diff --git a/.gitignore b/.gitignore index 527d578..d2327d3 100644 --- a/.gitignore +++ b/.gitignore @@ -1,12 +1,20 @@ best-model.pt +examples/best-model.pt +is3g/best-model.pt /.vscode/ /is3g/_version.py +.tissuumaps +plots +run_experiments.py +benchmark.py +simulated_data.csv # Byte-compiled / optimized / DLL files __pycache__/ *.py[cod] *$py.class - +benchmark.py +iss_simulated.csv # C extensions *.so diff --git a/README.md b/README.md index 607695a..1e5e9ab 100644 --- a/README.md +++ b/README.md @@ -1,4 +1,4 @@ -# issseg +# IS3G In Situ Sequencing Segmentation @@ -10,7 +10,7 @@ Use the package manager [pip](https://pip.pypa.io/en/stable/) to install is3g: ## Usage -Jupyter notebook examples using the `is3g` python API can be found in the [examples](examples) directory. +See [example.ipynb](this) Jupyter Notebook for a minimal example. You can also use the `is3g` command to execute is3g from the command-line. For example: ```console @@ -28,19 +28,26 @@ $ is3g --help Usage: is3g [OPTIONS] CSV_PATH CSV_OUT Options: - -x, --x TEXT TODO - -y, --y TEXT TODO - -l, --label TEXT TODO - -r, --radius FLOAT RANGE TODO [x>=0] + -x, --x TEXT Column in the CSV file where the x coordinate is stored for each gene. + + -y, --y TEXT Column in the CSV file where the y coordinate is stored for each gene. + + -l, --label TEXT Column in the CSV file where the gene labels are stored. + + -r, --radius FLOAT RANGE Approximate radius of a cell. [x>=0] + --remove-background / --no-remove-background - TODO + Specify whether to automatically remove genes from low-density regions. Default is true. + --version Show the version and exit. + --help Show this message and exit. ``` + ## Support -If you find a bug, please [raise an issue](https://github.com/wahlby-lab/is3g/issues/new). +If (when) you find a bug, please [raise an issue](https://github.com/wahlby-lab/is3g/issues/new). ## Contributing diff --git a/examples/data.csv b/data.csv similarity index 100% rename from examples/data.csv rename to data.csv diff --git a/examples/minimal_example.ipynb b/examples/minimal_example.ipynb deleted file mode 100644 index 04916d9..0000000 --- a/examples/minimal_example.ipynb +++ /dev/null @@ -1,299 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pylab as plt\n", - "import pandas as pd\n", - "import seaborn as sns\n", - "\n", - "from is3g import is3g" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Load data from `data.csv` using `pandas`:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "df = pd.read_csv(\"data.csv\")" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Run `isseg` with a radius of 22.5:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Training on device: cpu\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d5607d0f9d4f4579bb01d44da3718dcb", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/500 [00:00\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
XYGeneCell typeResult
024.33659363.595161Gene 1Type 12
127.95523075.975694Gene 1Type 12
226.04829778.880727Gene 1Type 12
320.03942796.890211Gene 1Type 12
418.062304101.708686Gene 1Type 12
..................
773493.795596349.209575Gene 6Type 60
774522.732829725.955679Gene 6Type 60
775427.541018897.110260Gene 5Type 60
77625.419127887.086424Gene 6Type 60
777107.891427779.875546Gene 5Type 60
\n", - "

778 rows × 5 columns

\n", - "" - ], - "text/plain": [ - " X Y Gene Cell type Result\n", - "0 24.336593 63.595161 Gene 1 Type 1 2\n", - "1 27.955230 75.975694 Gene 1 Type 1 2\n", - "2 26.048297 78.880727 Gene 1 Type 1 2\n", - "3 20.039427 96.890211 Gene 1 Type 1 2\n", - "4 18.062304 101.708686 Gene 1 Type 1 2\n", - ".. ... ... ... ... ...\n", - "773 493.795596 349.209575 Gene 6 Type 6 0\n", - "774 522.732829 725.955679 Gene 6 Type 6 0\n", - "775 427.541018 897.110260 Gene 5 Type 6 0\n", - "776 25.419127 887.086424 Gene 6 Type 6 0\n", - "777 107.891427 779.875546 Gene 5 Type 6 0\n", - "\n", - "[778 rows x 5 columns]" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Display df\n", - "df" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plot results using `seaborn`:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Segmentation')" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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//318Pt9ujX1nY9pZbrebe+65h+uvv57vfve7JJNJ7rrrLi644AKeeeYZvv/973PzzTfj8/k49dRTmTVrVttYbqvTTjuNK664ggcffJD77rsPx3E6TcSMGzeOd955h+uvv56bb74Z27aZPn069913X9u+oiIiewPD0W5XIiIiIiIiIiIiX5pt2+Tn53Paaadx5513dnc4IiLSw2iPGBERERERERERkZ0UjUY77Nny3//+l5qaGg477LDuCUpERHo0rYgRERERERERERHZSW+++SY//OEP+frXv05ubi4ff/wx//73vxkzZgzz5s3D4/F0d4giItLDaI8YERERERERERGRnTR48GAGDBjAX//6V2pqasjJyeH888/nN7/5jZIwIiKSllbEiIiIiIiIiIiIiIiIdBHtESMiIiIiIiIiIiIiItJFlIgRERERERERERERERHpItojZifYtk1ZWRnBYBDDMLo7HBERERGRLuc4Do2NjZSUlGCamr8lX0zjJhERERHZm+zKmEmJmJ1QVlbGgAEDujsMEREREZE9bsOGDfTv37+7w5BeQOMmEREREdkb7cyYSYmYnRAMBoHWb2goFOrmaEREREREul5DQwMDBgxoexYW+SIaN4mIiIjI3mRXxkxKxOyErcvqQ6GQBhQiIiIisldRiSnZWRo3iYiIiMjeaGfGTCr2LCIiIiIiIiIiIiIi0kWUiBEREREREREREREREekiSsSIiIiIiIiIiIiIiIh0ESViREREREREREREREREuogSMSIiIiIiIiIiIiIiIl1EiRgREREREREREREREZEuokSMiIiIiIiIiIiIiIhIF1EiRkREREREREREREREpIsoESMiIiIiIiIiIiIiItJFlIgRERERERERERERERHpIkrEiIiIiIiIiIiIiIiIdBElYkRERERERERERERERLqIEjEiIiIiIiIiIiIiIiJdRIkYERERERERERERERGRLqJEjIiIiIiIiIiIiIiISBdRIkZERERERERERERERKSLKBEjIiIiIiIiIiIiIiLSRZSIERERERERERERERER6SLdmoh5++23OemkkygpKcEwDJ588sl2/Y7jcMMNN1BcXIzf7+eoo45i5cqV7Y6pqanh3HPPJRQKEQ6Hufjii2lqamp3zCeffMLBBx+Mz+djwIAB3HLLLV390URERERERERERERERLo3EROJRJg0aRK33XZb2v5bbrmFv/71r/zjH/9gzpw5BAIBZs6cSTQabTvm3HPPZcmSJbzyyis8++yzvP3221x66aVt/Q0NDRxzzDEMGjSIefPm8bvf/Y4bb7yRf/7zn13++UREREREREREREREZO9mOI7jdHcQAIZh8MQTT3DKKacArathSkpKuOqqq7j66qsBqK+vp7CwkLvvvpuzzjqLTz/9lLFjxzJ37lz23XdfAF588UWOP/54Nm7cSElJCbfffjs/+clP2LJlCx6PB4DrrruOJ598kmXLlqWNJRaLEYvF2r5uaGhgwIAB1NfXEwqFuvC7ICIiIiLSMzQ0NJCVlaVnYOmUxk0iIiIisjfblTFTj90jZu3atWzZsoWjjjqqrS0rK4vp06fz/vvvA/D+++8TDofbkjAARx11FKZpMmfOnLZjDjnkkLYkDMDMmTNZvnw5tbW1ae998803k5WV1fbfgAEDuuIjioiIiIiI9FoaN4mIiIiI7Jwem4jZsmULAIWFhe3aCwsL2/q2bNlCQUFBu36Xy0VOTk67Y9JdY/t7fN71119PfX19238bNmz46h9IRERERESkD9G4SURERERk57i6O4CeyOv14vV6uzsMERERERGRHkvjJhERERGRndNjV8QUFRUBUF5e3q69vLy8ra+oqIiKiop2/clkkpqamnbHpLvG9vcQERERERERERERERHpCj02ETNkyBCKiop47bXX2toaGhqYM2cOBxxwAAAHHHAAdXV1zJs3r+2Y119/Hdu2mT59etsxb7/9NolEou2YV155hVGjRpGdnb2HPo2IiIiIiIiIiIiIiOyNujUR09TUxIIFC1iwYAEAa9euZcGCBaxfvx7DMPjBD37AL3/5S55++mkWLVrE+eefT0lJCaeccgoAY8aM4dhjj+WSSy7hww8/5L333mPWrFmcddZZlJSUAHDOOefg8Xi4+OKLWbJkCQ899BB/+ctfuPLKK7vpU4uIiIiIiIiIiIiIyN6iW/eI+eijjzj88MPbvt6aHPnWt77F3XffzTXXXEMkEuHSSy+lrq6Ogw46iBdffBGfz9d2zv3338+sWbM48sgjMU2T008/nb/+9a9t/VlZWbz88stcfvnlTJ06lby8PG644QYuvfTSPfdBRUREdqCptoZELIplucjICuPyeLo7JBERERERkR7DicVxIs1gOxg+L0ZmRneHJCKySwzHcZzuDqKna2hoICsri/r6ekKhUHeHIyIifUQsEmHD0kW8ee+/qC/fgsvtYfwRR7PfKV8nmJPX3eGJyF5Oz8Cyq/QzIyIiXcGuriP57NvYi5a3JmJKCnCffhRG/0IMt7u7wxORvdiuPP/22D1iRERE+rr1ixfy1O9/SX35FgCSiTgLXnqOZ/74GyJ1td0cnYiIiIiISPdyahuI//1B7IXLwG6dS+6UVRC/7X845dXdHJ2IyM5TIkZERKQbNNXU8Oa9/0rbt3nlMhoqK/ZwRCIiIiIiIj1Lat0mqG3o2GE7JJ99C6cluueDEhH5EpSIERER6QbxWMsOky2bVy3fg9GIiIiIiIj0PPbilZ33rd2EE4vvwWhERL48JWJERES6geVyYVquTvsD4ew9GI2IiIiIiEjPY2Rndd4Z8GOYerUpIr2DfluJiIh0g4xQmDEHHZq2z+X2UDRs5B6OSEREREREpGex9h3XaZ/rsGkQDOzBaEREvjwlYkRERLqB2+tlxpnnkT9oSLt2y+3mlGtvIDMnt5siExERERER6RmMcBDXN44Fo327OXYY5uTRGIaR/kQRkR6m85ooItLjbamPsrYqworyRgbnZTCiIEhJ2N/dYYnITgrl5XPaj2+ibstmylZ8SjAnj5KRo8nMycNy6U+0iIiIyFfVErepb4FVW1IADC+yyPKD36N5qSK9geHzYk0ejTl0APaq9RCNYY4YiBEOYWRmdHd4IiI7TW95RHqp0uoI5/5rDhtrW9ra8jI9PHDJ/owsDHZjZCKyKzLDOWSGc+g/uvMl9yIiIiKy65qiNq8vTfLc/ES79uMnuzlynJtMn2bSi/QGhteDke/BzNc+miLSe2kKiEgvVBOJ8/3/zW+XhAGoaopz0d1zKW+IdlNk0htE6mqp3rSBmrKNNDfUd3c4IiIiIiJdYlOt0yEJA/D8ggSbauxuiEh6CyeewK6uw95ShV1Tj5NKdXdIIiLSy2lFjEgvVBOJsXBj+hfoG2tbqGqMURjydeizbYfyhihVTTESKYf8oJe8oBe/2+rqkKUHSCbilK9Zxct3/JWaTRsByB80hJnf/T/yBw3BtPRzICIiIiJ9Qyzh8NInHZMwW720KMHgfBOvu+OqmEjMprEFIjEHnxtCfoOgX/NY9xZOfSOJF9/D/mgxpGzwerAOm4ZrxmQMbQwvIiJfkhIxIr1QS2LHs3EaY8kObfFUigXr67js/o+paooD4HWZXHn0SM7cdwDZAU+XxCo9R335Fh6+6cfYqW0/H5Wla3nwxms5/5ZbyS4q6cboRERERER2n0TKob7Z6bS/vtkhkXI6JGLqIjb/ez/OgtJtY64BuSbfOcJLfkjJmL7OibSQePgl7E/XbGuMxUm99B4kU7iOmYHh1qs0ERHZdXqKEOmFwn4PXpdJUcjHN/cfxHcOGcoBQ3MBMAzSroYpq43yzX9/2JaEAYglbW5+YRnz1tfusdileyTjMeY+83i7JExbXyzGotdeIqXl9iIiIiLSR/jcBqNLTEwDJg60mDnRzYEjXWR8Nv9sdImJ73NJmGjC4YmP2idhADZU29z2SpT6ZpUz6+ucxkj7JMx2Um9/hNPQtIcjEhGRvkJpfJFeKD/o5c7z92VLQ5SnF5TRGE1wwLBcLj1kKLNXVZGbZnXL84s2E0umHzj88eUVTBkQJjfT29WhSzeJtbSwecWyTvs3frqERLQFK5C5B6MSEREREekaLsvg8LEuxvWzmF+aYllZinCGwbkHellfleKgUW5cVvtETGOLw4er009O2lznUNfskJWxJ6KX7uLUNnTemUhCNLbnghERkT5FiRiRHqomEqesroUXF28BYOb4QvqHM8gOeGiOp3h64SYenbep7fiFG+t5dN5GHv7OAYT87nbXsm2HRZs635R9XXWEeEqzu/oyl9tNICeXmrKNaftDefm4PCpPJyIiIiK9h2071EQcVmxOsanWZnC+xdACk9zM1uIfkRj8/dUYWys7lwIL16c4fZqboL/j9aIJB7vzambURRwG5e3+zyE9hxFI84OxPY97x/0iIiKdUCJGpAeqaorx2xeW8ci8bS/N//bGKs7ctz/XHjuaTXUt7ZIw286Lc9sbq/jlqePxb1e31jQN9hmYzQufJXU+b1h+Jl6XNmrvy7wZAaafeiYbFi9M2z/1xFNwuZWIEREREZHewXEcSqtt/vR8lG1bZCYJeOHqE/wEfQb/fSdOuu01H/8oweTBLvyfe/z1uQ0ss3V/9nRyAkb6Duk7sjIxskNpV8aYowZjBLQkSkREvhztESN9QktjA5Wla1n46gsse+9t6sq3kIj33iXDn2ysb5eE2erhjzaysbaZZxdu7vTcZxZupi6S6NA+c1wRfnf6ZMuPZo4iJ005M+lbCgYN5cAzz8Mwtv3qN0yTIy78LjnF/bsxMhERERHpak4yhV1TT2rRCpLvzcdevxmnMdLdYX1pdc0Of38ltl0SplUkBne+EaUxarOxJn1GxXFgfVXHvqwMg4NGpp+vOjDXJCtDiZi+zswK4r70DMhqX7LZKMnH9fWZGBkd92MVERHZGVoRI71epK6W1+76Bys/eK+tzbRcHH/FVQzdZxpub+96UGqMJrjz7fSbAwI8t2gLiR2UEbMdh3Sr6UvCPv53yXRm/W8+G2tbAAh4LH58whgmDQh/xailN/AHg0w5/mRGHXgIFWtXY5gmBYOHkpGVjcfXu/6diIiIiMjOc5Ip7HWbSPzrMYhvm7RlDOmP5/yTMLKC3Rjdl1Pf7NDQkr6OWFmt0+mqlq2cNKd6XAYnTHETTzl8sCrVdsyIQpMLD/USytBc1r2BWZiH5/++iVNdh1PbgFmQgxEOYoS0n6aIiHx5SsRIr+Y4Dsvff6ddEgbATiV59i+3cOEfbyenpHfN9E+mHOpbOq5o2Wr++lquOGIEd81el7b/hInFhP0d69a6LJPJA7N57HszqInESaRscgMeCkJe3JbKku0tvP4MvP4MsotKujsUEREREdlDnIYmEnc+2rrZ+PbtazeSfHUOrpMPw3D3rtcD8eSO+20HSrINymo7ZlwMYFB++qRKVobJN/b3cvxkh+aYg89tkOmDTJ+SMHsTMxyEcO9LUIqISM+lJwnp1SJ1Ncx9+rH0nY7D8tlv79mAdoOgz8WRYwo67Z80IExNJM4xYws79IUz3PzgqJFkeDsfRBWGfIwpDjGxf5h+2RlKwoiIiIiI9HF2aVmHJMxWqQ8/6ZUlysIBA6OTSmFeFzS2OJy8jwdXmrceJ05xEfJ1XmbM7zEoCJkMzrcoCptKwoiIiMhX1rumvIh8jmPbNNfXddpfX1G+54LZTVyWyZn7DuDeD0qpa26/Miac4eaQEflcdM9cbjxpHIeMzOeJ+ZtojCaYMSyPUyaXMDi34+aByZRNeWOMLfUtxBI2/bP95GZ6CewgYSMiIiIiIn1EXWPnfYlk57vT92Ahn8ERY128tqRjgum4SW7eWpYkmnC47GgvH65OUVqVIpxhcMAIN0MLDHyejomYpqhDQ4tNXbND0GcQ8htkqRyZiIiI7AZ6Cyu9msvjo2j4KMqWL03bP3jy1D0c0e7RP9vP49+bwe9fXs5LS1qTSTPHFXLl0SP58eOLSKYcfvrkYgblZnDsuCL8HouFG+r5dHMDkwdmt7tWPJniw7U1XPbAxzS0tA5SXKbBrMOHc/6MweQEPHv884mIiIiIyJ5jDOq8LK2RHcLwdCxt3NP5PAbHTXJTmGXy3IIE9c0OeUGDr031kJtp8OS81klta8pjTBlsse8QF00xh+cXxPnBcR33R6yN2NzzdoxPy7YlpYqyDC4/xkdBSMkYERER+WqUiJFezR8Mcuh5F/K/G67psNtiZk4uJSPHdFNkX41hGAzNz+R3Z0ziJyckMIAsv5sMj8XJk/vx4bpaAEqrm7nj7TUA+NwmN508tt11mmNJNtW1cMFdc0na274/Sdvhz6+tZFRxkOPGF++xzyUiIiIiInuemRfGKMnHKavs0Oc6+XCMrN65CXnQb3LIaINJAy1SNris1j1eqhptvG6IJSBpw9w1KSAFwGnT3GT5t62GcRyHumaHR+bE2yVhALbUO9z6UpSrT/BpZYyIiIh8JXqSkF4vb+AQzvjxL8gu/myWl2EwdJ/9+MbPf0MoL797g/uKAl4X/cJ+SsJ+Al4XhmFw7PgiLpgxGHO7lfRTB4V57oqD6Bf2t7VVNES5f04pD320oV0SZnt/fmUl1U2xrv4YIiIiIiLSjYxQJu6LT8ecOhbMz14DhIO4v3kS5ohB3RvcV2QYBuGASW7QbEuW5AQMrjzOR3C7hS8+F5y1v5uDRrkwPxtMJVIOKzan2Fhj8/G6VNrrVzQ41EXSj6dEREREdpbhOI6eKL5AQ0MDWVlZ1NfXEwqFujsc6URTbS3xlgimZeEPhvBmBLo7pC7TGE1Q3RSnoiFKTqaXBetreXVZBf3Cfs7ctz8FQS+3vLicSDxFPGXz4uItaa8T8Fi8etWhFGf50/aLiIjI3kvPwLKr9DPT8zmxBE5TBFIp8HowQpkYne1438vZjkN9c2sSxTRbt8F5f0WSSMxh2jAXQ/JNWuLwiyda+PbhXv75eucT1C472sukgSooIiIiIu3tyvOvniSkz8jMzobs7C8+sA8I+twEfW4MA75xxwdsaYi29f373bU8PetAHpm3kQn9sjh4ZB4vLk5/nZGFQeIJm5Z4Er9Hvw5ERERERPoyw+vG8Ia7O4w9wjQMsgMGHpfNK4uSvLAw0dY3b12Ko8ZZxJIGtgOmAS6ztYxZOiGfQX2zrfJkIiIi8qXpKUKkl4rEEvz6+U/bJWG22ljbQtJ2mL+hjikDsgl4rLTX+L+jRnD7m6uYv6GOaCL9UnwREREREZHeqqrRaZeE2cqyTNZXt2ZeFpSm2H9E+olpo0tM6podXl6UoC7SSaZGRERE5AsoESPSS1U0xHhlaXnaPrdlsrXCwB9eWc6fz5rCsPxtpdqmD8nm6VkHsrK8kVjK4cO1NWyqbSGZ0sBCRERERET6hljC4f2VybR99c0OecHWQdOc1UmGF5ocONKF9dlbEtOAiw/zcNwkN4s2pIgmoKzWpqFFYyYRERHZdapFJNILxZM2FY0x7E52eJqztpojRxfw6qcVLN7UwC+eXcJFBw6hX9hPwOMiw2txzp1zaIptG5T8463VPPDt/ZkyMNxn60SLiIiIiMjeoznu0BJP3ze/NMnFh3qZtzaF48A978Q5YLiLS4/wkrKhX7bB43MTLFy/rXLAu8uTTBtqceb+HkJ+zWsVERGRnWc4jtPJq1zZSptOyp5k2w7ljVGqGmMkUg75QS/5QS8+97byYpvrW3h24WaemL+JpZsbOlzD77Z4ataB/PypJby/prqtfVRhkL+ePZk3llUwrCCTeNLBweHxjzfx+rIK8oNenp51IMVZ/j3yWUVERKTn0jOw7Cr9zMie1ByzaYhCU9TB74ag3+iQHHlnWRzLNLjnnfTZmNP3c5PpM/jf7Djxz+aouS04a383WRkG0aSBaYBlwvoqmzc/TRCJwaxjvEwYoHmtIiIie7tdef7Vk4NID5JI2izYUMf37p9HVVPrYMFjmVx59Ai+sd9AsjM8ADgO/PeDdfzshLF87/6PSX1uacwBw3J5Y1kF3z10KDedPI6KxijhDA9rKpsAeGtlFb95cTkAmV4XFx00mKmDsvndS8upboorESMiIvI5TbVRasoiVJdFyCnOIKckk2COr7vDEhHZK9VFbB78IM78ddtWq/TPMfnukV7yQ9uSMQ0tkJUBg/NN1lW2LynmcUG/bJPZK5L89Gt+GqIOjgN+DzTHHNZV2by4ME7zZzmcYYUmFx/m5d5347y6OMGIQgufR5UEREREtnKaozgNTdir1wMG5oiBGMEAhl/jJlAiRqRHKatv4bx/zyGW3DZIiKdsfvPicgbnBThoeB6ZPjeZXhdD8zLZVNvM3RdO48631zCvtJacTA9n7juAkrCfax/9hP7Zfh757gGMLAoC4DINvnPvPNZVN7ddvymW5K+vreLaY0cxbXA2sWSqQ1wiIiJ7s9ryZp7608dE6rbNqPYH3Zzyw33IKQns4EwREdndYgmHp+a1T8IAbKyx+dvLUa6Y6SU308QwDMb1t/jjC1GuPdHHnNUp5qxKEk04jOlncchoN0/Ni7Ou0uao8Q4jilorEDS02Gyotnl8bqLd9VeX29z7bpzT9/Pw6qIEKccBlIgREREBcJqaSb76Aam3P2rXbh0zA+vgqZgBTfpWIkakh0ikUjz3yeZ2SZjt/emVlaRs2G9INvlBHz8+fjT3fVDKR6V1jCgMctKkEhqjSZ5asImFG+sBcFlmu/1eapvj7ZIw2/vPu+u49rhR5AeVpRYREdmquSHOi3csapeEAWhpTPD8Pz7h1Kv2IZDl7aboRET2PrXNDh+sSj95bEu9w8Yah0jUZkCeSU6mwYhCk4oGh9LKFMdNcuN2wdoKm3+8GmXrlpnmdhXNHAeenZ9Ie/3aiEM04XDACAu/VsOIiIi0sTds6ZCEAUi9PBtzxCAYNqAboupZlIgR6QEcx6G0upklZR33e9mqtCZCNJnintnr+L+jRjA0L5NLDhnKkrIGvnffx2nPOW//QeQGPG1fL93c2On1K5tiDMwJkJ/p6fQYERGRvU1LU5yaskjavvqKFloa40rEiIjsIXURm4p6G3sHO93WRRwemRPjh8f5yQuafOsQL5GYQ1mdw7L3O+4VE/BC0LctqRJPQnVT5zfYXGszc6Ib01AiRkREBMBpiZJ6fU6n/am35mIOKMLwuPdgVD2P+cWHiEhXK2+IcvPzyxhW0Hl5k2H5mZTVtXDXe+uoaIxhOw4frKmhpinOwSPyOhw/viTEseMK262IGZiT0en1MzwWhSEvfo/ys58Xqa+jdksZ9RXlxKPR7g5HRET2oFQ8/UrVrRKxHfeLiMju82lZipQNrh28yQgHDGojsKai9fdzIgkPfxDn69M9WJ87zzTg4sO8hDO2jZksEzJ2MDdtQK5JVoZepXyek0jg1NRjV9bgNDR1dzgiIrInJVM4Tekr8AA4DRHQVghaESPSE9RE4ry2rILz9h9EhseiOd7xl9OFBw7mL6+tJBJPEUvYVDTG+NmTi3EcuOGksZw4sYSXlmwhmbI5emwhh40qoCirff3FscVBQj4XDdFkh+tfdtgwXJbJq5+WM29dLUPyA+w/NJeSLB+uz49Y9hLxaJQtq5bz2n/+Qc2mDZiWxcjpB3LQ2d8iq6Cwu8MTEZE9wJfpxrQM7FTH2dGGARnBvXtWl4jInhKJ2ryxNElJtsn04S7eW9FxTNM/x6S2ySFlQ1mtTTLl8PrSBEs32UCSy4/2snB9ii11NgUhk0PGuCjOMjHNbYmYrAyDoye4eWpex/JkHhdMzDOxNyZIzY/hJMCa4sXMtTBCe+eYCcCubSD54rvYH38KqRRGXhjX147EHNYfw6dVoyIifZ7fizliIKny6rTd5qjB4FUFnr33SUGkB0l+trb+jeXl/Otb+9I/e1sCJeCxuGbmKFaUN7GhpoXsDDd+t0VpTTOxpE08ZfPTJxfz51dXkB/00j87g7veW5c2mVOc5ef+S/Yn73Plx06bUsJx44s54/bZfPuej7j9rdVc8+gnHP3Ht/h4fS3J1N4527eydA2P/PKn1GzaAICdSrFs9ts88suf0Fhd1c3RiYjInuAPeZh0ZPp6xuMO6Yc/pAGFiMieYGOQSDnMWZXkyHEuDhhusV3+hOGFJqdNc/PM/NbyY4PyTJqirccDLN2U4m8vx6hpcigKm9S3OLy6OIFltb+PZRocONLF9GHtOwJe+H/HeXG/2kz0JzUkHo2QfCpC7MYa4vfUY9fvnTN9nYYmEv9+DHvuYki1fg+cqrrWtnWbujk6ERHZEwyXC+vgqZCu9JjPg7XfBIy9dJL39rQiRqQHyA14CXpd7DMwh9+8sIy/nTOFqqY48aSNYcBDczfw5vJKAC4/fDgFIR+rKtsv995cH+WhuRu2a+k4c9c0DcaXhHhm1kFsqmuhtjnBkLwMgj43//fgfDbXty+7FUvaXHz3R7z4g4Ppl915WbO+qKWxgbfu/U/rbp2fU1++hYp1qwnmdiwJJyIifYvbYzH56IH4g27mvVhKLJLEm+Fi8lEDGHtQCR6fHqdFRPaEgAemDXWxaEOKeWtTFGSZXHOSm5omB7cFpVU2/3ojRnMcQn6DwXmtL3y230/GdmDRhm0Jk2lDrc/fBoCsDJNvHODh+MlQXm+T4TXIyzQIbk4Se7Zj6ZXUR3GsqXHMGf6OF+vj7IoanLLKtH3JJ1/HvLwQI9h5CW4REekbjJwwnivOJfH4yzhrywAwhw/EddpRGNlZ3Rxdz6CRo0gPUBDy8vOTx+FxmXyysZ7v3vsxt5wxkb+9vooFG+oA8LpMfnnKeKYOyuapBZsYXpCJxzKJp1mt0j/bT7iTwsaGYVAc9lMc3jZIWFneyAdratIe3xhLUlrdvNclYhKxGJtXLuu0f+38eQybOn0PRiQiIt0lI+hh0hEDGL5vIamEjeUyycjyYGlWl4jIHmOaBtOHu4jEHEqrbBZvbE2oJFLw2uIEsc8qlY0sMjnvIA+VjQ7NcZt9h7p469OOZcwADhrpxtxuT83tBbwmAS8UhT9L6DTbJF7pvP594oVmrAlejODe9bfBXrOh0z6nogYnlsAI7sGARESkWxiWidGvAPdFp0NLFDAwMnwYGb7uDq3HUCJGpAdwWybHjC2krL4Fl2mwpSHKDx5awAUzBnP54cOJJ20KQl7WVkU4+k9vk7IdZo4r4vtHjuD3Ly9vdy3LNLjl9IkUhnykbIeKxijRhI3XZZIf9OL+3EujsroWSqs7H1AA1Ld0rI/c1xmmiT8YoqWxIW1/MC9/D0ckIrLzbNuhuT5GKulguUwCYQ9GJy+aZOeYlkkwW4MIEZHulJtpcsx4F8/Mb02sPDUvwaRBFhcc4sUBPBaEAwa3vRKjvN7BNGDWMV4WlKaob26/0n1cf5Pi7Na/jXbEhshnE9wCJmag/ZjJidrYaxM4jR1Xy7dpsnFSDnvbX1sjawdZFo8bNGlBRHowu7kFWmJgfJY00L5WX5kZ8ENg71shujOUiBHpIUJ+Ny7T4IQJxTy1sIyaSJw/vrICALdlcOf5+3LNo5+0Hf/Ski0UZ/m47Zx9ePzjjWyobWZS/zCXHDKUQTkZbK5vYUt9lKqmGMu2NPLU/E2cOKmEc6cPJD/Y+iIpnkzx73fXMr5fFjkBDzWReNrYRhTufVOYAuEw+xz/Nd576N6OnYbBiP1m7PmgRER2QnNDnBUfbmHei6VEmxJkhDxMO3EIw/bJx5+p/UxERKR3ywpYHD4W3lnemoxZWJpiYWnr6piZE92UVqYor29NmNgO3P9enG8e5GHlFpslG1N4XHDkODcjikyCbrDLEjiVNk6zTXJ2FGIO7m8GMfu5MD7bhMaps0k+2oQ1yYu9NP2YyZzgxcjY29IwrWVnsExIU6nB2n8iRubeVVlBRHoHJ5XC2VJN4olXcdZsBMPAHDcc10mHYeZnd3d40kdpaoJID5LhdXHdcaOZMjDcrv2YsYW8u6rj5vB3z17HT55cxJjiEDecOI4rjx7JsPxM1lRFuPz+jzn177O55L/zeGVpOdcdP4a3V1Rxy4vLaYy2rnCpjsR58MP1PPjher532LC0MZ08qYS8vfDFnWlajD/8aAZNnNKu3TBNTvj+NQRzc7spMhGRzsWjSea9sI73Hl1FtKn1d31zQ5y3HljOojc3kYzvnRsJi4hI35KbaXLhIZ4Oiy0mDLBYtrl9QqC6yeFvL8corUpxzgw3X5vqZt+hLoIJh+RTEaI31RL7Yx3x/zZiDnBhHeAj9stanMptfzNTi+PYa5KYg9yQleY1igfcx2dgePa+VyxGKBP3RaeB1X6/HWNwCa7D98Nwa/6viPQ8TnUd8b/e15qEAXAc7MUrid96P3ZNffcGJ32W/iKK9DDFYT93nr8vW+qjLC9vpCjkY3RRkJ8+uTjt8XXNCe56by2DcjPIC3qIp2xOv302zdu9bPtkYz2X3/8xd56/L9/+71wuO3w4QZ8bx4GWRIo5a2uY2D/Mr08dzz/fXsO66mbCGW7OP2AQ39x/cKf7zfR1mdk5HD/rKhqqK9n06RJ8gSD9Ro8lkJ2D26vlqiLS87Q0xln05sa0fR+/WMro/YsI5WmZuIiI9G4+j8E+g10MK7TYWGOTSMLAfJN4ovPSYcvKbKYOcSitTjEqbJJ4tInU29FtBzQ7JJ9rxnWEH2tfL8nXm3F/PYjhMqClNbkTv68B7yUhkm+2kJofgxSYYz14zs7EyLc6uXPfZrhdmMMH4rnuYux1ZdAYwRjcDzMnCyMU6O7wREQ6cOIJkq/NgUSa/cOamrGXrMI4aB+VdpbdTokYkR4mZTs0x5LMXVfD6somBmZnMCg3g8NHF/DC4i1pz5k8MMzqiiYOGpHHf2eXtkvCbBVL2jz7yWaOGlNIeX2UIXkBMr0uDh6Rz1srKrnznTWMLMzkWzMGUxD0EU2kGFWYSX6wdyYckvE4kboatqxZRbSxkeIRo8jMySMjFNql62RkhcnIClM0dEQXRSoisvtE6uM4nbyDSiVtok0JJWJERKRPiCYcaiIOy8qSWKZBVsAgO8PA64ZYJ1tcZgcMEkkTp9Em9U407THJt1rwXBEm8VgTrhNtjKCFOc4Lj0Zwqmxif63DmuHH890sMMCpTmHkWBhW73xh5zREsGvqccrKMbJCmMV5EA5imDu/usdwuzByw5i54a4LVERkd2mJYa8s7bTbXrwKa/rE1n2uRHYjJWJEepilZfV8458ftEum/P7lFTz7/YPID3qpbIy1O9404IIZQ/hwbTVuy+C91R1LmG21YEMtJ0woJtPX+k8/5Hdz/XGj+WBNNbGkzYryJm56ZikAx44r4pgBfhKVlViZmZj+3vPiLhGPUfrJfJ79029IJbfNcBg2dTpHXTqLzLDqfYpI3+T27ng2rrUXlkwREZG+p77Z5r5343yyYduY6bUlSU7ax8VxE908Oa9jJmZ8f4vSKpvpw1w45UnobPFMCkg6GFlm62oYwMwzMSe4sRclIA6pN1tIvdkCHvD+PAcn6UCjjRHsXX9n7doGEnc9gbOxfFujz4PnO2fCgKJdSsaIiPQalomR4cepa0zfHwyAfv9JF9BPlUgPUtEQZdb/5ndY0RJP2Vz98AIe+PZ0DhuZz9bVkcMLMvnLWVNYWd7AOdMHEfC4KQj6Or1+XqYX24H8zG2rXIbmB3h61oEcNaYAr8skP9PDs98cx2+KaqiadRnrvnEWm2+8idjq1djx9BtT9jRN1dU8/Ydft0vCAKyeN4elb72GbWuPBBHpm/xBN8Hc9H8HckoC+PfCPb9ERKTvWV1ut0vCbPXMx0kmDbQ4Yz83mZ/9OXRbcPAoFwePdjEkzyTD62B4v2D1isto3fPF3/rKxAhZeL6dhfsbmRjZJrjBPMKH7+c5JF9pIfb/aoj+rpbk+y3Y9b1jrOHE4iSfeat9EgYgGid+xyNQ39Q9gYmIdDEjMwPriP067XcdvA+Ga+8sNyldSytiRHqQmuY4pdXNaftyAl6e/aSM8f2y+MFRI3BbBikHmmJJ5q+v5Q8vL+OW0ydx6SFDePXT8rTXOGNqfyb0y6Iwa9tLOo/LYlRRiFuPHYh9aCGW20XtXf9h8333tx3T8NRTND7/PIPuvw//xIm790N3gdUffYBj22n7PnrmccYefDiZObl7OCoRka6XGfZx/Pcm8OQf5xNr3paM9gfdzLxkPBkhJWJERKR3a47ZvLakk9pjQEMUPtmQ4oJDvIT8BgaQSDlsrnN4dXGC7x3lwx8yMQotnPKOSRNjkAtMMAe2L0ljhi043I81tXVSmxNziP6iFmKfLa2pson/owFrPy+e80M9fnWM09SM/cmy9J3RGHZFNVb2rpV1FhHpLawRg7D3GYP98aft2489EPJVRUW6hhIxIj1IMtX55pKD8wJsrG3hoBH5lNVHicSS5Ae9vLm8knveX0e/sJ9IPMnIwiBXHj2SP76ygulDcjhz3wH43BYFQS/9w16Kwhntrpuqrycy50Mq/vAHsr9xJhlT96VuuySMlZuL69xvkZg0lfUJF7k1DeTl9OwH8vrK9IkogJbGBq2IEZE+LbdfJt/4yX5UrG+gelOE/AGZ5A0IEszpfMWkiIhIb2E7EE+zv/JW8YTD0PzWmcwba2wyPAbNcYcXFyaobHSIxBwKCyy8/xcm+ttasB1ch/oxh7hbEzAlFmSaGJntEyl2RZLEo004VSnc54dIPNy0LQljgDnRg+sAH1gGdkMK02+0lTbrkRLJ1m9mJ5wGrYgRkb7LCAZwn3okzuH7kfp0LYbbwhw9FCMUwPBr3CRdQ4kYkR4kO+Ah5HPREO04ssj0mhw+uoQrH1pIdaS1RJhhwGlT+vHrUyfw1IJNeF0WIb+bb03O56RROby1rp5fP/8p1ZE4XpfJ6RMKuOLIkRTnBQFwbJumN9+k7NrryLv8MpLVNURmz267p2fkCKI3/o6fzqniw2c2AzC2uJpfnzqesSUhPD10qeagCVNY8NJzafsKhgzD5fGm7RMR6QsMwyCY6yOY62PYlO6ORkREZPfK8BpMHWKxvrrjCnjTgIIsg3dX2rz4ybZVM9kBg3MP9PDInDi+zxa6mP1ceH6chdFikPhfI8lnWysTGANceM7JxB5qYPpakzF2dYrYr2rBBM/5IZyqFPbSz8o2G+C5MIS9JUn8nkZoccBn4DrGj+uoDMysnjlmwueBgB8iLWm7zaL8PRyQiMieZQQyMAIZmP0KuzsU2Uv07LWyInuZwqCXn504Nm3f0WOL+d59H7clYQAcBx77eBPlDVGuP24MIX/rqMJVvpk3Fm/ixmc/bTs+lrR5YP4WrnpsEdWNMQCS5eWU3/I7DL8f3+gxNL32Gri25WedG27m7KfX8WFpXVvb0s0NfP2O9zstodYTFA4dTii/IG3fYed/m4xQ1h6OSEREREREdgfTMJg2zEU4o+NqkxkjLN5ZnmRhafsV8LURh3vejnHGfh6CW5MrdSmMKofY72qxl29L2jgbksR+X9eubFlqYQynzsZ1RAaJJ5vApu1tinWwj9SaBMnnm1uTMABRh+TTzSQei+C0pC+Z3N2MUCau4w9O3zekH0Z2cA9HJCIi0rcpESPSg7gsk5njirj/29OZ1D+LDI/F6KIg9397P1aWN9IcT19S674PSskJtNb9d5JJKlps/jJnS9pjZ6+tpby+NYliRyKkqqvxT5xIZM4HxEtL8Y0cCYaBb/p0nt8UT7s6J5Fy+Pubq2lJ7KAmQDcK5uZx5g2/Zti++2MYrb/msgqLOPW6GykYMqyboxMRERERka8iN9PkRyf6OHysi4AXAl44fKyLYya6eXtZ+jFKYxQMIOhvTeA4UZvU8gRE0pTnSkHy6QhO1MaJ26Q+bp3IZhRb2OuSpJbEsSa3rrJ37eMj9U76VSWpt1twGnpoIsY0sSaOwvWNYyHzs/LVloW5/0Q83zwZIzPQvQGKiIj0MSpNJtLDhPxuDhyex90X7Uc0kcLjMskNePnNC592ek5V07ZVMvFEimbLTX1L5xtYrqxoYmz/bAy3p7W+mWG01gd2HBpeeJ68y75HU2MLs8ujnV5j7roaGluS+N0989dIVkERx11+ZeueMMkknowMMrNzujssERERERHZDfKCJqfv52HmxNaqAJk+g+pGZ4f7x1Q3bZd0ccBe0/mYyV6VwGlxMEImRshsOwcg9X4U7xVZpFYlcBIOdLYFpQNOow09tOqNEfBjTZuAOWowxBPgsjAyAxged3eHJiIi0udoRYxID5Wd4aE4y09uoHWm1eQB4U6P7Z/tx+s2iSZSfLC+Hk8ohLmDfSHzQ34ArJxsAgcdRHTRJ2RM3w+A+iefItXQSM4Jx1Kc2fkDeH6mF4+rZ/8K8WZkEC4sIqdffyVhRERERET6GLdlkB0wyQ6YuC0Dj6t1dUxnSrK37fniNNkYWTsYz2SZGC4DwzJwHdW6YsSpTGEMcEHMIX5PI96LQju+BmB4dzAw6wEM08AMhzALcjFzwkrCiIiIdJGe/RZVRNpM7B8mPzP9qOLaY0dTEPRR3hDlons+Ipa0OXpkXtpjszPcFIa8rKpoos7wUHTDDVjhbOKlpWQeeSQAtffeS8UVszh/QvprAFx2+HDCGZ6v/sFERERERER2g6wMg+MmpU8kFIQMCkIGTswm8UQTycciuA71d3ot9/EBnKYUdlUKI9/EfVqA5GvNuE8NgLs1KRP7Ux12RQpjYPoqAUaxBSG9dhERERElYkR6jZKwnwcv3Z9xJaG2tkyvixtPHstBw1sTJh+sqSZlO1z86FKuOXYUY4oy210j5HfxhzMnc/kD8znqj29xzp1zWO0KMfD++/CNGUP2N8+j5JZb8E+ZjBkMUbBxJTccN7LD6pqLDhzM1EHhrv7IIiIiPVYyniLRyd5tIiLSPSzTYP/hLk6a4sZtbWsfUWjy/Zk+wgETp9EhNTuK/WkCe0sS97nB1s1jtr/OwT6cBpvodTVEr68i+WoL1iE+vFdm48QcvNdnYx3iwyi2SC2M4bk4hJHb/vWKkW3i/b8wZpaFiIjI3shJpXBicZyUxk0AhuM4aXamk+01NDSQlZVFfX09oVDoi0+QPiMRTdHcGCPeksLts8gIefD4undPlJpIjOpInHjCJpzhoSDkxW21PvTf9voqfvfycgCy/G5uPm08IY/Fioom+uUEsG2HW19fxdLNDW3Xy/BYvPB/BzMot3UzxqYPPqD53fcw/H6iixcRz8kndeo3WFCTIGE7TJ84mPzsTLL8WrIuIiJ7n0h9jMr1jSx+axO27TD2wBKKhmWRGd5BLZxeSs/Asqv0M7N3chwHp6EJIp9tWB/wY2YFuzWmRMqhvtmhOe7gsQyCPgj4PitLVp4kek1127HWoT5ch/ixNyQh5WAWu0gtjpN8obltTxgA16kB3CcEMNwGdn2KxMNNmAUWTsTBXhHHdfR25cv6uTCHuTFzlIQREZG9j5NI4tTUk/pgIc6mCox+BVj7T8LIycLooXtNf1m78vzbtz65yG4UqYvxwVOrWT6nHMd2MAwYtk8BB54xnMxsX7fFlRPwktNJ4ePpw7btg1LfkuCy++eT6XVxySFDeWnxZh6fX9bhnOZ4iifmb+L7R4zANA3cBQVU/+tf7Q967BH2GTgQd79+lEz9LW4lYUREZC8UqY/x2j2fsmFpTVvbhqU1FAwKctx3J3Tr84GISHdwEgnsNZtIPPg81De1NmaHcJ99POagkm572eK2DPKCnezN4jMwii2cza2zc1NvRUm9FcUotnB/M0jsD3WQZuJu8vlmXAf5MfIsDI+B02iTeDfa1h//ZwMEDIwsE8+FISVhRERkr+TYDvbajST++SjYdmvjqvWk3vkY96VnYA4fhLGjja37MJUmE0kjHk0y+/FVLHt/C47dOg3KcWDVvArefGA50UiimyNMb1BOBlMGhtu1NcWSBDwW76+pSX8SMGdtDS2J1tGGKy+P8Nlnt+s3s7IwTzuT+E2/ZXncw4aaZmJJLSsUEZG9S/nahnZJmK0qShtZt6iqGyISEeleTlUdiTsf2ZaEAahtIPGPh3Gq67otrh0xsyw856VZsdPi4JSn0iZhAIg50NL6Qsnwm3jODMLntsw0h7nxnB0Et4FdlsRptHdv8CIiIj2c09BI4r5ntyVhtrJtEvc9i9PQ2D2B9QBKxIik0dwQZ+Xc8rR9pYuqaWmM7+GIdk5+0Mft5+7DpQcPIeBpnYE1riTEjOG5FGd1vhHlkNwAHlfrrwMrFCJ/1uWU/O4WPMOH4x4yGPfd/+N6YyxH//1DTrz1XY7641v8/Y1VVDfF2q6Rsh0aowliCSVoRESk70lEUyx6a2On/Yvf2tRjnw9ERLqCE0+QfONDsNNUO7dtUu9+jJNM7vnAdoI53I33umyMAZ+t2PEZWIf4MPvtYAWPCXi3zeA1iix8N+Vi7e+FgIHrzADWWA+x2+qJ3VhD9Ppqor+rxS5r/z1wYjZOsxI0IiLSRzU1t/63q317AZUmE0kj1pxkR7sntTQlyN5z4eySoiw/V88cxQUHDiFlO2R4LHIzvXz/yOFccNfcDscbBpw/Y1DbPjMArtxcsk46icCMGVTZLs6+Zz5rqyJt/bGkzV9eW0WGx8VFMwazuTHGEx9v5O2VVRSFvFx80FCG5gcIZ3g63E9ERKQ3chwHO9X5w4Gdcnb47CAi0ufEEzgb009eA7DXb8GJJTBcPe+1g+EzscZ48F0TxokBJhhZJk6DjZFt4tR2TJRY07wYoW1jJsNlYJS48FwYwok72J/Gif+9od05TmmS6M21+H6eg+GBVGmS5MvNEHWw9vdhTfZi5qqEmYiI9CHpJmjsSn8f1vOeiER6AI9vxw/D3oye/U/H47IoCbdfATOpf5grjx7Bn19d2fY7z+syueX0iQzIzkh7HVduLhvW1rRLwmzvfx+u5+AReZz1zw9oiG6b6fXcoi1cO3MU5x0wiKBP+8mISO/lOA5NtTUkoi1YLhcZoTBun/YB2Rt5/C5GH1BM2Yq6tP0j9yvCl6m/eSKyF3G7MHLDOFvSl2Y08rMxPD173GSELLavUm/kWHh/lE3s97U4NduSMeZIN+6zghi+jkVFDJ+JE02ReDT9mIkGG6c2ReK1FlLvb9tTxl6RIPl8BO/1OZh5SsaISO/mRGM4kRZI2Rg+D0Yos7tDkm5iZGaA1wOxNNUCvB6MYPp3kHuDnv1UJNJN/EEP/Udns3FZbYe+/IFB/MHet9IjO+DhooOG8rXJ/VhR3ojHMhman0nQ56KyMcYLizYTS9pMG5JDQdDbtpplRXnntRtPmFjCTc8sbZeE2eqWl5dz7IRiJWJEpNeKNjWxbuHHvHXfv2mqqca0LEbNOISDzjqfUF5+d4cn3WDA6GxySgLUlLV/2ZaZ7WXU/kWYe+mmkyKydzK8HlxH7k98yaq0/a7DpmG4e99YwOznwvuzHJzqFE6djVlota6SSUBqaQy7LIlR5MIsdm1bzZIEp6KTEs0ZBk7EaZeE2cqpskm+HMH99SCGW39DRKR3sqtqST75Ovanq8FpTcS7Tj8ac3AJhqf3vT+TrygrE9dpR5H83/MdulynHQV7cZJOiRiRNHwBN0ecP4aX7lxM+dpty8tz+2Vy7KXjyehBiZi65jg1kTiRWJKQ301eppeAN/0/7Uyvi0yvi0G5AQAaWhI8+vFG/t+zS9uVUzlv/0H88KgR5GZ6GZjbeaZ6Yv8sbnsj/cDLceDDtdUMyQt8+Q8nX1q8JYlhGri9ml0nfUespZlUPI7Hn4FrDzzQly5ewHN/vaXtazuV4tN33qBq/TpO+/FNZIZzujwG6Vkys32cdMUkVn5UztJ3N+PYDiOnFzLmgGKCOVopJSJ7H6MwF9eZM0k+/iokP0tEuF24vn4MRn7PKebspBycOhun0cawgEwTM7vz52Qzx4Kcbf32liSxW2pxqrcrWZZl4rs2u3VfGav1a+rTlDQb7SH1UcckzFbJd6O4jg1g5Oi5fU9zksnWn1u3G8PSFsrSNzipFLTEwDQxMrr++dSpbSB+2/+gvmlbW2UtiTsexnPFuRiD+3V5DNKzGJaFNWEEZt65JF9+D7u8GrMwF9cxB2IU52FYe+/fOyViZK8Ub0kSa2ldxeHLcONOU4osmOPjhMsm0twQJ1IXIyPLQ0bIQ0bIu6fD7dSmuhaue+wT3lnZWg7AMg1OndKPa2aOoiD0xX9wS6sj/OKZpR3a7/uglAOH5XLchGKG5WeSl+mhqqnjksIs/45nuCV3UEtfukZTbZQNn9ay7IPNWC6TiYf1J39QkEBWz/m5FdlVLY2NVJau4cMnH6WxppKSUWPZ98RTCRcWY3VR3fmmmmrevu8/afsqS9dSv2WLEjF7qcxsH5OPHMio/YpwAH+mG1Mvb0SkD3JsB6exCSNlg8tKW2bG8Huxpo7FHDkIp6Z1ApuRk4URDGC4e8brBqfZJvVxjPj9jdDcOj4x8kw8l2VhDnZjWDteieI0pIj9vb59Egag3ib2lzq812djZJm4TwqQuC9NNQE30MliGQA65m6kizktUZzqOpJvzcOpqcMcOgBr+gSM7CwlZKTXchwHp6ae1PsLsZesAp8X16H7Yg4bgBHsugmyqbUb2yVhtgUEiWffwn3RqZgZ/o790qcZPi/GkH64zz8Z4knwuDD8mrjWM56MRPYQx3GoK2/m/SdXs25hFRgGQ6fks//XhhIu6Ljywx/04A96yO3X85bNVTfFmPXAx8xfX9fWlrIdHp23Ebdp8LMTx5LRycoYgETK5u7Z6zrt//ubq+mf7ad/dgb3f3t/Lrp7LpvqWtr6jx5biM9lMrF/Fp9srE97jelDc3f5c8mX11QT5em/LqB2S3Nb24alNQyakMvh541WMkZ6pVhLMwtfeY73Hrqvra1m00Y+fft1zvz5zZSMHNMl903EojRUVnTav3nVcvqNHtsl95aezzANMvQ7VUT6MKcxQmrBMpKvfgCNEYzcMK4TDsEYMQgz0P6FmuF2Y+SEISfcLbF+Ebs0SfzOhnZtTpVN7De1+H6Vi1Gw49ciTqODU9qxFDOAU57CKU9BwsHaz4tdliT1RgtsnY8WNLAO9EGLQ2p2+lUx1n4+jEyVJdtTnHiC1ILlJB95qa0ttXYTqXfm4Zl1Nkb/om6MTuTLc6pqif/lPmje9rsm8d+nMSeNwn36URiZXZOMsT9d23lMpWWtL+H33i1B9nqG3wfKw7VRql/2Kg1VUR797TzWLqjCcVpnea2eV8Fjt8yjoarliy/Qg1Q2xdolYbb3yLyNVDbFdnh+PJFic33nS+SrmmJ8uK6Gnz21mPygh/u/PZ07zpvK786YyF0XTGNEQSZXPDifK44YgdfV8VfJRQcOJj+ol1R7im07LJ+zpV0SZqvSRdVUb0ozQ0WkF2iur+O9h+/v0J5KJnn5jluJ1Nd1yX0tlwuXu/PyZ8EcJZpFRKRvclpiJF+eTfKJ16CxdU8sp7qOxH+fxp7/aWvZm17CbkqReKyT5+A4pD7sfDy0lRPb8Sp/p84m+vMaaLRxnxHA+5NsPN8O4bk8C885QRKPRHCaHMwxaaoJBA3cJ2ZgePRqZk9xGiMkH3ulY0c8QeLBF3GaIh37RHo4J5Yg+eJ77ZIwW9kLl+NUp588uzsYuVmddwYDGNpDUaSN/trLXiOVtFnyzibiLR1nM0WbEqyYW45t955SWlt2kERJ2g5NsdbP6aRSJLZsIb5xI4mKSlKRCNEVK2h58H8c0r/zGRGTB4RZUd7Es59sZnVFhKIsH/FkipueWcKFd8/l72+uZkNNC/fPWcfTsw7krGkDGJybwb6DsvnPBfsy6/ARX1i6THaflsY4S9/b3Gn/4rc20VQbJZVU7QPpXcrXrKLdJlbbqd64nlhTmhIgu0FGVjbjDj86bZ/L46Vo+Kguua+IiEh3c5qaSc2en7Yv+fzbOOlK0PRUcbA3pV/NAmCvSuIkW58z7KYUdmUKuzqFE7exa1IkZ7dAzG7dAyYdAwy/Ac0O8bsbWzepzrFIvBQh/o964nc04GxIkniwEfepmbi/HcQY5MIosnCdmIHv5zmYX7AiR3YvZ3Ml2OnHRE5ZBU59E05Tx8ltIj2Z09KC/cnyTvtT8z/tsntbU8ZAJ7kW1+H7QReWRRPpbfQXX/Ya8ZYkpYuqO+1ft7CK8Yf0wxfoHcmDHa02MQ0IeFwkq6qoe/JJav71b1J1dWR9/ev4J01ky09/BsBR9z7M7X439S2Jdue7LYPvHTaM6qYYp03pR31LHK/L5MgxhTxRHOLhjzZQWt3MwSPyOHx0Af3Cfm48eRyN0QQel6UETDdxdpBItFMOc59fx/B9CigZEcZKs4pJpCcyjC/4WTW6ZoaVy+Nh+ilfp2r9WjYt27aXlsvr5bTrbiRTK2JERKSPcmrqt5XW+rxovHXGdc4OZkD3IIbbwCywsNelT8YYg1zgQGpdgsR9jdgrE+AD74+yif+jAacyhXWgD9ehfpKvd6ygYB3kg4CB90dhnAQQczBzXXivzMZeGSc1JwaZBq7DMzDyLdyjPFiTvRg2kGl+4f400gVSO56Y5lTXkXzhPVxnHoOZZl8kkZ7J2PG46IvGVF/lztkh3N88icR9z7VLcpqTRmFNGoXRReM1kd5IiRjZa5iWgTej8x95b8CF1Ys25isIehlZmMmK8o4z0o6fUEyhlaDit7+n/smn2tqDRx7BxllXtH1t3PRj/vf/fs8vP6xm9tpaAMaVhLj22NH84aXlvLWyCss0OH5CESMKghRl+RhRGOQnJ4wlmbJxbff98rktfO7OpopJV/NluhkxrYCPX1qftn/whFzmv7KB5e9v4ewbp5OVpyKd0jsUDh2GYZo4aWYuFgweii8z2GX3DubmcfKVP6ahqpItq1cSyM6mYPBQMrNzsVx6hBIRkb7J8HZemhOAXvTMbwRNXKdmEv9TXcdOC1wzfNhbksR+UQOfVVyzJvtIvt6CU9nakJodxX1+ENeJGa3JmGYHfAauo/yYg9zEflnbuhKmwML9rSCOZWDlWJjT/Vj7+sCk3YtIM9h7vn99kdGvoPWFdZoV10Z+Nk5DBHvpKlLz+mMcOk1llaRXMAI+zCljsOcuTttvTRnddff2uDHHDcdz/bex12+GlhjmkH4YoUyMgN47iGyv97x1FvmKvBluJh89sNP+yUcNxO3rPQ/F+UEf//rWNMYWh9q1Hz4qn5+eMAazrrZdEsZVWEhi0yZIbpsNFl+1Ctf3LuCXsYW8dFIxL10xg1lHDOfHTyzirZVVAKRsh2cWbuZnTy1mZUUTyc9mELl6UdJqb2BZJuMO6Ucg3HGlVMGgIC6PRUNVC6mkzZbVXVcfVmR3y8jK5rBvXtyh3eXxcvR3riAj1LUzcjOywhQNG8HkY45nxLQDyMovVBJGRET6tnAmZKbfWdnoV4gR6F27LpvDXbi/kdl+GmqmgfeqMARMEo82tSVhAKzJnvZ7xziQuKcRuzSJ55tBvNeF8f40G6csRfzv21YPORUp4n+sgy0p7LrWCxqWodngPYyRmYE188COHaaJ67iDSb37MQCpN+fiNGq/GOkdDLcb19Ez0pYBM/cbj9HFqxgNtxszN4xryhhcMyZjFucrCSOSht4k9DHR5ghN1dWsmjubWEsLw6dOJ1xUTCCc3d2h9QhFQ7MYOb2QFXPK27WPO6SEvP69b9nxwJwM/nvRflRHYtS1JMgNeMnL9BDO8ND4cWm7Yw23GyfacV+ZVF0dqb//FQDrlXeZ9cB8UmlKXL29soqLD4pR3uihX1h/UHuiUK6f03+0D5/O3szKjyqwXAbD9y0kXODn9f8uazuuqTbWjVGK7BqPz8fYQ4+keMRo5j7zOI3VlfQfM56JRx5LVkFhd4cnIiK9lFPbgL1+M/a6TRiFuZgjBmGEgxhW75mY1VWMUBDPxacRv/0hiG9XwjgzA/d5J2J0kqTpqcxMC+MoP9Y0L06tDS4DI8vEyDZx6mzsZe3LNGMZkKaSmb0oTnxRHNcFQZzVUVIfp3mmTkHy7Rasg32YYf0s9USGz4t14BTMQSUkX30f6hsx+hVi7TeB1DvzcCpqWg9sagZH+2tK72HmhfH833nYC5eT+mQ5ht+Ldcg0zP4Fve73tkhfpURMHxKNNLHw5Rd498F72to+evoxBo6fyHGzriYzO6cbo+sZMkIeDvr6CCYdOZA18ysxTBg6OZ/MbC/+zC9Ygt9D5QW95KXZL8YKtS/XkygrwztseKfX8QweTMQ20iZhtqppTlBe36JETA8WzPUz/tD++DLdxCJJ1i6opKK0/WbmxcN6R01vka18gUyKR4ziuMuvJJVI4Pb7sCw9woiIyJdjV1QTv+1B2H62u9uF57tnwqASDHPvXvltmAb0L8LzowuxV23AKa/CHFiMOagEIzv0xRfogQyPiZFvQn77dscEI2DgRLeNgexVCczxHuxF8bTXsoa5iafZL6bt/PVJzE0p7AE2Zube/bPUU5kBP4waDF43zuoNOJW1JO55ql3i0RhUDG7tfSq9i5mThXHoNKzpE8Eyv7jUpIjsUXqL0YfUV5S3S8JstX7xJyx//232Oe5rWhYN+DM9+DM9FAzsun0FupOTSJCoqMTKzsYKh0nV1bV22DaRD94n69RTqH/iyfYnmSZFN/6c8oz0f6Qt02DmqFz2CTkYpB+QSM+REfKQmePjnYcWdejL7R8gq0CJNOmd3F4vbm/HxLOIiMjOcpqaSTzwXPskDEAiSfzfj+O56oJem2zYnQzLxMgNY+aGuzuULuM02jhxB9dRGSQe2rbvZvKdFrzfyyK2PM7nhz7mWDdGyMDMt0it77hsxiiwcB3txwibOGn2IJGexQgHScxeALUNn+sA90mHtyZsRHoZwzQgw9fdYYhIGpqe0Ycseu2lTvs+fv5pInW1ezAa6Q7Jmhqq776btV/7GmVX/4iiX/wCw7/t4bHmnv/inzyFkt/9Du/IkVjhMIHDDmPwo4/gmzSZnICHg4bntrvm2KJMXjxzKNesf43kFd/Bvu5KGl59lWRV9Z7+eLIL+o0Ic+x3xhPMbX0AMy2DUfsXccJlkwhk6UW2iIiI7J2cSAvO+i3pO5ujOJ9/ISt9jmM7pDYkiP6+ltiPqjFyLMzR2618aHZIPNGE9/ocrBleCBoYhRbubwbxfCcLM+zCdcLnyvyY4P5mENexGaTejpL4XxOpZyPY5UmcHVQckO5lhkN4LjsLc/wI+GzSqlGQg/s7Z2L0y/+Cs0VERHaNVsT0EbZt01xf12l/tKkJx1Z9077MSSSoe+xxKv/wRwCiS5dS85//0O8Pvye+YSOpqir8UybjGzMGd3ExgRkH4CSTmIEAVmbr/jhh4DenT+Sy+z7mk031hPwu/nZQLolvf5OWpm2zxDbNuoLQySdTeP11uLK1/1BP5M1wM2xKAUVDsojHUliWgT/kwe1RrWoRERHZiyVTO+6Pai+9vs6pShH7ZS18Vo4s/q963F/PxHVkBnZpAiNgYk32YoRNPBeEcJodMMEImW0VJsxiF+5vBUnc3whJcJ8awF4aJzVv289PcnMLybei+G7IwSjRq5eeyswN4z7neJxIC9g2hs+LkWbDcxERka9KTwN9hGmajDzgIFZ+ODtt/6CJU/Bm6GGiL0tUVlJ9xx3t2loWLGDjZZfjGTqU/n+/De/gwW19rtxc7GTH5fT9szO44/ypbKmPYrY0Y/3x/xHbLgmzVcPTT5NzwbeUiOnhAmEv+pcvIiIi8pkMH/i90JIm4WKAkadn277McRxSH0bbkjAAJCDxQBP4Dawj/LiP8GP4tise4nbgc/k7I8PEdaAPa4wHuyyJETBJPPa5cncALQ7xRxrxXpqF4VdBkp7K8HkxfKoaICIiXUtPAn1Iv1FjySos6tBuud3M+Pq5ePyqb9qX2ZEIdpqECUB8zRqiixe3fZ2orKTpnXcpu/JKyq68kqZ33iVRWdnWX5zlZ8rAbEZmODS//Xan92x67bXd9wFERERERLqYEQrgOvGwtH3m9IkYwYy0fdJHxB1SnybS97U4pN6N4rS0JmmchIO9OUni0SZit9aRfPqzUmPJ1n7Da2IWu7AmeUkt7nwllT0/jhNReTIREZG9nVbE9CHB3DzO/NmvmfPEwyx5+zVSiQQDJ0zm0G9eTHZxyW65h207NNVEWf9pDZWljRQODtF/dDbBHF/rhmDSbUyfDywLUunLLbg+S9IlKirZfN11RGZvWz3V+PIrBGbMoPg3v8FdsK0WrssywTQ7vSaWfoWIiIiISO9hWBbmpJG4A36Sz72FU1kLwQCuI6djTRmD4d89Gxw7jRHsqlrs+cvAZWFNGQM5IcyAEj3dymVgFHReqtfMMcENTsrBXhYn9qe6ttUw9sI4iWcjeK/NxhruaTvHcBlg7WAsbHz2n4iIiOzV9Ba1jwnlF3D4BZcy/fRvgOPg8WfgC2Tulms7jkPl+kae+tN8ErHWp9Gl75bh9lmceuU+5A8M7pb7yJdj5eQQOvZYGp57rmNfXh6e/v0AaP5obrskzFaR2bNpnjePrOOObWszw2GCRx5J48svp71n8MgjdlP0IiIiIiJ7hpnhh4kjMQf3g2QSxzIxgpm7bWKZ09BE4qGXsD9d3daWenMu5ozJuI89CCNTyZjuYlgG7iP8pF5vSdvvOjmAmWlhV6eI/b2+Q0ky4hD/RwPen2ZjhrcldFxTvSSfTFOaDLCmeTECysSIiIjs7VSarA9yeTyEcvMJ5RXstiQMQKQuzot3LGpLwmyViKZ48Z+LiNRpY8vuZAUCFPzoanxTprRvz8tj4L/+hbu4mFRDA7X33tvpNWrvvZdUQ8O2czMyKLjqSqw0+8Bkn3cerqKOpfBERERERHoDIxTAyMnCzAru1tX9qRXr2iVhtrJnL8DeUrXb7iNfjpFv4flOqP20VANcJ2ZgjWhd6eLUpqA5fTkxpzIFDXb7xhwT68g0pcCDBu7TM9vvOSMiIiJ7Ja2IkZ3W0hSnqTZ9sqWhKkpLU5xAWBvcdSd3URED/nYryfJyYmvX4SrIxzNgAO7PEiaObePE4p2e78RjOHb7QYVn0CAGP/wQDc89R9Obb2GGs8i94AK8o0bhysrq0s8jIiIiItKbOJFmUm991Gl/6p15mINKMNwaincXw2di7evFNyIPe2MCEmAOdGFkmRj+zxImnVRmbvO5PIyZaeE+JYBrHy+Jl5uhycHax4M13Y+Z33kpNBEREdl76OlPdloqYe+w305qA8J0ErEYzfW11JRtwrFtcvoNIBAO4/bunvrTn+fKzcWVm4tv7NgOfVYoROikE4kuXZr23NBJJ2Ftl1xxHId4aSmVf/kLqdo6/Pvsg3vgAFz9+uFKs0pGRERERGSvlrIh2vnEJ5qjYO94XLW3chqacOoaceoaMXJCGKEgRijQJfcyPCZGPp0mSYwcq/VtSTJNZ8CAYPsVLk5DitS8GMnXm7GGeWCYiTHEDWkWyYiIiMjeSYkY2WkZIQ+my0ibcHG5TXyZ7m6IqmeLRiKseP8dXvvPP7BTrU/xpmVx6DcvZuzBR+DL3H2l43aGYZqEjj2WmnvvI1lW1q7P3a+E0DHHYBjbyjIkNm2i9KyzSdXVAdD8wQcAWOEwgx99tG3fGRERERERAfw+zLHDSL0zL223OXk0eDRu+jy7qpbEnY/hVNa0tRkl+bgvOg0zZ8+vwjeyDNxnZJJ4sKlDn+ebQYzwtkSME7VJPBch+WLrvjPJ9dv2n3Gfm4lxeAaGW3vEiIiI7O1UqFR2WkbIw77HDU7bN+3EIWRkefZsQL1A3eZNvHLn39qSMAB2KsUbd/+T6o3ruyUmd3Exg+67l9zvXIqrsBBXYSG537mUgffei7u4uO04J5mk7vHH25Iw20vV1VH/1JM4qS9asy8iIiIisvcw3C6sg/cBX5qSzeEg5thh7SY+CTiNERJ3PdkuCQPglFWSeOA5nEhLJ2d2HcNjYh3ix3t1GHOoC4IG5mg33p9kY03yYljb/j90GmySL6WPMfFYBKdeK6BEREREK2JkF7g8FuMP7UdWvp8Pn1lLfWULWQV+9v/aUPqPysHlVu3b7SViMeY+81in/XOefJgT/+9aPP49v17dU1JC/qxZZJ97LgCu7GwMd/uZeanGRppef6PTazS99jrZ55yjEmUiIiIiItsxcsJ4fvBNki+8i71oBVgm5tSxuI46ADM71N3h9ThOUzPO5sr0fWs24jQ1YwT2/JjJDJgwwYsxxAUJwGO0tn0+xmobOqvSHXWgyYY8jZVFRET2dkrEyC7xZ3oYuV8R/Udlk0o5WC6DjFCa2V5CKhGnvqK80/6GygqSiXi3JGIADLcbd0FB5/0uF1Yo2Gm/GQp1SN6IiIiIiOztDNPAKMjBfdaxOF87rLUtkIHh1vA7HacltuMD4ok9E0gnzMwvSKJ4v2CFk/5vFxEREVSaTL6kjCwvwRyfkjA74Pb6KB45utP+4uGj8Ph67u6NVjBIzoUXddqfc+GFWHt4jxsRERERkd7C8HowwyHMcEhJmB0wMjM67zQN8PfsMacRNiEr/asVo5+FEdJrFxEREVEiRqTLWG43U2aeiOXqOOgyLYt9TzoVl6dn76vjnziBrFNO6dCedeqp+CeM3/MBiYiIiIhIn2JkZmBOGJG2z5w2HiMzsIcj2jVG2MT7f+GOK2MyDbyXhTFCKksmIiIiYDiO01k1U/lMQ0MDWVlZ1NfXEwqppq/svFQySfmalbz49z9Ru7kMgKzCImZ+9wcUjxiJy92zEzEAydpaEpvKaHzpRTBMgjOPwV1Sor1hpNukkjappI3ba2mzWxGRLqRnYNlV+pmRL8upbyLxwjvYHy0B2wbLwjpgEtZR+2OGev4qfCfl4NTYpJbGsTcmsIa6MUd4MLU3jHQTx3EglgCXiZFmcqiIiOweu/L8q0TMTtCAQr6qSF0t0aZGHMfBlxkkMzunu0MS6XWikQT1Fc0sfH0DzQ0JBk/IZeiUfEK5PbfEn4hIb6ZnYNlV+pmRr8KJJXAaIxCPg9eDEQxgeLQnpciusmvqsT9Zjr10DQQDuA6ZipGfjZGhcZOIyO62K8+/SouL7AGBcDaBsFaQiHxZsZYEi9/exJyn1rS1bVpey7wXSzn9R1MJF+6gtriIiIiI9HiG143hDXd3GCK9ml1RQ/zW+yHS0tYWn/8p1nEH4TpoHwy/rxujExHZu2mPGBER6fGa6+PtkjBbRZsSvPfYSmItyW6ISkREREREpGdwojGST7/RLgmzVeqFd1tXnImISLdRIkZERHq8DZ/WdtpXuqiaWCSxB6MRERERERHpWZxIFPvT1Z3228vX7blgRESkAyViRESkx0slU532Oc5nm1GKiIiIiIjstWzY0bBoB2MqERHpekrEiIhIjzdgTG6nfUXDsvBmaMszERERERHZi/l8GEP6ddptjhq852IREZEOlIgREZEeLxD2MHr/og7tlsvkkLNG4gt4uiEqERERERGRnsEM+HGfdhS4O05SM6eNg6zMbohKRES20hRiERHp8fyZHg44bTgDJ+Qy/6X1RJsSlIwKM3XmIEJ5/u4OT0REREREpNsZhXl4rvwWydfnYK9ajxHw4zpiOuawARiBjO4OT0Rkr6ZEjIiI9AoZIQ8jphbSf1Q2dsrB63fh8lgdjqtrjlMTiRNL2mT53RSGfFimAbTuJRNP2XgsE8Mw9vRHEBERERER6TKGy8IozMV9+tEQjeFYJmaaBEwilaIqVk9TIorXcpPjzSTTvW2CW9JOYWBgmSqkIyKyuygRIyIivYo/s/MyZGurmrjqkYV8XFoHQDjDzY+PH8PRYwqpbY7z+McbWVLWyKQBWZwyuR/9wn7cLg0uRERERESk7zA8bvC4STf1rDbWxFPrP+Q/K16lORXDwOCAglH8eOLpWIbF0rqNPL3hQzyGxelDZjA0WEiON7jHP4OISF+jRIyIiPQJZXUtfOOOD6hojLW11TUnuO+DUvIzvVx670ckUg4Abyyv4PY3V/PAt6czdXBOd4UsIiIiIiKyx6TsFC9u/Ji/ffpcW5uDw+yKZaxuLOefy19mSd36tr5XNi/kmJLJXD3hFCVjRES+Ik0DFhGRPuGTjXXtkjBbXXTgEK58eEFbEmarWNLmiv/Np7w+uqdCFBERERER6TZVsQb+teKVDu0TsgexpG59uyTMVi+XLWBlw+Y9EZ6ISJ+mFTEiPYiTTJKsrCRZWYWTSuLKz8eVl4fp83V3aCI93keltWnbfW6L2uZE2r6y+igVjVEKs/RvTERERKS3qI8lqI0lqYslCXkssr1usn3u7g5LpMdrTsapTzR3aD+kaBzPbfio0/MeXvMuE8KDyHB7uzI8EZE+TYkYkR7CjsVo/ugjyq66mlRdHQCG10vBj35E1kknYmVldXpucyxJTSRO0nbI9LnIy9TDkfR9DS0JqppirK6MUBjyMjg30OEYw4Ckbe/wOhWNMSobo+QHlYwRERER6ekqmuP86sO1fFje0NY2NifAL2cMoziw43FQZUucaNLGbRrk+Nx4LBUJkb4t5dhURuspa66hMd7CwMx8vKaLmJ1sd5zLsIh/rm17UTtBebSeIe6Crg5ZRKTPUiJGpIdIlJWx4TvfheS2hx8nFqP8l7/EO2wogQMOAKC8IUp9S4JME8LxRqotP79/Yy3PLdpC0nYYUZDJTSePY/KAMBle/ROXvqmyMcYfX17O/+ZuaGu764JpeF0mseS2xIvjgNdldmjfKuRzEU3YrKmKKBEjIiIi0sM1xpP84ePSdkkYgKU1EX783ir+eMhIsn1umhMpamIJkikbj2WRtG2W1kS4Y9EmtjTH8VkmXxuax7ljisn3e7rp04h0raSdYmndBn44599tq2CO7bcPx/WfypPr57Q7dkHNWg4sGMMj695Le60DC0bz7xWv8KMJp5Llyejy2EVE+iJN/xDpARzbpu7Rx9olYbZXeevfaKpv5N2VlZx++2yefHc5sReeZcvyNZx/30KeWriZpN26/8XKiibO/fcclm5uSHstkd7OcRyeW1TWLgkD8Pc3V/HHMycR8rdPQG6obubaY0envdb/HTWC/324nleXlndZvCIiIiKye9TFkryzqS5t37LaZmqjCSqa4/z6w7Vc/voyylsS/GfJJmZvruemOWvZ0hwHIJqyeWhlBb/4YA210fQlbEV6u4poPZe9f0e7UmSvlC1gRuFoDigY1e7YpXUbOGvoQeR4MztcZ3BmAXm+LF7c9DGRpPbXFBH5sjRdXqQHcOIJYsuXd9qfrK6mtCHJ+f/5kLxML18Pt5C89Z+s/cWtrK0q7Xg9B/7fs0u568L9yAlohpf0LRWNMW57Y3WH9rnraoklbe69aDotiRSN0QRD8zPJy/TSFE0QznBz7/ulrKuOMLwgk/MPGMyHa2t4d1UV+w/N6YZPIiIiIiK7IpJI4eyg3wF+OnsVi6oj/HjaYH4/r5QLxpbw9082pD3+o4pGKlsS2l9G+qQF1WuJpuLt2lKOzU/n3c93Rs3kijEnUtZcQ7Y3QJE/mwJfFn+dfgmPrpvNO+VLcZkWx5RMZkruUG6a/yAe04WJ0U2fRkSk91MiRqQHMLwefBMnEnn33bT9gR9cyW9fX43twLcm5MJ//oh3+DDe2dL5bJSFG+tpSaS6KmSRPSoSS9IYTWCZJinbobIxlva4TzbW88KizVx88BC21EeZu7aG4rCP0UUh1lZFOHBEHqdP7U9ZXQv/fnctlmlQFPJx7PiiPfyJRERERGRXZbotTAPsNNmYfL+beMphUXWEDJeJz2WysSmG32VSE+1874uVdRFGZqvUkvR+juNQE2sk5ThkuTMobapMe1zcTnLrp89xVMkkRoaKWVq/gfVNVUzIHoTXctOYaOHikUeRcmw+rFzJgpq1FGfkMDarP9nejvtyiojIzlEiRqQHMAyD8NdOpuZf/8KJb5ux4hkyGH5xC2uzi/hk/kIAhgYtEmtWw8CBFPutTq+Z5XdjabKK9HLxVIp1Vc385dWVvL+mmuwMN789fSLDCzJZVdHU4Xi/2+KUffpxwV1zWVK2rTxfXqaHh79zAJf89yO8lsnPDi/mALOF5vJNlEweQZ7RAgT34CcTERERkV2V7XNz9MBcXiqtbmszgO9O7M+wLB/LaiMAhL1utkRax1WWYXSavNl6TZHerirawOubF/G/NW/TmGjh2H5TmJY3otPjzx9+OB9UruCWRY+TcrbtpXnDpDOZmjecPyx+ku+MmslJA6exqKYUn+XmyJJJJOwU3s5fQ4iIyA5ojxiRHsJdUsLAu+/CVVwMgBkKkfzNXznjhc3MXlNDcZYfgHVNKVyDhxD95BOO7OfD7CTZcuGBg8nP9O6p8EW6xIotTZz413d5btFmaiJxVldGuPaxT7j88GFpj79gxmD+/OqKdkkYgKqmON++5yP+e9E0/nF8EfP+/FM+/PefWfzsI7z851/z4E+vombTxj3xkURERETkSwq4LWZN6s/RA3PaxkEXjSthfUMLN7y/hoC79Q1xXSxBYUZriea55Q0cVBJOe70Ml8mQkH9PhC7SZaqjjdww/wFuWfQ4GyJV1MUjPLj2XeJ2ikJfuMPxXsvNoUXjuPmTR9slYQB+sfBhRoaKeeTwa1hat55r5t7Dvavf5M4Vr3DWm7/n0XWzadhuzxkREdl5SsSI7AF2czPxDRuIrlxJfNMm7Hi8wzGG203GPvsw+MH/MeTJJ8h/9HF++3Ettc0Jnpy/ibP2GwDAPYtqMC68BBwH67//5k/HDsb6XDbmwGF5nL3fQCxL/8Sl96prjnPjM0uIp9oPDlZXRli8qYHfnj6B7IxtMxinDAhz0qRiXl5SnvZ6a6oiOJEGXvjjr4g1R9r1Repqee6vt9BcX7/7P4iIiIiI7JTK5jhr6ptZ39BCXSyR9pg8v4dr9x3Mg8dN4K6jx7J/URbPraumOWmTchzyfG6akzZx26Y44OH5dVWcMiyfwSFfu+v4LJM/HDKSfL/21JTebX2kkg8rV3Zo//OSp/nV1POYkjO0rS3k9vP/ppzDU6VzOr3ew2tns6B6LW9uWdKh72+fPs+mSHWas0RE5IuoNJlIF0uUl1P5579Q/8wzkExi+P3kXHABOeeegysvr8Px7sJC3IWFVNY088aKBQBsrG2hsjHGhQcO5p7Z63gyUsQp1/yY2K1/YlwqyYvf+jbzam0aLC/7jyigJDuDvM9Ww9jNzdjRKGZGANOnFTLSezRGk3y0rjZt37/fXcvvvz6R575/MPUtCWzH4dVPK9hQ25K27MSg3AwOGZ6HHWmgqTb9wKFi3RpaGuvJyMranR9DRERERL5AczLFgopGbplXSnlz66S1MTkBfrrfYIaE/BhG+4lnAbfVtvrlz/PXt7XftaSM66cN5ua56/jnok38eNoQ/rZwAzd+sIZZkwbgsUzWN7QwOORnXG4mBRluXKaB7Tg0xJOYhkHIo9ck0ru8sXlR2vbyaB0/mnsX9xzyAxJ2kpZknPKWOtZHKimPdpyA5jFdHFw4lhMGTOUvS5/p9H6PrH2Pn0z6OpapGmUiIrtCTxgiXShZW0vZT39K8zvvtrU5LS1U3347JBLkzboc0+dLe67tODjbvVD+w8sr+Ma0Afz7W9PYUNtM9fijGXPkYRh1tRguk8GDCnHl5mKYratgUo2NxNeupeqfd5IoLcU7diy5F1+Ee8BALH/6e4r0JIYBLtMg2UlB7/rmBCVhP+EMNz98aAEvLSnnr2dNJuR30dDSuiGrz23y/742nmjC5vVl5dTUx3Z4z2Si42o1EREREelaa+tbuPqdlWz/1PdpTYTvvb6Mu44ZR0mg8wll26+e3tAU40/z13PZpP64TIOK5ji/PGAYCcchnrIJe1wcUhLG7972AnlLJMYr62t4eX01HtPkzJGFTC0IkqeVMtJL+KzOf1abU3Esw6Qks4AV9WVcNfcuJuUMYWruUOZUrmg77rCi8Zw6aH9eLVtIUyJKXTzS6TWrY40kHRsLJWJERHaF6haJdKFUdXW7JMz2au69l2RVVafnhnxupg7Kbtf20NwNXHj3XG59bRVZwQCBQQPImDQR/7ixuPPz25IwdixG48uvsO7Mb9D06qvEVq6k4amnWHvqabTM+wjH6WSnSpEeJCfg4djxRZ32HzaqAIBoIsW6qtY6xY/O28hFBw5pO+ZXp0zgwbkb+NlTi3ljeSW2P6s1w5OGy+vF8mfuxk8gIiIiIl+kMZ7kH59sJN0IpSGe4r1NdTs8/+iBue2+3tgU4xdz1nLz3HUsr4tQkOFhRDiDcbmZ9Av62iVhNkdifPf1Zfz9k42sqmthaU2EGz9Yw00frKGqRRN0pHc4umRSp30n9t+XbE8AgLp4EwALa9YyKWcIQXfr/kiTcgZzSNE4fjjn3zyzYS5zq1a2K2f2eQcWjsG27U77RUQkPSViRLpQoqys0z4nFiO1g/0oQnaMm44djtfV8Z/p4aPzyQt2PissWVXFll/8omNHKsXmH/+EZEXFjgMX6QEyPC6uOXYURaGOK7iuO3YU+SFv23HjSkIAvL2yCo9l8uPjRzNlQBYN0QTzSreVN3thVROjDj067f3GH38Gt76/hS31LW1tVU0xFm6o42+vr+Se2etYW9lEJJrcnR9TREREZK/WkrRZVtv55t8fVTSQ3MFL3wK/m/0KQx3aLcPgGyMLyXCnn7WfSNk8saqirRRa+3s2sqquJc1ZIj1PoT/MhSOO7NDeLyOHC0Ycgcdq3Vczz7ft38lflz7Lr6eex+ScIXxjyMH8ecnT2J+lQ1/aNJ+vDZqOx+xYRCfPG6LQF2Zh7bq2tngqycZINU+v/5A7l7/MvKpVVEUbdvOnFBHp/VSaTKQLWTk5nXcaBnZLlGRNDa7PHefYNk1vvYXvfw/x1DU/49+L63h/YxM5AQ+X7lPA9DElZAc6X36cKNuME0tfgilZUUGqthZ3YeGX+kwie9LAnACPXTaD91ZW8eKSLRQEvZy3/yAG5PgJ+VoHFD63xaWHDuWphWWkbIdbXlrO386Zwk9OHMvvXlze7nr//rCMpy8+jcy8Qpa+9BQtjQ1k5uQy9sQzWekbxD2vlHLI6GKKsvxUNES5+pGFvL1y28o1w4BfnjKekyeVEPzs/iIiIiLy5blNg4IMD0316RMf+X4P1S0JCtOUJ9sSifH9t5bz7fH92K8oxIul1UQSKaYVhjh7VBH9MzsvyVwfT/Jiaeebjj+1upJ9C4O4TM1flZ4t5MngvGGHcVjReB5dN5u6eISj+01mau5QCv3bqmzkeDKZmjuMedWrWd24hb8seZYrx38NyzBpSGz799eSivPw6nf5+wHf5dZPn2NhzVosw+TgwrGcPngGN3/yKF7TzT9mfI+g289HVau48sP/kHRSbdcYHizmz/tfTJG/fZUPEZG9mRIxIl3IVVCAu39/Ehs3dugLHDiDptdfx26cRvDww9r1JSsqKP/Nb0lVVWGcfyaXnXAil46bhNlQB7/4FaG//Q2yd1BCKX3lpe36v+gAke5V1xynrC7KC4s3k0w5nDKlH0ePLSDk92CZHX9+B+cGuOuCaVzz6CdsaYjyzsoqpgwId9hfxnagtNnigdqBnHfJDQTdUBN1+NP8aj7eUArAm8sr2H9IDk8uKGuXhAFwHPjJE4uZNiiHYJESMSIiIiJfVbbPzQVjirnhgzUd+kwDDijO4qp3VvCXQ0eR+7l9W97fXE9ZJM4v5qxlRNjP4f2z8VomS6ojPLh8Cz+cMgivK/3Y54uqNWvIJD2d7dhsaaljQfUaltZtZEL2QC4fczxBtx+v1XGsEvZm8ot9zuGWT57g7fIlrG0qJ5qKE7c7rvivTzbzYeVy9s0bxjlDD8YB5lau5Nq599Ccap302ZSM0pyMcdXc9kkYgFWNm7n90xe5fuLp+Fzab0lEBJSIEelS7oICBvzjdtZ/+xKSW7a0tXvHjCHn/PPZ9MMf0jJ/Phn7TMHKymrrTzU2kvps/xgnFiP6+GPw+GNt/dEVy/EOH9bpfT3FxRh+P05Lx1llrqIirGzNSpGeqyYS4y+vruSe90vb2m5/azUnTCjixpPHk5+mLJ/PbXHwiDyevHwGtc0JDAM8lkltc7xdaTKA5niSJVsa+d6amrT3z/J7mLOuhn+/2/FlwFZPzN/ItceN+ZKfUERERES2t29hiK+PKOCRldtKKHtMgx9MGcjza6tYXR+lLpZsl4iJJlO8tWnbc97KuhZWbldOLN/v5tvjk3g7eQmc7XVx/JA87lm6OW3/KcPytRpGerSVDZu59L2/E0lGAXhwLWS6fNxx4GWMyuqX9pxCf5ib9jmLmlgTzckYmW4fZc01+C0PLaltZfoiyShuy80/P30+7XW8lpuKaB3rGitI2Km0x7y0aT7fGT2TEtcOKoWIiOxFlIgR6WKuoiIKf/oTnFicZGUl7pISkhXlbLr6R9iRZpI1NTiJRLtzTM+OZ4xsn7RJ25+fT/EvbqLsR9d8LhgXJb+5+f+zd95hUhTpH/909+Q8mxNhF1hyBgkSDKAoYlbMOacznOHu9PTOdHqmO3/mnHNOKAqiJMk5L2lz3pmdnPr3R8Muw85iOIFF6vM8+7BTVV3Tzc50V9W33u+LLjPzN12LQLAvWF/lSxJhdvLFyiqO6Z/LcQPyUh4nSRI5TjM5Ti3pZCQWZ2KfbD5YUs6mGl9Lu8+WV3D60E48+2NboUWSYGgXN55glEZ/tE39Tio9oV97WQKBQCAQCASCdnCb9JzYLZOROU7KfGFMOhmXUceHm2r4qUrLNRGKJ+eJ0ckSTkP7Sxp2gw5lD2EtOkXmxKJMvtlWT6U/OU/MqBwH3ZyW/+GKBIK9S23Qw80LX24RYXbii4W4ZeHLvDDm2qScMLti05ux6c0tr02Kgev6HMcDKz9sKdvcXE2xIw9FkomrbXM0TcofzLzq9ejl1DmYAGJqnFg7Io1AIBAcjAghRiDYy0gGA+ENG6h//gUUh4N4QwNqJIKxRw+UXj0x9euPbEu2GVNcLiwjRxKYPx8A2WbFftW1hIaPJpFI0JybTXvGZPHmZmL19Rh79aLru+/Q8MorRLZuxdSvH2nnnYe+oABJxNkLOijBaGyPkSjP/bCZMd0zcFl+PrzdoFPIdph44bxhTFtdxXuLy1BVlZFF6UwZmMfK8ibm7RIVI0twx3F9+HBJGbkuM8ML3czZlNo3/Ki+Ob/+4gQCgUAgEAgE7aKXZW6dvRG3SU8kruKJxHAYFAZl2ojGVVzG5OULnSxzWo9svtneOp4bm+dkcmEmdoOCVadg1qWOaIknVOpCEXyROI+NK2Z+lYevtzVgVGRO65FF/wwb6WZhQyvouDREfFQEUkf4lwcaaAz72hVidifdaGdsdh+6OXJ4acN3bPfXUmTPJdvk4sFh53PLoleSxJhezgIOy+nPnUve4m+DTm2333xLOhZhSyYQCAQtCCFGINhLqLEYkfJymt57D9u4cTS89DKxqiosIw4h/cKLCG1YT6y6GsuwocQ9HmSTiUgoSMDjIRYO4bznn+iefZ6QyYp0/iW8tqKGNz7cjDcYI99Vzq2TejKuODNpQTpaVU3V3XfjmzEDVBXZaiXjuuvIvOkmdBkZPxtpIxDsb2JxlaZA+5EonmCUaLztjqxUNPgjPPtDCU/P2sywLm5OHJTHoM4udJLMPZ+v4YzhnbnmiB4s3d6I06ynwG3hnUWlTFtVhdui56HTBjJ/cwPx3fLMdEozM7iT63+5TIFAIBAIBALBDuqCEVbX+ynzhZhcmMEnm+swKTI3D+2CTa+wqt6H26gnllAJROOYdTJ1wSjN0RhWvcJDY3vw/Kpy/jSoM9FEgqdXlrOmwY8iSUzonMbl/fPJtbZa2waicRZUebh/0Va8EW23/qG5Dm4d1oVsixGnUSyTCDo+0RR5XXYlVd6X9tjUXMmVc58G4Oj8wUzMG0RPZz7fVa7AFwvxzOgr2dJcQ2PERxdbJo0RP7cveR1/LExtyEt/dxdWNrZ1NLip3wlkmPbs5iEQCAQHE5Kq/lyKOoHX68XpdOLxeHA4ftmOAoEguHIl2845FzUcxlhcTNafb6J55kwsw4ZRedtfkuzIDN26kfn8c8x+/w3Wzf0BNZFAbzQxZPIJdB5zFPfOKOPr1VVt3uOeE/tx5vBOKIpMzOOh4pZb8c+a1aad7YgjyPvX/Sji8yvo4CQSKi/M2cK9X6xNWX/xmK7cOqkXBl37IfA7mbWhhvNfXNjy+uaje7K20svnK1p9wG1GHSOL0rhxYjHH/nd20vGH9czkzEM688TMTawo86BXJKYMyOPGo4opcAurio6Kr6Ge2tKtbFo4H4vdQc/R47CnZ2C0WPf3qQkEBxxiDCz4tYjPjODXUh+M8M+ftrCg2osE3DqsK+W+EP0zbLy6tpJV9f6k9o+O60EkrvLQkm3UBrX5VO80K38Z1hVfNMq1328kvtsSR67VwNNH9CZrxwa2tQ1+Lpq+ps256GSJ14/uSxeHuU2dQNDRKPfXc+rMB1LmZ9HLCh8cfht51p/PzVIT9HDBj/+hJuQBIN+Sxo19T+CvS14nHG9ds+hqy+KeIWfzrxUfsKppe0u5STFw75CzmVOzli/LlhCKR+hizeTGficwMK0Qm970O1yt4PdGDUVQPc3El68HTzNyn25I+dnILvv+PjWB4IDj14x/xVYPgWAvEKurp+K2v6CGwwCEN2yg4tbbKHjyCbZffEmbnDDmk09k2jP/oXTtqpayaDjETx++QzyewCilTgr+4NfrOKJXFtlShFh1dUoRBsA3Ywax+gYhxAg6PLIscUy/HJ6dtZlaXzipzm7Ucd6orr9IhPEGozz1fUnSsV3Trfz76/VJ7XzhGN+ureGSMUU4TDq8odadY9+vr2V9VTMXHNqVR6cOwqSTcVsNWPbgRS7YvzTX1/HhA/+gbtuWlrL5H77D4edfSt/DJggxRiAQCASCDsa6xgALqrUcMCrwr0VbOb93Lqvq/W1EmHSTnkAswd/mliSVr23wc83367jv0O5tRBiASn+EFXXNHNEpjdpAhBdXl6c8l1hC5aOSGq4d2AlFTm1pJhB0FNKNdi7sfiTPbvimTd2F3SeQZmrPzDyZmlBTiwgDcHrhGJ5Y92WSCAOw1VfDf9d8zpjsPklCTCge4ZZFr3BYTj+eO/Rq7HozZkVP+i+0RRPse9RIhPiK9cTe/qqlLD5vOVKmG/3lpyOniSgmgWBvIUYXAsFeIN7USKSkpE15pGQzaiCQXKgo0Kd3kgizK8u++pSpfV0p67zBGCa/h5pHHiWyuf28GgCJZu8vOneBYH9T4Lbw/pWjOHFwHnpFQpbg6L45fHz1oXTaLRKlORRlS52Ptxds59V5W9lQ3UxTIEI4lqDG2yrkHFKUxvcbatp9z2dmlXDX8X3blFd5QxS4LHRJs5DvtggRpgMTj0ZZ/NWnSSLMTma+8hy+htT5fgQCgUAgEOwfwrEEH2xqOz4rsBv5uKRt+XGFGby7oTplX95InJW1PorbiVpe1+BnXYOfmWWNbPaEUrbR2gUIxYRpiKDjY9IZOK3wUO4cdAY5ZjcAOWY3dw0+k9MKR2NSkm3Jq4NN/FSznjdKZjGvZh3VwSYAPJHk9Ylci5vNzam/ZwvqNjI2pw8F1vSk8riaoCLQQLrRToE1XYgwHRzV4yP2zldty2sbiX0zBzXSvlW4QCD43xArSgLBXiCV459ssRD3etqUK3Y7zY2pk+wBxCJh9IlIyroeWTZYvIimd97Bdvhhezwn2fbLdsQIBB2BLulW7juxP7cc3QsVcJp12IzJCVM9wShv/bSNf01LjnI5e0RnbpzYgxGFaWyu03ZSypLUJtfLrszf0sDFYwt57ryhvLeojM11fooyrJw1ojMD8p3oFLFvoaMT8HpY+W3bCcVO1s+bzejTztqHZyQQCAQCgWBPqKgpx2dmRaE50tZuqcBu5N2NqReIATY0BehsM7GhMdCmbky+mxt+2MCkLhnk24xU+MMpeoAipxmDIv2KqxAI9h9uo40pnYczKquYaCKOXtaRkUIE2ear4Yq5T1Ebat2cmW6089ToK8mz7GZf9jM65AZPBX/udyIrG7fxQ9VqFEnhyLwBHJk7gCyziKQ4EEis39ru3zmxeC3qUYciiagYgWCvIFaWBIK9gOJ0oi8oSCqL1tRgKCxs0zYRCGC278GHU5KQDYaUVX8ekUXT888BEFq9BvPQoSnbWUaOREn7eX9YgaAjYTHqyHOZyXeZW0SYuuYwm2p8bK71sammuY0IA/DGT9tZur2JS8YWYdRpj7nF2xoZ2yOz3fea2Cebj5dVcOM7y0mzGpgyMI80q4EXZ29BrxOPygMBVVWJhNrf4RoUUYECgUAgEHQoTDqF44vajs82NgUYmNl2E5knHCPLnHpeBJBnNdIUbruT22FQCETjeCNxpm+v54QU7wkgS3Bqj2z0YgOO4AAjw+Qk15LWIsKEYhHK/fWUeKso89dxy8JXkkQYgPpwM39e8CIWxchhOf1ayhsiPvJ3F2d2ICORZrRx/U8vsKiuhMNy+nNoVi++rVjexspM0HFRA+3PmYjHQaQSFwj2GmKEcYDQ4A+ztd5PaUMAX4rBpaBjoc/KIvfeezTbsZ1Eo4TWrMV6+GFJbdVIBENDE/aM1BOCwiHDMdmcWAzJeTHyXWZG5luJ1dYC0PDSS2RcdhnmwYOT2pmHDSPv/vvQuVz/62UJBPuNSDzOkm2NnPHcfCY8MovHZ2zipdlb223/fzNLSLfpee+KUfTNc9Dgj+ANRhndLb1NW5dFz6lDC/hseQXN4RhvLyzl0ekbeHthKScNycdu0qd4B0FHw2A207nPgHbruw8fuQ/PRiAQCAT7AzUWI9HoIVHbiOpp3t+nI/gFDMi00Ws3O7HPttRyTq9cdg9M+WprPSd3z0rZjyzBhM5pSCmCWa4e2ImGkDaHbgzHWFrbzNUDCjDuIrjY9Ar/OrQ7edb2hR6B4ECgNuTh4VWfcMqMB5j6/b/Z3FxNSXNVyrbb/XU0xwLcNuAUzioah1HR8+6W2Vzd+1gUqe1y4TndD+ObimUALG/YwnMbvuGFjd/SFPbjMohcjAcKcnGXduukgmwko7gPCgR7C2FN1sEJR+OsqfRy+8erWF3hRZZgcv9c/ja5NzlO8/4+PcEeMA8cSOFHH1L/3HMEV6xEn5uLZdhQnCefhKdffxpeeYWE14uhsCu2rGxOue0uPrj/Tprr61r6yOnWg3EnTmVbc4Dnzh2KPxwl3xDFrlMxyaDz+zAPHoRvxkwSPh/lN91E+qWXkHH55cT9PvT5BRi6dEbndu/H/wmB4H+ntD7IGc/OJxJPAGA36Vhf1f4CS50vTDSuMqDAxWsXH4InEEWWJCb0zmb+5npenLMFfzjGpL45TB3eiTs/XU04lkjqo0+eg1FFGXv1ugS/HyarjfHnXcQbf72JRDyWVJdd2J30gs776cwE7eKvh0AdxCNgdhO3ZtMcUTHo5NT5mHw1EI+BzkSdaqXeF6YpGCXDaiTdZsBlEZNGgeBgRvU0E5vxE/H5KyAaQ3I70J12FHLXAiSTuD90VDLNBh4Y04PZFU18VFJDNK4yqWs63ZwmnjmyN48t3c6qej9GRWJAho2x+S7KfCHe31jT4qxjVGT+Orwr8YTK6cXZnN0zh5gKdoOCVaew1ROkwGFsec8PNtUwOtfJP0YWEVdVFEmiyGkm12pAJ4u9qoIDF08kwAMrPuT7qtb8s9FEbA9HQDAWpbvDwTW9J3NG0Vgi8RgWnZ7Xx9/Ayxu+Y1VTKTlmNxcVH4mCxBXznk46XpFk/j5oKpnCluyAQU53IXXrhFpSmlwhSehPmoBkS51rS7B/iMRV6oMJfBEVkw5cJhlFglgCrHoJRU7egRCMJmiOqEgSWHQSnohKXSCBToZ0s0y6WUYnCwvO/YWkpkpmIUjC6/XidDrxeDw4HPs26diaCi/H/99sYgkVRZa4aWIxRZk2Fm6tx2U2cFTfbLIdJrH40IFJBIMk/H4koxFlhwWZGo8Tq61FjcWQTSZ0Gdpib3N9Hd66GnwN9bhy8rDZ7NTdehuRks24Hn2UjRtXs2TaZ4QDfoxWK0OPO5nioSOpmXwcxJIHWEp6Ol3ffQdDfv4+v2aB4PckEkvwz89W8/pP21vKRhalMbiTm6dmlaQ85tShBdx9Ql/MqRZz0aIM4wkVl0WPXlGobAoybXUV7y0qQ5LgrBGdObJXNg6zjjpfhEgsjtWgI8thajPQ2Rc014eo2NRExYZG3LlWCgdkYHMbUfTKzx98EBGLRmgoL2PW6y9SumoFBrOZgUcdy6Cjj8Oe1jYaSrAfqV0PH14Glcu012Y3wcPu4tPwUL4qCXLZ2CJ65TpIsxo0wWbLLPj+fgg3U3ryJ1zxWQ2rK1otNsb1yOCBUweQKzap/K7szzGw4MBkf31mVJ+fyMufom7WFpWkwnx0R4xErapF9QWQu3VCKshGdonPcUemKRwloYLToGsZb3nCMQKxOLIEbqMegyLji8RoCMfY3BTApFPo4jDhCUW55Lu1nNUzh5G5Tv5veRlrG7RcgUMy7fxpcCfeXFfF19uTc3MqEtw4pAsnFGXulzGeQPB7srW5hlNnPpBU9sghF3HzwpeJq4k27RVJ5v0jbqWTNfXms1Asgj8WxqDosOvNNEeDbGmu5qWN31Hmr6e3q4Dzuh9OZ2sGnkgAXyyEXlZwGWzY9Ka9co17IuEPQIOX+JK1EIshD+6NnOlGsotond1RvT5i81cQ/3ExBIJIhQXojz8cKScDySAcIToKjaEEH64P8eaaIOEdqdOG5+q5oJ+Zl1cGGZKjY0JXI7k2hYSqUtYc56UVQX4sjXBWXxM6SeKllUGiO77+doPEP8faGJSlRy/yof1u/JrxrxBifgH7a0LRHIpywzvL+HZtDQD3ndSfmetrmL4mOUHhFeOLuGRMIaFYgk01PgLhOD1z7WTYjDjN4gZ6IFDeGKAxEKXeHyHdpifdYiTXpS0mhdasoe6jj1jntrB81ndtju038TgGjhiH/7ZbiJRoi9KmQw4h6447sPbovk+vQyDYG9T7wpz9/E+s2y0C5uULh/Ont5fhCSbbNRp1Ml9cN5buWW29xfeEqqo0BiJISLitBio9QR76egOfLi8nGldJsxq4aWIxx/bPxb0PbSsaqvx8/PASgs2t1ykrEsddM5C8YheK8DFvQ8jvIxoKgiRjcTpRFBEA3KFoKoXnDgN/XZuquimv8vCWzozMUemeaaN7QRbGBU/CLG1RofboJzlvQSfWVraNiDumXw4PnjpA2An+jgghRvBr2V+fmURpFZFHXwVAKshBd+QIom9+AdFdNio5bRiuOpO4VSXiryHUtA29NROjIx+jLXufnavgt+MNR2kMx6gNauO1bIsel0mPTa+jPhjhgUVbObl7NrfO3kgkkbzMYdMrPHVEL95YV8V3pQ1EEypuo44L+uRxVJc0XEbx7BAc+Cys3ciVu0WsTOk0HIOs44Nt89q0P7XraK7rPRnLrxRNAtEQoUQMi2IgriZYXF/Cv1d+RGWwEQmJ0Vm9uLn/SRRY991GKNUXIDptNom5y5LK5V6F6M44Btnx6+aGBwNqPIHq80NCBaMe2SI2NHUkYnGVt9YGeWZZsE1doVPhrD4mtnnj5NlkhucYiKtw8Vce/FGVHKvMhQPM3D/P3+ZYRYLXprjo7BCbOn8vfs34V6xMdGB84RgLtmg7drpn2QjH4m1EGICnZ21mTPdM/vzeMqq84Zbysw7pxI1H9STDZmxzjKDjsLXOz18+XMm8zfUtZYM7uXhk6kAKM2wYe/TAet65rLjlmpTHr5nxFdmjJlBy4330sIAqy8yoidI9bOPofXURewE1kSDg8ZBQ45isNvTGfb+jRtAxMOkV8lzmNkLMvV+s5T9nDOLZHzYzt0T7/gwscHLPif3onPbrB5GSJJFm1e6Xdb4wV7+xhCXbm1rqG/wR/vaxFuZ/xiGd98muyZAvyoxX1yaJMACJuMpXT6/kzDtHYE8T343dMVltmKxistVhKf0ppQgDkDH/Xv4x8X4MX94AagL11Jfgx4e1SkmmzjWQtZXbUh47bXUVt07qJYQYgeAgJFHWOkfSHX4I0XenJYswAB4f0Xe+wjvWwuYf724p1lsz6HX8k1jSu+2r0xX8BuoCEeZUNvHfZaUEdtjJWnQyNw3pwuhcJ+lmA7cM68pTK8raiDAAvmicadvqKXSYuGtkEQChWIIfyxs5otOBbeOsBkOokSiSrCDZhaXQwYzD0Pbv/3npIm4bcDIX9TiS97fOxRsNYtebOafbYZzYecSvFmEALHoTO99pYe1GblzwYkudisqcmrWUzK3ihTHXkG12/car+XUkquraiDAAiXVbSKzfijy83z45jwMJSZGRnPb9fRqCdqgLJnh9dShl3RZPnCyrwjdbwny1OU59MEGNP4E/qj3/JhUZ+WRDOOWxcRW+Kglx2SALUqrEaoK9ihBiOjA6WSLNasAbijG5fy4fLClrt+1r87dxaPcMPlhS3lL25oJSBnZyM3V4p31xuoLfQKUnyJ2frk4SYQCWljZxwzvLeersIeS6zARDAdRE21BigEQ8Tizg46bp5Unlt9gO3Aeqr7GedXN+YOm0z4gEg3QdNJRRp5yBKzsXWRGq/cGG1ajjivHdmLGuJql8Y42PG95ZxtuXjcSsV5AkcJoNOH6HSMDKpmCSCLMrD32znsN7ZZHn2vs7hoK+CNWbvSnrouE4npqAEGIEBx7b57dfV7seQ7QZmraBzojUuAV2epvrLdQF4u0eqqrgD+/ZB10gEPwxkRw7bGeMBkjEIZh68UHdXIZl4pFJZVF/Hes+vZp+p72KwZY6Ebxg/1PmD/OvRclCfCCW4J4FW3h+Qm9cJj0SsLzW124fq+t9FLusPLWy1dpWAq4fcmDmkVMjEdSqemJf/kCitArJaUeZOAqlR2ckm7BiOhhJN9rpbM1g+y4bXlRU7l/xAecUjefVcTcQVxNYFSNuoxVF/t/m1o1hH4+t/ixlXVWwkbVNpftEiFGjMc1iqx3isxai9C4SuU8EBxShmNoirKRibV2MCl+C+qCK3SDz8cbWsU+mRabc1/68qaQpTiwBwul83yP8TDowmXYTl43TdutYDApNgWi7bT3BSMrEtk/M3ERNc2oFVbD/8QSizNpQm7JuWWkTDYEIwM9Gg8j6tjZJgzu7/ufz2x/4Gxv4/LEHmPXaC3hrawj5mlk3+3teu+1PNFZW7O/TE+wnirNt/PXY3klRKIoscc0R3cl1mjAbdFR5w7y3qJTv19VQ5Qn94gXZWDxBeVOAdVVettb58YWjrKtua3u0k8ZAlEBk3yz2JuJ7dg+NhNofXAkEHZaMHu3X2XMhuMO/PxED3S7Pv6ifbGv7swVFlrCZxB4jgeBgRMrNBIMe9DrUUGTPbeNtNzdF/bWEvWKc2VFpDEV4e31VyjoVeGt9FcFoDL0i497Dc8Bt1NO8W6RUrzQrxgPU5jWxuZzIf14jsWEbBMOoVXXEXvuM2LfzUQNiDeBgJMPk4NERF5NrTo7y6mbP4fSiMaQb7ciSxKyqVUwrX0qJt4rGcPvi5e40hX1s9dVQ4q2iJughHI+y3lvebvsFtZt+87X8KuKJdgV4AEIRaGdjq0DQUdEpEvo9PJ4yLDLeiLZeEEmAWde6VlLpi9NlD9ZjfTJ0IkfMfkLMVjs4E/tk8+PGOlZXeBlRmEZZY+qH3IjCdH7c2Nbmo8oTIv4zC3mC/UfzzywU7xTfzHYHafkFNJS3jYpK79SFdZ7kv3FRhpWiTBuqqlLTHCaRUDEbFFyWfZfX4rdSX15K+bo1bcpj4TBz3nmVSVfdgMEsdrIcbLgsBs4e0Zmj+2azttKLhESvXDuZNiPeUIxbPljOKUMKMOoV3l9Shs2o4+QhBRRlWLAadVR7w8zeVEdtc5hDu6dTmGEl026iwR/mo6UV/OfbDXhDMSQJThqUz/GD8to9F50sYdDtm60jRosOs13fxppsJ2m5Yrej4AAj4oec/qAzQizFhHn4JbDsTe33RBziYbCkQaABVJX02p8Y1rkni7Z7kCUYV5zO+N5mkCQSEYuwYxUIDlIkpw39pacSfe59JPcevLktJqIEUlZFAqktEwX7n1BcpczX/iJrqS9MIJYg3WzgnF653DYn9eLvhM5p3Ldwa1LZNQMLcBn1NEdiBGNxzarWqN8nFrT/CwlPM7H3vtaUqN2I/7AYZfRgJIuImj4Y6WLL4oUx11IZaKAy2EgnawbZZhdWnYnZ1WtYULuBsTl9mVOzlh+qVjM0vRujs3tRYM2gNuRhS3MNS+pLyDG7GZbRnSyTE72ssLm5mn8se5s1TaUAZJtcPHLIRbgMVpoibfNQAORb0/bJNUsmA/LAniQ2bU9ZL/ftDmbxfRAcWKiqypFdjUzb3Pb5l2aSkCVo3iHE/LA9wlGFRl5coeWT+WpzmGuHWlmxI0o02yJzdJGRTLNMbSDO0YVizrS/6NBbP+LxOHfccQeFhYWYzWa6devG3Xffjaq2jjZUVeXvf/87ubm5mM1mJkyYwMaNG5P6aWho4Oyzz8bhcOByubj44ovx+X656r8/ybSbuPekflwxvojzR3fFYmi7+JdpMzKgwMmS7Y1t6vrmOzCJWLMOi9OsZ0+WjOlWA/X+MJ9taGb4JTdhdScPZGzudA6/6mZeW6ZZm8kSTOyTxSsXHYIkwctzt3LiE3MY9++ZXP7aYpaVNu2znfy/lfVzf2y3rmTxQsKB1JNnwR8fq1FHrtPEgAIXXdMtJFSVam+IF2dv5oLRhfz3u43c/vEqPl9RydsLSzn9mXn8sLGOb9fWcMTD33P7x6v4z3cbOf2Z+VzyyiJqm0N8vrySuz9fgzekfS9UFT5cWk4ioeIwp96rMHlALhnWfSNqWp1GxpxWnLKu79g8zPaOL64KDi5i8RiVvkpKmkooby4nvLvY4q+FGffCSc/Arrs1JQkGn6OJLmULW8vn/h8c95gm3ADps+/iv0eamNI/mxcv6UHP3vN5s+zPvLH9RryWz/FEky0MBQLBwYGkKMhd8jDcchGYjciDe6duOHEIFeveTFllch6Y9lQHAzadQld7+4uoRU4zVp1MSVMAfzTOcYUZSfUScFm/fOqCUfxRLZo422LgX4d2p5vTzIZGP3fMLeHUL1Zy4TdreHN9FXXBPUdW7XeCYdTG1Pa1AInytrllBQcPWWYnnWyZ9HYVYNUZCMTCbPfX8mP1GnItady44EU+2DqP7ypX8OCqj/jT/OfZ7qvjyrlPc9W8p3l+w3TuWf4up854gEX1m6gINHDpnP9rEWEAqkNNPLrmU84qGpfyHBRJZmx2n311ych9uoErhT27yYgydgiSXuxDF3QsmkIJtnvjbPPEaQy1jdj6ZGOYMQV6DslNtl7Ptsj8ZZSNl1a0ro2tqovR1akwIFP7nNcHVZZWR7luqIXz+5m4dJCFxVVRXlgRYEVtjBp/Al9ERIntDzr0neiBBx7gqaee4pVXXqFv374sWrSICy+8EKfTyXXXXQfAgw8+yH//+19eeeUVCgsLueOOOzj66KNZs2YNJpM2WDv77LOprKxk+vTpRKNRLrzwQi677DLefDP1ILyjkWY1kmY1Eosn+PjqQ7nvi7XM2liLIkkc0y+H6ycWc/3by1Ie+5djeuHeRwuGgl9PutXA0X2ymba67UB5ZFEamXYDHywu474v19E5zcI/Lr2dPLyUbtmKPScfnymdB+fVc8nYIsx6BbtJR+8cO7Is89cPVyT1+9OWBk56cg5vXjKCUd0y2rxfR8Fgbj/vhs5g0GZSgoOSBn+Y9xeX8di3G7n56J4sK21ifHEmNc1hpq+poqQ2eSeWJIHbYuDiVxaye87W5WUeNtb4eOy7ZOF+Jw99s4EXzh/OxS8vbBFpAAbkO7htUi8sxn3z+JRkiS790jj+TwOZ+0EJdeU+bC4jQ4/pStGgDIyWDv0YFxxk1Afr+WDjB7y06iV8UR8G2cApPU7hkgGXkGXZkXchEYNtsyHqh2MfAklCjUWI5QwiEWjE+NqxyZ1WLoNoEM56F7b8AI1byaudza3HnsilM66kzNcaKfriqhf4cssXvDrpVXJtufvuwgUCQYdA0ilIaU5IcyJnuInlZxGfuQD8QaQMN7rjxuG3NOJduajNsbbcwRismfvhrAW/BLtRx9m9c5lZ3thmTKdIcGZxDg3hGJfPWEcgGufMnjk8fUQvltc2owI9XBbmVTYRiuv416Hdiasq3ZxmujjMrG3wcem364jv2OxZH4ry5Ioyfqry8M9R3Ugz/e+5B/cK8p731EoGsQZwsKKqKpubq7l9yesAXN5zEq+XzOSQzJ4cnT+Y6396oc0xQzK68eS6L9nqS97QElPjvLB+OhPzB+GNBtsct6huE+cWHcZhOf34vmpVS7lB1vHAsPP2SX6YnchuB4ZrziI+4yfiC1dBIoHcvxjdpDFIafvuPASCnyOWUNncFOeB+T7WN2ibA7q7FG4ZaaWHW7MMU1WVumCCf872cU4/M6f0NFEfTJBnl0k3ydw9x0dpc7KQ8sRiP/eMs7PVE2dhVZS4CgOzdCyriXHP3NZghGU1Ma6e7uWO0TYmdDV0+AjQPxodegVn7ty5nHDCCUyePBmArl278tZbb7FgwQJAe8A89thj3H777ZxwwgkAvPrqq2RnZ/Pxxx9zxhlnsHbtWqZNm8bChQsZNmwYAI8//jjHHnssDz30EHl57dvPdDR0ikxxtp3HzxqMJxhFQltktBh1PDp1ELd8sJwl25oAyHGY+McJfemTu4fQfMF+JdbYiK2xkb8d0wsJiWlrqtgZ7HVYz0z+eXxfPMEYj3+nhdZvbwjw0JxqJg/I5bPyLKrX+mjwaz76X6xs9Uz+4ZbD8IUjKcUdVYU7PlnN25eOJMPeMUMRe485jEWff5Syrv8RR2GxO/fxGQk6AqqqMn1NNfd9uY6iDCuKLPHJsgqO7pvD+J5Z3P7RyjbH9Ml1sKKsqc2EfSf+cJwGf+rdjmsqvVR7Qnx1/Tg2VTdT6QnRO9dBvsu8z787RoueTr3TmfInO/FoAlmRsDgMSHsKpxMI9jHhWJg31r7BcyufaymLJCK8tf4tagI1/OPQf+A0OsFgh7QiqFgKH1wMOhOSzoQ+0kzijLdRCw9D2jwzuXODDd4+G7L7gC0HtXYdP2z5IkmE2UmVv4qvtnzFBf0uQJY6dOC3QCDYi0h2K7rDhqMM6QOJhCbSOGyYAw0UjLiSiiWvkIgGQFJI6z6RLodeh97i/vmOBfucSDxBQyiKRSdz7+huPLhoG4077J3dRh1/O6SQdKPCZ1vrW6Jd3lxfRf90K9O21ZNQ4Znm8jYOXtcO6oTLqOfRJdtbRJhdWVzTTIUv3GGFGMlqRuqSi7qtsm2lTkHK7bgb7wR7l6pgI5fNeQJPNMC9Q87h7uXvUmTLxijrWN1UiprCz25UZk/+svi1lP3lWNwsqms/18sdS9/kjfE3cHmvSaxp3I7DYKGnI58MkwODsm+XHOU0J9IJR6BMGAWoSGYTklGIkoKORZUvwVVfe9g13eumpjjXfOPlpclOujh1SJLE4Z0NfLs1wosrgsgSWPUSoZjK6DwdFw4wc/sPPnbNROE0yqyui/Ha6iB9M/T4IgnqgirPLEvtKvPoQj+DsnV7zMEp+P3p0ELM6NGjefbZZ9mwYQPFxcUsX76c2bNn88gjjwCwZcsWqqqqmDBhQssxTqeTESNGMG/ePM444wzmzZuHy+VqEWEAJkyYgCzL/PTTT5x00klt3jccDhMOt1ppeL3th/zuD+wmPfbdBoTds2y8cN5wGgMRYgkVh0lHtsMkFuo6KJGycipuvpng0qVIJhN/uetubrhmNM0x7e9rMyrc/+U6JvXLbZNHJhSNs7ay/UTiekVm0dbadus31fhoDkc7rBBjz8xi+AmnsvCT95PK3bl5DDn2BBR9x5wMCfYu1d4wj0zfAMBxA3N5b5G2ALuxupkBBS6C0bZJ621GHY2B1LlVFFmiwG3CqJMJx1KH5NpMOvJdZvJd7Udp7UsswoZM0IGpC9Xx6ppXU9Z9V/odfwr9SRNi7NlwzIPwxqlaZSyk/QDywufh+P9C7XpY9IK2e2DohZDTD7L7QulPADSPvZ4vKue2ey5fbPmCk3qchNskFlUFgr1NR543SbKMtJtNjd6SRu6Q88noeSzxaABZZ0JvTkMxiPyDHRFvJMb07fU8sbyMYCzBYfku/j22Byqax7rTqKPKH+a19VVs9iQnp1eBLd72E9ZLQCAaZ2V96twWAHMrm+iXYftdruX3RrKa0U89hsj/vQmBXa5TAv1Zk5Hs4jN9sLK4rgRPNIBFMaKi4on42eyr5oIeR7C4viTlMQlU4mrqOVEvZwF14fbv7RkmO0ZZT64jjR6O/R+RLOl1be79AkFHIRZX+XRTKEmE2UkkAe+uC/GnYVYMikSfDB2d7DKlzQkSams+mLkVMa4YrPDqcU4+3xSmpClOr3SFY4tM1AUT1AdVfiiNIEswqchIJMV7AfiiKk0hlWyRdnaf0qGFmNtuuw2v10uvXr1QFIV4PM69997L2WefDUBVlRYFkJ2dnXRcdnZ2S11VVRVZWVlJ9TqdjrS0tJY2u3P//ffzj3/84/e+nL2O22oQNmQHALG6OsquuorwBm1RWQ2F8N92MwB5Z5yB7c+3cOsna/hyZRVTBuYhS7Ts6F9f1cyNE1PniwAY0z0Dm1GHfQ+2SbIEys+Esu9PzDY7w6ecQvGI0Syf/hWh5mZ6jRlPXnFv7OliZ9fBSjgWp9qrLfTYTXrqdyRsfWtBKeOKMxnTPYMfNiYn2d1Y42Pq8E4p+zuyVxYryjxMGZjH+4vb7qp3mvX0yOqYE2+BoCPiDXsJx9tPpFzhr6DQWai96DwSzv8Mvv4rVK0EkwtGXAHDLgR7Drg6Q+EOv/EduWE48k54WbMtk+NRDEr74x2jYhTRMALBPuJAnDfJih6j48BxRTiYWVXv46HFrcm3vy9v4vvyJkyKzBuT+uKPJbj2+w0cVuAmw5y8WWt1vZ9hWXYW1aTewDYyx4kkgV6WiLYTPm03dOjlEqTsdAw3nk9i9SYSG7YhZbpRDumPlOZAEpvXDlqWNWwBwKwz4IloO+E9ET/14WYGpRXyKjPbHNMU8ZNnSaMi0JBULiFRZM+myJ7NWyU/kEgRTXNhjwmkmYTwIRD8EgIxlaXV7edtXl4Twx9VMSgSmRaFRyc4eGNVkC82h4nEYUi2jmuGWsm2KRgUiSsGK0QTWntZkjDppBbxRlU1+849IVzJ9j0depb67rvv8sYbb/Dmm2+yZMkSXnnlFR566CFeeeWVvfq+f/nLX/B4PC0/paWlP3/QXkJVVar8VSyqWsS0LdNY17COhmBD6sbhZmjYou0k9VZAihBrwf4nWl3TIsLsjueDD6jzhflqlSYS/rixjol9clrqYwmVuSX1nDOibTJRu1HH36f0wW7SM6SLu12fxwm9s0mzdGzBzmy3k9OtmKMuu5YpN95Gz1FjhQhzkKNXZBxmbTK8vqqZoV20ne5V3hCvztvGjROLMeqSH2kN/ghmvUKf3LYTg/HFmTzyzQYm9slmZFFaUl2a1cATZw0m19l+UliBQJCMWbfnyDG3cZfoFKNdE1rO/RiuXwVXzYNxN2sizE50Ru0n0ADVqyEegROfBks6tnVfcVanCW3eYydn9TpLi74RCAR7nY40b4qFvITrt+BZPx3f1nlEPJWo8baLHaqaINpcTbh+M5GmMuKR1JYdgv1LUzjKMyvKU9aF4gk2e4K8sa4KFZhb6eHwguTx3GdbajmrVw5WfVvLlbN6ZpNh1uM26jmmS3q75zA6t2M/SyRJQk5zohs7FP0FJ6A//nDknAyRH+Ygp9uOqJSd4spOHl71CVkmJ6OyerY55uNtP3Ft78ltyvOtaWz31fLJ9p+4bcApGOVWcVJC4oTOI+jv7rIXrkIg+GNiUCDT0r76kWmRMeyyrJFjVbh2mJW3j3fx/oku7h1npzhNh2GHwqLIEiadTEKFKl+cksYo/xxrZ3CWDhWIJsBpTP1+2RYZt6lDywJ/SDr0Fo+bb76Z2267jTPOOAOA/v37s23bNu6//37OP/98cnK0CXt1dTW5ua0hkNXV1QwaNAiAnJwcamp2SzgWi9HQ0NBy/O4YjUaMxv1v26SqKusb13PF9CuoD9W3lA/PHs79Y+8n27pLJFDTdvjqNtjwFagJbTFj4j3QYyLswwRpgp8nVlnRbp0ajdIcjLVoaO8tLuXJs4dS0RRkZbkHgBdmb+Gvx/bmlfOH8tLcrdQFoozvkcnU4Z0ocGsh6Fl2I4+cNpDr312WpMflOk38bXJvbKYO/dVvQZJlpI6tFwv2EVl2I5eOKeLh6Rv4fEUFz547jG/WVBOOJfhoaTmBcIy3Lh3Jsz+U8OPGOmwmHeeN7ILdpOPmo3vx5apKPlteQSiaoE+ug375TiLxBH96eyl/OrIHF48poqwxgNtiQJJg1voaRncT4p9A8Etxm9wcknMIC6oWtKnLt+WTYU7xfbL+zHesuRqm3Qqrd+QN6zwSJj0Ark4McmRzaMWhzKmYk3TI8JzhjMgd8VsvQyAQ/Eo6yrwp5q+n+of/4FnzRUuZpDfT6fiHsHQagrwjii4W9OIrmUX1j48TD9SDJGPvcTjZ42/A0AEsdQStROIq25rbtxbzRmKUeDQRLRxPMKu8kWsHduLJFWXEVRVvJM4Ty8t4bFwxM8saWFzTjNuo4+xeuXR3mVuiXS7sm8eS2mbKfMlRnX8e2pmMDpofJhWSIjz+BRpjs3vz+JrPiSRirPWUMTqrF3Nr1uGPhbh0zhM8dMiFHJJRzLtbZtMU8TM4vYjLeh7Fsvot3DnoDF7eNINtvhosipFj84dhUPTMqFyJPxbmvqHn0hTxE4pHKbCmM7dmHYl2LM0EAkFbTDqZs/qY+aE0tYX6OX1NWA3Ja2AGRSJrD3lcYnGVlXUxbpnpJRgDu0HipGIT5/c3k2aW+PuhNm6Z2ZyUT8agwJ1jbGRYxHrbvkZS1Y4bNpGens4999zDlVde2VJ2//3389JLL7FhwwZUVSUvL48///nP3HTTTYDmS5yVlcXLL7/MGWecwdq1a+nTpw+LFi1i6NChAHzzzTdMmjSJsrIy8vJ+Pizd6/XidDrxeDw4HI69c7EpqPRXMvWzqTSGG9vUndj9RP464q/aDlRvpWbX0bC5bSdTX4feUyDiB1nXavEh2G8EV61i66mnpa7U6TB+O5sj/zO7RUCxG3V8eNFgmmvq2dQYJtuqJz/chPLiU9CrHwmXm/xTTsSUm2zRFwjHqPCE+HRZBaWNAY7olcXQLm7yOki+C4Hg11LbHOaBr9by/pJyRhSmccnYIp6YuYllpU1IEhzdJ5u/HtsbvU5GliRQVUbcPwO9InF03xyO7puDIktsrw9Q4QkQS8CbP2l2F3pFIt1qxBeO4QvHeP2SEYzpLoQYgeDXUN5czpXfXckWz5aWsrH5Y7l52M0Y1AR6WU+mNQ9J9ws2AyQSsOAZmHZb2zpJhutWUKU3UuLZyHsb3kNVVU4tPpVeab3ItGT+jld1cLO/xsCCA5f98ZlR1QQNS96m+vuH21bKOrpf+D4Gl2ZV6lk3jfIv/tammTG9G51PfQLF7EaNR5D1JiRhcbhfaQxFufb79ZR4ginrHzy0O9+WNvDN9la3iMv75TMky87GpgCRhEoXu4n5lR7K/GG6O830dFsYn+9GpyT/bWsCEdY2+Pm+rJFMs55JXdPJthiw6g+MzWsCwa7EEjFWNGzj5oUvE4iH+efgs1hcX8IXpYsIxiNkGB38dcCpdHfmokgyVp2Rt0tm8/SGaXS1ZXFyl5Fkm11EE3G+rVjBSV1G8Kefnm/p32mwopcU6sPN9HTm8/jIS3EbhaWzQPBL8YYTfFES5qmlgZY0BA6DxF9GWeniUECSsOvBbf5lAnulL87ZnzWlzAVzTl8TZ/cx0RBS+WpzmE2NcXqn6zi60EiOVUb3c95lgl/Erxn/duiRxZQpU7j33nvp3Lkzffv2ZenSpTzyyCNcdNFFgBaKe/3113PPPffQo0cPCgsLueOOO8jLy+PEE08EoHfv3kyaNIlLL72Up59+mmg0yjXXXMMZZ5zxi0SY/ck2z7aUIgzA55s/5/IBl1NgL4C69alFGGsGyHpY+gasfA8MFjjkcsjqAzaxSLG/0GVnY+jWjUhJ20R57vPPwxD1c3TPDKat0/JdNIdjsH0blmsuZUhmJnGvl6jXSxRg0WIAEqOGwW5CjMWoo3uWjRuPaj+njEBwIJFpN/L3KX25+vDulDYGSbfqeeKswUTjKrIs4TLrceziD17pCeIw6fCGYny+opLPV1S21OkViY+uOpTpa6qpbQ4TjatU7UjoOrZ7Bj2zxWRCIPi15NvzeeGoFyj3lbPFs4V+GX1ZUrWIS6ZfQk2ghmxLNlf3u5jDOh2G2/YzO8/9NTDnP23LbdlUTH6FNeUqi0rrCUQcXDr87+S5zLgtYqOBQHAwEvPXU7+wHevqRIzmzbNJH3ImUV8N1T/8N2UzS8EQot4KamY/Qay5CmvnkTh6TUTvyEOSxCLF/sBt0nNZv3xunbOpTZ1RkShymjlOn8H07Q0tWSuiCZUHF2/DE46hkyWqA5GWunmVHnq6LQzLduDcTYjJshjIshgYX+BGIDjQ0ck6BqYX8sb4m6gJNRGIhbmg+xGc2+0w4moCk6In0+RMure5jFq27q2+Gh5Z/WlSf3lmN+d3P5xXNmm5ZTwRPwAGWcdfBpwqRBiB4FfiMMqc0MPI2E4G1tXHMOtUMi06nl4aYGFlFFmCMQUGLhtkpovz55ftV9VGU4owU3ubGJKt55ONYSqaEwzO1nFKsYk0s9Sh80b/0enQQszjjz/OHXfcwVVXXUVNTQ15eXlcfvnl/P3vf29pc8stt+D3+7nssstoampizJgxTJs2DZOp1dv/jTfe4JprruHII49ElmVOOeUU/vvf1IPwjkR1oLrdulgi1poUd/v8tg0kGU54Er7+C9TvsuC/7gsYcAYcfe/PW4II9gr6zEw6Pf0U5X+6ntCaNS3l9kmTSDv7bCpuvJFbr7mJaDyN7zZqO7xUgwE1HCZa1japOIBkseyTcxf8gQk2aTkYTE4tci7UDIkIGJ2gdJxHhWOH2FKY+fMD/gybkfNHd+XxGW0n8PGEitOs56MrR/PBkjI+X1GJ2aBw0aGFjO6WTqZd5IcRCH4LmZZMMi2Z9LTm8+zKF3h+/RstddWBav6+4D6uDNRwUf9LMRlSP7safGFs0SgG327jIFnBc8YnEAgycuuLjIl4aexyNKvKVF6dq3LzpF5k2ETkr0Bw0JGIE/PXtVsdadimNYuGiDW3nV85ek1CZ81g61sXtZT5ty+kbuHLdD3jRUwZRb//OQt+EQMzbVw7sIBnVpYT2bFtON2k54FDu1PhD/Pp5jpuGdaFJ5eX0RyN44vGcRt17UbRpJv0GMTik+B/IBGLoIaaQdGjmB2o8SiJsB9JZ0BuZ1yzP1AkmRyLixyL6xe1H5FVjCLJxFPYjOlkmbOLxjM8owcvb5xBXdjLkPQizioaT4E1LUVvAoHg57DoZSx6KLArlDTGuOJrD8Edae3iKswqjbCyNsoTRznp5EgdGROOqQRiCar8bb+3Z/UxMa6TgbX1MUqbE2RZZGxGmYcX+Ll8sIVCl3gW7i86tDVZR2F/2TKsqlvFmV+cmbLOYXDw/vHvk2vNheVvw0eXJzcoPhrcXeGnZ1J3ftHXmte6YL8Rq68n1tBAwudHcbnQZaQTq69n86RjkIxGDBdfRmTUeJpVmUKXAe+tNxNeu7ZNP/r8fLq89Sb6rKz9cBWCAxpfNURDULUC5v5XS4p91L2ACvOf1MSZHkfDkHPA1QUOwB2h1d4QN7yzlLklrbYVOlni8bMGc1hxJmaDjng8QVMwiiJLuCwiualA8FtoCDXgi/iQJRmX0UWTr5Ipn59OTG2bKNsgG/hkyvsUuAqTyhsDERZtbeTR6Rs4e4CdM0v+jFy2sKU+duyjRH31mH+4J+m4WN4wVh76f2DPpksW1Phr2OrdSpYli3xbfnJOPcGvQliTCX4t++MzEws0sO29KwnXtd14AZB/3AM4e04g4q2k5KVTUWPJeUc6nfQfSj++QcuzuRuWgiEUHP8QOnPHTtr+RyYci1MfitEQiqKXJdwmPWkmHXfN38x3pY0MzLBxcvcsDIqMQZaIqyq3zE79Wfi/w3syNEvcywS/jkQkSCLkQw37CCx8i/DWheg7D8E2fCqBZZ8S2b4Y2ZaBbdT56LJ6oFgOvPtFOB5lfs16bln0SpIYMyitkPuGnkvWjnugLxokkohh05kwKAdODiWBoKMQias0BBNEE2DWSSgyPLUkwJebwynbXznYzFl9zEkRbKqqUuFL8PrqIIurolw2yMJds30t9WkmiYeOcPDnGV4aQq1L/noZ/jrKxoqaCBcNtBCKwZamONGESjeXDrdZwqoXAs1v4Q9jTXawk2vNpU96H9bUr2lTd8XAK8gy71h47zxK28Ee2+WL2+NomPWv9jtf/Ap0GnFALqz+UdClp6NLT08qi9Vpu/nUcJjwk4/Dk49jAxozM8m9/z4q/3Y7serWnXyK203BU08JEUbw6/DXw+aZ4K2AaBDSCmHUtVqUnL9Oi6Tz7Ii+qloBi56Hi6dDRo/9e96/gWyHif+eOYSKxiA/bWnAbdVzSNc0shwmTHptZ4miyKSLXfQCwW8iFAuxrmEd98y/h/WN65ElmZO7n8yJXY5KKcIARBIRmsJNFOxSFojEeHvBdh6Yth6Ax/0RJhx/O9nvn6A10Jkgux/mLye26U9XsYiiys8pyzidP824nWW1y1rqMswZPDvxWXq4D7z7l0Ag+GXoLGlkj7+e7R9c07bOmoElt9+Odum4+p9I49K3W+r1zgIiDVtTijAAgbIlJEJeEELMfsOoU8izKeTtMlaLJxItvvrL63wsr2tdgLqifz4ndcvko5LapH7O651Dd2fHiVgQdHxUNUG8oRTf/Ncx9TqSaPlKjN0PxdBtFDpXPs1zXiS8ZrrWuHoDDSVzsY29FOuIc5BNB5Zdl1HRMzKrJx8ccRvLG7bQGPYxKL2QXEsa6UZ7SzubXtjACgS/ldpAnNdWBfm8JEwkDtkWmYePsLOsJtruMfMropxUbMKib127rfAluPQrD96I9iAMxVQKnQpbPJo/2Tl9zTy8wJ8kwgBEE/DvBX4ePMzGvPIo//7JT3TH8EcCzu1nYmovM06TEGP2JkKI6cCkm9N57PDHeHDBg8wonUFCTWDX27ls4GUcV3QcirwjPE1vhjPfgXfOhh1+ncgKxNv/MhMLgqoKIaaDoTgcGIuLCW/YkFQeq62l6s676PLqK0TKygivX4+hqBumnsXoc3/GZ19w8KKq0FwFkWZQjGDdkRtq0Qvw40Nw/udQvhi+ugWCO/JRZfWByY/At3dBzQ4RONiovT7pGTgAPYAzbEYybEYGdHLt71MRCP5wbPNu44JpFxBXtYF/Qk3wzbZvOK1oyh6PM+iSxc86X5hHprc++6q8If6zKo0bT3iTjB/+BundkFe/325/evy8tPbxJBEGoC5Yx2XTL+OtyW+RY835lVcnEAgOFMw5/ciffD/V3z/cYlNmKRhC7lG3o3fs+O6rcdKHnEW4bhOB0kUASLKMmkgtGu9EbUekEew/FFnm+KJMZpa1zaf69Mpy7h5ZxGk9sllc40UChmY7SDfpsRvE8ocgNYmQj0SwCRJxJKMVxZZBvKmCuhfPwzbmYiSdnvCW+fh+eBoASW/GMnwqhiOuo3lGq+2978fnMPc75oATYkATYwqs6RRY03++sUAg+FU0hhL8Y7aPZTWtY47qQILGcAK7of11WYdBRtll3TYSV3l3XbBFhAF4ckmAvx9q49NNYeaURejkUFhdl3psE0uo6GSJ++b5k8pV4NVVIfpl6BldIFxC9iZiJNLBybXmcs+h91AbrMcfDRKPGalpNFLv1SOrEZy+LfDueWByaIukgQaIhaDLaOh9Aix5OXXHg8+BA8gfNxqJEwlEkWQZi+OPe1PQpaeTe/fdbDv3XNRIJKnOccLxKOnp2Lp0wXboofvpDAUHDMEmKJkB39wO3nKQddDvVBh3M/zwb+h2JPhrYdptycfVrIEPL4OTn4E3p7aWr/9SE2QOQCFGIBDsHXwRH48vfbxFhNmJN+LFoBjIt+VT7itvc1wXRxfSTMme4lWeENF48q6tN5c1sLjSzg2jXuaInhnoZ/yj3XOpLxzNt3NuSVlXF6yj3FcuhBiB4A+MYrLj6DkRS/5A4sEmVFUlHvQQba5D1pmQdEbqF71Ow7J3yRx5CWlDziTSVIrR3QW9I4+aHx9P2a8xozvKLrvBDwTUZj/EE2A2IRn/uNZB3V1mhmbZWVzTnFSeadbTJ91Gns1IoVPs3hf8PLGGUrzfPEx402xARUnrguukewmu+Bw17MNQOIKm928m3tQ6plGjQfxzX8Z+2FUYOg8hsn1JS12kdBm69C774UoEAkFHpcafSBJhdvLZxjAnFpt4YL4/xVFwSk8TRl2rEOMNJ/ihNHnTvTeicvsPzRxdZOShI+zYDe2v9Y7KM/D5ptQ2aAAvrwzSL1OHw3jgrBcfaAgh5gAgEtPz8YIQj32X7HV76ZiuXJm+lLTadVrBO+eANRM1fyi1BUNxjb4aw7pPNXFmVzqPhOx+++js/zcS8QSe2iCLp21j++p6jBY9A48soHBgJlbnH9NKyNinN4WffEzDiy8RWLQIXXY2GZddhqlPbxSbWAQX/EI2fw/vX9j6OhGDle9A7+MhHoEeEzRBJhWhJqhaBTkDNGsygUAgSIE/6mdJ9ZKUdQ8v+z8eGfsAl3x7Jc3R1kUyh8HBo+P+TcZuoohBlzoJ5frqZq74uJnvbupGt74nwsp3U7YL6YxtBKFdqQ3UtlsnEAj+GEiSRDzsZ9sH1xIP1LeU6+zZdDr+ITyrP0ON+Kn54T9IigG9uxPOnkdjSOuKe9DpNC7b7f4i68id+Dd0B0gyatXrJ762hPj3C1H9QeQeXdBNHIWU4ULS/fGm/RlmA3eNLGJhtZf3NtYQisWZ2DmNY7pmkGP9Y84TBb8/cU8V9a9dRqK5prWsYRuRLQsIb/wRyewi0VyTJMLsin/h29iPuC5JiBEIBILdWd+QOkLlm60RTu1lYlwnfRuBZWovE12dyXMkWZIwpZg2heLwycYw3rDKNUMtuIwSTeG2KeFdJony5vYjfWsCCSJxkUp+b/LHG5H9AdlY3cxj321sU/7c7K2MPW0A4xx5Wq4HINh5FEsGn8ydc2/DrJj4v6mvkLXqE8wbv9EszA65HHoeC/YDY1doU3WA9/61iFhEu1EEm6PMenMDJUtrmXhhHyyOP94gW9brMRYWkv23v5Lw+ZGMBhT7gbUTT7Cfaa6C6Xe0LVdVzfwTwOiE6tXt91GzBtxdW4WYnscAEsSioPvj7q4UCAS/HEVWSDOnJQktO5ldMYcjOh3J+5PfYnntMtY1bqB3Wi8GZA4k196JBn+EyqYg366tRpEljumXi8uipynQ1la1c5oFu1EPeYMhsxfs3ICyE50Riz0Pi85CIBZIea5dHV1/j0sWCAQdmKivjrJPbkwSYQBizdVUfPNP0oedQ/WsxwCQFD3ZY6+jcfn71M55iuzx15Mz4a80rfqEmL8eS/5AMkZcjMHVaT9cya9H9QWIfvANiZWtc8bE0rVEVm7A8KdzkPKz9+PZ7T0yzAaO6ZrB6FwnCRUcBh2KLKy3Bb+cSNnyJBFmJ2osrFmUGW1Eq9a3e3zC34BkSI680uf1JRH0IIvcUgKBYAdp5vafTddN9/LqcU7O6qMyuyyCXpYY18lApkXCZpCo9MVZXhNlmyfOiFwdJxabeHxx6jnPyT2NZFpkrhtm5Z9zfG3qc60SbqOORVWpU1n0yVCS8tEIfn+EENPBCURiPPfjlnbrn1zsY/CQK7ErUcjsxTZXLld9cyGJHV7GJ8y6jgkFh3HkETcxpmAs9rAffNWACvbcDp0jJhyMMe+jkhYRZlfK1jbiqQ3+IYWYncgmE7LJtL9PQ3AgEvFD0/bUdcEGcOSBvxpcnaF+U+p2rs6wfZ72u9kNwy6GDy6GyQ+DJGuCjjntgBF1Dzp8NZpA7ykHZ752v7f/MRdhBPuPDHMGF/a9kLvm3ZWyfmDWQPKcXchzduGYXcrrfGHu+2ItHy5t3V36zZpq/n3qAK56YwnRuIrDrGNYlzSMOpmrDutOlsME5ME5H8C8J2HJKxANoBYdjjT6WrKWvMElxafz3zUvtzmPQZmDyLJm/a7XLhAIOh7xYAORptKUdeHajRjcXXD0PAp7t/Ho3Z2onvEQwUptw0n1rEfRuwpw9pqEOXcAhrQuxPz1xHw1KGY3itG6Ly/lV6M2epNEmBZicaIffYf+opOQLX9cmy7nH9iCTbB3CW2anbp83QzM/SfjX/AGsq39qDjJYNGcB3ZgPeQsAovfR0nvirHbKIiFkQxWZFs6sl7M7TsawViI+rCHbb5yFEmhsy2XdKMLo/LHtcMX7B+6uXSYdRBMERgzppMBt0kmzy7TL7P1eZZQVdbWx7j+W2/Lca+thvvH2+iboWvJA9M3Q0e6WabIqdDVqUOWJEbn63n4CDtPLglQ0hQn0yJzak8jTqNMpkVOeS6yBBf2t2DRC1uyvYkQYjo4kViCGm+o3fo6X5RI0QT48nKCBcN4xhxrEWEA4mqcr0u/4+vS77jIX8q1m1eg2/iNtih35luQM7DD5oqJBGNsW1Xfbn3Jklpyu7n23QkJBAcKigF0Ji1f1O7MfRxOfg5m3A2HXg+fXpPieD10nwCbZsDIK6H7RM0OaNTV8N55UF+itXMXwglPQP5QEBOLjkPjNnjrDGjaBiOuBEUBTxmkd9Pu/WbX/j5DwR+I8Z3GM6lyEtO2TmspkyWZ20fcTp4tL+Uxi7Y2JokwACvKPLwydxufXTMG1V9LdrQcx8Y3kCUJKXEG+IrAlgnOAphwFxxyCVQuRypbBO9fiD7YyCmT/w19LuCFje/hj/pRJIWJXSZy07Cb2uSkEQgEfzwSkeAe62WDDUlnpOLb+yg45p8tIsxOok1l1M1/HklnJP+Yuyn77BaQFNKGnEnGIeejs3Tc+0h83eZ269TNZRAMwx9YiBEIfis6d+qot1jNRhRHNrqsYnTOfCSTAzXkbdPOPPgkwmWrMBaNwjxgMrGGUvSZ3Qitn0nzt49qIo2ixzL4JGyHXoxiz9jblyT4hXgjPj4tncnja99gcFpvTuk6kXWeLbgMdnLNGWSbM5CljrlWJjjwyLTIPHSEg5u+8xLaxU25u0vhysEWzCnEj9pAgltnNrcRTP45x8ffRttwGyWQJJZURSlrjpNhkQjFVFRVxWaQGZFnoDhNR5k3TklTnK82h1ldF6NnmsJdY+w8tzzApkbtZPJsMreMsNLZkdouWvD7IYSYDo7NqGNsj0yWl3lS1o8qdGKf/whUrcA/aCrryr9ot6/lnhJC6UXYNgLNlfDKFLhyrrbzvQMiSSDrZOLR1P6Fuj0koBIIDmpsmTD4XFj4XNu6xm2a5djJz0HFMhh+CSx6EXYKuCYnnPKCFinTYyJULoOFL2jC7VtnavllWvraAq8eD1fMgaxe++DC/qDEQhD0aAKaxd1+u2Aj+Osg5AGjHayZsPuikL8O3r9IE2FOfRF+egZ+fKi1vvgYOO4RLSpKIPgdyDBn8NcRf+XS/peyoGoBFr2FodlDcRvd2Axt85p5AhGe/SH1guHsTXUYgjUULroTad3nrRWLX4S+J8ExD4ItC3QG7fvy4WVJ96S0L27mgp7HMHnIX/DbczA58kg3pWPRW3736xYIBB0PnSVNi9pVU8wdZB2JWAjP6s9QzG6ivvbzRqmxsGbnCqDGaVj8OgZ3J9wDTkHqoG4Ckn4PESGy1GHPWyDY35j6HIXvh2eBtjkREoFGXFPuIu6vx3XC3Xi+uJuEr66l3tjrCCyDTiS0+mskdwHebx7GPOgEgis+J7zxh9aO4lECi95FjYZxHPVnZKMYl/xWmsJeYmoCh96KQUl934slYtSFmmiIaGtoaUYnGUY3Ojl5gXmjdxuPrnmVEzodQU9nIfcsfwbfDovbdKOLewZfx8C0XhjbeR+B4NegkyX6Zuh4bYqLdfUxqgMJeqfryLPKpFtSr23WBBIp87wEY/D26iCXDbbw5++87DQR+npLBJs+yOMTHfRI05b73SaZL0pCPL20dbPK+oY4jyzwc3JPExcNUMi1yrjNEhlmIcLsC4QQ08HRKTKnDSvg5blb8YWTZVCzXuGiAWYMb34MgLG5hjxrDmW+spR9dTZnY6zdxf803Azb53dYIcZk1dNzZA5rfqxIWd99qLDZERzEJBKazWAiBjqjtji5E50Jxt4IVSuhdH5rud4CZ70L1mzwbNOiW4acD2e9o/WlM++wHVPgsz+1Htf7eFjzSbII03IeMS3KZvJDWh4qwS8nHoOmrZrN0ra5kNEDBp0J+cM1MW1XvBXw2fWw8evWsi5j4OSnwbnLTj5/HZQvgvG3wrwnYMsPyf1s+Aq+kODEp0H4Vgt+J9wmN26Tm0xLJiVNJTy86GESaoJTi0+lb3pfMi2tn+doQsUTTHEvAQYUOOniX54swuxk9UfQ/zToNVl7bUmHAVNh6WtJzfTrvyJv/Vdw1XywHxi5HQQCwe+DYk3D1f8kmlZ80KYubfBUvOu0Z2gi4ke3p40PkoykJE+T6+Y/r1ma7f587iDIvYvg05mp6wb0AqsYowkOXhJBL2okAJKEbHEj6VptpxRHNq6T7qPpkzuSLMZMvY7E1HsCksGEb9rzxGo3YT/8GiSDGTXkQ7ZlEPeUE1z5Bf65L7ccZ+g8OOn1rgRXfI7t0AuFEPMbqA81saBuJa9v/hyTbGBU5gAmFYwlz5KVFLUSiAWZV7Ocfy5/qkVUceht3DnoKkZk9Mes01wcfNEAL2z8AJfBzpjsIdy86KHk9ws3ce1P9/LO+Ifpas/fdxcq+EOjkyVybQrpZpm6QJwvN4dZUxenV7rCMUUmcqwyeqV144Q/0laE2cm1w63cMrOZ3TM5+KIqd8328fhEB2lm7bsxpsCQJMQAVAcSPLU0wKRCA38eYcWkExvd9xVCiDkA6OS28MGVo7nz01XM39wAwJAuLu6e0otOX50JcS3Jkn3FO1w+5UEWVC9q04eExNmdj0I/++zkij0l697P6AwKQyd1oXRNA831yRZLQyZ1web+4+aHEQj2iK8GVn0Asx/VBJTMXjDxn9BpRKvtlCMPpr6mWVJVLAFbDuQOAFsu6PTagr2qwuKXtR+jQxNaYiGYeDdk9YaatVpf6d1g86z2z6d8EUR8Qoj5tdSth9dOgnF/hqLx0LAZAg1QuxZkPVhcWruQB774c7IIA7BtNnxwGUx9HazpWllkR0K+/KEw64HU77v+S/DXCiFG8LtSG6jl9jm3M7dibkvZrLJZDM0ayoPjHyTLoonFDpOO8cWZlNT62/Rx+/gMlIV3t/8m858Ce76W4yqzF4y7GbbMapsT67C/aDZ8AoHgoEIxWMkafTl6Wyb1i18nEfYhmxxkDL8Ag7sLZZ/eBIAajxAP+9A784l6ytv0Y+82Ht+2n5LKYr5a1HjqxLYdAclhRZk8jvgXu23AcNrQHTsGySjyHQgOPtR4lFjdFrzTHyOydQGS3oh54AnYRp2H4tTyXMoGM8bi8WRe+SHR8pUkwj4MnQai2DKRLS7izXVEK1aR8Fbh+ewuUPRIOiNq2I9sS8d+5C6b1yQZNdx2fLPLCZFIYW8m2DMNYQ/3rngWRZa5sudUyvxVRBIxtvsrUVXoZGvNWbrdX8mtix9B3SXCyRv1cfPCh3hz/IP0cHQBIByPUBGsZVL+GD7cNj3l+8bUOB9un851vc9tE00jEPxW4gmVZdVRbp7ZTHzHx3RBZZS31oR47EgHA7J0LVGs+fbUnzubHsIx8KSIlgHY5o1TE4izqjZKtk3BbZS4fJCZZ5YlizHZFpmLB1qECLOPEULMAYAsS/TMsfP0OUPxBKOoKhgMMRTVg2fgyaRHPFC7Dpqr6Fm6lJv7Xcaja14ktmNHh0kx8Y9B19Fp+XsQ3c07OW/IfriiX44j3cxJNw2hfH0jmxbXYLLp6Tc+H1eWGZNVhIgKDkKCTfDdP5N3gdeugzdPh5Oegf6nt+Z9smVpP/kpvudGe/Lr8C6TgiUvw9H3wZtTtde+Gi3he8WS1Ofk6qJF0wh+OcEm+ObvcPzjMPM+zQJuJ5Y0OOs9MA/VPBr9dbDhy9T9bJ+riSo7hRizW4tq2v1evzvh1HaXAsFvZVntsiQRZieLaxYzv3I+x3c7HgCDTuG80V15d1FZm0jfXhk6CPvaf5OIH9Z+rInQsg4mPwLnf65F9675CCwZMOxiSOsqciEJBAcpOms6GYdciKvvFBKxsBbZohiINGzF0esYmjd+ixqPUjvvOfKOup3Kb/9F1NPqJmDJH4yr3/GUff6XpH71jjykDpy8WTKb0I0ahFLcldicpdDsR+7XA7lXV2S32HghODiJ1W+j7sXzWjauqtEQgUXvEN7yE+lnP4Xi0DaJyHojsjsfnTtF5INOj2LPJOGt0l7Hoy2ibMJXh2LPRHHlEW+qADWB9DMb0ySDiIb5tZT5q3EZ7BTa87lp4YPE1NYEG6d0nsilPU8j0+QmFAvz8saPk0SYnSRI8HrJ5/xtwKUYFANWnZk+ziJyzBl8X7Ww3fde69lCOB5BJ4u5ruD3oS6Y4B9zfC0izE6iCbhrjo9nJznItGgCjNskcVx3I59vCie17ZuhIxhrP1oGoNKX4I4ftXlVN5fCv8bbOSTPwCcbQtSHEhzW2cCQbD3ZViEy7muEEHMA4bIYSEg+vt3+Lc+ueJbqQDVdHV25/vAbGFa1HucPj+D88VFO7X8KRxz6ENsNBhTFQIFiJeObOzFu+ja5Q0t66gXaDoY9zUSvUbl0H5aNrIAsC7VWcBDjr2ljxdPCN3/TomISUc1ezJzWfs4Ra6a2o7x2Xds6sxscBXDiU/DtXbD2MzjxSe3fVIy9EYxtc0EI9kDIoy0WL3k1WYQBLSrmzdPh8h+0xOQhb6tX/e5k9tTqqlZqVmfWTOh7ys9HJxkdv8dVCAQA+CI+3lz7Zrv1b659k3EF43AZXQB0dlv46MqR3PflOr7fWIcsSZw3Ih+bLgHdDofqVak7KjoMynZMlhMx+Ow6uOhrGDhVyyEjK9qPQCA4qJEUHTprBuHGbVR9/zD+LXORdAYcxRPpdOKjVEy7i1hzFRXf3EPmyIsxuDqRiIXQ2bIIlC6i7Iu/osaSo/Ezx1yF3taxk2xLFhOSJQf9aUdDIoGkF1N9wcFLIuyjeeYTLSLMrsTrtxKpXI1eTaBGg8h6M7I9EynFGEIxO7GNuZjGd65P+T6SwYrr1H/TPONxIpt/ItZYii67mFj1hjZt9Z0Go1jTUvQi2BMzq37isJzh3LCwbbT/B9unMzyjHxPzRxOMhyhpLk3Zh05S6GrLoyJYiz8axKqzcH73k/ii9Hu6WPOoCtalPK6HvQvGDizCCw48GoKJdiNZagMJmkIqmTv0WptB5rKBFgrsMm+vCdEUVsm1ylwx2EJMBUWijaADYNNLSXJkSVOcu+f6uP8wO38eYSWugl4WueP2F2J0dgDhi/h4duWzvLH2jZayrd6tXL/wXm4feA2ndDsSXcl3WFZ/jKX/VAo6j9FyR/jroetY2DandZd0Vm849WVwHTj+6Tq9EGAEAmrbDupb8NdptlZvnam97jwapjwGGcVaZEWwUYueaNyq5Yk5/VV44zQtsftO0rvDYX+FV6dAWhEc+XctB4mzAI57DL66pTVXjKKHifdAZu+9dLF/YCQJuh0B756buj5QD/Ul2v+7yaG1312M6XQIjL4O3jxVs6ADMLnhvI+1v3GX0Vrumd3pPgGsHXsxSXBgkVATRBPtW/ZEE1ESuyTPlmWJHs0L+W/eXDwjjkRCJUtfi/zjuzDiClj+tnav2hVbNnQZBbMfSS7/4WE47SUhBgsEgiQinlK2vHFei6CixsJ41nxOoHwpOUfcTNlntxJrrsKz7mvyj72nJfeLJOvQr/iISMMW7bXOROboy7F1HbXfruXXIikyKGLeJDi4UcN+wlt+arc+tHo6oVVfE1o7HdniwjbuCsx9JiJbXKjxGAlfLTFPFUSD6NILsY6+cEfulx3jcVmH/fBrCCx5n9Da77AMPgnr8DOQHTmYuh9K47s3Eavf2vJ+uqweuE74J7KwBv7VFNk6MaOq/b/lyyUfMzSjLxbFRDdHZzbvljNZJyncPfg6vq9awJPr3iaBNiY9t9vxjM0ezuD0PvxUt6JNv4okc1rXo4QtmeB3JZVwsqf6WEJlbV2UK4dYsOgkwnFYVx+n0KVwUrGJ99eH2vRxbj8zn25MjqJZURujKaTiNMoIDWb/IoSYA4iGUANvrXsrZd1ja15m7OGPkNf9SCieBI58TYQBzbJmxJXQ72Rtp7XOqNl3dNBkkwKBYA+YfiaSYdfF+u1z4aVj4IrZml3Vl7fA2k9a6/MGwznvQ9AL8bAWCRPxw09Pa9ZZZYu0H4Cpb8DAM7Td6t5KMFi1ned6c6sVmuCXY3Zr9+JEvP02teshu48mmhQfC+u/SK4fd4sm5OxqQxZqhOePhEtnwglPwKfXwtbZrfVFR8CU/2rvLxD8TjiMDo4rOo7ltctT1k8unNwSDQNoY5Hv78VevgT7/Ie1stNfhRXvQP/TtN8XvwRrP9dEyN7Hw4DT4bPr23bu2QaxoBBiBAJBC4lokNp5z7eJagGIesqJBT1kjrkaS/5gjO7O6HbaewKmjG50Pf0ZYsEm1HgExeRCZ01H1okd0QLBAYUkI5vsJHzhlNWyyabZiQGJQBPeaf9C0hkw9TmaaNkyGj+4FXWnXaok4zrxXjKueI+4twbZZEdS9EQq1xDe+CNq2Id//mv457+GktaZ9POfJ+2cZ4j7aiEeRTLaNNsyRSy//RYGuIv5umJ2u/V1oUYaw17SHE4u7H4i31bMS7InO67TeGbXLObrijlJx71W8ilVgVqu630Odwy8kodXvUQgrj03XAY7dw++jjyLWDMT/L6km2WMCoRTLAPY9BJuU7JKUuFLMKs0xqxSzdJ5bIEei15ixvYIFw8wk2+X+XB9iApfgkKnwum9TWxuirOoqu0muZ+zMxPsG8ST4ACi3FeetKN0V3xRHx6zi7xRV6c+WG8EV2ftRyAQHLi4CzVbqXCKRI+dDoHKXRZCB52l2fWUL9YiI3YVYQAqlsJXt8JR98D3j8HG6ZrAMuB0OOMN+OgKzUILYPbDWoSFJQPqNsLHV0LjFk3gKZ4Ek+4Hd9e9ddV/PIx2LbeOyQWhptRtnHlQtUoTvyY/BGoCNnyl1XUeCaULtDwZ3Sdoi9WlC7W+EjH47E9w5ltw+mtaZEHIo+XMsGRoOWgEgt+ZwzodxmtrXmN78/ak8lxrLscUHoMs7RBsAw2a0Lt7gmxVBcUA75wDE++GoRfB4PM0gaVypZazamc0nsEKXcei6kxIzs5gECKMQCBoJR5qxr9tfrv1vi2zKZjyILKSOt+kzpqeJM4IBIIDD9mahmXoafhmPZWy3tj9UBo/uE1r68jGceR1qNEIsdpNNLz9J208vRM1QdMnd5B+0avE6zbjmf86CX89hoIBOI/9G8EVnxNaPxOAeMN2Er4G9Nk9UBNRmmc8TmjNt6DGkR05OCbeiLHwEGSTPdVpCVKQZnQywN2Tee1s+Ont6sbMqgWkGZ10subywLAbuXv50zRH/QCMzx7OzYseopeziGxTGpXBOjZ4twIwvXIe53c/gWPzxzIioz/14SZkSSbN6CTT5EaRRDSM4Pcl3SxzzVALDy8ItKm7YbiVDLM2Z4rGVbyRBNX+ZMUmEFPJsSl8vSWEIsG5fc3cdIgVnSzhMkrc+n0z5b7WdeMeboVOdgVPJIHdIEJhOgJCiDmAsOj3nNjNILwrD1hUVSXki6KqYLLpkUWsoGBPTPkPfHR566IkaLY942+Djy7TXg+7GOzZmvXYqS/B4pfb9mO0w6irtQiKnVEVsRDMfwq2/AiT/qUJLgC+Wi16o3YFvHFqax9qAtZ/qeUouehrcKZIcilIjbsQxt2s5fbZnU4joGGLJq50HQuOPDjp6VZRxZ4D2+ZpUS8lM7S/w3GPgLdCy+tTtwECdZDdr63wEg1q1meqqn0GRFJzwe9AjjWH549+nk82fsLHJR+TUBNMKZrCKcWnkGvL1XIdVS6Hb++ETiMhd4Am/u5kwzToczysfB++uhlMTs1GNR6Dw/+miY2AZ9yNlHUZwUeVc2iOhzim63j6RJvJ+rm8SAKB4KBBkhVko414sCllvc7sRpJENO+BihqKQCQCRgOSUcx/BalRIwGMRSMIb5pNtHxlUp310AsJb/4J4hFkiwvX5Dto+uIedO589Ll9kkWYHdjHXYbv+ycJb2qNzIhsW0xk+1JcJ95LtGYT8UYtP4kaDRBvrqXxzWuS7MkS3iqaPrgF9+mPYCoev3cu/A+I3WDlmIKxvLnlixZxZSeKJHNql6P425L/MDFvFF2MeYzPHkbf8Q/REPYgAXpZz8PDb2GtZzOl/komuEdxZc+pPLPhXdZ5trDRu40ccya5Fu1nV+pCjUQTMRRZIcPoat1YJBD8RgyKxIQuRjo7dLywPEC5L04Xh8IlAy10cykoskSVL86760J8tzXMn0ckbzhbVh1jam8z760LMb8iyvyKKEUuBZteYliujiKXQvmO6JgrBlsoaYyxsTFOrzQdsYRKOKZi1In1xv2JEGIOILIt2biNbhrDjW3qerp74jYJq5kDEV9jiC3L61j9YzmJhErPETkUH5KDPc20v09N0NGIhuCnZ6HbeLh4Omz5Hhq3QZdDtSiZL27U8sToTNBjQmuuGEmGaNsdFwyYCgufT7a22kn1Km0S4izQ8o90Hq0t9n+dQjQA8JRqETZCiPnlKDroc4ImqM39r5bDR9FrZf1OgQ8ugW5HtrY3u1pFE1+ttnC96v3W+iWvQo+jYPLDsOhF2L4A7Llg2WVXb9N2LafGircgFoaiw+HoeyG9GHSpdwYLBL+UXGsulw64lFOKTwHAbXKjk3WaiLvpW3j/Qq1hfYkmLG76TruvAKz+EKa+DtWroWatJjhunw+yjoglHencjwiUL+IlqZkXZt/c8p5fbp1GsbuYJ458ghxrzr6+ZIFA0AFRLGmkDzmLqhkPpqx3DzwlZVJuQcdGDYVRaxqITZ+HWl2HlJWObuIopOx0JJNxf5+eoIMR99URXP0NzmP+QtxbRbhkHpLZial4HMFlnxJYoo2hLcOm0vzDMyS8VcgF/Yl7Ktt2pjOiy+xG8/dPtq1TE/h+fA7L0FNp/vZRzRLNmkGsfmuSCLMr3umPos/ti2IXORt/KQWWbJ4YcTsPrX6JFY1aztSutjwuKz6d97d+jS8WaDEj08k6cswZ5JgzUFWV5Y3ruXXxI4TirTZ1Vp2Zuwdfx6NrXsFhsFETqsdtbLUA90SaWVS3msfXvUGpv4oMo4uLepzMxLzRpBlFnh/B/4bdKDM0R6bYbScc14QRu0ET+ar9ca6e7qXar82RKn1xeqfrWFuvCcRxFWZui3DFIAvPLNM+95ubtKgZux7+dIiNbGuQkXkG/jnHhzfSakf29toQ94+3MzxXj14RYsz+QggxBxA2XRqPHvYfrvj2MkLxVs9jt9HNA+MewKl3UdEUxBOMYtDJuC0G0qxil1BHxtcU5osnV1BX6mspm//xZlb/WMFJNw0RYowgmWADdD8cPr9RswXLGQDWTGgq1XJANW7V2nU7HNZ/1XpcLKgtxgfqW8v0Fug6pjXiJRVbZkHeEPDVwLibIBGFiiXtty+ZAb2P+58u8aDDngPmNDjmAU1Ak2RNYHnvAk0oGXqBJtjsTuXyZBFmJxu/gR4TYeyNMONeKD66tc5TBq9Maf2cAGyeCc8dAZf/AJk9f+eLExyMKLJC5u5+2s1VWpTLTkJNsOxNTYyZcY8mEMbCMPtRzU6vuUrLbeTIhaLD2KqGuX3Rvdx2yM288PVFbd5zQ+MG3t/wPlcMvEITfgQCwUGOiq1oLJZN3xPYviCpJmPkJehdBcSCHuLBRtR4FNloQ2/NFPkbOjBqPE5i7Wair33WWlbXRGRNCbqzj0MZ1BNJEeKaoJV4UyWSzkDd82chmV3oc3uh1mzEUDCQ4NrWiFx9djG+H57Rjmksw1g8HtZ+m9SXodNAolXr232vWN1mFIe2GcQ88ARkaxrBlV+2f26NpSlzWAnaR5IknEY7IzIHcF63E0iQoDbYwDPr32Wbv4Ieji449NY2x9WGGrht8aNJIgyAPxbk4dUvcUXxVKqDDcQScXo6CwGIJWJMr5jH/Sufa2lfF27iwVUvssVXztW9zsL+M241AsEvwW6U2dWkUFVVZpdFWkQYgOdXBLlrjI3PNoaYUx4locKs0gi3jbDw2hQniyqjNEdUDsnTk26W+dc8HycWm3hueSBJhAFNxPn7j828PsVFjk08M/cXYrR5AJBIqGyp8/PAtHU0BkL8e+JrbPEvpSKwhcFZgxicNRibLoMPl5Zz75draQpoSZkGdXLxyOkDKcoU3ukdlYoNjUkizE6a60NsWFDF4KO6CJsyQSuqCgue1UQYgKoVrXU9JsLQC7UE10Z7suiy7C0YcTnMvE9b+D/8b1obW46WayFVRAyAwQ5mA1z4lWajFajXEsf761K3d4scVL8aRa8JZy8fqwklu1J4mGYttjv+epj/RPt9rngXxtygRTTtuqi0bW6yCLOTWAi+/xec8H/a50Eg+L0JNrS9b2yeCbkDNeEFQGfUhGVrBmT0gMKxAPijfp6c/TcyLBl8trn9RY1317/LaT1PI9uSvbeuQiAQHADE/A141n9N/aI3yBh+Du6BpxAoW4pitOIoPgq9PYtYsImKaf8gWLEMANloJ2vM1Th6HoXOLHY6d0RUr4/oe1+nrIt98A1KUQG4HSnrBQcnkt6Ef+7LAKjBJiKbtbxRzTP+g/vkB2j84BbUkBd1FxuyaOVabOMuRzLaUMM+zINOwNTrCBIBD2p78yXQNlLJCraxl2IZehqywYzibD9KV9KbtTyPgl+FW29HL+n486J/J5UbZD23D7iiTaRKQk1QG2qkNtSQsr/yQA2dbLncsOBfPDL8lpby2lATj699I+Ux72/9hrOKJgshRrBX8EdVvtsaSSoLRFXeXhPkvP5mLhxgQQUcBokMs4xekejqbL2XbGiIsagqxsk9JdY3xElFKA6lzXEhxOxHxN3/AKC0McBJT87BG9IGCRc856F3bj7dMntycXE3csL1lDTW8s/P1tAcbh1ILCttYuoz8/nkmkPJcwnv9I5GJBRjzeyKduvXz6+i9+g8LA4R1STYQSwMG1JPQpl2K1zwFYy6Cuo2gq8a1n2h1W2ZpQk1R9wO+UPhi5ugYbOW5L3/6TA/RZg9wOBzwd1FWxgFsGXBqGu1HA+7IyvQa8r/fo0HI54KmPwIlP6kRbToTJo1WadDwLTLokI8BvWbYPs8CHvb7y/crOXsGXerljsINFFmzcftH7N5pmYFJYQYwd5A3s32Lq0Ijn0IFj4HM+/V7Mm6jIFjHyKkcxJJgNWoQ5ElfBEfS6qXMDh7MIFYCovFHQRjQVRVbbdeIBD88YmHfdTMe5qm5R8AUDXj38gmB+bs3rgHnoakNxILeama+XCLCAOQCDdT9d2/UEwOnL2Obqd3wX7FF4RQJHVdKILa7EcSQoxgF4Kr2xHuajbhm/cy6Re+QrypHNnsRDJYUCPaGKN55hO4TryXeGMZcU8FjW9fD6i4z/gPSAqobRc3jT3Goc/tjanH2JbIOkPnIdqGq3i0TXvz0FNRbOltygV7xh8LYtGZuHfwn/i8bBa1oQZ6u4qYXDCerN1s+utDTXxV/iO55sx2etOoDTVgVAzk7NLOG23G186YU0WlzF9NZ2vu/35BAsFuKBKYd8vfcs0QC9EE3D3HR31QxWWUOLefmUmFBpS4hE4Gk06zNStp3GFfltjznCgYE3Om/YnINNXBicTivDZvW4sIs5O1lc18vqKSTxZsIvHptXSd9Sc+OaeATFuyP26tL8zS7W1zygj2PxIS0h58GSVZAhEMI9gVNd6aT6FNnarlVsgohl6TtVwhjrzW+m9uh7TuMP3vmggDUPKdZk+W079tf+NuhvSiVhEGNLGl9xRNwNkVRQ9THheL+L8FbyV8eDG8ebomxBQfDV1GazleXjpGs4XbSeMWeO5wWPmeFi3THkWHaQJMj13+TpICu9tF7Yotp+1iuUCwG+FAlMYqP6t+KGfVD+U0VvoJB9omtG2DNR2y+7a+nnQ/fHS5ZqG4457WVHAYi6rj3PDeci54aSH/N2Mj2xsC6GQd6eZ0Vtet5pCcQ9p9i3EF43AYxCKcQHAwEws00LT8w6SyRMiLf9tPVHx9F6HqtWx75xLs3cbiGnBym+Nrfvw/or7afXW6gl/Dz82JJDFpErSiJhKogfbXQKJlK5H0RkzdRqHP7oFt3OUtdbGajTT/+CyyIwv/T2/AjswjwaUf45hwPbt/GGVHNo6JN6Bz5iTZG0p6M64T7tEifndB32kQliEnIyli3P1rWVS/modWv8xDq1+ikzWHw3MOIRQLc838e5leOa9lQ44n0szDq1/m0TWvopd16NuJPjIpRgyyjv8b8TeyzGkt5fqfmRO59fY91gsEAIlGL/G1m4nNWkR8/VYSTc0/e4xZL3N679b0BEd2MVAXTPDMsgD1Qe3zbTdKdHYovLcuxM0zm/nHbB/LqqN4wwnSzNoSfyCmkm5O/VyUgEKniMnYn4j//Q6ONxRj5vqaduu/3hzmzKJROOb/m6KGTfxn8quc9c72pDYLtzYyeUBeOz0I9hd6k0L/8QWUrU09SOw7Ng+zTQzQBLugM4KrCzRtS13faZdFSmcBXPAlfPsPWPeplizb5NAiJXaiqvDRFXDMvyCRgK0/gDkdBp0FZrcm7DRshvQekNYVdGb46lboPAqGXaTVmxzg7qpZpqV306zPBL+cYAN4y7Xft87WfnalcasWlRQNwI+Pav9umwNjb4JlOVoujV2xpMHwSzRhxbTLJEGSYNiFsOTl5Pa2bC1SylmgCXPuQs1izi52eQmSCfoiLP+ulMVfJd9/Bh/VmcFHdcZs20P0pjUTTn4OXjpWsx0rXwL+1sVO79CreDVyOI+82dr3ku2NvDB7C59eO4aL+13MX2b/BUVW6J3Wm7UNa5O6N+vMXD3oaizCJkIgOKiJNpUBqXd5JsI+JEkm5qul6tv7yT/2HvzbFhDdxRY06q1AjYVTHi/Yz9gsYDWDP4U9lNWs1QsEO1ETGHsdQWjddymrDYUjkI3aOFlS9FgGHIdsctA860kSzbUYu43aIcK0Elo/E/Qm3Gc8RnjrQhLN9ZiKx6LP74+aiBNY8TmSYkCf1wfZmk7cU0Fg0Tu4T7qPeHMtiWAT+sxuxJoq8Hz1AO6T70MRVoi/GF80wIfbtNw9jREv726dllT/6faZHJs/DrfRQV2oia8r5gDwdcUczi06nhc3fdimz8uLT6eXo4gMc3I0jdvgoJeziHWezUnlx3c6nKPyDmV7oIqKUC09HYWkG52YdSKvryCZRFUdkSffBt8ukVUuO4YrpyJnprV/IFDs1jGxq4HpWyMc2dXIXT+2CjhWvcT1w6z8c44PT7h1vPNjWZQz+5g4sYcJm17i4w1hLh5g4cGf/G36P7WXCbdJbF7YnwghpoOjkyUcpvYX411mBX10h0VNw2aK1DIybUZqfa2TiO5ZIkdMRyW70EF+Txfl65uSytMLrBQNykQSu7sEoFlS1a6DeU/A+Jvhk2vatuk+MTkCBiCtUMv7MfGfWjSNL4WoG/bCx1eBIx/O+xQyukPtRnjxKPDusM6TdZrYctY7sGm69rNTFIoGwVOqtcvsA51H/q6XftAj7Qhc9dXCpm+033VG7efk52Dp67D2Uy2qoOdkOPRPmohiTHHfd3fV8gPNvFd7bUmHE5/SkqjXl+zSrhDO/VCzjxIIdtBQ4W8jwgAs/WY7nXqn0an3nicVZPWBy3/QxN3Zj7aWSzK1xWfxyEvb2xziDcX4ywcrePSsEZzQ7QQeWPAA9425j0XVi/hyy5f4o37GFYzjqkFX0dkuclQJBAc78s9E5kq77IquW/gq7v4nUjP7/1rKFJNT7FLvoEgOG/qzJxN9/gPY1XJFltCfdSySU8x3BRpxXx2Bxe+jy+qB4i4g3rhbDkZFj338FcjGVvFOtrgwD5yCsdtI1Ki2jhJalbzQr5V9RWjNdCzDTsN53N9QoxF8s58nsODNXfo34jr5X8Qq1xDZvoTI9iXI9ixkgwWfp0rLzQioYT8IIeYXI0kg72FtZOe6SUJNsNbTOq+x6swMSu/FzaaLeGfLV5T6q+hiy+PcbsdzSHq/NiIMgNvo4J7B13HZ3DtpiHgAuKTHKYQTUa776T4SaNHciiTz574XckzBWOx64Qwh0FA9Pu1Z5dvN3q6pmeirn2G4/DSkPWwecJtlrhtm5eRiE4GYSmQXQ5RJRUbeXx9KEmF28taaEMd3N/DwEXZumNHMqtoY/xxr4921ITY2xsiyylzQz8wheQZsBmGOtT8RQkwHx2UxcOm4Iq56Y0nK+osHmjHP+KjltaVmMZ3SjmgRYow6mXE9MlIeK2ilORSlzhehwR/GatSRbjWSaTf+/IH/I1ankYkX9qV6q5eV35eRSKj0OTSP/GIXNrfYWSHYQdM2TRiJ+EGWtQX4Of+B6lVa5MrIq2DIeck2Yjsx2loX5dWENopNlUehuVJb9PdVw9tTNRGm78kw4HQtCkMxaKKLzqRNIGJhqNuw23uJMO2fRVW1/+tAnbZp12gHV2doarsIjc6k1YWbtbw/JqcWRdD3JFj+FkSCmvDV+3iIBWHz95rd0xlvQEWltuCdUaxFM9lzweyCQedApxGamNZ5FMy4O1mEAc0C7Z1z4dyPwbZnX2XBwUE0FGfpNyk+oztY8s02sgsdGEx7GFZKkhbdZc+FZbvsMs0o5qfydnz/gXmbGwiHLdw87GbO73s+i6sXMzJvJKf3PB29rMdtdGPWizx4AoEA9PZsFLOLeLCpTZ0puzehutbnXbh2A4YRFye1SRt2DrpUYylBC3E1QV3QR33YT1xNkG6ykm60YtzLApYky8jdOmH484XEZy8hUVGLnJeJMmYIUroTSRaLSgJIhJppnvE4wRWfI1vTcE65i9CabwiumQ6xMIauI3BMuB5dWtvNG5IkodiztH6iIfR5/dqKOACJGJLBgqQYCG+eT2DBmyjOHKyjL0SxZaBGQ8gWB5KhdWySaK4hyVxa1iFJ4jP7c0RDCaIBiIVV9GYTp3SeyOL6NSnbntx5Ai6DnfJANbEdeXx0ksK47GE8s/5dRmQM4MqeU5ElmcpgLa+XfIZB1hNORFjZuBGjoqevqzvpRhdmnYlCez5Pj76ThXWrqA7W0cfVjRsXPpj0nnE1wQOrXqCvuzt9Xd33+v+H4MBA9flRGzyp68qrUX2BPQoxAG6TjNsks7kx2QJ6UJaOjzaE2j3uh9IYU3ubeGWyk02NMZrCCW4ZYcWokzDrpBbrMsH+RQgxBwDDu6YxZWAuny2vTCo/d2gGvf0/Je1yD9s70xTQFjQcJh3PnTeMXOfBt0DhD8eo84UpbQhg1Cvkucxk242EowlqmkPU+yNUeUIsKW3khIH5vDRnC58sr2hZn+6RZePZ84ZSmLH3d1dZXUaKBmVS0NsNKnteyBIcfMQisPB5TYQBLQJi6xwYegGMv0WLaigY3sZ/GIBoSBNWAvXaor45DfpPhRVvt2076Gxt0b1xq7YwP/5WLcH7u+dBfMci6dALYMBUWPJK6nPtc8LvcMF/YKIhKJ2viSU7LcW6jIYp/9FyxOyezPO4RzXrsOYK+P4+GHgGzLgHhl6k/V3XfwmbZ2p5fhz5mlXc0ffCy8dpYs9O0orgnA+1CClvObxxCuQPg24ToGJp6nOtXqWJRUKIEQDxWJyAt32xJOiNEI8m4JfsH9AZYMTlWq4jAEnm5/JFqio4TU6cJic93D1++YkLBIKDCp0tk04nPMK2969CjbUuVCiWdLIOvYqKr//R2taaQTzcavfh7H0srn7HI8nKPj3njkBNsJnaUDPeSIhci5M0oxWHwURN0EtlwIOqqiyo3Uqa0Uqe1cmdiz+jaUdic6Oi47q+RzKpoC8Ow96dc0p6PVJOBtKJR0I0Cno9ku7g+3sJ2ifhbyS44osdvzfQ+N5NmHodiWvKnaDo0ef0QudKbdke99WTCDSgxqLIljRsh15IaO232nxoFyS9CcuAKSRCzfhnv4jiLsAx6Va80x5oFW4kHWnnPNXueZr7TUKyiGiYPRHyJlg3LULdhnhLWfF5vRjgKmZFU/JmwO72zozPGU44HuHp9e8yIW8kJsXAuOxhOA02xmYPZU1TCU1RL+Oyh7HRu42TuhzJwrqV3LH0vy39KJLMbf0v4ei8QwnFI9y26BEiiRhnFR3LW5u/bPdcXy/5jLsGXY1R2YNNr+CgQQ23P2cCIPoL8mvuwGWSKXQqbPFo3wNJSg4K3Z14QkUnS+TaFHJt4vnYURErvgcAmXYj/zi+L5eOLWLaqkp0aoxJXSVyy7/BPeOfrQ31ZhzFY/hrmhW7SUeB20K23YhOObhUzwZ/hBdmb+HpWSXEd9ylHCYdr118CBtrfGTYjNz9+RpKav0cPzCPdxaW8vGyiqQ+Ntb4OPeFBbx/xWhynPsmMsVgFF9HQQrCXi3SYVcat8C3d2q/5w6Ccz9qK8T462HR8/DjIy0h8GT3hdNf16JoFr+oRbXoTDDsYs3SymjXoi/SirScIZ9em9znsjfhzLdg649atMWuHHGHyA/zczRtg9dPSZ7QbZsLcx+Hy76HhS9BxWLt/3/0dVrOHb0JatZB+WIYeSUcfT9smAazH2ntY/2Xmu3Y1Nc14aw5WbSnYTN8eAmc/SGs+0ITfLbPg3DqnTotRHy/15ULDnD0Zh2derup3Z46yWR+LzcG868Y7Kd1h8P+At/fD3UbGHVk+xGogzu7cFqEVZBAIPh5JFnBnNOXbue/i790AeG6zRhc+eismVTOeICYv66lbdqwczFm96HTiY9icHdGZ0lDMTn249nve1RVZZO3huvnvUNNqPX+PrlTfy7qOYZPti3FrBh4Zt0PKJLEIyOnctP8d4mprXv7w/EY/17xNV1t6RySVbhPzlvSKSAEGEEK4t4qkvJExaOEVk8jtFqzGcu4+HXYTYhRVZVYzSYaP7iVeINmwSrpTTiOu5O0s57A8+W9xBu0qGBddjGu4+5EceWR8DcQ99XiOPJ6PJ/9g4SvbpdOYwRXfYlt/JX4ZiULMoozF9u4y5BFNG+7RIMJ1n4Rob4knlS+9S0zfz/zBtYVruX9bd+QUBOc2PlIRmUOJMucTnWwnplVC6gJ1XPnwKtIMzq5fsG/aIq03t8+3PYtdw26mlgizqelM5P6j6sJ7l3xLH1d3TEpRjb7NGHNFwtSE2po93wrg3WEE1EhxAgAzUoTidQp6xQFLL98fTHNLHP3WBvXfuulMaSypi7G0Bwdi6tSizmjCsRn8EBArPweIKRZjaRZjQwocGm72z+7XssLsBOjHc56F2NaZyZkHtx/1rkldTwxc1NSWXM4RmMgyoItjQQiMUpqteiCSf1yuOGdZSn7KWsMUtoY2GdCjECQEp1RS3TdHrYsrU2wEfx1mnBjzdasp2bel9y2ejW8NElb9B95pWY5preAPVsTZECLwBh9nRaFszvxCHx0BZzxJnjKYPWHYM2Coedr+WLMrt/rqv94xCLw07NtdtUBUDIDfkyH4x7R6vVm7WcnOwf1n98AZ78PLx7dto/GrdqzYXeBbCdliyDkgV3983VGzY5OTbRtL0laBJVAACiKTJ8xeaz8vpxoOHlSrDPI9B9fgPJrFsUsbhhxpWazt3E6WTRy4ajOvDQv2f7MpJe554R+uC1iUiEQCH4ZkqLD4MrH4DqJRDxCsHIV2z+4NilCxtnrGJy9j0FvTYfsnvvxbPcv1UEvV855A08kmFRu0Rl4cs1MJncewI3z3wVgeGYhc6s3JYkwu/LMuln0dOXg3MtRMQLBnpBMP+NmoTOhxmPEfXUk/A1IsoJkMFP/2qWou4iRajSE56O/4J76H9LPe55E0AuShGx2oFi18bFktGLoPhb0xmQRZgfBpR9hOeQs0i9+jeDyz0k012DqPQFDp8Eozuzf9br/aEQCtBFhQNtLVvKqmfHXHMrYQ4aSQMWxS24WCTDIehbXr+GY/HG8u/XrJBFmJ1WBOr6vXtDu+7+39RvO63Z8y+ttvnJ6OQvZ5q9I2X5IWm8silgzEmhINgvyIQNI/LSiTZ1y2DAk+6/LJ9TVpeP5Y5xsbIixzRvnikEWrvvWS3C3ZYVji4xkCeuxA4KDe8X+QMWSDlMe03aTVq/WXmf00HzXlYP7T1raEOCxbze2Ke+b52DJ9kbGF2dy/TvJVjzhWOoJBcD2+gDDu4rFSMF+xGiHMdfDllmp60dfByEvfHI1lHynlR3/OMx6IHV7XzWUL4Xek9vWRYKabVDeYJj+99TH+2u1/DSnvwJ9TtRy1gh+nmgAqpa1X1+1TItcsmW1rcvooYkmOQNgzSepj1cM4Kvd8zkEG7S/+8x7tNcbp0P/02DFO23b9p+6ZwFQcNBhTzdzyi1D+eHt9VRs1KKpcro5GX9mMY703zD5NDu1n8yeOIFrCsKM7ZnFkzNLqPdHGFWUzqVjC+mUtmcPZYFAIGgPWTFgzulPtwveI1y/hUSkGWNmMTpLOrqDPEl2IBZho7e6jQgDMCyzKx9uWcL8mtbNHZkmO6X+xnb7K/U1Eo7/crsVgWBvoFgzkB05JLxVber0ef2QTTZCa6fj+X/27jrMjvJ64Ph35rrvXfesx92NJCS4BSjuULRQKNRoS6khLdAWL+0PdyjugSAhxN09u8m6X/eZ3x832c3l3g2kRDfv53l4HvK+M3NnkpWZOe8556N7UUNetBklmIaflRCE2ZN71n1kXPYkuqzkbC815Mc28XKC6z7t8Xz8i17CMuJsHCf+ElVRRC+j7ykS2HvN2ohPxZGWfH/o1Ns5vWgaL2x7jzS9jeXt61Pub9NbaA129nj8xkALNp2ZURkDWdK2ltkNC7hv1C+Y3bCQqJr4c86oMXBmnxloj8KylkJqktGA7uTJRNNsxL5aDMEwmI1oZoxDO3Igkn7fM/1zLBpyLBomES8/9vTJaby+McCihgh2vcxFA4wMztLhMIqfMUeCo/ut/ZHMnBH/L2fAoT6Tw0Z9Z4C19S5qO/xJcyadBm8w/kszEuv+xa6oKiadhkAkecUFQEnmvkWrBeGAyB0KE26Kl7Da06Tb4uWr3rw6Xi5sN6MjuTzVnhpWJgdiPI0w9x9QeRzsXAxZVfEsilQKx4Asfn3sE50JMvv1/HfqLAN/ezzw9u1SBdYcOONxWPF8d5m5b4uF4y+1e6LRxzOWjGnx/j9f/RWWPg1nPBb/zBUvQiQQz4waeUU8+HeUlWgR9k6WJTIKrJx03RBC/iigYjBrMVr2T7ZKhsXAsf1yGNUnnXBUwWbSYhClZwRB+IFkrQ69Ix+9I3VfiKORLxpicdN2NrqbU84rqopRq8MT6b7naAq4KLdnM69pa8p9SmwZGDWijKRwaGns2aSf90/aXrgONdDZPe7IJW3mn4l5mul8+3d7jOcRbe0hmxziPV++FWBUoyHCdWsI1ywl2laDsXJSj/tLBivo4uVXRRDm+9MZpL3OqyqEPAoGW+LfqU6j44LSk/mycTGxHrL3ALZ7ahnkrODLxsUp58dlDSVNb+f2wVdz1bw76Ax7eGHre9w14mYe3/gK1d46AKrsJfx+6HXkmcTiNSGRZLOgnTEOzZjBEI2CVovksO6XnwMaWaLQruEnIyxcFlbRymA3iJ8vRxLxJk3oFYKRGI99sYVMm4G+OTZW1ib2PtjY5OGScX1ocgcpz7KytSXe++DD1Q2cO7qIZ+dVJx2zJMNMoVOk1wuHAUsGTP45DL8Ets+Jl5MqnRwvQeZtTAzCQLzPiyUrnr2SyrcDuCEPzP5zPHgjSbDuXZjxh9RBA50ZBpyePH6UUVUVSdr7Q0ICrSFeDm7li/Gnh28bfjE8fRJc+BoUjU6c0xmh74nxHj8d22HJU6k/o3NnPMNldxP0PY29Nv71ojfFS0JVnRgvP7f2LRh7A4y9bldZtG+VqhOEbzFadBgtB+5lm90kXuQJgiAcSC0BD39e8QE/H3J8yvnWoBdfJMSE7HI+2rkGgCUtNVxcMY43ti8lrCQvYLuu/xTsenHvIBx62uwKsn78ApHmLUTbatDlVKLNKEHSW3F9dG/CtjFPC/o+I3s8lsaRm1RxJNpRS/uLN+A85368c/6NoWwcGmdhPGjzLZbxl6Kxipf0iqoi78Nzk84i4SiUcdUmB1OcJTJtW2K4G2IMPMOI3px43FxzJv+e8Adagu0UWXLZ6UvOjvqo7mueGP8H5jYtI6om/jyz6SwcmzcWSZIosRXw/OR7+bppKfOaV7DVvYMHRv+SmBJFI2mw662kG47u7EqhZ5JGg+Q8cAsb9RqJdNM+vI8QDhsibCb0Cm2+MK8vreW1xTu5YmJy6rA7EMUXirFiZyc3HVvRNf7RmkaGFDg4Z2QhGrn7h9iQQgfPXjmGHLt4oBAOE6Y0yOoLY66G0VdBZlU8A8KfonHgypfj26RiTIOCEYljvhZY+RJUnQBtW8FdB7WL4Pi/xLNrdnOWwKXvgKNoP13UkafRFeCTtY3c9PJy7nh7DWvqXHT6w99v5/RSOOfZeAbKbjpz/O956+fx0mEf/zr1v6neAtn9IH8ElE5NntcaoXh8/Fjjb+zOqjHYYdod8UBL2yb48q/xQI7ODCfcA+c+B+VT4uXPsvuDs48IwgiCIAhCLza7fgPuSJCYqlBgTkuaf7N6GeeXjcak1VFizQBAQeWZzfP448gzyDZ238dYtAbuHHEalXbR80I4PEiShMaRh7FyMtZxF2MoHYvGnoMa8RNt3Z6wbbRlC9rsCqRvZ6PvYp18LRprZteflUgQ3/znkHRGZKMNUPF88QiOE3+NLn9Q944aHeYxF2EePhPpKC0d74tE2ery8uCKLdwxfx2f7Giiyd9DZv+36M0Sg840YC9IfF2ZViTTZ5yOHYsitG1VCLlTZ73kmDIY5KzkN4OvQU7xyvOEgknkGjP51/g7KbUWdo0PT+/Hc5PuRgXe3/kVj65/ic3uGmbkjee+UT/nx33PpsSaT7m9mBJbgQjCCILwP5FUNdXSXGFPbrcbh8OBy+XCbhelWg5HO9r8HHPfFwBcPK4PFdkWHvxsMx3+CAAV2VZ+c3I/dLJMqzeEXivz2JdbWVvvJs2k5a4zB9Mvz443GMVs0JBh0ZNuMRzKSxKE76d5Azw2Nnn81H/ES5Atfx52r1x0FMEFL0HO4Hjmy251S+H5s+DCV2HD+90l0MqmwojL4mXIZBmiEag4NjE4cxSp7wxwyZOLujLqdrtleiVXTCrBEXNB+xZY9RogwdDz4iXH9lwJF4tA7VLwNYGqxP9ulz4DWz7b44CrIa245xPxNMK6t2HBvyDYCeUzYMovIb0svmovGor3AooE4sfX6OCLu+MBuj2N/0m8vJ0l4wf+zQiC0FuJe2BhX4mvmcPffSs/5rXtS8kwWLhzxGk8uXEuK9vjq/mNGh0/Kh3J0PRC9LIGg0bHBztXM6tuLaFYlFMLB3Np1QTCShRFVXEazGQaraI/gnDYU4IeOl7/OeGaxIx/Xd4ArJOuwvXxvSieXdUEZC2W8ZdiGXMhGouza9uYr432567BPOJstFlltL/8U1BjyOY0zGMuQJddhRoLI8laNJll6DL2cj/fi/kjUT7Z0cTfliX27s0xGXhs6jCyzQYa/SG+rmtlc6eXIZkOxuQ6yTUbEzJn/O0KvjaFWCheXMDTpFA9L0Js1xq4fifpKRzZcyZ1MBai2lvHYxteYXXHZrKMTq6oOJOxWUO6gihtwU48UR8AJo2RxkArP1nwFwKx7qBRpsHJvyf8gT5WUeJSEITU9uX+VwRivgfxQHH4a/WGuOg/C9nYFG+098/zhmLWa4mpKhpJYmeHn6e/qaauM8CJA3P43SkDUNR4mqxeI5NpM+ALRWjzRli+o4N2f5iRfZwUOE3k2kV5MuEw5muDl8+PZ7DsSZLghLuh8njwtcYzIKxZYMtLPkbLRlj8H+jYAWOvgVcuSt2L5PyXIHtAPLPjKBOOxvjrxxt5cu72lPMf/3QC/b65Dda+kTgx8Cw46a9gze4em/cwfPr7+L/Rt8t76Mxw42JwFLJXu4MtSGBKB8O3+ll5GmHlK7D+PRh2IXxwa/IxJBmumRPPhtHo48E2QRCEPYh7YGFfia+Zw9+8pq3cPP8VAMptWfxq6Il4IkEiSgxJkvikjb8AMwABAABJREFUdi2f128gx2Tj3tFnkW1yEIpF0cgSVq0Bq85Ig99FY8DF2o56cow2+jvzyTc7REBGOKyFapbS/vw1SeParAqcP/obajiAGg0iW7OQLenI+sT3AErIR8dbv8Uy7AxC2xaghLwE136cdDxd4VCsk69GXzAY2Wg9YNdzuNrh8XP+x4tI9aJxemEWl/fvw1WzlxFWujNarDotj00dRmVa999XoEPhm8cCSFJ8/dq3DT7bQE7/7844agt2EoyFMGoMZBjTEuZCsRBb3Dt5cN3znNlnBvevfYbOsDvpGMfkjOIPw27ArDWhE71SBUH4ln25/xU/QYReIdNq4I9nDOSC/yxAVcGs13LN80tTbvvRmiaunFTG6JL0rrFWT5BF1R387NUVhKLdv+VHlzh58Pxh5KeZD/g1CML/xJIBP3oK3rgKdi7sHi87FvqfAY4CyKjoeX8AcyYUjIb178Oc++Ds/4NPfgOdO+LzxjQ49ncQ6IDP/gAzH4uXyjqKtPvCvLp4Z4/z76yoo5+/NXli7Zsw5Lx4j5fdqk6CT+8AJcUTxYhL4/19ehILQ0cNLHgMdiwAeyFMuiUeIDPvWrHna4V3boIts2DSz5IzYQD6TIDJt8Hq16B5HeQMivepcRTFe9IIgiAIgtArVdqzKbdlstXTyrCMIp7a9A0LmpMbljcFPNy36lMemnA+2aZ4OTJVVdnp6+COJe+wrrO+a1uDRssDY89lZGaxCMYIhy1dThX2k3+H59P7USPxRWeSKQ37jFuQ7bnIur1XxJANFqyTriJStwr/irdJm/kXUBWC6z/rihToS8diP+5W2p69iswrnz8qAzGLmzpSBmEAvqxr5bjinIQgDIA3EuWOBet4dOpQMozxfwedWSKrSkPLxuS+VJIG7Hl7X0TWEmxncesaXt3+MRElwokFkzi+YAK5pu5nrQ2uan78ze/RyhrOKT0hKQhj1Oj5+cArkJD408rHAYmz+8ygyl5K5reCOoIgCN+HCMQIvcaQAgevXD2OP72/jqiy90Qvfzjxl3mzJ8TNrywnEkvcb3F1B0/OreZXJ/ZFrxUPFcJhKq0ILngZvC0QcoHRCZZMMKd/974QD+YUj4sHbXYsiPcomXwbmDPiDxVKLB6U2fYlbPoIAncddYEYRYVAJPkhYDePPwxaferJ+Y9An4mwu6a6LRdOfxTe/QnsmZSaMwgm/DSee9+ThpXw9Ml05eQ3r4sHXKb/Id4/yGAFV218DEBvjQfQ9pTVD8ZcC69cGM+sgXhptPmPwIWvQ+kxSY1JBUEQBEHoHbJMNv45/nye3TQfk1aHf/e9QAr+aIjYHkvRW4Mento4NyEIAxCKRbltwWu8fOw1FFmd3z6MIBwWZKMN85BTMJSNQ/G2gqxBtqSjsWUifc8sB21GH9SgG5QonW//DvOIs3Ce8wBqNIyk1ROuXU2ssx415CVctxrtUViezB/t+ZkppqooPRTlqfH46QxFugIxWoNE1XF6vE1BAp3d+0gSDDnbgN7ac6Py1mAHv1v2EEva1naNbXRX82r1x/zfhD+RZ86iI+Tmb2ueQkHBoDERjCX3/bx98DW8teMzVrRv6Br7snER47KG8sdhPyHTKH7eCYKwb8SbFqHXMBu0jC3L4Lkrx+AORkgz6+jc1SNmT7IEJRndGS6d/jBzt7QmBWF2e3nRDq6cWEKBs3ufJneQrc1eWrwhcu1GMq0GcuwGrMaea5QKwgFlzoj/9118bRDxx1/ka/RgyQadId6kffLP42XOWjfBezd37yNJcMEr8OXdQM83vL2Zzahlat8sZq9vTjl/cqUJZq1IvXPYC8oeP4sMVhhwBhSNgQ0fgLc5XkIuu2/q0nG7eZvhnRu7gzB7+vxPMPCM+LFrvomPSRIUjABXHbRt6d52/E/iGU/ffvGiROGNK+G6ud9dGk0QBEEQhCNWrtnBzwbPwBMOkG6wsKq9LuV2U/P7Yt8jU9YVDvJp3bqU24aUKOs66hICMf5omOaAm7Xt9aTt6ifjNJjJNomydcKhIWn1aNPyIG0v99yAEg2jBFwQCaIiIRstaMxONCY7alYZsi0LxdOCf8lr+Je81rWfsf9xhIKduz7s6HxuGp3jhNWp5/o7bdR4/D3u++0FtaY0mZGXGvE0KbRvj2FKk8is0GKwSWi0Pf/9rndtSwjC7NYYaOWtHZ9xTdW5+KMBNrji2YBV9hIq7YlBs3JbEZ1hT0IQZrcFLStZ2b6R6fnjejwHQRCEVERBeKHXMehkTDoNvzm5f8r5KyeWkmHpXrmuqCrN7r2sBAvHcAUiBMJRABpcAR79fDP+SIzXl9RyxTOLufyZRbyyeCcNrsD+vRhB2J/atsKO+TDnb/DNP6FuKeyYFw/OABSNhSm/jvcO2U1rhBP/Cqv/G39xP+CMeMbNEcodiLC91ceCrW2srXPR5E7uhRNVojT4Gqhx19Dmb0Vx1WMLNvKr4ysxaJN/bQ4vtlNiDYOvJfWHDpgJRkfimMEa780y6RY48W4on7r3IAxAoBNakh8EgHjmUsOq+P+bdv37DDwLNn4EA04Dg617W5MT3KlfuBDoiAd8BEEQBEHo1bSyhhgqx+RVkW20Jc079CZm9hmWUGosFIsS/nZ/uz3s9HXQEYw3vg5Ewsxp2MR2TxtbPS38ZcUHXDv3ee5fNYut7maiqUq0CsJhIOrrINq0icCyN/F+/W9C6z8l2rSJSEc8E0zryCP9gkeRbdkJ++mKhmEafDL+VR8AEvqCQYfg7PePmKrS5A+yts3N8pZO6rwBgikyXVyhCLVePw3eAG3BMA2+IHa9lol5yQsENZLEjUPKeW9bQ8rPtOq0OPTJC1uNdpmsSi19jzdQPEaPOV1Go+s5CBNRIrxV81mP8x/UzqEj7EKWZHSyFhmZKypm8kntN5xYMKlru8k5I/m0/psej/NK9Ud4Iz0HlQRBEFIRGTFCr7Ktxcu9H23gs/VNXDq+hIcvGMbjX25jQ6ObQqeZm6dXMqVvVkLmil4rM6KPE3powl2eZWHBtnYUFfrmWnl7eR3jyjO59vmlxHat2PC3B/jLB+tZXN3OPWcNId3SQ4kiQThUOmpg1h2w8YPusWXPQb9T4n1EzOnx/ybcBIPPgdoloEbBlAZLno6XrjJnwLTfJjeGP0I0u4Pc+9EG3lpR11URrCjdxJOXjaYqJ/4Coi3Qxpub3+SZtc9wx5DrGd/RjLzgX+BtoqzvaXxw3QM88GUtcza1YDVqOWtUBiPKIwS17nhvl28HY6w5MOgs2B/10r9rVd3uAFrx+PjnDZgJb10T7x10zjMw/zHY9nliObRUlORMQkEQBEEQeo/2kI/Zdet5cuNcdLKGO0ecxqy6dcyqXYuiqswo6M9VfSeRb05L2M+s05NvdlDvd6U8brE1nQdWf8ovhp6AKxwgpER5cctCNrgau7b5omEj85u38eyUKyiz76UvniAcAooSJda4kfbXb03IHpcMVtLOugdZq0Njy0KXXU7mFc8S7dhJtGUrGnsO0dZqOt+KZ51bp92IbPke1QoOQ+FYjNVtbn4zfy3uXYtRtZLElQP6cFZ5AQ6DjkhMYavLx/3LN6ECPx5Qwsubalnc3IFBlvnbpEGMznbyyuZaXKEIQzLtnFNZyLp2N5PyM3htS/KisBuHlJFp+uHvUVRA+o4qDhISTr2dkwom0xrq4OumpbxePYvfDb2WfHM2b9Z8hlbSEFaiPR4jHAujqCKgLAjCvhEZMUKvUdvh50f/ms+sdU0oKjwzr5r7PtnE6cPymH3bFP57/XjOHllIpjWx/4LVoKNvro3K7NSN9K6fWs5Li3bw91kbaXKHMGg1PPz55q4gzJ4+WdsksmKEw1Pd0sQgzG4bPoDm9d1ZEAYrZFZA5Yx44/ZF/wf+Npj2O7j6C8goP7jnvZ+EozGe/mY7by6vS4hD7GwPcNF/FlLfGcAb9vL4isd5aPlD3ND/Mo7dsQrHZ38EbxMA2o3vUfHcCH5zQiZ/vkDPzaeH2Kg8yq1zr+InS++m5twnCQ45D3TmeA+dEZfDVbMgbT/VhjamQfaA1HOyBnIHx//fmgNn/htQIRKI95V548eQ3Q/OeRacJckZOrtpjWDN3T/nKwiCIAjCYScYjfDatiX8bdUntIV8NAbc3LLgVYKxCP8Yfx6vT7+WXw89iSJrOtK3FoGk6y1cWTUp5XGrHDl4IiE+qVuLNxJkdXstElJCEKbrHGIRntgwB3+k56oEgnAoKJ0NdL7z26QSvmrIi2fWAyi+7t6LGns2+qKhGMonEtq5kuD6T9GXjiH9sicxjzgb+QhdvNbkD3HLnFVdQRiAqKry77XVrGjpBKDOF+DaL5bTEghxy9AKfjN/LYub4383IUXh5jmriCkxbh5azq3DKyi1W/jTwvU8unob2WYDPxtWQZHVhEaSqHBYeGDSYKYVZqGVf/grSr2s46yS43qcP61wGml6O0atgWuqzmGAo4JtnloUFP608nFWt2/i5v4XMypjEMfmje3xOCcXHoNNd2T+GwuCcOiIjBihV1BVlY/WNNLuS+ydsKPdz70fbWRHW4Dfn9b9ArPTHyYSU3CYdOi1GgrSTPz70pE8MGsTH69pJKqoFKWbuGFqBctqOtnS7KXdFyamqOSlGVnf4OnxXBZua2dgfg8vOYUDLuj1EAmFkDUylrTv2ay+twu6YPF/ep5f9RqUTkkcs2RC2RQoGBnvSWJ07J+sjkOk2RPi2fk1KedavCG2NHspyQ0wr2Eeb055kDKtDc27v07eOOzFvu5lPghsZlHToq7hWk8tZ825lXPLT+OWafMwaAxgSoc96qr/YNYsOONRePokiO4qqSZroOokGH9j/P+jIdCboe9J4KoFWRvv/RLogPmPxv8rPQam3g4fp7i+4/4UD+QIgiAIgtArtYW8PLd5fsJYRInxSe1aPqtbzxszrsOojVcPCEYj+KIh9LIWm96Iw2BibHYpfxp5Bo+t+4LGgBudrOHY/H6cUDiQO5a8A0BnKIBBo2VO4+Yez2Nu42Y80RBmnaHHbYQDR43FUL1+UEEyG5FSlIQ6Gim+dhR/Z8q5aFs1StiXMCbJWrTOAuxTr0cJXYak1SPrTQfhTA+cz3Y2E+0hg/4/66oZnGHnuQ07uLRfMcOzHLy5tY5gLDkz5JkNO/nLuAHcPj+xV8sjq7ZR7rDwhzH9yTDp0csyTuP+rSjS117C2KwhLGxZ1TVWaM7hvNKTmJw9Am/UR5reTp45i/NKTqAz7GJx2xoAFret6fr/B8fcTq4pk8ZAa8LxC8zZTMkdnRSsFgRB+C4iECP0Cr5wlM/WNfU4//WWFtzBCJ5glEXb2/nP19twBSJMqcri8oklFDvN9Em3MK1vFqcMyUNVod0X5vn5NaxrcAOQYzdg1MpYDVpkCVIkxABgMRy5L6uPZOFggNYd1cx58Rmatm7Gmp7BmJnnUDZyDBZH2qE+vUNLiULI2/N8yAM9pW8bUmeKHWlCUQV/uOea5jVtPhxpLh4f+Sv6/Pc6OOEu6KEGumPBv/jDNZ/x49k/od5X3zWukTWcUDETraP4wAWtcofAdd/EA2utW2DKL2DdO/DqRfE+MYN/FA/KOEvAUQhDzoMVLyYeY/scKBwNl38IX94NLRshvQym/gbyh+7f4JEgCIIgCIeVznCASA/3ODFVoT3kI9too87fyfNbFrC8dQcZRiuXV05goDOfXLODIYrCFVUTcex64Ty3aQu/XvRGV/8Ynayhwp7NopbqHs/DpNF/R/Eg4UBROtzEvllObOEqiMaQB1WiPX48UoYTST66/1XUaPi7N0pB0ujQmI/8xZiKqrK509fjfL03iD8aI89spDMUYVOnl2UtqUsVeiJR6n0Brujfh6fXJy6Iq3BYybUYSd/PAZjdMo1O/jTsRla0b+CV7R8xI288GUYHz2x5m8c2vEKJNZ+f9LuAgWkVpBvTOLf0JN6smY1CYkDprlVP8Oi4O/iwdg4f1s5BkiROK5zKzD7TyTVlHpBzFwShdxOBGKFX0GnkhJJjJw/K5UejiojGFGKqikErE4up3PPROt5d2d0cbnurj/8ureXtn0ygIttG/zwHpzz8dcoWCjdOqyDHYcIXjjK1bzafb0huaC1LMLb0yKwFe6SrXbeWt/76h64/dzY1MOuJhxh87PEcc9GVGK29I6DwPzGkxXvBNK5KPV91Iti/o1H8YSzk9+N3d+Lr6EBvMmF2pGF1JmZDmXQa7CYt7kDqOr+VOTZy9Cppcx8BTz1o97I6M9BBUUzluZOeY1PHJpY3LyfTlEmhtZAF9QtwGp0U2YqQJRl/OEqrJ4Q7GMWi15BuNeAw/YAVhxptvHTccX+On+ezp0Hnju75Rf+Bde/Cjz+Ll0Q79o5435rNs7q3ySiHoRfGj3PeixDxg84EJuf/fl6CIAiCIBwRDHL3K4AMg4Wr+02m0OLEEwlh1Ohw6i1scjdz9dfPdQVsdvo6uKXtVS6uGMeVVRPRa7TMqlvH0tbkbOMCcxpOgxmNLDM1t4q3qpenPI8zS4eTfoSWbjqSKZ0eIv96DbWlvXts6VrCazej/9llSFlH9/2gJi0XJA2oycFKyWBFYz1yn/VVRUV1e8DtR41FkexWJJslIRtKliSGZNr5oq4l5TFK7Wb0GpmhWQ5unrOKawaWYNdraQ6kLjO4rMXFbcMrmFGUzbyGNnyRKAMz7DT6Q6xuczE000GaIR6MaQmEcIUiqIBDryPTpEf+ARknmUYnM/LHMzpjMO/VfsGvl/6ja269axs3LryL2wdfzRlF08g3ZXPfqNv4/YpH8EXjpeZ1spZLy08n05DGdX3P5bzSkwAVp96B9giuFCEIwqElAjFCr2DQarhyUgnVbT7+cPpAGl1BfvbqClyBeNPpHLuBh84fnhCE2c0bivLI51u48dhKXlpUw+9PHcDdH64nEuuOxlwxsYRxZfGbrkKnmdtP6sfaehdN7sQbjnvOGky2XaTXH2ze9jZmP/VYyrnVn89i5KlnHt2BGI0Ghl4Ai/8vRTP5bBh6HmiOzHIEvs4O5r76HGu++KyrCb0jJ5eZv7iDzKI+Xdtl2wzcMLWCez/akHSMonQTJRkW0hUP+nXvxgcD7WAvAHdyI0my+oLRgSxJvLrxVTpDnbQH29np2QnAM+ue4ZVTXsEi5/LIF1t4aeGOrp8nx1Rlcc9ZgylI+4ElCzQ62DQrMQizm7cJVrwMk38eD7Cd+UT8393dAOb0eOkx267yY6a0+H+CIAiCIBwVnAYzFbYsTuszlLHZpfxt5Scsa+u+n/jTiNN5YevClFkzL2xZwJklw3mnZgWXVY6nI+Rjm6e7ZE+OycY/x59HlskGQJk9i4vKx/Di1kUJxym3ZfGj0pHiZeYhoGzbmRCE6RIME/1yEbqZ05F0R+9rItmSgWXCpfi+eTppzjbtJ8iOI3PxmhqNodTUE3n2HfD644MaGc3xE9BOGIZkMXdte0x+Jv9eU00glvwz4LrBZWSbjczaEV+UOru2hZP75PLwqq0pP/fcygLseh1r2zx8XtuCJMHLm2oJKfHMk8v6FXNR3yK2uf38ceF6Gvzx8svpBj23j6piZHYaJu0P+3r0xfw8tuGVlHMPrnueidnDyTNnMSlnBK9OeYCmYBtRJUq+OZt0gwOjJv5+J8t4dAcpBUHYP47e37DCES0SVWj2BNnRHiAQiVKWaaVPupnfn9ofbzDKT19ZnpDVUpJh4eO1yY0idyt0mvnd26tZsK2dGf2zefzikTS6goSiMQbnO8hxGNnU5KFxcyvlmRYK0o3897oJLNzexucbmilIM3HOyCLynSbMevFtdbCF/D7cLckZSrs1bdtCRkHRQTyjw5CzD1z1Kcy5D9a8AZIEA8+GybfGy1IdgWKxKCtmfciazz9NGHc1NfL6n3/LRXf/A3tmFgBajcyPRhbiDkR4cu52QtH4zf+wojQePH8YuQ4juHTArh8c3zwIpzwAb14DIXf3wc3p8Yb31mw2183jq9qvks7LF/HxTe0itm8fyLPzEleKztnUwvUvLOWpy0cnZPHts6Ab1rze8/zaN2H0lWDJip+zOT0eQBIEQRAE4ajSEfLTFvRS7+8k3WAh1+zgr2N/xOr2Ou5Z8REr22sTtjdqdWxypS75bNMZafB38tzm+bxbs5Lr+k8hTW+i3t9JltFGP0ceMVXh451rsOgMlFgzubRyAscVDOTdHSvxhAOcWDSIfml5ZO8K1ggHjxqNoixb3+O8smYLHD8BHEfvv42sN2MZexHazFK8c/5NrLMebWYZtqk3oCsejnyELl5TO91EnngNonsEV2IKsY/mImdnoBna/ZyQYzHy2NRh3LFwHbXeeHaIVafllqHl9HPGvzZ2V7Db6vJh02uZmJfBNw1tCZ95Wb9iiqxmWoNh7l22iZYUWTMvbdzJ8cU53PTVCiJ71H5vD4X55TdreHrGSPo6f9jXY1uok5CSuuScPxakI+wmz5yFVtaSZ84iz5z1gz5PEARhb8QbY+GIE4rEWLi9nRteXIY3FC8zJEnw0o/H8uHqBlyBaFJpMUVV95rWOqTQwSNfbAHgs/XNfLa+mSybgaocKyOKnfzoX/Np8XTfOIwoTuOf5w/nRyOLOGt4IfJRXkv3UJM1e19NZzCZ9zp/1EgvhZMfgGm/jX/TmJzxklRHKF9HO8s+fDvlnN/VSVvtjq5ADECm1cBPp1dywZhiOgMRjFoZg07GE4yypdlLvtmOecBMWPUqtG6GL+6GM/8FHdXQvo1Y0RhC+cNR7QVYgPe2vdfjueUYK/nTghTZKsCqWhdN7uAPC8TIWtDt5etab46XVRAEQRAE4ajVHHDz+6XvsLS1+55kcm4lE3MqyDHZk4IwcT0/14zLLuO9HfFSt51hP/eu/AijRke6wczPB5/As1vm8f6O7lK4Ro2Ou0bNZHRWCbcPO+k7n8mEA0ySwdBzTw7JoItvc5TTmJ2YB5+CoXQsqhKL93+xpH/3joex2KpNiUGYPUQ/notcVohki5cK1EgS/dJt/GvaMDpDEaKKikWnIaao1PsCpEV1jM1N5+FV2wD469JNXDuolFNKclnR0olRq2FqQSZpBh0Og46tLm/KIAzAmNx03tvekBCE2U0FnlpXw+/H9MPyA7K0dPLe99WKZyZBEA4i8VtWOOLUu4Jc+cziriAMgFaW6AxEsBp0bGtNbkq+qtbFuLKeb57M+uRfvi2eEDdNq+Sa55cmBGEAlu3o5K8frafDFxZBmMOA0WansP/glHManY7M4pKDe0KHM70JHAVgzz+igzAA0XCEcCDQ43x7ffLLBaNOQ1G6mVy7gae/qWba/V9xykNzmfH3r7jm1bVEJ/8ynj0C8Z46r1wIS54kbLDzuU5i7Adn81XtV8SUGBZdz3XNlaiuK+um+7NlJlZkMLUqiyZ38H+76N0MFhh3Q8/zY6/vvg5BEARBEI46/kiYB9fMTgjCAAzPKOLVbYvwR1O/GN3kamJIekHKOaNGizeSuF8wFiHXZKfe35kQhNk998tFb9DgjzfzFkGYQ0vSyGgmDe9xXjNxBNjEArbdNNZMtPacIz4IA6DWpc5yA1DbOlFjStJ4htFAkdWEPxrjhi9Xcv4ni7n8s6VcOmsJvkiMs8rzAYipKo+t3sZfFm+g2u1nUl4Gv/pmDb+Yu4ZmfxDNXr7v8y1GNnZ4ksbL7BYm5mUQUxQCPQSQvi+n3kGGIS3lXK4pE6fB/oOOLwiCsC9EIEY44ny4uoHot1ZM6DUy3mCUeleAsszkXiChqMKymk4uGJNcnirTqqfAaSLfYUwYt+g1hGNKUhBmt4/XNtHmSz0nHFwmq43jrvkJJrsjYVySZE756S+xpIl6rr2RVq/HaO05VX3PHjF7CkZiPP7lVl5atIPYHj9L5m5u49r324le9TnKpFshqx8UjqZ1wk+YW9CPXy6+B4C7Ft5Fa6CVmRUze/zsDIsdzR5B2humlvPQ+cMpy7SS6zCS45Cpdu1gdetqtnZupT2Yolb3d8kfDgPOSB4vPxZKj9n34wmCIAiC0Gu0h33Mrk8uQ2XWGmgP+jFrU2fmvlW9jCuqJmHRJmdODMso4oSCAUnjl1SO54UtC1IeL6YqfFa3npia/KJXOPjkrHTkicOSxqWSAjTD+iKJYFmvJJekDq4CSDkZSNrUWSGN/hA//WplQkaLOxLlui+W86PyAu6fNIhhmQ5K7WZmFGVzYd8i/r5iCy3BMFvdPla3uXHodVQ4Ui9gc4XCFO8R/Cu3W7hv4iBO6pODQ69jcn4GgWiMTR0e1re7afQFiaQIGu1NltHJX0feil5OLCtn1Oi5Z+TPyDIe+YE2QRCOHKI0mXDE2djoThrzhWNkWg3MWtfIYxeO5P1V9Xw7u/Vfc7by6c+mcPKgPJ6ZX43LH2FiZSanDckjx27gTzMH8eNnl3Rt7zDr9rpqPaao+MM/bHWGsP+k5xdy8d3/YMealVSvWoYzr4D+k6Ziy8hCq+85BV84clmd6YyZeQ5zXngqac6WkUV6fmHK/Vo8IV5cmLps2OyNLawPVGEefj6LnZl4Y0He3vEWNe4aNJKGYwuPY0jGeDwBlUJrIRf2u5CXNryUcIxSeymFDhunDcnj7RX13DKjkiZ3kGueX4okwd/OLeO1rU/w7rY3iKrxzL4BGQO475j7KLYX78NfQDacfD+MvQ6WPgOKAiMugex+YM35/scRBEEQBKHXCUYjxL5drxnY7GpiWGYRG12NDM8oYnnbzoT5tpCPRU3beHbKlby/YxXL23aQYbRydskIiq3pSJJEkcXJTl9H1z5pejMtweRV7bvV+jqIxGJotGId6KEmWc3oTpyMOnowsYWrUMMRNKMGIedlItmTFzQKvYM8oBw+/BpCyb1StCcfg2RNzoSKKQrvbW8gmuLniAo8vGoLt4/qy6js+KLHLS4vt81dTUxVKbSYmFGcTVRR0csSvx/Tn+u/WI5vj+wWGZhemE2+1cS72xvIMRu5YUgZf1i4Hk8kytBMB5PyM7jxq5U07woEmbUabhlWwdSCLGzfszevLMkMdlby2tS/82n9PNZ1bmWws4rpeWPJNWV+r2MIgiDsLyIQIxxxxpdl8u7KBgDyHUbKs624AhG+3tzCiQNzeXXJTv569hDu/nA9Hf4IAA6TjnvOGkyTO8gtr67gzBEFjC/LQKeR2dTkJRBWGFXs5PVrx3P3R+tZU+fCoJWpyO75ZtRq0KYsaSYcOvasbAZNO45B04471KciHASyRsPAY44l6PWw9P23iEXjQY3s0nJOvflX2DJS31j7wtGksmF72tkRoNAQ4q41/+oaK7WX8ovhf+WjFT6eXerhdf0mrpxYymX9ruTkPsfxyuY38Ea8nFp6KsOyh5FjcfLrk4yEowoV2Vb++dlmAI4fkMm20Ce8ufXVhM9c17aOaz+7lmdPfJZsc/b3/0uwZsf/Kx4PqgqyeMEhCIIgCAKYtXqMGh3BWAStJDM4vQCdrGFe01ZuH3YSdyx9hz+MOB2NtIAlrTVd+03OqeS8itHcMv8VckwOTiseSoElDXckSLWnlXJbFo9NvIhXti3m3ZqVhGNRoopClSOX9Z0NKc9lcHoBGnGPctiQLCYkiwm5OO9Qn4pwkEhOO/obzify3LuobZ3xQYMe7elTkfvkp9wnFFNY395zgHWby08kpvJxTRO1vni5aAm4eWg5Bo2G96sb+KSmicVN7VzWvw9PTh/JV/UtrGp1U2Q1cXppHrkWIxJw1/gBtAcjPLRyK55IFAm4rF8xt89bS0jpfm7zR2PcvWQj+RYjI7O/f9ULraylyJLLlZVnoagKsuiFJAjCISICMcIRZ3JVJhVZVn46vQJvKMrqOhfDitIYUeykT7qZT9Y18u7KOu48bSAWgwabUUe+w4ReCzP+/jXZNgOTKzL52ycbWVsfz65xmHT85uR+nDQoj6cuH00wHEMjS0RiCsOL0li+szPpPC6fUEKGVWRaCMKhZHakMf7s8xky/QQCHi86gx6TzYHZ4eh5H70GnUYiEkte3QWQ5zCSZc7CrrfjDrsxaAz8cvh93PhcDZ27grsAv3xjFZPKHPxzZCt/aWxEMTrQeT2QGy/1keswcc9ZA7njne6yIKePtPGn5S+n/NxaTy21ntp9C8TsJknx/wRBEARBEIBMo5ULy8fgiYQYn1PGkpZqgrEopxUPBeCh8efz6LovGJZRxEUVY5GQyDXbyTRYeat6BdXeds4rG8NWTwv3rf6EUCy+4GVcVim/GX4yP+k/jQvLx6ACDp2R6/tP4afzX0k6j3SDhVFZJehksYBNEA4VSZaRinLR33Qhqi8A0RiSxQQOK5Im9femQSNT5rCwtKUz5XyR1YRdr+XM8jweXrUNgIv6FrG508uHNd09aT6oCfLpzhb+Mn4A69o8OPQ6NBIYtDKmXSXRJuVlst3t4/7l8cVrw7PSWNrcmRCE2dMTa7Zz/0QrdoMu5fzeiCCMIAiHkgjECEecgjQTT1wyksueXkRtR3ejbo0s8fhFI7h8QgkzhxcQjioYtDI5diOSJLFqZyfeUJS/nzuUn722knZfd1quKxDhV2+sJstm5Nh+2bBHZu4/zx/GvR9tYNa6JmKKitWg5bIJJZw7qhCnOXVtZUEQDh6t3oAjOxfH94xfZFoNnDWikFcX70yaK8kwk59mIsNk42/H/I0bZ9/ICcWn8toCV0IQZre521xsHl3G+Oqv0fhaYOnTcNF/ofI46NyJYftC3IHucmOyJow/6u/x3Krd1YzIGfH9LkQQBEEQBKEHeo2Ws0pG8FbNcm5d8FrX+JvVyxiRUczdo8/k7tFn4Y0EkSWZNL0Jk1ZPe9DL+ztXMTm3koaAi5e3Lko47oKW7dy64DUennAh2abuJtcV9mz+OOJ0Hln3RVeZsqHphdw2+HiyjT339BME4eCR7NbvXYJOI8ucWZ7PG1vqSBUOuXJgCVa9jhlF2cza0cwWl49hWWn8fO7qpG3DisIz62qYXJDJE2u2A7CwqYN/HjMUnSyxqtWVUFo+12ygxtPzM1ON208wpmDvcQtBEITDkwjECEccbyjK3z7ZmBCEgXjPlhtfWs7s26ZQlJ5c41SSoDzLwo52f0IQZk/3frSeIYUOMq3dAZY+GRb+cNoAbp5RiTcYxW7SkW7RJ2wjCMKRw6zXcuuMKjr9ET5Z29g1XpVj5d+XjCLHbgRgZM5I3jrjLZrcYa78bFvXdpIE40qdlOcYaPcqvLMlyviisbDh/fgGs/8EmZXw/JkYdSZOHfgoX26KT6mKHpPWRCCa+PNrt2LbPvSIEQRBEARB2IvOsJ8nN85NGl/WtoOPdq7hwoqxOPSmxElJQivJnFQ4iLtWfJDyuFvcLTT53WQau1/oZplsTM2rYlB6AZ0hPzpZg11vJN1gxaTd91XrgiAcevkWI3+bNJg/7urbAvFMmZuHllPhiH//Z5uN3DdpMNUuH+s7EkuZZRj1jMtNRytJrGh10cfW/Z5mi8uHJxRhdbubu5ds5K7xAzFrNfijMVoCYcodlh7Pq9BqwqAR1QAEQTjyiECMcMTp8Ef4dF1jyrlwTGF1bWfKQEym1cAJA3LY2uLt8dibmryEU/SOyHGYyHGYUuwhCMKRKMdh5K4zB3HbcVU0uAJYDFrSzDoc5u5fi0atkRJHCQYCaDXVQIyB+VZ+dWoOi1s/Z0PncrKcuZxRdg7e2olYdwdilAjULYX2ePBmwhQ/hU4TtR0BPlju5fTSc3h183NJ55RryaXIVnQQrl4QBEEQhKPB2zUrepx7ZdtiTiwcRKYpcXW8U2/mRyUjyTRa8UVTL14DqPa2MjA9sbeEWWegWGeg2Jr+g85bEITDg0GjYWyOk6emj6A1GCYUU0g36rDrdZh13SXNskwGskwG6v1BADSSxE1Dy7HqtHxZ20JEUTizLJ9CqxG7Tot7V1AnrCg8snIrAB9sb+DivsX8e+12ljZ3cEFVIW9srSOiJJeTvmZQKQ6DKBMvCMKRRwRihCNOJKaQ4ndxl44U5YMAsu1GThuWzydrm1LOQ7w3hFYWKysEobfzhaLM2dTCz19fiSxJRHf9UJneL5t7zhpM9q6sGIAMi54fjSzg/VUN/OK0NH45/3J8EV/X/Hvb3+ZPw2/lxP6nY1r/LlQcB2vf7prP/+hKXjnzVZ5YFeHNVW3cM+Q0PKWdfLT9PVTin1vmKOPBaQ+SY8k5OH8BgiAIgiD0aoqq0BHy9TjvjQSJpSg4JEkSE3LLqfV1oJM1RJRYyv1zTT334xMEofdoCYS4de5qar0BZEkipqqYtRoeOmYo/dNtyHv0qRyelYYE3DSknCVNHcxtaOuaW9jUQZndwm9H9+NX89YAEFbUrqDMvMZ2KtOs/GpkFa9uquXlTbXcOaY/DyzfTEco/o7HIMvcMKSM/umi3KEgCEcmEYgRjjg2g5aidBM721OX9hle7Ew53uYLcd0Ly/jDaQMxaGVCKTJfbjq2giybKDkmCL1dgyvAba+vRFVBUbsju7M3NPPeqgaumFCCvCsoq9dquGJiKUWZKo+v/XNCEGa3P618iNET76Nw/bvQ/zRY+XL3pKeRwldn8Lt+Z3HD2eegyu1MGn4LNwy7hvZgOxadhXRjOpmmzAN+3fuq2RPE5Y8gSxJpZh0ZoiSjIAiCIBwRZElmRsEAZtdvSDk/NrsMmzb17/UNrga+btzCcQUD+HBncr+HDIOVQmvqZy5BEHoPTyTKfcs2s9Mbf/cS2/Xc5I/GuHXuKp47bhQ55u4FbOlGPbcOq8Ci0yYEYXbb5vaxps3NiKw0WgIhTFo5Yf7ZDTvoYzNzemkeOWYDlQ4Lz8wYSXswQlRVyDDqSTfqMWg0Scc+lALRCO2hIMFoDItOS4bBhO4wO0dBEA4PIhAjHHGy7Ub+ePogrnxmcdLcsf2yyXWkfqBo94apafPzxJytPHDOUH7z9mrcgfjqC0mCi8f24fiBuUiSyIgRhN7unRX1qD1k1v1nzjZOHZLX1SsGoNBpZlKVmQc2rku5T1SJsjHQTM7x96DLqEAdcRnSkqe6N4hFMKx9lby1r8Lxf4F+40iXs+hj77M/L+t/F4uCpwH8bSDJBM25rGjT8Ks3VlHTFm+U2T/Pxn0/Gkr/PDsakTkoCIIgCIe9wekFFFmc7PR1JIzrZQ3X9jsGsy75uckTCfLilkWs66jn7tFn0hr0sqhle9d8jsnOP8edR45JtMkWhN6uMxhmQWN7yjl3OEqdN5AQiLHqtJzQJ4d7lmzs8Ziza5u5vH8fhmQ6cOi19HPa2LBHb5kaj5+HV23FrtPy3PGjyDYbyd7jMw61zlCQjlCIQDSKXa9HK8k8vnYFn9bV7MoW0nJJ1QBmllSSbjx8zlsQhMODCMQIR6Qxpem8dPVY7vpgPWvr3aSZdfx4Uinnjioi3ZI6ELO79NCCbe34wzHumjkYAF84So7NSK7DSKZY7S0IR4XajtQZdRDPnlNS1D+U5L3URAT8ehveAafiNNtpD3ain/hTbN88lLBNrHgC6sCz0MpyD0c5BIJu2PQxfPhzCLpAb2X7j77gome2ENvj72F9g4dzn5jPhz+djEkfX+GVbtGj0xxG1yIIgiAIQpcck51HJ17Ec5vm897OlYRjUcZml/LTgdN77OMSUxQC0TBRVeGOJe9wWdUEzi8fTVvQi00Xf6mYLYIwgnBUCCsKe3sC6gwll4U3ajQp+7rsFokp9HNaKbaacIUi3Dy0nN/MX9tVfgxAL8vcPWEgGcbDqw9Mvc/LHYu/YU17KwA3DRrO1w21rGhr6drGH43yxLpVKKrKOWV9CSsxjBotNv3hdS2CIBwaIhAjHDZUVcXvDqMqKjqjFoOp5y9Pq0HLhPJMnr9qDMGIgixJZFn1aPbyQtBp1mHRa/CFY6yqdXHTy8sx6mT0WplAOMbs26Z2bRuNKTR7QrR4QsQUlWy7gSyrAYNOpJcKwpGqxROktiNAkzvElKos3lpel3K704fmEYkpfLS6gXUNbgbmOxhcaMeut9PH3ocad03SPhISVekDsVgtuEIublv0J0Y5Kjnz0jdwbPkcTdiHq2wKq9UAlUQoOcDXuk+a18GbV3f90T/oAh5Z2J4QhOmaC8d4ZfEOGjoDLK7u4MzhhVw4togCp/lgnrEgCIIgHNXUYAg1GEaSJSS7da/b5pkd/GzwDC6vmoCKikVn6AqopGLTGTk2vx+b3c2ElCj/3jAHGQmrzkAgFuG6flOYlt+9eM0VDtAe8uEKB7DrjDgNFpwGcV8gCEeqUNSPJ9hOXed6rJZB2HXarj4ue5KBijQrmzo8zGtoR6eRGJ+bQbZJzykluSlLkwFMLsgk06hHkiR2eAPctWQjvxpZRaMvxFaXl1yLkX5OG5s6PAzOOHx6UbUGAvxs3hdUe9wAaCSJYpudFWtaUm7/wqb1DHBm8OelCyi1Obh2wBDKHWlYdSIgIwhHMxGIEQ4LfleIbStaWP7pToLeMPmVaYw9vYy0XDPavQQ/esp+2S0QjtLuCxNTwarX8OuT+nHHO2u75oMRhWBE4dbjKtHKEnM2taCoKtGYym2vr8QViK/KMOpk7jh1AKcNycdu0u2fixYE4aCp6/Bz1bNL2NAYT3t/9MIRFKSZqOtMzIwpyTBz2YRSTnvkm67vf4gHct+8fiJ3jr+Tq2ddTUxNbFx7+cAryLFkotdqaPK7Wdq0lKVNS3lqyxsMzRqKzqBj/ap/0Bnq5Pfa31PiKDng1/y9BFzwxd0JQ96MIaxc7+9xlxU7O6nKsVHvCuIKRtje6mP5zk5MOg1VOTaybAaMImgtCIIgCPudGomiNrcT/ehrlG07kSxmNNPGIA+qQN5LQEav0ZJj3nsWS2vQSygWQSvJnFQ0mNe3L6U9FO+Lp6DijgTJNFo5tqAf2z2tbOpspCotlwdWz2JxS3XXcQY787lr9FnkmQ+fF6iCIHw/gbCHZTs+5J1V96OoMSqzxnNJ3xt5dE1T0rZ3jR/IU+uq+WRHc9fYI6u2cVm/Ys4oy6NfmpUNnd6EfZwGHRdUFuI0xt/jfFDdSK03wK/nraXIaqLAYmJjp5f/rK3GqtMyvSj7sClL1hTwdQVhABx6A03+5N6huwViUQLRKO2hIA69nsaAH180gjcSocTmINNoEqXLBOEoJAIxwiEX8IT58qWNbF/Z2jVWvbqNHWvbOesXI8gp/d9u4us6Azz02SbeWl5POKYwIM/OA+cO5cnLRnH/rI1safZSnG7h1uMq6Ztr46QHv8YfjvKfS0dx7QtLE1aDByMKv31rDRVZVsaWZfzgaxYE4eBxByLc/taariAMwJ/fX8fffjSEFxbUMHtDMzFFpW+OjYcuGMaPn1uSEIQB6PBHuOrZxbxy3ShePfVVnlj5BKtaV5FtzuaaIdcwNGsoacb4Cw51jwT+iBJhSdOShGMpqnIAr3YfRfzQmljD2eBvJMde0WP5thy7kQ5fmF+f1I+d7X4ueWpRV78dvUbm/nOGMqN/NmaDuMUQBEEQhP1JrW8m/PBLoMTvJdRgmOh/ZyFv3I7unBOQrPueieIOB1naWs2Da2ZT5+/EotVzVdUk/j3pEl7YsoBZdeuQgBMKB3FRxVhe3LyQ/1Yv5dLK8XxUuyYhCAOwuqOe3y5+kwfGnScyYwThCNPireGtlX/t+vPmlvkcmzmOnw0ZzfOb2mkNhjFpNFw5oJiIoiQEYXZ7dsMOJuVn8LeJg/m8tpm3tjUQiinMKMrizPJ88i2mrm3VPZp27vQG2Ontfv5QemroeYjU+hKDSr5ohDRDz4EUGQmdLFNqs3PT4BH8ZekC2kPBrvlhGVn8ecwksk3i56QgHE3EWxLhkPN0hBKCMLspisqcVzZx6k1DMVn3LX2z0RXk0icXsrWle4XCugY3Jz/0Ne/fOIkXrhpLOKqg08goqsrx/5yDKxBhRv9sZq1tSlmSB+Cfn23iX5eMwiGyYgThiNHmCzNnU2LKeKM7yPUvLOXMEYV8dPNk9BoZq1FLszvEzvbUAYhtrT46vAp9c/vyl0l/wRfxodfocRgSg8UOg4OhWUNZ2bIy5XFG547ePxe2P+iM4CwDT2PXkGPNs9w0+UQur+lIucupQ/L4+6xNjCnN4MWFOxLmwjGFm19dzic3H0NVru2AnrogCIIgHE1Un5/IG592BWH2pKzejHrchH0OxKiqyrymLdyx9J2uMV80zEPrPmd52w7uGH4qV/ebDIBdZ+LN6mX8t3opAMMyinhu8/yUx13dUU9HyCcCMYJwBInEQszZ/GLS+Ofr/0Gxcwh3jriJLNsQDFotBlnitrlrejzWSxtr+cPY/pxbWchxxdkogEOnS+oteVJJLu9VN6Y8xnFF2TgMh897lzyzJeHPoViMcCxGtslEcyD5+XFiXj6LW5q4st9g/rx0Ph2hUML8irYWHlu7gl8NG41Je/hcpyAIB5bosCsccrUb2nuca67xEA4k1yP9Lhsa3QlBmN1UFe54dw2yJJGXZiLTZmBTk4dOf3z1e67dSHVbz+ml21v9BCOxHucFQTj8BMKpf4b4wjFeWFBDXYefkkwLmVYDwejev7+DkfjLD7POTJY5KykIA/FAzO/G/Q6T1pQ0d9nAy8g0Zf4PV3GAmJww7fbEMVctQ71fc/OkHGSpe1inkfjNyf35bH0zJw7O45XFiUEYgOJ0M6NL0vlwdQPKXpp0CoIgCIKwb9RACLU2uTzQbsrm5B5236Ul6OHBtbNTzn3dtIWWkJdsk51skx1PJMizewRewrG9P6O5I8G9zguCcHiJKmE6/A0p53Z0rOKzNX8mXR8i12xEUcEVjqTcFqAzHCGiKEiSRLrRQKbRkBSEAehjMzMxL7niiNOg45J+xRg0h0+54zyzhQJLYgnIpzas5vbh48