8Y2Pz+eXusTYoL2UDhcPxc/KoXm6cTrnutBh+fZ2xBq1SjHOJA2vsGKDBUvMn1vV1NX8PRWWZ+33MOZZiA5c+V5ek8V6Wz+9H5pDrqCJjDBx88MHwne98B6644gpYe+21ozGWLFkCt956K8ybN68BC3UUNYNkp51hK8LFvTiHlNVd4IFdMc22kye8nTymaBtio+jUYM4gc5PBZB0Zpo6W7ZGynF6snVpHpmRjBlLMWUZv+N6sjWyD5zyg/HGYnB24zT6GJ+vVS7NhxuicISBsw89Dd16Oahd3rnHnqG2fjpfRk8CH1ZNlYRHLL5HmPUtsI0VJlz1rE9Qh8lgKHpdK58tQs0QYXwHhzwAU37EV7oDAKqs9HCxdrvxrCRUrtWE8jn0TBVV5uPpc8QWzi1oBztcjzU7ZfRzaXM0iFSSl4WlXtAPoyal0flsFmwv7sDaGNlj8Chv6ZbrV1MJjkWfTWLVe9BrAZfH0uTqrz/Hpc9IKb+71Tvd37ZkiCDfUlfqXksdW3hvllexs/ygnppYOOuggOP/88+F73/seLL/88vDggw8CAMDs2bNh6aWXBgCARYsWwWqrrVa+w/SZz3wGttpqK1h33XXh8ccfhxNOOAHuv/9+ePe73523IREUnWLXxItu2hVUYhZo0D9lqIeZhqPnLWWY1evSFnhIP2bqIC2xjtNZh6iAYlhkO2XWH50s0ZYgUPGDgLLceDbgtuFBQnhTcv5y9irrsODICW4IeQ0P+luwKSYw0hzHuovNcPLULvSsk1yUI/xU0FHI+TJY2p2PTzmNkvOLLjXNOEWoYwaABhOVDK0jcDiRwIF6Hwl7N0azTDZFVaDW/xLjDDdBddpCYkZicH0g9Y8UiKj0J6RysUEEEgTIeAnnEGNXKk7dVLdxE45ldQMtjLqUvPx02mmnAQDADjvs4JSfffbZcMABBwAAwAMPPABjY1US2z/+8Q94z3veAw8++CCsuOKKsOWWW8J1110HG2200aDMDqixd5CaTsMbNmaJg+qLkGdW1aNl0uqoes4Zzq1X3TeR/H4b1HIcPxVMYPJ+gQODBy8YTljuyeJsUcSlyNB2ePYI/K6MTk+FGQZHGJ9fnxIcDSowqhsQxZCvi5ttSgmUgt+eDBUcFLzaIMm31w+SJD6/TOM4SoEOp6eqQ2ZgIikM4nBMTXvRd4C8oIoPJN13kThdYrsC23RBXRUM6gS0dsUG16gOxKQm9Tq8EM5wiTLMsa5LTQQbOTGnSuBjTJwfqsXU88rMV111lfP7pJNOgpNOOinSqmapVoCEpde5qVX971jKWiy+X4bpUWEyejjHibOtcgRDm+JOKhpbsgNzCMV3hxDnUhtgYA67Wi+h08ejdFFOcchvaB5LE+X84zbTmODV8bbhDTCIPaENboE0e4T1m2sDz68JjoyhzgVPJ3bOOfXYccH4iO8KHp8vlhfjKUgTCOW+cWFkO0CUTWM93BYn5awoA5cXS2szSl6Mj+IBrx4LkjA+2y6AStZ2ags5Kr1Ls4ms7bT7TibFTwYwBY4nV+FZJT1/JsvIAY+nF2PyAzLfhqKrqSASTaXz2snZxvUbZgPWLsxmVxeSSsbowvsHOyclWU5vxAp4yjRB3G5+81bRDsD6HUt/0wdcuE35Fm+oVt7DNsAN0+wmA/UDpBwhr4s51SjbPkg2NfGSG7ouPqpbj4nx1l+OnKvD+6VuO1S64+EAC76i9QrC2oAsG3+Gi5xz3AMeJkjTNgKXjbONDAJFflktFwRRhAePVV9pj3Pd4MjWJfFi/AWNGzoQKWQoWYnSFmeRdVI2YzJYP1D8Ei/GFzNO+OcypUvC4mSoNlDXCQTlhuUn7SSOh4qY/tCs1hk7tvK2pGE2xV/rHlXyJVyHXF3me3zIS9vbRj8JE29i5r1bhKEjLTUSIGHU9Coj9dPwdHqSsJX6JJ0pg2NKu+oFPLqgigfR6nLY9TdVhbNQ2dDACO3rVAVahCwXgGWkHO8d8c4Z7+xKznRqcMTp4xz9gqQgg39o0VN9YnlRXYw9XBtce+P6j6xj+Lh6NqgWcEh5UabZC8sPYIJ6j09bl5uMd6HzY5XOoNjx2w9GU0gb7OS4B2IycRk0cToomVynR913uPWY7fELR5X8B2S5PlON1Cl2qWly8opwlQNQlanh2YsC06PCZPRIN3dXhpcX7ShvIFg6XwQOao9b14is70Qb3Q0flY3VhT6K5WzDHHTX+dIs7Y07cb5ttGm8PS5zbGpd6uyRtBksd474v7Hrp05anVTv88Tw+fUA8Tu8113ZUyLspW6Slwmmez383SWb10+l83+QaXKQlk7n12Npav32uOlgvh4q1c7BR2QqvLRUO2mj1xCvSrUr2xykoqWvaOfiuGl2KE7Qr9jiFXjfOIY4trlpdpht2rbgNrvHlEqH0+jy8di0vRqyqP1OO/tpYJT9bD8Iq+9ROJg8p49uT6i/fvoc1je8npgV6Xy5jtpPf/jDH+Bb3/oW/OxnP4P7778fnn76aVh55ZVh8803h4ULF8Kb3/xmcUNbjKJmkNq+1jzunNazWYsZQ5UTmMeOGL+qzgwV6wg2KOvzNcVfCWJYrnOpC4RCJuMx4zieLo3Nvg0UpmeINjjy8T0YngdrIyPH9S1VT/IqcTA+KTjCePpY/IxOIed/UigGi7Mrtb3Gq8e+c3yoncKxZs8TAU+jH5fBr3//uvFnWMT3CBUUXpvIuOIxof1APFDBcDhdsVMSTY/bw7ov8bLxD2RzrbKbOpb4OHXtyIlZR3eq3GjPPukyDmI++rB4cPSb3/wGdtllF9h8883h2muvhVe/+tVw2GGHwTHHHANvfetbwRgDn/zkJ+ElL3kJHH/88fDss89G4Scv0pA1WGIWeEhejEF986wbpIQ4aYMjr0dvRwQOozt2oQVbRhr3UFuDL0gdIss5Ao4OE9ZVPJZTYZAyyv5ASWiDyhmhYRgHLMbZwb1VKTgibZj4zh0XvxyXMSgPp9O3idKdy3HHggSfuEBIopxOgj9TwvH4NmOzS/6sUrEans9T/OwBr5fj0yzeYK1PAMZ4dRPS/sIN1Av0tjy2aEPZTksnJ4vNJFX8VYG0cIJ2wQZH1tevwUeYWJyyrlrRzvSYmSWiHU4diq+bKSpxrTpMFqNKFzLrgOlyuorZK0iURWSYYxaFI+jG2kC1R2sHhVmWITalYmKLN2ALLcRQt7z36NOb3/xm+PCHPwwXXnghrLDCCiTf9ddfDyeffDKceOKJ8IlPfEKNn2cfJPSJZGokH5ZpF2igMXVPL2KmUzH9dR+25XoJNAmHMTRXwJZbb6yuVH4NWEwghAZUpXzoqCpNYINGrpzGxSWoICjmWHJPwaVrSwpqpHoNX2pgVOd8r0tY0MHxOAFD4cAjDxcKvqJP7GXDRUdWyUfV8846nYKG4VI2UcFTyB+3fDfVH1wwIGKWMswy5JqAx9cdY4Romw4qlT+2TtIVE5DE6sVl6qWtcTgkL4LPXVsawtLW8P6tZ6d2PyQVPtr32Iazox0oGZP/XtPkvSuV7rjjDpg+fbrIt/XWW8PWW28Nzz//fBR+9kUa2j5VqQ2W6i9HHmMTU5fpHYY4e3oTuuNxuGrRhNhAR8dm8cdJFNwpQUsjVAYQCUFU8MX9SQUwvgoqOEJ1KgI3TWDplBGymA4nqPJ46gRHWJoadUMqyrU3LBPxEbEE3Vg51TabuP6xbfPxsSDXOS5IPWeHXcadKykPRMJ+KcpDh9Cu9wVihowKK0G4AQoe2sTKJ463Il95MNLxJF38+TSEe3Km9KZB+Trt9/naY19H6aQJjurw59sHCTnh6i8FGeLnTcPDZsN0fFGYEYtGoM4CWsbbhDuMoR0SxTqwkqzWWfHtpxytkL8KHrgbKXrz98pwfhIStaGs85iMwRw4Vw5rO2kPIRMzU0PJUA4sd0xou4yCB8fV1lM2UzwAuqCIq5fKfd05SINnW+3b5qSSeeV2e4sXxO16P/WuqKdmgUpcw88UObwQn25XzK70+cNZFFs/phd6od12u/rlleXuLByUB4Wa2Sr1kbYzsz2BTIVZGe3OCKF9XDwzx3QJ/WW3BQwEaXYYfwHqHtt8eyKhfYVhKGUlPIkqGSsdTG0/ttiAvi3NLIqgTZ9Lw2TT55AyHX7YP/iMVxp+28nxfzJitp1uvPFGuPLKK+Hhhx+G8fFxp+5LX/pSNF6tAIki/Ut6aVE8dpzqPsXQBnP1V8NTiyel8KA4WDtS7CEc636dELAl1jl6lbbG9lFsl5b8XkCD2VB3UPGDPPwdKkq2ujm7X5TylE2CPBeU+DyagFPEoGQIed8+fkakXmCkOfw5bjxkCpDNQ+jFnEK73E+/850POwXGD3BsvVQQVPBwDjum165nHXqv7VSQRPGL5ZTTWwQGpY14ih5uM/0OTwppAjAsqFJhx/Ir26IObBj9km2c858UFCH6Uo4dfk7g79pIQWYlrz9OeFClCzrqYsaeTzz+1HzPyJhesn/NYbaZjj32WPjUpz4FG2ywAay66qrOWBuTGm1TIwHSqJN+GjkGEymLsimtrimcHDJ1HEN1gOcFFhK/ZmnvWNIFVG4dGhAIZwzbJ4JjTwU1UnnM+SStiEeWIXXycQzlMblxBlMKjlKDoiaexPmY6NNlu56Q5QOHHviLOdjvJ2neTYqZASjwtU5nGPjo30cK9EPYR2y5ECRpdISimsUMsKW36wU8qC1GXvIbs8EP9GT+dFu1ARUnm0smJbiqjQP1gjN1oDUFAoyORo9OPvlkOOuss+CAAw7IhqkOkHKksVVOlVU2cUnnwS+wwnrOSdLil2UoX03MhDZjbUrJj5b6i5PFZKIcWe+LdtbA/l4FFUIA4fMLxsUu7d30ynU2BhnYeG3z4ft24iS9d0SVY7/DdtJ9wwVd3DmFn/+hrF+eOyii+5OoiOTRkh/ccDx+tR3A2LzBbyb1zk5o8NPuTCkT2sbNJPmOs4OJONWh/eEeSX4ABhD+BpiwiSw3E+VhAFN8wWalqFQ0NsCdEOaCCKyfuHQxKBxc0xNnlrhgzOVn9kTC+MFNs8OOu8uPBNpF3yB9grXFaRcUfRW/V5CUCicRuhoegq3Fkcpoed0MTiom31+p6XP8Snb4SoPp+KNI1ObfdTHbTGNjY7DtttvmxcyKFkH6leVy4tc72fWpgzGYurIU+Ziuk5z/WJwUx6+ObCyGNv0swPULWkKYNX7b6GCKwIwsD3DL38Ypx2zUBh5ccETJUsFRKOM+zJGCI4PYWMhR15P/yUkafKqOagsmW8nQ4ykVhHLH1K6vcz4Edd61rj1/Y8vJ84WzkTdl8BTZV37b5IdOStyGMHLf06JwGJnh+wzD85c0pN2ge1QDmo7q04c+9CE49dRTs2JGpdhpl/geJUodqJsYZOoPfNzTvQg7EuskmSZvaNzskXY1pdTVmnCsQrdXgPEwAUTlgOiDjJi0wFSnTxM8SDo1Dq/jPAvXR+z5RTn7Utts+yTdMTaNyywBSU+4bP3Su0YAgKaQBTzGfkLspt3FpCm5T3iFGQ9QzJAwdVz7sLZpyykcjqgFGzA8LkWtsqnekt+xVGHplj1H915S1AHI/c7qZfpXlGVkYvC4mYvaMz1R55z2/Zy08yPHeTVMmmxLfXMbldfBbDMdccQRsPvuu8P8+fNho402Clasu/jii6MxG9soNmpPoaZXq3N00bZifCp8hQPFYaJpiDUXaOAczJhLHnOI1UELI+PICv0XyPJqgye3pF5EWdVvXNDi1hnDBzABP2MzdtwCHqYt1MyYhG8MHUZyNqH2YfYwx9AY71xB9GkDJ+y80abUccGW9nqm+igl+NGQBrcIonzb/PSyosxvQg/jcYKW3gQfk3KH4Nu4Tjpfz62X0u2ctnhyfhBR8GCpcz4ZyxMO4g6LCXvPKQhIJgq44CK0mQkakf6xbXN1h0x2ABak2XH8xk1ZdBQybbH5JGeaOoaEKqeQ60NRLyMTFYxAeGxSgjX82PbK60yyhzs3JD4NZoFlL9TApQ7q8Jtd3Q6zldLf0WjRIYccAldeeSXsuOOO8OIXv1j18EaiPBvFNjStqd0gNiZwkOTqTysry+piRsnTwVZK0BVbl1OmlFXaz88sRepk7IjFqOwPAfwAj1u5DgsYRBv8YMUTlvo2DK4oPuPUa+S4Ppb63xDlFKUGR7kDo9TxyybuXlDY4M822cEJWwb0rIvrCMk72lOOk8rRR+qktmjeofHxKYeRcpZj371BMdm2yivaaWalNHa4eiMxGP4mZ4o0+lNkUoIZ/Njk39C1rnydfu7LNzv7hLUD2zA2B03GQMmYPPcVH7PN9PWvfx0uuugi2H333bNh1noHCZ/lGFwANShKD8Dq9YU2gMsW5CQt8BBvD+dgygEPVuY64pJebQpabBAZBB46seaohj2xwVFYrg9MY88HKbAq6u0XVe0bhp1+4N9IuOAIu+lgZePWB6NCJudNTINJ2aVpF3fMNH3rHwsK16/3yzTnAz/GhU4dzhdXjvL6MkMeEHx7Usc1mT9yPMYeANWwKe3+0yPraBwm4NPDNHOfz7mtytBvZPVI/e54y1PIOuJpzpw5MH/+/KyY2RZpaHzvI3UaXpouzMFC8QmbRPyEgZziDW68NTG12CQOIqN2yhmZmBtd0BZtoIUETeisjqfI7bM4fl8P2lee84A5wKHDY0IcoHhxGczZpJxulNfC9O1m7VDUOTgEpu2QY3Zys0aBPqwOOQ7jgAcfPi8WjOX+aHVjNqPnmLJftP2MB6xMP3v1zl+hzm9TZY9xZLG2+OV+VajHsHY4spQMYnNVFwKGbQ+1GY8Jt8fE8WNjJdNeT5lnM2IrJYr0k48rqEX1iTYzNjhlEUDceIph81h0cBdnk3XNYmWYj6WH97A4/LAslpr2R9tOBtLuH+xn2I0S6KijjoIjjzwSnn766WyYjeyDpN50taGIve1PT/CbTk3MBp44peGk1UkySbLqmSXaGchhE3tjB7kuhoz3JeamKTl3kpxUrsFTOZjCDRqfqaifTufzcjNEMeU5ydehWZgBAE/DM4Z+f8OAmx5XYDrfkXeTej08VcbHk9LtUB7GRgo3plxjA2l/UTYB4tsWS6UNCI5fR9lJYmr5S/zIPZEiKNYmTDa2Lg6n7kIL9VK5uGslJ6X0f19ucOlr+EILyFhn9JvbjioZM/U2ij3llFPg7rvvhlVXXRXWWmutYJGG3/zmN9GYjW8U28TS2Dnk6hDu2GV80hExvHHOdipxAUCdIMcpS5BR28DK6m9mGl2avY+iqQwO6ADPD6jYp8eUmsjAEMdw7dHopoKS2PMOCyqlbQG0wVFQJwRHdYKiHKcM+R6FBY69a+SXjwMfJNn8XAAiOVRFkOQGVHHvT1BBQoxjnMOZjA0U3LI8K9pF2xz0Yd53hNi+EOyvE9hozyGJNOddKtW1MeeKaznfJapD6QGYLugc9XeKOpJpzz33zI6ZtFFsKjWfhhdiYE5P8mp7DhYy3Yw4izEOc92AhAvcOMdQgyn1IyqLytA6kmwQ3EtMrwm+2PzG+u7zK3Ux/HZA4/NzfcP3nxfoII4/JU8FJ1LQYgxWFgZ0xvDnAacnpg6Anzmizv/cQREZKOHFJHGnGjprwWD5Mz0+jh8s+avP+fUOTs/96gQ8xhICfibJDxB8HD94oIIkrLwv4LfXTOCH5we70AOjxw/S7I5xDtkEc4VVf0U7u6HZlvxm+NEAyGsX1g5SVeH22zqUdmqDGf8YhTjc5q1pM06VHfUCEa6N0TYBdjxDO6X+skm7kh22YWws6Zcsrx8UtX3WhCLs/pwDs8105JFHknUxW5/YlPQOUpZgqYULPAzrYtA6WrXfeVLyxWAm4TAGSTB1bIhZOEDSoW0vFty1gbgZJ79GChyotlFyqsCQkKHkpLQ6zCbumDjYIAdH1A3JKPRgH45iZSgb8CDX/Y29V8Xp4fiwNEfsXTEMh7uOYoJ6yW6NHHvetsyL4GxF+WPHNxaLB6k1ljOFMUcg2z2tkfstP34Nm4btmzW10MKoBkVTnU444QS0fMmSJbD//vsnYUYFSG1c4ltDTQ80OWfGtPsf1R68M7W/7k2glgybgqa7w6odGi64ytAJJXt5k5cDGFwvzuviGBmHKKedRYPySc6nRgbXV5XhY0XojHPkBE5ecOTzaRxoKShp6gkfh03ZpQn2qCApum+R8U0KkgI8hW5tUENd/zFjZnhdIteuj8HgswGYFwVEn0PMgxEtP86mi074cS3+gsh1r8l1KQ7qXq0JBIaxUAFuf2JGEFImpVCn0rAfzucm6iFa3U+b6YQTToAzzzzTKVuyZAnst99+8Nvf/jYJM32jWOUMkArLuUE2nYYXptcZpz7kq78aXlgf61hg+BVfzZklph9onNABTWknJ4PViTiYsyXetAs+o9KL3dDZgCSwJ0yvc/mNx8/Y4AU7vF4ORy9TlFOOthRAcHo05wAWHFXyeGCkOTepwCimPRJfid/gzXfMSmHxyU55KcsQXj+Vzk69s9PuqJQ7Kt3OXryhKNSm2zm2gZsm5MsUZOv1y9D+MEQKI6HHL9fIODwlDp0aF+KE7wu5faV4r8mzv18Wprn5/K49yKaxCKF9NCGE6ZL10imXog0MXr+MT8ty+ytMG8P4JELlATlmwrnptAmEdiL4Gvu49DlpE9ZYXdqymL4WcZH3uzoaDfrBD34Ar3vd62D27Nnwlre8BV544QXYZ5994Pbbb4crr7wyCTPLIg1NRd9TfalGm7SzYDGXtv5pVT1MTR3Fq7XRqWcslkzQBlUaW3Db4wZfKoBweLwvqQFVrC1VOY7ml2qDMO05iKXVYRiaQDs1OEKPB6GkyaCI0uOv1oQGDBN//cACexcHwF3IgXTaAHdeuQBAWt1Oso0KXjisvrz7Pg0X9EgUE/CUQQLWRq8NsbZw7zXh/Dp8rT2cA65dECJFr4SjqQvt1QUrzWBO/sUFBv1O0VRYwMHejy4nZpvpla98JVx00UWw5557wlJLLQVnnnkm3HXXXXDllVfCqquumoQZ/Q5SSjAS6RPWws27br5OZzp+qq3aMj1+jKMXSyhOAnaKPX5gkERFUCEGZp5SCdZnH/IYLQUuqAzRN0HbvHJOf4WN6ev/ldLqMAzbJruNJSbogyND2OvLjJte+aGokKvzoYjSj8n5beLaj+2fFHxnsPr1YZ9og14fP8TGZTXnGInp2TZ0lyrVHuVDkmpcSm+pdtNYVn+UUCYcDBo9h2Pkp7aPIckN0k+UZdodDHSE00477QTnnnsuvPnNb4Z7770Xrr766uTgCKDmDBKWhjaOlFEyUboEjLqDl4sVtgHTTz2llvHD7+lYg51Z0jyNx3C4m7g68HBwkBuvOoApsCoBdnNYCNuvXj3P+y0Zl7y0N+IsBTZ7jhEXCFHOseY4apxQ30GnbMKOgSatjjpPqetM+46N5PRTgZD2mo65Tv0ZH5KvmPnxbBvrmUDOXvmtStmy6oyHCfhsUvGdwqp0WQLgziRRGNRskd9eCzacMfPK/XQxX4+Np02ls2eRKuO82a2C2eMnU+PKOt2S31g/xawm5xxT1J5qpqr8PsEomOa13W2XpBdrIwaNnZMKc8jjr8GhMFl7E/dTQo9TjH0oVriSHZZmF0spfSGeQ5QuYaaoSAfM0a42EvYALAdm22ivvfZCy1deeWVYYYUV4MADDyzLLr744mj8xvdBKmj4aXi1VbWeOKdVKovDrNm/EY65Ci5Jxg0WUogLMHA+4/zW4uL9VN9+R4f3G+MhbSDrvd9COaePCo5EOaReExj5vyUbUwKj2scOKcOswIIEgMpmOw3Pd0xtTN+ZKjC5d5N451pOt9M4qD42FWBQjmPlGOJ797BBEegCD4n8oAq3T5ne5rVHz5/eBs5+UTZBL3teRHjV2mAlxlHXBlWpzv8okbp/u/S5rDRVAqTZs2ej5QsXLsyC30iAlJaGN7ihIvVA405ZvsBPu4KdCks9na+3NVdAg2KnyKAOsS4I4fDEAIazVqmYC0iiyQ+oMBYvoEo5lhi+NjjS6JACqti0Oo2dGlskHCx9jcSNMyOabHwsICnrrEp/Z3k/oLIduVhnFguScGcxfDkam0nSBDxcncZ+bdCjC5yQgMfHz+ApU30UZXxpX95NY3E7kYUmUvAgT5ChDWpoed1CDemLF+iuGR2W9p2ftIC57sOCOF3x/TlVg6bJSGeffXaj+I3PIOFObI+tT13K0UmNw8rQdfNTdSFlSD33FBrDQuUSVpmj7OLkc2HG2Mm1HavTGBTi8MLazWG5PkOPPaoL+V7yhxI+Vv/JkBvsOPy+HGczYSfX7xV+eDOl2qspp2zCgqOKp4fK2vJU/TiEZVRbsTpNUMSddU0tVwtgrQaH1NmBTlnWwxd2sAMlY8lTl9P4BIRmJsnHKNLtis1kq7RAPEjynfTqeg1nlzTlFR6+MpvTBgQLswkQeS6QqXD636QZKj/NjrMRs5Mqw9pc/EAxkCDQxfFSBx1cpCMIG4I+FNpL4nBt5s0hMdmyRMzKznDFtphAn5JDz0EFrqSrwkJWv3NsSgtU0MVcnHaFgeMgg7Y2UN9PyI851Ui9SENT6XCD0IsRlhKTegKM0omjdeSigiXGCZf0iNhoWTySCb5EyGplGEbtIhGawCaV6ohrAq1c5X5whPJ6wZHDY/FywRFHVHBELXjgy2J9PW6qj6jf0B+JOD2YbVjw575L6sqL+hFs51ggMqrjSpwfuc8/rC6F6t4WYq45GoNhjByToog51rJoKJXt3lHzGDdx/xw25fR7mlqpc1i+Y7dYw9Sm6FXsAKqbWB0a5HLdKQNA+qCha5dq01ht4JHV1jSsUh7Vk4CTqZ2cgyDCIbLaFD7Oycf54xrnB3y8MyX3gcZJrHhlWymW2HIAflEGykYKW7MYAxcc+bi+nK9fCopSgqAYGUq/byuGoQmSqD7k3u2yMfA6N0jiAsqc51nFY2Qbg3NSgceNaYkBhXbc0Njp8sUPwJo+iKF89wCkLB5Gxmx8xTgNVj7/A8cfjIwOtxkfsu3LWWvImF4jn6lGUQHS8Bda4FPzdLqs7yhuw2l4qXYjGHhKYZourRNT950lzKHX3rT7vK6zgdXRQIVMxRe7cAKmW7bfsxmxCdOF8aOr7QUBDIJJYGM41G9bP2VjgAG4882V2zhUcGTL4v3k4YBuWWqD8NgzKn5AYjy5wmY/KNEENeMJH5skHahdRLu5tnN95cgCBKmM+PiL4BBBEnXNlXZHlFM29P/S1xn1G8UJWXTXqz1GEdiuQPiVawsmih4j5biIrggqyYIt4/1F6mic0J6E+M7jDX0N7ljqMMPvru3h7KkGPmeAheKjOkOfCT0OsbqcPmo22BsEbkejTUkzSBTlmF6l0kLaQjmWKa+w6tnSFDUx4Dba/gTbNI5LnA0mSq+27dH8EY4e76DhvFG6Bb2SPeGsh27GUxsEUo6IG1TQD2V8eHSmxuB2SMGOljQ4aDCG2YrIVfzps0l+mXp88Y43FSRJQTZVrrmmNDIxAU+Mbgw7F7/hjJVkGVG13hghJaXYI8pnDDSaprrtd7HaExxgbcjxDuegNu4eBpmGPlONkhdpGMQFNMglvPGBcHD5tKnTulq7czzRKcvSoFhMTZ2GN6WddezhqvVBkDK4KpwsjfIBUEpASfHG9CN3TmIOKBU0ULIA8iIM9k/0oQ7RoNRAKIbsZbdtKmxyV7Cb4CVe3DbGXjChN8FrHCxbxua37fH3Sir/gvyiOIZZ1iHyXDmHwekZCE0YUtkjLX5ArwjH8TOq02QT+g2TicHJbY8jDxkXL0DbmXHFOHRBgmZWactpt4QxrCW7uxXuRpMeffRROOuss+D666+HBx98EAAA5s6dC9tssw0ccMABsPLKKyfhRs8g4U9xpXS4YaXhNZMTXDlhYYpbbl2pWPgUfl185t0PRLcKE5HhbKdxKgZ/9sTF4YGq4APBE44ybjcT/KDnVKCeNZQLUrh3KbiAgpoJwtpC4XD4xW9sZqP4zaXWOfKMLiytztaJyfZ1u7MlPr+BMF0Nw+dmd5rKEbevUUo/aqvVHrudfh9g/YP1JdUXjozfrwar41PtbDu480l7Xrp1+PWjuVZwnaGy4PyTxjlunFC0BdVJ6cIe3CBjKm4npg8bP3RjqosT1kv2kJjseVDPf9DanoovlamwHAwkxS+nLulVhgGkz6n1jvh7SP4YnOvTRrrxxhth/fXXh1NOOQVmz54N22+/PWy//fYwe/ZsOOWUU+BlL3sZ/OpXv0rCrrXM97DyNnMOZqKuFJmsA1+z/Zl6zqO2KvmiMHNdlAk4nG7RuaghW/LF8qucPh1WLR1CeeDEeuWcE1zHLkynq1eXToel0dlEzRJpruWY1BF/qVtMj/80FJtdMiacVcJmlIp22suCF7NJsUsHF2VYHSVX/Nbuj1SUBzhIuV/G2aUhDidWB9VOiT+2rq4sLgT6qTwOhunHZHnEtNTjnqmZNH7OWacEuaba19SsVJrebvZoFOmDH/wg7L333nD66acHM+7GGHjf+94HH/zgB+H666+Pxm50HyTcMRlAAIXa0tQsVm1YYlYO05+Irwy82vBEq5SP1BeDUznkeiA2DU7AiX3KyQYCyjIW39OjCXa4p9+knprBcaUHT3fjAkgurQ4LjljbbFzrh0avNO7UyaX3ZbGAiQqW7LS3Pl/BU2FTaXcYccGGYzPgqX98QENviFnXSXbqAXOY3X2RNAFPrDOJ6mUw1IEVY7MEWLVFl77Xl8H3kLJt0eGkpwKmYOcMNJoOZJoKHrRticdF+gOaDSb7Oqb4Xkgmj2/qY7aRbr75ZjjnnHPQdORerwcf+tCHYPPNN0/CzrZIw3jS9Gl9vTaGVkeOl/O0q+zFrrynn5lpJn2Q05mMj4CmOM/oykYRmOyCBRFeM+doq4MGrk2ofXZD9fwGiDYSOnEeNzg0Xp8XH8u0gFcqL0iTWofh2d+ltLqAH1ulDqpPYZefTlfaDH4KGZLuZvBPaUuNj1qHZxee+mf3i9Vm+2PovrPb4/SnLWPVgfedPk/wVDtMnw4vbG9gC3btIbZjv32cSp8R+d0xTcEP1jjCXOuOLIqhk7UZ+LGFB3LHXMweuu1RmBJfBGmxkvGVq+jG+hJ4+lwzGUDaPSZzrEocowMrm6wLNTSdvt0mmjt3Lvzyl78k63/5y1/CqquumoTd6AwSRZMtNS/DtY3jageaVHxUp65Mha/ESr4BFmUJPZAyI6I2iNHh6otzADi2nOdFLnkfJ3AqvfLY4MjBYpxvzg4ura7iCfXYulw73GuW3P8IL04iH8sfNfyFGAD6dvozSgDhYgqFPD475S7gwC3e4MsUM0k2ht0eLN2teCpcYpi4VLu6VBeH6486+qp28rM97KIPnCEUHmKftLAEjhPaHWMOeg4py7LiQ9r5oT0vGlt8AdEfjdGlynU0JDriiCPgwAMPhF//+tew8847l8HQQw89BD/96U/hq1/9Knzxi19Mwm48QEoJQJpKhxuMXqRMyReNmzHgU+MnoeOCtYcwBiAqfY7FibCnhowvq32Iq1XFzbwEPIr+QM9pJU6Op4WYHm1aXUGapau1wZEmMIppNpd6R717hOmxWYMV6yZsplLvqCDJdqiwIMm3RUq38wOhukThhAFX2A7OXgoHrVPgOHJK/lhczv5cMnHBDBekQS1PHRVPxNQHLalBly6giMXXBm45rrWUQKSptL1B6B0lMpDBv0Iw20gHHXQQrLTSSnDSSSfB//7v/8KSJUsAAGDatGmw5ZZbwjnnnAP77LNPErY6QMoz0yJNd2Iy9Umatm5sZmkAq7JUZQhfKn4NnSp8pXOeMrOEOrqE88sBpaR6uOeUK2MoRletU121iVcczLBE8qM8JS/ddg6HCsio8tTUOm7mCOv7Sh+dFmbb4/P4K9HZpB2/6u7hoZG3g5mCCmtt+f4MTNWOXs84s0n2jJAdYBUQvYCnRy7cYAcWJT/gQRImEzOLJOHZpAp4DP1+jQbH5ZvASuW3bEBlLYawP6oARYodKn3VDE+pTzDawZ74gdkdF1xZ55TimMUSjpXvHRptoBLrzGuX+m7snSLkWs+uF8F1Htqgx4l+d1Gtt6VpZR25tO+++8K+++4Lzz//PDz66KMAALDSSivB9OnTa+EOJcUOIM25bio/1tWhK4ulxnAb1qXFSm2KFismjQ5/ZyDeQo3jr8Jh8GIxJMXc0t68HM1PBSlYWUpQS20IKwVHBUn7HPm/0Rx5Gy9DcJQSGKUETtRsEppWN/HXn1WiUu9iZ5MqzDDdrsKnZ5J8HilI8tuQ4myjDh2hF5VX6gzbJKSiIUFFLHFtFNRmCzywdsak4aHpd5BvRkQftOQMunSzPE3pGgQuNpscrzdlpijPLPSokzF5/Esfs+00ffp0mDNnTvm9LiUt0jCY94XaqaPNwZJeV1rfDiMYq00MZoozXxenlNHOSjEMWrUpQV1O4gIsjC8Wl/yN6JLeOaobHOE68eCHWkwhhiQMrNy3MVy2vGqfv4ADJRPWh06tLyIdP4kofj+QHtaNPfahAcemnhVOuMpzjW0sbwPHoL0P/fJlW8i6dGU5cGWZdvpsbdTRUV66/PLLYbfddoMVV1wRlllmGVhmmWVgxRVXhN122w1+8pOfJOPWXsVuaBt5CTJ1bCjLRBtqqyXSDhOx7D5B63VlOl3KsjR41LlBy2JmlkqcSqbOjJBtiNoZYtqDtRWTNUbnBLr9pOfX9JP9hArDxhxijDd3al1hl3vtFrp6Dk+Ba4BepQ5bnQ7ADUoMuO3FghZ+dbn6HyB0U/rtthtA6pDV7oK+8dof1rvHstRp9z9zHAt+vNzFDs+jkMr2Irx+X2LXs2Z2lnsYoOUv+Rh+VNZRFsqiepFCQdTFQe1Kwam4tWN/DKHng9C/UfhKLPd8SHxQieLm8IGwMsmnmLz+3yhTjnsKd59pE33961+H3XbbDWbPng0nnXQSXHLJJXDJJZfASSedBCussALstttucN555yVhR6XYSRfhsFaiy68jZWapoQGqNqoet7U3H9RTqIfP8dbF4d7bEfHiRWpj5G4Dho3hkCu8ETJSOYclpdVhWNSskT9jZJPfJqmNucjGC1LYJursVLogtQ7cd5Sw3H4q5Q7DqPSE7yRhtmNpeNpyqk0aGS1VOFjKWOSL9JAhnSoBI1cbYo5lNA7SsJi9mCR87XmbjI9g1T33GsVt6YIHOdom6+DbkeMdpo6ap8997nPw3//933DQQQcFdQcccAC85jWvgc985jPwtre9LRo7eQZJCghyOADS0xb5CU0GG5KequTVkYqL61L2Y4YnaSb4Yjm5ibpSntSJmAhQZWdYFmVbgmwVCBjXPkqHxe/rk/qLe+Id8GDyEfqovjCmfzMy0Avrio8feEx8/LYU/LYeP63O5vFnjmzsflk4a2TbZZdjszWOXutTtaOX7SPqEuyk+4WeTaL6xdXrzQoiPMa42E5bLLvccuKcEc43hyfhfMXqsGuK09dvvxH5XV0hv3ZcSblPuTYgtiLjk0RaO1LvCegxQ/ogx/2NL2t+RicrrqAjty+lPw94X6uODXj95JhJmkr7ID3wwAOwyy67kPU777wz/PnPf07CzrJRrLzwweTIG00ZJJq6qBsL/lC+dl4Y2MxS3QUacvU1KlPeqCPsCb6kU57AXVGnkPeDEo3umHI0CPPKqPeNqjJ51kiaMUL1IkFNDqJwpbb7v6n2SY6Tpu3S77rl3HmVK9DXUo4xGnPuZRFaKNdYFhfAKMfplj6tl9LvK74cuhrCTZEZwOFog284GTeL9R+S5fq0kTbeeGM488wzyfqzzjoLNtpooyTs6FXs5Jmj4Z/wg3hJcpBBSxMyqbiNP3lLg2cDklRib9g1g64EmEpGKcs9PeZx44yKDaS0eL5o6QQr9BeELRZA6YtNqbPLseAgsEUIiLKuYjehawyZAbVXo7MxqNXpsJQ7fylwKdWIW9XKl6c2kS0wMX0SFTKorZF4miW/HX7Q2V3aqMTFZGPrYphTU90sgDB9LuFYElBZjm0TWCm6mpDRYORuI65DSG0bSArf8G3oKA+deOKJsMcee8Cll14Ku+yyS7BR7D333AM/+MEPkrBrLfOdFqgM9uU67dOf3DbIbVfgOrIIBmqLjIvqMvj3RnQhGJh+ySYNvl+GLTygwkScdryMB8VSVbSBDNdHdfY+0gQ4VJ9q+WweaWEGjd3oOeL9xlK7bP2OTQ52L+Sz6rWBERUQaQIh7UaxFF8Z9Hg2jEG4/LYdKFF7HTnlyHtJhSPky/ecOnf5b+i5++IU5L93hJUXddLeSIUC6lUX24FDnW6PT+tUcvwuH70nkiiLtaHsEz6YwfZDwvoixmF27aCDyJgAEG2bVBaBT+nibI05Rqm6imsstl2ubbq9kHIHA3ifNR+Q2Bgp7ZxMQZGBBvzczHi5aIcddoDf/e53cNppp8ENN9wADz74IAAAzJ07F3bddVd43/veB2uttVYSdrZ9kNqQhiUdQPRF7cxHvamZJVlvM21r+p2lpglP70AZY0BriXMy2oAHxYu0Rc3n8TdxrDWBFkA4e1TK+3xEcITpdMvSgiMfyw9MuIAnduYI4/dnkvzNYG27ilklLFDSziZJG0aWZYAHSX590EbA8781AUtd8rG1DrfWlnozRW5AlaJflEmNihjxmL2PBkn6gDeHA98Mbpre5meKpL2QUgPZnDSZgqKpTGuttRYcf/zx2XEHtlGstAJe6j4gpL5MDmtuyhO0DEcviptRF4qFJtIn4mOBTRqUSj4Gm+UVgOrsleQHENrADD9WHibCRM0eachfHIDSC8RvTD+3v5GNbcv631OCo9zjHRUQFXVUkATgOjeaIKmSo9PtuBXl/N8+dokB+pdkqVkkTD+mNz4YcmdItLM9HFaKcIyTydoQgaOVTw6KEDDthrEqeCaQz03ZgtZI/iYeHGj0NiHDEXadO/qm6Ep0xuT3+dr6ELygF154AW677bZyBmnevHmw4YYb1towtpEAye7IlJmN3LNR3JNiUiaHXkFfY3sXRNSn6lLPIiUHM+lldfGldtKYhpZPwcFsE2U9vUQZq5fh1+KGgRfCo9jziLKZ6g9uOW9NcDSO4GoCIzsoigmIqBmxFCqCCV+XnTpXkuWl+Gl3UspdTLqdnWoHpXxvQt4K0sr/cGfPNtsPSqrgJnSG/MCHcybtOg2fFABwuNqAypEtyyICjwkh3AY9jrYNqQ6wfiYn0cHGgi4BP7ktoSr0OEq2xOvFzn8r7QzRG6+Dx9DOLNeyQUyV42fqBhE8djQ4Gh8fh//6r/+CU089FZ544gmnbvbs2XDwwQfD0UcfDWNj8WvSZVnFrg4NetEH1IdvxcITw8FoSi/ezznxw8KUtDRKAYofA4mWhQFUElBRJQU8XJ0YLLkYdc6TMiBRBl4YUbNHlLxvP6/bDY4cvTWDI3+57z4/vqS1T0tM+OGIwkVtIOw3RHu5vuEegvkBp2aWz5HHq1l5zfmmpdjrgKuXzGCxI9pQ2dzcGIYqjCTtSnZ57xs6vhy6mpBpAkPWEe8f5TarDT7aKFHxcDH3p430sY99DM444wz4/Oc/D/fccw8sXrwYFi9eDPfccw8cf/zxcMYZZ8DHP/7xJOyBpdgBjMZJPCrBUIqONvV/ch9o7885b6p1j1eNIAeD0d74U/Vo7bBxcwRSEo7oTCtWrCvI3ueIssHhTwyOMJ0YScEPxzcNuazttDfbHmqzWP/dJCzlriADfLod9dTNl5M2kWVncRAbYojDqYuN6SHrMf0JbWT11GzQMGZyUm1u0+zAIGZTcL2D0NH+d3dGwcaO6tO5554L5513HixcuNApX2utteDAAw+ENddcExYtWpT0jpI6QMqRDubgSau8oTJZTUh6GjiIjctiV7tL04GUCfXRupAnuDmPq/oJYRo8EXiZoC4qyGH6JA3HIGVxNkjH3ebXBDAYbsATsXIdtXkoRhjeuPf0yw+OuLS62MBIExRxwdCSiIcY0yZu/lzQZOsf8+zzU+jspcGLttopd7ZcUYSl29mpdoUNdpBlY9tkrC92nZ+6xwdO7rtIPj6WmgdImbHskAIEDhcjXD+9+IKIA8i7VAk4zncEINXx1gahyfjMsXbqrcIcurRtyBGwuMeomcDL7bN4HbkDM/m4DmJFvpZE25HUxMaubXrAbtM///lPeMlLXkLWz5s3DxYvXpyEPfQUO4C0F5bbECzlpoHoSNDblFk5Z2vUmxGm4mvLEoIcrb4UXu2xTU5PFHH7f7FrXBNQ+al1vpnS7JEUsGjfF8oRHFFpcktMr/zEECeH6eLarkm5w3ipMkqXL+qvNujrpYJkG4t7MBAuCpKXsPcFcT6mLkZfog4Nr3aMS8ZXjtHp+ElQsi6pXtmXuakNPsmg/TCMci94MxnINPRpI+2www5wxBFHwKOPPhrUPfroo/DRj34UdthhhyTspBS7QUeSbXhPSZTJPVCgOkY3/S8FN3lnde3NOQ1dffNPwcwV1NU5h7XOZKrTiT2V853dGKJ2QudunP61hAZniOOtCY6wwMin2GBIIhtvmvUEtdDtzyjZCzpgq9ZhKXeadDvuCS614pS0HDBG2OxJZVPcylUFhviE3ONLeWKO2SvKIHpSZpxw7HChhqwzRQh+cvocxG9Um3tWo2lcVwcyQwL50j/7OgZzDvM2tGt/oi41b7To9NNPh9122w3mzZsHm266qbNR7K233gobbbQRXHLJJUnYtd9BopyTVKobDA1iWtF2mLSbxPI64utzXL5OO9B6oe059CJOdtaZJUF/bXzm2Lh9FeewuV/0AQTatwnt9fVR/Bo+O9CgVq7DbKNmj6i+6OPjeJoV67CABwuOUgIjKiDSvnukoSII8nVN6xk2UKJWreOCJGxDWH+PpFKH54TZ57dT7gU9fiAyPoEFwKTYlRj9H2RgpwxyQlxpFS/ZNooPlbH1TfyIcVDtoIINKlODIqa9rh1pTrWEjwW3OQI8XC8fsOQImnIeG1KHkJqmbXtuG3LWx1LKQ5o2k4F0n4bDbCOtscYacPPNN8Nll13mbBT7qle9Co499lh43etel7SCHUBkgDTZZ46aoNiTVG5zvEwOGsR0vpZSZ5bQNqAzSznxlXwxmGVdvJ0ps19SYBLLl4P81DpfF7WCGffeESUbO2vkBz1UChxHS5i6aZSMFwTZ+v33lexAiZtN8t9LkmaSqI1kKdmqnF+wIQdRAVgqX8WfZxaGW3Y7Bg/lRTzv9EACmclBwLLiD4mGNlMknnNxAcIg2lGXupmkyUPHHXccXHzxxXD77bfD0ksvDdtssw0cf/zxsMEGG7ByF1xwAXz605+G++67D9Zbbz04/vjjYbfddhP1jY2Nwa677gq77rprrib0cXOCtS1gGfRLatkj9gS8HCYkzWhlUNwULqqrYf2DCA7q6qtjYnzgT5dxARU1e5SqkyJ/UQZuJiz4bvH4s0Z2cEQt170E+XAk8WN6MFsw+6WlvY3XTzH5/1EPBjyZuudPrL4UShEd5JhXB1trZ1Omt+mek0VvisyA/YvJ/pJ/2+zJScY089HS1VdfDQcddBDccMMNcPnll8Pzzz8Pr3vd69jFEq677jr4j//4D3jXu94FN910E+y5556w5557wu9+97tafbF48WK45pprkmSTU+wGn+qGfy/LBPnsqYAJ9U4bonOp+XQ3XCZKBY4h4DV1k8T32wj1un2aqEt7k0zsUGz/I8zh187k2LzY8RHPTQwH60+hXzSOqb2CXJ2V6zB9/uxRUY8tGGBfP1RqnSatThsYYeVlWVhU0gsRp9iLrCHBxyxmmWz903qVbX7aHZdyp0m3o1LtAADGewZdbrzgp2aRinqbUle0K1bS4/mlFKswjav6W83+iE//IZyZqsoicGxeDLNsV+KMjHJWKH2mKOxvBws5AXLMLmHnlXi8EZloveLxrJ/aZr9/h+KBkCIq1MeSlLomHYvcM19tm6WarHTppZc6v8855xxYZZVV4Ne//jVsv/32qMzJJ58Mr3/96+HDH/4wAAAcc8wxcPnll8P//M//wOmnn55sy1133QU77rgjLFkiPXoMKcsMkhgsDXi6fPBPRgasrwU24Dp0ZTlwZZl6wYxbhvGlkT4Yq4epqSNl4kWyyBYkrVwHIC/MQAVaUnDk2tFj6irSBkfU7NALpvrEECdHzSxJdmKBadlHyDgeBJdeuY/rz0CFePSDIC54jqVBn+PZrlHl+JE8U6QuSxxfEwwb1kxRDkpKmW+BDaOkTyLJ/5yMM0lNziA9+eSTzufZZ58V7XniiScAAGDOnDkkz/XXXw+77LKLU7Zw4UK4/vrr0zuiJg10o9gmaDKe3HVpIAP/gGRCDCSAaajB6hmz5GCsOUpxCNiZHUFG2wU+f90+SMHheCsnnA4GbIoJjmzSBEMYz4uI4c7m9WeW7HeWlhh3MQf73ST/3SXsXaNiJol7shvzFLrgrfuk2MfR4qXM9qhlE2TqUEy/O3JG9w5VU7aj+huaKWpCJpbyz4q0//0iibqZm9GhNdZYw/l95JFHwlFHHUXyj4+Pw2GHHQbbbrstbLLJJiTfgw8+WK5AV9Cqq65aLrpAERd0AUDSzFFB0QFS3acDTTrvKauuNZlnO4inVmmLOuS1R5oBGejMkhDAJOtFBHM+/dOmzInXl5JXshO7bqRgyOdzNllVLO2tCdC4Pqdmj/yFGcDjpxZl4NLqNIGRJihKmTWiqAiM/GDJtmOaZSOVclccKn9jWQA33a5wzPxUu4KwVe3s9Dg/1c6mKj1MDlB8XofHSjmq7OFXpONwtQEVWmfJSo44xouX0Qs7cMT1uVyowLdtxWxEDMjh6IuB3QD0pgXTuVeJk1JEm1+VTrpumgyKUh5euPWjHbDZMz45MQEA/vSnP8GsWbPK8hkzZrByBx10EPzud7+Da6+9Nq9BE/Tss8/C+9//fth0003R+vvvvx+OPvroJOxaM0jSez2jtgrd4Ffpy4xXs34QNuSS0WA01V480M5oQAMBpSYIicIT6rnFDlC8IKhheIiV6zCcwB7vN2WnlFZXUGpwFBsYaajAtGeQXjD0jBI1m1SQvcJdWWaoVej495F8TM6B41a0K3kYHIx8O6l6KXDhsFG8ms43HrQkGEnIobYnwieoz/NuTwJGU22M0ZHbhkHPJLUtiKj7ftFkWurbQC/7qy0F3qxZs5wAiaODDz4YLrnkErjmmmtg9dVXZ3nnzp0LDz30kFP20EMPwdy5c1m5zTbbDNZYYw14+9vfjtbffPPNyQFS1lXs2kSty4MV9DUV7TctE4s3kPQ/5WxPDmO0ulJVcWJ1rU/ZPLdOl8Wm45VyHNbEb+qdltiHHn5qHZdWpwmO/HeEUt41iiVJp20fNhOGLSwRvlMU16/UcfAD1xyzsqnnGYZB1qMy9Q5sE9e6dizKkqasHgubvwkMJntjMDJ18Nrn57TroXhHzZAxBg4++GD4zne+A1dccQWsvfbaoszWW28NP/3pT52yyy+/HLbeemtWbvfdd4fHH3+crJ8zZw4sWrRIZbdP2d5BatsGrzbJM118Wf6ZHsGevOrQvh146iGqgy/Lc8/WBQE59KK46DtTifil42eQMj2+XV1nZkmr2z7fVSlzFq7Ph13L2tQ6P5jSptZp0+r8wAiY3yilnBfMZerPKNm/C1uLlDt/JolKt8NWttPOIkmpdjZhK9qBoWdluJQ8O83O53dkEVxKJtDr6ItIn8PkJ1LSUmcE8Fmh8J0eyU4NvnYGKjUVMEqv0pZ6Ngw/lUw8v5DzvZa+hH63qcmZmbZtONsWajLFTkMHHXQQnH/++fC9730Pll9++fI9otmzZ8PSSy8NAACLFi2C1VZbDY477jgAADj00ENhwYIFcOKJJ8Luu+8O3/rWt+BXv/oVnHHGGayuT3ziE2z9GmusAWeffbbeeIsamUGqHSzlNKblNOgnPCnUipmlZh5wNtf/Sl15g7F6pAlaqPI6uqm0uJykDY7A48PInmmRgiPVjJGB9A5UyGIzSgUVdjttYcZnaibJeP3KbcSbi7h0TC2Jh4YL4NPVkvLJp4H2mm3ogDQ2tgoYbZ0pGjSNgo25SL5mR+vVjslIp512GjzxxBOwww47wLx588rPt7/97ZLngQcegL/97W/l72222QbOP/98OOOMM+DlL385XHjhhfDd736XXdihaRr5VexiqW5w1rYp69x4bRhoU5eQbUJvlns8dhNH9efDz0Up0Nr3j2LtpvY9cnhKbHc2SK8Dx+OCBy44Iin3MbPxiCHOfh/J/u6vdAfgziQV+yRhexlpiZpF8ptgz/7EPnnWzgDF2m7b1gQlzxSB7p2eVHxZV/2V5tJsGY5exwbluTYofblJbB9Is6STc2ZmZKjOQzcOU8uquLlfddVVQdnee+8Ne++9t1rPDTfcAFtttZWK9+mnn4Z7770XNt54YzV+4+8gSelkkgPTZLTftrTAwe9XINQLMllS4KR64Qlhcj47kqYWozeVtDn59dPwpDJeASdPSaIyyOawfGBT/TVemaOrkGOCsdypdVxanT1LQ84aGevTJDF6KDvtmSQov7vvJBX9EfaTbhYJG+t9GW7MMRCei9yGwq4sch5S333ZiDFPm/6aYdhCdXJ8eXQJZYmKpZVGU+5V8Tbw+lLuVXVIPtcG7X8Mb2ZGwhb9yCEH1B01Q29729tg4cKFcMEFF8DixYtRnt///vfwiU98AubPnw+//vWvo/AHOoNU94KfSlOjg57pacPMknwTHNITqQE6INrUvGSduXASgLQysdi+s4yNE+TGpMRmsNh7R+CVUZu+4kYS5QFfRONVy7cB+qjXX90OoJpJwvZEkmaSiveRfMJma6h3kbSk5U956p7rST3R7WlYmE2IgiwzRaiuTJ0Sa4swUzQIs9o2UzSkQzEUqv9+0dTpq4BMAz7bkNwvjn7/+9/DaaedBp/61Kdg//33h/XXXx9e8pKXwMyZM+Ef//gH3H777fDUU0/Bm970Jvjxj39MLgVO0ZRLsaOo/tOTOrrTZdtCrcj7bipoEVQ0dfxwXfmVxUAqYzoRX/skvZphCGcAUkhK/6MCKX82hVuQIaCmHj3bcjXyYbB0uyIgwpb/BpCXy05JY8Nx6CW/MX6MLyVdKCbAacIRwzdPbWj5bazPBF1Z2pzQoFFPXWsbydfV1FzkoKPRoOnTp8MhhxwChxxyCPzqV7+Ca6+9Fu6//37417/+BS9/+cvhQx/6EOy4447iZrIUDS1Aavd0rlAvydfRjZUNPPWuZ31H6kWArOaIsyopTnus2sZT40RdujIS3+6viR9cWpFvk4zZ/yunOiAyCB6nr2DDU7bcGSEuoI1NrcPS6gD5XinCWuEZ4VDKMhVjIR7m8RTVVpW9qp2/wh0WJPmzSNKqdr76niWDOVb+6nfaoAibiZJ8b3/TWBuP1GdhlgEZVmYFNzEOuDa4i2lnnC4kKMugy8FDMLA+FIVyGyFUu+dJ85u6uvX8ynnR+gTZgQTHJHa3Kl0OMjAQN6xV9IpXvAJe8YpXZMWctPsgTVZq6mF0KrUtFXAQNqA60LL6irUBaqqm2oEXWxd/F/WDIIqopb1d/S4vuvkrUUctyqBOq4sKjsYhfQ0/RJY7gEgVZr/fTmqPpJi+5ULC2AA7aRzI5GXXvWYcOW1ZhjGsqUVoRL0tGLPbkEIeo6/tzmhH7SZjmvlMNVIHSMNdLEGQz2hLtG6xPr3f2nZCjsKgPqxNCJuQScVtQlfqbJVWnquX9jHTkLSsd8lHyPuBQdIKdcFdhgiMzLj8QS23yrk7GmO73y7sHaxCG16OL9hQh7jjn3Je1T2X69KgrtlU3IE8UGrBza1tDxslqmNPbR+rwb6oexyG6Zt2NLkpaQap0RNS1F2vvg7VvVDrDXC8vqaeOsbYI9XnfypoAaL6+CemWZ7KCo+AtTNAOl3G+q6zJTkNT1lm07jDG74zpH36j+pWzUL0YNz07Sj40JmNTKl16Gp11IVYNmYcnGBGE/xQZaicj08ESkjAZ7cLIFzZLnZVO5vsWaTyGBXpkKF10eeAI4vwVWWVbe75qpUPyzSUcr2mBhHivaChsVkYjvH2ZGivxh6uLKa+DkmXobShew59bv1gU/djsIf7UHz0g6JuBikPdSl2U4Tadm4P+mIbzFPRFJn6hmkR0gMzXVmMfEFSYlmd2YM6RKWURc8cBTNGdl1E4JMUSHkzShp7J4iaSeI2ka1LdWYRufOo6dlPEiszH4uRYGRbx8RR0idRy8zpqKOOIqjVAdIwV5aTaJhT1sN8CpaiT/vENxelwOVeQhzN92/R3XLYtiQFkxN/tWlb1L5HKM/EbyqlzH8nRz1zVGmyyr0Ah02dYwiTC3DigqQgMCJUU7NIDrQ/sxR53JKu4xE8r5si/HA3P87JMnmpbfcfidrsGwx18atum5dsNNVmkJ5//nnYeeed4c4778yKWztA6k7a4QYsKYNOoyd63QE69w1ccFxzPjGOsQG3C/2arKtMC3LKkMAtFZ/RqZHHNoeNxcH2PuIOObXvEUBcap0LzijE0uns71SgpP1gsr4uP+UusNX9GZtqZxO1eSylzk+zizl//PNmnOBT40TIO1gofjjGxJzfKl3KcWXg4xk2xuS2QRi1RH0DvicPc5uQtj1QbSN1fuxo0/Tp0+GWW27JjtvqGSSbas8m5TRmElGjsVLLOj3JnMyNEOKiQZjA4qbqqvsyPuak+nW0LB30YES9e2QTNZMk7nnUNwgpG8e/F79jZ484WU4XZZ9HVDvRoKj46/WrRNXMXrzziAXnKZR63g4iENHipowp2Y0YhA01qdEHlc1BjzTJ97Zu1qgJMg192kxvfetb4cwzz8yKGbUP0jBT2jqSadT6f1iBQaq+QZjTmJPVDCyvs7bzmn5zjHXWKcL2PHIomE2yCxTvCQUBTIzBVv+YcYDeGP27tMfaN8nezMQAuvlJsYlssTdSKvl7JqVh9DeNTSW/yYMgolvr4w6gLZLtg+5PSV9Tfd0UDeN87Kgi8Xzq9lQaKXrhhRfgrLPOgp/85Cew5ZZbwrLLLuvUf+lLX4rGHNpGsXWo1e8mifXDGxHbnQoo1A8i9c7RJ8nXt0dehQ8pE+p1ekM8bRmLVc4ChRsNx9jNpT/ZAQ+3+pnN66fX2UStXGeTOrXOSasrysbdv/53FIjiAy/oseV6Ln9vLJTvjVm2jYlBUhEcFX9tojaPtcnfONYOjjBn1sbgNo2VHZtwc1O3rAc9wDe0DbAsOwt+bVksYXZT9ZiB2Eav8TbwGIMOmszE0UrV12QQMkzdEhXnOF3fXDBZN/DoApP61MQ7Q21/AP+73/0OtthiCwAAuOOOO5y61HExOUCSnu52U6NDDtRqByTNUdtyomvnsw+AhrVvSGoqUZMpSHVwuJkl6t2jZKNUK80ZoZ6RD4IlZkaJLNN7ccUsUhEUFUGSTTlminI5lhiOKihKlGuCcgQ99W2QZm74IGbg9jQZFEG9AHG4AVsXeEh9UHeWui00FQOkK6+8MjvmyLyDRJF0zORALp8tHQ2GhhlYojK5bUiRyWDEMK6FGJ34Smm694+ojWEpSlqYYUJTQNgskp/VXWcVOw4z0MvYWUBYRC3YoCWp37n3kGLSI9t+7ubEmCzjzTCwO2qGpGMm+mEZbeloatNdd90Fl112GfzrX/8CgHoPl7MESN2LdjJpXzRvRLdUP8QZnbqrDTU6sKasxjSApzaa1Lc26bV5q3S3sMzmi9n3xl8W2tkAFDEUW9qbW5ktOrWO2seoFDYhHyanXcUuWNXO00HZRK1sRwRJNtkpiTFLftv12PGSQkT7vCjEDCIfe65qU0EH8Y7gQPSmjPkN3ghE5Bbfo4abjdE9AJZoKvqnxQxS7k+b6bHHHoOdd94Z1l9/fdhtt93gb3/7GwAAvOtd74L//M//TMIc+Rkkm+oGIS0//lmozX1UN9Vt0Glogw4shzazVB8Cx23QEdTOPlCr1SVopKucwMUvAy9owXCtZboxbPL9JoOUYfj1SduPdRfNKGhYwUsyRhtmioYYZOD6ao73Dd6N5IeKXWDS9VFHbaIPfehDMH36dHjggQdgmWWWKcv33XdfuPTSS5MwR3KRhlGntt2oOpKp7izcIGgQASQ3I9MUxcBjtnB7H9lE7XvEGhPMvozjfzEetD4mmCFWrePeP/L/2u0QVrXzV7Qr3kUirTUT7yNNLNaA1WkIMSUrYbbkeFdEXPAgg466JL9fNForw00FGuZ7Th2NBlk5BFkx20w//vGP4bLLLoPVV1/dKV9vvfXg/vvvT8KMnkGqv4JcO67cUbGzSarr9A83rUF6+tjg00VJN9KzTb4wmfI0van3J7AV7FRY1vcijQpNy3LaHf+Ektv7yCby3SNUAREU+bM54kauxMav1OawvhyKj8xaBfYRqXYWqfrDaoGUZoeRs9lvcZyQ8xxLs9OQm3YXnjuDeKdITF1tcJwoy8SZ+iGOnTVnlepQm1Pp2kKj4jdNFj+1Iz0tXrzYmTkq6O9//zvMmDEjCXNSpdjZ1IYn+hoa5rtJHQ2HBp7KItUPwDFMxkXKUpLC8FXrir8RUxlJRMwyAUDQGs1iDShPwjLiEqnTFOn3t1JmF7HWDzLNMzfGoG9Fo3Lv60hPkyVdbVTsHHWaiu8gbbfddnDuueeWv3u9HoyPj8MXvvAF2HHHHZMwh5pi13RqTi6aCkFKm5+eibnmw5zpkupHzHmKtUc7U+DMBkXq4HD9F/4pmxwZ63vy0t7c7BH3HpA/a+OUAV9WkJ1K55QVv7FUuolkKWyvpFIW2RuJIG7J7wkkkrD9kHKmudn6MYws6XPQsk1Uoeby04J8HRL7QlDe5DLitfttwMd5GDQqy4PX2Vqgo9GnL3zhC7DzzjvDr371K3juuefgIx/5CNx2223w97//HX7+858nYTY6gzTMTVFtkp3YdtgpUfuHqOaptoM/xGhpEDM5MXi5ewJNW8qso8RVLgsdu7w3gD6dTCYqOLJZMs0gcdjYIhEJVKdf0E160UC6OUc4LMura+Su70afagmpcvXEpwSNSheMyuJXbfFHB0HG9Br5tJk22WQTuOOOO+A1r3kNvPGNb4TFixfDXnvtBTfddBPMnz8/CbPWDFLbO2zUqC0DiUTdIhOjRynvFQzkfYgcKU71IQBAmD1ClUQuyODLibyYUmEz2BJfs0msP8uEyQH5iL2YRapLOWYvmpopqovXho1eO3JpsswKNTnrNxVpVGbKNNRESlzb/boHHngA1lhjDfjkJz+J1r30pS+NxmzNO0ijEmy15RwZ5r5JbaHa6W1NTiaJuoUnrAO2re6iDznwcrQZW8yhXJjBKpOWpdYtzmCXCbM1wYII2OILxvugyt0PuYgDFbRpZrXoxkuzR0uEfscWX0illPOqznmsxevGlcT6fKY0Ss1OvLXDDxqZY9GS/upo+LT22mvDI488EpQ/9thjsPbaaydhDixAanv0WVBb7GyLHRJNlptekyQey5pOz6Apf2oeUpYjWMLSulKA2GCJWVKAXC1OYYVqFTvJJmqGiwnwUDxZpU/4vFl9ZwZflS0vtetqU1z/3Yy+SJMlpa8tdrbFDolGxc7c5D9qy/VpM1Gz9U899RTMnDkzCTPbIg2jciKOip1tocnSX5PlBpmbBh3g5lqBLidFbRbrL85Qh6QNZCW5cvEFgHIBBjTlLobiFmsAkPdDqkspL19LC0XEkpTONCppWblpmIs/DJKm6vFNpVHpr1GxsyOaDj/8cADor1r36U9/2lnqe8mSJfCLX/wCNttssyTsbqPYGjRVnepUaja9YzQORt2ApM0r8kXrQ/CkPW5SwxIsvc5e3pvdHJYibt8jafZICo60q9iVAdGEK0q9V4RtECttHsuQv2ksQLWSnR0wpa4shQU4trM9bnow5r0vUMfZSVlFr0nnv67uUXH8mnxHa1T6oC3U9dfkoan0DtJNN90EAP2x5NZbb4WlllqqrFtqqaXg5S9/ORxxxBFJ2K0MkNqSV9rWE8Kn1pjZGkN46tIC20cp11qOmSVs9ihp9TrNSnHUez/awMjnKYKa4rtdLwY8XkAVQUVwZFOOWaSUYKpz6gZPkyU4a8v0VkvMEKktx3UyLabQUX268sorAQDgHe94B5x88skwa9asbNitDJA6cqktgVpLzBBpVGaTJBrq3lMte69B0teqPdW4PY9cRlyuJEwOCYQcPMyDYWaRhkxSUDTw/YSkmZsG7Zk0gYdAo7KyX1sCl8ly3DsaHE2lGaSCzj777OyYQwmQuhkil9rSHx2FNMyUtrbQoIMlWV8zu8qjM0d2Gfb+kTjjI6TWqYMpQOqFDWGlJbxtcoIm5D0kxFvEZpI0JAch/BPiQS/fPSoO6jBT/jrqqC3nSDfDNDVp8eLF8PnPfx5++tOfwsMPPwzj4+699J577onGbCRA6hz+jiRqy/BlWmMJT1N1kQlpZmhozdakwtXFwg4q5oHknBEa0uyS5NynvsvUdposixwYMNBrgaWj0l8dDY+mQgBlwGTPpGm7r/Tud78brr76anjb294G8+bNyzJL3aXYZaK2BIVtcZQ7O+JoVOyUqMl2tHEFPJekaI6YPSrJnpkisByP2psVomaRWHsHM261YSU6m9rytLsujUo72mJnZ4dvx+QPFqYiGcj/8LDtZ8mPfvQj+MEPfgDbbrttNsx2JKKPALXFge3s6EiiqZoWKAVDeeZ8uJXqhDKbyFXuJpLHuX2QnARzZiU9TL/W5gy9JSYLtvhkGub7fR0Nj9pybDo7OuoojlZccUWYM2dOVszWB0jdBdpRW6gt52Jb7JCoSTPlYIh/PLsk+4wvZpA2yLCCoyiVyDtRGj0uSJxOgaR+lY5Lk0HTiFw2rbm+22JHRx1152Ikmeo5Wq5P2wfQY445Bv7rv/4Lnn766WyYXYpdy6gbCIZHben7ttghUZtnANpLik7jZoPUq9B1b2PE0qi859Se9Kx22DEVqev7jjpy6cQTT4S7774bVl11VVhrrbVg+vTpTv1vfvObaMwuQJqgztcbHg0sIBiVyKOjKBJnk4T6JXx1PCWltHF1VrDDLdWt2QzWLstE9maxGEmBx6gEJh1F0oC8+C5YGB51j2HaSVNxme8999wzO2YXIHXU0SSmtoxpbR9cC0raJLYWcel1BvnuuSOld9jkkgYhpS7xPWhqi/PcOZIdddRRR83RkUcemR1z6O8gtWX1t46ao1Fxjjua/LRkqOeiUrm0hLh6ifHhNXa4/dxRRxV195/JT50f6ZFp6NNyevzxx+FrX/safPzjH4e///3vANBPrfvLX/6ShNfNIHXUUUe1ybTk+fjIOEPSanPYUuD2Et5FHZVm13Jqz8xOD3qjcOfvqKOOOuqIpFtuuQV22WUXmD17Ntx3333wnve8B+bMmQMXX3wxPPDAA3DuuedGY7b/TtpRRx111FFHHXXUUUcdiTQVJ5AOP/xwOOCAA+DOO++EmTNnluW77bYbXHPNNUmY3QxSRx111FFHHXXUUUcdTQKaios03HjjjfCVr3wlKF9ttdXgwQcfTMLsZpA66qij2tSWNKU2pG2pCEuDc8p6VVnxsctVGO2lthyntpy3HXXUUUcdpdOMGTPgySefDMrvuOMOWHnllZMwh3437fW6G9Rkp7Y4Qx11NG2o56JSuRTkqIOg4TV2uP3cUUcVdfefyU+dH+lS7k1im5iRyk1veMMb4DOf+Qw8//zzAADQ6/XggQcegI9+9KPw5je/OQlz6AFSRx111By1xTcYFSdl8EtXTwzBaAf1oDqC9nebpSgb7FA+Ckt8A7TnvGuJGR111FFHk5JOPPFEeOqpp2CVVVaBf/3rX7BgwQJYd911Yfnll4fPfe5zSZjdO0gT1IP2v4Q2WanXG9DTiYEp6miQNNbjN4OV6qdB5s1ii41Z7e9SmS/r1CFpdVx6nV3HlWUibpNYAHkT2G6T2ElKA4pO2xIET0Xqur6d1MSiCm33nGbPng2XX345/PznP4ebb74ZnnrqKdhiiy1gl112ScbsAqSWUefDD4/a0vdtsUMiKfDoCCPFoxg7SKLqVXo6iqFRCdTaEhC0xY6pSF3fd9QRTttuuy1su+22WbBan2LXDQQdtYXaci62xQ6JmjRTnJUQgpBp2XPWMYO0wyuXZsepjE2vw/jyHiWpX6Xj0mSQMiKXTWuu77bY0VFH3bkYR8aYRj5tpkMOOQROOeWUoPx//ud/4LDDDkvCbH2A1BZqywXa2dGRRE0emzYfdjloyqKl+lonpS3gs4KkXs9dvS749MLgSJN6F2Nzht6SENo8Y9Okad3Y2V5qy7Hp7Oioozi66KKL0JmjbbbZBi688MIkzC7FLhP1egaMGf5o0pb0rM6OOBoVOyVqsh1jADAucnkyA00DFNLnyveKJviCd5CsFlId6XgsXgjiLwUupuINbrxKCYaafHo3WRy/UWlHW+zs7HCpW/1tctJU3Afpscceg9mzZwfls2bNgkcffTQJs5F7UHfRdSRRS+4P0GuNJTxJVrblhpubJMd6aM3OudAB+a5RL/wMy5aGSTqObZ5tqkPSdTsqzW7LONoOKzpqM3X+6eSkddddFy699NKg/Ec/+hGss846SZhDmUHqZlt8O9rRHx2F1OQ5MiorJ0p9kLuPZH389ZJqz4t6AC/4cvZBKoHtmR5kJTqHJniD1em8WaSy3A5QMFxi1oiaPfJT+CjC0uts7x3p7tSlvsWgQHBgcj8MkO3Jq68p6tICOxomteUc6QKgqTmDdPjhh8PBBx8MjzzyCOy0004AAPDTn/4UTjzxRPjv//7vJMwuxW4EqDWBHIyKQ99r/QuFGhIDBWjueAw6KKprT6tW1EODHizY8Y4gmnIn6AnwMFK8pzQkEmcIB+x0DTNYmiqzxL0RaUhbrByR7uqoVTT1Fvp+5zvfCc8++yx87nOfg2OOOQYAANZaay047bTTYNGiRUmYrQyQ2jKj0pbARKLWBC6tMYSnYQYeHeGUcq3lCIqm9QCWeBjoTJJE/swQx+MHQkXAYi/tzc1KRS8AgYIoeHDCZo6mZRiuU9LoOudx8DRpArmW2NkSM0Rqy3HtZog6ouj9738/vP/974dHHnkEll56aVhuueVq4bUyQBoVGpUAqi3UaLraiMwa1Q3OhpnyN4hUurGegfGJhyOYPSkLNfRxq2CqCIqm9QwsmdBVbBYbFRz5AQ+7GayQamfLFN81+qsfblmwOp5i9bqIYKkIkuxNYoslvu1gKfXdIWlB8jHESarjwGF2DvP9oLq62+LMStTkbNKo9EFbqOuvyUNTMcXOppVXXjkLTrZci1G5uEbFzrbQZOmvyeJQ5KZBO4EpA07TL+hHzX5E7z3EYdnvDVkBjhSoODyebG2K35Mpx+wRR21YAa8bP3CaLItMSDRVj28qjUp/jYqdHQ2HBjaDNCqzLW2xsy12SNSlq8kkHkuhk9o2O5b7mGJ4Oc7/MTAw7rloSTNQXIPRRRq4BRiQFDsKN5XE2SNsuoTRlylAkTaJ1RDm0OT2cdrmM4mzLC17j6uNNFkC3LbY2RY7JBoVO3NTExu7tskHGRS15m3dUckrbcv11mR/taWNEtW96TX6wrWom2cYtG3OgmUJ6UY58HK0uZhtsLGKMnsmQpr1YFdoQ40XghAsaPE/5WxQL5SvgNwPiuPpCeQxe4X2TZC0ch2WXjeGnAs5ZgVTzqs657EWrxtXEuvzmdIoNZta2Q4/aGSORUv6q6PJSbVmkNqymMJkoVGZbWnbCmcdyZQyCzWId45y6Mh13RTvIemVUO8V2XLYbBExjxXwSh4l9XyLWbgBK+OWAmdMmEZXRVGOO8ggApUUvFFZsW0qUbese0cYTaZga6q/g5SLGk2x64EB04LLWHKgRiXQG5UAqkmqndI3xFUO5PNwwPsJCfZE60Ou96bOWeyaxVa1w9LsJCoWakhazc61EvBUO5uFWdGOhE0NgOqNccXsUcr+R1h6Hb4wQjPXJmZyL/OZOeg0rtozMs1OhdRSPSpBSpM0Kl0g7ls2IDskyn29d9Q+uvHGG+HKK6+Ehx9+GMbH3Xvol770pWi8oabYjcru6JPpyQJFbU6PEHdpH2YqnVTfsrSS3PZoV/9yUt4idXC4ZUqdYJMjY333V15Tz4r4izXYwUiwiIJXX8pRMl4ZmkKHyXmYjr4eLhOk5OnOgKKfyn6zxkjp+Dopd0hZWZd4cThr+zU0s9Q2B7/N45DYF6JtzVlXu99GxIepQ6Pi/4yKPzkIMg19Yuiaa66Bf//3f4eXvOQl0Ov14Lvf/S7Lf9VVV0Gv1ws+Dz74oErfscceC69+9avh7LPPhl/96ldw0003lZ/f/va3kdb3adIu8z0qaV5yutpozG51pKdBn5uDmLlqqk2Y7SkLLWCzS9hy39HGqMgTdGaNvNakziDBGFOfOH4oxbDlvUurkmabkk2JpizB0og9BOlo9EicpRmRYz4qdo46tWGRhsWLF8PLX/5yeOc73wl77bWXWu6Pf/wjzJo1q/y9yiqrqOROPvlkOOuss+CAAw6IspOj6ABJctjr1g+KRsXOJqmu49zsvkaSbv6dmiZXfhN1TySbuTLNpc+lvNvTVFBkp9nF6LDPxWIvJFu+CHDcdkvXMLbPUh9HCrJUaXalAuJdJCcQ6rnBjxMI2SFBxD5IfiiBbiDbC8sSZo+06XUlYsLMje0EYos5VGUWHw9J6sfSbQYSLAn9Mog0PGlGptm9ierp7haZGC7JgVo7nkrXtbMt7WgjPfnkk87vGTNmwIwZMwK+XXfdFXbddddo/FVWWQVWWGGFaLmxsTHYdttto+VYzKxoHamom7YfPWpbSk2KDTkcHy7NrSmKgcdsKd5/kez00+zQYMAv8ztEs/kqGshU1rofZR2LqbAraEcI4W8OK60EWK5ip3z/iKKmL62c6X0uxvCcfS11Tv/oUec/dCRSgzl2a6yxBsyePbv8HHfccVlN32yzzWDevHnw2te+Fn7+85+r5T70oQ/BqaeemtWWSZViVzddLTmDZoSozX2Ezbw49TVnlXLToGfYUvq+TavEBbgJM19awlLqMCrS7DJoBHJOqpxJsnrSnl1i0+qEZ1hBoOO8gYPzxOArSbtZbK5gepDLa+eATVoBL4PeGBsG/t5UzQByuO8mTY6UtzrU9dHUpD/96U9OChw2e5RC8+bNg9NPPx1e8YpXwLPPPgtf+9rXYIcddoBf/OIXsMUWW4jyRxxxBOy+++4wf/582GijjWD69OlO/cUXXxxtU5YAqUtXk2mY7xqNcipd3ZXhahFiXF17M5jgppnlVdeIXpu3wLDDiaIMS7OjyJYv0+8m5O3gSJNm13fu++8hYQFTkGbnNx5LtbPJSbcr2mRcPoPIaYl754idOSJS67yf2EyavThD8V2bXucvrGHzyws8hOl12AIgbjqdTD3PJh+DK8tBA9ebEiw1mXpXk2Gqpt51QYhMUzGdLmVRBQ0mAMCsWbOcACkXbbDBBrDBBhuUv7fZZhu4++674aSTToLzzjtPlD/kkEPgyiuvhB133BFe/OIXZ8mYGfkZJMlRkxytUVnMoaOKhhqwYTKQdzAa2kzREK6FGJ3YrFDxYEGaMYpd7rvYE4l8F4k8SMhMEvVOEkAFolmcwSdpMQYuzY8KRYjgyE+v0xKWXufUF4EJ4qREpeENwREcxDtLqEx9tbXxhhmQdNQ+ko7ZmBSkZLSlo8lDr3rVq+Daa69V8X7961+Hiy66CHbfffds+pMDJDnw6GaNUl4iz6e73qxQkzMzw5yxQvXVTO0bBA06fbDSm5YG12T6XB2ccvYICaiK1ezK1e2A2ThWY5Rq41jvSvNnlQI91BwLERyJZXFBIwC+tHdB5XtHNYb+XA5y6kzMIGeOJGrDRrPDTHVD9Q1zNkmqb/VMV/ckWOoDKZAbFWrDKnY56Le//S3MmzdPxTtnzhyYP39+Vv0jOYNUfyW9BgMTENLZhrh5bptT6eSAjQ9istsDUlpi/YDFwUAUoj63xZZ6vLBUOW0Zi9X7/9t792B7juI+vPfKSAJiKdgOEjgCVMQxL/MwOFgkISYWUIRKTB6YkAeUwqOcqmBATlFgCBAnZVJ2eJiAS8EEy6mUC+wyIeWYAEKGuFLwiwtkObxjAbGAWAKMbYEIFuh7fn+cs7szPZ9+zcyee+69298633vOTPene2Z3Z7p3emfHVLlyJ7uI3RizTJ9DT/2kevjOd2gVKU2zk7b8dq8iZal2RGq6Xfo7s0kIliAZQZGWVjfaq8BpO9fxrb3xGtUmU4Pef5TzJ9+HnC9LmQs4oVCe2aViAVxvWZSstECc9pbWt88r5nNBpnyzCUyfYc9BByTL6bbIeinqkqa1BmprIHc66Gtf+xrddNNN0+/PfvazdOONN9J3fMd30H3ucx96yUteQl/4whfoP/7H/0hERK973evo8ssvpwc/+MH0jW98g9785jfTb/7mb9J73vMel75XvvKV9IpXvIJ+8Rd/ke52t7t1aUMoQDrOwGMlm05a/9tByJ5Xko5xVc1rQzUu7X8Dkta2WKvUuqy8UhQhnmpXkBgkEanpdtLv6ncWaZs1jOQPjkaqTa0rNHdYWWq9u3ssaXhL4e6hLfsOhiw6zmd9lqADWBw803SaV9w2m/5+RBTvQx/6ED3ucY+bfl999dVERPTMZz6Trr32WvqDP/gDuvnmm6f6O+64g37iJ36CvvCFL9Dd7nY3euhDH0rvfe97MwyNXv/619OnP/1puuSSS+h+97tfsUnDDTfcEGsAnaAVpOZVI9q/g3gSaMl+ObSAraqtnRuBbDiuQLFnGlxrIIJWmrw2eZ9D4rZq70SSdrdT34ukGcx3reNBElHs+SMuK5VVptVJ7zuCL4Md/waDIO35o5RgyptSF6HagG2vGzhUBAbdTalo3KH5/8eZendWyQ6y19WkJegQAqQf+qEfUrNsrr322uz3i170InrRi15UYdmWnvKUp1TLStQcIK3PGsVShvavuzw+iwYuhrd/EKl0SeGSz8poeNgump/Zp4pgjuFOQUdWVqYGRnSZqXiBa2EMTLCdPpwZYz7PtSBrTLPDzyDlaXb8WaTQhg1auh1MsyNh1cdJ6gqSsnJEVHgx0sYM/NkjGCyNQZKSxpYWjQ4Q2n0OEUq1m1L4BD43TkA+w4L4Q/Jd1hmlQfwh43ZPe7N0AIZDS71bMqLB/RO/CdCir2f9WaA1EDv59IpXvKI75kGvIB30s0aNultsO86ArMoe2u8KSU1w0T0wA3iHtKJ23LbU6B+Pa+1KEdKJtvxGK0d8w4ZYkESUrVPxFSNrYwaJXBsx1AVHI0mpdZGtvatXlnzsUOdx0XHrTwkf7r4G1uD17qLW1LuDSxU81mBpuUlhfTZpn7Tp6s+MmCeBPvzhD9MnPvEJIiJ68IMfTI94xCOqsQ46QFqpH9WuSCxFhxbEHZeOLps9kO/Y9liV0soi8iMpr1fd1ivPIS15TPkq0khqil0kSCIicZc7Tt53JDUGRykVgRJbPVqCNAfKev5I653QalDHFRivWA//vGaDhr08x3Rgwce+6cDMWWmlU0tf/OIX6e///b9P73//++nP/tk/S0REf/zHf0yPe9zj6K1vfSv9uT/358KYVTkdi95lMHW31bdQ+x2QvrpTfTjNo15fjT1Wff9UjzRnxagHbD3sgRhGKk2tWpS2Y9lS6xwOzrKU8l3KyhQrS17VrawqzOlZGzoatnaMfGjVYkz/4isbI46USjaupqQpaMWzOtKFODXmKPnQNqjhn0JeKINyHH8QToz8Z9oWb2qd9OwRevdRuio0HSOWXofM854DmSzgm8tm26Rd9XT5ssxDNddr7a505lyw0NhsDMe4PR3a67FHK4vUt5A33bSXPcfpr1jUvNLVzxSg+5BuJdfR+AxS788h0/Oe9zz66le/Sh/72MfoK1/5Cn3lK1+hj370o3TbbbfRj//4j1dhuleQlnzWqDldjY5vowG7vr7fjjsNitNxHgcv7eN9QXUrRYe/0UJUT0+b1FWmht3sZgx7y28ieUWreSWJaJ71sxUlKjVWPYvEn0FS+kupklaODG1JeR4Yt+xaN2EqDsvSN2qWcBL3cfOoBXc/K0t7UGLZYNUfv4kZtQVLbcHQosGSVd8Y6LXQaQiWzgq9613vove+9730wAc+cCp70IMeRG984xvpCU94QhVmw1PBKx0HHdqgvu+B9WAnfFjWrti7AlWrqdmBVOvik4t3lWDeAW33G+rPeeFqklAnpZShZ3Lgjm9qx/DKZMUnTEA2GBzB9xzx38LGDJG+RVbxzRmsgAqtLHmp5nyEOB0DHO+p02WFByDvY7o4hDH7OAOAGn0HFputdBJp0/lz4HTu3Llia28iorvc5S507lzFDrF0jAFS6wN5x/owoSXfohuV7XkpPEvdczroMYYgGQ5Jz4BBwsBOEXA4OjhKi6fP7X54U+p8mNu/Xgc3kwF4mj4e+OQ8efqc5mz2SLUz0+2kNo2pb1mjjyo+Gp5ui2R/a2qdNmZoW3trL4dFpJ0/0QDbpQ/ohmVGKqyIX3Hd970xoo9nvcdUVAb7aw/ziVWdnyd9fY+aFZLePkaofsHo7ZD9wpUOm/76X//r9PznP5/+7//9v1PZF77wBXrhC19IP/zDP1yFua4g7aj9wmzRXS97KHQIK0U9JtKa4Hix9Bioq7+y1hWjmgl1diZ9smOaVWvzkWOM6jlJQRKR/M6giTwdpAU3rXJGdWq/FBxxkvqpV2pd9Lhr51PVNa2LhPBryHp+sq8uUFYhE1dcIXII88wpotb0tTUgOUzqvXh0EhaR3vCGN9Btt91G97vf/ej+978/3f/+96fLL7+cbrvtNvp3/+7fVWHudRc7+zmEtm29TxO1PLNxEvRV2dB5K243AcN69AfEGKgYiXr2PYCvw6mwySsTxR750TuRRpK2Bpfei6Rt+83fj5SS+GySt+O7e4C4WEurQ88d8dWjkbSNGdL6zKTgu49K+b58rTIQpw/MFssZwXVJw9vnHSCDmt911MMGZ2B+UvUdMh3nTeuTTpvNpvuz2Es/291Kl112Gd1www303ve+lz75yU8SEdEDH/hAuvLKK6sxFw+Qti6tfKZa7zQ53s0h9huw7fu9TnZAou9a3CVIADosG3MbKjdlSEAsHVpZg9qkDLy8tVLXKIeOU6TfNHnpmEGZ3fWf1QF59NJY2lDxItpJ1w7D844jzitt2MDreZA0bv1NVAZJY8Axvkh2/F4YPdKSc40yJKWBkbZytP1el1onPXvkeVeS5p8P6XchYOMYs2y5EiV+57ICHyLvC2Jrnbea1Lhaqkn5q1Vcs0NnVl+lVdZxbKtqAbz+qX6Hm95mYdup3Yft3K/URt/85jfprne9K9144430+Mc/nh7/+Md3wT1zKXbmRW7K97PFQ2fxDlXvlxm26O098Wq4tbqWPGY10FYa24QdBOfpVkg83fI7tcWvA+NpKWdSup2aejcknx7kwLOCo5Sk4Gik2n6NbO1tvfuokHeebzXpf0uOSNXBkresR7AEyw5nnN67DXueRw/N77D9pDUgOU46a9t83+Uud6H73Oc+dOedPKejjRYJkJrvRPQ05sDpEAISi/Yx2Js69nhHtAvV3H1tg2/uIu6gZnUCuBasuPUqqwG9iK9ilLvg5WOS5kSnwYP1TBLcvAEZVx0d27LcBmnlyPMy2DKA9K0eLUG1KXop1dwQ63HOS/I9b5J4U/N60GJja0UgctKDkxo6CTb2otbgbA3eTie99KUvpZ/8yZ+kr3zlK90wu6XYHVq6WkrWe1TsNK7OqW1G2uFAfTNwUN9aKU/d0wehjuX7HaavGbZUp7chXPDcVHv63NwmLaXOYyeS99rp1Z2e7zxNT9OL0uzQtVymzOXPIvVItZs6jvR0O6Iy5Y7Ab9yhSl0F8cBMWjXypNURtafWSc8e4S3Cy9VCLT2NBy15ylzZ6TVpb6reTJ8fB6fhDUVZhPCKdVnYIxhzr4538OBNvU5b2mwA55JlQ+9UOLO+d+od/q6VpRRdCY7QIacFHictseJzyCtIRNtNGm666Sa6973vTfe9733p7ne/e1Z/ww03hDH3uknDPmnfz/PY9hzWpgvHZcM++t39TE8HY7y6egZdnjoXtjN4zGXqu0wLxlQ5YBMPtKRnGaOBPn+BLMLVnkkiyjdvqAqUGkkLjIj8wVFK0sqRlyRHxLO1d9TJ9QY8HgyxHsq0ueOadI9gRi/rEEoAjMV0xU05iJWlfdtwcKl5pzQgWen46SlPeUp3zKYAyV6ZOVm70u3bnv4rU4Zza9Tvw4ZeMh6MpdqrOexdDAByredKy0qR08SMtM0TNPv4Zg2QZzfuqDw7nMIe0leROH/WJoZJ5AuSiMrd7ZYIlFAqXzQ4SgmlPPJAybt6xDE1B1bb2punY3odQG21Kq2vGf29K0s11DVN7phWXTTcHrqqjlkHva06etuw/2DosIKd1tWiJVe69k0b6u/7HGLvvP71r6fnPve5dOGFF9JVV11Ff/7P/3k6OuqXrB9Gat1accmLGC5/J/rwXb/ey9Gb5Duq76qu6nhYS+ZxG1Ch34al9M58Q/K9n7KezsWUVgPwUZmI4+Q1J29w3VhOH+c7yjDk1JTa1CmOUz5XNP7eFPakv6XnkY6G/DNiHlH5zI70XNL4IZqfBULPKKEPIg8/L+N2WLanr6DFfaCn1vH+tVLr8Lic13mCEDwczOcdP87SNaDh1qwsIdmW6y8vqxtxtD63Cx342fjvGyiXmhOysj3orZnv9vHy2dzG5fyeqcy0Z8nUu9b6QwwHVuJ09dVX02233UZERJdffjl9+ctf7op/4lPsDm0V6hBoL2lsdFwrReiZnsqtvi1doB9xWZ3+Hv0hYjtt98pItkbT5jh/ax/U4Gi88wpUnmpHpKfbbb/j1SQivKI0krSKZG7u4ODlO9RJq0aetDqiMjhCFBmNtQAoQhwnurLkxQ3JLuSMi/pq5dypcZUKavR3WF+pQdiHJ3EIqX6HRmtA0pfOynuQ7n3ve9Ov/dqv0d/4G3+DNpsNff7zn6dvfOMbkPc+97lPGL9LgGSm0hmbEvQm2xHs/f6iPesjZ4rXgjZgHcs8c1SVAlYdtIAAjPql77n7KKBA658l0ueWkh0JvROpfMcRTu+VNmwo6gmn2uV24JfIpjYSxYIkIvxy2ZEiKXdaAIW37k6/4+BIS6tDzx3VptZJqW4ozYUHPT0SKFpGwirHWwsoayJKQ77WaYaLSLCsTkHNitdeVpYWoqoMjwOw4STps8jatOI0BmdnZZOGl73sZfS85z2P/tk/+2c0DAP9wA/8QMGz2WxoGIaqLcCrA6T9v0TV2inLeiZCf14qbI+hzwpiokGjtRMdlukQnFC545mlo4eTjAKVFBg5z8sHLXUdOrYFncN5/0Ze3rrlRcfHPDcRDupPo19GPRrf0bANJLZ2lS+N5fxSYIP08WeReNAz0hERndtNgpFd7bay5c52RPnuduPLZInmzRu234cs+EifT0pJWlmKEAqIiMqVIU9glAYvKDiSUut4cCS980jamCH2nqv8b0qz/IynvZvLm0qH0qjmvwPkQ8TbnZcFcFJezcZal3vhlSXU32Y63EIrS+bxbtbqOZ6oLDbfDOA6zest+b5kPddjHYv9B28HGAWsJNJzn/tcevrTn06///u/Tw996EPpve99L33nd35nN/yuKXaHlu7WP0jb7854+77779W7z5Wi3n064ZJvFa5W/1J2S9h7XykK6lODIrIDLW/wV2ujtWlDyvgxQlcAAKidSURBVFN8J3k1iYiyFaWR0MpSStq9LikYmurBEMU3YYgERylJwZGHIs4Od/g9gU2L865heKlGdN8rG9XBjNPOpUxfqp9qcLvorZHpHixY9X0nsEMLPg7NnpXq6Nu//dvpIQ95CP3iL/4i/eW//Jfpggsu6IYdylbY9wl1GqL96KBWt+nC8v2w72VxjerTO3yFffGdfBHMqS5uJz5/dByPIxrh60HSqsNI0ooB37ABmYg2bUg3buB8W56Z0k0Qtr/L65PzFPXKR5QRMPmqUXTlSNqUIaWByfExSZK1jmNPWuo89j7DY5F2HTaPGR0DDDg+duoDEf+YaB/znrW5lFdG5w+xHwsdmr93EvzLlWZ65jOf2TU4IuqwgtQ9de3AXjhrvmQV1sdsqFqxob4rRQiv5gWzYb1gZaDrSg6wcemVolFn3lcgZdCyOTEeYVr28NUXy26tDRK/hy9dlaFNnmYn2UZEdLTBzyJJfTEk/bVheEe7AusFskS+dLuUb/pOsw4inHY3ElpV6kVSQJaSZ9XIk1ZHJAdH0lbcUuAhBSZzoOoIaiaMjR7QCQG0jevjt3S59WaFPhtykZlba8OhrixZ+Ohcqg/MLL0gkDFkWmzoiZvjoYDMSM3b82rSvoOl07TFN9HZeQZpaap63vXQIvl9v6ka29DVBGGgPLkrRVV3VKtz55F+cIezDr1qFcaL2e1udJMNPgwvXyHn2PI7QtLkpqV/FSscinxqUxo0aKtJ2orStmyTbbHdShIeWjFqDY5S4kXaGBXZmMEi1dmPvsSWYXr59n1d5mVDtQ0Ix9LnwnLi1w/rccFDms/iOvSArI+OCpnuNqwrRysdJvV7o1IDRfLYR+p/V2W/+o5NR4Xepczy3n30YaGJfuHJH9oRwNQceD+Myut3+voeZe5Meu7iwyBF4OUY3Mke2aTd1Eiot2zdYthBEtKlpcDVBEuaHNKltd0KjiQ5qczamGEux6l1aPWIkydg8b77qJbQ+8swn1IX0Vepw8PrHeOq8Z1jdD1+FZSty6rvFwOG6BB8kn37YYhq/MfTTuMKUu/PWSN3gBS9K2fiWcu8UKarCVUXv2VjDxus5e4+OkCZUR/WBRyXnsf1OCb5sbA2pQOm2zThDKAsZoN13FN+zVZPwJOmQHlx+CA12iHhc8yjIS9HL5A9YpjoBak5Rv5cUpp6hl4si1aU0s9ct3F/PHhcf2FfZmv+vNEA2pQGOgPx/ilT64aknlg5pxGzOH6JHIH6rE47rxQcdO569Fm4iLD+clyxSLt+a4OlgTdG4IuQd0xeah6Y29RXl7cNvefwmmeWXDoyvLiOffhnto29s4nOYFRwwumOO+6gT33qU/Stb32rGWuvK0gnYenyJKexWToOqf+r+8A7AfWcbFuPlyIfcmQUGQum5zkHHbJOetQ2CtjWKhIiHiRZctkzN1kAgleT4G+SB1wtyKnhQ7o0+6RVI09a3VYmD44QcTlrYwY9EGojNYhvxEZ6xHpFJmKHqqf1muw5Jh7D+H1ctFQgY+vdh47D8SUkOgk2LkXji2J7fw6Zvv71r9OznvUsutvd7kYPfvCD6eabbyYiouc973n0b/7Nv6nCPPYUu0N4vugQcmCXWik6Lr3L3yFEdzj7KYD4EUhYFr9L3BJcqT6T9y63k9+D5XkXjUTSA/+SPLdf173JeDK9QrAQCZKkQMkafL3BkIULbQgGR1rfaI6g9M4jpA/K42pV3nO+eSl6HWj1TTcxIjdSJpuXG8OgwiDh50LRuF4Fv/i81IpxXHrjOuL+UW+zDsFHO0m0WehzyPSSl7yEfvd3f5fe//7304UXXjiVX3nllfS2t72tCrPre5BGGgZrlzdrJ67lXjLr1TFQh13iEgzYD8GXxUIdqG2Z3n474OXH1bkzWqUyL751LtXgW+2UMfOXrmbygX7o8RJYZIN93ckvjeX4Fi63F5+HeEe7VGYkaac72uT9Ma5KpDtrjnh8Z7r0/UXpznZb+Qle3LVutGGLlVjBvJZULi0jWuYOle8ZIbba5giMeLC5lUuCQ4ZlPXeU6aei2wrbpGBlLpcDNS3A4ThePvf2+ADXe3NjAP0fuhGk2uDH8bahazDTEd8b11nnQKUqeBwtW+J6448txHUY9XtYNWt9FcohrTKu1I/e8Y530Nve9jb6wR/8wWxse/CDH0yf/vSnqzD3toJk5XL2ftDuuO7o7EPHIbWt52APseDMVokP71i2kSYfwVZ5LWdK6XB7Qsv5vE4TPlYMU3HUNadWotptozX96YqLdSfUs5q0xcxxpIAFrezUkobXMzjK5ea0Oik4kvSkvzmrd/Uok/G8q0kItDRbRH07AS3wyu2zsWqEe40xS4yD9Sv6qKjf2O1dWepB+5iruwaSjXqXkNHIGj/P6jNEZ3GThi996Ut0z3vesyi//fbbq8eibgHSISxxWl0A71zuITA7rmXwPsGYD/dQ78q4d7IL3ZV1YsZhqu7uTrJBW9x8jH+JY605rylJAxbn58+3eA85SrfzBklZoAGCJC2AQRshSOThl+p4Ol00OPKk1WVlrM77nJh1nA/hXJTk3Pghq0bZQdTVzWFdYCzsvUtmL/KvXLX7N0vh1uldXoe1ff8hnBGH4Leu1Ice9ahH0W/8xm9Mv8cx581vfjNdccUVVZhNKXY1L21Ny3qk0lXZQH3zKb0vi83bbkfkqZ0jf4ZBZTs8uLgNRvpcT12E2qWnbkV0QVtpTNsapocNQ5ijTcj2rGzGx7btEstQe4HdyIZMZvpr6AV9inAlfqlPycuX8PJUN55qx+0YKa1D5cP036hn+xJrbhtPk/Ok243qtJS71K4i7Y6Izu1QpADoXMLuXVkygykl7QxheAJDT1pdKs+DI2kFR3LkJGeOr0JyG4ZBdsK4bdweic/vUMt1OV8e8GT2WLKAb+4TXTjb/RLhOG3IMUt8rU/jmM6yAL6kS8OKHKNaXQO7ViRbNFzvLm+n5TnvPI0u3s7TFCwtseJz6CtIP/3TP01PetKT6OMf/zh961vfop/7uZ+jj3/84/SBD3yA/vt//+9VmOEVpEM4yaoeGqwdNUUdvrIeuEvI1OJ2nRCcE1ItfustKtXJCHSExlp1vJ2y4Tvgk1zMqBYHUcPjopMD7NA/kmfFIsVF6Xbe1SRtRWmLv4EBC8eIfEQsoAutGNUGRyitLtNVtE0P3nPbcXmN08519BjTvO8+mvidetpWlurqIszVL+6eASLqolDHMl/1oOOa849rZemk+pArHTb9lb/yV+jGG2+kb33rW/R93/d99J73vIfuec970gc/+EF65CMfWYXZZZOG8U5tSvnd7mNaKRr6Rr01Kyuo3oVrrDbVrxSVuJa9tcfP6hutzIePVmPQBgf66gqyRVutCeEkdow/Rrst2URkljVsGPm1dmjtzfvN5tfarK0IHZG+iiRh8RUfi59oNz7tXKqRZ1u+/XuOtWfG3uxkfKtJKWaKmxJaWUrpXMAJ1XCIsHNiPaNkBUZbvaUOtCHDXLcpynjQwINfXi7xo9UjycmTsDR8JF/FL7RHoklW6VdRFgihNlvkXbGxcWbmAZVN5tb5CMvffAM3XIEua/XGp0svq8a1dDhtaaHjCpasDRqsVMCTSBvqmyU1Yh463f/+96df+IVf6IZX/QzSXqJ804a4TNiGiot6KVrqDlZPXVCu62RVKahhKuCRSbvlLi4+z4adDT5Z9wYLwT7s5VhKarmzW9QLctJKkuYMakFDWpcHAb7VJOs9SKMOrf/HlR/PRyJJh7UFeWtwxG2QyqTj432+bC4v05CQnGpLhZ0Wefm9L4dFQYVXV8uYlNsgd9QS01L1/OMs7Dq/LUT71JXr3UMGDtQbl+lN68rRyaV3vvOd9O53v7sof/e7303/7b/9tyrMUIBk7QhyUt4XZOuIt2OxhzibUZe/Y+TFqsf3NaDm7mi0zsPrdXwgXlykGaN3GxC2dzVDk7HKNSxpa2mJnygeJPG68bcWKPUazzQ8T/BWGxxJGDOWHsSguujxn3XJ2P3O43iQUvC3mVKN0asNS46deKiv67HlV5Z8WD2u8cVwj8nXsXUsrsJevToRayYCncFt7F784hfTnXfeWZRvNht68YtfXIXZnGLXO32ubsODZVL4BkrTjZZJ4UPvQqrFrdnAoV6X82F/YEcEP8WEZUa6GrIFbdQQsXPiTQyZsY3+TBTx9qC2Itlh91dKpZvYs37y83v6aZzApDS4sY1CEyZea8MGpNdKtRsVz9fuqGvetCG1nahMtxvrx6BASrkbZUZK0+7SeuS8840depAUdMLgQan3BEZaWt22vgyOBv57yHXwgGYQy8vUOiSXtUnRYendfh/EOt4eZIeXf+IzHPxCNlNWykK9oDByOnr6yYczc6P2tAa68Hww+jeE78TKz4eOaXgdnHnchiQ9Dcr0ToFDq1d6WW8bTgOdxU0afu/3fo8e9KAHFeUPeMAD6KabbqrCrEqxO4SH6I5LR5+7Nsvg+nVVDsxu/Cr4ZfpAwTyOu6aTzM4wS7blHUczRoy/N2lOI+KL4oq/gS70PExej/Gk1aRCBuqUn/1pfR+Sd7vvlLiNLcERifV5H6F+sY6fRRK/FAjtm7RASuOHdQbIfG3FG7voitBU6cfpoi8o13dlafkUNQ13KR/FljlMn+0QdazUny6++GL6zGc+U5TfdNNNdPe7370Kc28viuV0XBeguTf/HgecLrgL61p+MvFhxZ4FKnmr3iuk3fGN4Ch4UQz7znB+99btnCnOpOeueE0b+d3/qZytDlg60CCGnO9Zn55u1xokjXjeQInXd9nFzhEYQbuDwREyIV058gRB3mfJ+OoRt6fm3MNjDdYL5aPX1/TbupBl+7zUe6yqm7PbxmLvC2JP08pSLR2S79Jj44PjuoF9Gmiz0OeQ6Ud+5EfoBS94AX3605+eym666Sb6iZ/4Cfpbf+tvVWG6A6Quy5jwnRzJhLzYwKE7RD1XWUy9i+ECvlr8Bp0ufKfDUeXwIOfNcOgQUI5TlkHRDCaXGSTGXG1WPbdJV1w4kEF+yDPxym13OZCSjay8TJHyBUmTfFLuCeiQE58GEGmAkQVXma7N9Ell0IpSakNL4BOVt/TDdhDuz0yG8mOB+jW1IS3j/cnrJJltuS+1zhtcI15cN2Q4iLxBk/buIxc/0JkLlF/R2GCNhbO+oSizjEbjHbK7Zoy35PvOS7rvEMJv0KnjxtPSasnyA3Abe/iOJUnPSs4ya+rdWaKf+Zmfobvf/e70gAc8gC6//HK6/PLL6YEPfCB953d+J/3bf/tvqzC7bPOtUc3zQfvYFnw5vb7ncBBfGBeWVW7J7cWnyjsJQLAaywFQs7V3tK4Gzytr9Y2XT+LXjrenP+A5zbAlnJb+0exNX/bqsTd9PUFqU8o7PiPFebiu9PmkUY4ofz4pvSqt5tem3HE9Giaa/KOrRjmP7EwiR1AKjlpJwvEEzh7/v+bGgEVe/iguxKiQ9fSHD0cD8uO4xWuDJVTWNRhz3uQM4kMMJ1+Ujm8zq+PRe6JogWeQDn0J6eKLL6YPfOADdN1119Hv/u7v0l3veld66EMfSo997GOrMRcPkBB5N2Lor7dfQJFh0DLnjndjiFr93sCt1qH1B3V+fNx+/0YNM04ZQFX1o2K8FaSh9zipqhT7ugazneQ5DreRl0c3bMh0sCBJ64/ROUg3biBBhkgPkojKQCm9ZlGgNNqSUutx0gg/L5Rr1F6+a+02uOWRV46QjOcls7WrR1xXr1mlFSfqqHr1oZUezNcpyhlFojpEnFKmdmUpWtYVvw5+sZWlFv1hjD0+d2XrPXBPfqXFaBgGesITnkBPeMITuuB1C5ByR8O7E117lJvd+XXqQC+2jeu1dtYbnTr9ha8lrncF6jBXilSsBLQmKEoDoUk+gAmDIuZ8e4CQox5d+RkZYZugfYnto6yDf9jxe3a6k23YYQGcdBLUdpuzykeq3dUutT0NklKSjtno3Kc73KVGbSgPdNIAiygPLtLd7rY8w9QuRFPghatDZK06WUHRlgfjDSLPBpZLQU6qN+NnwYw3OLL0ecr5eVLwAk9PkpFwZn2DyZ+lyHn4KQkyQH8j4v0ilWHhofiK7dOBsmqA401tNjEtvgB5seqDMXkVNoqfX1/gBsZCwQVcSYZ9hMeOWvIGlfljHaczmDqLu9gREV1//fV0/fXX0xe/+EU6dy7PJ3nLW94Sxlt0BQk7y+W21t31Ur+AwsLoEuQ5t/qu1YWx+rWlp62TPMVWSyI4s3MdSMPTVnsqAipVlwKntcdLUrCi2Vyz4lYTBGN78+tDC5JG8qbbuW5aJPx8NYkol5dS77Z85fiDtgT3kicNT3J4tBUjju0ZNb2OthaUSXLaswTVzjOqhzKDaltaxtvhtstZxvV5cSMBDy+q2Rwn2h6HOVU4Xuz6YAaV9VtJ6Wlrna52j7jnM1whvfC5rD0oXunY6F/+y39JP/VTP0WPetSj6F73upd5g8ZDTQHSaUuVg7oovpKydCDTk2raRyQFv3LqUzVmhwBUNK7CHk9dq+zER3IAoOGqAU9r4BoIqqRyLsvL+SoSx6m1KytLbJz1litJ1nNJCB+l3m359GBpxG4lzbHx7PjXY+VIw0/LVGeYB0pDbp8UkNgBV1nOy1rnVn1lJaYjGnhF+rSnLBaqkHHqbg2OveeqC79OzI+/cOBlytSpsnHX1LxF6CyuIF1zzTV07bXX0j/+x/+4G2Y4QMKrHcf0IteF9FpO1uyM6S9m7aGrFku7W16PL686Id0uTJJTpZDtMk6Zqpammc041nNBO95E4WyP/qwTtjtPT8PKyn40+3Anq61O8fZnfczK8PmNV5E8OBr+qGMkFAR5Uu22wvMfrit/yWveN6ONXJaofC6J82955u9p2l2Kj4KRMWjax2QsbVGKHBBtxagMoMrgCAVSWUCl1MOAZarbZL+lLb2loMPSpQcwgykj4WOdpbKi7c4ABtrvaAvUKelCKW6sT2Q7kb4Sz35uKuUFZaDfLdKOX85Xd43C80TRXYtvlbmwMoz8WuuuKxs3fAHKsb2I9tB3JDBoQxR+LtuDech0xx130GMe85iumNXvQTquF3Ytdceh5wBp6+p3QXrt7joY10GpmJ46D2/V3bEGe7Rq9x1iZ659kcLS4bxvoSrnJFie6pF+p/KWc44wUtnZEd+oL5XlwVK5Q5wQiAj29CRJB7IJbQvOZWbeuU9SLBQUcHt4vXbueI63ZK9VrvH2mEeayBFQZewTv8/wmn50yXYac1vH/hZ7MvmOmIvPz84tvnvQcfte60tiV9Lo2c9+Nv3yL/9yV8yuzyD12PyAp68QUfXqzBJUvSpFbeln+yRkl7dMxKQF2w/ALWzNnqrzbSfs1ette5h/yFdR1I0pFOwCh+w+sWS85ePvIpUt+Kyedc5m3xOb0nJtlzveDri1964MPSPFiafkecgTbMGgxXHjgwdHqFwKjvSVGZ+N1gthpcDGW+5x7jwylj3bsiHndU4h0ZsQXv5BM9aSVUSrAq1OgWnrzTz3eXncgbRAPW9mHlKggNrQIxX5tG7QQHQ2U+y+8Y1v0Jve9CZ673vfSw996EPpLne5S1b/mte8JowZCpCWeuaoLn2uQxoajQ6ZnpZXG6C1BhWSDbMDWKb4SQ5gla0Q03+8of4dqOScWjh8swRUJwONuuegQU2Bk2wIBg/FLnApvxLcIf7qgIfVec5NzIN3tJN0D9N//nIUJM165lS7URb3k51ul6bqoZS7sRzucsdkRjmiMv1utAdR2vbWlSXLcYsGRVuZ+sBIWzlKMXDdJiur3dLbW85t6LFzHdKr6c555kKtnwomyK+fGOpxMM4ppGPQGp/pTWXYX1An45T2aOmGHkI7rGnH0odZfs9t35R8QdxomYdwuzfFd2lMCOnK+qicVff7AtwDjwhWyuh//a//RQ9/+MOJiOijH/1oVle7YUPVClKPnej2ucFDTVBSH4DFg72IDV2DrgV25UPBQq/+r8ORnzlCtloKve8u0oIVzB97l9Nk++6L1l+ePvAETjOvvfuf1O5oOZEcJGk2StjpLnPSzQQUaG3tyFfI0yBqlCOmHwVL3DZEVrDuJfEdRg7M3sER0o/rcHCESOqLaHnOM9g2OgKhAk9zWn0xRSkfTK+zuFGAUlSKtmi48Xm9l5OvnX+1hG2rmzh7BjhLBxW9+r8HLRYsHUy+Uj2dxRWk973vfd0x3TctT9sbkL179XtoqQFgCfJOFrV3xqJ6TGxYVjHZNhjh7guF0esgaHeJW8+zFnGPk9ir3OWYMic640l4kU5XWhrQSVQ+m4RsGAj39fi8j297bvljkaYH2cYxteevPOeQtHLkuROvHlfh/Oh9/qG6GlrGCZfrMEZFdFnHxoSyP0HRUqrb3NF4jJeYP4+bevo9S6WtHZfvuK4inW1a9D1IRITvSCd3gFE9eg7JpwulnO0xfY7KO8/SnWkJC8rt7Eb4LluBXm2loBUzYqfWdukOv2VQiWPsXDekKXesDYlirc/gsSe936fvO0a0isSxtpNSuTsf7wbUhwWmYKfW7zN+3qdDAsKxPOWSTeNv/v4hlG43kpZuN9ZPKXeCc6Cl3BHljgBKvSPCjtMo1SOH3iJNBQqKNJ5BKk++S6tGCAc5+ig4sp47soJqb/n8d8jqrfZoWEheDRIn3sFs17YuZ9JslLBUfHDQIYbhYavPXxnXAWoTPHciOIpM5LL0Blu1mLOd5c0KT1CDrlnrZkd1sASxNsX3QaiPELzxA8YRqf4s0Ibq/FoL89DpQx/6EP3Kr/wK3XzzzXTHHXdkdW9/+9vDeItsqHRIK0VYVz+5rsvXHS9s744zEVt732HNcGpkFKehxi7v5KOuYHnvysbYXWCq86U4OKSUoXrJWfZgaTosxxOviMjnucdOjy0cxwouRh7JWRo/S5CGL9kl2Z9ipnUhe9yOaXkcvc8dWXq9MrMtPl41EJp+l0wFfoeTQbv2VQFUZaBEnHRRFq0S1eDFRTBO49y2xHxrYlXvfOtNw6uC32swcui+5kr7o7e+9a30mMc8hj7xiU/Qf/7P/5m++c1v0sc+9jH6zd/8Tbr44ourMJfecXai43647izcQfDeEQoN/BCzsX+VCbZl0o3J5AFDDbkDqonPF7xpd0pnnnb7Mx3sN+IRbXA6o5IOj+PLg6Sau7dpf054NA+CRWDAnHstUECpdwiT28Y/EfLKSzZY6YJamz19WHO3uuY4S+ePN6Di12fETm8wZZEaUDnGA8xfN97UkGa/KdtpzK8JON03Pf2QVWPTaSV3/64bLfSnTefPgdNP//RP02tf+1r69V//dTr//PPp537u5+iTn/wk/eiP/ijd5z73qcJsCpDQEuoRKJNkQroMjJ4DkHdpWHKmbPzyez1W/75QHQLD6ZFwtDuc5gSO7EArRV4c4BBpd3ozvUy/qCvqQGntYvZAh66wb3ZWC4epwJHt57+t4zgM2DFFeJltih5elzrPW32bLD0LYaPjkH7n6WE8mJKweP0YdKDneKRP1i+BTybnwEe2efoL9YfUb/y71V/jscv7UMfgdchO3i9ZGSj3XhuesXHGmK9lfm0gZ75IRStVleMPYoL8sv0ZPxt/rPFe273OUMXajvV7cDxjpcQnmBMaG72YmnxtJgc8ThH7IFYybgH7evhwSD/CDzRFxEBl8/jX3q6VDoM+/elP05Of/GQiIjr//PPp9ttvp2EY6IUvfCG96U1vqsIMB0h1S5phkWrc+iVs7xJ5Fbx5wcawvGWBQdepp4YgTgV2jT0wmKgEcU+wTl2as3QcZDmHUEboG8kh0yB5nXaeR9PtuE3I4ecvWNWc49RpT+u5DAqWkI2tH4kk/Vpw5mm/tmqEHHzsxNppdZJ+jl9iY1nPOSZiMtuO+XKdA5GoPSwYNNiaJgLvKpaqPyTUCQdBK4GYT/5s+xiW3D79RFvmZAdL4y52vT+HTPe4xz3oq1/9KhERffd3f/e01fcf//Ef09e//vUqzC4pdse9ZHrST2YP7XulqCemp07irZlAtNUdr1PgtTXa3mig5nHKBvZFv8vtc448tszlGM1yUmU8G4vI70x77kZz51+yxQoqRh5kkydY6kGaHk9gNPJJv60tvEdMxBMPemV+/ls6vzSsLd/Afsu2WjTrlgMDfkNEu6ZrbfG8x8lbh/jcN4tgnS6sj1+6XgvHU1fwOuWXwTyrvs2ahtdCvbPrTkKW3WMf+1i67rrriIjoqU99Kj3/+c+n5zznOfT0pz+dfviHf7gKs3oXO/wukrr3GA1DuWObhVuva5Yb32syENrxSt/9TsSHWPnOVhvKy2RbwQ5kVJ6orS9vrdklD720t6admgyqM3ESRoQDZSe95UtjcX+Pu5zNu87NZZ6d5bYlMr/8MtzChmGZHe2svts1odyZbkfZzncDKBP0pOUpIduI8nckpUrQy2RTnMkIwjzoxbKcj9s2/Qb9kfJu7V5+ulEdRAcvL4vsUqfzbIqyI8CrBQlSnbddUvAkBnyCHs+NHM/NDU9ANeOUTKk9rlQ9hp3iWjcoZnsGET+TRX2k9JutV64zbTDsspxlfA76bl7KmEDe0C3a5G2n37zMPu1lttbjFVFd3rKaGxki7sGHAStJ9IY3vIG+8Y1vEBHRS1/6UrrLXe5CH/jAB+jv/t2/Sy972cuqMEMB0j5f7oq2+kZOoIeWeCGqjV/5clgYeMqOrc++NnkVm+QAIoRTI8MCCVSnCBMlAUaLgbAq2CAe4Hm3/C717uQZb46TB1VaEGSdNzNGue23tYW4pE+7zpHNeKzQXyUg6ebf0xfLjnVEZQDI+2QkdFqk1DNtIeJsanIIxxMceezS0upSXg3WCmZQnSRTszGDVM6DHVW/FghpNrBlp7BziGxTO9ungD9/JPKh4G6Q62y9YREzAGyhyHnTIu9x5I8jAwfbXxksgbKlXo9w2laWlkiJO/QUu+/4ju+Yvh8dHdGLX/ziZsyqFLul3lZ83CfpcV0Q7kGxdUtuJ18EswpHMciCabFBS2/zmq/dMVb5nfj7InW3LKFc/C3qEPBdjiCWkeRQup33mSREGTaVAyVqm9QOSw/6aBSVkWxAcvy39VwW16PxpcdjrLeCI23VQJKTrlExwBHwxN8KXtOzjguQJ5jM+KPjm4qlgzSN5Uph5Ah0m9MWmW/bVqaWpuP2zZZaATrJgdEh0W/91m/R3/ybf5Pufe970zAM9I53vMOUef/730/f//3fTxdccAH9hb/wF+jaa6916zvvvPPoi1/8YlH+h3/4h3TeeecFLJ/JHSCdhGeK8jubu6VgUI92M3HhZ1hgqVmZ4F34i9x9ku2MYFr9CGWhjKyjygZjOtQcbHwXd0i+c36nLoV/tmeYnVsFvnAQFZuldg0kO9KSU+lxNsuyYWpXxlepB9VpwRXf3W7LV+6SxnGmD+sj/vuICG5OULQXlSsfRFIQpDn5Fr5oW7CdGQ7TA/nALoNEdlqdFhx5z6P02ObtHYprHZ/Tfj1cjl/fcyXHKg+q77qfcWZ9g8g/FqJrB5LCD4Mfx3ESVVFpt9dOz7jJ7cI4cvqY2VeCPbMdrWl4vjKXTagM2BmAh+l1WOdCqXF7fGbpJNAhbNJw++2308Me9jB64xvf6OL/7Gc/S09+8pPpcY97HN144430ghe8gJ797GfTu9/9bmebsYF/+qd/Sueff77b7pSqn0Hykj/9rG4Jr1auhZDOHs9ETWUgzS5kC9WlInJM3M4+6XOWjZoe0wYF3JtSp/VBrsp+XihMO/v1FMLyuSbeLtP2QX5+yW3qqJ9hRI5f2RbfeZfKEe2eHRrKdDsJR7JjrBsxEa+UepfKaOW8HUuRGFAJ5dpKWRE8BHgLPU4H1uP8anZYeD36Xgt0NN2pjNSWvE5hClLZhz7bvU6t2hcVAY+nToKuccS9QVcNtdrozb5xYR3IKlV9sITKTle63EmlJz3pSfSkJz3JzX/NNdfQ5ZdfTq9+9auJiOiBD3wg/Y//8T/ota99LT3xiU8U5V7/+tcT0XbMefOb30x/5s/8manuzjvvpN/6rd+iBzzgAVVtWCRAGjc/SAk7OP5AIEJ9N3XoH4Ahh7RVT2vQqfVPDKchsFFkqmSVACPXEQsUojbxIMIT8NTS1IYxyAoEubxd3qDHW+7Bs2zgcqieb9ywxdlyaZs3WDaiIIkoD5RGvhSTl4+0xI2dmrvtRDiVwBscSXwopY7I3q1OWZxQndRIAFdT7rHBtK1TjOMLqGR7VEwv/yTnDK4qWt0SlLQEWn4c/0XsdeYjpF0rPak+gNlfsGKlVI+0jw1yjps2m43v2eogJhHRbbfdlpVfcMEFdMEFFzTjf/CDH6Qrr7wyK3viE59IL3jBC1S51772tZN911xzTZZOd/7559P97nc/uuaaa6ps6hYg7XP3uWnXNViWOjStu88B/Iyvdfe4usBDdbQrML3YIg6Q0RxcKAxk7MAG6BvLDMVlIDGvwMDVmIl/qyDvM7ChgsI/25/vmpeZPNqVBHkpoX6q2dHO2rBhmP6zz7UhqZj70rJ5LiejLrUjD370laT8WOHNGzjeZDOvA8eBBxdjwCQ5FVznEmRhWwERKrMCjkhwhHBRoJWq4M6ypw452MNQuupWsCPx8yBBs3GSlWQS7BKnBCzbWGobGBO2Z4jxD0P5XWkvU8ZsBrZKosKx9Sj2nmMWec69CI4XW8cqx9qIPMdJbfDuYBfGH1DZRiyL0vqKmOXosssuy36/4hWvoFe+8pXNuLfccgtdcsklWdkll1xCt912G/2///f/6K53vSuU++xnP0tERI973OPo7W9/O93jHvdotmWkpgDJu9X3Ujvd7YsiwUIu19YX2KluXCkiOW6osa3GHi2wM2WB/f6VojwosMhrk8Sv9fVeaGdAjT1Sm4ugSOgjrY+5HdHzAZYlmGP96Ix7V5Ng+xhuyiuVpcEHX11KZUbqcaPP4whJD5x6HCstoIgERiV/zJ4aW3PecqzCfLFyyMtljnkKLAMqp1yYPw/8TFzQMZaqyPngqdeCDBlHvnBrgi4Lu9W2ni+NPUm0zw0eDoU21N/3GPE+97nP0UUXXTSV91g96kHve9/7st933nknfeQjH6H73ve+1UFTeBe7fUbhtS8O9JJ3YGrHBGWtmCF5ebCtmfCjdT1lJlmn/S0vjfXwR8+90kkBzgFzqPStceN2FHenBafR6yTKfLmjhOQ8zq16N15wtl13XgVn3hMceNpChHfAK+wY2j8aSTZ421ETHEkUOV7aue09Jvlf3FH+81ni189zjTzXsWdrb8+zTB47cr1BDLVOR6vpu4j+GpmaObrVp2idY7zyrUFPz2eXvOfeusW3nzabZT5ERBdddFH26RUgXXrppXTrrbdmZbfeeitddNFF4upRSi94wQvoP/yH/0BE2+DosY99LH3/938/XXbZZfT+97+/yqaqbb6J7JMqtDucc5m1dukVTcTI1qiDpfFGBjq49OzMpxVtAjI1kyca+N3BiSKTyRr9V8jqaosAQ9QLlM39ljscSEGKqb1kseBXbFYdJa0Pud1TgQ9/TDuSumcQ9HH7tn0B7FGOIXf0rXN3IMY/lPVp+VHyKXXhHdaQTYOAz+1E5UeOTw1FcCXbatpq9aHU7yTgZrKsnth3tf857/R3yHhQQMWJ25LVTThDIYPsoKK8RPVd3wI+sy3XrehKVlFd/Hx8KX5w/pLP7HcFA4qicwTJOo63JHOcc2+O7V/p0s4Ni8+DOX717mDnw1/WF7ReZnvSA6OTTFdccQVdf/31Wdl1111HV1xxhUv+V3/1V+lhD3sYERH9+q//Ov2f//N/6JOf/CS98IUvpJe+9KVVNoXm5dO4LBkZHCy51gtOmxB98sqSf+NdLE+dJVPT194JSl8p8in2vhnehzXqZgWIhwUROdP4R+YpHQp/CyRWqd+tcm6Tiu2o4w60xC/Va5RP4ng1idsw89s8abnHNk+wEw2qNP217fL2m8c2TRYHYwq/ww7UPkmnp1zC0ajXznW+8SMf02rnuwxywnKOqw1jc02AUsjGRTuuLHWakxfwDZZeBTpJ1HNnwEOgJVeQvPS1r32NbrzxRrrxxhuJaPus0I033kg333wzERG95CUvoWc84xkT/4/92I/RZz7zGXrRi15En/zkJ+nnf/7n6Vd+5VfohS98oUvfH/7hH9Kll15KRETvfOc76alPfSr9xb/4F+mf/JN/Qh/5yEdixu+oegWplbwXZ+2y6hJ3B5YYZNoHPrms+W5VxeTUZUJrGGzdARUPhkx+xnZgM4ISW81BVienz30ndvrtD+5QnYbtkU3rtfGEO/ueIFAKKKxgyRs0RciDL9VJbUGys4w8ntY+c9TjfCjqgkFC7fUgni+ajbop+6doQCVc6wb8Xsb4XrLeGzQmjiJz/D7D8flLHoKPWzjbsdLx0Ic+9CF6xCMeQY94xCOIiOjqq6+mRzziEfTyl7+ciIj+4A/+YAqWiIguv/xy+o3f+A267rrr6GEPexi9+tWvpje/+c3qFt8pXXLJJfTxj3+c7rzzTnrXu95Fj3/844mI6Otf/3r1i2LdmzSgHd3icuWD/eNGD33w5Z3sBiof4o7iT2UJ1szXiFnRZtSmuo0W9P7SZJFMXufcdGH3JZMFNiDs6S+Vu8lp7bU2ayh2mQNtSeto7PdhY/NT2Ve8T6Y61hF8YsCbJuAd7YakoOzbYQIsZHYCvFzasKBs59yX3G7e3gyH9wXl2JTU8z5B9enmDUT5JgrpBg5buaGwV7I/0836gxPqs95kBgFOuTKQ2oj13ImRAiPkcKL6jNdRN5blPNjht9o5ysjluAclJ5gHEFrwWUCzcqRZ66eCZ6BiRdriT22XKPoslmaDFSB7gs/ctvL73Ff+VVBNJhakyKlosZWlBbJWnHo8mHp/6eluMn4pl9/cAn3biH/SaEPLbdLgpR/6oR9S/atrr70WyvzO7/xOUNOWrrrqKvrRH/1Rute97kXDMExbhv/P//k/D+s9SCedvDuzxYIifeetGvledtTg9JCpkZ0wSA4wEGPtO5G8O955bB2V43NJ2fJ7wjECQFL6RDjZpGMhYaFgxns+8b70XlOpTiLfuSMF2lyObwc+4m/l8l06pYAwlRn1TeWCbSntaxc7b1AklWvpdNHgSCIreNJwyqCjHMMtkoIQs1zsXL+OUrTk4AFQ7dbeUSoDTStY2v11RjDePnFhVID0lokFS51wFrADl53MoGGl002vfOUr6SEPeQh97nOfo6c+9anT5hHnnXcevfjFL67CXCRAWvydSORbwYngu19uW/luJQ1TlkfbqPcJYtwBBsDB7dL7RQsGrUAxGlBF+ygSqGb8asDTHgSmODzQgzyFLFtFMoKkohyzw1UptIql4fD+sa4VFWP3WwuiJB6iPEgq9W52csNUl8qmMrA8+S6e/z08WAlbq6sIjFC9N53OCn7cqwagXnOOJTvE3yWEXm4IWEEFtjkXbj1H1P5pDKjC/E4Bb8CjnuOmDrACw/R7SAvwegVfUkqrO7AJ6UcrUyVf7WZcGmbtqb6++2immmeGPJiHTn/v7/29ouyZz3xmNV7be5CMtDhv0BHB95ZF8acyijv/JqaS+lfKA+cOlhkBCXA8kR12e2RH33sX32qLx36EgfnzF6uiFLXcjiSIGIOQAbwoNuDQo9WqOUgZpqBqPjDMFqXtoj2CjNSWbeeUgc5oEF/pGSkLOJRjIts17HDK1MVE/aQrC3iStqX12koRD1w4z1iXpd1tyjZrqXcZvlCeNEulaKAeIW9AtMX2B0WofhDqrOAI1SN5TZbvWCfhQ1lWh53P8viPsnIfj/OTbpfm7JYyM2bRVyDYmXFyW3gbbHtmgwZWBtufYLlsUI63GSyh80hpi6Q3KotlkjFU0ZHLluNupC1WKhvis0gLIntgLrJzMTAQBXOnIZ3uLNPrX/96eu5zn0sXXnghvf71r1d5f/zHfzyM330FqedK0RLkT59rDYriQQisA6tIVTghe+TnkMzABsh46lIGr60mXsGvp6hJ+DxwOTYa+wcEYE7RotPSoAOlw/E+lgIhqDMJUsygEl6DeEVGC4JQ/fg95SGBj0hfUdrasNnJDxnPiM/bkJJ1vHqOklUOIbg+IsERcsg1Pk/wJOGlZbXOvkRSwGdt680FIseTBw9dT4YKKgKxqHxQwss9B4H1eJYu/Xxqc9Q9daXuPhMPvoYag6VGzKXpLK4inZUVpNe+9rX0D//hP6QLL7yQXvva14p8wzDsJ0DCqy4oFawyfQ44Rdxh2er0O8feAAateImYQL/l0NXYWWdHBU5DcKU5tzWyXr1RXbX8HjCPoz8HKSXTLB8PxjyBCFFFQDng56+kIClyLNVVOmBnFuwk9d4gCtqk8I1BgPR80lZeDpQ4L6qXeGrJ43CJd54rAiPOozqkgeBHC7LSenV1Q+HhdVogp2FbJHH3CNxat/YudAfbptu2LH+0ztJVcyPBK4tlfCsyNTgiL5T38UmEV2SQnjY7vTvYufCdr6o56QHUhmJzvRfz0Oizn/0s/N6LFntRbAiL9rPEigeJRsxp4K20E2BX3fkFE4CJo+i22oBlN1mdKItsLb6AOiALjylyWIeybuZJHArugGj2F0pKGzwTs+rI8DrWDgt/++EeoK4fsQ+sfBj048LLU5lZ30BjuhI6rqPOtI7X5+301Xv4RkpfdirxjC9KTV+Yaum1eGo+HtyIzaj9iKe1r7X6jJfV5zhDds2i85X3T/ZXkEl1arKZjkJXfo7rWDmoOs5J+j34gEnFmepmpUVZxo/bIdmAjiuvQwJpnTYWYl35eS/qynSMfgnQa8oCGeWYhXAM3bk88rPidkiYUxnkq8NU0/AqXfezuLK0UoxCK0hdN1pYIO1uGHypcjVbYdfKa5i97BiozyoV0uGtX1KW8y3FPwtS0aHRLb/TZ5Eg9I4J49g72ommCzLShg2cv2jDoO88h2wreFAbFTmtbyU8kbfoB4yD+Ijs1DvOs8WaC1B6rOQk1KwmhRwO5SxCONZzRltMXF8EJAaOpMfj9Et6RFscfVbKDFB3EVQU5WzuCdggydTuXNdta+/g1OcNXFr5o3XLytbcJPWtyFg6IzIaTqsdPTFbdNfKnehgabNAStwBdsfVV1/t5n3Na14TxncHSGn6We3ucNpmBWmaXsShbd0UAWKSnLamOVWlbaCdobaNzmvZNyEcyp3fHNtoQ4ts4WxvBTge1wVlo7pAcJKCWIHAlsfe8tsX8NhtKQMUeXOFze4//iySpIdjzjZTKEgS65NyInx+ZucAcbm5rQibBPy5M+T6FEPFSbDSr2n9ZlMGDXxDh5SXiNSgBO1Q2Uqeu6mSHvfLGJX6LLhRsBCfVZ+W57x5UKAGakhekJnxhry8qM8NFeUEG+b6mVE6RhJmxiPoyXHyLxCn6NeSS333ETx3FH5kA7NXO78yPiAT1cXxlpLNcGA79cBH7QewSibqNuQ1fSLmIptGpLaMfaPrqd1tLyK30v6JvzPphhtuoG9961v0vd/7vURE9L//9/+m8847jx75yEdW4e/tPUhLrz71WtXpiTnhkH2X3aOzJnCsaZemx7KhZlWrBKHMcbfsTB1018oSCyyA6sSG9vcgmfawdnjrtmbGN2yosxGvJHlsl34TpcdOfiYp5bNwCjlug4LD9RFrE9LLn1VKeUcSryXnFbLZHeUW0pwjFBghGc7WMzjy4GBHX3Pw9d+WnSn+UlQER7ye8XnrelOaWpfqznnGOp9BYqBp8EdXsDKMCUu/njRbbDtRAODT67cB43jO8VpaYhWo66Map20VqIE2m/7+wMJuUBW9733vm76/5jWvoW//9m+nX/qlX6J73OMeRET0R3/0R3TVVVfRX/2rf7UKv/oZJI2WOCnh3U2o24+JeL0PHkYw5zphUAviVOmOw032mnfPmiYTH183/g6zhXQnGfKwO6aQyakvL4zZNpczh9Lkt9V6HFFLJrNt8B9njzOttSHVZfEi/pH4czpIRpK1qCY48uiUbEYyVsDTGhxFxgl+Lku6LCxNRmqD6NQX5YPKL9opHA8XKf3RurV3mHh/7Wt8N/iidURp/1Rch1pd5zm+5JXtPUQ/CYlLY2oLndWg6bTTq1/9anrVq141BUdERPe4xz3oX//rf02vfvWrqzCbAqR8n3+01Ln9fgTKovi8rHVTBIyp80m2obtDNfnAGMdnB3I2InfJCgfA67DU6BV0cjxJl+bQ5vyaUzCU/Dx4gDbLmMTqdNtwAwZKHduyLhMR2mk6cwzPGyRZqUyDIpvxMWc3l0PHBeNDp9ngQXxeXoTNedNNDdAGB5Js709Kmk2SrNVm3mdS39cco0w/q5/7cFD50HmX/U3kkO5MB5DN7GHlhU7Jhqk+Z0Rj62hPei0gZYVtyB6FqXUsxJvg5HWabTm/aKYw75R1iLT5HulCduJzskVvZK7u5VsAe5xzt4SJ+GzbkE2taXhlmpy1wcNpCpw2C30OmW677Tb60pe+VJR/6Utfoq9+9atVmIusIBHVn2xLLJMuufQKJ5DQwOVbpfHiewf4rKxBNqrX3TdBfskJMeU0fo+zwCdl5HQIAQzCKcuZLGYLkZY2JNvB7DH4cxmfHu54WXy8HjkeCENy6sc6jlnIEz4OiHckLWDqTR5dkq2obVafoD7k8ikvLBd4MK99PaIyz5igOf+WHm5fC5XjGcb0tLfnznWWLouiwQyX8wp47eoypzXI1ujNeCeZttS9XkPSoftvpykIWimnv/23/zZdddVV9Pa3v50+//nP0+c//3n6tV/7NXrWs55Ff+fv/J0qzD7vQWp+/sf7nqIy17/VTqQnglmHE8/nxO+aGp8DqXnvUf0xm/UazwiRfNdBq9N0ttCEsVMefXFsb5r6YGdY1TnE2sKPDcecy/GGDdw2ZFOP55GsOmnjBqJSRyqffd/Vj+0YZZFObjPqt1Se4/P2jCS1WQuSPGNcTZClOmVOfhQsSvVa0GPxifXoBkTQ2SyDDy4j6yhqWLkUWBWBAQ9egoFGxqsEjPuklraImEEMjd2CigZ7GKMmHVZeEapNr+3B2/4KlLbAxr1pzAEFYIdCZ+UZpJSuueYa+uf//J/TP/gH/4C++c1vEhHRt33bt9GznvUs+tmf/dkqzFCAhHekmx1t5MRLBJ0iGAREtsKWA6DcTt05t3feiwcms8OZ2GEFGMDJdQcnSIaocHqxc5rW55su+G0u26npgs4vOFCpHRO/5pgLgYNsgx44bPl9W36PtNECGGhz3tfStt9WkJTZsvudBwF1u9qNsrSZw0vUrrExYlDCjmFq4GbUQUT8xblcBzofxu9pf4o6idnMMDMeVEYlcX0SoWupdoXJ6xhJbJ6ACMlLwQDi9wRQiCdbVTSwJBykgwc+Uoon1KvISnbmeDmApKdl57p09Vo6P8rgTT7oaVu1gEIMBA2btTaWNpR6NBu23+VgBMoyOUsXlsV8ql54DUgyZZvqMlMQTl5HZO/sll9nSvDX+rgF8OJCwSFIrzstO9idxQDpbne7G/38z/88/ezP/ix9+tOfJiKi+9///nT3u9+9GrNqF7uld59r35K7z8HE2PGAzQpCPOVbe/wBqMcGW9YXCKJ+8tRpOlv4vUGkjNlny++gUkpXkaR+i0DXnGPWSlIR5AA7rUDIcy2kuGmAiHBy3jyQmvh39YgP/mb8op2JDm7/SNrhikzoLaSpsRxnDUMLjoYGvtxJGyCvhC3haPyWfCGiYHj706NfUjsUXwI0BlywKq/TtvauVFt9TJr4K+u2unxBFZbNMUKyysgROcdqbGh9rkjHBmUheRQY+cpq8Vc6OXT3u9+dHvrQh3bBWuwZpJGWOJn3hdkdJyBT9SDmJOuX6SE7YRh3ugo+p07TWbHsQhJDXqcO2pN+5CzYtqG7uV6S7uqWjpJulyQnPc+h2SjJeic+D7Yk6+GNOOP8bqkVFCAerXzESD/7II/OSFusfih+M14u6+Er7HLyRs9DHgxEsCVZ6XoqsI3xw2OTZGPrznVVW3tDXbGz3mMbtiHI32Ou25NsVZCj4h2Gb3SIvuBpoHEFqffnrJE7QGo9adu3hVSCCIPPwuQTPVHwxWJMNv1eM6B5B3ikJ+RwsPZbsqjeO9gX/F5nSJ3AAT6ok2yAk7kROOQ6FOeFO0yaLklGsknq82HrjHCHZHReJUfVs/X3wNpgBUmpPu364DYi2WGnR9oGnPOiNkNMoBvKKjKSHqke4S3xQW3x2utpM8e3+lXCl/i237fH3MOb2sO/S7J53ZCVT/xMPhXSZFGbp/LxGi3KmW3GeDCNF7yc2YBkME+Oh23DbU2ZImOeNibkdudyEhXH1xAo+7ysg/ZAWSP1DMrKPoiFY/VFLqOkzwVwjjScSh+R94XEZ2OWZdjv7BMcrnT6qdsK0jJ3B8qy1h2gtNzcVttacOoe7gyLuIMwj157IM/72j3wBwdu34SsTOydaVKBnBFmh2RPxM4ohgbN6zQHdC5zOGqgTnWIDF0ar9aG0lnN61ztBTokeVRv8bWQV4dUr7VNk2/pc/xdduQRplSvtYU7/RIW/A1wrbp9XOt8vENMexgCXeOudx6Z+INy5XH2BTBd5sYG2ZhMRaaJuiLUhuPta4u8GzRIdNZXljYLfc4adXsP0lQGH5yLrKLsJ9DqhdPyMGSE5oE3vhLXskTOAzirndFBPjonaHcga8kVtEx1spPhn+hR4IRBSqdAr+c6JEfPwoX+VSET46kJkpA5PYIkLy/iT+W0QMnjwPX+ePVF28LLuKzE3xocea8zKzgqAwgZQ3Vyi75gY4dgoxS4SLrs1WJlHHKOqvr1K3eCKxgLUuu4XjuPWHj+TR3a59hcf8tzTzVZK/0zfHrheP3MEGajn7rS2aBwgORdsuyVR5pPfG0rM2inEhMH6K67a5PjeeT1HWCc+pJ+8N7dKmWd/Mlv1P8ivqUrao+gB9kwp26UTFLqGeSRdA3Jyx0lp4kfF8M5Sl8YWeABT5frt4Ik3t5MVrIdOLWDQ55/52VcNnXgvCl36Lz08iLsAkf4IJloUOMlrx7N1ki7e/Rt+T05pgo/ajv/rsnm7WXXmiJPRd0gyqSy5Ziw/aDrd/sZCvasnew6lfom088xeXthx3L9JY9na2+t/xEV7TEwrX7Yls1zqTYWeewx+RO5Io3dqQvrx34Lwva2zdLTthteq8+UypdliC+CqZWd5B3siNZnkHpR9QrSvk7UVpvmughOXZ3EG2mrNrDZg2t8MOPY0UnDjd9oj5tfkYu8sFVzHFw7PVl2Cis8Gkm8oq6KM8EVFAp2ed9R0+L4cv2e1aRSpuTl+KiNqgMKaCCMVfAN7R8V37BDwoFlDMfTlxwTf0+Oo4OflyHHV9LLdWrnCi/UrnmLpOvRGitc2M5xBfeNYzxjfeULhORx0RswSHJeqp13rPpae3LZipUl5RyXMFtu6EbrYjj9/b3j9kFXOl0UCpCWCWpAWevyaacBoeYuQs3A0jKItAxk1p0pD4UnuiD/LCgXVWN2Jk+QZsryAsrL3Y6P4KRINmqBjGCS7nQiGxXHWcaz5XmQhJxmpNNqDwoqpIAkEiwtfZp6dGn2egKjkU/9LWCWQdUgykjYYpmzvtdzR9J1VMriQUE7PrC+CGYEAIRp2Lhvco2X0YBoX/NRhuFNw6urS3VEqFeQM1L7Rlvj3yUew/DbATFPWbC0riD1oaoVpNAObwnvvANK28l4BC60efCPp88hOyxnDsoYOFhWx4EyID/ZG+xojrHtoOb2eR0UfWMMxG/b47lbPEB+2Wj5uZ1kJ61hLkv11+xoZ65oDTiVbrJpGICt2DnjDmpuBy9nDmviHSMZ7mzzNCnJOeYYsA8M+bT/tdUkLoPsF9vDZBAf0ifVc8zeH9R3EVuRjWLfGH2F9M3ffSl11jhgnU/DUJ4rYnu4nTvB/NgPGQ+XKXXnDYDnw1CewwX/UOLkdgywHHUgulbT32Obh7SMywpBn2SLYo4reJPGLxvTN6eXx7NM8UL8WBYoyGSVOdy4Qey1D9la4zPl574sY5jA7JF9pshGXJoveZT1T8S/PPmRwGahz1mjZbb5XmSjBS197jhWnPqk83lltPqawTFKUQxtooP8TA7VRe8mcltQWeYIOeSiOgde4JE1ypFzBeUC50zpoMjCoj5DXj22lB8Tr0NSYuBnk5B+rkJyXLnM+EH2WdepFIz0oAi+2MeE24cd+lJWksmDFhbMKjKa3V6HNy8b5DpFTpK3+gkqMPRp15dWjpkHVVcFFDTGE9jEFWZ/IKYXOjwfVfgEtRg95vYI6foivpQsc2i+XVbWmKG00tmhRV8U2/rwW69lz2Vx4njzZFW/bO69y6RhWLLeSSU++dTJcfkoJr/ziZ0k5gCpTkHufHiosBPcXdYwxXLJsbccfo8zaCkXcFrS7Tx6NAzPatIoVxMMSLIpvycIQkFN7SeiJ9oWXqbJaoGptAFByQeMEUjC4PXqi54VYE1e0luwCuOJBGld/+UxcIxbJqbcGda4hepax2kv1c4ntfObBa+OqZZsh93rYuOprO/wfK22VaCzFOysKXZ9qNs239oOcTV3AdIAAAUh1jKsN5ixBpMjMOh4gyJtFxfZ0ZXb7R/IEYYl67Nv4lfwsaNlp+fl/OyvxqNganZynNkhQpP/kNsBcbCTMstgx4GnwBXGDXIqHXI4C5hhp0NwolI7B2YfbPdQyiA8Lj9ip3xIN6pHbRcxEt0onQphl7KyjCbLcZBcTYAjURQ7aqtYpshyme3vMp2O9zX/jtqZYRsY/FxIsbK/TE8qKMlr5/2MK78QljdR35kSd8rczqGUSb7IdqKOzv5Anl471/Uav3VMPRXMY6dujzOlPb0GK+dzhFGUK/Z5/RWEZ93Yzvu0Pug6MvppDiB7ZQ3VpeGtdDYoHCAts4wZ0yfyKtjHseTLbYjUa5OGF3u5wb4uzc6b66xOhoIzsgR5HArPDlBpPcIX9brLB4inX1ex35o90MbB6jcfjlRv8eQTtuBAMjtTWdRW1EeSQ5/ieE9RT6CDghUT17BDwqvtmxJnLtDOoZrj7Kufrw9p3JDaquny/Pbw+t9tpuvwXLMzrz1ueXau60WFDmNsEVgYP7vp571e3AFM3U1FjGXp8umowcYyfdPeIudm3J4AzgKPfxwirStIfah6Bal1CXPJk7J3+lwIR5Ft2ZHO1OucBHpe+D3my+ik1wuzJSWl1CcHAEWV0+mIlxtO1tQXcrAgyap3mkEfq06qUzev7xEkSWl34+/aQCkt9wRLWrDSSl49mr2tQeP8XX7WqOSV7YTfLd7EBg+fBmy+tJVQf+XMkqx4Q6VyXJivd3yda9dmDZVjLehvhw1hvQti9qCalaW4jrgNvQOtXr5WDS3x7NNp2KBhpX60122+td1F8omwJnUNpcL5ceayss5cXmYyNTZY7Ydpc8585WISG/SXxqZ1payOz3F9DrjTfg4QxPRM5jyQKB3Acke70gbmUBX2Iydi909yTEEANJTFutMqtM1z/NBuY8j5046DtGMZ0p3WIx6pzdzxz+zd2ZDuAFjwD6WeAeKUH61OCzp6flC/RG31thvLz/3LcTR5ThKPdm6U9YkNjnOVFAx0XUhjo5WCJl2j6BhSOt4U/HPabFEJ2oeu5VwuOeZ8vBHalouzvpJNK8dEZgeyXyIPpuf4qZiDbk+OG1u5mm1r8AUiPhMrs+yz/DXNVr8N8VTA1A7krx3KDfvjoM1Cn7NGVStIx7NDSVkW2Q5Sw+EXawSnbaOFOPkH3Y4rRUFD9QmnNj3PwaPhuGyjnBnwyPYKTocqg7HFNjNnreRnTo2m2+PMFOplRKtfJRu5LHfQLR7NBuTs5/XYCUx/a0EN0i85/IjH4o1QBFfjkdonOfX57/L8k44h+o3Ka88HT1pdVqZgIP1cvgggEK9iI7YJn5/u8UKhWYUuBKsjY7OCw+u8gYqHdEfeh1HLr2Mtt7Kk9bUp6wyWoAysi9uA/Lkae6J1LbwrnW5aZpvvPafP7WuZV3U4TQc6rK5pwIti8ADGG4DV2qg6G5WYvSmyo11RPDhkK8qlCtFp4vWOScgbKIh4hrnaSlLxXcDS+k3jQ06q9KJZrYzbL9nhOYdRcBP9RHTAeqEtnv5A7+8p+1nHlPgQHuLJz6USXMIq+ICc5/qQgKwxrfU695bPf5UTwJKtuqXXjyJBVz1mMFvEO68G7YpgtDyfo9XX2HwcO9YtiX1Sg6X1GaQ+9G29gIZhQ5sNnyQ3tKEhq0N8Eg6XH4b5IIVwdnJ1OFveo2FD51gbUhxNFrVfki1spXlpU+/j7e+tbKlXtW+nw98eGT/rW4aL8EtMnWfsjM3uew1mNilsdj3IeUf8XQ/n+ANtNpv52Ey25OXj70x2UpsbNcwVmT5+jEr+9PyYNWw2G/n4gralfZL1HSn4afvTtm2S75Qfhxl/7pvUvlS/hIV4OCE+jjdibvmHhGdTyKSYRXmpnmELDApZ12EtWaJeBxzvbmbJ+PRGAqOSZxB5IRasAxgci/3d8uRgkkMv4WsOf9GXVKbjjoxSN2svhYXlTF/GW7RxgH0CeVE7k+Mh9XUtpnr8s7J8LIwGPzZ/iT9j6I78wMrsgDidQ4LBHExXs2TLuaz98QmGQ2WbfDilvBfnpNKG+gc0p7OndGra5rvXXvNLrgrVLR0reBU2cFxJpsXxsXTwevegWcjF7MBzeP9LzTNZtXRvOSH70cS+A44S0eyMiBM8E4i0q3QMZWn9GA5KnV6W9qG1eYPXWdYcBglvxCwPC+vfAeuQyjk20mFRis0/IRyHDdH2ebaW73F8IucE39Id8Wplc11Z6XGAPVtfy7KFEVBvGowA9nJcqLGF9WHLnKSNDZ4+rdarzNvh+UsZAzF/LBhpoRYdZoChyHTzpQ7MV1w3aFiJ03LbfDc8m5OVVcStNWOPJlMzmHkHZK+Dieq1u081tsz4sT6XJvKoXBiT94PiDKnOvhCQeGhgX0rnunTaoIFRfUa5Z+etWdZuv+dYISWSk4vtwLwep9nCtxx21H9SqpZ0nlkBDA9WevuGEXzNXrncl0pnBShSXW1w5MGHvNqY4KkTAhagIpHR+88qlxVhCVEva2BEn6f9nvG7qKsdv4NtiAY/pbxvfnQHV2wVvybw8V4LNWOONaaF8apkkI9ZgbOg/3pItFnoc9aoegVJ25HOkknlWncxORryshqcuuVoWWbRnesql8stR7Wc0Jw73SkPamL+XE7l0XC44SmPgKfrkoHkXd8GaEK20x3QOwzYsUT2iG3YAXEnMHVQzR24MtlSH3eiNWcvOx5AjuvmdkrPJXF7NDzOx0ni5bg5/pB9EBYKCrRPZlPHj9TWqK1zXdl23Ed6v0rHQTsGEl/Jg18GrOIlhRIOATluz5Yn7bBSd8bL7WR9gjotOi4IMFlfyK8EwNiHsnNd2Z9IVzDYEOQkvQU+wsxPCRMfyfbwEWQdsr8SfQYrx6tIe5v8SMwXx+njj660ElGHbb5r6Dhx1BQ4QxanFPpsaWmzNmlgW5y40ZWiMP7uL/ud8VRi15DLHm6H4uSVhRJv7kQU7IZjYjkYWp+Zd6yVPkBlyOnzptuZ9cmPwnl04El8iIpjAZzKxI/ObLRWlzy6pU+EanE0Pql9uC9wP1q6Jd7oMdfea6Xh8Xq4Hbgm57j20XkjkdQP7uBIuP54YGbZjGzhvK5AyMLqQJ6gq9ae2rkovLLknc8tvAabtMDNfL1Jg95eMicB5zho3aShDy2/zfe0fNyW86lfyD7ZvEyuM20JS/j19gwUagOZFvwlAp1iMnTo7XGMsjLmnJT1/AvH7NMhon7DGVAdPeaAmXKOuuzGuuGILRkk6cEj7idPoDTaqr3osybw0YKeXpiYRwj6CPexp9+0+qWCIzOgCTjUIsYElQt4gimv095r/LSCI0kND8pQXZU9HN8zli84l6A6N1ZQruecLp83vpUqVUeNjLYCZ/hY2vbeEf9MeyY+8qjGSQ6MVupL7l3sYrvGjTu1oV3OfDurZTg1u+FRmTM5Yte1Rd7NTrSf+C5eWO/M59tlL+UjGnfmmnezK3d1Qzv6OXeiG/lYW6A9gAfz57rVY6XpHeV2X3Rd/h3tin4Y8anc8W6cTord6pKDs8nKhV3idgVlfa4zbfvW5LlC6rNpd72knni/gjbuzId9J+kojgvNx2ZSmsimOubvc59yWyF/0r+cj5LfaVlKqB6WMbkRSnJC03Oip5PXQuZ7b0Q5X1lEhlf3Coyg42rgoeBIc9StHetyOaxjYMyoO3mgUtgyYgs2z/bKx96bWldi9tu5Lm0DxOEymR1jneaka5jKDVRFPufPdef8Gv4spwUFXVLpgH5JB9+9ru7RBVCnSmI96Ca7PfYowVJlGt5Jos2G6Fxn09cVpA4ET8yajRY6LdF682MxXrst9oAQhq7G0CYZjOubcGp0a5ghHqQrMKmK9io2iDIC+GxH7oiUcrqjItqkGCk5aVCcO0YQR9fhfWGuNFnn34cQP+KTHDfRLkEGlicfjIWfX9oneWyQ2iG2G5SVenUZ7RTuERyJdiVYnmsCjx164JDLyzoKZkF3a2pdoVoZOy0TzeOuybLfSG4f84NGOqbPD4jq3ocPMPdvgy9TYafmf+0rDe8sbe+9Ul9qCpDU53mq0ueO8SJyBjRYtl7vhOGs9989yv+a+h2TmK5HuUtWOVn1JldwJVkpOCsCW8ieCLmDKyjLHDGoYPzjcB4Vu3LbElzR+ZW+y0FSejy9zjfiRyTxiOWUNVPAHMRPC9XgavZG227xeINY7ThGg6M5iJgrLOdddeDZdYHAyvOuZCp0GEFOhCIyEqunnVk9wIzOPUuRL+iKOf/t86TFJ6/6QH6fepeukCzDqNHbKlNz87uXz3rotD6D1Ieqt/mu2QEELW1qGx/IOCUm382OyDG4MJnQ0ivjkyZtbLNTB7dP5SbStgv1PIflvwtV4od4Modos/2Qwi9gZpPIzsORgqDYXccByyhOY+EMTbK5AySns+TGSDZxvagh2iS+dZyNiR70Q/rhOso+FlaSsuOO5ZGzLO1yV7atxOXYiF8771HbUTl31K1PqUcOcqxPgRXQr7ZDKNf6SCqTjkfKz+1P+4XLeM4hYpgIj7EV+LmeUgBdR3w8EK811qmon2tT66Rxh598fDxgyjG2ZBNrSy4DyncfuQ3Q5KJumkMq7InyYH4t0wKlxo349T6G1w6tL6CsahFvz4b9NWQBDvTbLBxQj3xQrz+Kdr476cHSZqHPWaPmXex63w0QZZRl0tgdBJ8+TbblhWL2YCcHOZpNFt/EH5Tz3NHy6o5QdLKqxme/XbLMQZgxc6ekcEYYn2TL5PwYjomgBmKqDq7CU5tut/0+9wfqE+4UY4wSj2NKzjnCRvVcj0ZawOANKFL7tU9POa+NXvtTfiTPbZbqpUBnWzdkfPC7ZAvANHe9085r7Too2UUejC3J4HFgGh8ETG9qnTwO+QfDlnHUhc/19J4IBMxSbyxjw2tm7Txvb/JU76Pw548iVLMqpWYQWUHkMfqkK51+Wn4Xu85Lmr1lau5WTHVOvR6nxcPnsym+IldiVMop7Y04CqE7gR4ezWjRztw5KW2NOBGYt2oCYnql4ErTF3keCdZp+hkfbHvQ2dXwRAcZYEuOaPo7NrEb16IRjJj44BPGcNrQo+0oMIocn7wOBzOR4MiFJ9gmlfFVFcQfee5IDHIqjrY4VgUOrKTXOy5iTIax4Lgem2divkTNfCLbUO+TzBgxPm9WDKxr8ZMOws/r47OeFNpshkU+Z43cAdIwnHODwpQ1ZbtvJItw0kHFvmBLZz2eSoZsceod8t+SLF4WV1bLDFmuC+HiiUVeKXI9X9Q86fUJrnwOjI4ryQ7ASy0xc8eHhPJIqh13Rsfdo9yy0N6Sp+jfXeGw+8ftQfpTDNQnWb8MgFfEyPGktDtkG8JH/EjG46xwfklW41vqU2Onp41iWeXx2Nax4yodf4DPKziuhSG3Z3fus/M1ays615M+5TzT9SnpT67Y4hgpspl+1nbK/xR2FueAcm6g6x7bIstyeyA+l8nN29X558B6njJtf+ZHqx5AzmUD0qOvbKh2pOeg4pcggjZFb/g62yPazHzGmvS53GesyTjy+70rnT7qtoud9hxSSzpbzAZZn/uCqnomKras7O0PDS/aP+pkFcRQJy42iNYcx7A9jZOtKCvdLR30einFRS7HtnLg0PnAZaFMWao7JbIB3CHUdGX12SSOMQaBR8WFvOy3ICMFFjVUE4z0oF56vf0h9aX6O6uTz3XPeUEij3yOpxje810fa3RdSFHNNV066VintNpqptYJx03bmKEo98wVnHcfc8X0W7npx35HdVhlUYwoVtS/iAQtXEfkhjcvs95f6bXFltFsOPmrRYjWTRr60EHsYtcSXLXYoMqqkvqF1SMAQnzuuz5ss4YWfK/uCHkmRs+dPbc+B75Yb54Jup4diMAfb1TE6eQ8qrOilTn7z8LdV5DE5bhsa6DU6sih4KUGtxeOhovKszKy+674zWT2ERyFz/mssA7DExxIOHWOoDTQSPwBbOlmEcPqESRouK65ol4dwNZWqCrnWef8XJu1Ytshz+VWwKCp2LevVhPk9H7kY6XTTV12sfOeqNpyJ9pJxLahLLPuSmDZBr2KzZiv5NeWoqODo+2k2is82gTvC2YcKXkljM82UWdSv/PApOBB6quBZAezkJn0DbC+a6rdMBTHgKe9abKoLrXTs6tX2l6kl39PneC8XtiRLvmR8Ys4Mm4qx2UleSTD+ZDT3zMw0XD3qUuqn8qTD+KFv6FMmU4Hz6lELrMlPWcyHiFNb/wIds588zmOgqPINTQAw0v5XG8x3npkhXGFLwrJ4w1urzQWjtc4L88xQf3uI7cDy6I6Pb1Nsz86Z2Jsr20q/1DyI+J80uWvp8or/Iou2aZ6X0rbvS4SLPGb6+ixDtkG2Zc96cHSZqHPWaPmFLuT8ACe5ku03PXw3rkI5+5afJy/w5J61OFyTUQeHsdE4Zk8LfJMvLLMgPm4c8HluIBQbgZJhp0eWVTnmegzvsxJLPtEOwdK3gHykICnTfQc13rfE5JHh0rqQ8TvrT9uarEf9QnsO3zaJ/UsmNWOp4Qr8mBc73U/AGAtOEJ4Kg/ndVzTlqw0nvBGS5tHeFPrrHFSszVCvnnDH+S4xsTKucVjm40hBzWQX9GN+Xz+QUtWTEs2Tu9VnX3JrHT66dsizMNwjjabIxqGjbqjRVo/fp/+0oY2NBR8GGeb95jh7eS9Nmi2mLK0jZq3F89Q2DLx0xxdc5vH35E2evhSnZB/6qdRrrRjbt/MQyTbzduEbPDYyeW9tpX25HWFXcM8OEdlJb3ppIQwYfnIn/HOwHm51JZtQX6siGizPdIe2YwnaWdq5SbVkdg9QSSF09WctJvbh3Bm3kRn2kepDoCTdSqx/mDYHJ/bIWFAnamNACOV0+o1mRqqckKdzpVHzgqMtzzciZcxSlkMnBU7AiMUzPMgoNABnFYemJgB1Mgn6B71I/s8snl9OTchsoId6fhIQaAnUClXs/yyriCH60t5pjo5eCnt0m7Wle9dUm2beHw3c3un1/E2adcb5yszO3zBUs3KzKwLyaqiub4eGzyc4A0azm2Iesd8585gDBnYxW6/kXz355FMvT4dHv3RwcqL58fd/e2wKBqbNPK/YV18ENd42O8Qfo2sdAYhByvVJXkyhW2yMarDKNhWTNoAH/dv6fRBCKHdnM/nrA6QR1pNQliSTo4/ylp9inC5vOZ8SrISpTLRT40OWK+0S+wLcFzKvsXXBsJVj4t4LiXnj+t8I5kMPvG6Jtxvo4A25khjh4o78erjEucTxw4Rxn+CLT02z3WxFRpRlzJfRVd1XHqVF7lD/sLOmL9g4+7B13FgROpbUuDO0srSuklDH+q2i532HFLbw3txW7Td7LzYXtlomp3N52Ir+GvT7LAz1P9K6BVEufE7ys7lPmeEyxVsQrm99S5wyphtmmNBg8KjOYMWX6Ib2d4zSPI60yhI8qTeoUDAE1RI1BrU1FBUp9YGrT8sRx72uXaMNL3iOZScN67zrMQ3g3zBXrOMBUeIR01fE/qOB2mFqDGOlXqkYmwb749QINQg68JfeJ7ZYgIfh9V59dYGe96AP5peZwdX9b6a9znxKHaNf6ltDLbSSiOFUuyIiMY0u+13lj4H0tlknFLmaNjQOU8KXJamx1PaWlLvYulwKf9AKJVM5svKAC5t5vS+IqWvSAEssbDdkXS1zbanN1LbHGlyip0TD6uTbBspkg6XKijaZ8gO03+2PbPMOCtvWFresOPNFYz8YwrYZsebpbkxe8eCIbFt5plT3lCaG5IfD+zYF0nrq9LtEhWFjaktXKc35Y64zNyjAC+pm2SHpCxPvUtUFBMySsHL6nBVgTvS0kFSpsvDozogfly4ssId7NS5s3QJvC2rRjn/eM2W9QirNa0ux8+xPPJScGQ9d5SXJe3m5dKxxvClXUI5Olk8sqY9gl0YF928xboznqSu6tknhcdv53xDc8a120MWv8JnBzwlbjiVDqb8+WTRxl6RYKm0Ia07uel1RLTIpgpnMZSsXkHqvVzZttzaoteQdWD4ddWfYrV3mKJbfrswtTzuYnJQBnF1cpNXuNx2TgUCnyIrYw6wvHRMMF6kPWI/BZ3QQjeSh/pLZxBCgL7xOKcSnrqapGDxyZ7rLfsIrypJ54Vmu1af4vJPT4rqsOyW6hCutFqkHQPJ2UZK8mOLzzMJqyY4Qli1aXWSXZI+Lq852hJJfSsFoOW1JF/7UrloHuvmmrlIm4c9/RQLbBaYMyvn4RYbevgi3nlYHfuc2TjdH6s4Qyl1Ky1DoQCp1wnMH6BrtcEt68TokfKnXfRIVw/caN+UD18q+hSeXtQruPLiy3p1+dpy7wtkl3oeCRWawQ8rS/1W7CRh51W6Y5o7vun3BKdUItpq9g9w+msCJU+w5LlWho4fU5fDNq0e6fEERmMZxxLrFV5t5Qidl2ZwBGwwz3GtDAVRxnWCeLTjaY0XYnnncc07nnqId19tkNOLPPNeyVM3/6KyQ/EzNCxTl09VlQ5dbyc/9QQHS+c2y3zOGlWtIFnLj9pzSNZJh5dN899E9kXAn0OqGUC8z+kcFYGGoWvi03E5nnbXLu0j310y2VbPnbS0bnLShIlzGDY2D9OttxG3K3XMigCqUu8A6tD7SlIB5PxAByjxxLzvR5plZ9CyTbN9akDJ5ansD/SOF2J8w5AL83clwTYwrAKP62Z8ed8xOQGT21KWDdmHY2X6AYYUGEQ+EWrBtnikdsM+8vavclwyBkVvKsdEpjr+Pedn7zgCNpby+D1H/FpJlZfX0e7Dro1CfhgEG2ZbcnzWFsoJjz1D2XFU2peXl9iZXYK9pNRL57w6Zjn1pjZLgVXOM5a1z4cyT6KX82ttBH4IThWTsaCtu9/WOygHUKf1F9Q1pcWVdbkun/9nvnNT8fts2ZOdXrdSP+q2i51+N6ThbkCDrPelsdG6nI92umLLyPYgRi4+D0V3zzkE8vSX1Uc1fSj1UbicOUEzv2yN9/1IEbtRndaXaX3ubJbtgeZk9YnDiJzVQcZDuqFe5OQxTJfTCPutXB1JMbXzTnMANZICF/RpwYU8JLdL7Auj/1NcjSc/b0rdSJ+Eyb/P/PrJi84/pFs6TzlO5JpEJAVHc31kLBltE8obxzuN0HjirZ/r+qW9LU3leNt+693qw5LP11/ezRkm/Aafybt5lobdW7Ylm+iQad3Frg9128VupOM7+cOiCUaO1UtXdNDx28HkfGp0zALbw6PdbVNwHDwWefDLCp/ebuWiMzKk5hQHUOuOwklTnFb39t8g+FHg7TLBKc2DHuG7gGkGSYIjp7C4nPtRt+SMakEFx20JcLwU1WXZrwVGVpDp6XPOVPIL54+AKZ9XWNgd9Ghl6TWk8Qs3TdJCjyNcVLE2mFt6Y9Xdyud+8cv3nAtq55zYqo7ME6X5uPn8i1qfJ+q39PaHWnTp+utlV1pJo4pd7JSXwA7ljnSiLHvhqy2b7kSVv3QW2STrzXeHQ/xIlsuJugp8IlJfvprvYGfaMfHrWOnQvd1la975T9I92q7qhTzL7miXyo5N8MvyXdzyBgzpb2bTNPBv8jbP5fPObWn5ZvqPlWdlQ7Z73fiFlw+JEcWuh5Nsck0VPMrLXFMzd4Vp3diMeQIcdhg6H9rhbteCwg74Heqe9U82JDWbvJrSl8xONpUsxeQu7VaX7rJX1vluVKDrZmnyqtBXI/zlmlMpMRXVQlDEeXsERhKmtWKaBUesHjnhKDgaBl1+/I6ex+O71hXlACsFkQI46ZhKQQeyGdsl/EXmFbI4AyIiq/MAnMJugCPYl/PMdRzLF8jVBykpRqFbwUJ80VS6AdTZusqAB7VL270Opei5ZY1Uw5NEG6LC3+uBedaoYRe7c7u/+43ee8hap030rkb8Tk4M1ztIhTDBJC7z1On14LTckesha2FO5YKceFd4yOstvZkS/NPlkEqOT1HmcDLkeqfzyCpaVpNKvnxlo7CT9yVwCqW2i86geM4MhT2Qz/jUUAumZXe0L9DxigRHxTFVeR3fA8FR7sCC60XQjXDKOvn6Q/huHuUAS+MUui6QjdL4oM0bWjnkdWLWynqeC3LpCj5f1KIL6mU6vHJ+PUF7DP7Z3uP182pk1uePVkqpeRe7FhnvfvctuaPel5JpF7233XyzBlNn0A6IUTmItpLnblgf/FxPnSxnEMpJLxf1SUdcckaYI1Y6IcihyoMSaKODR3VsFeeUl4WCJAdpQZKGawZJwjHgLC7nPin3BEtWwCSZG/mE8B22ae2Tgkyp/yAjK0ptk+S1c6DpPIP1/mtgut4MPbxsqoPXOf8rjwXTb1ZujXsFXvBMMsdNc9yL6OoT5Mj4WM/SxAPQlqBGCmZF2d3fHi+59/aX9/mjlmfZNX/yrKXhHcoudm984xvpfve7H1144YX06Ec/mn77t39b5L322muLOerCCy9s6IV2cqfYHQ3n6Bx7QaxEY32aKhdNaUMvjR0GlFrle2mslnqH0wblNC6sS04rQ7ioXfG0PDk9L8fa0WZMSaxMgRvmFCiRh9VJPOMXLR0ugm/JDsnBE1OdNmUqXejlsklfT+UD0bA7Njwdb0zbslLtRpu1l8hO7doVpjzbytkGPqmhdD0r3S6zfchxCt60T9PzNJmAtJS7sVs4bmpHVpD2Ryq8K0TtB2zbMjBUpWmMEqEX0x4KeUzSeLwBAWLM4ws+ZuniYhCdfg+sGqXloWedQFCOHHgxrS75gm3JbYJ9xpxi87kjZoMngNPaNtaLwRKTLXRIOktzQ7LSaduCr/MoWRFU7iirBwAOvSBdTsfaFHUSLtet9pGSqobsQXy5Ltm2VOZI0YX0pnxR2a3MyVxRWmJThSje2972Nrr66qvpmmuuoUc/+tH0ute9jp74xCfSpz71KbrnPe8JZS666CL61Kc+Nf0+7vmz2yYNPVZ7uqTPGf3Z425I9G6TNqB5iQ/IPc4b3+Bt6y0GZVVXvA8KGww+qywFkZwya+Iuy3VnT7eROULAaeO8qh7BWUJ2pnyW44vrsWMZJc351WwoHbDceS1MAoXIYRwwa8avBhGDj28f5LVF45H6A/KjPmZFkeCoOAeE71Ey5wqDV3WklesMCWjncVFWjEU2nqiHBXG1AczcNp9e1capvn6u058LyvV3m/e6zsn6XOfDWtZP0ccSy+eL6dJ0LLkqtVI9veY1r6HnPOc5dNVVV9GDHvQguuaaa+hud7sbveUtbxFlhmGgSy+9dPpccskle7S4pKYAScvXrDlpo7I9Aw6vLmus6flOpCi5Bv49bvktTa5RHi9+tL5p9gF6rHLx/SdQWP0pOvWSDV4HZUgrtUArc1KHojx1iDNbkwr+zhXN8bWCJMkebotWaAUHiGqCjyWCpxp8D5/U9trAaCubH3MrOOJ64ff0XErPsQSfn5OSPZyywGa8Jko21/iW1QFe85o2jmf2t+GmTRVVjsM9xv7ec0uUyr53rO701Gvy5X6J+VoSLuf1kww7XBh78B1x3clcLUK02fRPrxtXkG677bbs86d/+qeF/jvuuIM+/OEP05VXXjmVHR0d0ZVXXkkf/OAHRbu/9rWv0X3ve1+67LLL6Ed+5EfoYx/7WPe+iVA4QEIncfgiSmXBziW6bP47xUD8RO0vjY3yR9+JJGHVrMx4nGRtOXsYtJe6JrYVPNhW9c6bxmPZIMimtqE2jvW8XLPdqp9tLl8gO0wNmXkwNnC8hm25+HLItE38HEFBS2IDf5ErxEiE0r4D/mJuZ+a4FlBFhfZiWfR7FOfHOW+L/dJXqVAKMjgrOs+0QEVzEFs/NbgZr9I2URb1HZQf2Ke0QdLJ9Rd1LMjOvhrnofXy2bytM4LUL9weft2lPxDGzMJ5dnaC9kjPHaGX4aYmSC+E5bZhbFye2iadl2nf6rrLG3noetNkdZ5SD7dNs0FfobJvQkrtxDwzL7fNi5USf/fRcv7QmBZX1mX8zpfDqrogRoU/uq4smXTZZZfRxRdfPH1e9apXFTxf/vKX6c477yxWgC655BK65ZZbIO73fu/30lve8hb6L//lv9B/+k//ic6dO0ePecxj6POf//wi7fBQeJtvTsNwjjYbOc5CW3bPsvrzSOg5pLh94zNN+kNm2jNCHn7bDvuZJU2Pbmv/fNPexG3F7dLb45G19E7lxJ/5wfWl3f7nkaRjMm69XdrInkeCsvnzSLCtU9t2fQSeW0J2QAyhMWl9hjk4n0vaUF7B7NH6M8MoYQT5YSeTOxZFPyMwoBOJjKRdipbzMmGoY5UPQyMPhKhHKOfFrhfLWvXK79rAiNsm8SMG7rRmbFRiWgFWqWqQ7SjkB4ijbbogBiZiAIHrCzyjXjqXcB/ojr4aeCyQ9rY0lX2t3/D1YfmCJUlO5osFMC0vh+U67RvPcr0te3pWj4hot813f0wios997nN00UUXTeUXXHBBF/wrrriCrrjiiun3Yx7zGHrgAx9I//7f/3v6V//qX3XREaVQgDRu1FATsMxOvS/wiNblOpzBB8VOoqhtXvzS2a4PCGd77IBMcv51Hi2wifW/pgfVFTKkBymWvGZHje1mOTsh9CAKb9qQ4+ebNkB5YI+3j1GQxAMfLUgqygX+tMIbJMHfrM0oqOH9KMRDYkXqcGjHLqWaiaq3Y+eFU/U6A6MtTjlGWHKHEhwNgiBup1zmaXPOX9ZKzx0hKsSN/rTKNYrIeAMdCTLax157Wp8vkoLIqK4o1WLhc08enaJBTXSMOdTHMOaA7HQFTb3ooosuygIkRN/1Xd9F5513Ht16661Z+a233kqXXnqpS89d7nIXesQjHkE33XRTta2t5E6xi5zM5RKrIQtfEBa7a6BhQP4kVUu7mNDFPE+kMv8RxNfsR3UzT3mHT2kbk4eY5LdJx1F4OG/xd07n8+IXE44gOwyyA1ZMyJJ9lv2i3qEsm8DGP0OBuf0AhyxxoIYhvz+MUmzK9pUO4ZDYEU23432Q9tPAbEU2If60Ykj/cXus30wHlnGm36GK1M5B/ngg9vnJ7LHsNkBQMexT0B+lnP/4pudFBkZMBuCnNlr8WUcldqO+29bVpdXl/LmubCv2/E/SFoDDmPExGIoybh/8K9Rz+2AfTO0qy3NZHJjA45PiarKg/yZZD37Bo/gJ6rzqwSnnXl8anu67jHw8vU7TnZVp/Am+7ksBH9H5iAXagQ6l13lkLR9Rsvkk0XFv833++efTIx/5SLr++utnm86do+uvvz5bJdLozjvvpI985CN0r3vdK9r8btS4SYMdgERkPXXbeh+fFy9C2kAUxYjLyWVan9TdDbODRX3Q3P0uWUSSJrYa2ancWc8Nlez3Ttzqu0UEXfNvZSbEPyFOxgcqudMk1acOZOY0ZvK6HW5+pR8LR8/qxxJOOGfL9wINhOW9DFbQtC9y22G1R6iW3qlUcyz4sVXPT+E86HceDoXd+PrC1wPC0exA9kiC5uqcOvRgWe84KenyjpNSvYea5ocCo9P8Vj2X+nEsiqa9efQs7TNpfFa7l1pZOqnB0KHS1VdfTb/wC79Av/RLv0Sf+MQn6J/+039Kt99+O1111VVERPSMZzyDXvKSl0z8P/VTP0Xvec976DOf+QzdcMMN9I/+0T+i3//936dnP/vZx9WE9meQiIis55B02fH9O/P7jDS+aF1K43NIdqpe2/NCXv6eug+d5nbFn5saaH+pdDXYo32cdzqrBbvVZ4AG+XkkXqc9j4QKxwnIk26n4Vj9ktoK65K2ZTjjpTnaQPiZrfH72Bb0m+uReEZbt+WsL5PvsCUmQ65XoprrvCnwshwRVa80Fts4ZmBbOOdCRMN4a+yFOq2bCQ6n2IPDbRvY74yH8xrBGrIJvZcpxUbkCTI95TUYUnDlwawJog6ZPMFbLVZv3XP2j9eehoDHuQKl6z99qXSbzdD8mAbCjNDTnvY0+tKXvkQvf/nL6ZZbbqGHP/zh9K53vWvauOHmm2+mo6M5bvijP/ojes5znkO33HIL3eMe96BHPvKR9IEPfIAe9KAHdW1HhIaN5L0w+urvXTl10PjC2PH39mAcJd+Hov4cKCv4CctudaI6gJdhELBjLptlSr4SH+niclToPpfwIrsKGydMzJ/9LnTLWKW+EYPr8OCUtsz2yLaW+Laesr152dQuh6ynnlrlWRu3dRsoM7+4dpPJ5n83BT4pdVNZ1j+8jbI+yR6II2Hh6sy+Uqcsw4MOHlSWOvTfAFLkm+v0YTI8PdfP5zYF50WLXQsuXKsggC8UFAFQzyqQttIygLL0B6qXVrS04EjDQem0PK0O1SF9KLUu+6utxArtMFeXjHpLPq3P054SO93Ym1JW1D/zosOfpbQrekoeZMMmgLNRbS1sg1iAf8eHdq8r9BSYG50fyKUBUsGX2cXrML6UIscxUP3Ybig7fT8HZM5Nv7/9e95LJ4Vuu+02uvjii+nP/6Ufo6Nv67N5wkjnvvWn9Pnfvob+5E/+xHwG6bRQaNmHnzwhRXtIveN83jsdfFCwcXM5L3mW9VtIGuwwz+6vseW3jOPrY93OHKtGdioP1hd4Xj3GRM35EJUORsnMnSh8DLQ6UKZUWs4fxBEIOR2QDzhpY3nubHL8vMDjfKPzAR0zxLutw6lkHM99OQwLfoLqRR6hzVI/aX3Ky9TfSnAkOfcIR9IB2UCwIsvr18dYGL0um1eOhDFL0y+Nm9a4J8kX/IL+6LirkSddzcbIsbI6QU/OY9vgwYmSJx3QjVVgOv0hp77ofN8jlc56hh1RGhytdLap6RkkibwXWA+MqK7otpPRwYzz11ygElZtLnMv8gQ20p0vF76gR6p3YQq8IobEH9BROgGyc6PdGZ/LZIeRF3meB0kL0Z1QiaCTmQBkWJQfrzTg826xbAVJ1vNJtYGSxJva7w2WJPx9UsQerX1inwBMT/+XwU75bh4eHAlVDDe6QUhyHgmYiNLrBmFpOOp23kW/OTChjrEqH3+sANWAVSvC463CK40HUr0Ls/H5ol7km0vt+d9L0XcflXbG/KVoel1vP28pjJNCx71Jw2kh9zNI6Bmh9Fme8Tmk+dmZtE57l8+219PnkOxnhOR3Fml2jn/TdyLptgH8IP/cf3NWjYdP5RnrJl7FphF028vMzhFnk80G+bNCM05ql24P4Em+oGeRuJ4UO7UL6hVsLNvpqx+/aPLcpiExHOog5XmkgWiY0gyFdxYlPyYbaYc7Pg806QbvIhptTmxMFaQ6twy5PRwn6y8BK7WpKN8BSe9MSvtx6mdeSbPzx20t2i2UpXZmfInNiLY4uheAthM/brJs3vIY9U457IRyLMQky0hO8/Z7OU4iuQH8kOp5AKfVcywRB+ocsoKB8aYYPPBBQaQVHEk2oj4rAgYBw9Ih12tBS2mnJpsFrSWcap/OU+qZeSQbeu4+y3QgW0E/oj6I3Hit4ec3ofGqXAwf2q+k19ltGf+eg3zIzpXOHnVZQeqTHqZjeFP0OJ73LpA2gKn4tXJwUssxD5lq7shZWFYZkTJpC/WFvYKeQp8xqVt2Ytuws6LJwr4pePPtqscyzcYBVGI+XJ/2R4Y1DPyrfOfesJM7AbkzSkVHoNQ7y2kfeZBuoMKUy3mG4rNPiui32iP1h9h/Qj/nmEKnCzLatcfPI/PcS89VEVOxldUjLM3O9DpFOyhKGJExw0pF1erEcVYaVzuPw9p15ynD2Mh5zuv2fIlW0dy3dntMrFY/xsVdb1fLy2G9dBpXlNYVpD4UDpDmE7d8DsnaDUTbj17TFa07Dn6Msf171CHw8QUkmDfnwXe7ojhRezX8op70eqwP2yjqMHRHSHPsNV1ZneDUpDye7b/Tomi6Xa4LO1qSA+kh2RHFzu0oI8kVoDtbPc8oSee91MUoOOBynv5AQYv0WUI+YrfW7kgfosAougkDPwe080eANMkKjrJrQj0ppb6Rgyh4HQ+z3pI9jyRqgh+p3kORAEYv988t3uAJ9319ANRrzozhtAdso6j27qMw5jH6XdE0PDu4Kv3V9fmjlVIKbfONUuC09K70+5zetpl2dovqQLLDMKdZEdmpepptA5WbS+X4Q57SpaW/sbQ72wZHChnioTzNTufRUvvGPgMpYCJOaV+WwoXaImLMUqhPR9Ix9pdqN3ZIlmLnsXHyaDaZ7JRCZvCkW3xPPTbZ2Zhut2MYWLtSu6WUu/SAb1KHle2Il7LnOEPCl+sY28Plpvr0dJn4EzyWelfYnmJRWY7sKOpJlpXI2BiPPEFOKRMWMQOJiPMtlmmRvCCnOfIt6XQaDwqMRB6AJ2KB4Mh6ESzCQ1ueazyF4y6Uz7Kl/XN7dQxLR1mPA4ZU3gqsvDZksoV9uh25Xs7jCIRUHPnmqSdYQgFZ7UpZmX5m8Atysg1jW2d+DX+fL4et0XHIdG5DpRPWA/OM0SKbNIx0yCtF0c0aZnxQFtStYhVL3gpPtwF4xHEMrABHopa7YVr7tXrLzpJfKGdfRD7NeXTq1oSQk6CtJKlbBws6syLBMZt5I2cA0+NxYqm0V5JDsmjJQ1qVQ8dDcsq0ulQtUC9Sitnr49LrsLWmL0R+tFpkXAv8/EDBBpLVzqsI1QRHok2O4IhQXYIFz3NFJ/wN7LRkpeBI5BPwuA18rtTmMk+9KtM0/2gBAg6s4jjY3oxn4LzAoQ+e7x7fIIrV491HUf7oytJKK3nJHSBZ6XPoobcoeSN3dKdD58dyvfAlfSnxNLuTfrEWwVUkVULAkPiQ3mi511lQAx4Bo+wLG9PzPJL2TA1M12F1uY2lAi3wKOoz3sGoF0AUvqgTrMmWRmxt9gZKWnlap54r4HMcFLHDDAKDfeVNpbOObc4/ZHXu4EgIaNLrb3ZCBySmOrdivTM44tcpDECF8zf7q/CIMqU5UM5TJ2HUjtsatqQjcq150t5OEvGgB6WZ1fozS/lPYXxqD3gGZyrdSX2J7DkaFvmcNQql2HE6Gs7RuYqd69LvWroakh3T7Ex+lmY3DHpKS5me1SM9L9ctpQgmCTpyChzD8vHE0/aW2tGusA3216Q1axtvj6xj2VQ7bueGlXl1