gyJj739Xemc1ZpJZ/X1RBVlKQgjEGjYXB6JrVeT0KWjCAIvZ/IiBEOOZ2h51+ukiwh7fkm8Hv6YkNyiuxuy2o68UdiOHf9ucnd/UuxtjNAeZaVeVtTN5aryrVh1h8+NwOCIHw3u0mHUSd3BVG+bc9G85kWPVpZIpoiiKDXyKRbkrPzQtEQrYFW/FE/Zp2ZTGMmFWkVvH7a67y0/iUWNS4iw5jBlYOvpH96f+yGvddoPyCUGMg9/OzKHQIn3w+f3gGR+Gou58L7uPqc1zhzYF/Wu3Ro9QYK0kw8OHszn6xt4i8zB9Ho6n5oqMqxctvxfanvDLCj3U9umpH6zgCF6WIlrCAIgiDsF7IMsgQ9LXT4H1aOeyMhWoPeHuc3dTZR5cgB4mWCdveMgXjfGQnoadmFQ5+8IEUQhMOXXmOmPGsUNe2rUs6XpA/FoI0HImx6HWOynby9PXXgZlJeBmZt8rNHayCEJxJFAhwGHelGPbePrGJFq4tXN9fij8SYVpjFSSU5CSXMDpaYoqCRU69XzzKZeXDiNH65YA7b3C4A6nxe5jbWcv/4qTT6vYRiMYqsNtZ3tvO7Rd/g0Bto2yPQopEkftx/CGV2B6vaWtBKMr5IBHc4jF2/b1VgBEE4MolAjHDIFfVLp6e7+LLhWZhSvPj8LrmOnn9p203ahFXeVTndqxq+3tzKU5eN4tXFOwnHkl/a3jy9AptRpI0KwpEk22bk2mPKeHD2lqS5aX2zybIZuv6caTVw1aRSnpizLWnba6eUJWwL0OJv4T+r/8Mbm94grIQxaAyc2/dcrhx0JX3sfbht1G14I170sh6rvucmugdE0A2dO2D58+CqhX6nQMlkSCtK3E5nis+VTQN3XTwYEw1g3fgm1mEXUFJYBToTze4g/lA8Y2hbi5eB+XbmbG6lT4aZX53Yj5+9tgL3HhmM6RY9r1wzjqocUaJMEARBEH4oyWxCHlSJsmpTikmQK/vs8zH1shYZCaWHcEraHqXFDBotfR25bHTFywgtbqnmmLwqvmpIPp/RmX1EWTJBOMJoZA1jSs5g7paXCccSS21pJC3T+l6GXht/FtJrZC7oW8THO5oIfuu9idOgY1phFpLU/dIlFIuxrs3D3Us3UrurD0ylw8pvR/el3GFhelE2o3OcKKqKTaftMRhyoDT6fSxraeLLhp1kG82cUVpBntmCVZf4Lsqq1XP/+Cl4whFagn60ksSGznbWtLcwraCYDKOJqKLgjoQJxqJEgwqFe2TR/HzoaBY01/PEuu4S1s9uWssVfQdyQUV/HIbEZ01BEHofUZpMOOTMDj3HnFeVNG5JMzB+Zjk6475noBw/MAeph0Say8eXkGXt/gWXl2ZiZJ94fkxMUXlizjb+fu5Qcu3djdfsJi0Pnj9MvFAUhCOQXitz6fgSfnFCFbZdDeT1GpkLxxRxz1mDcZq7b7DNBi3XHFPGH04fSOau3lRZNgN3zRzE5RNKMOq6fx55w17+vvTvvLzhZcJKGIBQLMTz657n4WUPd/WQSTemH/wgTMgLa/4L/5oIC/8FG96Ht6+HJ4+D9u3d27nqYNbv4OER8MhIWP4iOPtAwWiY9hvIGxoP1ADZdiMPnDeUZ68cTYc/zNWTy5AkuPaYcu58d21CEAag3Rfm+heW0uJJTMUXBEEQBGHfSUY92lOngiP5nkJ71gwk277fazgNZibnVqacM2l0lNu7y6mmGczcMmh615/f2L6UU4oGMyWvij0fuyZkl3PniNNJ04tAjCAcaZzmPH4y9SkK0vp3jeXay7l+yn/IsBQmbJtvMfJ/00cwOjsNiL9cnFqQyRPThpNnSWxiX+sNcNOclV1BGIDNLi/Xf7GCRn/8WcGu15Fm0B/0IEydz8vVX83ij0vn81V9La9v28TFsz/kwx3b8UXiz3iecJh5jXVc9/WnnPXJu/xiwZcoqkqx1c7pJRWcXVZFxq7yZFpZZkRmDi/POJVzK/qiqCr909IpsdmJKDG+qq9NOoenN66lxus+qNctCMKhIamqKoq4fwe3243D4cDlcmG3H4KSMkeBUCCCpy3Eum/q8XWEKB2WSUGVE1u68bt3TsEfjvLJ2iZue21FQvb+6BInD18wglxH4nEbXQHu+2Qj76yoJ6qojO6Txq9PHoBBG78JSLfoybEZ0KSoayoIwpEhElNodgfxhWOYdBoyrXpM+tSJoYqi0uwJEo6p6DUyOXZDwqougBp3Dae9dRpqilWksiTz3sz3KLYXH5Br+U5tW+OBlVS/4vufBjP/BSEPPH8mtKxPnDfYiVw9h7CtCJNOg5yiPGQ4qhCKxFi+s5NoTOHKZ5f0eCof3zyZfnnid6cgHInEPbCwr8TXzIGndriJbd2BsnozksOGZtwQpHQHkvF/W0ld7+vkpnkvs8PX3bdTL2t4cPwFDMsoRLtHaVNfJMTS1hruW/UJjQE3BlnDzYOOY2RmMcFYBKvOgFNvwab/357hBEE4PHhDHfjDbkDBpLNjMyb3cdnNE47sKjcm4dBrMesSn68C0Sh3L97EZ7Wpy8df0b8PVw0sQdPTStoDKBCJcNeyhXxal7rH1uvHnUaR1cbsuh38dtHcpPlLKvtzYWV/rDo9+hT9bBRVJRKL0RkOsayliZe3bmBjZ0fKz5pR0Ic7R41PeRxBEA5v+3L/K0qTCYcFg0mHoVDHMedVoSgK8g9cBWHWazlhYA7Db5vK3C2ttPvCTKzIpE+6mUxb8kNKrsPEn88YxM0zqghHY5j1WnLsRjT/Q38aQRAOTzqNnNAPZm9kWeq5xGHED95mOkNtKYMwAIqq4Aq7/tdT/UFiigrb5qDpaZ3Fhg/A3watm5KCMO6RN7Cz4mKent1GnauJiRUZnD6sgMI0U0JARq+V0WtljqnKYnF1+7c/IUEomro3T28Q8LjxuzoJB4MYLVbMjjQMZrECWBAEQThwJKcd7ahBqCMGIO2HleP5ljT+NelitntaWdleS77ZwbCMYnJMtoQgDIBFZ+CYvCr6p+XhjYbQyRocehM2nQi8CEJvYjU4sRqc370h8X4xNn3q8u0tgRD+SJS17T1neyxv6SQYjWHRHfzXk62hAJ/X7+hxfmFzA1adjn+sWpownmMy8/Nho9ni6uR3i7/BoddzbnlfSm0O0gzdPw9lScKg1ZKj1TIiK4cn1qfuvwPQEQoSVZReGYhRozFUtxe8ftDIYLUgp8juFISjgQjECIedHxqE2c2s11KSqaUk0/L9tjdoKTaIbwlBEL4lEgBvEzSvh7RiWPAYrHoVy8Wv7HU3s/bQvJBvcAWwuDvp8dFJVUCNwcaPEob9A87jfdv5/ObZ6q6x+dvaeOKrbbx+3fges1pybAa0skQ0RfNgg1Ym/X/o83UkcLU08eHD91O/cVcwS5LoN3EKUy6+Eqsz/dCenCAIgtDr7Y8gzG5ZJhtZJhtjsku///aIks2CICRqDYRo9AfxR6JEFLh/+WZmFGWRbTbQ4A+m3CffYkR/CCqPuEIhmvx+YnspEuSPRgjGorQGu0uq6WWZ34wYy13LFtIc8HeNf163k/PK+3JV/8E49MmLf9MMBsZk5/JO9daUn3VMfiEmbe97H6X6A8SWbyD63pcQjsQH02zoLz0DqSgHqRcGngRhb0SdJUEQBEHoScgDa9+CR0ZB3RL47E5Y/gLEIqQ3b6LKmdzfCmBgxkDSjQf/ZXwgEuXh2Zvx5U3oeaO8YWCwgzU7Ybhl6PXcMasuaXNPKMrtb63G5Q/TGmhlU8cm1rSuodZTSzAaJFMb5IoxOSk/6vopZWSlyEI80vk6O3jnvr90B2EAVJUNc79k3msvEgmmftAUBEEQBEEQhN6o3hvgxq9WctvXqwkpKr/4ZjWN/iCzdjRzWmlej/udW1mI7iD3hYF4Nsyq9hYGOHsuuzYmOw9VJaEP1vTCPny4Y3tCEGa3V7dupMnvIxCNUOf1sLa9la2uTtqDQSQkzi6rwpgi8JBuMDIlvzCpFHZvoNQ0EH3j0+4gDECnh/Djr6B2iL44wtFHBGIEQRAEoScdNfEm97EIFI2FzZ92TaXP+Tv/GPpTim2JfWBK7aXcP+V+nMbvl86/P7n8UT5e28RXTXpClaclbyBrUU++DyyZ8V4xu9kLWNO2q6xZCu5AlPpANVd8fAVnv3s2F3xwAae/fTrvb30P47pXuC5vM388Pp8sazzokmM3cM+JBVw62IRR1/tWOXk72mmp2Z5ybu1Xs/G5Og/uCQmCIAiCIAjCIeIKRfjDovXUePyc2CeHN7fUdxVwbg6EaPQFOb+yMOEFpFaSuH1UFYXWHspBH2Br21t5a/tmLu87MGV/mkm5BeSaLZg0WsZmdweSJubk80Vdz+XMPJEwT6xbxTmfvseVX37ChbM/4Ma5s6n3e3lgxWLuGTuZkVnxRWwaSeKYvEL+MmYSZk3q8m5HMtXrJ/rR16knI1FiqzYd3BMShMNA78t7EwRBEIT9IRaFRf+J/7/OBP5v9ULxtVD832t4ZsYd1Fuc1BGj0FFCniWPLHPWwT9fQJbApNNw56cNFJz9a4YUTSZ9xb/A30akYBy+Sb/Gkds/HmBa8TJM/z3M/hPIGiKxntPyf3FKNtd8ehWdoc6usYgSQRvoRF7yFBltW7ikeCInnHQ9YUMGhmAL2cvvRWrMhh89DdrelRXjaWvtcU6JRQmnWCEnCIIgCIIgCL1RRyjM6rZ4dkOxzcynO5sT5v9vXTWnleZx/6TBNAVCOA06KhxWMox6jNpDs2jLpNXRHAjwxrZN3D9+Cv/dtomVbS049AZO7VPGCYUlaCWZ92q3cn5lP6o9bhoDPiQpdUlmgHE5eSxraeblLRsSxluDAVa1tbCyvZU/LpnP6SXl/KgsXllhcXMjP5//JU9POxGHoXc9M6nRKGpzz/1E1R0NqIqKJHozC0cREYgRBEEQhFRiIeisif9/NAiGFLXQPY1kvfUTsnRmhl4/D9K/X231AyXDauCCscX849NNXP56DUMKB3LliKdwGmWWNEQ4TlvGEEWJB1/W/BeGXgAXvgY7FjK0OANoSDpmodOEK7YtIQizm07WQjQEgLzjG3J3fJO4Qfn0eD+aXsaW0XMJA1mjQW86NCv7BEEQBEEQBOFgC0S77/c7QhGyTQY6QpGEbd7b3sB72xu4vF8xp5XmpcxCOZj6pjnRSBILmxtZ29HGycVlTMkvwh+JlxWz6w00BXw8uHoZWUYTNw8egS8aIaLEmJRXwJyG2qRjnlhUygMrlySNa2WJYCz+d9QZDvHcpnVJ2/RUmeBIJmm1SFlO1Lrm1PNFuSIIIxx1RGkyQRAEQUhFa4KSSfH/V1XwNEBGReptC0aCMe2gnVpPXIEII4rTGJhvB2BVrYtb3q/nsv/W0hzWk27Rg78N1r0d32Hly/Dy+VD9FZl1s7lufHKvlyKnifpA6qaSn7euwFd1fM8nNOxC0Jl/6GUddqzODDKL+qSc6z95KmbHwS9LJwiCIAiCIAiHgk2v6wqsfLKjiTPK8lNuJwEzirMPeRAGwB+OcPPgEUiANxLhta0buXvZQp7btI4zyiqx6fV8vLMagJZggN8t/oanNqzhs9oazivvi0WbvK7daTDgiYSTxtuDQQotNnq66jyzBbtev/8u7jAhWc1oT5qcelKrQTO078E9IUE4DIhAjCAIgiCkIssw6OzuTJivH4CT/gZp33oBnzMIZj4G5kP/8r3dF+aGF5ZxxcQS7j17MKcOyeOckYU8dtEIcuwGOvxhUKOgRLt3UhWoXYJt1s+4Jn05T17Qn+FFaeQ7jJw6JI+7zhzEgIzUN8mza7+iffBZ8Z4z35bVH/pMOEBXemhZ0pzM/OUd5JTtEZiTJKrGTWTSeZehNxoP3ckJgiAIgiAIwkGUYdQxsyzeR6XWG8AbiXJ2eX5C4EEvy/xhbH/yLIf+PjkQjfDv9atZ097GAxOmck5ZFccWFHPjoOHcPnwML25aRzAaoTMUTNivKeBnbmM9D65exr1jj+Hs0kryzBYqHWn8fuR4Ciw2rLrkXi8qMLexlgsq+iXNScCvho0hy9T7Fq8BSCX5aM84FnR7BK5sFvTXnYeUZj90JyYIh4ikqmrvy3/bz9xuNw6HA5fLhd0uflAIgiAcNRQFmtfBuzdC/XJwFMKMP4I1G7wt8VJk9gKwJWeSHApr6lyc+vBcAArSTAwrSiMSU5i3tQ1vKMqLPx7LxDwVnj09fl2p3LCAFlMp/nAMq0FLhtVAvbeec947B3fYnbT5PZPu4ZT0QUgLHoe1b4FGDyMvj5c9cxQcwKs99PwuFwGPi1AggMlqxWRPw2ixHOrTEoT9RtwDC/tKfM0IgiAcndqCIV7dVMvrW+oIxhTOLs/n+OIcWgIhjFoNpXYzGUY9Bs2h6QmzJ1c4xE/nfs6GznY0ksSorFzsej3b3S62uDspt6fx2OTprO9o55Z5X6Q8xjG5hdwxchzeaBhJksg0mJAliWc3reWJdauSts8wGnlyygls6GznqQ1raA746ZeWznUDh1Jic2BKkWHTW6iRCKrHDx4faDRgNSM5rEiHQWaUIOwP+3L/23u/0wVBEAThh5JlyB0EF70BgfZ49ogx7bAJvHxbmkmHUScTjCjUdQao6wx0zUkS5DuMeLUGDCfeh+750+LXs4fAMb9nWziXf368mpU7XeQ5jPx0eiUj+2Tw9AlPc/MXN1PrjddD1kpaLh94OSNzRrLK30xdxXj6DjqdLHM2GmsullQ9dXoZs8OB2eEgGg6hqqDrZQ02BUEQBEEQBOH7yDAa+PHAEs4sLyAQjWHUymQY9AzJdBzqU0ti1eoYk53Hhs52YqrKwubEPpmjs3OwaHUUW21UOtLY7OpMmE83GPjpkOG8W7OVt7ZvJqIoHFfYh7PLqjijpIK2YJC3tm8mtmvde7HVxt/HT0VBJaTE+HH/wWSbzDj1BnIt1oN12YeMpNMhpTtQHTaIRkGrFUEY4aglMmK+B7GySxAEQTgShCIx/vXVVv7x2eakubNGFPDbk/vz8dpGFm+q49cjFbLn/wW5diGYM4gd+3vm207g0qeX8O1ekTdOq+C6qWUEYp20BdsIxUKkG9PRy3r+tOBPzKmdk7D9lYOu5MqBV+IwHn4PXvuTt6Od5u1bWDHrQ1RVZcj0E8ir6Is1PeNQn5og7BfiHljYV+JrRhAEQTgS1Ho9XPr5h/ii0YRxk0bLC9NPQpZkbp33JTcOGs6Cpno+3lmNPxphdFYutw4dyW8XzmWzuzNh33SDkSennkCa3kB7KEhHOIRJo8FpMLLN7eJn874gonQvhMs2mXhs8nEUWXv3AjY1EkFtdxNbsBK1rhmpKBfN2CFITjuSTuQHCEe+fbn/FYGY70E8UAiCIAhHijZvkPdW1vPQ51tp94WxGrRcObGES8b3wR+OMe3+L1FUyLIZuGa0k+G5BtyhGPq0PH795hpqOwJJx5Ql+Py2qZRkJpbdenPzm9w5786U5/HCSS8wNHvoAbnGw4G3o52PH/s7NatWJIznVfbltFt/g00EY4ReQNwDC/tKfM0IgiAIRwJFVdnq7uTvK5awrK0ZgKHpWfxi+GgKzFbuW7mYD3dsR0ZiQm4+0wqKMMga6v1eckwW7lwyL+VxL60awDX9h6DbowRbg9/LBZ9+QCAWTdp+VGYO94ybjF3fOzPrVUVB2VRD5P/eiJf93k0jo7v2XOTyIpEdIxzxRGkyQRAEQTjaqCp01pCx9Fku8TRxwtkXE7APxGiykJVmQ6eReXt5XVe2S4snxF2fN3bt/uRluSmDMFaDlpF9nLR6QwmBmLZAG8+te67H03l548sMzByIVu6dtxr1mzYkBWEAGjZvpHrlUgZPO/7gn5QgCIIgCIIgCHvVEQyytqOVt7dvYVJ+IdcOHIJDb8RpMJBmMNLo9zFrZw0ACipzG+uY21gHwLnlVSxrbU553H5p6XSGQnijEZx7BGJqPO6UQRiAJa1NuMKh3huIcXmJvPh+YhAGIKYQeeF99LdcgpTWuzOCBGFPvfPtiHDYCwWixCIxdAYNOoP4MhQEQfjB2rfB/02HQAcaIG/li/HxATPh5PvBmkUwGkvardBp4s7TBmI36RLGNbLEbcdV0SfDwjdbWnlvZQMaWaI43UyG1UBMjeEJe3o8nY5gB1El2isDMeGAnxWfvN/j/IpPPqBi1DhMNrEaXBAEQfjfqbEY+IOosoRsMR/q0xEEQTjiucIhnli/kre2bwHg610BFrNWy/9NOYE0gxGA2Ld6aQJc0XcQE3LyeG7zuoTxwemZXNFvEBs62qn3efm6vpbR2bnkmi1IkoQnHN7rOYVjyZ/Va3j94Ete7AeA2xufF4EY4SjS+96OCIe1oD9CW62XpR9V424LklVsY+SJJTiyTej0mu8+gCAIgpAs5IMv7oJAR/Lcurdhwk1gzWJUHydaWeLqsdmc1VePSfERdPblwqeWceXEUgbm21lb7wbgjlMHMH9rG3/7ZGPXoZ6dX83pQ/P4/akDsZvsTMyfyFtb3kp5SqeUnoJRazwQV3vIKYqCEk29qg0gFo0iKr8KgiAIP4TS7iK2cBXKyo2g06GZPAK5Xymyvfc3dhYEQThQWgL+riDMnvzRKP9cvZS7x0zGotUxJjuXznCI88r7YdZqyTSa+LxuJ7cvmsv1A4fydUM8gFPpSOOiyv7cvvBrQrH4orf3d2zDptPz+DEzqHQ4qXA4ezyfLJMJu15/YC72cPDtTJhvE89MwlFGPtQnIBw9IuEYGxc08vbfl7NzfQeu5gBbljTz2t2LadzqOtSnJwiCcOQKdsL6d3ueX/MGAJlWA59e3Zdbwv+h8tUpOLe+zT8/20yzJ8Rz86u59bgqrAYthU4Teo3EJ2sbkw717soGlu/sxKg1cuWgKzFpTQnzI7OG8frkv3OKbIeNH0PbVgi69+fVHnJGi5UBU6b3OD9g8jRMvbzppiAIgnDgKG2dhP/5PLFP56M2t6PWNRF95SMiL76P6vYe6tMTBEE4Ys1vauhxblFzI55IGJtez21DR3FRRX8eXbuc3y/+hs5wiJe2rKc1GMAfjTIxtwCAiyoH8LcVi7uCMLt5ImF+u3AubcEAGUYjxxf2SZg3ajTcMHAY946dzPqONta0t9Ic8O//Cz7UbBbQ61LPGQ1gFdmewtFFZMQIB43fFWbeG8krD1RF5YvnN3DWL0diTeuddTEFQRAOvL00OZTiGYdpmgj2Vf9EXvsKAJ2lp/LRS20A1LuC/OOzTTx64XB84SjPza9JeagsqwFLpB2lsYXCWIiXTnyOfyx/iK/r5nJs/kT+UngS1levgNCusmWSBGOuhck/B2vW/rvcQ6x02AjS8wtpr69NGLdlZtFv4jFIsljrIgiCIOw7NRIl9sWieLmWb89t3oHS2IpGZMUIgiD8T+S9NIbfcyaqqPxx6XxiqsrwzGyWNHcvUPvnqqXcPHgE0wuKcegNtIeCKY/XNy0dTzhMZzjEj/sPodLh5MXN6wlEo/xt3BSe2biGx9au6No+x2TmwYnTKLWn/cCrPHxINgvamdOJvvZx0pz2rBlIdkuKvQSh9xKBGOGgcTX7UWKp0w497UFCvogIxAiCIPwvzE4YdA7s7gvzbYPPBiDiqUe38qWuYVXSEFO6fy6vqXNz2dOL+cvMgXiCyaW3smwGXj83l5JPr4TmdchAhcnJX6f/Hs/oX5EVCaF9bDwoe+yrqrDwX5A3FIZduF8u93Bgy8ji7N/+mfVzv2TNF5+iKjEGHDOdQVNnYM/MPtSnJwiCIByhVH+A2IoNPc7HFq5GruiDJO9lAYYgCIKQ0vicfB5avazHObtOTyAS4bWtG4ntKpullWTCe5TYiqkqf1+1lByTiduGjk55rKv7DyYYi3HR7A+J7uo3Myk3n0cnT8eq1fPo2uUsa21O2Kcp4Oen33zBk1NPINvUOzJFJJ0WzdAqpGwnsY+/QWlpR87NRHv8RKS8TCSNaFEgHF1EIEY4aL7rYWEvCxMEQRCEvdGZYcovYeun4E28oWf4JeAoBiDkb0W3R5DE2jCPcaUTWLA9sbfMx2uamFCe2dUvZrc/T8+i5JMroHVT92CgA+v7P8M69XbQ6BKDMHuacx+UTwdbzv9+nYcZe2YWo08/i0FTZwBgstmRxcOEIAiC8EPt7cFII+81CVYQBEHoWZbRyMWV/Xlh8/qEcbtOz81DRmDV62nwedni6n4+2tDZzhmlFby5fXPCPk2BAFpZRiNJXUEbgCKrjUyjiXuWL0rYfm5jPQuaGnlh+snMrtuR8vyaA34a/b5eE4gBkExGNGVFyFfMhHAU9FokU+/sJSoI30XUzRAOGke2CY0u9ZecI9uEwdJD3Uihd4hFoXMnNK2B1i2pm4oLgvC/Sy+BH8+GGX+CwlHxoMfFb8L0O8GSgS/iw0UMpO6fw2nL/8WdU50YtIk/m7/Z2srxA3PIsHQ3jtRpJAbb/YlBmD01r4OWjT2fX+eOnoM0RzBZ1mBJc2JJc4ogjCAIgvCDSVYzmtGDepzXjBuKJFaw9WqhYCeezmrc7ZsJ+JpQ1e9odi0Iwvdm0xu4pGogj0+ewaTcAgY6M7im/2CeOfYk+ljtAIRiMQr26PfoiYRpCwYYnZWbdLyv62u5sLJ/wtgpxWX8d1vqZ6aoqtAeCiYEbr6tV/aKIR6QkRxWEYQRjmoiI0Y4aMx2PdMu6stnzySuPNBoZWZcPgCLQ5Ql67WCHlj1Gnz+Rwi64mMlk+H0hyG99NCemyD0JmnFMOEmGHlZPDtF311zV5ZkFnuqye5/Krp178YHfS1UzL2VDy77O48t9jB3u5s0s46rJ5dSnK7njevH8/DnW3hvZQNpJh2WSGvPn922BUZfDateTT2fOxi04qZbEARBEPZG0mjQTB6JsmoTarsrYU4e1g85y3mIzkw4GHzunSz54nY6W9cBoDc6GTz252QXTUJvsH3H3oIgfB9pBgMjsnLo70wnoihYtDo0e/R3DCsxji8sYdbOanaHSx5Zs5zfjhjH6OxcPtqxDU8kwoScfM6r6IdVq6XU5uD/1q+m3u+lyGqjzuft8fMVVcWk0RKIpV6kVmQR3+uC0FtJqrqXMKwAgNvtxuFw4HK5sNvth/p0jmjhYBRXS4CVs3fiavaTW+Zg4OQCbBlGNFqRoNWbtHpDbG/18c6KOvSSyhnlEkWtX5P+1W9h96qutD5w5cdgzz+0JysIR4m5tXNJC/vpN+9faLfM7p4oHE3HzKfxa50Eoj62ujahieXw+Vo/FVkOxpamYzVqKQptQf73MakPrtHDNV/CM6ekzni77F0onXJArksQhAND3AML+0p8zew/aoeb2PptxJauQzLo0BwzErkgB8kmGhv3JrFYmICvicYdX+Fp34LNWY7FXsi6xQ/jdVV3bTf+xMfILhh36E5UEI4iLQE/T65fTT9nOg+tXo4vGgHApNFy+4gxDHJmogINPg+qJLG2vQ1XOMS4nDzyzVb0ssxvFs1lbUdbyuP/YeR4tnvcPLtpbdLcQGcG94+fSrpRLGAThCPFvtz/ikDM9yAeKPa/aFQhFlbQGmQ0GhGA6W2aPUFuf2M1szck9qo4b2gGvyxaT8Znt3QPXvI2lE/bL58biyr4XSEiIQWtXsZs16PVi1JBwlHO2xwvCaYz00aMexfdyyBLIdPSB6EPuYkZbGyLeBhQfAyrW1eztH4d7uaxPPtNY8JhyjItfHp5IZo3r4b6FA0uh18MlmyomAGf/AYaVsTHLVlw4l+h8jgwit+hgnAkEffAwr4SXzP7nxoMgSwj6UUZ595GUaK0NS5jwSc3oSiRrnG9IY0RU/7Mirl/JOiPZyPb06uYcOLjGEz7JyNK9fpQ/UEAJJMJydZ7+lEIwv/CH43gjUSQkXAaDKxqb+Wp9auYWVqJJEmoqopGlskxmUk3GPndom+4ot9A7lw8D3ck3HUcCXh66gk0BPzcvvDrpM8xabTcPXYSjf54L5hXtm4gFIshAZPzCvn50FHkmEXAXRCOJCIQs5+JBwpBSCEWjfeakJMDaW8tr+Vnr65MudsL5xYx6fOzuxuKT78TJt/aNd/qCeELR9HKEhlWA0bd9wuk+N1h1nxVy4rPdhIJxdBoZQZMzGPkSSVY0kTZO+Eo5G2BbV/AnPvA0wh5Q2HGH2lzFrLVXcOrG19FURVmVs6kf3p/VFXl4o8u5pdDHuLqp7alPOTCGyrJoQ2+vBe2fRkflDUw+Jx4AOata8FRBJe+B9EgKGEwOcGal/JnhSAIhzdxDyzsK/E1IwiJVFVFVWPIcnJVeL+3gS/ePI9oJLmEkSOjH/klM1i/9JFdIxLHn/cBJmu8R0U0GiAc6EBVFbQ6MwZT+vc7n1gMtb6ZyKufoNbHn8ekvCx0552IlJ+NpBWL2ISjS1RRqPV5eHL9auY11WPR6ji3vC8nFpUQiMX4eMd2NnS20deRzonFpeSZLbxXs5X2UJB5jfUps16OzS9icl4hYUXhkTXL8ewK1BRarNw8eARPb1zLuo42/n3McWSZzPgiEUxaLU6DAYtOn3Q8QRAOb/ty/yt6xAiCsG9ctVDzDax7B8yZMOoKcJaCKQ2ADl+YJ+du73H3p1cGGFl1BqZl/4kPpJcB4AtFWb6jgz+8t44tzV4MWplzRhbyk2kV5KWZ9npK0XCM5Z/WsOLTnV1jsajC6q/q8HvCTL2oH0aLWEUoHEUCnTDnb7Do391j1V/Dk9PJuPB1MiqPY0TOCAC0u14MbGjfQKm9lDkbAj0e9rlVXn6evhxp+CUw9jqIheO9aDbNigdhlBj420GjBWfVgbxCQRAEQRCEw1Y45MbvqaN6w5uEgm3k95lORt5IzNbuZt9+T0PKIAyAq20DfYdf3fVnkzUXadc9m9/bwIZlT1C39SMUJYI9vYrB439JWkZ/tLq9PzepbS7Cj7wMke7eFGpDC+FHXkL/8yuQsr9fQEcQeosdXjeXf/ExoVgMAG8kwsNrlvNV/U7uGXsMP+4/mKiioJVlJEnCHQ7xfs02Lus7kP+sX53ymHMb67ioagDhWIxfDR+DRpLQSBItwQAPrV7OTp8HAE8kzNDM7IN2rYIgHHoiECMIwvfXuQOeORU6a7rHlj0L034LY64Fk4OoouALxXo8hDsUI6qzxv9gsEFB/GXwip2dXPzkoq7tQlGFFxbuYPnOTp6+fDTZ9p5rpPrcYVZ9UZtybuuyFsaeXiYCMcLRxdeSGITZTVXh0zsgeyBaiXg2izUHAAkJrawlGO45UfbZxc3ccvPp6FpWwcvnp95o6IVgztgPFyEIgiAIgnDkiYQ91Gx4k3VLHuoaa6z5EpM1j0kn/wezLd4fMxr27PU4qtL9TFU19CqM5kwCvmbmf3wDXlf385i7fRPffHA1k099mvScIT0fLxoj9s3yhCBMl2iM2NdLkU6fhqQTr4mEo4MvEuaxNSu7gjB7WtXeSkvABxIoqopNp8Ok1SEhoZFklL0UFworCpFYDI0k8+zGNWx2dSZto5Nlyuxp+/FqBEE4Eog6IYIgfD+RAHx1f2IQZrcv7gJPPQBWg5bJlZk9HubUSiPW2q/BnA6XvgP2Alo9If74XnKjOoC19W62t/r2emohXwQl2vONkM8V2uv+gtDrNKZenUXpMXDcn+HjX8HjE+Dpk2DJ0+Bpwml00hpoZUJVz0HPCeWZhCw5kDMYhl+avEFaH5hwI2hFOUBBEARBEI5OQX9rQhBmt4C3gQ3LnyAajWcfm22FxDtKJNMb0ojFwoBESb9zyeszFYgHXfYMwnRTWbPo74SDrh7PSw2FUbalXrwGoGyvRQ2Fe5wXhN7GG4kwr6kuadwga/jL6IksbG7k6i9ncdHsD7h72UKqPS5MWi0/KqukMxwiby+9XNKNJvqmpfGb4eMwaZKDm78ZPpYMY8/PXYIg9E4iECMIwvfjb4fVr/Q8v/lTAGKqyqlD8nCYkjNQcu1GpvbPQznuz3Dt15A3HGQN/kiUTU2p0/IBFmxLrru6J51h77WMDWaRDSMcZXQpGq7acmHc9fDKhbD+XQh0QNtWeP8WeP9nZEsGfjXmV0S0OxlRnFzX1KTT8IsT+mI16CCtCGbcCZd/AP1Og9IpcNrDcMWH8TlBEARBEISjVGPNVz3O1W79iGjYj6qqIEFx1ekptxsw+iYM5iym/+hN+o+6sasHTNPOuT0eu6N5VVeQJxVJq0FKs/Y8n2ZD0opsGOHoIUkSRk3yu4SbBg/nv9s28fi6ldT7vbjDYWbV1nDp5x+xw+tmRFYOq9tauLr/kJSh1HPKq0g3GDFqdfR1Onlh+slc3X8wIzNzOKOknBemn8zU/CIMKQI0giD0buK7XhCE70dVIJois0TW0nrs/VRnTOO111cytdJBhz/KwxcM55XFO/hsXTMaWeLkwbmcMayAN9a0c/20MZj2SHnXyDJGnUwwoqT86L2VJQMwWnXkVTpo2Jy8AsyRbcJsEw3vhKNMdv94Vsqe37MjLoOv/x7v67Ingw36nQw7vmFw01oyq46j4gwbczam8d/FLXiCUab2zeKnx1bSJ2OPAI8lEyyToHA0KFHQ97wiTBAEQRAE4WgRjfpTjqfnDKdq6BXs3PwerrYNVA2/hrSMAVhH92H7+tcJeBuxp1dQMegSXO2bycgfg9VWkHAMo7nnfhI6vQ1JSp1hAyAZ9GiOHYuydmvKec20sUhG8dwkHD2cegOnl1Tw8pYNXWN2vR673sCKtpak7SfnFtIRCvHZzhqOKyxBI0n8fcJUXty8no2dHWSZTFzedyBjsvOw6ePfSxpJptBq44p+g7iwIoZOltGlCP4IgnB0EIEYQRC+H4MdyqbBti8ShluPf4Q/birhvffjpcWuGqzBZIlxzuvVTO2bzX3nDEFR4YsNzVz/wjLe+cm4hCAMQJbVwPmji3hmXnKavUaWmFC+934TJqueGZcN4P1HVtLR2P3gY3UaOOWGIVjSRJkk4ShjzYGz/gOvXx4PogLkDISv/pq87czH4esHoH45eqDPl/dSUHkc/Sb/gvNHjAFJi92oxWzo4ZZBawDE95ggCIIgCAJAbtFkNq34v4Qxu7OS8oEXsGj2L1BiIfJLZtDevBJX+0ZcbeupGHwpBqMTn6eWDcv/TVb+GAwGZ9Kx80uns37po0ByWeaygRdiMO39uUnOyUBz2lRi738V7x0IIEloTp6MlJf1P1+zIByJdBoNF1T0Y15jPTVeNwD90zJY1tKUtO3E3AKGZ2bzk68/6/ruK7LYmFlazp0jx4MkoZVk0nsoN6aRZMw6UZRIEI52IhAjCML3Y3LA8X+B/5sO0WB8zF7Aas0A3lsXrzWcZTXgcG8mZ/HfeOFHT3LHF528ungnAAPz7Tx9+Qj0MrgDEex7lC7Ta2Wum1LOspoOVtW5u8Y1ssTjF40g5zsyYgDsmSbO+NlwPG1BOpv82DKMOLJMWJ2i7qpwFNIZoWIG3LAAVrwM7VvAXgiyNp69slvJZKhbBvXLu4YixeNoHHctnzfOZWPgDUbkjGB8/nhM+vy9rrIUBEEQBEEQwGQrILtwEs213WXEygddxOoFf0OJxbOVc/tMYdW8exk45mfoDXbWL32UaNiLVmeldMC5FJadSDTiRadPLDdrNGczYspfWDbnju7FNkBG7ghK+p6FLO/9FY9kNqGdMAzN4EqU2iZQVeSiXCSrGckoFtYIR58cs4VHJh3Lmo42Zu2sZnBGFp2hYNJ2Z5VW8qsFc7qCMEaNhouq+mOQNTy+biVWnY5TisvRSBIOg/heEgQhNUlV1Z47XAsAuN1uHA4HLpcLuz25br4gHDWiEejYBl/eC9u+wD/qJ1xbfQxfb24FIN9h5K0pjeTMugHMGbRPvZum/OPY4YqwtdnLCwtqqHcFuWBMEbcd35dMa+INSosnSHWbn4Xb2siyGRhXlkGO3YhRJ1J3BeEHUWLxAOo7N8LaN7vHT7wX5j8KrnjANJY/nBXH/pJr5t9BWOkuYWbT2XjmxGeoSq862GcuCMIhJO6BhX0lvmYEIS7ob6W+5nO2rX6RcMjFqGn3MP+Tn3TNj5x2D8u+/B2qGiO7aDL9R1xPKNhOJOSidusnNO38GqM5k3EnPIIjvTLh2NFIgGCglda6RYRDnWTmj8Fszcdo3ns2jCAIe6eoCrIks8XVwUWzP+wazzaZuaRqAA+sXNI1dteYSbyyZQOr21sTjnFBRT+u6DtIBGME4SiyL/e/IiNGEITvT6uDrL5wxiMQdBFVTfg3re+abnQHCWQMiv/B34bX0Y+Z/1pEKBpfrZVlM/Dn0/szNT+GwV2NGrMgWfNgV43ULJuRLJuR0SXpB/3SBKFXkzXxHi4z7oSdC8BdHx/XGiDs7dqsedJPuXnJ3QlBGABPxMMv5vyCp054iozvKHkhCIIgCIJwtDOaMyntdw75faajqjECvsaE+Y6mlWQXjqdp51wMBgfb1r7Ezi3vxyclmcLykykoO4FoxIensxqjKQOdwQaAVmfCqivCai862JclCL2aLMVLh+WYzFzRdyBPb4yXX9fLMoFod1WBwemZbHO7koIwAC9v2cD0gmIGG0SpP0EQkolAjCAI+05vAb0Fm6py2pA8ltZ0AKCo8NamMNcMuwpL0xK+rFW6gjA/nV7Buf1NOLe8heW1f4K/HUxO1Ik3Iw27GKziRkUQDjhnCVz1KWyfA+vfA1kHVSfCypdB1tKsN+IKuVLuus21jY5gx0EJxETCIXzt7VSvWo63vY3iQUNILyjC6hRBWkEQBEEQjgySJHVlqShKBFlj6CpNtmPL+4yadi+tDUvILZ7C0i9/A4AtrZShE+9AVWOsX/oo7U0rAMjKH8Pg8b/E6igVpWIF4QCz6Q1cWNmfY/KLeGvbZtyRMKOycrrmpxUU8+a2TT3u/8a2zQxwZqCRD3xPGMXlRW1pQ9m0AynNilxVguSwIul0372zIAgHnQjECILwP5MkieMG5PLvOduod8XrqD40r5myUy/j2H6nszW+gITzRhfRL0NH2sonsCx+pPsAgQ6kz/4QX50//U4wWA/+RQjC0cZRCMMuhMHngKSBPuNhw/ugRAnuejnQk4gSOeCnFw2HqVm5nHf/fjeqEg/kLnzrVTKLSzjzV3dizxRBW0EQBEEQjixGUyb9R97A2kX/ACAa9rJh6eOMmfEAqPFAjUZrYtDYX6DEQiz87GfEot19KlrqFzHnvcuZOvNlLLaCQ3UZgnDUsOsNDNAb6DciHUVV8UUjnFxcyoc7tmPQaPDvkSHzbZ5IGAWVA11gXelwE/m//6I27JGZI0voLpuJ3K9EBGME4TB04MOzgiD0agVOE69dN54rJ5aQZtZhM2hZ1CTjzx/LqPJsJAlOHJhLucmHddkTqQ+y5EnwNScNK4pKbYefD1bW8fBnG/lifSMNnYEDfEWCcJTQ6ECWwVkKV38J/U4nX5+GRkr9yGDT2UgzpB3w0/J2tPHeP+7pCsLs1rqjmvlvvEw0vPdgkSAIgiAIwuFGozVQXHk6Y2b8A3t6JRqNEVWNoioqFnshWr2VwvKTcbVtpHbbxwlBmN2iYS87N7+PosSS5kLBDjpb1rFxxf+xdc2LeDqriYR9B+PSBKFXkyUJrSzj0Bu4adBwbh8+hnqvh1FZuT3uc0JRCTr5wIZh1HCE6KfzEoMwAIpK5Nl3UF3e1DsKgnBIiYwYQRC+WzQEnkaoXwb+DigcCfYCsGQCUOg08+uT+nHNMWWogNOsx6jTMKIknYH5dra1eql0uiHWw2p6JQa+Nkgv6xpSVZW1dZ1c+H+L8IS6V5vk2o28/OPRlGaLBrCCsF/IGsisgNP+SUaokysGXs7/rXkyabPbRt1GlvnAZ6PUrl+LEkt+wQCwfs7njDvrfBxZ2Qf8PARBEARBEPZV0N+G31uPq3UDJmsOdmclRksWsqxFb3SQ12cK6dmD46XKZD0GkxNFiVI19CrM1jy8rp20N63s8fjNtfMoH3gBssG+x2e2svKbu2jc8VX3hgsfYOCYn1FcNRP9rt4ygiD8MOlGEzNLK2kLBnCHw8xtrE3KjCmy2hiWceCfmVSvH2XJ2tSTioKytRY503nAz0MQhH0jAjGCIOxdJAjbvoTXLoHYHg28K46HMx4GW3wliF6rIddhSti1IM3MoxeO4KtNLcRkw94/R2dM+GNjp58rn12aEIQBaHQHufX1VTx56UjSbYmfJwjCD6A3Y9abuWTgpZSnVfD4ysep89ZRkVbBLSNvYUjmELTygb9t8Ls6e5yLRaMosZ7LAAiCIAiCIBwqAW8TC2ffiqt1fdeYVmdm/AmPkpY1EHnXfZTBlNjzTpa1FFeejte9g87W9eiNTnBVp/wMgykDSaNPGGuo+TIxCLPL2kX/ICN3JPqsAT/wygRB2FOG0USawcAz007kP+tW81XDTvQaDaf3qeC8ir5kmy0H/iQUBaKpF68BqB6REScIhyMRiBEEYe889fDqRaB86+Xnllmw7DmYdBtoek67LXKamVCewYpNnfTJ6gctG5I3Si8DS+KqkUZXgBZv6hJEy3e6aPcGRSBGEA6AdGM6p5afyvj88USUCHpZT/q3XhgcSIX9B/Z8bgWF6I3i+14QBEEQhMNLNBJg3ZJHEoIw8XE/8z+5kWlnvYbZmtfj/gaTExVQYhGKK0+lvWl5yu3KB1+CVtu9gC3gb2Xrmhd6PG71xjdJy+yHJImq9IKwP2kkmT42B78dMZafRkYA4DQY0O3l3cj+JBn0SNnpqM3tKefliqKDch6CIOwb8dtYEIS92zQrOQiz24LHwNfU464tniBPz9vOM/OqaVJs7DzuCbDmJG5kyYTzX4qPB90Q8QPgCYRTHLFbOHLgm4YLwtEsw5RBriX3oAZhABzZueRV9ks5N+2ya7CkiRR7Yf9SYgqe9iDNNW6aa9x424MoinqoT0sQBEE4goSC7dRt+yTlXDTiw92+pcd9Y7EwnW0bWP7V78kpmkgsGqK48vSk7aqGXoUtrYxoNEQ45EVVFZRokHCws8djhwNtRHY9XwmCsP+ZdDqyzWayzeaDFoQBkGwWtGfNSD3XJw85I+2gnYtw9FB8AZSmNpSaepTmdtRAcj8zYe9ERowgCHvXWdPzXKAj3t8l1W7+MH9+fz3vrqwH4KpJpWzOzid0xrs4fVsxdWxAnzcQOX8IshKFBY/D+nfB6IBxN1DoHNTjx1r0GhzGg3eTIwjCwWNJc3Larb9m6fvvsOqzj4iEgmQW9WHa5deQU155qE9P6GUioSg7N3Tw+XPrCfniiw6MFh3HXtafwr5OdAbxu0YQBEH4bkosjKr2XD41GGjpcc7TuZ05716KqkTxumsYPP4XGC3ZFJSfSEfzarQ6E1kF49Hp7Xg7t7F1zQuEAu3kFE2moPxEMnKHpyxNBpCZNwpZEq99BKE3kvvko7v+PKJvz0ZtaAW9Ds34oWinjkayHYTyaMJRRelwEXnpQ9StO+MDEsiDq9CdOQPJYT20J3cEEb+RBeEA87tdBP+fvfsOj6O6Hj7+nZmd7UW9y5J77zbG2GCbZjC9Q+gkQCCQhBRI45cekrwppAGBJEASeiCEXkwvbtgG997V++5q+8y8fyzIFloZA7aaz+d58sSeO+WOkXZn7rn3nHAIAKfXh9sf6OUefUpD5qZXvmRSOK5LbZeP1IfiHUEYgL+/vZ23NzcwZ0Q+hf7RnHPECbg9dmjZAf+YD6HavQdveoG8a97jvIl5PPZBY5dzf+3oYgpcMltZ9KxIMIFpmOhOGw6XfH0eSr6cPI6+6DKmLjgd0zTQHU7cgaxu97eSSVINDaQaG8Gy0PLzseXno+p6z3W6j2hvixMLJ7FMC6dXxxNwoKhKb3erz2priPL8Xathn6+UWHuS5+9cxfnfn05emRQ4FkKInmClUhBsx0omwa6j+L0oPTi7/POy6W4crlzi0aaM7YGckRm3J+Mh1i29HevDDASR0B6Wv/Z9Cstm4w6UUT7kJHzZQ0jEg2xZ/U82f/CPjmOb6z+gsW4FoyZfS92edzrO8RGnu4D8khnYunlfE+JQsGIJrHgcRVHA50n/vzgkFIcdbXgF6pcvwEokQVVRfB4UW/efnVY4gRVKYkVSKB4dxaejeA6/dyYrnkzX0YnFwWFH8blRnJ9Q1/gwZoUjJP/1DNaOqn02grlqE0lVQz//RPn3O0AykiTEIWKkUjTu2sFLd/+J+u1bASioHMIJ19xIfsVgNFs/+fUrHA/Zg6Fle9e2+b/AdOXQ3tRIuKWJZDyOPy8ftz+LtdVtHbudPaWU0yaUsL2xHdOyGF7oIxFrB6MZ3vh/nYMwH/L/70puPucxKrJ07lnaSFs0SZHfyTdm53H8iBx0b+6hvGshOkSCCXauaWTFi7uIhhIUDQkw4/QhZBW50e39Z4Cgv9F0HV9e/ifuZ0YihN96i5rv/wAzHAZA9bgp+vFP8M6bi+Y5PGaDmYZJ454wL/19LW31UQBcPp05F42kfEwOdmc/+c7pQamEwYoXd3UKwnzEsuD9l3cz9+KR2OT3XAghDikzGMZ4bRnGuyshmQKHHW3udGxHTeo3s7qd7nxGT7uB99/6cZe27IIJuDxFJOJB4tFmYpF6dEcApysXyzJpqF4KgMtbzOgp16GoGtFwLS5fCclEmFikiXisuVMQ5iMNe95l5KSrmXH87Wxc+VdaGlajKBpFg45h6PhLsbvlnUn0DCuVwmpsJfXC25hbdqG4nGhzpqFOGIHql9nyh5Li83Ag4S6zOUbibxuwtoc6tqmjstAvG4GaffgMopvBMKkX38FcshpMM72yY9wI9LOOQ8mSSViZWOFI5yDMPswPNmCdPFsCMQdIsSxLppV/gmAwSCAQoK2tDb/f39vdEf1ES001/7z5RlKJzgXnbbqdy/7fn8guLu2lnn0GLTvhpR/AhmfAMiG7Ek76FcagWdTs2MVTv/050VAQAEVVmX76OZTMns9xf1nO1UcPwamr/OW1LXyUcl9R4KZjSrl+bArbPxdAKp75uif/GmPUadS3hkkkkzg0hcIcP4qnEGyH36wN0fNi7QnefmwLGxd3DhYqqsKZN02mZHhW73RMdIit38D2s89Oj5x/TOXj/8E1dmwv9KrntTVEePinS0klzC5t59w8laIh/Ww1Zg+IhhL87/aVNFW1Z2zPK/dy+tcm4fLae7hnfYc8A4tPS35mxKdlRWMkn1iIuXxdlzZtzjRsJx+NYu8fz/2JWBu1u99k3bI/EY82oqo6ZcMWMGrKlwGVVYtuo3bn6x37ewMVTD/uN7z32ndIxoNMPvpHvP/Oz4iGazr28fjLmTr359TufptNK+/OeF3V5uK4sx8jkQiRjLcBCnZnFg5XLs4ervUnDl9mVR2JP/wbUp1Tl6ujBqNftKDfBFUHKiuUIH7nuk5BmI+o47LRrxyF6h74E7eseILk/17FXLyqS5s6vAL9stNQPO5e6FnfZmzeSfLOR7ptt990GWp5UQ/2qG/5NM+/A/+3TIheYKRSvP/Ss12CMACpZIIVzz/FnEu/hK2/pM3JroAz74DIT8FIgsMHviJCdbX85+c/wEgmO3a1TJOlTz7G/JIyZg/LZWJ5gBseXNnpdJYFv3ujiismDsffTY0ZAJp3oAVKKA4AZgpU+cgSPau9NdElCANgmRZvPLSRM74+Gbf/8B2k7UlJw6QxFMewLNx2jRyPAzMep+nef2QMwgA03X03Jb/8JarL1cO97VmWZbH5vfqMQRiAJU9t46RrxuFw95PvnB5ic2hkF3u6DcTkFHtk1ZsQQhxiVjiCuaJrEAbAeHsF2uwpKP2k6LTdGaB82KnklxxBKhlF1XQcrlzAYvXi33YKwgCE23ay+KWvMvnoHxJq2cbqxb/pFIQBaA/uZvu6x3D7Srq9rpmKYmGRlTsS68PZ3YqiHoI7FCIzMxIj+eSrXYIwAOaG7VjNbRKI6UFWOIEVN0FV0qnHbCpWOJkxCANgrmmBUAIOh0BMqB1z6ZqMbebmnVihiARiMlC8+/k3UQBZDXPA5NtZiEMgEY2yZ33mD3eAPevXkohGerBHn1OwBtob04GQ7ErwpSPdW5cv6RSE2deSJx7hVyeV8+TKzMsXAZ7dksQauaD76447e++fJQgjekHN1rZu25qr24lHuy/KKg6e2rYYv395Eyf8/k1m/+o1Lv37UhZvayIeaiexdWu3xyW2bceMRnuwp73DSFnU7udntXFPmGQ3QZrDmW7XmHJiBRlzOSgw+YRBkpZMCCEOMSvYnjFFJACGCZH+8z2eSrQTCddgmikczmw8vlJsNifxaDO7Nz+V8ZhouAYs8GZVEm7LkAoaqNr+IgWlM7u9bl7xdHR7Op2OoqoShBE9TonF9xbwzsBY2/3zujh4rFgKY3Mb8T+uIf6DZcR/spzk0zuwWuNY7Z/w3hrbzwTZgSSWSKcj64YVDPdgZ/oPxedGGZR5xYs6fiSKT4JXB0q+oYU4BGy6jjen+3y83uxcbHo/mEUfaYZVj8HfT4A/ToI7ZsLrv+yo6dKwM/PLAkBbXS0uI0x9qJu0Y8BDq5oxj/42OLO6No48NR30EaIX6Y79DMIqoEoR9EOuMRTnqw+t5I7XtxKOp18g1lYHufDuxeyKWDhGje72WMfIkajugf9QqGkK2cXd36c/z4lmk5/VTAIFLuZfPQ67a2+w3+G2cdI14wgUDOyVVEII0Rd8Yk55ez94ZwLCbbtY/satLHzsdBY+ehpLFn6DtqaNmEYKIxnFMrsfBA22bEFVu79P00igKCplQ0/p0qbZnIw/8lvYHZIKUPQeS1FA28/wokNWZfcEc2eYxO9XYe3+cLV3zMB4qYr4PRtQ9rfaRQFch8nEV4eeeRLWh2Q1TGaK14N+2RkogzuvzlTHDEU/61ipD/MpHCa/aUL0LN3pZPrp57Bt+dKM7UeceS72vp4qxzRg3VPwzNf2bosH4a3fQMNGOOMvlIwYzdrXF2Y8PLd8EPamDcwoLWHVnsyXGF/sw2zZg3bBP2Htk7D9DXAEYOZXoPJo8H5yoW4hDqWiIX4UJXPmq0Gjc3B65KXiUNvdEmHpjuaMbTc9uY7/XHYZbf/9b9eZTapK7jVXg82GGYuhOp090NveoagKo48q4YNX9mCZXX9Yp58y+LCuc7I/dqeNwRPzKKw8gkgokX4P9dlxB+xo+xtQEEIIcVAoPjdKfg5WQ9fveqWiGMXTx9+ZgEiomreeuZJErKVjW3PdSt58+grmnvkgNt2NZnNipGIZj3d5CkgZUdKjg12/xxXFhqJqFJQdRW7hRHZteYZErJX8khkMHXfxftOWCdETFI8LdcoYzGWZs4Jo44b3cI8OP1YwQfLRrRlXGFrb0vV81ZEBzI1dV9Grk3PBr2PFDbApKAP4GVjxulFHD8Vc13WVllKUh+KXFHrdUXMC2K88GyscSa8scjtRvG4U98B9zz4UBu5vlxC9LLdsELMvujxdmf4jisKsCy4hb1Blr/XrgIVq4JUfZW7b8DSEaqgYPwmHO/MX1dGnnYz33Z/yhXEunHrXjxqHTeWqSW70Jy6Hf50F4XqYdDGMPhUqjgJf4UG8GSE+G7ffwbxLR3XZ7vLpHH3BCByHQR7dntAWTVDdGqWmLUrS6BxQWbo9cxAGYF11kFBOAeV33YWWu3cVopadTeUjD2O2t1N32y/ZtWYzL63YwY+fWsO972xnZ1M78eTAWn7vy3Wy4Lrx6M69q7hUVWHGGUMoGhzoxZ71fZqm4stxUljhp6DCjy/HKUEYIYToIYrfi37VWZDl67w9Lxv94lP3n5e+D7Asi5pdr3cKwnzENOJsXnUfuiPAkDEXZTzelz2MeKyZxqrFlFQel3GfipFnsn39Y6x44/tsXv1P8oqmMmj46RSWH43LW4QqKZxFL1PsOrb5s1Cyu67M0k45Rga3DxLLMDFb45gtccz2zinirbiBVd19+ntjTTP65SNRx2bv3aiAOq8Y/YxKjLdrSb1Ti7k1SPLpHST+sw1jaxtWMHGobqdXKC4ntnNOQBlc1nl7YS76VWdLLaNPoHjdqEV5qJUlqAU5EoT5DBTL6qbCregQDAYJBAK0tbXh98uSX3Hg4tEIkbZWardsAsuiaNhI3IEsHP0hVU7dOriz+1zEnHc/1pgzaNi1g2f/8Cuaq9LLXuwuN3POOYsRto04l/yeVOkMNsy+nVtebmJtdXomxqgiH788dQhj3rwO+643u577mJthzi2gyUuF6H2JWIpQU4x171QTaopRMT6PQaOz8eX2/RmafV08abC5PszPn13H4u3N+Bw2Lj2ygktnVlIUcJJsbOSJ9c3c8uzmjMfbNZVXvzWH0oCTVH09RnMLYKFmZdH6yKO0PPAA2t33c8XLtexp2Ztj3qYq3HP5NGYNzcVuGzg1QIyUSaQtQag5hmGY+HNduHw6dqd8lorPRp6BxaclPzPiszJbg1iNrVhNrSgFOSg5WagBb2936xOlklGWvHwTjTWZMyG4PEUcc/r9gMrmVfeyff2jHWnKcoumMnzilax4/QckE2GmzPkxTbUr2b35GQwjhk13Uzn6fHxZQ1j55g/5+FR3zebk2LP/IytiRJ9htQQxtu3B/GADit+LduRElNwAiksGaz8vqzVO8q0ajNdrIJpCHerHds4Q1BI3mBZmc5zEbSshlXmIV794GLbZxZiRJISS6ZowbhskTeK/XYVtViGYkHqlc41fdVQA/YqRqIGBlXrKCkewQu1YbeH0ykyfB8Xf979zRN/0aZ5/JRBzAOSFQhyWmrbCn6Z033750zD4GADaW1uIhoIY8Siu6G48K+9E2/bK3n0D5TR/4QVa1SwsCwK2BHmvfBPWPpH53LlD4coXwFtwEG9IiM/PNExUmSl/0Kze08ZZd7xD6mPptCaU+nnonOHU33gDxnd/zElP7OyyD8C5U0r5yfyhuAOdZ9HGNm1m++mn4/ziNfw050he3dx1VY3DpvLKN+ZQltMPAuNC9BJ5BhaflvzMiMONaSRZ+daP2LP1+YztgdyRzDzpDhzObFKpKPFoE8l4ENM0qNv9JtvWPUIqkS4OrSgaIyZdTdnQk7DMFIqqY6RivP7khWTMNwQcc/o/yc4fd6huT4jPxDJNUBQURWoUHgxWMEHi7vWYW4OdGxTQvzcZGmOY7zeBZWEsbeh6AhUct05FyXehaHv/m5iRJMm71mHuCmO/YiSJv67PeH39/CFoc0vkv6cQ3fg0z78ymiSEyMydB0OOzdzmzIKcwR1/9WRlk1deQeGwUfhLh6HZ7OmUbJodY9oXiV3wGNnZOQzJ9zK0wEue1wHxrrlJO9hcoAycWepi4JAgzMHTFknws2fXZgywNIQTxDesJ7Z2LfzjLm4/qRL1Y8/9Q/O9XD9Yo/6G64lt2ICV2lsEN7QwXbsqOWsOr23JnNosnjJZVxPM2CaEEEIIcSBUTWfwmAu7bR82/gocznQqIJvNhcdXRlbeGDz+clyeIlQ1XW/QnzuSibNvpXLUuXgDg/BlD8EbKMeyDLoLwkC6fowQfY2iqjJofxCZDdGuQRhIfzQ0REk+vBVjeQPa9AKU4o9NMlNAv2AYyWd3knplT+dUY+EU5uYg6uhsjA+aur1+6tVqCCa7bRdCHDj51hZCZOYKwGm/h3+eAS079m7X3fCFR8FXQsowqQvGqGqNEkkYVOZ6yPWW4Tv7HiLRdnZH7Dz4XhU7Xwgxc2gNJ48voizLjWr3wIwvw5ZXMl/7iGvBk5u5TQgxIIQTBku2d82nDjCxPIv25x4GIPnqQkZpGi9cfjVv1iWoi5rMLHYyotBH5JILMFpb2XHRFxjy5H+xV1QAYMXj6WMt2N+635bIwMp5LIQQQoie5w1UMGrq9WxYfken7WVDF5BXMg2AeKyVeLSJaLgGuzMbpzufipFnUVh+DEYqSnP9Kqq3v0RD9RIGjz4fb6AChzMLhysbpzuPWKSxy3UdrjwcrpweuUchRO8x1rV226agQFv6nSZx70b0c4cAYO4MoXh01Ak5pF6rxnyvEfO9RqxICn3BIBS71vGipNhVrGj39TOtSArLtJDQmhCfnwRihBDdy66EK5+Hhg2wZ3l6FUzZdLC7SYSbea8evvzvFQRj6ZnoqgJXzqrkujlDeWenwdcfWdQxCPr6pgb+/OoWHv3yTEYX+6F4Eow6HepW0TT1awSzxqAqkBPcgG/4ib12y0KInqEq4LZrRBJdH/qThonq2VsoMfnyi7DwJY4bMxrV6yPV3Izn0ksItbYCYEWjtDz4IPnf+haqruM77lia/vpXnE31lGa5qGqNdrkGwMSyrENxa0IIIYQ4jNgdfoaMuYCSyuOo37MI00hQUDYTuzMXyzSIhKp5/52f01C1qOMYt7eEI+f/Cc3mZPGLN9Ie2t3RVrX1eYaMuYgRk6/G6S5g2rxfseilGykqP4biirmgKKQS7fhzRuJ05/fCHQshepLi2c/Q7b4JGyIpkv/cBH4dtciNGTNQ8p2Y+6x2MV6pwja7CCXPheK2oZS