TP1Kws52Y9MBT64rnm6XcAJ7dt+TwqxesF3DyvAQZmYRw8jOQ7BDXaojkR3ri/F8UzqQm2myZaxJXyOy6jkfAXP2TV7HyOvQFOWohTBo0Fm0oMiSH4Qfmo5I8D/+kHTOzh7WXZNWl9pFUJdt+yDJFH1NJTkx/PU4KPHbWKbMMlOB043rc1zbzplHWAFzpcPlvDkP16nz+FLUFKwCs1yZgroVnpyfy/mCq+h7M5tS6SadJzMYQnSOqH+KXV+4E0HxTRo6RO89Tn4Xv5mniuUsigxwLSQN9tAW0nj4oAZ0NdjrmRxsWV6u28zbXeLiYylOrBa+ZKegH2HAfmdOjYcn1yE7pZKTxu2TsDMHU3PaPFgWJrOxxUke6ws7uBLatkHa2AFiOOsRn1emlWp01rZX6j/Y11C+5Ml/y8ddPWeUBkvnsjc4srCy+oxXHrS0Fd7WlSNt/EF2ZrwGhnc8ncuFcdnAl+Y3bdyUqGW+krAg/vS7dk7GwV0L9fRdygDD4KdGf87J3+Xdkyf4+aOV+lHTChLRvIokUe1KkZf2xT8M8spNVN9A2ioVXgVppfYVp3j753bqskiv3A7MK7WB21DwU96/qi2MmWOo/ejQU8iDgx/RseWXN24Q7UhxEoaUd2779nh6VpMsTK67PGY7XYnsqGOUzfQAHpGR8rZk5ckpK517KXnO5aWDpB76dYda8oB9ONHAiPOo8sKNASmYcQX6oZsNA9AN2qPgwL7nQZGjrz06RCddO/6CHivAkWyw8DWygrGaAMOTelf0o7Fi0UI82IJBPgu6WuzwrGR55I+LPxpcnabVI6LtHNR7UwWvj3aaKLaL3fgyWCpfxgr5gkFR+pc2JO5Eh9LsNCccBTlERPylsRM/5QGMFshk+EwO8U+2U+kIaumAue2zh4fS1nIePWDAAZxvR7vxC0xvEwOQxLYNDhqkILGs1wOU7ql2iZ1jv3oxpj6DskOW6oXS7aQXyaZHI0u3m08R0tLtxtQ1NahJKlDbt7hlG4rvCJOIpJ3uMiFKMdNzW0+9G/XBIAcx7trCSUrFKzAVHol6TDwtAZclq27M4XRwNUd9/l1y1QRFFi8KjqKBEXZQJd7cQ0d1EA8IIIddWoVG9lrBkRbMRjHKehx0tMqndkoOfamjxJLO8tIeORDSAkIpkEnLJfuwPcCO3V9ta28tTU7lVwKwo6wNdnCFA71NZju2uXwpbDxYMp6nJx/fSqef3AFSPMjZBkkSWdt9R/RrQVEUv6ecJ/A5FCqDgjII1oKqnE8PKLNy0ldfrJU0EddZrgVBMEgChoiYQpsw/hxgaG1AzyTN/HMglAhMQRLRHETxrtGCmg1gwkHVToeymlRgCrjM/KkuxUFthjxUHtuR4MoScQPnto3t44Qci8iq6L7Iq6tHUCSxYyesHC/cGEpwZAVGGk/6w4PJeYdcYcmnBISezRZSPjXAEQIPDZfHZlpQ4sasKZ/qy7Ex+4vFVYdfIjU4cexcdyjkC7Z8QUZvOavMU4fI++6jaHB10uhOkq+JWjqZPdFGTdt89zh5ohdaNM+09pkpOGc4BpwouQYvpl+Td9ldZadmg1yX6ov0lzWR+idq3OboRO3B0JpnTeTbutzZscDVY2LJThgDaXexBXE3uTFTZ3TQectjPLdB5EE6gS5TgLbHSdoVD2Gnn31SVL/ZLqFPJGzEXnvsRF0VwVGULMzsGjIA9PHZUM75lfPPM+b2GM+scjPAEeRrxmeJ1wqeauY0Ve+EoQVaXI9800XqQ0s+Sq6AKow5r/x4yPt8eoHf0RddaaWRws8g8TS7YdjQEeW72eX8sZfGZvzFTnTWygVfsdFXdYiI0jQ7PT3P+eJXmtPcJH6UZlfqU1Lgqni0VQzMm+5oJ7V5bm+Z3jYOp6LspMdIcTvGVLuRstWPsdzAKGQVnpEP7Ww3YewEpZS82UKWbkeJ7JDXz6sz8gtls5S7pBDx7pjmr96d7sbGJB2m8eL+TfRuyp2upPS7VBfHFD2C6XzQXQbteaZ9k2VrwqhXS86rk9dKpUNYhUgaUCu8eaA9wPLiNwh2RExgB1o5yrHG+dCwcwB1Q86DHPmBsJzGM9VBeyUbMIbk2Mv1lfIijh1IWLqgrLB65EuH0/A5boyH3wTUtvZGNwx9/SXbpKXX4Tb4bjCXqX1lm1OqfTns0XCu0HHS0+vu3BD1jvcONftpSQqtILVE2LUrRb3fiSTJY911WNhRyO07QgOcNkBOvJrdnNduW9UdOcUGUbbA2Kj1pW6sS+bX7eB8qsOk4EFeUG/xZLY4VpKkXbdmLFRY1iPHTdSNjDV4vTvdZT9Zh0nOnVS/LSuNko7D+EG8YtsGkoUzNvnfElSlz9EWqT+s/itxBpNPc86LcwPohd+V9qPgyMPrDY5yeXxejjai544Qn2RqzdgTGtuE357xTdNVO+6Xbdmo9RpJwZNPNtdXO/f6MkJkX6dma28vedrmxmL2maluwUygHitL64rSSlW72FnPF80rBPlmDTa/7/kfbQUK8hcrUbFouHYV5ySRZ8VJlCX9OSJdr/6sEK/nugp+kp4lwu9Wktqi2TrxMGaEKdmp8WyhhXckCUZqfZ+xI9mkCO1wN05mcPMG8OxQeczkDRxGXGgaA8pkUzswO6WrZRw21Zv2A8dM+ZFMIYwARJFjHC8cqvXANybTe9WI82uOPO9nGEQJQZcYcClBGi/ETm6JCWUZn/vZJCOwgWWFkw9sK0009GJnXtIhBz66TVXBTFUQxf+ebCc6snrlx2TYx5xeN/Od7pfDpvStdQWpCwU2abA2XZBfGovx8iAHpeIhfoTv4oebDsxyPM2uObWNKDlDlRfAUp6Sl2PhFDGVp3ASN5ROAXrKmX9HO59trP2CPh54eHWJfGJ9XD7tt6y/x/buviAMcuiReLbQC6bb0exs8XppG3AeoExB0s6oLJBifSdt4MAgyjiDAZW4OT93lLa2DKwMO208+MrqKLcVkZmW56HIJNSiZ4RwYGgsLQERwo4ERYhfCozUgKEyOMp5S28b1YuYLDpBfKg9yMkvnXibRwuOhoHb6tNzXKl1qF5ciXLrkgMHzW4p8JBs9tgGbSirmB05X3uq3/Zv+u4jvFq1gXIIE/F5+WvfrWlt731Sg6U7qX+WgrZz9Wmltk0aKHqyVd4hcHoNngtck0MvOtMGlFoa7XPlCsNB0cHTwT5tcvDKSnZZ9a0k4cgTFftbyNnKtLZLejQeU7/iOOWy2AHU6vnmDaltsI8G2QbNaZUcRmgrd5aB44aOW2nPkLWP80rXE8KX5CUck4bAJwodsE9TI8lb/YrwNZ7ieCvV5bngOx/HH6k94vmeXhMZRNlLZj2y1Xnddx9ntPNAuCYtPVZA0kry+O6sDxjSc+c66Xra/q2b88ev2tbetaQFYEfMJjdWVG6h9LojvqPdmdynbSWNwgFS30AhhoX4o29Nrr1INRvKwasu8HHpZ3jINm2SKOyI6HZMvrJtEi/uDzFwKe6E6TaJ5dicmC2KbDceUJs7eCUfarP3mSRuD5TDEJk3qQU/VsqTGvQAT9pyvgWxXXnp0Gv8KT7SI+E0B04BqtHpaVOPPpSOjSbIZbRza8tfXguFXPBAuK4PoW+4LVZwhC/VQamT8XvwSOMhIunYRsdUa0WnxBECMnhMBNsNXRpJdmOenBfa4FeN5T2rTg4ev942v0p791HUhh500lMnv7VZ5nPWqO5FscOGiOSXxqZpahOfkrqWptkRkZhKh/ClHfIgP3sWSW4nT8+Lp7YR0SSn8WTPUQkpfNtBZ+4bbKsj7W+Y05/QczBbkne0S1PtOP5WNL8HI/XR3C+HmWqXHj9y6khPEssOiSdVmtfN50daN34fFWjpdmOqmZRuh3a4m9ueSWRUPJeUKieuPxWcf6Rpd7B9iZmz3bkAn+Rhuh4Ty/BZhZSGx+W4bRKh8WNfFFVlBlMCgxZQmnys0GLxBkVQHwh2JOxoYIR4RGwWHCG+2rQ6xAcdf4NHc9jDwY1TR8/UOlQ/2Z/UiW1Tdq7zB1qy81/Dk9mw443uXCfyAKbyuOieMl+R8aTqWfgo9Y6n1+n853R8QnwnM71upX7UlGLnpeiJ1ufuQwyLp9n5LtKQmXsladLJeeSBE2FBfDDpaPWcbymyJi9uh+fuoeR4TcVaPyl2RfpXKktXkry722XVglNoEfcTh7Qi1aU4rZEVJWaqyASdISCL8LflOF2My0nyBb/y6UEt+J62aP0hHSOpvy1hi6U6OEqAWvo+EhwhW7y71UHZKL/CIwVHETukAMo7/vYmCd5rr3u8BTo9c+yJ8BkcgUprel1KtVlAfv4zGOhstjfxen7OYgaiewVp3IQhpfSdSDRsVzf4Zg05f907kYZhsz3gyeqPZ2VpGNI7xI5NENTVp3w1COslSs8ibfMC651K3La0frr7XtjvWNWaeCT8tA0Du1Peb8OG0p6+q0izzfOXfFOATXGMRF2sPeMgr60kaTwpvoiD7Nm1hq+4jBipcLrBA+eTVorQalJxsGakzPaUNeuvpDIVL9qfuCzaitLMzy2hggn2EeWyo7zkuKBNHvL62M0Sfj0ie3pR1Bkz0ymVassxtQotB1sLing9DMIEXcgx7rFqJGIDQYsP12v22zzWyhGVrGZwhJzgYcDnhhdD5pN1Tnql1SG3rlw+xSz1YSwuj3nn39w2GX+uj27tHVq9EuzJbZLHwHyFCMupmLRR+VvefTT+1t59ZD1Xv9Lppq4rSPG7CbGQVNtJJoqx71Ug1wBHZd0s36BbsAHxiBjCpOGSEZwdPtlJ9SaeUG85WQhD0iXZCu118LhwQN22HjiYE7CTj0h0BCMe+9ZpAN8LTL9Dqzm/mB+YnBojF8nyTEY6d9KVFc/KW4q39Me2xbbdbD/J52shg44JkLePt/9cSgtSXfy8DdEAvxIKjnKxUtDi8wQsWZ1jnLFWjjQcaexFJI7rwtgq8XFd1fNJZFwjn3+gjdXeDA0VHx4bGdcT/CxBZZuDfpmS9hbFiPqhp5M2C33OFlVs0sB2/nDvXOfdg16+I6CRts1jPGUP24LtlHX47sKMOuU6/Q6NzSORZyCXHUP81yuPeYU7fiK2fFy99pR36kRI05GL8qC+Q5O91seaA7T9Oqg49qpB7mB65PJgTjaWt3tgdlupU0sFSlLLPMFHNGDaJ3lt8wZF0njREhhpwRE6JyLBkciX1cXP90Iuuc7m61m6KGSbME7JbwUcCL+WR+R1jqN63/cb//0Y+K9Hns/rTXNv5dyu7VwXWwXy8IyrL6UujfSVnLqb6n4/MvbuI69fu9LZoNAmDXP63P7eiaTx+9Lt5pQsojGlSt9YYmvL9r1IGQ/laXb1aXs4vQ3rUNLwJl5Hqp6Ai2Wl1L0RC2/YsB1kdwXHvGFDbhPtUjRZGdnpeinfeHzGUwfZMx3DRK/IA3QtmW7HcWZ9yY9RLLN/p0vcvGGSytowfU85WKcy1eWxyRzL/ERVjxG3DHQSciokjAwLwCGMLV/Qm9gTecyyWEQMUOFlLZ30cuxUMUAghqry75rMACsGUC/iKytHEh+uV+qGnAfyOXgkHE2Xll42sN9RDCkwLPiN+tweoW7CkmzxBDOMV7AL63XwgJuZPvt4gOHgKVl8N4+TLJ2aAMwb/Cz97qMTnV63of4LPr3xTgC5V5DMk5CiJ2HlHQFlZ5QoVV28zVrbyGerzCPj4gE9YlNRzurlCUmwReIvyqXJCNsDbTXugPomRQRs83gcCInfTLcbSj7r2A7CD+t9StA+7F8WldwJQ3Z6Uu9gX0pGIkd+kHFGrKRbMc+AP8dBUVus9qkYUp86WZuPd0VwpNnqeeYIYqDrM70W4TmqX5/auOwZm7RVq8jYJI29iMpxnf0VMMz5gvMbtmpjKZLTyBPMyLIRf8Nv0xLE29fb3xD1Bv28qB8ZfffRyU3D2yz0OVvU9qLY4MlTu5tdbZpdj3Q7D7nu4JDMM37nzyLlOurt7juoC9ihSQbrtwItLz+qk+80+nQhjCiPZ8K2nCOvM+N1wnLMOfUqc5Iz5y7nmfFkZ5b7mYPECOzmTrCVZiWWcb0as12VYWoBBcLTPhHqgedtg4qnBEbISe51jKUCrle7LtD5nqUgpue+wCNdl/YzgEU1vi5LNnOc8PIgivBwe6RxlvNBTKFOO+1weWR+w1hl8Lifm40SVla2+7vk1t6t5EvV8/Vp1A+c5ZbdPXml00+hFDsinGaX7mZnpa5tT9ojMf2Mp9mlPHoqnbYbXpn2xnfFQ5hjmp1H76hD5aEyBvfJ6yl545deO9qNdkp6h4GSdCyjrwus/aTaZbZS3nbTpqR+pDQFjNtj8UxdhOxmB5KnjU1lSbtKjGEHn6esTd8noJKX27z9vn1fUtpX/Ad6p1IaJG02gi2bGWriZZ0o9WneH4kuIc1Q6kdOG66ACWkOBNwx0UHSVNzDWamFMHUrDBEnFjvu5ThiyrGgSOPPvwtjKK/DX8lKq7M2Y5CCKBxkKXVDzgP5FKzxu6ZP58E3z5TD5McYOJ/Ab9UXfNpNTFwn69RvHup2zb/lawfLaPh5eziOI6BSAhvXK1DArnOoX6I3sz3BVcpTPlOE+mesmwOpU5FeR7SdmDad24C2YD3l1LyLXY9VmugdgnInuvYDFxko+MADeTyDiTZwqDrkOos8E0XKh/TK9mA+NOlqNkjtk3EYnsGHyLrzpk3yEZ5cl1wH+RWsbb3h4QLe1PnJv/tWkwB0WSfogLLceUX8hfxQtF3qR+kYiT03CgknT1odCW6GBT9uGzy2W+0XdIp9XXHsIJZ67snnmxQcta4aacGRRIun1QEsDSPC41l9EMdpA0MOtILzhYiD/1r2IyzJhsh1OGMowRvDTQOEGp+j3b+xj7+XCkxnKlf9ylK7z7rS2aBQgDRH777IlOd7uo1aIOjS7xj1u9iXIulOVJSHSJ8I5fQ3A1MZ1D28kl1RnRKWfEcR4QoTreaAeCZdTQ6xG06TN9DK6jP/rf2EFwMpAs6oZBOTQx6xx2lGjrYUYGmBktgrjkiIBx3RwGkJCtvkDIqkc1bqb+/x4mUak3SdI1ke0A+gvIWk4EizKS3LAy2ZL9cp16njTcNYpt60EzAUkwoMd3kYR7ZbKq+ZDy27eszhh0BlUFi3QqXrKPlrXyy7tN96ULTZLPM5Y+ROsbN2ruNpdlpaWvodpdJx/iw1joisnei03fDKtDc9LfBoV3eOYjvmeV84ux1AxhNv+xLVyX7AW7ujXYov212mmo1dg9Lzxoq0/zSsjVY//i74/Kl2O4PKdEAS0vIErEl2QsT6+A5tok2b5M9OaaoL2ZPanJKWbrdlGMZegDjTDnc7g+aHyMvBL9vhbhLO1BQpd2W/DYk4tiltFyWynAGZUmLkHZbu3le2jQry7mJnei7sgjkoR8dpjMUVd2jLCs1JlAqMahaQWLJlRDKgeoad6QgGRunqLa5XdCl82ffB5kHBmBQcoUMq8fiCsI3LJilgMOsLPlw/6QdpuoVtBha6sWbdJOSYkEdYPUrxJd72LJdNeOc6C1N9JQvcAc/GRDz6KtnI79vRbqWzSY2bNNTtHa/tTd++UrSfKLccLB0DXCfbWtP4iPQB1Kt3xjImHyPtIJxKx38H9Wm69D7V9Zp17Mt2gmNyAAviW3xC+k7EUXfxDpS0J3+/juiMAuzynNKNSftOLaMyhUviTcu16yZpskwpkAW6FFXYYLVPgxHLwTHwHr/iuOvV7FyXZYuUOgfVXjtiMAXrZV1WECUFRwjDM3ZJgQ3kBboKWYYh6mXlBZ9gU70+qb5ibhTrZUzPfF5DriyaIr1tP9Tqt+n9WOeHnq5g6NxCn7NFFS+KHe8C1C1Xei+Eni9+rQkoXHcroC6Ml/EwPCSv7WhnkcfJl2VkWa1cw7R02fzxCaMmTU6yQzvOHh6oyxn8SPo4H3KUzK29BcdNdO6U4IecfNKzSfA3lwce9FKBUlrnCZa0oEIEXfpjmeK03+wHoa45MGLnET/f1XPHCI5ghcLnCniUazrlza5RXdyYP5CAjGGNIS08kq7yWLeP5ZId1tjuuCQcOvWbgZqulrS5UQS9GLbwORR7In5Ju58k82jkWX3yYrT6qyudbQrtYjel0Q1pqlyZesfT7Mad72TcynS7DYnpfNpueAWmIy1wyR3tRn6fvJB6NmyS9Coua6WrKXqTL3l6Hk81y18eW/5dPtVupDn9Ku8T0TbQxi3eZoeHUxi5TolHSskbBSB/gjXhs0lNSrfLccb2Ky+U3Rlk7oa3Yc5lmnI3tmfE2vGlO92NfGkd7EfQr7me0gbYN7C/Ss8A9Q2DV52a2p3strr7UYXfNcs6hFXHWNCOHUWfAssxx9hzYSmPo5FB4mE6PIERDnyGor7kUeQVvuz7kPNYeB6dpdOc82i6JIxJ1mXTJlZv2F3y6QEPbyOvy3QYtmWyon2eAESpK3BteT0g0ewY2+0JqOQAJ8XxrCxFV5887z7Kd7LbFGUnjjbnqP8udie4PyqpeRe7kdqXN9tdBd/FiHmPi7RB1LOjnYxr43tlvZjSNqmzPLZf5BfkpcnSwvPwqnf+VB7dJtEuYWJOsTw6VcdJoKw+6NBptkqrSZyPp+QhHeU5xnUN0DCpv3A/49WlVMY6pzx8ULbjJ6TXabPFU5PCaDGj9tjXrT+901j0gToiwVEET7p2sV6l3tnXkXFKm3dqxlGLl9tUzD9OvLlcn2+s1LrSzva5NCabzzsef+a4yJPO59nau11v+2Mep4LGAKn354yRO0AKv3QLRumxC8O1V/4Cb/eN3GHRJxH7blAf+yKyOMiQdETskcqRkwvLxYnJb0upOz9OGmY5QXvw63A0Zyf1F1WnSMKGjtjsyGb4qbzgBHL++XuufBB+IOc1UwuCJN4G6RzSmDQnXQuUWoIlzlcbOPWiGlu8QVHNs11WocUCzwXj3PKuHFlbeG9lBCx47ebXHOfl7VTrk7qWccXLgyiCw+1pSi8T5gPxBp4gb81TNbZM5YZtHsyWPsK4ntWoiB/T175Mh8Nf7PFi2ai/eKJXkVZqpvCLYtM0uyPKXxqrp6iNvEZ6HktFwy9+LXeio4EC6XkolSxPs0M8PM1O15WnhkEeylNstgPPWNJvRzvLpoGI5l3MhJ3uTMzjT7UbqUxvs3TOcppdW6Z5iI3ipJSl201fZv4MPztQKO1tlh//8Pp5d7Yh29nNs8Md589l54bxF8dmnorBy+tGHVl/8d+U04YL7RhR3yPWrE4IkqRd8SBvcX3aMktTyBk01qU8zrRV6HKyYUDBxlSljivReKVApXanurQcxWmiPHD2Ia/Cp+HBOmYfT4mL4sw85TVTBp4cA9/IE+sNnSWfVC/pLYMx+eYbDkwsTCizK9/3znVbnQUL0Olog6HLswOe78WyZZqc9kwRX3U6Gs4VZSeXlthU4aT3SZyaU+zQw2/h1aYFl149mz3oF7tj0BB4cxyZp6W93lUqT5oELzfv1Em6hLs00Tt41p1D644hto1jyTyiHU6dyIlQbVQcG0nWsj9t59xfjjvbzNkzV5+ISLuTXzipjJfXeVLvDD9YZByLpL6V6rY68n8apVj8syTV6vW0rarvBAEPGzrHaoMjfk56XmZc9IVwvUjXlhYc5e3C39V657gijZOI3zO2aTiaLgtPGt8luepycX6S9OJgyqPPmo+tuTRKntWe0u8paZ9be0ep1V9E/ql3E4eVzhYFXxR7Lvtr8jse3vPr9l+MPQOtpWmeHOQAxtrRDg9eOYYkE3HWZP1Yl1wu3XnL6y29Hp36HbPYb2hb1ElBdWWR4Hz59Vq8li7RMG7TwOVl59UKksrzgWF5HGgBS3TSaxz+TJ8/YJKwe3/cNjhtr+4jUCEdH3RcUXCEsKR6Ia4peK3gBOJ5ZTivUK7xmsGTojM6Ps2/+46X0risyU51Bibnk2/oYZ1yIOUnK9DRg1TpRuOW0M51XDZi63HRPnw4FdOZXhf1cw+S1meQupA7xc7eiS5Ps0PpczzNbnvietLzHC9+VXaiS+UTSTsFbnCkyRXpW2nbRhlpBzqEi1PJuO60DaIs8RS+2Sa0W11uvzc17nhT7VL7qWivrnPkGYnvNsftmnlK21PiaW+prl7pdrJtAFOycTwXPC+VJaIh6e9Rhqer9Uq7m+3O61Nd3N60DKjKDQUCSpXqwOW72NW7KhvnBJ5Si74MxwGjBw9ypebA22VlUKTVF0G4hiUFPEpk5ZFBjnduh/7d5FX4ZPsEXcBGFIBw27SAR8IxDhWWKfQJAZehc+aT6iW9Bj9sQ84zlQuYqZwZYKFjU+BymzdAfqPK5rpLPI2nzLqxg5ba1ac0Ja7UK2c3pXIarStLZ5saXxSbn4g9Iu7jWgWKXbAk8lTp5jaAUde7iuR1PJBM6XxY8p3KcbEyweT1vjuZTEbQmfGqePYEOf02sRDIXKcdB8vZkshy7iwMlEaEZMx3Jw2YF/FLqXfY0cCqYJOQAKtS+2IoPzXEV3Q8/6r0BOw1eYRKqb/dxwsd6wKLeYmKA14VHAHbLZnQdWdca+l1z4MjCbOQBSKQf6pD8x7nKeUlHM94ZwUpM58QPEi2dJ63pABPCxwkXFNm93efO9d5/BuPn7QELeEXps8e9cI8GNpslvmcMap4UWxbmt2+nlny3cXAvHEefDcG2yPzSDTKaG2wbXKrUwZ6HBTIKQ96ABNNhfDYWk5aiqyDN+ZcIPvkMlOf0/ExHS3BnnCQVBxfhwwRWal0PEjypN7VBkqiDamAI1jyOMLSZx9Uq9/FqzBIfdsaGA0aD3BcOT/XC78rEVbLdSP1B/8uXdPQHgUzPA4Z9nn1aaeWxavNh/L8gTFEfmNb76ncsKlm7rYxyzIttU7WF1jtUWySVqOiPL7NFdqCH+2ZIh7QebFOdHrdSt0otIvdnCI3p8/p6We79LlduhXmmXmJjsTUM9eLX4ud6E7ejnapzJgYVLZTSofz6ZtaiWRE7MNJtRs7YU5/2tBYo+9ENwonOykqvFmq1k42gpPyp3YR4JsQkzZuEmCEx/WW9mFMxFuTcud5uez8e0h+l6l0Ba7CP7cjL90IO9ahMq6SY4teSTIQeBwXdNNtX0FSs15FwILyO+llIXbGdY+9dLj5uCfb0iulruQpy2t5R4YaTI0vx9s4eIS/HhzGi5z4YZD0ccefYwn1E59Uz8pNPHzjEaWYcZKCFwnbJcvqPTKYZ7yRjHRznY03klUcbo/O43mf5nzs7R3tUr6TnV637mLXg7q9KJan2fVZAo1dLET4otsnlQOsPZi4cHcyVqqdbpOELd8B0sqjZOnnfJpTY9lVOky6TqTX4+RtB2lsP8R28uWFso0cE5HliJU8tvNX2CXI4N/MeS0MLvlNGYA76kb2oPIUW+zTVFgDUdidomFq0uUU0PpGEpXgPMEROvYnNTiSCAcEAoOCqQVHmmx4DFPHRx1H6wrveO8ZyyX7asiaFy39NXN1ZPWoarUnYNMS1Gtr77DeCes0BEEKrZs0dCF/gAQdyrrUOM/e9D2JB1j97m602ARw2W8fjn2XKMWWbEC8cuBi30XL/oqpDbaNyA6E5f0N7RXR9UkO2V/2iY6lOhviD4CdlKWYVkDldQIRJgeTtjjGv5kTS6C9xbE0ZHY83kApLZf6P/2I1BD1WEFN5NOkWGIjvQ/U/hPL7TS6kU9jsmS0c9Davls631tWjuB3wJs3COMifM4Hx55Eb9l3snrt/Jp5NAc99juv881p8rzStnrE7ZBMNcdwhMVs8ZC+0uSGKeiQt/aWdGC9dTfpoT+7gO0rnRwKvyiWp9mlqXFopzueZudKydudlP40uVYeRwqci8e/o50km+PiNDPp5bFcFuvT0/Gm30UbDifVbtcsthNdes7IqXZbHl1vStLOdhIOkVMv5fa70+0oKePYABPh16TcIcyRLzcyl0vbVPbFkNSVk/4GFMC0Ospp26aSL7U7ryOzjptS8KU/WrwUSXlv7BTSy6c6sVpdWYmdO9vD9MhJgctWXgbUnPaWVSOLH9YbuF5MGCRleDh40LAwj4IzcF4sM/LkstJNN6N+4msLjgp+ow1acCVdIxybrx5FVoaQPmn1yJcOR514PLp8PHwVSOVn6XUppYEUf/boxK8sbTb9V3zWTRr6UHQrRR+mfVeivChKntBDgwe6o50oK9giDe6l/PFcAKUTk5eL7XJgam2W9Nby4PPEts1jn2Vbiqk6XgquzKOvDGVgglOJ8PPfjjS6oSyUnG9eOuJHVpfSOo0n1Zl+mokr7xAcRez0qJbqpP6WdFqrRVT+LPDVc5PY+cjPVeHc5CtNPYIjzzVq4Wo2eMa6bZnieHvkXTps22Q8PTjS9O6DxJWtos3CfNwwt+fnRf287fFjIv4Q99Nqcfq+WLa/P7rS2aBYgMSWMJsUex6ucwQzh0bSXRrIExogcxk+APXAnMt3fwU+ORAz+IW7edwebKtlo4xhTaiewAY5gqrTUVaJzlJRZjhNmmPn0Vl8d/Bv+WxHsbBPCZLwb4dDDWS8gZLK74hDIrEKCkasoKQHteht7YMuxwL8LK/h4HklLckwXn5jwMfn4Alcm6ij4NgBbPAGXEuMeSJOKVLOEYoNEsnzz4jpWz0SbeL8ho0R/0SSkVaPWjDTMu34HxrVrD719E1PdnrduYU+Z4v8KXbjtm0J8TQ7IqIjKne6m/hZmp2akjfIqWf4xa/+lLxRPufhqVzlC2jn4YXjte1ol7ZD2tEOpfel7eCXsiQ7Y7el2qV6CNhQ4ral2mX6dv00lRltGnnGw2fppQKPpWFtcp6UEBbXW9iQ9F2qE/FN/Zz84LzpwUhtRLjTdyr5OXl2uht/Z/YlLpKWdjf/Tvg9qXejHmY4kp3kqeRP5TTHTEvJs2RGCog2U8ROr4zUd1N9RM5XVMiGgiIGqsl6bwRkMY3AFwpiAG/K48WFwVSGJ9+o0myMYGFeQYZy0oI37uDLep039QSdVnAkpZfZdso38KybnijIsVanfEFFWV7qxMEKupyjW3uHVp+UVSDP1t5pCh3HgitLLQ+ar3TiaZEUu5SKk3BPu8xFHiasWX3x2YD15Db4ZF0yzrtPPZop29COJU9Kti7rLiHmzWU0nqxOxfQdt3RCRc4Jks2qLUdWwjCcLYjlcCKL38Bpje54515VEmQlec2Jl1ZCRhvTj4e4DPrUUC9cj4zZL4T7VZRDx0yR5/ZKv4sNGEZgp6zEJ8A1X1eFfQI2L4uMGXOZPC7q45mN5RtrFf3CcZGCDknOQz3nrwJD1Omcn7W+FrE1fbpsLZXH1OFj7d3/O4UvgfXQZrPM54xRPEBiS5k9ny/S7g5U3WVQdqI7zh3tPHd3ZNl4MCfePRMmLfsOX/53KjdxRz7cBs8EO//WbYT2Knqku3SYx7bPi2Xbg/VGMFucuVpnsgiSinMll+W29AyUJPmUXXY89KAgtXcfwc5SemTeuqAolRWF9CJ8zI1zBQZGyrVWcz73up6sIMUaA6KY4Zs2DiwrgJN4SjxsY2xOGDH11aP+85o0n/Wbq0u+TfK9Xt8+d67rtbW3591HUSo2ZzhrAdVKkGK72E25ZJsprWqkNDXuaJereI4oS5fL+fM0Oz0trddudYexo12R/sXwkOw4TPMgXtrRrsSsS7Wb2kU0DRp8V7wxacm3W15dqt2si6Z+KLCTNu24kjTGkgelz0kpcmhHOJSaVmLG0+04Htc7yYy8iRDHLHhJ4TH4Md8w9rTIN/7OPJJE1iM/lw2sDLx0lpiupAI57FIqHse00spGnC2vynowZLVp4mvBEapKB7VktAKCLY7g0Ur8irwWbKQ/uwVGwFm3sBGvzYccaj8ewoI6GWbOs4H9IwceiFcKfkY+X3CktSUrJ51fCrpMPoaPb/hiXk9GirR65FvtoU48Hl19eDyvjhmGc+DZd2Vr75OcXrfEe4vW9yApNLRn4/E0O+tklnj2SXwVSb9ISeQx8QPXIpfpsWGDrCtY3gFLmhiwLGu7UZ/y6HdleZ/Kk7KEqU8iSKeMJ8nkAAJW0GmT+HW+oeBTbTecXC4vlzG55OOr2GLUrpJIONaq03FQ1D6r3SqOICxhWitFYlkgONLkrfO15bqxgiOJvMGRJDOXzfNBJDjCx0BzyktMSc4zTnNeOZgR5JT+lc/pOJaXpPlgqY0ZZBnbX/H4Pfskj19Y2tzBoe/g9x4LrS+K7UJNR5+n2eHUuP6d6lrOdVzgPd/UrNsg84gyjuCgkDUxJbuwfa133WTc0V5cDtvAfzsmSevuIea1dZv8mpOiYHnwYACW4nYMkiC+ylc++2EGSZldWN461tGd0zSv30ynYx+LUFCyVADVqsvbNhVPEJYwvc8XocBmyE+eQoEe8Mzy2vmVwmpBVG1wJOHXjAlZ/VQXuznTY/wreeTx17y2ZXjA65uvpL4x5ytjfuS4VvBSM7dHfBWP/9HD5+H+GLbBc4N5uWBM801PzbuPVupO4RfF8jQ7vBMdT5+bXyaLdrfjaXau1LVOPL12tCu6x2WDL71tlNl9gzKtqXa5nq3ufPe4mTHnn7/zl2puYF/6U+14/w7Tf0I63oQ522nxYLxZZltXpiQSAX6oty7dLu3oEY/bmdqQ9nlqCML1ptwhfCRDHCOZ+s3d7lLg0WYmn+IjnLlsYGU4KJ1OU8lDAVgFi5GWJ8AWtPQqUw26yyaDRaquTaPbYtresx7slOO8KKfg9giMPPwI27Ijx9yU9ZDPxlOxVEwcRKg8Qlu0Plr6uSPJ5pJfuBnJf+/4tZfCioGVUweWGYORsr60cQNl0bUZ3bmuJw8KbNKVJh4A4Zvl7Nmjk5xeR0Tb2aZ3oNk/cD10Cr4Hacfe4eThF591kqd/U3JdmHve0Q51TzmA2iebtYpk2VqzVO/FiJajOmty82HmPDV3KZFu/a6srYNj6ZOXgWNiYt7W1SSkC8nojuag8hbtBfKaY6th1e5i51lGqVkJGo7h47LL2xYDWKoWjwM6/oTPIU8qnXZu1QZH6nXgvI4QU/U17bB/W5Y62hqfXKbpjWDqY6M938orOqOdGCMyF9WXiyrCGNZKU68MlBb3rTxuDl/KtcmVxyer29o7TFPu4QlNr1upG3U7A/hypX7h7HfLby/1uthFfKhT1i3bhPGPhEHRmowGxmfZJg3Y0l0yz4QpkRdTs1OqRzy5TkVOcxAAH7LD5otgYt6WIMkro/FteWXnFP1GXrYn9U4v19PwxFPSGW0c+vNHI4XtrAyKUl1luf/YwcDIOH8i558VHHl09AiOotgar3kTpoQxAh79BpaMWTEes+Cs5oalOI8ZmFJQIfOTwG/I7f6ioADxp1hSufeYYNm2m8qHQp6tvQsf9NSm1S3x/NFp7SuZ/Cl2w5DnUBERT7PT0+fyF8Dm0ElKXhKzSSl5c7qUlia3yXHYS2rT+iOiTF5KR8M2YJ6jgegc5TZI9uc2j7/LXeQ2it7xt5VqN+siGpdMfbvSzbblOHK5b7c8OdXOj5mnsaX2IP1zj2IeAtiTXPJSXG7rSDXpdgjPu7OcxZv+iGJ77OFyKJUusmOdJ/UO4aSycnnpNnh3sXMtyWTna8CrOw6KOJ1WvdJWqQo7dT5PryUo4r8lB1f7zuVaAiMUeHiwkYOezmvFjR6AqeFpWJhfkfPwKPpl3Th4K4I6A9NfbgRXwnnGgy8ttQ7xp3pMGWDzvFKj260HFZjnaChf9spvKKc2cIpu7T23xR8IaRlK6tbehz6Gr7QoVbwHiaXZ7ekugnQBajyL2eB44FDEAHyyA8EHG53PQ9YyfskvlAf5UV05MeqTDNKv3dWUeKM8Hv0mf2KnPhnZ3xGJchlTkD9gj+TQjb9zHXnKVFE/gPYOpXHapg6SDfjY6KspA0H1mAbhc5xUaZPFqvVb9DiIaXTWuRQ8t8ayVIVYV3G+1wZHEkXGg9SR1cZFdXwybPDwV/EE9FvBkSTnqes3D/abkyN+jeUraDo9/k0Pivhwe1ulGvWclvS6A9nF7o1vfCPd7373owsvvJAe/ehH02//9m+r/L/6q79KD3jAA+jCCy+k7/u+76N3vvOdtT3QhRY5C/gSp/p8UeOW37MOB85CO9pZd3A0vLoUAj2Q8KbaFbiiPgFHxGd2Fnxy30o721m2Q71qoOLhQXVyUKMFUhZe6guajpCAeWhBkuWweO7y1wZKorxSvq3zB0vOOEMWrAbrj+kVM/sn2Oe1gdFYxrHUeoahna/7Do6060/izccM42aLgtllnOs09nL9YvCjpOcXKyhuTKFcGisM/RI+Xz3ielp8D8kWbF+L75H7XZCncee6iP+nbe3tevfRSt3pbW97G1199dX0ile8gm644QZ62MMeRk984hPpi1/8IuT/wAc+QE9/+tPpWc96Fv3O7/wOPeUpT6GnPOUp9NGPfnTPls80bNK3Gyp07pYf3H4Z2Tfnttu1EU1pR+Nudpvk70asG2YeGrKycwXPAOTKv+eUugmHdJ5zmwHUEZYpsBCeJDuXy3psWUkuTRnMdeW8hd1EuHyTlg/5b6mc2yWVb/LyLS+ug/YX9gn4JPMgPmiXoF/mIydfiRfBlHg1fnLwe3VYcj7+cihCo1NRJoxgCE/CjNRvefxOTCFbLemnaKyVyTo8psjKR1YuWeZwSqUAS+PRghuLv+amQa/ACDnxMm/p6KKbWBqmG4/x5zxArpDH2Jr+Uvcmk9XwpeBo0gtu4qXlHBu3je+wN+tC+EeeNLkCS+AbAI8gy997BNP1jJ3r0nLppnKKJdYlAZLFMwzngFy5OUO5qVe5e524tXe6gjSuHu0afXTp/0cnhW677Ta6+OKLie7zeKKj+CbVKp37FtHN19Gf/Mmf0EUXXWSyP/rRj6Yf+IEfoDe84Q1b8XPn6LLLLqPnPe959OIXv7jgf9rTnka33347/df/+l+nsh/8wR+khz/84XTNNdf0a0eA3D3oOUlO+KLkSiuttNJKK6200kornTg6//zz6dJLL6Vbbr5uEfxLL72UvvGNb2RlF1xwAV1wwQVZ2R133EEf/vCH6SUveclUdnR0RFdeeSV98IMfhNgf/OAH6eqrr87KnvjEJ9I73vGOPsZXUOcQc6WVVlpppZVWWmmllVbaJ1144YX02c9+lu64445F8H/mZ36GLrnkkqzsFa94Bb3yla/Myr785S/TnXfeWfBecskl9MlPfhJi33LLLZD/lltuaTe8ktYAaaWVVlpppZVWWmmllU44XXjhhXThhRcugv0v/sW/oBe96EVZGV89Ok20BkgrrbTSSiuttNJKK620kkgonQ7Rd33Xd9F5551Ht956a1Z+66230qWXXgplLr300hD/Pmh9bGillVZaaaWVVlpppZVWaqbzzz+fHvnIR9L1118/lZ07d46uv/56uuKKK6DMFVdckfETEV133XUi/z5oXUFaaaWVVlpppZVWWmmllbrQ1VdfTc985jPpUY96FP2lv/SX6HWvex3dfvvtdNVVVxER0TOe8Qz67u/+bnrVq15FRETPf/7z6a/9tb9Gr371q+nJT34yvfWtb6UPfehD9KY3venY2rAGSCuttNJKK6200korrbRSF3ra055GX/rSl+jlL3853XLLLfTwhz+c3vWud00bMdx88810dDQnsT3mMY+hX/7lX6aXvexl9JM/+ZP0Pd/zPfSOd7yDHvKQhxxXE/zvQVpppZVWWmmllVZaaaWVVjrttD6DtNJKK6200korrbTSSiuttKM1QFpppZVWWmmllVZaaaWVVtrRGiCttNJKK6200korrbTSSivtaA2QVlpppZVWWmmllVZaaaWVdrQGSCuttNJKK6200korrbTSSjtaA6SVVlpppZVWWmmllVZaaaUdrQHSSiuttNJKK6200korrbTSjtYAaaWVVlpppZVWWmmllVZaaUdrgLTSSiuttNJKK6200korrbSjNUBaaaWVVlpppZVWWmmllVba0RogrbTSSiuttNJKK6200kor7ej/B2xrH9zTmsMSAAAAAElFTkSuQmCC",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "xx, yy = np.meshgrid(conus[\"x\"], conus[\"y\"])\n",
+ "cx = float(conus[\"x\"].mean())\n",
+ "cy = float(conus[\"y\"].mean())\n",
+ "radial = np.hypot(xx - cx, yy - cy) / 1e6 # distance from center, in 1000 km\n",
+ "\n",
+ "painted = conus.copy(data=radial.astype(\"float32\"))\n",
+ "painted.plot.imshow(size=6, aspect=conus.shape[1] / conus.shape[0],\n",
+ " cmap=\"cividis\", cbar_kwargs={\"label\": \"distance from center (1000 km)\"})\n",
+ "plt.title(\"CONUS template, painted with a synthetic field\")\n",
+ "plt.gca().set_axis_off()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2259a9ce",
+ "metadata": {},
+ "source": [
+ "
\n",
+ "Bounding box, not a mask. The template is the region's rectangular extent,\n",
+ "not its outline. Cells over the ocean or across a border are part of the grid.\n",
+ "Mask to a real boundary with rasterize or xarray.where\n",
+ "once you have a geometry.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8998418c",
+ "metadata": {},
+ "source": [
+ "## Choosing a resolution\n",
+ "\n",
+ "`resolution` sets the cell size in the template's CRS units, metres here. Each\n",
+ "template ships with a default, so a bare call works, but you set your own when\n",
+ "you know the scale you need."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "828ed9ea",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-06-25T03:33:56.772723Z",
+ "iopub.status.busy": "2026-06-25T03:33:56.772628Z",
+ "iopub.status.idle": "2026-06-25T03:33:56.777466Z",
+ "shell.execute_reply": "2026-06-25T03:33:56.776871Z"
+ }
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " 20000 m cells -> 155 x 293 (45,415 cells)\n",
+ " 10000 m cells -> 311 x 586 (182,246 cells)\n",
+ " 5000 m cells -> 621 x 1173 (728,433 cells)\n"
+ ]
+ }
+ ],
+ "source": [
+ "for res in (20000, 10000, 5000):\n",
+ " grid = from_template(\"conus\", resolution=res)\n",
+ " print(f\"{res:>6d} m cells -> {grid.shape[0]:>4d} x {grid.shape[1]:<4d}\"\n",
+ " f\" ({grid.size:,} cells)\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5720e0ef",
+ "metadata": {},
+ "source": [
+ "
\n",
+ "Cell count grows fast. Halving the resolution quadruples the cell count.\n",
+ "A stray tiny resolution can ask for billions of cells, so from_template\n",
+ "refuses grids past a safety limit. Pick a resolution that matches your analysis,\n",
+ "not the finest number you can think of.\n",
+ "
\n",
+ "Degrees are not metres. Country templates are in longitude/latitude, so\n",
+ "Euclidean tools measure in degrees and distort with latitude. Reproject to a\n",
+ "local projected CRS, or use the great-circle options, before distance or slope\n",
+ "work. The projected regions such as conus already sidestep this.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "89e04cac",
+ "metadata": {},
+ "source": [
+ "## Filling the canvas\n",
+ "\n",
+ "The point of a template is what you do next. Here a synthetic elevation surface\n",
+ "is painted into the CONUS grid from its own coordinates, then `hillshade` renders\n",
+ "it. The `hillshade` call is exactly the one you would run on real elevation\n",
+ "data; only the source of the values differs."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "fbabf981",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-06-25T03:33:56.849480Z",
+ "iopub.status.busy": "2026-06-25T03:33:56.849376Z",
+ "iopub.status.idle": "2026-06-25T03:33:57.292278Z",
+ "shell.execute_reply": "2026-06-25T03:33:57.291502Z"
+ }
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "canvas = from_template(\"conus\", resolution=8000)\n",
+ "\n",
+ "# normalized coordinates, 0..1 across the grid\n",
+ "xn = (canvas[\"x\"] - canvas[\"x\"].min()) / (canvas[\"x\"].max() - canvas[\"x\"].min())\n",
+ "yn = (canvas[\"y\"] - canvas[\"y\"].min()) / (canvas[\"y\"].max() - canvas[\"y\"].min())\n",
+ "XN, YN = np.meshgrid(xn, yn)\n",
+ "\n",
+ "# a few octaves of sinusoids stand in for rolling terrain\n",
+ "elev = (np.sin(3 * np.pi * XN) * np.cos(2.5 * np.pi * YN)\n",
+ " + 0.5 * np.sin(7 * np.pi * XN + 1) * np.cos(6 * np.pi * YN)\n",
+ " + 0.25 * np.sin(15 * np.pi * XN) * np.cos(13 * np.pi * YN + 2))\n",
+ "terrain = canvas.copy(data=(elev * 400 + 800).astype(\"float32\"))\n",
+ "shaded = hillshade(terrain)\n",
+ "\n",
+ "fig, ax = plt.subplots(figsize=(10, 7.5))\n",
+ "shaded.plot.imshow(ax=ax, cmap=\"gray\", add_colorbar=False)\n",
+ "terrain.plot.imshow(ax=ax, cmap=\"terrain\", alpha=120 / 255, add_colorbar=False)\n",
+ "ax.set_title(\"Synthetic terrain on the CONUS template\")\n",
+ "ax.set_axis_off()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "492f8fdb",
+ "metadata": {},
+ "source": [
+ "The elevation is invented, but the grid under it is a real CONUS Albers\n",
+ "canvas with metre coordinates and a CRS. Replace the painted array with\n",
+ "`open_geotiff` output and the `hillshade` step does not change."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7b2b849b",
+ "metadata": {},
+ "source": [
+ "## Reprojecting by property with `preserve`\n",
+ "\n",
+ "A template comes in a sensible default CRS, but the right projection depends on\n",
+ "what you are measuring. Pass `preserve` to get the grid in an EPSG-coded\n",
+ "projection chosen for the property it keeps:\n",
+ "\n",
+ "- `preserve=\"area\"` returns an equal-area projection, so zonal sums and density\n",
+ " are not biased by latitude. Curated regions use their national code (CONUS ->\n",
+ " EPSG:5070 Albers); anything else falls back to EPSG:8857 (Equal Earth).\n",
+ "- `preserve=\"shape\"` returns a conformal projection that keeps local angles: the\n",
+ " template centroid's UTM zone (UPS at the poles).\n",
+ "\n",
+ "The result is still a plain template; only its CRS and extent change."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "e1c9e4ed",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-06-25T03:33:57.293582Z",
+ "iopub.status.busy": "2026-06-25T03:33:57.293479Z",
+ "iopub.status.idle": "2026-06-25T03:33:57.524402Z",
+ "shell.execute_reply": "2026-06-25T03:33:57.523633Z"
+ }
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "preserve=area -> EPSG:5070 (aea) shape=(311, 586)\n",
+ "preserve=shape -> EPSG:32615 (utm) shape=(328, 604)\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/home/brendan/miniconda/envs/xarray-spatial-everything/lib/python3.14/site-packages/pyproj/crs/crs.py:1295: UserWarning: You will likely lose important projection information when converting to a PROJ string from another format. See: https://proj.org/faq.html#what-is-the-best-format-for-describing-coordinate-reference-systems\n",
+ " proj = self._crs.to_proj4(version=version)\n",
+ "/home/brendan/miniconda/envs/xarray-spatial-everything/lib/python3.14/site-packages/pyproj/crs/crs.py:1295: UserWarning: You will likely lose important projection information when converting to a PROJ string from another format. See: https://proj.org/faq.html#what-is-the-best-format-for-describing-coordinate-reference-systems\n",
+ " proj = self._crs.to_proj4(version=version)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import pyproj\n",
+ "\n",
+ "for preserve in (\"area\", \"shape\"):\n",
+ " g = from_template(\"conus\", preserve=preserve)\n",
+ " proj = pyproj.CRS.from_epsg(g.attrs[\"crs\"]).to_dict()[\"proj\"]\n",
+ " print(f\"preserve={preserve:5s} -> EPSG:{g.attrs['crs']:<5d} ({proj}) shape={g.shape}\")\n",
+ "\n",
+ "# the same area in two projections, painted with a north-south gradient to show\n",
+ "# how the grid geometry differs\n",
+ "fig, axes = plt.subplots(1, 2, figsize=(12, 4.5))\n",
+ "for ax, preserve, cmap in zip(axes, (\"area\", \"shape\"), (\"cividis\", \"magma\")):\n",
+ " g = from_template(\"conus\", preserve=preserve, resolution=20000)\n",
+ " yn = (g[\"y\"] - g[\"y\"].min()) / (g[\"y\"].max() - g[\"y\"].min())\n",
+ " painted = g.copy(data=yn.broadcast_like(g).values.astype(\"float32\"))\n",
+ " painted.plot.imshow(ax=ax, cmap=cmap, add_colorbar=False)\n",
+ " ax.set_title(f\"CONUS, preserve={preserve!r} (EPSG:{g.attrs['crs']})\")\n",
+ " ax.set_axis_off()\n",
+ "fig.tight_layout()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7ed6883a",
+ "metadata": {},
+ "source": [
+ "
\n",
+ "preserve needs pyproj, and sticks to EPSG codes. Only area and\n",
+ "shape are offered, because equidistant and azimuthal projections have\n",
+ "no standard EPSG codes. For a wide country whose bbox spans several UTM zones (or\n",
+ "includes overseas territories), a single shape zone distorts toward\n",
+ "the edges; a curated region like conus is the better canvas there.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "914df579",
+ "metadata": {},
+ "source": [
+ "### References\n",
+ "\n",
+ "- USGS Albers Equal-Area (EPSG:5070): https://epsg.io/5070\n",
+ "- Natural Earth, source of the country bounding boxes: https://www.naturalearthdata.com/\n",
+ "- ISO 3166-1 alpha-3 country codes: https://en.wikipedia.org/wiki/ISO_3166-1_alpha-3\n",
+ "- GADM administrative boundaries: https://gadm.org/"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.14.2"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/examples/user_guide/images/57_templates_preview.png b/examples/user_guide/images/57_templates_preview.png
new file mode 100644
index 000000000..f7269c12a
Binary files /dev/null and b/examples/user_guide/images/57_templates_preview.png differ
diff --git a/xrspatial/__init__.py b/xrspatial/__init__.py
index 3cf07911c..198337490 100644
--- a/xrspatial/__init__.py
+++ b/xrspatial/__init__.py
@@ -113,6 +113,7 @@
from xrspatial.surface_distance import surface_allocation # noqa
from xrspatial.surface_distance import surface_direction # noqa
from xrspatial.surface_distance import surface_distance # noqa
+from xrspatial.templates import from_template # noqa
from xrspatial.terrain import generate_terrain # noqa
from xrspatial.terrain_metrics import landforms # noqa
from xrspatial.terrain_metrics import LANDFORM_CLASSES # noqa
diff --git a/xrspatial/_template_data.py b/xrspatial/_template_data.py
new file mode 100644
index 000000000..46dc3ca6d
--- /dev/null
+++ b/xrspatial/_template_data.py
@@ -0,0 +1,311 @@
+"""Static study-area definitions for :func:`xrspatial.templates.from_template`.
+
+Two registries back ``from_template``:
+
+``_REGIONS``
+ Curated named study areas. Each value carries projected ``bounds``
+ ``(left, bottom, right, top)`` in its native CRS, an EPSG ``crs`` code, a
+ ``default_resolution`` (cell size in CRS units), and a human ``label``.
+ Projected bounds were computed by densely sampling the region's lon/lat
+ box and projecting it with pyproj.
+
+``_COUNTRY_BBOXES``
+ ISO-3166-1 / GADM alpha-3 country code -> ``(lon_min, lat_min, lon_max,
+ lat_max)`` in EPSG:4326 (degrees). Derived from Natural Earth 50m admin_0
+ boundaries (public domain). Extents cover a country's full territory,
+ including overseas regions, so wide nations (e.g. France with overseas
+ departments) get correspondingly wide grids; reach for a curated region or
+ pass an explicit ``resolution`` when you want a compact canvas.
+ Longitudes may exceed 180 for countries whose territory crosses the
+ antimeridian (e.g. Russia, Fiji), keeping those bounding boxes contiguous.
+"""
+
+# Curated named regions. ``bounds`` are in the region's native projected CRS.
+# ``lonlat`` is the region's (lon_min, lat_min, lon_max, lat_max) in EPSG:4326,
+# used by the ``preserve`` path to pick and project into an EPSG-coded CRS.
+# ``area_epsg`` / ``shape_epsg`` override the equal-area / conformal EPSG the
+# ``preserve`` path would otherwise derive (Equal Earth fallback / UTM zone).
+_REGIONS = {
+ 'conus': dict(bounds=(-2917619, 152524, 2947060, 3257588), crs=5070,
+ default_resolution=5000, label='CONUS (Albers Equal-Area)',
+ lonlat=(-124.8, 24.4, -66.9, 49.4), area_epsg=5070),
+ 'alaska': dict(bounds=(-1784455, 110372, 1725461, 2570024), crs=3338,
+ default_resolution=5000, label='Alaska (Albers)',
+ lonlat=(-179.9, 51.0, -129.0, 71.5), area_epsg=3338),
+ 'hawaii': dict(bounds=(363084, 2089763, 942628, 2472061), crs=32604,
+ default_resolution=1000, label='Hawaii (UTM 4N)',
+ lonlat=(-160.3, 18.9, -154.8, 22.3)),
+ 'california': dict(bounds=(-423462, -612396, 555056, 457663), crs=3310,
+ default_resolution=1000, label='California (Albers)',
+ lonlat=(-124.5, 32.5, -114.1, 42.0), area_epsg=3310),
+ 'europe': dict(bounds=(1172449, 1218199, 7469551, 5735170), crs=3035,
+ default_resolution=10000, label='Europe (LAEA)',
+ lonlat=(-25.0, 34.0, 45.0, 72.0), area_epsg=3035,
+ shape_epsg=3034),
+ 'nyc': dict(bounds=(558916, 4481270, 614426, 4534084), crs=32618,
+ default_resolution=30, label='New York City (UTM 18N)',
+ lonlat=(-74.30, 40.48, -73.65, 40.95)),
+ # The default (non-preserve) world grid spans the full +/-90 in EPSG:4326.
+ # The preserve path uses a +/-85 latitude band (the conventional Web
+ # Mercator limit) so 'shape' (World Mercator) does not diverge at the poles.
+ 'world': dict(bounds=(-180.0, -90.0, 180.0, 90.0), crs=4326,
+ default_resolution=0.5, label='World (WGS84)',
+ lonlat=(-180.0, -85.0, 180.0, 85.0), area_epsg=8857,
+ shape_epsg=3395),
+}
+
+# Equal-area fallback when a template has no curated ``area_epsg``
+# (all country codes, plus regions like hawaii/nyc): EPSG:8857 Equal Earth.
+_EQUAL_AREA_FALLBACK_EPSG = 8857
+
+# Polar conformal fallback for the ``shape`` path when |lat| exceeds the UTM
+# usable range: EPSG:5041 (UPS North) / 5042 (UPS South).
+_UPS_NORTH_EPSG = 5041
+_UPS_SOUTH_EPSG = 5042
+
+# Default cell size (degrees) for country-code templates returned in EPSG:4326.
+_COUNTRY_DEFAULT_RESOLUTION = 0.1
+
+# ISO-3166-1 / GADM alpha-3 -> (lon_min, lat_min, lon_max, lat_max) in EPSG:4326.
+_COUNTRY_BBOXES = {
+ 'ABW': (-70.066, 12.423, -69.896, 12.614), # Aruba
+ 'AFG': (60.486, 29.392, 74.891, 38.456), # Afghanistan
+ 'AGO': (11.743, -18.02, 24.047, -4.429), # Angola
+ 'AIA': (-63.16, 18.171, -62.98, 18.27), # Anguilla
+ 'ALA': (19.519, 60.012, 20.611, 60.406), # Åland
+ 'ALB': (19.281, 39.654, 21.031, 42.648), # Albania
+ 'AND': (1.415, 42.434, 1.74, 42.643), # Andorra
+ 'ARE': (51.568, 22.621, 56.388, 26.068), # United Arab Emirates
+ 'ARG': (-73.576, -55.032, -53.669, -21.803), # Argentina
+ 'ARM': (43.439, 38.869, 46.585, 41.291), # Armenia
+ 'ASM': (-170.821, -14.36, -170.568, -14.257), # American Samoa
+ 'ATA': (0, -89.999, 359.815, -60.521), # Antarctica
+ 'ATF': (51.659, -49.71, 70.555, -46.327), # French Southern and Antarctic Lands
+ 'ATG': (-61.887, 16.997, -61.686, 17.714), # Antigua and Barbuda
+ 'AUS': (112.908, -54.749, 158.959, -10.052), # Australia
+ 'AUT': (9.524, 46.4, 17.147, 49.001), # Austria
+ 'AZE': (44.768, 38.399, 50.366, 41.891), # Azerbaijan
+ 'BDI': (29.014, -4.456, 30.811, -2.313), # Burundi
+ 'BEL': (2.525, 49.511, 6.364, 51.491), # Belgium
+ 'BEN': (0.763, 6.217, 3.834, 12.384), # Benin
+ 'BFA': (-5.524, 9.425, 2.389, 15.078), # Burkina Faso
+ 'BGD': (88.023, 20.79, 92.632, 26.572), # Bangladesh
+ 'BGR': (22.344, 41.244, 28.585, 44.238), # Bulgaria
+ 'BHR': (50.452, 25.807, 50.617, 26.246), # Bahrain
+ 'BHS': (-78.986, 20.937, -72.747, 26.94), # The Bahamas
+ 'BIH': (15.737, 42.56, 19.584, 45.277), # Bosnia and Herzegovina
+ 'BLM': (-62.875, 17.875, -62.8, 17.922), # Saint Barthélemy
+ 'BLR': (23.175, 51.265, 32.71, 56.146), # Belarus
+ 'BLZ': (-89.237, 15.889, -87.789, 18.482), # Belize
+ 'BMU': (-64.863, 32.26, -64.668, 32.387), # Bermuda
+ 'BOL': (-69.646, -22.892, -57.496, -9.71), # Bolivia
+ 'BRA': (-74.002, -33.742, -34.805, 5.258), # Brazil
+ 'BRB': (-59.647, 13.062, -59.428, 13.318), # Barbados
+ 'BRN': (114.064, 4.024, 115.327, 5.022), # Brunei
+ 'BTN': (88.739, 26.702, 92.083, 28.311), # Bhutan
+ 'BWA': (19.977, -26.854, 29.365, -17.788), # Botswana
+ 'CAF': (14.431, 2.27, 27.403, 10.996), # Central African Republic
+ 'CAN': (-141.002, 41.675, -52.654, 83.116), # Canada
+ 'CHE': (5.97, 45.83, 10.455, 47.776), # Switzerland
+ 'CHL': (-109.434, -55.892, -66.436, -17.506), # Chile
+ 'CHN': (73.607, 18.218, 134.752, 53.556), # People's Republic of China
+ 'CIV': (-8.604, 4.351, -2.506, 10.724), # Ivory Coast
+ 'CMR': (8.533, 1.676, 16.183, 13.079), # Cameroon
+ 'COD': (12.214, -13.454, 31.274, 5.312), # Democratic Republic of the Congo
+ 'COG': (11.13, -5.004, 18.622, 3.687), # Republic of the Congo
+ 'COK': (-159.842, -21.25, -159.737, -21.186), # Cook Islands
+ 'COL': (-79.025, -4.236, -66.876, 12.434), # Colombia
+ 'COM': (43.227, -12.368, 44.527, -11.368), # Comoros
+ 'CPV': (-25.342, 14.818, -22.682, 17.194), # Cape Verde
+ 'CRI': (-85.908, 8.071, -82.564, 11.189), # Costa Rica
+ 'CUB': (-84.887, 19.855, -74.137, 23.19), # Cuba
+ 'CUW': (-69.159, 12.045, -68.751, 12.38), # Curaçao
+ 'CYM': (-81.419, 19.272, -79.742, 19.766), # Cayman Islands
+ 'CYN': (32.713, 35.0, 34.556, 35.662), # Turkish Republic of Northern Cyprus
+ 'CYP': (32.301, 34.57, 34.05, 35.183), # Cyprus
+ 'CZE': (12.09, 48.576, 18.832, 51.038), # Czech Republic
+ 'DEU': (5.858, 47.279, 15.017, 55.059), # Germany
+ 'DJI': (41.765, 10.941, 43.41, 12.709), # Djibouti
+ 'DMA': (-61.481, 15.227, -61.251, 15.633), # Dominica
+ 'DNK': (8.121, 54.629, 15.137, 57.737), # Denmark
+ 'DOM': (-72.0, 17.636, -68.339, 19.914), # Dominican Republic
+ 'DZA': (-8.683, 18.987, 11.968, 37.092), # Algeria
+ 'ECU': (-91.654, -4.991, -75.25, 1.455), # Ecuador
+ 'EGY': (24.703, 21.995, 36.871, 31.655), # Egypt
+ 'ERI': (36.427, 12.377, 43.117, 18.005), # Eritrea
+ 'ESH': (-17.099, 20.806, -8.682, 27.656), # Western Sahara
+ 'ESP': (-18.161, 27.646, 4.322, 43.765), # Spain
+ 'EST': (21.854, 57.525, 28.151, 59.639), # Estonia
+ 'ETH': (32.999, 3.456, 47.978, 14.852), # Ethiopia
+ 'FIN': (20.622, 59.816, 31.537, 70.065), # Finland
+ 'FJI': (174.587, -21.706, 181.749, -12.477), # Fiji
+ 'FLK': (-61.145, -52.308, -57.792, -51.27), # Falkland Islands
+ 'FRA': (-61.794, -21.369, 55.839, 51.097), # France
+ 'FRO': (-7.423, 61.414, -6.406, 62.356), # Faroe Islands
+ 'FSM': (138.062, 5.277, 162.993, 9.593), # Federated States of Micronesia
+ 'GAB': (8.703, -3.916, 14.481, 2.302), # Gabon
+ 'GBR': (-8.145, 50.021, 1.747, 60.832), # United Kingdom
+ 'GEO': (39.978, 41.07, 46.673, 43.57), # Georgia
+ 'GGY': (-2.646, 49.429, -2.512, 49.507), # Guernsey
+ 'GHA': (-3.244, 4.762, 1.187, 11.167), # Ghana
+ 'GIN': (-15.051, 7.216, -7.681, 12.674), # Guinea
+ 'GMB': (-16.825, 13.064, -13.827, 13.812), # The Gambia
+ 'GNB': (-16.712, 10.94, -13.674, 12.68), # Guinea-Bissau
+ 'GNQ': (8.434, 0.96, 11.335, 3.758), # Equatorial Guinea
+ 'GRC': (19.646, 34.934, 28.232, 41.744), # Greece
+ 'GRD': (-61.782, 12.008, -61.607, 12.237), # Grenada
+ 'GRL': (-72.818, 59.815, -11.426, 83.6), # Greenland
+ 'GTM': (-92.235, 13.737, -88.228, 17.816), # Guatemala
+ 'GUM': (144.649, 13.258, 144.941, 13.622), # Guam
+ 'GUY': (-61.391, 1.201, -56.483, 8.549), # Guyana
+ 'HKG': (113.839, 22.195, 114.335, 22.565), # Hong Kong
+ 'HMD': (73.251, -53.185, 73.838, -52.966), # Heard Island and McDonald Islands
+ 'HND': (-89.363, 12.979, -83.158, 16.514), # Honduras
+ 'HRV': (13.517, 42.433, 19.401, 46.535), # Croatia
+ 'HTI': (-74.478, 18.039, -71.645, 20.094), # Haiti
+ 'HUN': (16.093, 45.753, 22.877, 48.553), # Hungary
+ 'IDN': (95.207, -10.91, 140.976, 5.907), # Indonesia
+ 'IMN': (-4.785, 54.059, -4.338, 54.407), # Isle of Man
+ 'IND': (68.165, 6.749, 97.344, 35.496), # India
+ 'IOT': (72.35, -7.435, 72.499, -7.22), # British Indian Ocean Territory
+ 'IRL': (-10.39, 51.474, -6.027, 55.366), # Ireland
+ 'IRN': (44.023, 25.102, 63.305, 39.769), # Iran
+ 'IRQ': (38.774, 29.064, 48.546, 37.372), # Iraq
+ 'ISL': (-24.476, 63.407, -13.556, 66.526), # Iceland
+ 'ISR': (34.245, 29.477, 35.888, 33.416), # Israel
+ 'ITA': (6.628, 36.688, 18.486, 47.082), # Italy
+ 'JAM': (-78.34, 17.715, -76.211, 18.522), # Jamaica
+ 'JEY': (-2.236, 49.17, -2.01, 49.266), # Jersey
+ 'JOR': (34.951, 29.19, 39.293, 33.372), # Jordan
+ 'JPN': (123.68, 24.266, 145.833, 45.51), # Japan
+ 'KAS': (76.767, 35.11, 77.799, 35.662), # Siachen Glacier
+ 'KAZ': (46.609, 40.609, 87.323, 55.39), # Kazakhstan
+ 'KEN': (33.9, -4.692, 41.884, 5.492), # Kenya
+ 'KGZ': (69.229, 39.208, 80.246, 43.24), # Kyrgyzstan
+ 'KHM': (102.32, 10.411, 107.605, 14.705), # Cambodia
+ 'KIR': (169.523, -11.457, 208.217, 3.924), # Kiribati
+ 'KNA': (-62.84, 17.101, -62.532, 17.403), # Saint Kitts and Nevis
+ 'KOR': (126.008, 33.202, 130.934, 38.623), # South Korea
+ 'KOS': (20.029, 41.854, 21.753, 43.261), # Kosovo
+ 'KWT': (46.531, 28.533, 48.442, 30.097), # Kuwait
+ 'LAO': (100.115, 13.921, 107.653, 22.495), # Laos
+ 'LBN': (35.109, 33.076, 36.585, 34.679), # Lebanon
+ 'LBR': (-11.508, 4.351, -7.4, 8.538), # Liberia
+ 'LBY': (9.31, 19.497, 25.15, 33.182), # Libya
+ 'LCA': (-61.073, 13.718, -60.887, 14.093), # Saint Lucia
+ 'LIE': (9.479, 47.057, 9.611, 47.271), # Liechtenstein
+ 'LKA': (79.708, 5.949, 81.877, 9.813), # Sri Lanka
+ 'LSO': (27.052, -30.642, 29.391, -28.582), # Lesotho
+ 'LTU': (20.9, 53.893, 26.776, 56.411), # Lithuania
+ 'LUX': (5.725, 49.445, 6.494, 50.167), # Luxembourg
+ 'LVA': (21.015, 55.668, 28.202, 58.063), # Latvia
+ 'MAC': (113.479, 22.196, 113.548, 22.246), # Macau
+ 'MAF': (-63.123, 18.069, -63.009, 18.115), # Saint Martin
+ 'MAR': (-17.003, 21.421, -1.066, 35.93), # Morocco
+ 'MCO': (7.378, 43.732, 7.439, 43.771), # Monaco
+ 'MDA': (26.619, 45.45, 30.131, 48.478), # Moldova
+ 'MDG': (43.257, -25.571, 50.483, -12.08), # Madagascar
+ 'MDV': (73.382, 3.229, 73.528, 4.248), # Maldives
+ 'MEX': (-118.401, 14.545, -86.696, 32.715), # Mexico
+ 'MHL': (166.845, 5.8, 171.757, 11.169), # Marshall Islands
+ 'MKD': (20.449, 40.85, 23.006, 42.358), # North Macedonia
+ 'MLI': (-12.281, 10.143, 4.235, 24.996), # Mali
+ 'MLT': (14.18, 35.82, 14.566, 36.076), # Malta
+ 'MMR': (92.18, 9.875, 101.147, 28.517), # Myanmar
+ 'MNE': (18.436, 41.869, 20.348, 43.542), # Montenegro
+ 'MNG': (87.743, 41.596, 119.898, 52.117), # Mongolia
+ 'MNP': (145.152, 14.111, 145.835, 18.807), # Northern Mariana Islands
+ 'MOZ': (30.222, -26.862, 40.845, -10.464), # Mozambique
+ 'MRT': (-17.064, 14.745, -4.823, 27.286), # Mauritania
+ 'MSR': (-62.223, 16.681, -62.148, 16.81), # Montserrat
+ 'MUS': (57.318, -20.513, 57.792, -19.99), # Mauritius
+ 'MWI': (32.67, -17.131, 35.893, -9.395), # Malawi
+ 'MYS': (99.646, 0.862, 119.266, 7.352), # Malaysia
+ 'NAM': (11.722, -28.939, 25.259, -16.968), # Namibia
+ 'NCL': (159.928, -22.661, 168.139, -19.115), # New Caledonia
+ 'NER': (0.164, 11.696, 15.963, 23.518), # Niger
+ 'NFK': (167.906, -29.096, 167.99, -29.014), # Norfolk Island
+ 'NGA': (2.686, 4.277, 14.627, 13.873), # Nigeria
+ 'NIC': (-87.67, 10.735, -83.158, 15.008), # Nicaragua
+ 'NIU': (-169.948, -19.138, -169.793, -18.966), # Niue
+ 'NLD': (-68.371, 12.032, 7.197, 53.625), # Netherlands
+ 'NOR': (-9.099, 58.021, 33.629, 80.478), # Norway
+ 'NPL': (80.052, 26.36, 88.162, 30.387), # Nepal
+ 'NRU': (166.907, -0.551, 166.958, -0.489), # Nauru
+ 'NZL': (165.889, -52.57, 188.814, -8.546), # New Zealand
+ 'OMN': (51.978, 16.648, 59.837, 26.356), # Oman
+ 'PAK': (60.843, 23.753, 77.049, 37.037), # Pakistan
+ 'PAN': (-83.027, 7.22, -77.196, 9.598), # Panama
+ 'PCN': (-128.35, -24.413, -128.29, -24.323), # Pitcairn Islands
+ 'PER': (-81.337, -18.346, -68.685, -0.042), # Peru
+ 'PHL': (116.97, 5.06, 126.593, 20.841), # Philippines
+ 'PLW': (131.135, 3.022, 134.66, 7.712), # Palau
+ 'PNG': (140.862, -11.631, 155.958, -1.353), # Papua New Guinea
+ 'POL': (14.129, 49.021, 24.106, 54.838), # Poland
+ 'PRI': (-67.937, 17.947, -65.295, 18.522), # Puerto Rico
+ 'PRK': (124.349, 37.719, 130.687, 42.998), # North Korea
+ 'PRT': (-31.283, 32.648, -6.213, 42.137), # Portugal
+ 'PRY': (-62.651, -27.554, -54.242, -19.286), # Paraguay
+ 'PSE': (34.198, 31.208, 35.572, 32.534), # Palestine
+ 'PYF': (-151.512, -20.876, -136.294, -8.782), # French Polynesia
+ 'QAT': (50.755, 24.565, 51.609, 26.153), # Qatar
+ 'ROU': (20.242, 43.671, 29.706, 48.263), # Romania
+ 'RUS': (19.604, 41.199, 190.271, 81.854), # Russia
+ 'RWA': (28.858, -2.809, 30.877, -1.063), # Rwanda
+ 'SAU': (34.616, 16.372, 55.641, 32.125), # Saudi Arabia
+ 'SDN': (21.825, 8.666, 38.609, 22.202), # Sudan
+ 'SEN': (-17.536, 12.328, -11.382, 16.679), # Senegal
+ 'SGP': (103.65, 1.265, 103.996, 1.447), # Singapore
+ 'SGS': (-38.017, -58.492, -26.26, -53.984), # South Georgia and the South Sandwich Islands
+ 'SHN': (-14.415, -16.004, -5.66, -7.883), # Saint Helena
+ 'SLB': (155.678, -11.832, 166.929, -6.609), # Solomon Islands
+ 'SLE': (-13.293, 6.907, -10.283, 9.997), # Sierra Leone
+ 'SLV': (-90.106, 13.164, -87.715, 14.431), # El Salvador
+ 'SMR': (12.397, 43.894, 12.515, 43.99), # San Marino
+ 'SOL': (42.656, 7.997, 48.939, 11.5), # Somaliland
+ 'SOM': (40.964, -1.695, 51.39, 11.984), # Somalia
+ 'SPM': (-56.387, 46.753, -56.137, 47.099), # Saint Pierre and Miquelon
+ 'SRB': (18.839, 42.242, 22.977, 46.169), # Serbia
+ 'SSD': (24.147, 3.491, 35.268, 12.223), # South Sudan
+ 'STP': (6.468, 0.047, 7.452, 1.699), # São Tomé and Príncipe
+ 'SUR': (-58.054, 1.842, -53.99, 5.993), # Suriname
+ 'SVK': (16.863, 47.763, 22.539, 49.598), # Slovakia
+ 'SVN': (13.378, 45.428, 16.516, 46.863), # Slovenia
+ 'SWE': (11.147, 55.346, 24.155, 69.037), # Sweden
+ 'SWZ': (30.788, -27.31, 32.113, -25.743), # Eswatini
+ 'SXM': (-63.125, 18.019, -63.011, 18.069), # Sint Maarten
+ 'SYC': (55.383, -4.786, 55.543, -4.559), # Seychelles
+ 'SYR': (35.764, 32.317, 42.359, 37.297), # Syria
+ 'TCA': (-72.342, 21.752, -71.637, 21.952), # Turks and Caicos Islands
+ 'TCD': (13.448, 7.475, 23.983, 23.445), # Chad
+ 'TGO': (-0.09, 6.089, 1.778, 11.116), # Togo
+ 'THA': (97.374, 5.637, 105.641, 20.424), # Thailand
+ 'TJK': (67.35, 36.684, 75.119, 41.035), # Tajikistan
+ 'TKM': (52.494, 35.171, 66.629, 42.778), # Turkmenistan
+ 'TLS': (124.036, -9.512, 127.296, -8.14), # East Timor
+ 'TON': (-175.362, -21.451, -173.922, -18.565), # Tonga
+ 'TTO': (-61.906, 10.065, -60.525, 11.325), # Trinidad and Tobago
+ 'TUN': (7.496, 30.229, 11.536, 37.34), # Tunisia
+ 'TUR': (25.669, 35.831, 44.817, 42.093), # Turkey
+ 'TUV': (179.196, -8.535, 179.217, -8.466), # Tuvalu
+ 'TWN': (118.287, 21.925, 121.929, 25.277), # Taiwan
+ 'TZA': (29.323, -11.716, 40.464, -0.995), # Tanzania
+ 'UGA': (29.562, -1.47, 34.978, 4.22), # Uganda
+ 'UKR': (22.132, 45.234, 40.128, 52.354), # Ukraine
+ 'URY': (-58.438, -34.933, -53.126, -30.101), # Uruguay
+ 'USA': (172.495, 18.964, 293.013, 71.408), # United States of America
+ 'UZB': (55.976, 37.172, 73.137, 45.555), # Uzbekistan
+ 'VAT': (12.428, 41.898, 12.439, 41.906), # Vatican City
+ 'VCT': (-61.354, 12.695, -61.124, 13.359), # Saint Vincent and the Grenadines
+ 'VEN': (-73.366, 0.688, -59.829, 12.178), # Venezuela
+ 'VGB': (-64.695, 18.399, -64.274, 18.753), # British Virgin Islands
+ 'VIR': (-65.024, 17.702, -64.58, 18.385), # United States Virgin Islands
+ 'VNM': (102.127, 8.583, 109.445, 23.345), # Vietnam
+ 'VUT': (166.526, -20.242, 169.896, -13.709), # Vanuatu
+ 'WLF': (-178.194, -14.325, -176.128, -13.222), # Wallis and Futuna
+ 'WSM': (-172.779, -14.047, -171.45, -13.465), # Samoa
+ 'YEM': (42.549, 12.319, 54.511, 18.996), # Yemen
+ 'ZAF': (16.448, -46.963, 37.888, -22.146), # South Africa
+ 'ZMB': (21.979, -18.042, 33.662, -8.194), # Zambia
+ 'ZWE': (25.224, -22.402, 33.007, -15.643), # Zimbabwe
+}
diff --git a/xrspatial/templates.py b/xrspatial/templates.py
new file mode 100644
index 000000000..7e01efa5e
--- /dev/null
+++ b/xrspatial/templates.py
@@ -0,0 +1,288 @@
+"""Empty study-area DataArrays for common regions.
+
+:func:`from_template` turns a region name into an empty (NaN-filled) raster you
+can start an analysis from, instead of looking up a bounding box, choosing a
+CRS, and assembling coordinates by hand. The result follows the xarray-spatial
+array contract (2-D ``['y', 'x']`` grid with pixel-center coordinates and
+``res``/``crs`` attributes), so it feeds straight into ``slope``, ``hillshade``,
+``rasterize``, and the rest of the library.
+"""
+import numpy as np
+import xarray as xr
+
+from xrspatial._template_data import (
+ _COUNTRY_BBOXES,
+ _COUNTRY_DEFAULT_RESOLUTION,
+ _EQUAL_AREA_FALLBACK_EPSG,
+ _REGIONS,
+ _UPS_NORTH_EPSG,
+ _UPS_SOUTH_EPSG,
+)
+from xrspatial.reproject._crs_utils import _require_pyproj, _resolve_crs
+from xrspatial.reproject._grid import (
+ _edge_samples,
+ _make_output_coords,
+ _transform_boundary,
+)
+
+_PRESERVE_OPTIONS = ("area", "shape")
+
+# Guard against a stray fine resolution allocating an enormous array. Applied to
+# every backend, including dask: a lazy grid this large is almost always a typo,
+# and the uniform cap keeps the error identical across backends.
+_MAX_CELLS = 500_000_000
+
+
+def _resolve(name):
+ """Resolve a name to a spec dict.
+
+ Keys: ``bounds`` (projected, native CRS), ``crs`` (native EPSG int),
+ ``default_resolution``, ``key``, ``lonlat`` (lon/lat bbox), and the optional
+ ``area_epsg`` / ``shape_epsg`` overrides used by the ``preserve`` path.
+ """
+ if not isinstance(name, str):
+ raise TypeError(
+ f"name must be a string region name or country code, "
+ f"got {type(name).__name__}"
+ )
+
+ region = _REGIONS.get(name.lower())
+ if region is not None:
+ return dict(
+ bounds=region["bounds"], crs=region["crs"],
+ default_resolution=region["default_resolution"], key=name.lower(),
+ lonlat=region["lonlat"], area_epsg=region.get("area_epsg"),
+ shape_epsg=region.get("shape_epsg"),
+ )
+
+ code = name.upper()
+ bbox = _COUNTRY_BBOXES.get(code)
+ if bbox is not None:
+ return dict(
+ bounds=bbox, crs=4326,
+ default_resolution=_COUNTRY_DEFAULT_RESOLUTION, key=code,
+ lonlat=bbox, area_epsg=None, shape_epsg=None,
+ )
+
+ regions = ", ".join(sorted(_REGIONS))
+ raise ValueError(
+ f"Unknown template {name!r}. Available named regions: {regions}. "
+ f"Countries must be an ISO-3166 / GADM alpha-3 code "
+ f"(e.g. 'USA', 'FRA', 'JPN'); {len(_COUNTRY_BBOXES)} are supported."
+ )
+
+
+def _preserve_epsg(lonlat, preserve, area_epsg, shape_epsg):
+ """Pick an EPSG code that preserves ``preserve`` for the lon/lat bbox."""
+ lon_min, lat_min, lon_max, lat_max = lonlat
+ lat_c = (lat_min + lat_max) / 2.0
+ lon_c = (lon_min + lon_max) / 2.0
+ # Normalize to [-180, 180] so antimeridian-wrapped country boxes (lon > 180)
+ # still query a sensible UTM zone.
+ lon_c = ((lon_c + 180.0) % 360.0) - 180.0
+
+ if preserve == "area":
+ return int(area_epsg) if area_epsg is not None \
+ else _EQUAL_AREA_FALLBACK_EPSG
+
+ # preserve == "shape": curated override, else UTM zone (UPS at the poles).
+ if shape_epsg is not None:
+ return int(shape_epsg)
+ if abs(lat_c) > 84.0:
+ return _UPS_NORTH_EPSG if lat_c > 0 else _UPS_SOUTH_EPSG
+
+ _require_pyproj()
+ from pyproj.aoi import AreaOfInterest
+ from pyproj.database import query_utm_crs_info
+ aoi = AreaOfInterest(lon_c - 0.01, lat_c - 0.01, lon_c + 0.01, lat_c + 0.01)
+ infos = query_utm_crs_info("WGS 84", aoi)
+ if not infos:
+ return _UPS_NORTH_EPSG if lat_c >= 0 else _UPS_SOUTH_EPSG
+ return int(infos[0].code)
+
+
+def _project_bbox_bounds(lonlat, epsg):
+ """Project a lon/lat bbox into ``epsg`` and return (left, bottom, right, top)."""
+ lon_min, lat_min, lon_max, lat_max = lonlat
+ xs, ys = _edge_samples(lon_min, lat_min, lon_max, lat_max, 101)
+ tx, ty = _transform_boundary(_resolve_crs(4326), _resolve_crs(epsg), xs, ys)
+ tx, ty = np.asarray(tx), np.asarray(ty)
+ valid = np.isfinite(tx) & np.isfinite(ty)
+ if not valid.any():
+ raise ValueError(
+ f"projecting the template into EPSG:{epsg} produced no finite "
+ f"coordinates"
+ )
+ tx, ty = tx[valid], ty[valid]
+ return (float(tx.min()), float(ty.min()), float(tx.max()), float(ty.max()))
+
+
+def _default_preserve_resolution(bounds):
+ """Default metre resolution: ~1000 cells on the long axis, snapped 1/2/5."""
+ import math
+ left, bottom, right, top = bounds
+ raw = max(right - left, top - bottom) / 1000.0
+ if raw <= 0:
+ return 1.0
+ base = 10 ** math.floor(math.log10(raw))
+ for m in (1, 2, 5):
+ if raw <= m * base:
+ return float(m * base)
+ return float(10 * base)
+
+
+def _normalize_resolution(resolution, default):
+ """Return a positive (res_x, res_y) tuple from a scalar/tuple/None."""
+ if resolution is None:
+ resolution = default
+ if isinstance(resolution, (tuple, list)):
+ if len(resolution) != 2:
+ raise ValueError(
+ "resolution tuple must be (res_x, res_y), "
+ f"got {len(resolution)} values"
+ )
+ res_x, res_y = resolution
+ else:
+ res_x = res_y = resolution
+ res_x, res_y = float(res_x), float(res_y)
+ if res_x <= 0 or res_y <= 0:
+ raise ValueError(f"resolution must be positive, got {(res_x, res_y)}")
+ return res_x, res_y
+
+
+def _make_data(shape, fill, backend, chunks):
+ """Build a NaN-filled array of ``shape`` for the requested backend."""
+ backend = backend.lower()
+ if backend in ("dask", "dask+numpy"):
+ import dask.array as da
+ return da.full(shape, fill, dtype="float32", chunks=chunks)
+ if backend == "numpy":
+ return np.full(shape, fill, dtype="float32")
+ if backend == "cupy":
+ import cupy
+ return cupy.full(shape, fill, dtype="float32")
+ if backend == "dask+cupy":
+ import cupy
+ import dask.array as da
+ meta = cupy.empty((0, 0), dtype="float32")
+ return da.full(shape, fill, dtype="float32",
+ chunks=chunks).map_blocks(cupy.asarray, meta=meta)
+ raise ValueError(
+ f"Unknown backend {backend!r}; choose from 'numpy', 'dask+numpy', "
+ f"'cupy', 'dask+cupy'."
+ )
+
+
+def from_template(name, resolution=None, *, preserve=None, backend="numpy",
+ fill=np.nan, chunks="auto"):
+ """Create an empty DataArray for a common study area.
+
+ The returned raster is NaN-filled and obeys the xarray-spatial array
+ contract: a 2-D ``['y', 'x']`` grid with pixel-center 1-D coordinates
+ (north-up, descending ``y``) and ``res``/``crs`` attributes. It covers the
+ study area's rectangular bounding box and is meant as a starting canvas.
+
+ Parameters
+ ----------
+ name : str
+ A curated region name (case-insensitive), e.g. ``'conus'``, ``'nyc'``,
+ ``'europe'``, ``'world'``; or an ISO-3166 / GADM alpha-3 country code,
+ e.g. ``'USA'``, ``'FRA'``, ``'JPN'``. Curated regions come back in a
+ projected CRS; country codes come back in EPSG:4326.
+ resolution : float or tuple of float, optional
+ Cell size in the template's CRS units (metres for projected regions,
+ degrees for country codes). A scalar gives square cells; a
+ ``(res_x, res_y)`` tuple sets each axis. Defaults to a per-template
+ value so a bare ``from_template('conus')`` works.
+ preserve : {'area', 'shape'}, optional
+ Reproject the template into an EPSG-coded projection chosen for the
+ property it preserves, instead of the template's default CRS. ``'area'``
+ gives an equal-area projection (a curated national/continental code such
+ as EPSG:5070, or EPSG:8857 Equal Earth where none is curated).
+ ``'shape'`` gives a conformal projection: the centroid's UTM zone (UPS at
+ the poles). When set, ``resolution`` is in metres and ``attrs['crs']`` is
+ the chosen EPSG int. Requires pyproj.
+ backend : str, default='numpy'
+ Array backend: ``'numpy'``, ``'dask+numpy'`` (alias ``'dask'``),
+ ``'cupy'``, or ``'dask+cupy'``.
+ fill : float, default=numpy.nan
+ Value the grid is filled with. The dtype is always ``float32``.
+ chunks : int, str, or tuple, default='auto'
+ Dask chunk specification; only used by the dask backends.
+
+ Returns
+ -------
+ template : xarray.DataArray
+ Empty 2-D raster with ``dims=('y', 'x')``, pixel-center coordinates,
+ and ``attrs`` carrying ``res`` and ``crs``.
+
+ Examples
+ --------
+ .. sourcecode:: python
+
+ >>> from xrspatial import from_template
+ >>> agg = from_template("conus") # Albers, default 5 km cells
+ >>> agg.attrs["crs"]
+ 5070
+ >>> agg = from_template("conus", resolution=1000) # 1 km cells
+ >>> agg = from_template("FRA") # France bbox in EPSG:4326
+ >>> agg.attrs["crs"]
+ 4326
+ >>> from_template("FRA", preserve="shape").attrs["crs"] # UTM 31N
+ 32631
+ >>> from_template("FRA", preserve="area").attrs["crs"] # Equal Earth
+ 8857
+ """
+ spec = _resolve(name)
+ key = spec["key"]
+
+ if preserve is not None:
+ if not isinstance(preserve, str) or preserve.lower() \
+ not in _PRESERVE_OPTIONS:
+ raise ValueError(
+ f"preserve must be one of {_PRESERVE_OPTIONS} or None, "
+ f"got {preserve!r}. (No EPSG-coded projection exists for "
+ f"distance/direction, so those are not offered.)"
+ )
+ preserve = preserve.lower()
+ crs = _preserve_epsg(spec["lonlat"], preserve,
+ spec["area_epsg"], spec["shape_epsg"])
+ bounds = _project_bbox_bounds(spec["lonlat"], crs)
+ default_res = _default_preserve_resolution(bounds)
+ else:
+ bounds = spec["bounds"]
+ crs = spec["crs"]
+ default_res = spec["default_resolution"]
+
+ left, bottom, right, top = bounds
+ res_x, res_y = _normalize_resolution(resolution, default_res)
+
+ width = max(1, int(round((right - left) / res_x)))
+ height = max(1, int(round((top - bottom) / res_y)))
+
+ n_cells = width * height
+ if n_cells > _MAX_CELLS:
+ raise ValueError(
+ f"resolution {(res_x, res_y)} produces a {height} x {width} grid "
+ f"({n_cells:,} cells), exceeding the {_MAX_CELLS:,}-cell limit. "
+ f"Use a coarser resolution."
+ )
+
+ ys, xs = _make_output_coords(bounds, (height, width))
+ # Realized cell size from the integer grid (may differ slightly from input).
+ actual_res_x = (right - left) / width
+ actual_res_y = (top - bottom) / height
+
+ data = _make_data((height, width), fill, backend, chunks)
+ unit = "degree" if crs == 4326 else "m"
+
+ template = xr.DataArray(
+ data,
+ name=key,
+ coords={"y": ys, "x": xs},
+ dims=["y", "x"],
+ attrs={"res": (actual_res_x, actual_res_y), "crs": crs},
+ )
+ template["x"].attrs["units"] = unit
+ template["y"].attrs["units"] = unit
+ return template
diff --git a/xrspatial/tests/test_templates.py b/xrspatial/tests/test_templates.py
new file mode 100644
index 000000000..37d3d6f6b
--- /dev/null
+++ b/xrspatial/tests/test_templates.py
@@ -0,0 +1,297 @@
+import warnings
+
+import numpy as np
+import pytest
+import xarray as xr
+
+from xrspatial import from_template, slope
+from xrspatial._template_data import _COUNTRY_BBOXES, _REGIONS
+from xrspatial.tests.general_checks import (
+ cuda_and_cupy_available,
+ dask_array_available,
+)
+
+
+def test_contract():
+ agg = from_template("conus")
+ assert isinstance(agg, xr.DataArray)
+ assert agg.dims == ("y", "x")
+ assert "y" in agg.coords and "x" in agg.coords
+ res = agg.attrs["res"]
+ assert isinstance(res, tuple) and len(res) == 2
+ assert res[0] > 0 and res[1] > 0
+ assert isinstance(agg.attrs["crs"], int)
+ assert agg.x.attrs["units"] == "m"
+ assert agg.y.attrs["units"] == "m"
+
+
+def test_conus_albers():
+ agg = from_template("conus")
+ assert agg.attrs["crs"] == 5070
+ # north-up: y descending
+ assert agg.y.values[0] > agg.y.values[-1]
+ # x ascending
+ assert agg.x.values[0] < agg.x.values[-1]
+ # within the registry bounds
+ left, bottom, right, top = _REGIONS["conus"]["bounds"]
+ assert left <= agg.x.values.min() and agg.x.values.max() <= right
+ assert bottom <= agg.y.values.min() and agg.y.values.max() <= top
+
+
+def test_case_insensitive_region():
+ a = from_template("conus")
+ b = from_template("CONUS")
+ np.testing.assert_array_equal(a.x.values, b.x.values)
+ np.testing.assert_array_equal(a.y.values, b.y.values)
+ assert a.attrs == b.attrs
+
+
+def test_nyc_resolves():
+ agg = from_template("nyc")
+ assert agg.attrs["crs"] == 32618
+ assert agg.dims == ("y", "x")
+
+
+def test_country_code():
+ agg = from_template("FRA")
+ assert agg.attrs["crs"] == 4326
+ assert agg.x.attrs["units"] == "degree"
+ assert np.isnan(agg.values).all()
+ assert agg.shape[0] > 1 and agg.shape[1] > 1
+ assert agg.name == "FRA"
+
+
+def test_country_code_case_insensitive():
+ a = from_template("fra")
+ b = from_template("FRA")
+ np.testing.assert_array_equal(a.x.values, b.x.values)
+
+
+def test_resolution_controls_shape():
+ coarse = from_template("conus", resolution=10000)
+ fine = from_template("conus", resolution=5000)
+ assert fine.size > coarse.size
+ # realized res tracks the request closely
+ assert abs(coarse.attrs["res"][0] - 10000) < 10000
+ np.testing.assert_allclose(fine.attrs["res"][0], 5000, rtol=1e-2)
+
+
+def test_resolution_tuple():
+ agg = from_template("conus", resolution=(10000, 5000))
+ rx, ry = agg.attrs["res"]
+ assert rx > ry
+
+
+def test_fill_and_dtype():
+ agg = from_template("world")
+ assert agg.dtype == np.float32
+ assert np.isnan(agg.values).all()
+ filled = from_template("world", fill=0.0)
+ assert (filled.values == 0).all()
+
+
+def test_world_grid():
+ agg = from_template("world", resolution=1.0)
+ assert agg.shape == (180, 360)
+ assert agg.attrs["crs"] == 4326
+
+
+@pytest.mark.parametrize("bad", ["does-not-exist", "ZZZ"])
+def test_unknown_name_raises(bad):
+ with pytest.raises(ValueError, match="Unknown template"):
+ from_template(bad)
+
+
+def test_nonpositive_resolution_raises():
+ with pytest.raises(ValueError, match="positive"):
+ from_template("conus", resolution=0)
+ with pytest.raises(ValueError, match="positive"):
+ from_template("conus", resolution=-5)
+
+
+def test_over_fine_resolution_raises():
+ with pytest.raises(ValueError, match="exceeding"):
+ from_template("conus", resolution=1)
+
+
+def test_non_string_name_raises():
+ with pytest.raises(TypeError):
+ from_template(42)
+
+
+def test_bad_backend_raises():
+ with pytest.raises(ValueError, match="backend"):
+ from_template("world", backend="tensorflow")
+
+
+def test_registry_codes_resolve():
+ # every curated region and a sample of country codes build without error
+ for name in _REGIONS:
+ agg = from_template(name, resolution=None)
+ assert agg.dims == ("y", "x")
+ for code in ["USA", "FRA", "JPN", "BRA", "RUS", "FJI"]:
+ assert code in _COUNTRY_BBOXES
+ agg = from_template(code)
+ assert agg.attrs["crs"] == 4326
+
+
+@dask_array_available
+def test_dask_numpy_backend():
+ import dask.array as da
+ agg = from_template("nyc", backend="dask+numpy")
+ assert isinstance(agg.data, da.Array)
+ ref = from_template("nyc")
+ np.testing.assert_array_equal(agg.x.values, ref.x.values)
+ np.testing.assert_array_equal(agg.y.values, ref.y.values)
+ assert agg.attrs == ref.attrs
+ # values match once computed
+ assert np.isnan(agg.compute().values).all()
+
+
+@dask_array_available
+def test_dask_alias():
+ import dask.array as da
+ agg = from_template("world", backend="dask")
+ assert isinstance(agg.data, da.Array)
+
+
+@cuda_and_cupy_available
+def test_cupy_backend():
+ import cupy
+ agg = from_template("hawaii", backend="cupy")
+ assert isinstance(agg.data, cupy.ndarray)
+ ref = from_template("hawaii")
+ np.testing.assert_array_equal(agg.x.values, ref.x.values)
+ assert agg.attrs == ref.attrs
+
+
+@cuda_and_cupy_available
+@dask_array_available
+def test_dask_cupy_backend():
+ import cupy
+ import dask.array as da
+ agg = from_template("hawaii", backend="dask+cupy")
+ assert isinstance(agg.data, da.Array)
+ block = agg.data.blocks[0, 0].compute()
+ assert isinstance(block, cupy.ndarray)
+
+
+def test_downstream_slope_accepts_template():
+ # an empty template feeds the array contract into a real op without error.
+ # slope on an all-NaN grid is expected to emit All-NaN slice warnings; the
+ # point here is that the contract is accepted, so silence that noise.
+ agg = from_template("conus", resolution=20000)
+ with np.errstate(all="ignore"), warnings.catch_warnings():
+ warnings.simplefilter("ignore", RuntimeWarning)
+ out = slope(agg)
+ assert out.dims == ("y", "x")
+ assert out.shape == agg.shape
+
+
+# ---------------------------------------------------------------------------
+# preserve (EPSG-coded projection by property)
+# ---------------------------------------------------------------------------
+
+pyproj = pytest.importorskip("pyproj")
+
+
+def _proj(crs):
+ return pyproj.CRS.from_epsg(crs).to_dict().get("proj")
+
+
+@pytest.mark.parametrize("preserve", ["area", "shape"])
+def test_preserve_contract(preserve):
+ agg = from_template("conus", preserve=preserve)
+ assert isinstance(agg.attrs["crs"], int)
+ assert agg.dims == ("y", "x")
+ assert agg.x.attrs["units"] == "m"
+ assert np.isnan(agg.values).all()
+ assert agg.dtype == np.float32
+
+
+def test_preserve_area_curated_and_property():
+ agg = from_template("conus", preserve="area")
+ assert agg.attrs["crs"] == 5070 # curated US Albers
+ assert _proj(agg.attrs["crs"]) == "aea" # equal-area
+ assert from_template("europe", preserve="area").attrs["crs"] == 3035
+
+
+def test_preserve_area_country_equal_earth_fallback():
+ agg = from_template("FRA", preserve="area")
+ assert agg.attrs["crs"] == 8857 # Equal Earth fallback
+ assert _proj(agg.attrs["crs"]) == "eqearth"
+
+
+def test_preserve_shape_utm_zone():
+ # conus centroid (~-95.85 lon) -> UTM zone 15N
+ assert from_template("conus", preserve="shape").attrs["crs"] == 32615
+ # Japan -> UTM 53N
+ assert from_template("JPN", preserve="shape").attrs["crs"] == 32653
+ # any northern UTM zone for France's (overseas-spanning) centroid
+ fra = from_template("FRA", preserve="shape").attrs["crs"]
+ assert 32601 <= fra <= 32660
+ assert _proj(fra) == "utm"
+
+
+def test_preserve_shape_region_override():
+ # europe carries a curated conformal override (ETRS89 LCC Europe)
+ assert from_template("europe", preserve="shape").attrs["crs"] == 3034
+ assert _proj(3034) == "lcc"
+
+
+def test_preserve_antimeridian_countries_build():
+ for code in ("USA", "RUS", "FJI"):
+ for preserve in ("area", "shape"):
+ agg = from_template(code, preserve=preserve)
+ assert isinstance(agg.attrs["crs"], int)
+ assert agg.ndim == 2
+
+
+def test_preserve_case_insensitive():
+ assert from_template("conus", preserve="AREA").attrs["crs"] == 5070
+
+
+@pytest.mark.parametrize("bad", ["distance", "direction", "bogus", "equalarea"])
+def test_preserve_invalid_raises(bad):
+ with pytest.raises(ValueError, match="preserve must be one of"):
+ from_template("conus", preserve=bad)
+
+
+def test_preserve_resolution_control():
+ default = from_template("conus", preserve="area")
+ coarse = from_template("conus", preserve="area", resolution=50000)
+ assert coarse.size < default.size
+ np.testing.assert_allclose(coarse.attrs["res"][0], 50000, rtol=0.05)
+
+
+def test_preserve_none_unchanged():
+ a = from_template("conus")
+ b = from_template("conus", preserve=None)
+ assert a.attrs["crs"] == b.attrs["crs"] == 5070
+ np.testing.assert_array_equal(a.x.values, b.x.values)
+
+
+@dask_array_available
+def test_preserve_dask_backend():
+ import dask.array as da
+ agg = from_template("FRA", preserve="shape", backend="dask+numpy")
+ assert isinstance(agg.data, da.Array)
+ ref = from_template("FRA", preserve="shape")
+ np.testing.assert_array_equal(agg.x.values, ref.x.values)
+ assert agg.attrs == ref.attrs
+
+
+@cuda_and_cupy_available
+def test_preserve_cupy_backend():
+ import cupy
+ agg = from_template("conus", preserve="area", backend="cupy")
+ assert isinstance(agg.data, cupy.ndarray)
+ assert agg.attrs == from_template("conus", preserve="area").attrs
+
+
+def test_preserve_downstream_slope():
+ agg = from_template("conus", preserve="area", resolution=20000)
+ with np.errstate(all="ignore"), warnings.catch_warnings():
+ warnings.simplefilter("ignore", RuntimeWarning)
+ out = slope(agg)
+ assert out.shape == agg.shape