4MXe1Y5td1Gm/TpcYnYXilowlQhwMkmNFCLF//hIYeizM+TYMmQfb34B/nEx1XR2X37usIwgDYFrw97d3UBuM8+3HVnWZiR6Kp/j2fz6guT0O3gLip/yB5ae9xKXLhzPv303M/XcTX90wmu0JKZImxECX67Fz0RGDMrYt2tqE/+xzOm+0LGJr1xFZsgTPkUcSenlhp+b2RYsxQ+kc6xSX4Jw7F/W+e/jBrOKM15g3Mh+fS+ajCCGEEOLz0+0+fFmDGTruCwwZdzGKYmP1ol+yedX9rHvvT52CMACRcDVbVz/A1jUPdArCfGTbuoeIhqtRFIWs/HHMO/MhbLqbFW/+kPdevYUNK+4i3LqNZFzSrAox0Gljs+luOYplgVLm6bwxmMTc1IZVG0FxahDbZ+JbyoL29BiO4rOjXzAUqz6KkmVHyXN2vYCuos8vR3HIe5MQB4MEYoQQBybSBM99C566EdzZvLQtTtLomvMnx2NnXXUbCcPMeJo1VUFa2tP5RbeFbVzwt+UddRosC17b2Mh5dy2iqiVy6O6ln2mNJNje2M6W+hD1wVhvd0eIg8Ju0/jS7MGMLvZ1afvuyaOwlZaSc+WVXdocw4fjOWom7W+/3Wm7LT8PxWEHoEFz0/Llb6KfdwGjP3iT+84a3nGdbLfOdXOGctbkUrp9oxFCCCGE+IxCzZt5/X8XUbPzVfKLp1K9PXM65pyiieza9FS359m9+TkAUokQK9/6CTs3PoFppNOvxiL1rHjzVmp2vYFlZX7vOtwYhkV70KS1ySTcZpJK7ic/rRD9iBKwo18yvOv2QhdqhRf7FSPB9bEVKyro5w8l9Vp11xPa9w4FG1XtOL49kdTaFvQvDEM7sgBsCiigjsrCfs1ozGYZgxDiYJGQphDiwASrYe0T6T97CtiYubQDNlUhktz/y4BhWYRiSX738saMhbobwwne2NTIF2Zkni1/ONlSH+I7T6zmvR3pf/BBOW5+ftY4plZk47bLR7jo34qzXNx35RFsrA3x0tpa8nwOThlfTFHAicupo197Df4FJ9P66GMYwTb8J5+MlUhQfct3uhR/yf3Sl9A8Hsx4nOxwMyHFYuXoWbTWNFCUMvj6vKGYiko4nuLJ96t4+oNqnrj+qF66cyGEEEIMRIlYG6sW/QrLTM84tywTy0pl3FdVbZhm9/XqUql0atVoez1Ntcsz7rN+2R8pKJmBy1v4OXvev8UiJltWpVi7LEkqAaoGQ8baGD9Tx+2V+ceif1OcNrQpeahD/BgrGrHaEmjjc1DKPKhZDqwsC8f3p2CubsbY2IpS5EIbkUXqjRrMTW2dzzXIi+LVAbCCCbRiD2gf1ompi6COy0admItiWJg7QyTu24j92jG9cdtCDEgyiieEODDb39z755btzBij8vj7XXdrCMcZXuBFUdLjpCMKvVw2s5Jcrx1VUagLxsh2WLTHUyzb0U00B3h1Qx3nTi3Dbjt8H5z3tEQ4965FtEaSHdt2NUe47B9L+d9XZjFB6luIAaDQ76TQ7+SYEV1znNuysrBlZeEcNw4sCyMcpuneezGDndNw5Fx9NY7Ro0nW1tJ49z20Pf44ajzOmIf/y+mLamnPUIfmN+dOoMCfYfm9EEIIIcRnlEyEaGlY3fF3CwvN5sRIdZ1R3lS7gsLyY6jZsRBVczBo+GkUlB6JaRlgWbh9JViWRVvzxm6vF481k0oe3pkEjJTFhhVJ1i7ZJ2W2AVtWpYiGLWaeZMfhOnzfKcXAoDhtKEU21AVdJ6sqioKS60SdW4J2TDGKqmBWtWNu6/zOpOQ4sH9xFNhUjDXNJP+zDasuijajAFwayUe2dT13tiNzyjIhxGcigRghxIGx75N3tG4tR81NEnDptEWTnXazLPCrMa6dPYhtTXFOmVDMb1/axK7m9AvC2BI/04od5OdkketxdAoy7Ksk4MKmdk4bFA0FiUfaAQWX14fD48l4bJ8WqodoMygKuHLA232Bzdc31jNlUDaFfgd7WqK8s6UR00r/G/+/Fzfyly9Mwe/Se7DzQvQORVFAUdgVV3m68mhO/vfxqKtXgmVhTZjMHpefQCxB9ZevI75hQ8dx1s9u5Z/f/TnXv7iLumA6lYeuKVx7zBCOHV3QW7cjhBBCiAFKUTQURcOy0pNAqra9RMXIc9i29oEu+wZbtjL+yG/TXPc+k2b/gF2bn2bZq7dgWQY23cPQcZdgd+XhdOXt93qq1vl9IGkYNMXjJAwTp00j3+lMP0v1I6mkRbTdwkiBTQeXR0GzZb6HaLtF1VaDoeNsmCbU7DCIRdIrp6u2pf/scPVk74XoPYqqYIYTpN5vRD9/KCQMrKY4Sr4THBq4VIxNbSTvWtdxjLG0Hv3KkRBKYqxohA8TDyhFLuxfHoOa7eiluxFi4JFAjBDiwFQeTccyF6D0lRt59MJ7+foLjayvCQHp2gu3HltE5bYHuXbCaWw3ijn3r0vYN/vY2uog5/3jA17++iyumzOEb/1nVcbLXTRjEOqHgRgjlaJp904W/v1OajanB1kHjZ/EsVdeS05JWc++WJgGhGogEQbNCZ48cHg/+bhUAqpXwlNfgcbN6W35I+GMO6BoYvoNYx+ReJJh+T421ITY2RxhWIGXL84ezJ2vb2XJ9mY+2NNKeyIlgRgxIKWamkjs3k34lVdR3G78JxxPLL+YHz29jjc3NfAHBYbklwOw/Yld5Lh1Fh7n6xSEAUiuWUPg/77Bwzd/n8bySURTFuU5Lgp9TpwYpJqaUJxOtP4Y1BVCCCFEn2N3BiiuPI7q7S8BULPjFSbO+j6Dx1zAzo1PfljjRaGgdCZDxl5IpL2WmfP/wgfv/pyW+r3vRalkOxtX/hWwKB9+OjbdQyrZ3uV6xZXH4XDldPy9MRrjkS1b+M+2bURSKXKdTq4dM5o5JSVkOXp2MDUeM4lHwTJBd3DAKcIiYZNV7yTYvs7ANEGzwagpNkZO0XF5up7DMCyGTdCp3m6gajD5GJ1EDFa8mcAyIRy0COQe7LsTovdZSQOrNYG5vgWzIYY2IoBS5oW2BMYzuzAAfDqKX8dqTUB7CvvXxpF6dOvHTgTJ+zahzS3G8d3JmC1xlCw7it+OmuXADCfBslA8Oorav4K6QvQ1imVZUsHsEwSDQQKBAG1tbfj9/t7ujhC9Ix6GVQ/Ds9/cu81fQtMJf6TZO5xUewsBs5nC936HlgjSfvT3+cZ7Wby4vinj6b55/DAunFHBL57bwH9XVnVsVxX46ZnjOH1iCT5nOsjQXL2Hf938VVLJzjmUnR4vl/zydgIFRQf/fjOJNMP6p+GVH0OkKZ18eNTpMP9nECjb/7ENG+GuWWB8bAWQzQFffhfyhnVsShkmb29p5Iv3v4exTxTLYVP5/QWT+P3LmwB46OojyfPJ7BQxcBimRbyunoZbf0Dk7bc7tTmeepHj7l398dIwABw5JIffBd+l7W9/6/bcFS++hGtQGVYySXLXLpr+cS/RDz5ALy0h9+prcI4YjhYIHOxbEqJfk2dg8WnJz4wQ0B6s4u1nv0gsUv/hFoXSIScyYuIXCbVtR1XtNNWuYOfGx5l09I9QVZ2lC2/KeC6b7mbe2Y8Tba9l8Ytf6ZSGzJ89nBkn/gG3N/0uFIwnuG3lSl6tqupynq9NGM/5Q4diU3smRVdbs8nSl+PU70nXDvX4FY443k5+qYZu734gNx41WfRigqqtXdPKjppqY+IsOzZ97/GRkMlr/43T2tC5RmnpUI2ico3lryeYf7GTvCLt46cTol8z2pOwPUTirnVg7H1B0mYVgqpgvFWb8Tj7NaNJ3L2+2/Pq5w9FO6oQxaFhtsYx17WQeqMGDAttRj7a1HzUHElVJsS+Ps3zr6yIEUIcGIcXxp8P5TNg+f0QrIKRJ5NbPprcaAvcP3fvvp48wt7BrKre0+3pFm1v4YvHDOX/Th3Dl+cMYdG2Jtx2GzMqc8jzOfA40h9PqUSc957+b5cgDECsPcyGd95i+hlno6qH+OHasmDj8/D0V/duMw1Y919o2gyXPAG+QiKJFI2hODubImiawqAcN0VusC26o2sQBiAVh2X3wAk/BZsdgPpQnK8+vLJTEAYgnjL5+bPr+cq8YbjsmgRhxIBS2xblnc2NTH3/VaIfC8IAJBoaOwVhRhb6uPCIcgp8TnRNQV22qdtzK243ut2GoihEVq1i1xVXQiqdRzyxdSvtb75Fwc03k33hBahu90G/NyGEEEIcPjz+Uo4+7T4aa5ZSs+M1nO4CKkedje4IsHX1vzvVkDHNJPFoY7fnSiUjpBIhsvPHMu+sR2lt2kA0XENW/jg8vlKc7r1py5risYxBGIC/rVvPvNJSinvgOSccNHn54Sjx6N5t7UGL156IM/8iJ3kl6fe2SNgkGraIRSw8fgWnRyUeJWMQBmDT+ylGTNLxZaUDMZZlsWNDqksQBtLnGDRcI6dAwe2VGfxi4LBiKcyqdkia6YCK0XnMwIqkUPats+tQ0aYXoI7KQgHw6enZr2bmOflKwN4RhEncvQ5re7ijLfVEO8YbNdi/MUGCMUJ8RhKIEUIcOKcfisbDgv+XDkJoH36E2N1wxLWw9K/pv7c34iBJkd9JTVvXwpQAFbludE3FbbeR7bEzsihz1DgeibBr7Qfddmn7B+8xaf4pOA71S0WoBl79Sea2ujXQuoNWLZv/LN/Dr17YQPLDByKnrvL8l8YweM/S7s+9a3E61ZktnVagLhgjGE1l3LWqNUpFrptRRb7PdTtC9CW1bTGuuv89rhrjJ/Xogxn30bdtYkxxKetqglw3Zyhl2S7ueWsbO5oi5HvtPHfuLFBVMLu+jGeffx5aXh7JhgZqvvf9jiDMvup/+1t8JxyPXQIxQgghhPic3N4iBg0/nbKhCz6sG5MOBkyc/QPefuaqjjRjuzc+xdDxF3d/IkVFszlQVRtuXwluX0m3u+4Od01d9pH2VIpwIgk98JhTt9PoFITZ18q3EhxzhoN4BF57Ika4be9gcMlglZFTuk+7bBqQjO/dPxax2Lwq8zsTwO4tBkef5jzglGhC9HWWaWGsbSH56Fb0Uyog2fW9x9wWQj+9AmNZA0qeE/2iYaTeriH5j41gWdjOGYw6ORdzeYYAsE1BGZROu25tD3YKwnT0oSmOsbgOZf4gFE2CnEJ8WvKNJIT49BRlbxAGwJ0Dc26BK56FkadAxVFkhTZzw9zKbk9x6cxKdO2TP4I0mw23P6vbdm9WDpqtB2LKiQiEMi/vBaBhE+tqgvzs2fUdQRiAWNLkkfcbsPz7SV0WGAT63hklH18J83Feh41cr6yGEQPHB3taWVcdxKermMFgxn2s+/7Gj+eVc/SwXAIune8/uYYdTen0HA3hBD9d3EDWz3+ZDsbswzl+PDlXXImq6xhtbSR37crcCcMgvnnLQb0vIYQQQhzeVNXWqZ6lP3soc898iJGTryWncDJ2dw4eX1mnlS37Kqk8HrvzwAqcBOz7rx3pOIB3r8/Lsiyqd2Re0QLQVGuSiHUNwgDU7DD5pNKf+6Ylw0oHZ7pjGuCU1TBiALFa4yQf2oLi0LAi3QQh2xJgWihDfOjnDyVx30bMlU3pFTAWpJ7aie2oQpQiV+fjNAX7l8egZNmx4gapt+u67YexuB7CGbJ9CCE+kayIEUIcHJ5c8MyG0qnpFFwOH5MjSW6YN5S/vL61I6WQXVO57ezxDMo5sOlYTq+P6Wecy1O/+VnG9ikLzsBmtx+su+iezZ6u55KKZ2wOFkzjj89tztj26KoWvnzeDWRteSnzuWd/FfS9/x6FficOm0o81XWGS5Zbx7QsYkkDpy65jkX/lzRM/rM8ncZwcX2CEUfMwHjpxa77VVUxJFTDD08fx9l3vtul/akNzTAqj9uefobYm6+TrKvHPWUyenExfDjw8Imv4lJ8UgghhBCHkKKoePxljJz0JYaOuxhVtaPZ7Bw5/y8seuErndKUZRdMYNwRX0e3H9h7U5HbTY7DQXO86/vKtPw8shyHfiKXoij4srt/nvIGFGIRq0sQBtKZoEMtFr5shVBL1/aiQSqOff4p7C6FQSM0NizPPCBdOkQjEbOwSTBGDBTtKWhPYcUN1JLuPxdSC6vQvzYec1EdhD4WMEmYJP6xEfvVoyBlYWxoRfHpqEP94PtwXEVh/y9OinIAL1ZCiExkRYwQ4uDSXekUZopCjsfOtXOG8to353LnxVP4++XTeOWbczhlQjFex4HHgUtHjGbiCSd32T7rgkvILik9mL3vnqcAJnaTNsDhI+4qYk9L5jX4ze0JXmvOJTrvJ7BvLRvVBif/GvJG7N1mWeQbddwyf3jGc910/Ah+8+JGGkOZA0JC9DeqAvne9EP/I6sbsC77IkqG4KpeWoJ/SCVJw+o2dd9TG5p5pzpC6JVXiH3wAbX/90N2nHc+Vd/4Jsn6BrSsLOxDhmTuiK7jGDbsoN2XEEIIIUR3FFVDt3vRPqwRGcgZzpwz/sXsU/7G1Hm3MeeMBzni+N/h8hYd8DnzXS5+N+sovHrnlTGlHg/fmzIVf09MXgMGj9a7XdkydoZOtL371f9rlyaZfYoDj7/zCbLyVWac6MDh3DuElYhZVI6y4cwwHp2Vr6I7FHZvMrCs/WcbEKLf0NV0ACRlYVa1o47Nzrib7YxKVKeGua4l83naUyQf3IpZF8HaHsJYXE/iN6tI/HQ55q4wil3Ddkxxt93QjioE7/5X4AkhMuvzK2Kqqqq45ZZbeP7554lEIgwbNox7772XadOmAemlrz/84Q+55557aG1tZdasWdx5550MH753ELO5uZkbb7yRp59+GlVVOeecc/jDH/6A1+vtrdsS4rDhc+r4nDqVeZ7PfA53IMDsCy9j0vxT2bXmA1TNxqBxE/BkZeNwf/bzfiq6E+Z8G5o2wY59Cok7A3Dx4xg2J6OL/d0GY1Y2QFvgOI6+4Di8bRsAFaVoLDkFpdicXhpCMapbYxQrzRQ8fBJHn/8qv79gEg8s3smu5gjDCrxccmQFr29s4J2tTdSFYpQd4KoiIfqSeNKgMRzHFWrFVltNattWvl1SyqlnDOb779Tz3aWt/PKe++HOPxJbvAhF1/Gffjp511+HXlyMvb5rruJ9+XSF2Jq1WLG99amiy5YRW7cW39y5lNz2C3ZeehlWItHpuKLvfx8t98BSfwghhBBCHGwuTyEuT+FnPl5VFEZmZfHv445jU1sru8NhRmVlUeHzke9yffIJDhKPX2H2KQ7eeT7eKXXYkHEaxZUaoebuAyPxqEW03WL8TB2brhAJW3h8CtkFKt6ASjJpEWu3CLeZBJtMTAtmn+pk58YUVdsMVA0qRtrILVJZ9EIcf7ZK5WgNh0um74v+x2qLY0UNMCzMXSGwwH7jOIyVjaSe3YV+xUjUEjepd+ogkkIpcaOfMxh1sB80BTz7GfJ1aRBKYW7dJy10yiL5r82oN41HqfChjgxgbmzrdJhS6EI7ogBFMgkI8Zn06UBMS0sLs2bNYt68eTz//PPk5+ezefNmsrP3Rn1//etf88c//pH777+fwYMHc+uttzJ//nzWrVuH05muuXDxxRdTU1PDyy+/TDKZ5Morr+Saa67hwQczFwQWQvQ9Tq8Pp9dHXnlF73XCXwLn3Q/BaqhbC95CyBsOrmyq9rRx4fRyXllfx8dLvDhsKseNKuDK+5ZhWpDvzcLCwues4dFrK0jGolzzr/fYUh/m1fNdEK4jGW7ml8/Xc/bkMk6ZUExVa5Rbn1xDU3t68NimyoJG0f80t8d5fPke5vhTxL77dRLbd3S05eXm8o/b7+Dy15o456UGrjz7RuZ99WYGF/hw5eWhOtPpNLI9diaWBfhgT1uX82e5dfIjLST3CcJ8pPWRR/DMnIlzzBgGP/U/Wh56iOiKleilpeR+8SrslZVoPThIIYQQQghxsKmKQrHHTbGn9yZs2XSF0qEap13poqXBJJmwyC3UcHrSq1haGk1yi1WaarqmYR46zsb29Sl2bjDQbGB3KsSjFidc4MTpsti5McXShQmmzLGzcWWKQSNtfPB2AodbYfRUHdO0qNpqsHZJOh2TZgNFXptEP2NZFlZ1BGNNE8RNUi/shn3GGLR5JdhOKif5jw2oo7LQzxuCWuYBn44a2JuC0HZcKYlVzRmvYZtRSOr16q7Xro1gRVKoRW70K0dibg1ivF4Dhok2sxB1bA5qttSrFeKz6tOBmF/96leUl5dz7733dmwbPHhwx58ty+L222/nBz/4AWeccQYA//znPyksLOTJJ5/kwgsvZP369bzwwgssW7asYxXNn/70JxYsWMBvfvMbSkpKevamhBD9mycv/b/iCQBEEikcLZvYujtGk+XlL1+YzI+fXk9tMD0QPDjPwy0njeIvr2/tCNA0hNNpxcqz3Sgo/PSZtaypCpLrsaNGmwDIjWzHpvq4842tXbqQ7dbJ98nDj+hfLMti4fp6rFAI+z2/JbpPEAbAaGpCueUmHrvzHv6zO8mw4gB5ZVl4As5O++V47Pz2/ElcdM9iGvZJ0efUVe46dQj87JZ0+rErryFeUo5NAduSd1D37ARFQdF1HJWVFHzrW4RbgjQk4OEdQfK3h5hYrlHsd2LrgWK2QgghhBADlWZT8AYUvIG9z1ThNpNQi8XW1UmmH+tgzZIkVdvSS2ZULR2EyS5QWfJSeuKZkYJo2PrwfBBqM1nycrrN7oRou8WeLSmGTdBZ8XqCPVsMPm7kZB27Q57rRP9iNceJ37kO/ezBJO9Z36XdeK0a+/VjsF06HKs1gVrpQ8l1oHyshqxa4kGbW5wOpOy7fUouaApWSxztqEK0cTlgWlhxA+Od2r37BRyoU/JRhwcgZmDuCWOsaISRAZQsB4qkJxPiU+vTgZinnnqK+fPnc9555/HGG29QWlrK9ddfz9VXXw3A9u3bqa2t5fjjj+84JhAIMGPGDBYtWsSFF17IokWLyMrK6gjCABx//PGoqsqSJUs466yzulw3Ho8T36fAXTAY7LKPEOLwZpgWO5va2bSrmhOCT3PGiAWY7/0VZ1uMieddTbO9lLaEhddp56ZH3mdbY3uXc1w7ZyjtiRQvrk0/7LRGk1j5o2HBbyjM8vHHc0fxhfs+IJ7aO1tM1xT+dNEUCv3OLucToi+rD8X5/cubuO/4AqLL3su4T6q6Gnf1Ts59fwXZI89H92cOONpU+PHpY2kMx9lYG6I0y8WUimxKFi8kMWgwVZdcy49er2Lb8hoUBWYPnc6Pb/oC6j650avDSS7/1xq2NuxNdea2a/zrqiOYWJ4lwRghhDgA8t4khPgk0XaT6u0GDreC06UwZKzO6sUJiis1xh2pY6TApsP2DcmOIMy+fFkKLg+8/9beGoGhNosJR+l4AyreLIXCcpW63Z1X2BRXquSXyvOc6H/MbUG0UQGMpXXd7pN6pRp1Yg5apQ/Fp3cJwgBYqoJS4sZ+3RiMja1ggTY8gJLrIP6n1divGY2xpJ7E3zaAaYFfR18wCPYJXlqRJOayBpL/2daxKicFqNPz0c8dgurvmdpTQgwUfToQs23bNu68806+8Y1v8L3vfY9ly5bx1a9+FbvdzuWXX05tbXrwsrCwcx7VwsLCjrba2loKCgo6tdtsNnJycjr2+bjbbruNH//4x4fgjoQQA8X2xnZO//Pb/OuCSjR9CNrf54KZfjkoef/flKgajaf9k5eaxjF3ZH6nQEyR38npE4uZVplNUzjesVLmW0cXkN26Bt79E7TuZOLQE3jp2t/x1IYwK6vaGVvo5OxpgynNdqFJTlbRzyRSJjVtMVxmiq5hyb2MlhZaH3qQ1kcfpfLhh3EMGdxlnweW7Oaet7ZRnuOiPNvNezta+H8vbeTZi6YSm3QUV/xrVcfvlWXBW1uauOC+MP/98gzyW+sImwo/XdzcKQgDEEkYXHHvMl74+tGUZksNJiGE+CTy3iSE2J9YxOK91xK0NpjMnO9g2cIEzfXpgEn1dhNIkl+qMnKyjZIKG9vXGiQ+zDBr0yGQqzDzJAeartIeSh/nDSgUlKpsej/F+28lUTWYeZKdUVMUtq1Lv48NG59eXePySCBG9D/mjhCKW8fc0/1bkxVMQMQg8cc1aCeXo59QhuL62BBvKEHqwa2gq6gVXlAUEu/Wok3IxX71GJKPb8fatc/7UDBJ8uGt6A4NaxTQGAdVIfnYtq59XNaAOSYb9cjPXtdKiMNRnw7EmKbJtGnT+MUvfgHA5MmTWbNmDXfddReXX375Ibvud7/7Xb7xjW90/D0YDFJeXn7IrieE6F/CsSS/fWkjkYRBuU+BR7/XEYTpYBrkvXQDR537AnNHDeHCIwaxs7aJqbkJfC3r0Ix61JgNuyMHv9PG2BIfF/k+wPm/vZ89tq0vU7FtAjfO+gbJk87DFihGcXl7+G6FODh0TSXf6yDp8qA4HFj7zKDely03D7M9AkDD7b+n+Lbb0DyejvaUabKrOf1Ssrs5yu7maEfb600Wb2+p6lKnCdIpAd9ZvZvpv/8Oqe/8mEXbmpkzIh8FWLG7hWA0/TsciqfY0hCWQIw4qFJJA8sE3dF1tqIQ/Zm8Nwkh9icaNtm10aC4UqOx1ugIwuyrocqkchQE8uDkS120NpjYPsx4FG6ziLaDzW4xaJhG7U6TqfPsvPtcglgk/cBnpODtZxJ4AwpzzrSjO1Q8PgnAiP5LLfNirGhEHRbA2BnOvE+FF6sm/U5kvLAb24yCroGYxIe/b0kTc8veFavGqma0WUWdgzD7SD65A/2MCozVzSgODWWQFyXLjtUUx6raGxxKvbwHbWw2ik9WxYiDwzJMSKXApqFoA/O9qU8HYoqLixkzZkynbaNHj+bxxx8HoKioCIC6ujqKi4s79qmrq2PSpEkd+9TX13c6RyqVorm5ueP4j3M4HDgcUn9BCJFZKJbi1Q3pzxUr2gbh+sw7RlsYZA+jZrkgHmZE3RL4x/Wdgja+aV/kiStupLElRNbLP+t6DsuCt3+LPuE8cGUdgrsRomcU+BzceNww7t/UzFcuv5zmu+/uso933jwiK5bjnTePrLPPxjINElu3YisowFZQgKKq2FSV2cPyeHFt16X6E8qy+NOrXesqfeTNqgizhg3HLCzkl+cU8dbmBkwLfjF1PNVtMX79wgZSpkVzuGtaDCE+i0gwQePuEKte34ORMhl1ZDGlI7LwZkt6STEwyHuTEGJ/anen67bkFqlsW9u1hstHdm1KUTHSgcOlggWvPREj2Lx3Zo3LozDvHAcVowya68yOIMy+wm0W65alOOJ4+UwS/Zs6PEDysa04TqvAeLsG4h8LYOoq2vQCEg9sRj9vCEqeE6slgako6TRlHwVk3DbQVUh2Pl7Jd2LuyRyEAaAtgeKwoZR50IYFUDYHsRqiqNN8qGdUkHxqJ9aedqxQEsuwkFwd4vOyDAOrqQ1jySqs3bUohblosyaj5ARQ7AOrFlGfDsTMmjWLjRs3dtq2adMmKioqABg8eDBFRUW88sorHYGXYDDIkiVLuO666wCYOXMmra2tLF++nKlTpwLw6quvYpomM2bM6LmbEUIMGIqi4LCpxFMmyVT3LxQAqvLhS0LbbvjvtenAyr7neu/vDBk0k4KcERBp7v5EDRugYPTn7boQvUZVFU4ZX8xdzRE4/SxybTZa/v1vzGAQxekkcMbpeI48kui6dbgmTqDq5puxounVLlpeHqW3/x7XxImous68UQVkv7yJlkiy0zVsmkq+z8Gu5kjGPpS5VYxTzuAvS2v47wd705M+smw3x44q4CdnjOV7/13DqGL/ofuHEIeNSDDOGw9uZNv7jR3b9qxvIbvYzWlfnYRPgjFCCCEGOF1PD9EqKliZlix/yDTT+8RjJotfincKwgBE2y3eeDLOcec7WJqhjsxH6nabJOIWNl2GhkX/peQ4cHxtPIl3a7B/bTzJR7ZifbgyRin3oC8YROrtGuwXDyf5+Das6g/ffRTQjirCdnoFqt+OErCjHVeK8cLuTue3FGX/q1hsCpZDRSv3kvjL2r0rawCcGvYrR5L8zzaUcg+Ks08PK4t+wtxZTfLOR8H4cHxtyy6Md99Hv/JM1FFDUGwDZ3VMn16vedNNN7F48WJ+8YtfsGXLFh588EHuvvtuvvKVrwDpwdCvf/3r/OxnP+Opp55i9erVXHbZZZSUlHDmmWcC6RU0J510EldffTVLly7lnXfe4YYbbuDCCy+kpKSkF+9OCNFf5Xp1LpyeTrtRZ3jBmZV5R7sXvEXp4Mvy+7sEYT6ivv1bfO79D8gZzuzP02Uh+oRcr4OvHz8CM7eAyIIzKb77biofe5SS236BEQxR99vf4Rg6jIbb/9ARhAEwGhvZfeVVpKqrASjLdvPYl2cyrXLv70V5jos8r4NLjhyU8dqKAucM87HJntspCPORVzfUkzItzptaSqFfZlKKz6+pqr1TEOYjLTURNi2uxdzPgJQQQggxEBSUpwfP6nYZlA7pfsB26DgbdodKPAJ1u7qmLwNoD1qYBjjd3QdZHE5FZueLfk9RFZRBXuzzy8GmYr9oGPZbJmL/yli0qfkkH9uGNiGX5AOb9wZhACww3qkl9WoVVspEsanox5ZgO70CnB8OZNsUtKE+1FIPdJMyV5uSj6JA4oEtnYMwADGD5GPbsB1fin5KBYpz4AyQi95htoVI/vuZvUGYj1gWyQefhdD+Ksz2P306EDN9+nT++9//8tBDDzFu3Dh++tOfcvvtt3PxxRd37HPzzTdz4403cs011zB9+nTC4TAvvPACTufeQc0HHniAUaNGcdxxx7FgwQJmz57N3RlSogghxIHQNY0rZg1maL6H3y1uo3nerzLvePL/A9UG7Y3QuqP7E4ZqUewerCHzMrc7A2xOFtAQylxTQ4j+xKlrrK0O8sM3a7j4rRBbU07a3l1E6PnnyTrjdFoeeCDjcVYySdvTz3T8fViBj79dNo3XvjWHl286hse/fBTDCrwcMyKfk8d1Tj06dVAW/736CFwBH/dv7H4Z/pMrq7nphJHkeCQQIz4fI2Wy5s2qbtvXvVNNNCQp8IQQQgxsLo/C9OPs1O8xyStR8Qa6hkkCuQoFZRrtQZNkYv+TFCIhi5FTuk9TM3isjXhMJjqI/k9RFDCAxhjx21djvN8ETo3U87uwoilQFazmzOMDxuvVWG3p50zFZ8d2YhmOH0zBcesUHD+cin7WYCyPDfsVIzoHY9w2bGcPxnZCaXp7W+ZnVasxhjLIh1LgOti3LQ5H7VFoDWVuiyWw2rpp66f6/BqyU089lVNPPbXbdkVR+MlPfsJPfvKTbvfJycnhwQcfPBTdE0IcpjQVfnf+JNZUt/FiMoeTL3mRwJLfozRugNzhMPsm2L0EfjcKKo+BYcfBxuczn6xsGjj8GAt+h+3fZ0Lrzr1tuov60/7FdxY28uMzSsj3yQCx6N/aogkeWLqL40cXcuv/1nDao23cduy5TD9qLg6bSfO//t3tsbG1azGTSVQ9/QKe5baT5e68rL7Q5+TcKWWcM7WMDTUhjhicw8baIF9+eBWnTyohHE9lOjUA4XgSp96n56iIfsKywExlntELYBoWyDiREEKIgc6C/DKVY891UL3dYOZJDmp3GezcmEJR0ith8ks0Fj4aJRKCY89xoNnA6OZxze1VcXpg7Awba5d03qlsmIZNhxWvJ5h9qgO7U57pRP9mNcawUiZoCsaLezA3tGK/ZgzG9iBWy34macbNTitZFE1Fye2cgUOzaxglBvarRmK1JbAU0Mq9JJ/eQerJ7ehXjdpv3xQFFJv8jomD4BOyBOwvrWV/1OcDMUII0dfUtkW56v732NMS4evHlHDsUD9BxcuOqT9nZIEbVyoI950CkQ9T0ux4E476CriyIdrS+WSKCvN+AE4/u8MqtXMfYLCxC3fDCuK+CppyJnPray28vyfExroQE8uzevx+hTiYFEWhqT2B264xqTyL93e38p1XdlPgc3D7ieUUV1YSW7Uq47HO8eM7gjDdyfbYmTEkh8ZwgkKfnac+qOGet7YDsGpPK0cNzeX93a0Zjz1pbBF+58AqBih6h01XGT2rhB2rmzK2D5tWiNMrP2tCCCEGLtOwqN5u8PazcYorVEZNs6EoFoWDFEqH2nE4VVYvSrDijb01/7auTTFsvI2NK7tGYsqGajjdYLMpuNwKc89y0FhtYhiQX6rS1miybGEC3QGpJNilFJvo72wKxuvV6GcNTqch2xkm8ec1qJPz0GYUdH+cQwX7JwdJtAI3pq6BP45qU4n/5oN0EAdQdBU0BYwMg+B2FeQ5VhwsHlf6f+3Rrm26DSXL2/N9OoQkECOEEJ/S0u3NJFMGz36hmOLFP8H25stgWZRWHINxym/hf9ftDcJ85M3fwmX/g+dvhl2L09tyhsBxPwRPPgCaqnLZY7vJcjsYlHMcLe0JtjXuAmB0sY9xJX5SholNk5knov/Kdtu5fGYlt/5vDbedPZ6athjPrqohZZqsitgY+9WvUv2lL3U5TrHbCZyy4ICu4XXqeJ06O5vgH+/s6Ni+eFsz1x4zlHzfni6p/rLdOudNK5ffL3HQFFb6KajwUb+z83J6t9/O+DmlaDKLUAghxAAWbbdYsjDO9OPsxCIW7z6XIB5N13gZM91GVj5sW9u5JsDODQbHnedAdyhsXJEkmQBVg8rRNkZPtaHZFFQNwm0Wy9+Ik52voqiw6f0kRgpsdhgy1oYqZSvEAKDkODCrIigbWrFfN4bUu3VYtVFImSg5DpRcB1ZT15Ux2rwSlIA9wxm7UrMdWB4byce2dQRhAIz3GrDNKyG1sGuqXf2MShS/BGLEwaEEvOjnnUjyvv91abOdPg/F5+mFXh06imV1Uz1adAgGgwQCAdra2vD7/b3dHSFEL4rEU1zzr/f48TE+hv73lK4rXM7/Fzx6adcDT7oNNjwHg46E4olgmRCug2V/g+zBcNbdRDQPP/zfWh5bvqfjsOKAkx+dPpadTe0s2tpMnlfn0iPKGJRtJ0s+j0Q/VReMceODK1m6o5kxxX7mjSpAUyGWNLhhehHGqy9T96tfY0XSxSdtBQWU/v53uCZMQNnPihgzHifV2Eiqrg5UlbW+Us67Z2mnfcqyXfzirPE8saKK59fUAHDqhGJuPHY4lXkD6yFP9L5wa5xtK+tZ82YVRtJk2LRCxs4uwZ/XP3JqyzOw+LTkZ0YI8ZGmWoPNq1KoCmxe1XmFS2G5Sla+ysYVnbd7/ArjZ+rs3mxQOdqG+uGchd2bU+zabLDgUheBXJXWJoNn74t1OnbMdJ3cIpWqrSliUSgfplFYruEJKKhq19o0QvR1VsrEWNdC8q/rQNfQpuah5DiwQgm0o4tRdI3EPeux9nxYzFwFbVYRtlMrUP37D8RYwQRWKIEVMVD8Ook/rMZq6VwTxnZmJYpdI/VaVbouTKEL2xmVqMMDqB4JxIiDx4onsOqaSL30LmZNA2puFtr8o1CLC1DcfX9546d5/pVAzAGQFwohxEeiCYM/LtzAdban8L/7y647nPN3eOoGSO6zrFJR4MKH4KELM59UUeCG9yB3GDVtUW565H0Wb2vGqav89ZKpfOeJ1dS0dX7RuOmYUq6clos/txg0Wdwo+p+6YIy1VW08tGw3qgIXz6hgVLGPAp+TZH09RksLRnMzitOJLTcXvbw8XbSyG0YwRPCFF6j7xS+wYunfl9gDT3LWY1u67OuwqSwYX8wNxw7DrWtkeXRcuvweiUPDsiyioSSWZeH06mj9aNWVPAOLT0t+ZoQQH2muM4iGLd74X5yPjzrlFqsUlWusXZrstH3ckTo1OwyaajPXWRs9zcbkY+wYSajaZvDuC3FMA0ZOtqEosOFjgR23T+GY0x14fApOT//5/hXiI1bCwGqKk3qnFqs2gjrEjzY9HyXHiRVPQSiJFU5B0kivgvHqqL79B2HM+iiJv67Dqv5w0ttpFRgrGrCqIl32VUrd2E4ZhFrhQ7GpKJ8Q4BHi87BicUgk0ynJXH0/APORT/P8K6MOQgjxKbjsGueNz8L/4sLMO2x8DsadCyv/tXebzQmx1u5PalkQDwNQHHDxl4unUB+ME4oleXDJri5BGIDfv1nFyUNt+NUY5A3/HHckRO8o9Dsp9DuZPTydms/+YZqm2ObN7LriSoymvbU1bIWFDLrvXhyDB3d7vvjmTdT+3/912uar3U2R30ltsPPvUDxlsmpPK36nTr7PcbBuSYiMFEXBLS+tQgghDjMOt0K4zeoShAForjUZf2TXGfUuj0K4LXMQBqCt0cIwwGZXKBumcdqVLtqaTBwuhRcf7PrOFAlZbFiepKhSY9BwBd0uK2NE/6LYNZRiN/rZg8EwwaaiKApWKEHqqZ0Yb9fuszPYzhqMMqsIxZ15uNdsi5O4Yy1W3d6Jo8aKRrQZhaSe2N5lf6sqguJ3oOb0n0Fx0X8pTgc4B/b7uUwJEEKITyk/y4fpzs/cuP4pmHghFIzZuy0ZBVdO9ydUNXAGOv6a63EwuthPababZ1fXdHvYy1tjsP4ZSHZ96RCiv7Db1I4gTLKhgT1fuaFTEAYgVVdH1ddvItXcnPEcRjhM4x13dm34y++5Y34ZHnvnROFZbp07Lp4qQRghhBBCiEPE7VVweTMHPiwrXQ/miOM7T1QIt1lk5XU/TJVXoqJ9+Fin2RS8AZXSITZqdhjdHrNrs4HNphCLSDIY0X8pqoKiax0ZAozNbZ2DMAAWpJ7YjlWfoej5R1oTnYIwAFZVO4rHhjo2u8vu2ollKIX9I6WuEP2BrIgRQohPyefzYxz5Fdj0fNdGIwnJCFzyBDSsh00vgbcgvWql8hjY8WbXYyZcBJ6ugR3Lskga3b8wRFJA/VqIB0GXGSqi/zOamkju2pWxLb5xI0ZTM7acrkFNMxojsXNnl+3Jbdvw/+L7PPV/P2dl0s2G2hATygJMrcimJEteKIQQQgghDhVFUXD7FLyB9MqYj2uqM5h4tM6pV7jYvSVFLGJROlijbKjGy490nWim2aBylC1jqtpUqvt3JvPDGE08auHL+sy3I0SfYYaTpF7a02176rUq9EtHoNi6BjWt1kSGIyD54BZsZ1RiO6kcY3Uziq6iTcqDbLvUgxHiIJIVMUII8RlouUPgiGu7Nkw4H7IqwF8MQ4+Fk38JR38DcobAWXfByFPSNWEgvRJm8qVw3K3g8HY5lc+pM3tobrd9OGGIAyJNoEnKGzEwmJGueYk7tcczr/5SPW4cI0ZkbEuuXYvnuSc4Z1IxPzh1DKdPKqU0273fejNCCCGEEOLz8/hUZp/qwPGx+S8OFxxxvANNVwjkqoybYWfaPAeFgzSy87se4w0oHH++E48/8/Nb2ZDu5xgXDVJprjOlrKYYMJSUCcFkt+1WWwK6CU4qOd1kBDAsUk/tQMl2YD9rMPqpFahlHgnCCHGQyVeREEJ8FuG6dCDlC4/C7qVgGVA+A/a8B09eB194LL1fqAZqV4M3H/JGwZl3QKQxXRPGGUivlrF7Ml4i4NL5/snDOfOuFuKpzrmSjx2eRXnbCpj+JXBlHeKbFaJn2HJzQVXB7JobXNF1tKysjMdpbjd5119P+LXX6JKIXNfJvuBCFJs88gghhBBC9KRYxGL14gRHnOAg1m4RajXxZ6s4XApLXo4z+1QHuq4SDVu0Npok4ha5hSpFgxROvtRFPGqhKOBwKbi93c8jdvsUSipVqnd0fobUbDBqqs6aJQlGTZVnQTFAuGyoIwIYS+ozNqtjs8Ge+fdFCdhRBnmwdrV3adNmFaH4JPAixKEk30RCCPFZbH0NFt8BS++GovHpVS6L/gJGAiZelE4X9uw3YOure4+xe+Hix6DsCA50StbwLIVnr53En9+u4u2tLQRcdr401c9xWbXk7v4Axt98iG5QiJ6n5eaSdd65tD7yaJe27Msuw5aX1+2xjiGDKfvTH6m59f8wWloAsBUWUvLrX6OXlR6yPgshhBBCiMyScYuqrSZVW+N4fOmaMbs2GURCFm5fenVL1TaDd5+LY6T2HlcxSmPqXDs5BVo3Z+7M41eZMtdOyS6TTe8nScQsCss1hoyzsXFFkhknOHB5JCGMGBgUh4ZtfhnG8oauK188NrTJ+Shq5tVjit+O/ZoxJP+1CXNjW3qjCtpRRdhOLkexH9jvnBDis1Es6+NTR8XHBYNBAoEAbW1t+P3+3u6OEKIvWHo3PPftrtunfwkGzYRdi2DZ37q26y64fjFkVx74tVp3E6leRzBrFFqkkfzWVelUZzlDIKv8M9+CEH1RqrGRlkcfpfne+zBDIbSsLHKuvpqsM89Ir5jZD8swSDU0kGpuRlFUtJxsbAUFkoZMiM9InoHFpyU/M0KIfYXbTJ76e7TLgmWHC45a4EABXnsi3qUdYOo8OyMnZ64Jk0kiZlJfbeJ0KlhAJGhiGJBTqOLLUtFs8jwoBg4rZWLtaSfx8BasnWFQQB2VhX7+UJRC1yf+3pjtSQglIW6A24bit6M4JAgjxGfxaZ5/ZUWMEEJ8FkOPTa+C2fetQXentycj8MHDmY9LRmHPsi6BmKRh0BROYlkWfpeOx7HPx3NWOW7djbu9ATw65B4LTj+4sg/+fQnRy2x5eeRdcw1ZZ56FmYijOhzpYIr2yS8GiqahFxWhFxX1QE+FEEIIIcT+OFwKZcM0dm82Om0fNUVn10YDp1vJGIQBWLc0yaARGm5v5wFlM2Rhpaz0LP7A3lUudqdK8SCFaLtFPGYRyFPRnQout4LazeoAIforxaaiVPpw3DAOK5ICBRSPjuI+sGFe1aOnxxaEED1KAjFCCPFZeItgwW/T6cc+Muw42PAsjJgPiXD3x7bs6vTX6tYo976zg0fe20U8aXL86EK+eeIIKnI9aB+9NHhy0/8T4jCg2GzoJcW93Q0hhBBCCPE56HaFycfYaaqNEQntjbhk5as01qS6DcIARNutTu1mxCS53ST8RJJUjYmWq+A5zY5jtIb6YZozzabgDSh4A4fqjoToWxSvjuKVgIoQ/YUEYoQQ4rNweGH8eek0ZO8/AMFqOOJaePs30N4AWRXQujPzseXTO/5Y0xblkr8tYVvj3mJ5z66u4Y1NDTx942wG53kO9Z0IIYQQQgghxCHhy1I58UIn9VUmVVtTuP0KTpdCsNlkxGQd1mY+LqdARdPSARbLsIitNAj9M9HRbtRbBP8ex32yjuckHdUpq16EEEL0bVKtTAghPiunHwrHwPyfw7n/gIojYcTJsPx+mPXVzMfkDoW84R1/XbajpVMQ5iPheIo7X99CLGl0aRNCCCGEEEKI/sLjVxk82sasUxxMOcaB06MQCVu4vQoub+YAypQ5dpzudJvZZhF+LJFxv8iLScyQlD4WQgjR90kgRgghDoaPiuENPwFCNdCyA+b/ArwFH7arMPJkuPRJ8KVTLiVSJv97v6rbU76yvp7WSPLQ9lsIIYQQQgghesBHBcRdHoWxR+iseD3BkSfaKSzfOzTl9ikcc7qDnMK928ywhRXt5qQmGE0SiBFCCNH3SWoyIYQ4mLIGwVUvwIvfh91L4fgfgTsXAuXgKwF3dseumgp+Z/cfwx6HDVXC5UIIIYQQQogBRLMpDJ+oY3cqLHs1zqDhOqOm6uh2BbdfwRf42EuQbf9pxxT7IeysEEIIcZBIIEYIIQ623GFw9j0QbQbLBEcAPLlddtNUlUuPrOS/K6sznuaKoyrJ9zoOdW+FEEIIIYQQokc53QojJtkoG6ZhpEDTwOlROurC7Ev1glasYNR0XfmieEDLkvowQggh+j6Zay2EEIeC0w/ZlZAzJGMQ5iOD8zxcNauyy/bpFdmcMqG4Y/m+EEIIIYQQQgwkiqLg8an4s1U8fjVjEAZA86sEvuRAcX2swQZZ1zpRJRAjhBCiH5AVMUII0YuyPXZuPHY4Z00u5fEVVbTHU5w5uZThhV4KfM7e7p4QQgghhBBC9DpbqUruD1zE1xskNxvYylQck2xoOQqKKoEYIYQQfZ8EYoQQopdle+xke+yML8vq7a6IAay9LU6sPQkWOD06nixJeyeEEEIIIfoHRVHQ8hTcR6twtN7b3REDlBVPYIUiEE+A047i86DY5edNCHFwSCBGCCGEGMCMlEn9ziCv3LeetoYoAL5cJ8deNpqiIX5sutbLPRRCCCGEEEKI3mW1hUk+9ybm8nVgmqCpaEeMRztxFmrA29vdE0IMAFIjRgghhBjAgo1Rnvz9yo4gDECoKcbTf3if4D7bhBBCCCGEEOJwZEViJP+7EHPZmnQQBsAwMRZ9QOq5N7Fi8d7toBBiQJBAjBBCCDFAGSmDNW9UYaasLm2mabHipV2kEkYv9EwIIYQQQggh+gYrHMFctSljm/ne2nS6MiGE+JwkECOEEEIMUMm4Se32tm7b63cGScQkECOEEEIIIYQ4fFnt+8kUYFkQjfVcZ4QQA5YEYoQQQogBymZX8ee5um3357qw2eVRQAghhBBCCHH4Upz2/e/g+IR2IYQ4ADL6IoQQQgxQNl1j8gmDum2fclIFdqetB3skhBBCCCGEEH2L4vWglBZmbhtShuJ193CPhBADkQRihBBCiAEsUOBm3qWj0Gx7v/JVTeHoC4aTW+LpxZ4JIYQQQgghRO9TfG70K85AKcztvL2sAP0Lp6B4us8yIIQQB0qmwQohhBADmMNlY/j0QspGZtNaH8GyILvQjdtvx2bXert7QgghhBBCCNHr1Nws7NddgBUMY7WGULL8KAEvik8mrwkhDg4JxAghhBADnG7X0PNc+60XI4QQQgghhBCHM8XvRfF7oayot7sihBiAJDWZEEIIIYQQQgghhBBCCCHEISIrYoQQvcJImcTakyiKgttv7+3uCCGEEEIIIUSfY0aiKEkDXA4Uu97b3RFCCCHEZySBGCFEjws2RlnzZhVbVzRgs6uMn1tG5YQ8vFmO3u6aEEIIIYQQQvQ6KxzB3FlNauEiCLajDCnDdtyRKHnZKDap8yeEEEL0NxKIEUL0qLaGCP/51XJi4WTHtjce3MimpbXMv3ocnoAEY4QQQgghhBCHLysaI7VwMcab7+3dtnwdifc3YL/hCygVJb3YOyGEEEJ8FlIjRgjRY1JJk5Uv7eoUhPlIzZY2mqrCvdCr7iWiUVpra6jetIGGndtpb23u7S4JIYQQQgghBjgr2N4pCNPBMEk+9iJWuL3nO9UNy7Iw20KYe+owd1ZjNrViJbq+7wkhhBCHO1kRI4ToMbH2BFtW1Hfbvv6dGspH5aCoSg/2KrP2thYWP/EIH7z0HJZpApBdXMIZ3/oBuWWDerl3QgghhBBCiIHK3FndbZtV3YAViaN4PT3Yo276YphYe2pJ3PcktH04qc6moZ00G9uMCSgeV6/2TwghhOhLZEWMEKIHKWha9x87mq5C78dgMA2DNa8t5P0XnukIwgC01FTz6E++R7CxoRd7J4QQQgghhBjQ9vPOBEAfmLgGYLUGSdz5yN4gDEDKwHjmDcytu3uvY0IIIUQfJIEYIUSPcfl0Rs0s6rZ97OwSFKX3XyraW5t576nHM7ZF2lpp3L2zh3skhBBCCCGEOFyoFSXQzXuRMrgM3M4e7lFm5tot0E0astTzb2GF+k4KNSGEEKK3SSBGCNFjNE1l3JwyAgVdl6gPn15IoNDdC73qKpVIEmvvvl5N8x6Z3SWEEJ9GJNhGqKmRaCjU210RQggh+jzF68F25rFdG5wO9HNPQHX3jZRf5q6abtushhYsw+y2XQghRGdWIonZFsJqC2MZRm93RxwCUiNGCNGjfDlOzrxpMrvXN7NpSR02h8qEeeXklnpx++y93T0ANF3H6fURC2ceMMwtlxoxQghxIKKhIHs2rGXRYw/SVl9LblkFR190GfmDh+J0935ueyGEEKIvUpx2tGljUStLSb21HFpDKCMq0CaPRskJ9Hb3OqiVJZgr1mdsUwpyUD4pxZoQQggsy8JqbCX16mLM1ZtB09BmTsR25ASULH9vd08cRBKIEUL0OG+2k9FHlTB0SgGqpmDTtd7uUife7ByOOOM83nzgH13aPNk5EogRQogDkIjF+ODl53nnkX91bKvZvIFHf/I9Tv7KNxg1aw6q1rc+/4UQQoi+QnE5UcqL0M+fD4YJuo7SR2rDfEQdPRTsb2ZMT2ZbcDSKTyZdCCHEJ7GaWknc/k+Ixju2GS+9i7lqI/o156Nm+Xqxd+JgkukJQoheY3fa+lwQBkDVNMbOOZapp56Fqu2NV+eWDeL8W3+BPze/F3snhBD9Q6StlUX/eTBj22v33U24pbmHeySEEEL0P4rNhuKw97kgDICS7cd+/YWQvc+Mbd2G7Yxj07VshBBC7JeVTGG8vqxTEKajrbYJa0dVL/RKHCqyIkYIITJwB7KYdf7FTDpxAbFQCJvdgSsQwBPI6u2uCSFEvxBsrMfsJrdxrD1MLBTEnyeBbSGEEKK/UlQVZVAx9q9eAuEIGAZ43Sg+D4ouw01CCPGJIlGM1Zu7bTbeW4s6bhiKTT5TBwL5ryiEEN3QHU6yCouhsLi3uyKEEP2OTd9/3S9JSyaEEEIMDGrACwFvb3dDCCH6H0VBsetY3bU77KBKQquBQv5LCiGEEEKIg86bk4vDkzk3fHZxCS5/3yk2LIQQQgghhBA9zutBO2pSt83arMkoEogZMOS/pBBCCCGEOOi82TmcdtN3O9XaAtCdLhbc+G08Wdm91DMhhBBCCCGE6H2KqqBNGY1SXtSlTZ0xAbUgpxd6JQ4VSU0mhOiTkvEU0VCSVMLA5tDwBBxoNokdCyFEf6FqGqWjxnDFb//C+rffoGHndkpHjmHYETPx50ttGCGEEOJgMNtC6SLPqoricaF4XL3dJSGEEJ+CEvChX3U2VnUdxtI1YNfRZk5EzctG8bp7u3viIJJAjBCizwm3xlny1DY2LanFNCx0h8akEwYx7phS3P791xwQQgjRd9h0O9nFpRx13hcwTRNVltULIYQQB4UVT2Bu20PqPy9htQQBUCqK0S84GaUwF0VRermHQgghDtRHtbbUkYPTdWPkM3xAkrdhIUSfEgsnefWf69nwbg2mkS5XlowbLHtmO6te200qafZyD4UQQnwWEoQRQgghDh6rtpHk3/7TEYQBsHbWkPjzg522CSGE6D8UVZUgzAAmb8RCiD4lEkywe11zxrb3F+4mEoz3cI+E6BsiiRS7miMs3tbEip0tVLdGSRkSmBRCCCGEONxYkRipZ98EK0NjJIa5fluP90mIviIaaaC5aQO1NUsJtu0kHpfApBCib5DUZEKIPiXYFO22zUiaJCIpyO3BDgnRB7RGEjyybDe/eWkjyQ9XivldNv504RSOHJKDQ9c67W+ZJqnGRjAMFIcDW44U+BNCCCGEGCisZBJzT2237eamHVgzJ6LIalRxmGlr3c7rr36dcGh3x7ZBFccz9Yhv43Z3rVGYSIRIJttRUHE4s9E0vSe7K4Q4zEggpo9rb20h3NJMpK0VX24enkAWLn+gt7slxCHj8u7nwUcBm0Prvl2IAWrlrlZue35Dp23BaIov3r+MF286hqH53o7tqYYG2p57jua//Z1UQwOOUaMouPlmXOPHofl8Pd11IYQQ4pCz4gmscASrsRV0DTXbDz4vik2eG8XApKgqSsCHFWvK3J6XLUEYcdhpb6/jlZevIxqp77R9186FuFx5TJr6NWw2BwCGkaCtdTsrl99Obc1SbLqb4SPOYeToi/B4Cnuj+0KIw4AEYvqwltoanvz1j2mu2tOxrWz0OBbc+C18uXkH9VqRYJz21gTBpiieLAe+bCeeLMdBvYYQB8KT7cSX6yTUFOvSNmhM7v4DNUIMQM3tcW5fuCljW8q0eHz5Hr49fySKopBqbaXu1/+P4NNPd+wT37CB3VddRekfbsd34omSb1YIIcSAYrVHSL3zPsZL74L5YcpOhx39stNQhw1C0Q/es6OVSGKF2rHq0oPfSmEuis+NYrcftGsIcSAUnwft+JmkHngmQyNoR4zv+U4J0cvCoT1dgjAf2bL5v4wacwleXwkAbW3befG5SzHNFACpZDvr1/6TmupFzDv+zxlXzwghxOclgZg+qr21pUsQBmDP+jW8eu9fOen6r+Nwew7KtULNMZ67axWNu8Id2/x5Tk67cRJZhe6Dcg0hDpQ3y8GpN0zkqT+8T3vr3noweeVe5n5hJA63BGLEwBQJBrFMA6fHi7bPoFEiZbKrOdLtcRtqQyQNC7tNwWhs6hSE2VfdL27DNWkSeqHM8BJCCDFwmNurMF54u/PGeILk35/AfvNVKAUHJ6etFY1jrFxP6r8L4aMabaqK7fS5aNPGobidB+U6QhwobUQl1uzJGG+v3LvRpqFffCpKtr/3OibEIZRKxUgmw2iaA7u982r/cKiq2+MMI45hpCd7JhJBVr73h44gzL5aWzbT2rJFAjFCiENCAjF9VLiluUsQ5iNb3ltMpK3toARi4pEkr/17Q6cgDECwMcazd6zizG9MxhOQlTGiZ+UUezj3lqkEG2OEWmJkF7jx5Djw+OVnUQw87a3N7Fz9AcuffZJEJMKQqUcw+aRTCRQUoSgKLl1jRKGPJdubMx4/dVA2dls69URsw/pur5Oqq8MMhkACMUIIIQYIKxwh9eI7mRtNC2PZWtRTjjk412poJvWflz52DZPUk6+ilBWhDSk7KNcR4kApPje2k49Gmz0Vs6oOxW5HKc5D8XlQdBnqEQOLYcQJBXezZvW9NDWswuUuYNyEL5GbOxqHMwsAf6Ci2+NtugebzQVAMhmhrnZpt/vu2fUqJaUzD2r/hRACJBDTZ0XaWrtvtCwSse4Lmn8a0VCS3esyD+611kWIBBMSiBG9wpvtxJstMwvFwNbe1spLd/2JbSuXdWxb8dz/WPvGQr7w89+RU1xKwG3nWyeO5Ly/LupyvEvXOHViccffVf/+Zz8qdllRJoQQYuCwDAOrua379tpGLMNA0T5frRgrmST1WveDdsari1FLT0dxSIoy0bMUlxPF5UQtyOntrghxSDU1rmXhi1/GstKrWMLhKl5b+BXGT7yG0WMuRbd78HpL8fsrCQZ3dDl+9JhLcLrSKf4VRUXXPSQSoYzXcjizD9l9CCEOb1K9rY/aXw0YVbMdtLRkybix3/ZYOHlQriOEEKKr1prqTkGYj8Tb21n06IMkYunl86OKffzxwklk7ZOab1COm4euOZLSLFfHNsfQoSguV5fzAfhOOgktX5bYCyGEGDgUXUcp7v67TRlS9rmDMABWIoXVtJ+AT1MbJLumuBFCCPH5RaONLH73px1BmH2t/uAeYrH05GKXO495x/+J/ILJHe2qqjN67OWMGHkumpZ+l3I4chg+8ryM11IUjSHDzjgEdyGEELIips/yBLIoGz2OPevXdGkbf9x8PFkHJ0Jvd9tQNQXTsDL3I0tWwwghxKGy4d03um3btOQdjrnkCsIphbhhMntYHi9+7Rgaw3E0TSHHbSfPqZKqrSHa0oJit6NlZ1P2xz+w+7rrIZV+UVH9fuy3/YZtJcO5++Vt5HrsnDKhmCK/E69TVsgIIYTovxS3E9uCY0j++cGujQ472oQRB+c6Djvq4BKMPbWZ2ytLQFbDCCHEIZGIhwgFd3bTatHctAGXu4BEvA1V05kz73fE4i2kUlEcdj9OVy6pZITWli0YRgKHI8DwkedSU72I5qa9qZ0rhyxg5KgL2LHtOaLRJsrKjiYrZzhud0HP3KgQYsCTQEwf5fIHWHDjt3j13r+y5b3FYFmomo0Jx89nxlkXoDsOToDE7bczbk4pq17tWo9m0Ngc3H55oRBC9E2RYIK2+ggbFqcHRUYdWUSg0I3b138+t1St+69hVdNoiSS57oGl7GyKMKzAy7fnj2R8aQCf00awoYmm/zxD05/+iBVNp6vUKyoo+8tfGPLsM4Rff53Erl0YV1zLl/6zgQ0vL+849+8XbubnZ47jjMmleB3yKCCEEKL/Ukvy0S87neTjL0N7+vtQKchBv+TgFSxXbBrarCkYiz6A1McyCmgqtrnTpSaHEKJPslIprNYQ5urNmFV1qIPLUEcNRskOoKhKb3fvwCif0E8FPlh5J9u2PImq6gwdfibDR55DIFBJIhEmFNrNu29+n9bWLQCoqp1xE67m6Ln/j1BwN7t3vUZewUSMVJQXn7u847SbNz6KPzCEY0/4Mx5P0aG8QyHEYUKxLCvzUgjRIRgMEggEaGtrw/8J+fcPtnh7O5FgG4lYFIfbgycrC91xcOtmRIJxVr68i9WvV2EkTVRVYfj0Qo48ayheWREjhOiDIsE4bzy4kW3vN3baPmRyPnMuGoHb3z8+u2q3beaB796UsW3MsfNZ6J/J4x/Uddr+j8unoWsq5WuXEP3ut7scp3q9DH7yv9jLykikDG57fgP3vrMj4zUWfmMOwwq8n/s+hBADU28+A4v+qbd+ZizTxAqGoT0GqoLidaP4Dk4q545rGAbW7lqSDz2P1ZBOg6PkZWG74GTUQcUSiBFC9DmWaWJuryL510c7B5Edduw3XIRaWth7nfsUYrEWXn35elqaN3ZpUxQbc4+7ndcW3tBpe27eOGbO/int4WoWvf1/xGJNXY6dNuMWRow8D0VRCbbt5Oknzwa6DpEOH3EuU6d/C83Wfyb8CSF6zqd5/pWnxT7O4fHg8Bzcl4iPc/sdzDh9KOPnlJGMG9jsGm6/ji6zpIUQfVTN1rYuQRiAbSsbGDmjiCGT+kctlEB+IeOPm8/qV17stN2Xm0fx0afw9AOdXzbyvQ4ShknTnlpK7r4j4znNcJjI4iXYzy2jKZzg4aW7u73+y+vqJBAjhBCi31NUFSXLD1mHLvijaBpKZSn2r1yEFflw5Y3bieKX71EhRN9kBcMk73uy60q+eILkP5/C/pWL+sVnmNOZzZFH/ZCXX/giqVS0U9vkaV9jy+b/djlm6PAzWbb451QMPiljEAZgzQd/o7x8Lm5PIdVVb5MpCAOwbevTjJ1wFR6brIoRQnw+MtJ+mIlHIqiqiu7svKrGpqv48zIXeBZCiL4kHknxwSvdBxc+eGU3pSOzcbj6/lecy+dn9oWXMeqoY1jx3FPEI+2MmDmb4vFTOfv+dSQMs9P+504t4x/v7OBbk7JIbN/e7Xmjqz4g69xzMC2LaNLodr+W9vhBuxchhBBioLCSqXStNYcdRVU7tSl+D4r/0E6UE0KIg6It3JGy8eOshhas9mi/CMQAZGUPY8Hpj7Bty9PU1y3H4y1hxKgL2L3zFXbvfKXTvjbdg133kkrF91NbBmKxJgwj8eGfW7vdzzDiWGb371RCCHGg+v4olTgogo0NbF+xjPXvvoHucDLl5NMpqByKJyurt7smhBCfimmaJOPdPwgnYiks0+y2va9x+wN4Bo/i6GuHolgm2QEfq/a0Ud0W67JvRZ6bB5bspHqYh3Hl5SR3Zw5IOceMAcDjsDGtMpv3drRk3G/eKCk8KYQQQnzEisSwGppJvbEMqzWMOrISbdrY/lVLQQghPmR9fCXMxxn9J7igqjZcrnyGjzyfYSPOQtd9GEaMPbte77Kv25VPKLSLaLQBr6+s23M6HFloWjrdWEnpUaxd/feM++XmjUPXJQAvhPj81E/eJa26uvpQ9kMcQsGGeh750XdY+Pc7qFq/lh3vL+eJ237Ia/ffTXtba293TwghPhWHW2folO4DCMOmFmB36T3Yo8+uLZrktfV1PPTGJqo27aR5/RaaNm0jx6WR7e56D03hBCVZLu5e04Z61bUZz6m4XHhmzQIgy23n/04Zg5Zh8GhiWYCh+f1jBpwQQghxqFmxOKklq0j84d+Y72/E2lGF8eI7JH57H1Zd13SoQgjR1ylZPlC7GfZz2lE87p7t0OcQDlWxbvU/qKl6m6bGdTQ1rsE0EowYdX6XfePxVlzuAiLttTidOdgdgYznHDPuCpyuPAB8vnLy8id22UdRVKYd8S0czqyDej9CiMPTAQdixo4dy4MPPngo+yIOASOZZMULTxNsqOvStvHdN2mtkQCbEKJ/UVWFEUcU4vZ3LZbo9tsZMb0QtR/MWk0aJi+sqcEeauGUtx9Bv/JCkldeTMPZZ6D+6+/85aJJ2LXOX9PPrqrh2jlDWFcTZHHecJxfvAb0vQEbW0E+Fffdi15c3LFtRJGPJ6+fxZFDclAU8DlsfGXuUP566TQK/J3TVAohhBCHKyvUjvHM610bYgmSj7+MGcmc3kcIIfoqxetGO/7IjG220+ZBP0mzGA5X88H7d+EPVLL6g7t56/Vv8erL17HwxWsoKj6iSwAlHm/F7S7E4chi1ft3ctTsn+LxlnS0K4rGiFEXMGToqaiqBoDLncfRc3/FuAlfwm73AVBQOJn5C+4nK3tkz92sEGJAUyzLylyN6mPuuOMObrnlFk466ST++te/kpOTc6j71mcEg0ECgQBtbW34/YeuAOShEG5u4p8330g0FMzYPuaY4zjp+q+jKH1/0FIIIfbV1hhl5Ys72bS0DhQYMb2QKfMr+k29q6rWKI++uYEz33yI2DNPd2kPXHc98Yuu4KlVNayrCTGswMv0ymzqQ3HWVLXx78U7OW98PpeN9OEKtZKd5cVdlI+9sLDTZ7plWaQaGgmmLKKaHc1mIy/Lja4d8FwMIcRhqj8/A4ve0Z9/ZlJLV5N6+Plu2+3fuxo1L7sHeySEEJ+f1R7F3LyT1AtvYzW1oRTlYltwDGpFCYq770/KsiyT9WsfIJA1mDdevQnL6pxOzW73MX/BPwmH9rB1y1Nomp3SsqNJJIK4PYUsefenaDYnY8ZejtOVC4A/UInbnd8l3VgiHiKZbCdlxFAVDbvdJythhBCf6NM8/x5wjZjrr7+ek08+mS9+8YuMGTOGe+65h9NOO+1zd1YcWhYW5n6Kiu2vTQgh+rJAnovZ5w1n2oJKAJxeOza9/wQXWtvjzC+2E3vu2YztbXfeQdmCBdwwbxh1oTh/e2sbV9y7DICbjh/O8187hj0tEdp0jcCQCjx+B3ZN63QOIxgk/O671P/iNlL19QC4j5qJ9cMfQcWgQ3p/QgghRL/ySfXlDmz+ohBC9CmKx4U2aRTq0HIsw0Cx2VC8/SclWSIRJpkMs33rM12CMOn2EOvX/ZuJk28gL288tbXLWfHeb2lvryY7exSz5/zqw/2CeH1luJy5GYMr4VAVSxf/kprqdwELpzOXydO+TmnZ0Tgc/WtigRCi7zrgQAzA4MGDefXVV/nzn//M2WefzejRo7HZOp9ixYoVB7WD4vNxef2MnHkMqxZmnt01bu7xshpGCNFv2ewaXrv2yTv2IUZ7O8ldu1BMJ3q0ndR+Bn4aq+rR84opy3bz9eNHcMVRlZgW+F06OR47I4t8+71WdNVqqr9+U6dtkXcXsfOyy6h8+KFOKcyE6EnxaIpoKIGRNLE7bbiz7GiySksI0YvUwd0XdFbKClFcfX/muBBCdEfxeehvIz/t4VqCwZ14PMXs2rmw2/2am9bT0ryRouLplA06htz80RipOJrNgcuVh6ruf+gz0l7PKy99mXC4qmNbLNbEordv5Zi5v6W8Yt5BuychPg3LNLGCYYjGwWZD8bj6xUo20b1PFYgB2LlzJ0888QTZ2dmcccYZXQIxom+x2e1MP/0cNi99l2iwrVNb+diJ5JZX9FLPhBDi8GMmEoRfe53qb30L549+BsNHkdrP/imXm5XbmynLduN36fhd+n72/tixTU3U//pXmdvq6mh9fxWbIzbKsz3k+xw49f4V0BL9V7ApylsPbWLH2iawwOG2Mf3UwYw4ohCXt2vtJyGE6AmK34M2ZxrGG+91brBp6Oee2K9mkAshRH/X3l7LwpeuwTINjpz1I7zeYoJt2zPu6/EWU7X7dQJZlbjdBXg8RZ/qWq2tWzoFYfa1YvntuDwFqIoNt6cAp1NSVIqeYUViGGs2k3r6dWhP16lThw3Cdv58SZXaj32qKMo999zDN7/5TY4//njWrl1Lfn7+oeqXOIiyCou4+Oe/Y/WrL7Jp8TvoTidTTj6digmT8WbJL68QQvSUVEMDNbfeCoBx9x34//p31OnTiS5b1mVf55gxLA0qbIi1cfaUzLN0U83NGC2tWKkkWiCAraAARU2vKkjFYsQ3be62L+2Ll3BXdRaLtzXzq3PGc+LYIjwOmVwhDq321jjP/OkDWmojHdvikRRvP7oZm64yZlYJitrf5msKIQYCxeXEdtyRqMMrSL2yGEIRlKFl2OYegZIb6O3uCSHEYcM0U2zZ+ATh0B4AQqFdjBx1EdVV72bcf/CQk3n3rf9j1JiLM7YbRoJotJFkIozN5sThzMFu93a019et7LYv4dBu2sPVvP3GLeTlT2T2nF/i8RR+jrsT4sCYW3Z2qV1nbtlF4o6HsX/1EtSs/WfHEH3TAY+4nHTSSSxdupQ///nPXHbZZYeyT+IQCBQUMvO8i5l80mkoqoa7nxXPFEKIgSBZU4MVTc9mSVVXE7n1uxT88lfUfvMbJNau7djPMXw4iVt/wa+e2cUPThnd5TyWZZHYupXqm28htm4dAFpODoU//CGe6dOwYjESZnqb0dycsS9GSRktkSQJw+SmRz/g+a/5GV0s3w3i0GpriHYKwuxryVPbqBiXizdbltsLIXqH4nWjjRmKWlkKhgEOO4r9wFejCiGE+PxisRa2bn2q4+/LFv+Sucf9ianTv8nK5X/ENJMAqKqdiVOup2rP2+i6G1Xr+nkdjTazcf1DbFj3AIYRAxTKyucw/cjvASZYCk5XTrd90XUvppEAoLHhA1Ys+z1Hzvo/dF1WSYpDxwqGST3zRubG1hBWdT1IIKZfOuBAjGEYrFq1irKy7nPnir5N0zQ8sgJGCCF6z8fqwcTef5/GH96K8vPfoLe2QH095OWxOqbzk2d2gWVx5NDcLqdJVlez85JLMVpbO7apLieax03tj39CbONGqm67g/IvXIbx59u79kPXSU6byerHtnVs+teinfzkjLHYpE6HOIQa94S6bYuGkiTjn1AsWwgheoDkXxdCiN5kgbX3mdCyDF5beD0nnnwfx8z7LbFYM4qiousetm5+kqo9b3HkrB/jcnXO2mMYCTZteIS1q//e6dx5+ePYueNF1q/9F1OnfwOfrwxNc2AY8S49GTr8DHZsf6Hj77t3vcKkqTdIIEYcUlYyhdXY2m27ub0KbczQnuuQOGgOOBDz8ssvH8p+CCGEEAOeXlKC4nBgxfc+5KsuN/ZYmEfqLB5YrdESqcOmKfz6+EHMzQHrjYWE83KxV1aiFxWhqCqRRYs6BWEACr//fWq+9z1S9Q3YhwxhV1sCY8oxVJy4gcRLe18eFJcL522/4ccrOq+U2dHUTsIwJRAjDilfbveDmzZdRdMlLZkQQgghxOHM4cimcsgC1q/9Z8c2RdEwzRSKorJh3YOEQ3tIpSKUlM7mxJPvJRZrZuf2F8nOHYXTmYPD4ScabWT9un91Onf5oGNJJtpZu+bPAKiqzro19zNz1o9Z/O5PSKX2rtwuKT2KvLzxbFj3YMc2yzJIpaKH+F9AHPY0DdxOiMQyNiv5Msm+v5Jk8EIIIUQPseXnU/i971H7wx92bMs671yqLr+E0088iVPPuZBWzc7wXA+tP/4hVUuWdOynBgIMuudunGPH0r7PdgDnuLHEN24iVd8AQGL3bqaWeDntvg+4+cTLOPaSK3Ht2go+Pw05Jfz4vSYW7WztdI4jh+TitGmH7uaFAPJKvdhdNhLRVJe20bNKcAccvdArIYQQQgjRV2iazohR57Nj+wtEI/UAlJYdzc4dL1Jd9Q5jxl6G21OIbvMQjTWy8MVrMc1Ex/HDRpzDxEnXkUxGMFKdB7Irhyzg3bd+0PH3lqaNgMKG9Q8yc9aPSCbbAXA4s2lp3sC7b/8AsDr2t9nc6Lrn0N28EIDi86DNmYbx/NtdG3Ub6tDynu+UOChk2qsQQgjRQ1SHA/+Ck6l46EE8c+bgnDIZS1Gx4nHiT/+P5BUXUfzIvbTfcxeRjwVbzLY2dl31RVLNLTiGDevU5hw1msjy5Xs3JJO4ly/i9HEF3PZ2NSc/uYerduWwbfB4znliG4t2tnU63m3XOGNSCaoUSReHmDfbyRlfm4TT0zmHd/nYHKaeVIHNJo+mQgghhBCHO6+3hPkn38vESdcTyBrC0OFnsnvXa7SHq1m25Je8+dq3SBkx3n3rB52CMABbNj1OddU72GxOFOVjE80s88NaMWmbN/2HSVNuoLlpPW+9cTMrl/8B0zJYu/o+Vr1/F6bZefLQmHGXd0mBJsTBpmgq2owJqJNGdW5w2tGvOQ9F6sP0W7IiRgghhOhBms+He/JkfL/+Lbtb49i3ru3U7jv+OKpvviXjsWY4TGz1avwnnUTDn/4MqfSLgdHejpaV1Wnf6E9/yM1PPsuMYjd/XV5PTVuM97Y384/LpnLr0+vY3ZxeUj+m2M//O28CZdmS51gceoqqkD/Ix/k/mE6wIUo0lCS7yI07YMfltfd294QQQgghRB/h8RYzZvyVVAyeTyTa0KluTGHRVGqqF2FZmesLrln9d44vuYdBlSewc58aL6rWeTJQLNbMtq3PcMLJ/2Dtqr9RV7ucjesfYuasH7F2zf3s2fUalmVgs7kZM+5yho84B+1j5xDiUFD9XmznngDzZ2HWNqC4XSi5WSgBH4qkE++3JBAjhBBC9LBgNMn9y6q4feFmnj53CLrdjpX4cCaXouz9cwbJmho8s2dRftedVH3t65jt7bS/+SbFt/2C4DPP7N3RNGk753ROvu0XzDl7IomWNuxNVWTrNh67ajpBA1RFIdutk+uVdFCi5yiqgi/biS9bimELIYQQQojuhUK7efn5qygonELZoHls2fQ4AA5HFtFIQ7fHRSMNWJbJ5KlfIxpppL7uPQCCbTvJyh5Oa8vmjn23bHqcaKSR8ZOuYdTYKIl4kFishSnTvsHkqV8llYqh625crnwJwogepbpd4HahFub2dlfEQSKBGCGEEKKH1QZj3L4w/fB/1+pWvvWNm4n98mcAmO3taHl5GI2NGY91jh6FarfjmTGDIU8/RWL3bsxIFMewoeR99as0/vGPHftaySShlxdSNHMmtiHlwDgAij78nxBCCCGEEEL0RYlEiPeW/Jp4vJU9u99g7nF/oGrPm0QjDQTbdlAx+ER27VyY8dic3DHYbC4cDj9Hz/0V0Ugj7eEq3J5CSkqP4pWXriMWa+rYv75uOQoKBQWTURRJ1yyEODQkECOEEEL0sFfX13f8+dmNzZRNG8kFf70X9eF/0r54CXnXXE3dL27rcpxjxAj08nRhPkXX0UtK0EtKOtpzLr0E//wTCb/5JmY0infOXPSSYmzZ2Yf+poQQQgghhBDiIInH26itWQyAZRksXfRzZsz8AfV1K6mueoec3LE4HFnE460fO1Jh0pQbcTj8ADid2Tid2WTnDO/Y46RT/0Vz0waam9YTyBpCXv4EPJ5CCcIIIQ4pCcQIIYQQPSyaNDr9/a/v1fGwS+ecY79ImVvl/KmlFNntNNz+B4zWVlBVfMcfR+F3voOeny4O2RSO0xZNApDl1snxONB8PjSfD8fQoT19S0IIIYQQQghx0Fhm53em9vYaXn/laxQWTaesfC42m5sTTvo7S979KQ0N7wPg8RQz/cjvkpU9DAAjlSAaa8RIxdBsrg/Ti9nweIrweIooHzS3h+9KCHE4k0CMEEII0cOOHVXAH17Z3GlbWzTJP5bXctTQXM45Npus887DM2cOVns7it2BlpON5vWSTJmsrw3y3SdWs7Y6yBGDc7jyqEoq8zz4nDYK/Q50TeulOxNCCCGEEEKIz89u95GdPYKWlk2dttfVLqOudhkVlScQyBrMnGN/TzzehmWl0O0+3O70xLVIpJF1a+5jy6bHsdlcDB95HsWlR+Fw+HE6c3A4Ar1xW0KIw5gEYoQQQogeVpbt4oTRBby8T4oyAIdN5do5Q2iPJwm43NiLi7scu7slwnl3LSKeMvnOSaMwLYtb/7eGxnACj13j8qMqueKoSgr8UghdCCGEEEII0T85XTlMP/J7vPzCl7CsVKe2ysEnEY+3kUrFcTgDOJydgyrxeJDly37Drh0vkZU9nMlTv8a6NfexZtU9AOTlT0ivnMkaiqrK0KgQomfIp40QQgjRw3K9Dm45eRRTK3N4YsUeWiJJZgzO4fxp5dy+cDOTygN85+RR2G2dV7YkUgb3vruDeMrkhDGFhBMp/vzqlo729oTBw8t2M9irsWBULu4sP4pNvupFD0vFIVwH4XpQbeDJB18xqOonH2saEKyGlu0QaYb8UeAtAHfOoe+3EEIIIYToU7zeUuYd/yc2bXiExsY1uJw5DBl+Bqqi8erLX+G0Mx///+zdZ3gc1fn38e9s76ve3HvvxmDTewuht1ATQkgCSSjpCWn8n/SQTiohBQghgYTeMb0YbNyNe7esrpVW23fmebFGttCuAWM1+/e5Ll2xzj1z9gyR5Zm5z7kPgeCgbuclE81s2fQkYDBj1hd46fmvkk5HO+ONDctYsug2Zs/5Ih5vGU6ntxevSiSnOZGkJZkinskQdrsocbvxO9/f83skmaIpkWRje5Qil4tBAR/lXg927XPUr+ntjIiISB/484sbWbotwlnTB+FzO1ixI8Kn/vEmibTJuoZ2PnXUSKrCXR8I2hMZ3tjYDMBZ0wfx5f8s6RL/xhE1HOeJYr/zVuobG/EfcThF55yDc/BgjPfzElzkw4rWw8oH4KlvQTqWa/OXw3l3wJBDweEqfG42A9sXwhNfh1HHgMMLS+8BmwtO+zEEq3rlEkRERESkf0ilIrww/yZGjDyVyVOvIpVsY+3q/9AW2QhAW2RT3kRMLJarPFBVcyi1O17rkoQJF41k5uwbqd3xKi+/+HXc7mImTLqUouKxeDxFvXJdIpvaonzjtbdY39YOgAGcNmwQn508jlLv3qtbNMYT3Lp4JR6HnWHBAMuTrby6s4GbD5nK+OKwkjH9mBIxIiIifSCdNVlZ28bK2rZuMdMEK885HqedypCbt3fmbtY6Urs3sPz0rAqOX/EsyTv+3NlmZTK0j56IaQvg9rop9rsIepz7/VpEAIi3wrY34dEvdm3vaIA7z4bPvg6lowqf37YdmtbClHNh6b8h1Q4jjoZxp8Hy/8Kcq8GuW1cRERGRg4WFRSYTY+2a+/LGTSubt93lCgFQVDSKxoale7QHmTn7Rl5+4eukUrnnMIfDSyA4CJvNSSIewuUO4vNV7OcrEdltS3uUG19+gx0d8c42C3hk83bCLhefnjwOlz3/RMp0NsuLO3ZyxojBPLJpOw9v2ka5183l40fy2s4GStwuqv2+XroS+aD0NCsiItIHzp81hPsWbc8b+8jUaop93VcO+N0OPnPMaKo9NkYU7Y7bbQbnjvCSvHl3EsZ14cdYe+K53PLyTra99CqGAcePr+BbZ0xiaIluzKQHRLbAyz/PH8umYck/4dhvQKEZWh0NsOJ+WPfM7rbGtbD8Pjjvr7lyZ+HuMx5FRERE5MDkcoXwB2roiO7oFjMMO+GikXnP83hLqa6ZS3XNPKJ7nDti1Bm8vfLuziSM21PMvCNuYc3qe3n6iauxLBOfr5JZh9xEVc2huFzBnrkwOWg1xhOsbW3vkoTZ030bNnP+6GEFkymtyTRht5svvryQrJWbvrk12sGihmYuGTuC+lhCiZh+THVKRERE+sCoCj9Hjynv1l7id/GZY0bhcdrznAXTfRmuW/0o3sceYM6wolxf5X6MxQs7j3EOHsz2U8/nmoc3sq0ld4NnWfD0qno+9qfXqG3Nf9Mn8oFkkrl9XDIJSLRB0wZoWlf4+NrFkE0VjsdbuiZh9mxf9FewzA87YhEREREZQHy+cg6b920Mo/uz0bSZ1+LxlOY9z+0KMWHS5Sx+6zcMG35SZ3tFxXRqd7za+f3M2Tfw5us/YvvWF7B23WvGYnW8+PyXqa9bvH8vRg5a7ek00VQagNZkih2xWMFjk1mTRDb/Si+ARDbL75ev6UzC7OmfazbiLLCSRvoHrYgRERHpA+VBDz85fyovrWvkjpc30ZHMcOrkKi6aM5QhBVasZKNRmm69lfYHH8ReVMT3b/sLH29PYmDkMi27GJd9nB++3pC3j20tcZbviFBdpA0pZR+l49CyCV77HexcBuXj4YjroXUzlI2FLa/lP696BthduZ/VjgYws+Atgnc2R139WOHPXP0oHP/t/XwhIiIiItLflZdP5bQz7mbFsr/S1Lgcf6CGSVOuorhkLE5n/mea9vZtzH/6OiwrS2vLWsZPvJS3V97ZZWW2x1OKZZm0t2/N28eiN2+ltGwiXm/+ZI/Ie6mPxVlQ38hDG7eBAReMGobP6aDKV/hZ3GO347HnEo8d6QyxTAanzUaRO1cRI5nNsiXakfdck9zqmIklRfv7UmQ/USJGRESkj1SEPJwzczDHjqsga1qEfc69zmDJNDTQ9tBDAGRbWzGuv4a/fv27bA+VEg6U0bjrOGv4KFY+1liwn1fWN3HiRG18LvvANGHzy3D3BblECsCORYAJniI45Or8iRiHG6ZdmCsvtupheP13kGyHMSfDEV+A4hFgy78KDADDDo7u5fpERERE5MBmd7gpKh7DofO+STodw25343IFCh6fycRZvux2rF37x6xY9hfGjD2XY47/FZZlUlU9h521rxMMDaWleXXBftrbNpPNJPb79cjBoT4W58aX32RdpL2zbWljC786cg6JTJbBfh/bOrqvjDlv1FBCLierWyL8ccUaVrVEKPd6+Pj40UwvL8Fh2/uKF9fenqmkz2m9koiISB8r9rsoC7rfcxlxtqmpy8qXTH0Dqes/S9WNn8RY8ArFl18OgNERpdjnLNjPkGLVjJV91F4L/71mdxLmHSsfyCVVti+Ek/4P9nw4DlbDJf8BVwjuuxoevSlXwixaB2/9Hf5wNLRsgGkXFf7cKReAO9Qz1yQiIiIi/Z7D4cXrLd1rEgYgEW+huXFFl7a1a+7j+WevZ8WyvzB56tU4nH5SqQheb1nBfpzOAIZeass+eqm2vksSBsACljS18GZ9E1+aOYlxRbufb+yGwRnDB3PRmBGsbI7w8Wde5uWdDTQnU6xubeOrry3iztXr8TnsjA7n37vIbhiMCu/974f0La2IERERGQCsTAYrm3+PjGxrKw0//RkjH3uUwFFH0v7yK1w162R++uK2bsfabQbHja/o6eHKgSrWCB15Vlul4/DKr+DIm2Dpv+Cs23LtDg8UD4fikbDtddj0wu5zXH6YcAYEquDtx2Hq+TD9Ulh8Z9e+g9Uw6Ux45ntw+PUQHtRTVyciIiIiA5xpZfD5q7qVHLMsk8aGpezY/jKnfuQu1q2+j5LSidhsTkwz3a2fseMvwOMpnKgRKaQ1meSBjflL3v3j7fX85PDZvFxbx4lDqrl64hjSpkW5191ZsuwHi5ax55P/pJIw08pKSJkWlgXfmD2Vzzz3Wre9ZK6eNIb/btjC0TVVjCsO4XXotX9/o/9HREREBgArkyFTtxPP5Ekklq/oFvdMmojhdhM44gi806ZxftpgSVOKp1bWdx7jdti47ZKZVIU9vTl0OZDk2RSy04b5cNItcPy3IN6Sq8HtLQH/rgfY5fftPnbaRTDxTFj6b9j4ApSPg9hxcPzNMOU8eO02SLbBiKOhZgY8+HmIbM2VPbvk3xBUaT0RERER6S6TSTBq9Eep2/lG3vjgIUcRCg1l2szrSKXaOfq4X/DC/JvIZneXIauuOYyx4y/EbtdrU9k3ZoHnpqRp8tdV6/jB3Bl0ZLIkMlm8DjtlHjdOu50NkXZ2dMQBKHG7+MrMyaxva+eV2gZcdhuLm5o5pLyUO088ggc2bGVJUwvlXjcnDqnhjbpG7tuwhXvWbuJPx85lcmlxb16yvA/6jSIiIjIA2DweLNOk/Prrqfv+D0ht2NAZc40cSeU3v4mjOHejZQ8GqQR+dO40bjwxwZKtrRT5nEyqCVMZcuNyaIm97CN/GfhKINbcPeYO5vaJCVTkvt7tnc1URx4Lg2bDPy/eHduxCJb9Gy69H6qmQPUMSLXnkjvP/2j3cTuXQtN6JWJEREREJC+XK0Bb+1YmTr6SVSv+0blXjM3mYNqMazvLkdntTrzeElxVs/nIWf+hpXkNyUQLJaUT8fkr8Hj0Elv2Tdjl4iPDB/PzJavyxj8yfDBht5uwu3vMbhgAGORWvvx88coue8ksamhmbmU53zpkKkfXVJKxLFqTKb73xlJimQyQK4H2yyWr+Mnhsylya5/N/kSJGBERkQHCP2cOWz97LSWXX4a9pIRMXR2OigqykQj2khJsXm+X40v8Lkr8LiZUa28N2U+C1fDR38C/Lum+Oub0n+dKkW15DZbcA1YWpl0MpaNziZmpF8Crv4VDrsrtM/NuZgb+92m4/AF44Ufd4+/Y9CIMP3z/XpeIiIiIHBC83jIcdg+R9u0cfdytdHTsxDDseL1lxDvqcXuKuhxvtzsJBGoIBGr6ZsBywDEMg2MGVXH/hi1sbu/oEhsTDjKropRt0Q5e2FHH6pY2JpcWMa+qgiq/l7DbxfjiMEUuJwvqGrskYd7xal0DdbEEj23dwX3rN+cdw7LmVpLvKl0mfU+JGBERkQHCWVPD4F//ioZf/or2+fOx+324x4+n4qabcA3SvhnSC2x2GHkMfOoFeOnnUL8CysbCETflVqk89hVYsasEWfl4qJqa2z+maAj4K2HudZBNQ6ojf/9tO3IJHqc3d14+Wg0jIiIiIgXY7S5GjTmTHdteYsFrP8DMpnC5QowZdz7DRpyM0+nv6yHKQaDS5+VXR87h+R11PLRxKzbD4KwRQzm8upy6eILrnn+dpGnittvwOuxU+jxE02lKPC6+OWsKixtbuHPN+oL9z99eS4Unz5KaXYJOB8au1TXSfygRIyIiMoC4hgyh+nvfpbz1BrAs7MEg9pBWvEgvaa+D9h0QrYdjvw4ON/hKweWH1Y/vTsJMOhvGnpIrK9a8q4zeiKPhIz+HyLa9f4bhgBmXwYI/do/Z7DDiqP17TSIiIiJyQPF4ihk5+gyqag7DzKaw2Zx4fWUYhq2vhyYHgVgmQ3MiyZb2DiYXhzm8qhyPw06px0N9LM5XXllI0jQJOB18d850Ht60ja+9+hZZy6LE7eJLMyYxp7KUv68unIjZ2Bbls1PG8/sVa8i3G80Fo4dTqrJk/Y4SMSIiIgOMzefD5fP19TDkYNO8Ae6+ABrX7m6rmgYX3ZVbxfLabbm2QAVMPhfuvaxr+bKNz8Mdp8CVjxRe8RKoBJcXjrgBtr0BO97aHbPZ4fy/Q1BlI0RERETkvfl85X09BDnIRJIp7t+whT+vXEt217OQ22bj5kOmMq+6guZkiuZkCoBrp4znd8tXsy7S3nl+czLF1157i5/Mm8nJQ2r4x5oNeT/nzJFDqfR5+PYh0/jeG0sw94jNKCvmrJFDsduUeOxvlIgRERERkb2LNsC/LuuahAHYuSS3r8s5f4ZUNNc2/dJcUubde8hAbiXNzmVw6o/hwc91jRm23P4zwWowDLj4X7nkz6aXIFgJw4/MxZyenrlGERERERGRD2FVS4Q/rFjTpS1pmtz8+mLuPPFI0tlcysTvcBB0OrokYfb000Ur+PmRc3hy6w7q4okusRllJYwrCuF1ODh6UCX/Kj2aN+ubiCRTzK4opcbvo2QvZcuk7ygRIyIiIiJ719EAdcvzxza9BNkUTDwLti+E8nHw+u8K97XqIZj5cfjkM/Diz6B5fW4vmcOvh5KRuSQM5JIvwUoYNnd/X42IiIiIiMh+1ZZKcfuqtXljFnDf+s1cMnYkTpuNar+XDW3Rgn3VJZLUxmL85uhDeW77Tp7YsgOXzcb5o4dzSEUpZd7c5DSvw8GQgIMhAe19NBAoESMiIiIie5eI7D0ea87tC/PabRBvhkAVtGzMf2zRMLDZoL0WTv4+2J3gKwGnD+It0LgDMgnwFkGgGuz2/X45IiIiIiIi+1Mqa7IzligY3xLtIOhy8IkJo7l/wxbKvYVX+rtsNsq9XlY1R5hTUcbxg6rwOZ0UuV1kTJOdsTjtqTQeu50it4ugy9kTlyT7mRIxIiIiIrJ3/rLCMZsdvGEoGgKfeAKW3w9zPgVPfK37sYYBw4+Af5wJZjbXNvEsOO0n0F4HD16XW2ED4C2G47+Vi/tKuvYTrYdUB9gcubE5vfvjKkVERERERPaJ12FnfFGIhnj+ZMz00mICTidnjxzKsKAfn8OBz2Enlsl2O/akITXcvWYDj2/ZAUDY5eTnRxyCZVk8sXUHf1qxlo5MBoA5FWV8ddZkavxd95FNZjI0J9NkLRO/w0GxypX1Oe3aIyIiIiJ75y+DcafnVrOMPQWGzcslYACmXgz+ityfi4fB3M/AhI/A1Au79mF3wqk/gcV3707CAKz8X24vmL+dsTsJA7nVMQ/fAOvn725LRmHDc7ljfzUdfjMLHvsqRLb3wEWLiIiIiIi8P36nk09OHIPLZmN2RSmHV1dQtiv54bHbOWXYIGyGQZHbxXGDqxlXFOTnRxyCz9F1ncTU0iKOHlTJ01trO9siqTS/W76aF3bU8YslqzqTMAAL6hv5wotvdEkA7YzF+elbK7ngiec57/Hnue6FBSxqaCK+x3nS+wzLyreTquypra2NcDhMJBIhFAr19XBEREREel/zJtj8Mmx6AXxlMPIYaN0G40/L7eXybq1boX1n7hx3EGpmwPM/hDVPdD0uWAXH3QwPXJv/c4uG5lbamFloeBvuOq/7MRWT4LL7c33JfqN7YPmg9DMjIiIiB7OWRJIdsTiPb95OLJNhRnkpXrudwQEvo8IhHLauayIypsm2aIyVza3UJxJMLy1hTWsbty1fTSLbdaXMN2ZN4fcr1tCUSOb97D8fM5dKv5eOdIavvrqQTe0dXeIG8PtjDmNaWUne82XffJD7X5UmExEREZG9a9mcKyfWsml322u/hbP+AO5A/nNCg2Dbm1A5CdwhePuR7kkYgOLhULei8GdPPg+W/Cu3AmfpPfmPqV8BjWuViBERERERkT7Rnkrz0KZt3LZ8dWfbI5u3M74oxI/nze6WhAFw2Gy47TZi6QyTi4tw223cumRl3v59TkfBJEy1z4thM/jKKws5e+TQbkkYAAv45ZJV3HrEIRS5Xft2kfKhqDSZiIiIiBSW7IBnvts1CQMQrIZYEzSth+0LcytmUrHdcZstV8Lsjb/AvZflEi75dDTkVr3kE6yCignwzHdyZc/2lrDZ+Pz7vyYREREREZH9qC4e75KEecfwUIC6eJwVza2si7R3S6aUedwMCwW48eU3WRtp7yxn9m6mZeG12/PGPjFhNN987S0CTifLm1sLjnFlS6TbShvpPVoRIyIiIiKFxZtg5QNd24qHw+m3wpPfgCe+lmvzhOH8v4IrAFteze0rM3QenPELiNZBNp3bY6Z1c9e+mtbDsCPA6YN0rGtsyvmw6G+5P2dT4PJDqvvsLgACWg0jIiIiIiJ944nNO7q13TBtAts74nz2+ddJmyYAZ40YwoVjRrCiuZXWZIoZ5SWMCgW556Sj2Bbt4OMTRvOTt7pPQFvc0Mw5o4Zy15qNXdpdNhsBp5PaWJwSj4tid7jgGANOh1Zl9CElYkRERESkMDOT+9rT8d+CBz6b2wMGcmXDzroNnvsBbF2w+zibA658FALl0NEEH7sXHvsSbHwhF/cWw/HfgfAguPwBuPsCiLfsPn/QbFj1UO7PKx+EKRfAwju6j9Fmh9HH7bdLFhERERER+SBaU6ku308rKyaWyXLvuk2dbUfVVDK2KMylT71Ido9t208cXMWnJ48j7HZR7HFzw7QJ/HnlWtrTGQzg0MoyLhk3EpfNxrZojOd31HWeW+3zYu7qa2VzhE9OHINBrhTZu50/ahglBVbcSM9TIkZERERECnMFoWIi1O+qVRyoyJUgeycJAzD2FFg/v2sSBuDYb8DK/8GCP+aSOd5iOPQzcPL/A2zgLYJANdjt4JkFn34ptx9NvBXKRoOvFKpn5MqirX4ULvg71C6BHYt2f4bNDuf/LVcqTUREREREpA8cN7iKhzZt6/z+9GGD+f0epcoMcqthvvjym5h7nDc86OfUYYO59oXX2RlLADCnsozvHzaTkMuJz+Gg2O0i4HIC8PVZU7hm8li2tncQcrmo8XtpS6WBXPLlwY3buHH6RH6+eGWXz5lWWsw5o4bl3atGeocSMSIiIiJSWKAcTvsp/O10sCwI1kDz+q7HTDwTHr6xa1v5eHAHcvvLvCPeAs99H178KVz7OoQH59o7GrRS/08AAQAASURBVCBanythFqyG8nG50mYAR30RVj2QS+TcfzWc+D2Y9znY8RaUjoIRR+f2knF6e+6/gYiIiIiIyF6MDocYEw6yNtIO5MqANSd3r5IZVxxmeXNrl+QIwNWTxvK9N5Z2WVGzoK6RBXWNfHzCaK6aMBqHzUYym6UpkWRnLI4Ng/FFIYo9blx2Oy6bjWmlxSxpamH+9p2YlsVPD5/NmkgbyYzJvOpyBvl9Wg3Tx5SIEREREZG9q5kOVz0FT96cW7FSMqpr3OGBVLRr2/RL4I0/5+8vm4KVD8ERX4DWLXDvFV1XuVRPhwv/AUVDc8mWS++DBz8HkW3wyE1QMwPO+h2UjgG7bmdFRERERKRvlXs9/OzwQ/j3+k38d8MW4pksxW4XLbuSMQGng9Zk1/JlpR43HelMt7Jm7/jX2k2cOWIIfoeDp7ft4OeLV5HatdeM127nG7OnMK+6gmKPm+8dOp1fLFnF89t38vyOOl6ra+DTk8Zy9pihhN2unr14eV/05CoiIiIie+fyQ2gwjD4BSkZCyQjwl+dWsgA0b4TKyVC3fPc5wapcSbFCdi6FVAdseQ0OvQaa1sJbd+ZKntUuhv9cBRffA/5SGHVcLhEUbwXDBr5iCFT24AWLiIiIiIh8MOVeN1NLihgeDFDhdXPRmBH8bld5so1tUU4eUtPl+FKPm9qOWMH+YpkM6WyW+lQal83O9dMm8tyOnbxR10g8m+Xm1xfz9xOOYExRiEqfl2/OnsJnJ48jmc3iczoo27ViRvoHJWJERERE5L1F6+DZW3J/LhkJZ/8eHv0SNG+AhX+F474J9121+/jWLbnyZLVLuvdlGLnky/L74aVbob0WqqbAKT+CNY/Bkntg2wKIN4GZhp3Lcm0uP8y8PJcEEhERERER6UdaUyn+sHIt63aVJ/vSjEmcPXIoD27cSlMiid1mMCzoZ3N7BwD1sQSDA/6C/R1WUUoya/KHFWt4o74Jn8POKcMGce7IoXz3jaXEMhnuWbuJ66dNoCmR5LHN29ka7eDQyjLmVJYpCdPPKBEjIiIi0gPSySTR5kbWL1xAe1MDw6bOpHzYCIIlpX09tH1j7VHNuHkDPHQ9HP4FCNVANp1bEXPp/fD4V6FxTS5xcuw34D9Xdu/r8Othyd3w5h2727YuyH199DdQv2pXAseAey6F7W/sPm7R32D2J+DYb+ZWy4iIiIiIyIBlRtqxahsx396AEQ5imzQaoyiA4Rp45bQsCzLm7uemn761go8MH8yP5s0ikclS5HLys8Nn85eV63hy6w5aUyn8TgdVPg87Y4kufQWcDq6aNJarnn2F5K4+E9ksd6/ZyKLiZq6fNoHvL1xGwGlnQX0jN7/2Vuf+M89u30mx28Xvjj6M4aFAb12+vAfDsiyrrwfR37W1tREOh4lEIoRCob4ejoiIiPRz6VSSjYve5OFf/AhrjwRGcXUN537j/wiXV/Th6PZR61b43VxItnePucPwmZehaEhu5UyqA2wOcPpg9aPw5DchEckdWzYWzvsr/H5e/s8JDYJjvgqL74Jxp8NTN+c/7hNPwNDD9sulSX66B5YPSj8zIiIi8kGYLW2k/3gvVl3z7kYDHB/7CPbJYzDczr4b3D7IWhb/eHs9v1+xplvMAL59yDROGTaIRCZDSzJFxrIIOOx0ZLJ86/XFrGzJPTO5bTa+e+h0Htm0jRdr6/N+1s2zp/K75av5/mEzuPaFBaT3SAC9Y0ZZMT+aO4uQ9ojpMR/k/lcrYkRERET2s46WZh751Y+7JGEAWmp38NI9f+ekT12H0+3po9Hto2AVnP4zuP9T3WOn/yQXh+57t0y7GEYeC/FmsDlzZcU2v1T4c9q2g6cI5lyzuxRaPgv+BINn5xI+IiIiIiIyoFipNJmnXumahAGwIHP3I9i+9kkMd3HfDG4f2Q2DU4YN4oGNW6mNxbvERoWCzCwvAcDjcFDt2P0cUwzcesQhtCZTJLNZgi4nNuCbOxsKftbChiYOrSyjKZHKm4QBeKuxhdZUWomYfkJPriIiIiL72fZVKzGz2byxNa++yBEXXUa4fIAlYuxOGHsaXPU0PP+jXPmxsrFw3M0QrIRoPdjsuUSMYXQ9r2hI7usdzsJ1kAEoHgZOb25lTSGpdjCzSsSIiIiIiAxAVjSG+eaKAkELc81mbGUDKxEDUOXz8rtjDuPRzdt4bPMO7IbB2SOHcMLgKrIY1MfiBJ1OvM6uzzFFbhdFeyRMGuIJvA477elM3s8JOp1cPGY4ixqb88bfkbXyJ2mk9+nJVURERGQ/i0fbCsbMbBYzkz9J0+95gjDkEDjvL5COgWGHprVwz8egdjEEa+CI62HCRyGwl/Jr5ePA4YFMontsyKEQawKHD8acCG/dmb+PqReBw70/rkpERERERHqbZcFenousaKwXB7N/Vfm8XDFuFGeOGIINg6Rp8o81G3lo4zbSpslRNRVcPWksgwN+7HtOYttDkcvJWSOH8o/VG/LGjxtUyYa2KEMChSe5Vfu8BJ0Dq7zbgczW1wMQEREROdAMHj+pYKxk0GBcXm8vjqYHeEK5UmTb34Q7ToXtC3OrUyJb4ZGb4KlvQ7yl8PnB6lwyx3jXraivFE6/Fd74M/z9DJh8LnjC3c8vG6v9YUREREREBjDD5cSoKTx5yzZ2WC+OZv+z22yUejykTJPPvfA696zdREcmQ8o0eXrbTj7+zCvs2EuyyWm3c96oYYwMBbrFrpsyjlgmy9deXcRz23dyytCabscYwJdnTqbMO8AqMRzAtCJGRESkH7MsC6PADBnpv4LlFQyZNI2tK5Z0ix135TX4iwbeEvtu2mrh0S/mjy25O7cyxlvgOh0uGHUcXLsAlv0HGlfDiKOhZCRsfQ3efiR33BPfgPPugMV3wdqncitgZl4Bsz8Boe4PGyIiIiJycNJz08BjBP04zj6e9G3/BOtdsRGDsJUU9cm49re3GprZmifhEstk+MfqDdw0fSJuhz3vuZU+L784Yg6rWyM8tWUHYbeLuVXleB0OvvLKQpKmyd1rNvKlGZMYHQ7xwMatNMYTTCgO89kp4xgZDvb05ckHoESMiIhIPxRtbqJ+03pWvfg8br+fyceeSLiiCm9QN1IDgT9cxGmfu4mlTz/GosceJNnRQcWIURx7xdVUjBjV18PbP5JtENlWOF67JFeCrBCnF8rGwLFfg3grbHgONj4PG+bvPqZ+Za7s2eRz4ZTvg6cYRh0LrvfYY0ZEREREDnhWIoXV2kb2zRVYza3YJo7CPmooRnGor4cm75NtcBWu6y4h/cAzWFt2gseF/fCZOI6YgREa+Pf86azJk1t3FIy/VFvH1ZPGUF4gEQNQ4fNQ4fNwaGUZDfEkn5z/MjdMm0RbOg3kclg/fmsFY4tCnD1yCGGXi2mlxQwODvz/fgcaJWJERET6mfamRv7341uo37S+s23JU48y+4xzmHPmeXiDerAYCALFJRx6zkVMOe5kLNPE4fbgCx1A/9/Z3uM20v0+k4bxVnj0Jhh9Yi7Bkoh0jWcSuRUxi+/KlSMbceQ+DVdEREREDhxWKk12+Voy/3ykczWFuXg1mVAA13UXD8hN3g9GhtuJMWIQrqvPg1Qay7BhBH0Y9sKJiYHEZrDXPVr8Tge297mSa2NblBXNEUIuF/FMplt8TWsba1pze5X+/YQj9m3A0qO0R4yIiEg/YmazLJ//ZJckzDvefOh+IvV1fTAq2Vd2u51gaRmh8ooDKwkD4CuB4QWSIg4PVEx8f/10NOTKkznc0Li2cJ8A4z8CLq0KExERETnYWW1RMvc82q2kFW1RMvc/g5VI9sm4ZN8Yfh9GcRhbUfCAScJAbp+Yc0cX3uvm/NHDKXG73rOfWDrN7SvX8vS2HRw7qIpyr4dC6ZuQ00nYVTj5I31HiRgREZF+JBZpZclTjxWML5v/ZC+ORmQvvMVwxi8g8K4NNm12OP8OCFa9v35izbn/ffHWXKJl4lngzpO0ClTAxDPBpttXERERkYOdubkWzHdnYXbFVm/AisZ7eUQi+Q0N+Llw9PBu7dPLijluUNX72tsolsmyurWNRQ3NjAwF2Rbt4OSh+ffM/OyUcZR53B922NIDVJpMRESkH7Esi3QyUTCe7OjQRpTSf5SOhk8+C1tehfXzoXRULpESHpRb4fJ+eHYlXXYuhZd+Bsd/Gy7/H7zwU1jzOBg2mHQOHPt1KBraU1ciIiIiIgNJci8rXizANHttKCJ7U+R28fEJozl12CAe27ydeCbDSUMHMTzop8zreV99uO12qv1e6uIJbnlzKZ+eNJaPjR3ByFCQe9ZupDmZYkjAz3VTxjGjvAS7Jq/1S0rEyHuKtaeI1MdZvWAnBjDu0CrC5V68wfdeOiciIh+M2x9g5Iw5vP3K83njE444RkkY6V+KhuS+pl6wb+f7y6B6GtQuge2L4O9nQsUkmHI+zPkUlIwAf3lu/xgRkX7KymSxWtsxV6zF3NGAbfggbOOGYxSH9O+2iEgPsA0fXDBmVJRgeLUiQPqPIreLIreL8cXhfTo/6HLyiQlj+PyLC0ibJr9e9jaelXZOHFLNDdMnMiYcIuhyUqqVMP2aEjGyV7G2JC/cs4b1ixo625Y/v53Rsys48oKx+EJKxoiI7E8uj4e551/M+oWvd1sZUz5sJJUjRvXRyER6iL8czv87/PNCaHg711a/AlY4YMq5WgUjIv2eZZqYm3eQ/sO9kMkCYL6xHDxuXNddjFFT8R49iIjIB2WEA9imj8dc/Pa7AgaO807CCGoSjxxYxhWFuHbyOH6/Yg1ZyyKRzfLk1h0cWllGhc+Dz6HX/P2dYVlW/oKK0qmtrY1wOEwkEiF0oG20+x7Wv1XP439Ynjd2+menMnxqWS+PSETkwGeaWVp31vLqv//J+kULcLrdTDvxVKYcdzLBUv3elQNUtB7adkD7TggNyu0xEyjv61Ed1A7me2DZNwfrz4zZ2kbqZ3+Dju77ERgVJbiuvVgvBEVEeoDV3kF22Vqyz76OFY1hG16D4/SjMCrLMLRZuRyA4pkMzYkUW6MdOGwGg/w+Sj1uXHZ7Xw/toPVB7n+VKpOCkrE0S57eWjC++Jmt1IwtwuXRj5GIyP5ks9kpqRnMidd8jqM6ohiGgS9chE03V3IgC1TkvkREBppING8SBsCqb8aKxpSIERHpAUbQj2PedOyTR2OZFobLieF7f3tuiAxEXoeDQQEHgwK+vh6K7AO9QZeCzKxFKpEtGE/FM5hZLagSEekpLo8Hl0cPEiIiIv2Zlc7s/YCsNowWEelJRiiAduMSkf7O1tcDkP7L7XMwckbhEjijZ1bg9iqXJyIiIiIiBy+jKAi2Aq8APS7wa1KFiIiIyMFOiRgpyGa3MX5uNd5g97qavpCL0YdUYBR64BARERERETkIGEE/9mMPzRtznHEsRijQyyMSERERkf5Gyxlkr0KlXs798mwWPraJtW/UgQFj51Qy8+ThhEq9fT08ERERERGRPmW4XTiOno1RVUb2iZexmloxqspwnH4UtuGDMLTHm4iIiMhBb0CtiPnhD3+IYRhcf/31nW2JRIJrr72W0tJSAoEA5557LnV1dV3O27JlC6effjo+n4+Kigq+9KUvkcm8Rx1f6RQu93LURWO55HuHccl3D+PIC8YSLlcSRkREREREBMAI+HDMmojruotx3XwNrk9fiH3iKG0aLSIiIiLAAFoR88Ybb/CHP/yBqVOndmm/4YYbeOSRR/j3v/9NOBzmuuuu45xzzuHll18GIJvNcvrpp1NVVcUrr7xCbW0tl19+OU6nk+9///t9cSkDksNlJ+DSTC4REREREZFCtGG0iIiIiOQzIFbERKNRLrnkEv70pz9RXFzc2R6JRLj99tu59dZbOe6445g1axZ33HEHr7zyCq+99hoATz75JCtXruTOO+9k+vTpnHrqqdxyyy389re/JZVK9dUliYiIiIiIiIiIiIjIQWBAJGKuvfZaTj/9dE444YQu7QsXLiSdTndpHz9+PEOHDuXVV18F4NVXX2XKlClUVlZ2HnPyySfT1tbGihUr8n5eMpmkra2ty5eIiIiIiIjspucmEREREZH3p98nYu655x4WLVrED37wg26xnTt34nK5KCoq6tJeWVnJzp07O4/ZMwnzTvydWD4/+MEPCIfDnV9DhgzZD1ciIiIiIiJy4NBzk4iIiIjI+9OvEzFbt27lC1/4AnfddRceT+9tcvi1r32NSCTS+bV169Ze+2wREREREZGBQM9NIiIiIiLvj6OvB7A3CxcupL6+npkzZ3a2ZbNZXnjhBX7zm9/wxBNPkEqlaG1t7bIqpq6ujqqqKgCqqqpYsGBBl37r6uo6Y/m43W7cbvd+vhoREREREZEDh56bRERERETen369Iub4449n2bJlLF68uPNr9uzZXHLJJZ1/djqdPPPMM53nrF69mi1btjB37lwA5s6dy7Jly6ivr+885qmnniIUCjFx4sRevyYRERERERERERERETl49OsVMcFgkMmTJ3dp8/v9lJaWdrZfddVV3HjjjZSUlBAKhfjc5z7H3LlzOeywwwA46aSTmDhxIpdddhk//vGP2blzJ9/85je59tprNXurh5gZE9O0cLjsfT0UERERkV5nmhZt8TQ2m0HI6+zr4YhIP2RZFqQzYLdj2Pv1/EgRERGRHpFOx8maSZwOP3b7gf/c1K8TMe/Hz3/+c2w2G+eeey7JZJKTTz6Z2267rTNut9t5+OGH+cxnPsPcuXPx+/1cccUVfO973+vDUR+Y4tEUrXUxls3fRjKWYfTsSgZPKCZY3Hv7+4iIiIj0mlQHWCa4g51NO1rjPLqslgcW78DjtHHlvBEcMryYipDuh0QELNPCaomQXfw21totGGVh7PNmYJSEMTyaKCgiIiIHFjObwcwksDnc2HYlWxLJNloi61m88m9EY3XUVMxk8tgLCQRqsNsGfLqiIMOyLKuvB9HftbW1EQ6HiUQihEKhvh5Ov5ToSPHGI5tY+uy2Lu3BUg9n3ziDYKm3j0YmIiIisp9F62HHW/D6HyCTgGkXw6jj2G4Wc8EfXmN7a7zL4ceMK+cn502lPDiwkjG6B5YPSj8z783c0UDqN3dBItWl3XHxadinjcNwHfizQUVEROTAl82mSLTXsm3lfbQ1rMBfNJwhky/C6S9j1foHeH3xr7oc77B7OPPE2ykvndBHI943H+T+98BNMUmvam9KdkvC5NoTvPXUFuadNwaHQ0vuRUREZICL1sNDN8Dqh3e3bX6Z9KxP8g/7Vd2SMADPrW5g9c7o3hMxpgk23SuJHMisaIz0PY91S8IAZO59HNvIwRilRb0/MBEREZH9rK1+BYse/gyWmQYgsnMxO95+kJnn38mCJb/pdnwmm+D512/h9ON+i9dTXLBfy7IwDKPHxt2TlIiR/WLNgp0FY2+/upOZJw8joBJlIiIiMtDVr+yahNmlueIw7n96R8HT7l6wmcNGleB4d7Ilsg02vwJvPwLhwTD9EggPAU8wf0ciMmBZsTjWtgLPTVkTq7YBlIgRERGRAS7R0cCKZ7/ZmYR5hydQSe3ON7EsM+95jS1vk0y1dUvEpBNtxKM72PH2A6QTrVSOOolQxSQ8/ooeu4aeoESM7BfpdP6/QADZjInq34mIiMiAl83Am3cUCO59VlbeYsAtm+Cvp+eSMe949Tdw+s9h6gXgDuzrSEWkPzL3/lRkpTO9NBARERGRnpNOtJKI5p98Yr3nW+Ku8XSyja3L72HDwj90ttWtfxJf0Qhmnv4bPIGqDzvcXqNEjOwXY2ZVsOL57XljI6aV4/bqR01EREQGOMuEd83qekfJ+v9x9uQb+MOr+R84Lp4ztOtqmFQHPP1diGzDHDKXuhmfJ+Yqw0WasnX34h15tBIxIgcYw+fBKCvCamzNEwTb4MpeH5OIiIjIfldgxUsiupPS4HByk9i6J2RKi8fhdoW7nbNh4R9wusNUTTiTQNUULNMkFa2jdu1jDJ16KXb7wNhjT4WoZb8oqvIxeEL3+n1Oj51DPzoCl0eJGBERERngHC6YcXnekHPdo1w2s4yacPdSrEeNKWNC9btKjcWaYNUDtBz5Xf495kd89FEXx9/ZwPH/bOM7iUuoTbp74gpEpA8ZoQCO80+GPHXN7cfMwQj4+mBUIiIiIvuX01OEy1uaJ2LRvPF5Dpn66W4Ru93N0Yfe3K0s2c51T+ALD2XsCf/H6rYVPPTSF3n4lS/zxqb7MYoHk0y09NBV7H96Oy77hT/k5oQrJ7JxSSNLn91KKpFh+JQypp84lFCZt6+HJyIiIrJ/1EyHwYfCtte7tvvKGBy08+/PzOORpTt4YPEO3A47nzh8OHNGlFAefFeCxsxiDp7Lk85j+cqju0uTpbIm/1rcwPqWFL+/rJyygBIyIgcS27AaXDdeQeaJlzC37MQIB3CcOBfb8EEYXu2pKSIiIgOf21/OhKNvZsnjN/DulS+h0nGMHHkc1RWzWLzyDqKxeqorZjJl3EUE/YO69ZVJRhkx7waeeO1mEsndSZeWto088crXOefkv+EbIHvFGJaVt2K17KGtrY1wOEwkEiEUCvX1cPq9WFsSywS3z4HDZe/r4YiIiIjsX221sPZJWPBHyCRg8rkw41IoGgqAaVq0xtPYbQZhb4Fl8rEmaje9zUfui9HUkcp7yEPXHc6UwUU9dBHvTffA8kHpZ+b9s5IpSCSxHHZsfq2EERERkQNLJh0nFtnCxkV/Jtq0Bm9oMCNmfpJAyWic7ly1gFQ6RjabxOX0Y7e78vYTqV/BxrpXeW3pbXnjw2qO5PjD/x8uV9+Udf4g979aESP7nS+kmZsiIiJyAAtVw6wrYOKZ1MUNEqYdJ3bKsyZOuw2bzaDEn/9BopOvlGh4DE0dbxQ8ZNXO9j5NxIhIzzHcLnC76F6kTERERGTgczi9hMrGMenY75JJRTEzSTBsWHvsH+Ny+sC59wkpnmANtSuXF4zvbFxKKhPrs0TMB6FEjIiIiIjIB9QaS/H86g5+/MRqtrfGCbodXDFvGJfPHU5FaFd5oXQSOuog2gB2B/jLIVjduT+E2+PDYTPImPkXqFcGNblFREREREQGrlSskTWv/oLGLS+CZRKums74w7+Mv3gUNnsuNZGMNZFOtJBNx3F6inF5i3G4/AC4PEUE/TUF+/d5S7HZBkaKY2CMUkRERESkn8hmTR5bvpOv3b+ss609meE389ezrj7KD86ZSrGtA5bcA898F9Lx3EHBarjg71AzE+wOyoIeTp9SzQNLdnT7jJDHwejK/j+rS0REREREJJ94ey1v/O8TpBO793aJ7FzMG//7OIeeezf+4uF0tG5i6ZNfoqNlAwCGYWfQxHMZMfOTuH2lGIbBhDHnsHzNPXk/Y8akj+PzlPTK9XxYtr4egIiIiIjIQFLXnuRHj7+dN/b4ijpa4ynYugAe/+ruJAxAey387QyIbAXA53LwlVPHM2VQ11rCQbeDv31iDlUhb49dg4iIiIiISE+xLIuGTfO7JGHeYWaTbFr8V+LttSx6+DOdSZjceVm2rbiX7avuw8xmAAj6qznmsG9jGF33Ih838qMMrjqsZy9kP9KKGBGRXhSPpkh0pLFMcPsc+MMqOyMiMtC0JdK0xtIF4/Z4Mzz7f/mDmQSseggO/zwANUVe/nLlIWxribNiRxvVYQ/jKnxUG83Ylz0BdjfUTAd/Bbj9PXA1IiIi/YuVyWK1RSGVBqcDI+jHcDn7elgiIvIBZDNxGja/UDDe1rSaWOtmkh31eeObl95F9dgz8AarcTn9jBp6EtUVM6lvWk46E6eqbBpOh5fm1nVs2fESJeFRBPxV+LxlPXVJH5oSMSIivcCyLJp3dPDsP1ZRv6kdgHC5l2MuGUflyDBOl/09ehARkd5UG4mzti7K+voo04cWURZwURn04HLacTvy/86eUB3ki3PDDHLHoWlt4c63vwmmCbbc4vTyoIfyoIcZQ4sh1gQv/hBe/c3u4212OP1WmHQOeEIFOhURERn4rPYOMi8tIvv8m7lEjN2O/dApOE6chxFWyU4Rkf4knWwjGWukefsCXN5SgqXjcLj8uH2l2GxOXHmSIjaHh0HjzqRy9MlE6pcX7DubimJmk53fO51ews4hhINDsCyLptY13Pf4pSSSrZ3HlBaP55SjbyXor9qv17m/qDSZiEgvaG9KcP9PF3UmYQAiDXEe/OViWnfG+nBkIiLybhsbOzjntld4fPlOqou8/P75DXz2rrf43sMrWV8fJex1cOSYrg8VZ00u5h9Hd3D8K5dif/tBKB1T+AMGze5MwnSz5bWuSRgAMwsPfQFaNn24CxMREenHrFSazDOvk33q1VwSBiCbJfvKYtL/fRozlujbAYqISKdUopVNi//KW49chzdYQ0fzOlbMv5nlz3yd+o3zSSfbGTr5wi7n2J1+pp7wIxIddSx54iac7nDB/u2uADaHJ2+sI1bHI89e2yUJA9DU8javLPwpqVTHh76+nqBEjIhID7Msi/Vv1ZOKZ/LEYMHDG/LGRAY6yzRpb2qkccsmmndsI97e1tdDEnlPzR1Jrr/nLSYPCjOs1Men71zIEyt2smx7hDtf38Kpv3yRTY0xvnfmJIaU5PZwCXkcfGW2nbIHPgatW+Ctu+Cwz+T/AKcXJpyRPxZrhhd/WnhwC/4IWf17ISIiByarrYPsy4vyxsylayCqCWxyYLJiCcyGFszaBsyWNqxstq+HJPKeok3r2LL0LiYc/U3efulHbFz0Z9rql9Oy402WPvlF3n7p+7h8ZYycfU3nOaMO+TQbFv2Jhk3PkU60YNjsuP0VefsfNvVS3AXKjLVFdxBPNOeNbdr2HPFk/lhfU2kyEZEels2YbHu7++Zk76jf1E4qmcHl1a9kOXAkYx1sWvIWz97xe2KRVgCqxozjlE9fT+ngIX07OJG9aOpIsWRbhD9dPobr7u7+MiiVNbnh3sXceOIYbjhhLKZlUeJIUbHoG2CZu46yoGIinPR9SLVD5aRc5j26M7caJlzg70A2Be07Cw+udQtkk2DXvxciInIASiQgaxYMW5F2qCjpxQGJ9DyzqZXMf57EXL0p1+B14zj1SOwzJmD4vX06NpFCMukYm5f8nfJhR9Gw8VmS0e7PMA0b51M95nQyqSjTT/klkcaVBErG0Fb/s85jLDPDlBN+SO3axyiumo5hc2BZJulEK+UjjsVW4LknlmgqODbLMsnuUdKsP9GKGBGRHmaz2wiVFb6B8oVd2B36dSwHlroN63j4Fz/sTMIA7Fy7mn995ytEGvJvxifSHyTSJgG3g9ZYimQm/8ugzU0x3A4HN967hB8+9jZuM469dvHuA47+Mjz9HaieChueg39dCvdeBov+AYlWKLRU3h2EwXMKD27UseDQA7mIiBygXK69hg1f/hI1IgOVGWkn/Yd7dydhAOJJMvc/TXbleizL6rOxieyNmU2RijdRMmQu9RvnFzyufsMzJNp3suSJG2nbuZSOlg2dsWDpONKJCPG27TjdIVa99AOWPf0VVr3wfySitZiZwsmUotCwgjGXM4DT6d+3C+thevMnItLDbDaDyUcNKhiffepwvIG9P3SIDCSxtggv3HVH3li8vY1tK5f28ohE3r8irxOP08Z7PfZau45ojKZY2ZCE8K7f805vLlky91r41yWw5dXdJ+1cCndfCG1bu3aWSUDLZmjeAEfcCLY8M788YZh0TuG9ZURERAY6vxdj5OC8IaO8GCPQP1+siewrq74Zq7E1byzz6AtYbdHeHZDI++RwBigZPBcDI7fyvwALCwwDy8rSWrcEp2f3njDVY08nlWihpXYRm966nWwq9/OeTXewecnf2fjW7WTeNYEtGWsk2rwOl+GkpmJ23s+cOfmT+Dzl++Eq9z89yYmI9IJgqYcTrpyAzW50aZ92/BBqxhT1zaBEekg2naZ+04aC8S3Ll/XiaEQ+mIqgm0sPG0ap34XzXb+z3zG42EtLR6rz+7+9FaF+xhdy37hDuUTKxhcgEel+cjYFL/8a0jEwTWjZAs//BH47B35/BMy/BS74O5SP2+MD58DHHy9c0kxEROQAYPN7cV58GkZladdAURDnVedghAN9MzCRHmJt3UtJ2kgUUtobUPonm91BzbgzaKldTPnwowseVzZkHi07FgKQTcewLBOXL7fvi9NbQlHVdGrXPJT33No1D5OK50qQpZPtROpXsPDBT/Havy/kzfsu5ZBxlzFu5BnYdk1ic7tCzJv1RcaNPAN7Py3l3D9HJSJygHF5HIycWUH16CIat0XJpk3KhwbxBp24fc6+Hp7IfmXYbARLy2lrqMsb1x4x0p+5nXY+MrWalbVtXH/CWH7yxOoucYfN4CunjOfXz67tbNvWEueJyGDOmftF/At+DaEa2L6w8IdsfQ0S7dC+FlY/Ai/+dHds7VO5lTHzrofBs8DhBm8J+FQTX0REDny20iJcn7kQq6UNs6EFoySMURLGVhTs66GJ7HdGaVHhoNsFKmEu/ZjDHaR67GnY7C4at75CKtbYJV4yaA6ZVDvpxO49kze8+UcmHv0tVj1/C/HIFoJl47HMAglHyySViGBz1BOPbGPx49eTTedWyJiZBCuf+BIVo09m2sl3YtgdOBxe/N4KbDZ7j13zh6VEjIhIL3G67DjLvHvdL0bkQBAoLuHQsy/gqT/+ulvMZrczZs68PhiVyPvnczm4f9E2rjlqFHd98lBuf2kD21rijK8KcfWRI7ht/jrW1HUtFXHzk7XM+cxVjDvkEizThEAl3dbT2Ox0zLyGxvGXURWL4G5YBQv+2H0ATevhoc/BFQ/BiKN67DpFRET6IyMUwAgFsA2r6euhiPQoY0hVLuGSTHWL2Q+fgRHSKjDpv1yeIjpaN5PNxJlx2m+o3/AsDZuexe70Uj32o/jCQ3nr0eu6nBNv28rW5fcw68w/k85XPWCXQOlYhk65GIcrwLYV/8Zmc3QmYd5hmWnq1jxMrHk9M07/DS5PUU9c5n6l1KqIiIjsd6NnH8q0E0/t0uZ0ezjry98iWNY/67WKvKMi6OaqI0Zy2e0LuPbuRdQU+ThtSjUepw2n3cZ1x49hRNnuOvV+l53vfXQSleVltHmH8Mh2L5k5n+naqc1O/Vn/4rvRs/nm822k3/pnbj+ZeAsF1a3soSsUERERkb5mFAVxffpC8Hm6tNsmj8F+1CwMe/+d2S9iGDYqRhxD/fqneP0/FxGpW0z58GMpqppJrH0H3tAgaiachbHH/pfhqumMP/Jr+EKDcbrDZNIxAiVjuvRbMnguw6ddwfoFtxGPbCEW2Uq0ZWPBcXS0bMDMJHvqMvcrrYgRERGR/c4XLuKIi69g5mln0bRtCy6vl+KqGvzFJdgduv2Q/s1htzFneAlP3nAU9y/axqqd7dSEPVx77GgGFXlx2G3865rDaO5Ikc6YlPhdVITcOO12Fm1u4bp/LubGIyu5+rhb8M7/NlgmsalX8KvVRdy7uJ6LZ1USaF4BgyaBKwCpAhuxlo7q3QsXERERkV5j2GwwpArXTVdiNbdCRwKjogQj6Mfwq5KG9H8efwXTTrmV9oa32bH6QeLt2xg04Vz8RcNweUsYc+gXGDb1UjLJNuwOHy5vMU5PmGSsiSWPX0861c7k4/8fK+d/m0R0J4bNwdApF7PkiRuxzAxmNk0q1kC4clrBMXhDgzDsA6Pkv96EiIiISI/w+AN4/AFKagb19VBEPjC3087I8gBfPHk8yVSGjAVOuw2HPbegvCLooSLYdfZiRzLDbc+tA+DWF+uonzmHqz/2AtVtS6mrOIp//X4ZAJtaMrQPm0Zwxf0w4xJ4/Q/dB+ArhYoJPXuRIiIiItKnDJuBURyC4lBfD0Vkn3j8FXj8FZQOnYeZSQMmDleueoDD6cXhHNztnFSskY7W3CqXFfO/zehDPovd5ccyMzRsfrFz3xib3UmkbjnDZ3yCLcvuxjLT3foaOfsa3N6BsZ+mSpOJiEifibVFiLY0k0l1r4krItLX0hmTjY1RfvbUGi67fQFfuW8py7dHaE90fwAASGaybGmOdX5/56Im/rvZzfWrJrCu3Uk6awHw2sYmmkZ8FNbPh0GzYOJZXTsKD8ntDxPu/tAiIiIiBxcrmcaKRDE74n09FBGRvJKxRho3v8jSJ29k8ePXs2PNwySidQWPTyVad58b3cmaV2/FMk1irVuINq3pjDVtfZWKkcezZemdTDr2uzjd4c6YYXMwYuanKK6e3SPX1BO0IkZERHpdR2sLm5a+xcKH/0siGmX49JkccsY5hCuqsKkOroj0Eyt2RLjwj6+RzJgALNrSwn/f2s5Pz5/GR6ZW43F2/X3lczmYMqiINXW7S40dOryYXzy9lrNn1mAzwLTAsuDr8yP8/Kx7qHzyOpj4Ubjk3xBrhqIhEB6a+18RERE5aFnpDFZTK5knX8XctA0j6MdxwlxsIwZhBHx9PTwREQCSHY0sn38zLdsXdLa11i7CXzyaGaf9Ck+gsts5bl/XfWMrRp7AzrWPYLM78YUGE6lbAsD2t//L5OP/H3XrnmTL0jsZd/iXMewOsCwCpWNw+ytxOAdOGT+tiBERkV4Vi7Ty9J9v4/Hf3krD5o20NzWw7Jkn+MdXvkDzju19PTwREQAa2pPceO+SziTMnr7x32U0tHffENLjtHPN0SNx2AwAygIuAs7c+c+vaeSUyVWdx76yMcJlT8JzR95J7fAzyXpLYdgRMPgQ8JdC61Zo2ZxLzoiIiMhBx9peR+pnf8VcvApa27G27iR9x3/JPPUqVizR18MTEQEgUr+8SxLmHR0t66jf8AyWZXWLuXwllAya0/l9xfBjSSVaadj0AhWjTgRyz1OWmWH5M9/AE6hkxKyrcQcqCZSMpnjQHPxFw8mmosTbtpGI1mFmMz12jfuLEjEiItKrIg31rHvj1W7t6WSCF+76C8lYLM9ZIiK9qyWWYkNjR95YMmOyoTGaNza0xMffPzGHQUVePjm7hOLkDoJuB/9+cytnTR/E0WN3z/5aUxflRy9HSJVNwj54FhQNhvad8PAX4dcz4JdT4a7zYdtCSOuFi4iIyMHCao+R/vcTkO0+IST74kKs9vz3KCIivSmbjrNt5X8Kxrevup90vKVbu8tTxMRjvkvFyBOwu4IYNhtFVdMxs0lq1zzC+KO+jt0VAHLJmG2r7icVayZQOgZ/0XAMoG79U7z5wFW8/M8zee3fF7Jp8R0kY409dan7hUqTiYhIr8qXhHnHxsULScaiuH1aai8ifSvPxK0uTDP/AR6nnXmjy7j/s/MIpupxPf4lbjr6a3znye187p9v8amjRnLlvOG0JdJUBN0ML/NTHd61nD6yHf72UWjZuLvD7W/CX06Cq+dD9dT9dHUiIiLSn1nxBFZt4ReK5qbt2CpLe3FEIiLdWVhgZQvHLTN3TB6eQAUTjv4W2VQ7tWsfpbh6Jjve/h/1G54iFW9i4lE35xbGWBaBkjF4QjXY7S4sM0v9xvmseuGWzr4yqXY2vPl7oi0bGH/EV3F5wnk/s69pRYyIiPQqu8NZMGaz2XlnCaqISF8q8jkZXNy93vDE6hCXzq5icnVwr+dXhjz4XE4ctQs5k+f55UeHUBZw8+tn13HDvYvZsbOO0Y763UkYgO0LuyZh3mFm4OnvQDzyIa9KREREBgTbezwTObSvpoj0PYfTR834s7q1251+KkaewKg5n8PlKSp4vtPlxxOowuOvZM0rP2Pycf9H2bAjad25mGVPf4VtK+/D7vRjd3qx210AJGMNrFvw67z91a9/knS8/5Z2ViJGRER61Zg58wrGxh1+JN7g3l9uikjvS8UztDXFaWuKk4yl+3o4vaIy5OHH503FvutFSE3Yw8OXD+cfM1fzf8kfUvbcl2DHWxBvLdxJoAIOu5biF77Fmcs/z/3HtfDCpcU89lGLT9X/H+W+d71Eefvhwn1tfglS+cuhiYiIyAHG58EYOTh/zDCwDavp3fGIyHuyTAsz0o7Z1IrZ2o5VYAX9gaaoegbBsgmd3w+bfiUTj/kWNpuTHav/R+3aR0lEd+61j3DVdOLt21n69FfxBmqYcvwPmHLijwiVjadp6ys490jmZFJR0onWgn1FWzZ82EvqMSpNJiIivSpYWsohHz2PNx7sWkc0UFzKvPMuwen29NHIRCSf1roYr/x3HZuWNGJZMHhCCUecP5riSh82+4E9p2fm0GIe/fwR/PmFDXx+loshD5wHbduBXWv33roTjrsZDrkavN2Xv2+LJHGOOofS9c/h2PQclTs+kQsYBpzxawi96yVKsLrwYLzFYNPsVxERkYOBzefFed5JpH59F8STXWKOs4/HCPj7aGQiko8V7SC7ZA2ZJ1+B9g4I+nGcOBf7tPEYwQO79LrHX8G0U26lYeNzu5IkLSx76iud8aYtL+EJVDPro3/EG+yeRE7FW8ik2pl07HdZMf/bbF3xL7au+BcAgZKxTD/1F9gd7s7jbTbXXsfj7KdlyQAMy3qvCtjS1tZGOBwmEokQCoX6ejgiIgNevL2N5h3beeuxB4m3tzHm0HmMnHEIofKKvh6ayPuSjMfoaG5m7YJXiLW1MnLmHEoHDyVQXNLXQ9uv2hrj/PuHb5KIdl0F43TbueAbh1BUcWA/VADQuo3kxpdxrXsCY8V9+Y+5dgGUj+vStL4+ynm/f4VYKsuPTqnmkOIo/u0v4Q2W4BxzHLZQFezagBIgkc7S0BKhpX4bHjuUNi+i9LUfQPuu2WMnfA/mfQ5svZf80j2wfFD6mRER2X8sy8JqiZBdvBpr9UYoCuE4ciZGaTGG1/3eHYj0A2ZrO9a2nZhrNmOUFWGbOAojHMBwFi5ZPtBYqTSZp14l+8xr3WL24w/DceJhGK69Jw8GOjOboXbtI/jCQ1n44CfzHlMz/izGHf7lLkmVVLyF9W/cxvZV91MyeC5DJ19EtHkd6WQbpUPm4i8agdtf1qWfaLSWtshGMukYdsug7u0Had7yEgAOV5BDz7sHb7Cq5y72XT7I/a9WxIiISK/zBkMMGheictRozEwWl0erYGTgSMZjrH7lRZ764+66tIsefZDyYSM5+yvfIlhatpezBw7LtFi3sL5bEgYgncyy5JmtHH7+GByOgbsqpiOSpLUuxuZlTbj9DkZOL8cXduP27nGLXPsWbpcLVj1QuKM1j3VJxLTGUnz9v8to2VXG7fqHtxNwOxhTcSTprMltY6sZ6to9k7UxmuSvL2/kjy9sJJU1AZhQPZLfnnE/Ix+9GIpHwLQLezUJIyIiIn3LMAyMkiKMY+bA4TPAYcewa3WsDBxmUyvp2+7Bamnb3fjgczg/cTa2McMwnAfGa2mrvYPscwvyxrLPLcB+2FSM0oGbiLFSaaxIFHPlOqzWdmzjRmBUl2ML755Uloo3Ur/hGfxFwwv2s3Pto4ycdTX2wO4kSSyyhe2r7gegedurNG97FX/RCBzuAE5vMUXVM3ePwzJpbFnDUy9+hbboVgAcDi+zJlzJkNLRbF92D9NP/WW3xE1/cmD8xIuIyIDkcDjBceDMhJGDQ0dLc5ckzDsaNm9g4aMPcORFl2M/AGZ4pZJZNi1rKhjfurKZVEcaR3hgzsiMtiZ58o/Lqd0Q6Wx77X8bOPLCMYw7rHp3MqZpHZSMBDNTuLNUvMu3rbE0r2/suklkNJnhra2tACzdHmFoqR+S7WQzaR5c3Mpv5q/vcvyq2nYu+neKB65+hmqfldtvRkRERA46hs0A98B9iSsHJyuRJPPfZ7omYQBMk/Rf/4frq5/EKOm/JaQ+kGgMdk2m6iZr5uKlRb06pP3FSqcxV20g/fcHYVdRrezzb2JUlOC85gJsxbkVIGY2jWmmMM1Uwb7MbBr2qMtlWSbbVnavONDRuhGARLSO6tGn4PSWkElGiKejPPjU1aQzHZ3HZjJxXl/2O046/EfMu/B+XN5SbLb+m+7QtDoRERGRD2DtglcLxpY+9RixtkjB+EBidxh4g4UTSh6/E9sAXQ1jZk1WvbSjSxLmHS/+ay3RlsTuhqppULsEhh1euMOxJ3f5NvseG3MO9Wdg6+vwn6uo37isWxLmHfXtSda0KAkjIiIiIgOLFY1jrsp/j0smi7WtrncH1JPeaxLeAF75Y0WipP+xOwnT2V7fTOaxF7FSuQoANrubZLShywqWdysdOg/HHqWZLcsim4kVPN7pLiKbSbDprTtY9eIP2LTl2S5JmD29sfyPmA4nNnv//m89MJ+eRURERPpIfC+JlnQygWUVmA01wDicdqYdN6RgfMZJQ/H4B+bKn1h7iqXPbSsYX7tgjwfDivGw9mk4/AvgyLP6Z+xpEO763ynksTGqPP8muqdNKGZS8zNw+0mw9gmSuGnuKDxzbNXO9r1fjIiIiIhIf5PNdln98G5WLFE4OMAYAS9GeXH+WFkRRmDg7qtpbtwGBSaZmW+tyq32Adz+coZNv5xUrJHiQYd0O9bm8DDm0C/gcO9OxNhsdqrHnJ63b8OwM/6or7PwwavZ8ObvwDJpjKwrOM7Wto25FTf9nBIxIiIiIh/AyJndbyzfUTNuIk63txdH07OKq33MPHlot/axh1ZSPbqo9we0v1iQihUuNdYR2SMxEqqBC/4Kqx+Di/4JE88EfxmUjYUzfgln/AIC5V3OL0/X8v9OrMBmdO/75qNLsT/xlc7vXZl2wt7CCa3RFYGCMRERERGR/sjwuDCKC29cbhvae5up9zQjFMB55Vngf9dzoM+D88qzMUID+H4+Gi8cy5pYZm4SomEYlA87GsuyGDT+bEYd8ll84WE4PcVUjTmNQ8+9C194WJfTU/EWDJuTYOm4bl1XjDyR+g1Pk4w1AJDsqKc4MLjgUEKBIf26JNk7+v8IRURERPqRkkFDqBgxmvqNXWfkGDYbx17+SbzBYB+NbP/zBlzMOGkYYw+tYvOyJsysybApZQSK3XgDA7dWudNtp2ZcMdtWNeeNj5rZNbFCyUg4/lvQ0QTHfQsMA1x+COZ5gExG4envMi1r8ODlX+XWV1tZtK2diqCb6w4tpiK7EzLJzsMrlv2RT835Kj95fme3rop9TiZUF36AFRERERHpj4xwEMfZx5P+y3+7xWyTxwzs5EQeRlUZ7huvwNy6E3N7HbaailyyqWhg38vbRhaukGBUlmLssX+Vy1vEkEkXkIw1EiwbT8XIE7DZnDi9xTic3ScrJjsaWP7sN5h0zHeJ1C+jbt3jZDMJyoYcztCpl7D4sS90HtvWsJJJh1yDw+4hk+2+muqQqZ/G5y39kFfb85SIEREREfkAAsUlnPXlb7Lo0QdZ8tRjpBNxBo2fxDGXf5KyIcPeu4MBxuN34vE7Ka05cB6W3D4n884ZxX9+0IL5rqX2xVU+ygbnuVZfSe7rvSTbYNMLeOMtTN76PL+c+nE6pkzDEd9C2dK/wTFf7XK4Y/2TXDjxEnbMrOafbzV2rvwfXOzl9itmM6jowFlhJSIiIiIHD9vooTg/cyGZB+Zj7agHvxf7MYdgP2TygC7XlY9hGFAcwl4cwj51bF8PZ78xSkIYo4Zgrd/aLeY4+3iMYNdyzDa7E2+w+n313da4imwqytInb6K45hCGTr0Um81Ja91iWnYuBqNrIa+tC2/nxLm38NybPySeaMp9ns3BzElXMahqzr5dYC8zLMva+26iQltbG+FwmEgkQig0sDOZIiIisn9kMxlikVYsy8Tp8eINHDgrYQ4GmXSW5h0dvPyftexYG8HhtDHh8BpmnDSUYIln3zuO1sFfToHmDfnjH38M7jwX0ntsTGnYiM76LI3jLqbBXonf46Y04KIy9CHGsR/oHlg+KP3MiIiIyLtZ0RikM1g2AyPox7Bpp4yBxIpEyby8iOxLiyCRwhhUieOs47ANqsTw7HuVhPpNz7P0iRvzxkqHHE6wbDyb3rq9S7u/ZDSDpl2Ku2gIFuDzleP1lOB09N3ktQ9y/6sVMSIiIiL7wO5wECwt6+thyD5yOO1UDAtx6qenkk5kMQzwhFw4HB/ywdBfAYd9Fh79Yv64txg++hu4/yp4Zz6UZRJ46w8EJp/C8OGTP9zni4iIiIj0I++sfsmzfaIMAEY4gOPkw7HPm45hWuBy7pcVTcHSMdgcHsxM91JjNrubQRPOom79E8TbtnW2dzSvo3n9s0w4+pu4ff2/FNm7KREjIiIiIgetd0qv7TeGARPOgDVPwronu8aO/w4EqyE8BK55EV79LTStheqZcOjVUHTglbYTEREREZGBzbDbMfbzfjduXznTTv4Zix/7ApaZ6Wz3hgYzdu71eIM1zDrjDzRueZnatY9it7sYMvkiQhWTBmQSBlSa7H3REnsRERHpbdHWBIloGjNr4Q268IVd2O1axj9gRBsgsgVWPwHuAIw9OZeE8exxL5lJQDoBTh849n1Zf0/RPbB8UPqZERERkd5kJZJY7TFIJMHthIAPm097LA4U2WyKZEc9LdvfJN6+naLqmQRKRuHxV3Q5Lp1sxzDsOFz9b28hlSYTERERGaCyWZP6Te08+eflRFuSALg8do64YAwjp5fj9u3H1RvScwLlua9Bswof4/DkvkRERERE5AMxI1EyD83HfOvtzpK/ttFDcVx8GrZiTQgZCOx2F77QYHyhwXs9zuk+MPZjVSJGDkrx9hTtzQm2rGzG6bYzdGIJvrAbt1d/JUREpG9FmxI88Iu3yKbNzrZUIsuzf3+bYKmXweOK+3B0IiJysLAyWaxIO+bG7VjNEWzDazAqS7GFD4yXISIiMnBZyRSZR1/AXLSqS7u5bgvpvz+I66pz9ss+JiL7k946y0En1pbk+btXs2FxY5f2eeeOZuLhNbh9+mshIiJ9Z80bdV2SMHt6/cENlH126v7d00RERORdrGwWc9N20n/6D6RzdduzgFFejPOaC7CVhPt2gCIiclCz2jswF67IH9u8A6u9Q4kY6XdUaFwOOhuXNnVLwgC8ct862prifTCig49lWrQ1xVnzRh2vP7iBDYsbaG9O9PWwRET6XDZjUr+prWC8pbaDTDrbiyMSEZGDkRWJkv7zfZ1JmM72hhYy/3sWK5Hso5EdXKxoDHPrTtJPvkJm/gLMuiasuJ6bRERIpMAsvO25FYn24mBE3h9N/ZeDSqwtxeKnthSMr3h+O0d9bBw2m9GLozq4WJZF47Yo/7t1EanE7peJ3qCTs2+aSXGVvw9HJyLSt+wOG2VDAmxa1pQ3Hq7wYndoHo2IiPQsa2cjpNJ5Y+aKdVjRGIbH3cujOrhY7VHS9z2NuXTN7saHnsN+yhE4jpiBoc2oReRg5naBYXTuDfNuRlDvlqT/0ZO8HFTMrEkimv+BAqAjksTaS0ZdPryOSJJHblvaJQkDEG9P88SfVhBrT/XRyETkQNPR2kx7UyOJjoE1G2rcodXY7PknBBx6xki8AVcvj0hERA42VjS2l6AFGa3O7GnZVRu7JmHeaX/8JazG1t4fkIgckKxEErO1HSsSHVDvw4ygD9u0sfljNeUYISVipP/Rihg5qLi8DgaNK2b9ovq88RHTyzXTuIfFIik6WvOXMmjaHiXRnsIX1EtGEdl3Ha2trF/4Om888B+irc1Ujx7HUR+7ktIhQ3G6PX09vPcULHFzxuem88Sfl3dOHrA7bcw9axQVw0N9PDoRETkY2AZVFg4G/aDVMD3Kao+Rnb+gYDzz8iKcg0/FsOnZVUT2jZXNYtU3k3n0Rcy1m8HrxnHUbOwzJ2KEA309vPdkeNw4zzyOdCqNuXLD7vbBlTivOFMrYqRfUiJGDiouj4NDPjKcjUsbMDNdM/3+IhdDJpT00cgOHunk3mfPZQpsUC0i8n7Eo+08f+ftrHpxfmfb1hVLueubN3HeN25h2JTpfTe498nutFMztogLvn4I8fYU2YyJP+zGG3LhdNn7engiInIQMMIBbONHYL69sVvM8dFjB8RLugHNNLFie9kLpj0G2SwoESMi+8ja2UjqF3fmfpcApNJkHnqO7Mr1uC776IBYUWKEgzg+djpEY1gdcQyPGyPowwj0/7HLwUn/astBp6jCy7lfmkXVqNysYsNmMGpWBWffNJNgSf+fKT3QBYrcGAW24HG4bHgCzt4dkIgcUDpamrskYTpZFs/c/js6Wlt6f1D7wGYzCJZ4qBgWonpUEaEyr5IwIiLSa4yAD+eFp2I/7tBcHX7AKC3CeeVZ2CeMxCh0Qy/7h9eNbezwgmHb5DEYTj03ici+sWIJMg/M352E2TO2fitm48B4ZgKw+bzYKkqxjxiMrbpcSRjp17QiRg46doedimEhTv/sNFLxDBjg9btwevSCqzd4gy4mHz2IZc9t7xabfdoIfCGVJRORfVe7dnXBWEvtdpKxDvxFxb04IhERkYHJCAdwnHoE9sNnQDaL4XJihLQSpjcYLieOEw4jtXQ1pDNdg6EAtgkj+mZgInJgSCYx120pGDZXrMM+cnAvDkjk4KBEjBy0PH4nHr9mEfU2l9fB7NNGECrzsuiJzcTb0wSK3cw5YwTDp5ThcCohJiL7zuXZy8pGw8Bm0+8YERGR98uw2zGKtT9ZXzBKi3B9/lLS/3sGa/1WsBnYpo7HcdoR2IrDfT08ERnALMMAp6N7ovcd2gdMpEcoESMivc4XcjHtuCGMnlVBNmvhcNjwhV0qcSAiH1rlqLHY7HbMPMvsh02Zjieol0kiIiLS/xkOO8agCpwfPxsSCQwM8Hsx3KogICIfjuH3YZs9CfPVJXnj9iljenlEIgcH7REjIn3CsBkEij2Ey7z4i9xKwojIfuEvLubUz97Iuzej8oWLOP4Tn8bjV81gERERGThsPg+2kiKMkrCSMCKyXxhOB44T5mKUdS/ZbP/I0RhhlaEU6QlaESMiIiIHDKfLzcjZh3LlT29jxQvPEKmrZcSM2QydPI1QWUVfD09ERERERKTP2YpDOD97EdaWHWQXv40R8GM/dCpGcQjDu5dyzyKyz5SIERERGUCsdJpsexTD5cQe6D5TKV1fT7alBSubxVFcjKO8HMNxcP1z7/J4KB08hKM+diWWaWLYtABYRERERORgYsXTWFkTw+vEsHd9HrASaaz2JMQz4HFAwI3Nd/DtIWwrCkLROGxTxqpKiUgvOLjezIiIiAxQlmmS3raNlnv/TceLL2IvLqb0qk/gmTQJR0kJViZDfPlydtx0E+ntOwCwhcNUfetmAkcfnTdpczBQEmbgSsbSxNrTpGJpnB4H3qATb0AlWURERESkMKstgbmphcyz67HiaWxTqnAcNhRbWa5EsRVJkH5gJdk3toKVO8c2qRLnRVOxFfv6cOR9R0mYgcvKmlhtUYjGcg0BH0bIj2G39+3AJC/DsiyrrwfR37W1tREOh4lEIoRC2uRXRER6X3L9ejZdeBFmNNqlvehjH6P885/DjETY8NEzsZLJbucOu/sufDNn9tZQRT60jtYkz9+zmo2LGzvbqkaFOOkTkwiWevtwZAcX3QPLB6WfGRER6UtWNEnqvuWYb2zrGvC7cN90JEbITfreZWQXbO12rm1MKa6rDsEIuHtptCIfjpVKY67ZRPqexyCWyDV63DgvOBnbhJHaV6yXfJD7X00TFRER6eey7e3U/ehH3ZIwAK133022vZ3IQw/lTcIANPzq12Tb2gAwk0myHR1oHob0V6l4hpf+s7ZLEgZg5/o2HvvjcmLtqT4amYiIiIj0Z1ZTrHsSBqAjRfrR1VhtydxKmDzMtU25cmWAZVq50maZbE8OV+RDsRpbSN/x391JGIBEkvQ/HsRqaO67gUlBKk0mIiLSz2UjbXS8+FLBeHLtWuJLlu41no1GSa5dS/Pf/062pYXAcccTPPEEXIMG9cSQRfZZrD3F+oX1eWMNm9uJt6XwBTW7S0RERES6yizaXjBmLtqOdczIznJkeY9JpqGxg+yb2zDfbsAo8uA4ZhRU+LH5dP8p/YeVzpB5/s38P88WZJ55HefFp2G4Dr69j/ozJWJERET6u/co2WslU7jHjqHjxRfzxks/dTUtd95F81/+0tkWW/AGTX/+M8PvugvXsKEANEWT1Lcn2dTYQVnAzeBiL1Vhj2oGS69KJbLsbcFWrC1FqfKHIiIiIvJue3tuMcBwO3LPVvnuNQMubA47yR89B/FMZ3P2ze04zp6EcfgwDI8TK53Faktg1UUhbWJUBzGCbgyvXnhL77FSaazahsLxuiZIpUGJmH5FiRgREZF+zh4K4T/qKDqefz5v3D1qJJ5xY2n+298hk+kSM5xOfDNnsun8C7qdl21spP6Xv6D6lltoyNi48d4lvLK+qTNeHnTz90/MYXxVUMkY6TUujx3DoGAyxhfSbEQRERER6c4xo4bs0+vyxmwzB+WSLZMrMZfVdT/35LGk/7OsSxLmHZn/rcA+pQoMg+zKOtJ/XwRpMxc0wH7iGJzHjdL+MtJrDJcTo7oca1v3n2UAo6pUSZh+SHvEiIiI9HNpjw/vt7+L72OXYPP7usSKL70ER2UlzpoahvzuNmx7bA5nuFxU//CHRPdS1qz9iSeJxxL87Mk1XZIwAA3tSS67/XV2RhIFzhbZ/3xBF6NnV+aNVQwP4lUiRkRERETyCbpxXjodY9C7NswOuHCeOg5b0I3zgmnYxpV1CRuDw9gnlGOuK7CvhgXmxmas5hjpv7y5OwmzK5Z9ci3mu56lRHqS4XTgOHp2/lVgBjiOO0xlyfohrYgRERHpp5LpLFuaY9z+0kZW1rYxfMxpfOLOKyh55hGsRW9Q/IlP4Js4AUc4DIB/7lxG/u+/ZBoasDIZHJWV2IJBkmvXFP4Q06TJtPO/xfnrKTdGU2xq6qC6yNsTlyjSjcvr4PBzR2NmTNYvbugsHVEzJswJV07S/jAiIiIi0oXZGsdc3UD25c0A2I8Yjq3UR/rJtdjHlGE/dAi2Mj8AtmIvro8fghVNYrUnMfwuCLigI7X3Dwm4yLyyueAeM+nH1mAbVapVMdJrjLJinJ84m/Q9j0FHPNfodeO84BSM8uK+HZzkpUTMASCbzdDR0ky0uRnLNAmUluIvKsbh1IsKEZGBbNGWFi67fQEZM3e3v3RbhAeX1PLDs0/FnHY8MdPGleGizuMNhwNHRQUA2bY2zHic5MaNeKdMKfgZ/iOPIGEapLPdnygm1YQo8btojaX374WJvAd/kZtjL5vAYWeNIhlL4/I68AZceAKa1SUi+86KxnZ9dWAE/BgBH0bA994niohIv2W2xkn9cQHWltbdbRuaMQaFcF44jcxTa7DPHdrlHCPgAqzcfjFpE+JpzB1tGIPDWNsieT/HVhUi+8Km7gG/C9vgMDhsWBnzvbb3FNlvDJcT24SRuG68AqKxXGPAhxEKYNhVBKs/UiJmgEslEmxesojHf/dzUvFc9tPhdHHsx69h3GFH4Pb7+3iEIiKyL+raEtx475LOJMyevvvwKn5+4XR+eN8STptSTU1x7iVSNhKh7Yknqf/pTzHb2gDwTJpI1S23EDjhBKJPP92lH8Pno/LLX6bR4yLkcdCWyNVDPmxkCZ86ahTLt0eojcRJZ012tMap0aoY6UVunwO3T7eqIrJ/mM0R0v94EGtzbWebMawG5+UfxVYc2suZIiLSn5lrGrskYd5hbW/DXNuIFUlibmnFVrI78W7WR0n9bRHW5pZcg8eB4/TxOM+eROp3r0HG7NKX/ZiRuYTLmFLMFbv25HDZcZ49CTwOzPXNGF4HxNJYbgeGV5OHpHcYNhtGcQh0LzMg6Ol2gIvU7+TBn/+gy462mXSKp/74a0oHD2HQuIl9ODoREdlXzR0pagvszRJPZ0llsiTTJonGJjIkcRQXE3vzTXZ+61tdjk2sWMnWaz7NkD/+Af+hc4g88ADZ1gi+OYdQetVVuIYPpxKDa48dzQ8ee5sZQ4q45NBhfObOhSR3PYD8c8FWyoNu7r3mMEaUBXr82kVERPYnqyNO+u5HuiRhAKzNO0jf/QiuK8/C8GuygYjIQGPF02Rf2lQwnl1Si31CBdb2COawYmzFXsyWOMlfvgx7PmslMmTuW47z47NwffYwsi9vxtzUghFyYz96JPZx5RgeB0yvIfP4GkhkcF0+k8wz6zA3tnR2k3lqHY6zJ+KYOwzDpyo1ItKV1ikNYNlMhrcefbBLEmZPr913D8lYrJdHJQeqREeKWFuKbNZ874NF5EMr8Kt9dxwYVOzFWr6U6PznyDQ2Uv/Tn+U9NtvQQPyNN4g+/wKBo46m+KKLsBJJDKcTw27HbjOYObSIzx4zimuOHsnX71/WmYR5R0N7ki/9ZymtsfeonSwiItLPWNEY1oZt+WPrt2JF9cwk+4eVSmO1d2Alkn09FJGDg8XeH5x2VRcwygOk/vA6ZiSRKz1WYMJb5n8rsRo6wGHDfuRwbGPKsBJpjGBu3xfLbuC6cha2eUMxN7V0ScJ09vHflVgt8Q99aSJy4NGKmAEsk0zStGNrwXjrzloyqSRun+oey77riCTZvrqFJc9sJZ3MMmpGBRMOryZUplmDIj2pxO+iIuimvr37g7zbYcPrtPO5mWXYfv1rGhob8c2aSWrjxoL9JdesBSwab7sNAN+cOdjCYQAaokluuHcJ04eEmT28mPZkJm8fb25qoaUjRZFmd4mIyEDyXi/F9dJcPiQrncZqbCXz7OtYW3ZilISwnzAXW3UZhk/PTSI9xfA5sc8bljchAmCfVk12WyuOCj/WtghWS5zs5vzHAlgtcQyfi+zru9+1ub9+7O4DNreS/s8ynFfMInXHmwX7yby+Fdc54Q9+QSJyQNOKmAHM4XFTOXJ0wXj5sOE4PZ5eHJEcaDrakjz7t1U89ZeV1G9up2VnjDcf28R/fvQmkQbN8BDpSZUhNz85fxq2PLs93njiWIx0msMrXCQ3bSJTX48FOCoqCvbnHDSITHMLnokT8UyZTOU3v4ljVyIma1o0d6R4bUMz295j9lZSq+JERGSg8b7HM9F7xUXeg7m5ltTP/oq5cCVWQzPm6k2kf/tPMguWY6W0mlikJ9kmVGAM6r4/hlEZwDaiGNfpE8iuqAfA3NKCrTJYuDO/CyuVgbAHY1gR9uNHQ3j3vxFWWxKrNZFb8RJPF+6nTQl+EelOiZgBzG53MP3E07DZ8yxsMgwOPeciXB7NvpF911IbY8vK5m7t8fY0bz25mUwq2wejEjk4GIbBnBElPPqFIzl7eg1jKgKcOKGCez95CCeXmoz+1Xfo+M43qfr617H5/dh8Pso+/em8fdkCATIfPYfMb25nwVdv5fUv/Ywt4Sra4rkXAwG3g8NGltLckWJwceFVlKV+F2GPNp4UEZGBxQj4sE3KP4HNNmk0RkAVBGTfWZEomXse6yyBtKfsw89jtav0nUhPshV5cX/mMJwXTsUYEsYYHMZxzmRcn5iNuaGZ5C9fwjGjBqPMh+F3YxtZDO78BYIc503GNqQI18emYz9kCPYJ5bBHtQDb8GIAzC2t2MaUFRyTfUbN/r1IETkgqDTZABeqqOS8b9zCY7/9Ge1NjQB4Q2FOuuZzFFcP6uPRyUD39qu1BWNr36hj9mnDCbjsvTgikYOL12lnbJGLr7o20x5sxb55B6nbHiQeiew+6MILKf30NdiLigiefBKJtWtpveeezlrJ9tJS/Pc/zH9WNHLrU6u7vCO4+sgRfOboUZQE3HzxpLG8sKaB1zY0ccbUah5a2v3v/9dPm0BlSLOGRURkYDF8HpznnUjabsdctjq3p4ABtinjcJ59HIZP/7bJvrNicazmSP6gaWLVNUFpUa+OSeRgYxR5sU2owN6aAAOyC7eTuX95Zzz96Ns4jhmFbXgxRrEX1+fmkfr9axDdvWLNccEU7NUhUr9/Dat5d5UAo9iL69q52KqCGMVebGNKyb6+FdeVs0itaYR37a1pVAQwhhX1+DWLyMCjRMwA53C6GDxxMh/7v58Ra4uAZeENhQkUl2DYtOCpv0glM8Tb0rTs7MBmMyiq9OELu3A4+3cSw5avJtIuhs0ACsdFZP/IRiJEfvwjsq2t5Fv8Hn3xBaq+8x1sTie20lIqbryBkiuvIL15C7aAH4YO583mND99cnW3c//04kaOGVfB0JIsCzY287tLZ/K759Zz8ZyhjCwPcNfrm2mMphhVHuDrp41n9vDivf5eEBER6a+McBDnRadgnX5Ubk8Yjxsj6MPwuPt6aLIHM9IOre1YbVGM0iKMUKD/r1gy3uPeSM/lIr3CXNtE5ok1eWNWbTu2USUYxV4Mm4FtaBHurxyD1RqHWBqjzAeGQer2N7okYSC3b0zqL2/g+vRhmFsjOE4cQ3bpTjLPrcf1yUPIPLMec20jOO3Y5w7FccJobEWqTiMi3SkRcwAwDINASSmBktK+HorkkehIs+LF7bz+4EasXVPR7Q4bx142nhHTynB5+u9fwwmHV7PqlfyrYsYdVoU30H/HLnLAMAwMV+FyYIbHiz28eyNIezCIlUyS9rhpvucejE9/nn+9UV+oaxw2g3N+9woN7UmqQh4+duhQAh4HR4wp5ZyZg3DYDNwOO2VBvagSEZGBzfC4lXjpx8y6JtJ//DdWS1tnmzFiEK7LzsAo6r7/Q39h+DwY5SVYDd1LOmO3Y1SU9P6gRA5GzvdIeroduyaU7ppYGnRBOktmdQOsb8I+sQJre1veU21Di8m8vJnsE2vAZmCbUoX90KFggePCKRguR+65LejCcPTvCbci0nc0NUOkhzVsbee1/23oTMIAZDMmT9+xkrbG/r3hfbjCx+jZ3Tf/DpZ4mHb8EOz9fEWPyIHAUVJC+Nxzu7V7Z0yn7HOfo/TjH+8sQwaQbmig9lvfZuvlV9D+4EMkMyb17Ym8fR81ppynVtbR0J7bTHJnW4Jbn1rDZ+5cxPm/f40X1zYyqNinJIyIiIj0KDPS3i0JA2Bt3E76f/OxEv1342sjFMB58WmQ5+Wr47wTMYL9fEWPyAHCNqy4e9EOvxP7USNwXjod9pgEa5kW5sYWkt+fT/bht6GxAxIZCrFPryb71NrcN6aFuaSW9F8XkvrD66R++QoYBrZir5IwIrJXSsSI9KBkLM2bj24qGF/67Day76on2p/4gi6OvGAMH7luGkMmllA1KsyRF47h7C/OJFSqpbYivcFwOCi+4EJcI0YAYAuFGPSrX+GfN4/2xx9n+0030XT77aRrc6vXEsuXE3322c7zna1NTBtSlLfvWcOKmb+6oeBn/++t7bQn8hVEExEREdmPWtu7JWHeYS5bgxXt3xveG4MrcX3x49iPno0xrBrbzAm4brwc+7RxGM7CK5tFZP8xQm6cF0zt/N4+dyiui6djNXaQeXwN6bsXY25uwUqksSIJUn95s3N/F7OhAwIuyFeG2ePAak/SZbPNPbUnIZbKHxMR2YPqCon0oEzapL0p/0x0gNb6ONm0id3Rf3OivpCbYZPd1IwuwjQtXF47xnvVQRaR/cpZXcXQO/5CbMEb2EuKqf/xT0iu2V3/uOHWn9N6778Z+o+/0/KPO7ucm7ntV5x5y8+4Z8FWosmus7xM08LrKvz7x+uyY9eeMCIiItLDrLboXoIWpPr3xBDDkStBZnzkaEimwenAcOp1i0hvMtwO7LMHYxtRQmZVPTa3g9Sf3+iMW40xksvrcF45C1tFIJdAeSe2NQKAfc4Qsq9t6dqxaYHftfcP1zOTiLwP/fftr8gBwOVxUDGscD3jmtFhHHt5CdqfOD123D6HkjAifSBdX09ixQpStbWkt23vkoTpPGbbNhIrV2ImuiZ/E6+9RnjxAu64YjYz9lgZM74qyIkTK7li7vCCn/vxecPxufQSQURERHqWUVpUOOh0wADZ28ew23N7xigJI9LrrGQGqzVO5s2t2EeVkn5wZd7j0v9agpXKdm//52Icx43CftwocO/6O+yyYz9qBLaq4O62dzGqghiB90jUiIigFTEiPcrptjP7tGFseKt+zy0cAHA4bUw4vBqbfWAkYkSkb6Tr6tj2+S+QWLKE4ssuI/bSSwWPbXvoYYInnUh80aIu7R1fuoHKs8/ml9fdSMzmAgPCXifVYS9lQTfzRpXwyvquG8yeMqmSKYPDPXJNIiIiInsyQn6MEYOwNm7vFrMfNRsj5O+DUYnIQGGls2RX1pH+y5tggX14SeE9X+IZDI8DnHZI707IWNvbSf3uVeznTsE9byikzVzypdiLYRi4PjGb1B9e71qizOPAdcUsjKCnh69QRA4ESsSI9LBwhY8zPj+d+Xe+3VmmrLjax/FXTCRQon+sRaQwy7Jof+ppEkuW7GowwVY4eZvauJGSj1+Jc8gQ0lu3doklX36JYdddh6u6rEt7ZcjDLy6aweradu55YwsOu42L5wxldHmAsuDAmH0qIiIiA5sR8OO67AzSD8zHXLomV47M6cB+1GwcR83CcOjVhYgUZrUlSf99EbyTI3mPSh5WPIXjlLFkHlrVtb0lgRFLYZT5MRz2LjHb2DLc3ziWzIKtWDvasY0pxT61GqPEtz8vRUQOYLqbEelhTpedIRNKOPdLs0h0pDFs4PE78YX0glNE9i7Z0EjLP//Z+X30xZcoufwyYq+/nvf40Mkn0/ib31B1883EFi0k8t//gWkS+shHKL70ElyDavKeVxH0UBH0cPjoXJLGphrHIiIi0suMohDOC0/BOv2o3J4wHndupYySMCLyHsyd7bkVLLtY6Sz4ndCRZ3+pgAurJQGxFK5PH0r68TVYDVFslQEcp0/ANiTcLQkDYDjtGJVBXGdMxMqaGKpuIiIfkO5oRHqJv8iNv0jJFxF5/9riaazk7k0k05s3Y/N68c6eTfzNN7sc6x4/HteokTT86lckVq9hxP33UXThRVipJFgWViZDtr0dezDYeU6stY3GWIbG1g5cDhulQQ8VQTcEAr12jSIiIiLvMDxujAGyH4yI9A9WewIi8S5t2ec34Dx7Mum7F3ctJWYzcJ4zmczzG7A2t+KaWo3rM4dBLJ1biZc1c/vHeK3O/XGtTBarJY7VloRUFiPkBr8Lo8jbi1cpIgcCJWJERET6obZ4mrtWRTjz2BPgH3/tbN/5vVuo+s63Kb74Ilr/cx+YWQLHHoejrJTab94MQNF554Jl0fy3v9F6111Y6TQYBoFjj6Xq5m/irK6mqSnCP1/fwq9f2UYyk5s9NqjIy2/PGsfEGgtXKJhvWCIiIiIiIv2G1RTHCHvBoLM0mbmxBYJuXDccQfblzVj1UYyKAPYZNWRe2oS1uRVcdij2YtVHSf9tEVZjR+7ksAfXJdOxjSoFhw1zRxvpvy7Eqt8VtxnYjxiG47jR2Mq0f5WIvH9aRyciItIPxVIZ/rZgC6nTz8JetntfFyuRoParX8M1YgSh00/HPWYMrf/+Nzu++CXM9nZco0ZRdP75tNx1N/GOOI7Pfh7vWedguN1En32W7TfeRKa9nZc3tvDTF7Z0JmEAtrfGueTuZdRG8yzhFxERERER6WfM7RGyS2uxHzWia/vSnWSeWYf9uJEYI0uwEmlSf1qAuWwnGOC8ZDpG2iTzwErsM2twHD8aozIAkQSp372G1dCB1Rwjddtru5MwAKZF9oVNZBduw4zruUlE3j+tiBEREemHHHYb5QEPn3pyB3/6zZ9xP/Bvss88CQ4n7o9dSnL7DrKNDfhmziLb3IJr6BD8hx+OvbiYjliS7Ueewp+WR9jUmmTClGl8/MLL8dzxezIrltEYTXHr/I15P7cjleWl1XUMrQipJruIiIiIiPRrRrGX7D+X4PjoRJwXTSXz8maslji2wWGcp4wldd9ynMePxrQZMDaLUeLDPqWKbEMUI5bCNrqU7Mp6DLuB44jh4HOSvmcJ2eYYRsaEaCrv52bmb8A+YxB4nb17wSIyYOkNi4iISD9UFnDzueNG8/l7FnP6ves5ZfxJnPydj5K1oBEnJ//n10Tnz8cWDhM4/HDs4TAtd90Fg4aw9FOTuOH+dZ19raxt47/L67n9Y9cwx9ZG3cZNbGqKFfzs5Q1xLNPC6I0LFRERERER2UdGVRB8TjIPrsQo92M/ZDBG0J1b0dKRwlrdSGp1I7ZRpRjlfqyWOKk/vo7r+iNyJcd2PRdZ5Eqa2UaV4vr0YZjbIliRROEPjqZgj+oCIiLvRaXJRERE+qnDR5dx5bzhZEyLh1c28Lknt/KV+ds5ZGQZ2HL/hJuRCG2PPkrkfw+Q2rgJ64qr+cbDb3fry7RgUX2Cln/eg7VlM8NLfQU/d0p1EJtLM7tERERERKR/M4q8uK+bB34XVkMHmUdXk/7XUswtreB1dR5nrm8i+9oWzBV12MaWk11S25mE2ZO5uQWcdrLz12NU7GUPmIALnHqtKiLvn1bEiEi/Z5pZ2hsb2bJiKfUb11E1aiyDJ04mVFaBYWjOvhy4SgNubjxxLJfPHcaKHW14XXbGVQapCLpJX3Qh0Wee6XqC3U6TK0AsVZ+3v6MqXbQ/9RTu9ev4wg3f54YnNnc7xu+yc8S4yp64HJEDQ6wZ4s1gZsBTBMGqvh6RiIgIAFZ7B2ZTK+bSNWC3Y58+DopC2Pzevh6aSI8xbAYMDuP+6tFY9R1Y7UlslUGMIg9W1oSwB961ssU+oZzMcxvy9mcbVpxL0rQmMPzuXMIlT3kyxwmjoaTw5DaRg5mVMbEiGUia4LJhhBwYLiUulYgRkX6vfuMG7v3e10kn4rtaHsHt83PBt39AxfCRfTo2kZ4W8joJeZ2MLA90abeNH4//yCPoePGlrifY7QX7MgAyGZJr1jJt4yJuOnwKv3l9J8ldS+oHFXn53cemM6gsuJ+vQuQAYFnQsBoe/BxsW5BrKx4OH/k5DDkMXHoQFxGRvmO1RUn/50nM5bvL02afeQ37kbMwTpyLEdC/U3LgMmwGRrEPit/1c25ZuC6bSeq2V3MlAt4PuwGZLADph1bhumwm6fuWYdV3dMbtR4/EPnswNrteLIu8m9mWJvNCC5nHm3KJGIeBfW4Rzo+WYys6uCtvKBEjIv1atLmJB3/2//ZIwuQkYx08dOsPuPC7PyZQXNxHoxPpO87ycqpvuYX40qW03HUXVipF+MwzCQytxOfaQCyV7XbO0pYMx8+bS+yVV0n++AecfvoZnHLexbTa3bgMg/LqUmoGl/TB1YgMAJGtcMcpEG/Z3dayCe48Bz45HwbN6LOhiYiIZNds6pKE6Wx/cSG2qWOxKxEjByHDMDBGFeP+6jFkXtiAuTWSWy0zqRJbPE32sTXdzjG3tOI6ZRzZ5zdi1UdJ37MExwmjMYq9uT1hAi6MmhC2gLsPrkikf7NSJpmnm8k81ri7MWORfbEFK5LG/YlBGP6DNx1x8F65iAwIHZFW2psa88Za62qJt7UqESMHHTMWI7V5M01/+jPZaJTQGWfgmzkLZ001fsf/Z++uw+O4rgYO/waWSQyWLFlmZobYIdtxmKHBJmnrpkmbMnObQvqlFGiThpmdOAyO7ThmZiYxw2px4PtjbMnrXTlkkOz7Pk+eaOfOzM6sBTNz7jnHxl0XD+Hbz61J2EaRJfr3zif3Rz9mz5VXYkYiRN94Hd54HS/gnT6dnF//6oScjyB0CVvfbg/COAMw7Goonmi9rlgDmb3A6T9hhycIgiCcuszWEPr8FR2O6wtXIhflI9nEIyDh1GI0hDHWVaCtKEXunYXtokFIOV7kgBNpQjHGstKkPjFyUQAp0408JBdjfRVmQ5j4C+utQbuC4weniSCMIHTAbNbQ3q9rey33daNOSAOnDFEDI6SjiECMIAhC56TH419qXOjcQi0xIsE4pmHi8NjwpokL2k9jahrBjz+m7NvfsUolAa0LFoAkUfDPf+I7fRpnDszl9W9N4j8LdrGrppWB3fzcOqUnxZlulAYoeuRhGp56itCKlSiBAOnXX4d38mTUDJENIwgp6XHYNc/6OrM3nPMXWHo/LPsvmAYUT4KCUZAzEBRxeS0IgiAcZ7oB4WjH46EIGMbxOx7hqDLjGmZzEKIxsNuQfB4kh/3TNzzFGQ1hYv9a1FZSTN/dgP7edqQe6dhvGYOc4cb+7UnoayvQl5ciqTLKaSXIfbKQ7Aq28wei98lCX7IPQnHkftmoZ/dByvF+yjsLwikspEPcek5huzoPQgaxl6ugRQefgm1mFvIEBcl3at4znZpnLQhCl+FJS0NWVAxdSxpTbXZc/sAJOCrhyzINk7ryIB88upna0iAA3nQHU6/pR7c+adid4s9TR7SaGip+9vO2IEwb06Ti5z/H9fprNKhe5m2poXu6m9HF6fTP85HutqE01LF/9mxiO3binzmTjBtvxAyFaHjscezFxdhyc0/MSQlCZyerkHGgJ9nMu+DlWyBU3z6+dxE8PAO+8TH48iDaAood3CK4KQiCIBwHbifygJ7oi1anHJaH9gX7qV2Xv6sym1vRPlpm/dvGNZBl5JEDsJ17GlJA9HXsiGmY6CtL2/u6HDq2pwFjVz1S3yzMihaMqiDKyG5IaU7kHulIXjv6pmri/1mKVOBHGVmAZFcx9jcSf2k99utHgU9MIBSElOxW3yRlQgCzKob24SH3TC068ReqMJs11POzkaImpmEieRUk9dTotySedAnCEbQ2RWltjNJSF8GX4cST7sATEH9wjyd3IJ2xF13GkpeeTRobf/nVeNJEWbKuqLk+wst3ryIeae9jEmyI8sZ967jsR6PJ7dHFyvuYJugxUI/97wettg6jpSX1YYTDlOk2Lv3PIupaYzhUmT65XgwDeud4+ENJnOjGTQA0zZkDc+a0bVv9x7vo/r+HUEWpP0FIpkVh6JVQvhr2LUkMwhxUNAGCVTDvD7B/GfhyYcr3oXAMeLKO/zELgiAcJ2Y0hhkMYVbVgSQh5WRYM/bFg//jRlJVlKmj0VdstLImDhXwIg/shSRJJ+bghC/MjMXR3l+M/vGq9oWGgbFiI/HWMOo15yJ7XCfuAL8AXTeRJJDlY/z9GIyhL9nf4bDZFCH+znb0eTut15lu8NoxmzfhuG0C2otWKTKzrBmtrDlx24YwkgjECEJqdgl5oAdlpJ/YA6XJ4w4ZuYcL/eNGtAUNEDNQRvlRp2UgZ538mX4iECMIHWiuDfPGfeuoL2+fQZGe5+bc24YRyO5aFztdmc3hYMTM80nLzeeTF56iuaaaQG4ek664lh7DRqLaT/5f1CejnSurE4IwbUxY+touZtw6GIerC/yJioehcT+sfgJqtkD3cTD4Ugh0PyHliZznnMsDi/bSEIpxx5m9GVIQYM3+JmyKxNQ+2QRffLTDbSObNmG0toIIxAhCsprN8Mm9VmBlwV+SxzN6wsjr4bHzwTiQwdm0H565CibeDlN+AC6RwSkIwsnHDIXRlq1HnzsfjAPZuoqMeul0lOH9kJziYeXxImWkYf/OdWhvLMDYuKMtc0KdPhE5Q/wN6orMllb0xWtSjhmbd0EwBF0kENMSNKioMtiwRcNug2GDbWSmy7hdJyBAKEvI3fzEXtqAVJSGbWZfzPowZmMYKd+HGdWT+sYcythTj1yUdvyOVxC6CKMpTuyJMmxnZ2HGTdDNpHXsV+WhvVOHsSfctkx7pw7tk0acP+mJnH1yP+PrAk+5BOH4CwdjvPvwxoQgDEBDZYi3/7ue8+8Yjtt3cv9y6Ezc/gCDpp5J8dARGLqGrNjwiofFXZYWNyjf3tjheM2+FuJRvfMHYrQ47F4Az14NxoGg0vZ3YeHf4MY3oGDkMXlbNSsT2e/HaG5OGtPPmsEbH1fx6wsGsXRXPf/8YEfb2HubqvjvEX5uJJcLSVGOyTELnVi4CWItgGRlbRyHrK4uJ9wA7/wMMMGXA57s5HXG3gof/bE9CHOoT/4FI28QgRhBEE5KRkUt+msfJS7UDbTn30YuyEHqnndCjutUJMkSUm4mtmtmYYajIIHkdonMpK4sHLX6/3TAbGqB3MzjeEBfTEvQ4KW5EWrq2h/Kbt6uM7i/wtSJjmMTjPHaUSYUob2yMWlIyvFiVDQjFQawzehL7LFVEG2/hrN/YxzIUntwOWnf4nr5VKMbOo3ROgzTwKE48TvSTvQhdUpmTRxjWxhjWAy5hztpXMqwgWEmBGHatOjE36/Dflkuku3kLVN28p6ZIHwJ4ZY4VbuSH3IC1O4PEm6JpRwTji1vegb+rBwRhOniFEUikJP8R/kgX4YTRe0CpROClfDSze1BmIPiIat/REvVMXlbNTub/D/+AQ4vLyFJOHr1oiTbg2HCG+srEoY3VTQTHDYW5NR/+tMuvxwls/PfyAlHiRaDyo3wwo3w98Hw79Hw7i+hKUX6+KmipQrq91ifgR5vXx4NWj1iRt0ET10Bgy5K3tZfCDVbO9532aqOxwRBELooMxJFf39xh+Pa/OWY8RQBauGYkpwO5HQ/cppfBGG6uk/595O6QDaMYZhs3KIlBGEO2rBFp76h40DTlyHJktXbJdebPFbgQ1IV1LP7EHt6dUIQBkBfX4k8tIMgsiqLbJhTTH2khld2PMKd86/ia+/P4rdLbmNT3SrCWsdZUyczM2pg1MUwamOYwcN+dja2YL+1EH1JE8auEFJu4gR2uY8bfUOww33ry5swgykqp5xERCBGEFJIWTLpc4wLgtAxSZYYNDkfOoi1jJ7VA5e3C2ScNZVaDblTqdsJobq2l5G4TkNrjEj8y//ukFQV78SJlLzyMv4LLsAxYAD+Cy6g5JWXyc7L5JvTevHiyuR6yKYJ961vIvCHu5KCMc5Bg8j86k3IotTfqaN+Jzx0Ouz60PrmiIdg2QPwxEXQXH6ij+74CjfB1rfg0XPgn8Pg3nHw3i9h/3LYvxRM3SovNuc2aC6D6s0w7uuJ+/i0uvuK+NkSBOEkFNcwG1JPXgMw6xqt5uKCIHwhkteN3K9H6rEDvZg6u1DYZM3Gjn8PrNkYxzgk8yQSMYhEj05wRk53Yf/WRGxXDkUqTkMuScd2w0hsFw9G7ptlZRu1xpO205eXok4oTg7iyBL2W8ciBZxH5fiEzq8p2sC9a37HU1vuoyXWCMDOps38bNEtbK1fe2IP7gQwamPEnigj8rPtRH6ynei/9qFvDhJf04zREEcudqKvbsHYGUZ7pw77lXngPaTqhmmC0vF9k6RKHT4nOll08rovgnBiODwqkmT9jkgigdMjZhYJwkG6rtHa0IAej6Ha7XjTM5E6yLo4yJfpZMatg3n/kU3ocetCW5JgxIxi8nt10vI9sRAYcXD4rYPVPyUzztQJxTT21Yd4cMFutlQ20z/Pz62nlVCU4cZt/+J/gmW3G2f//uT/9rcY4RCy243ssFLk++fp1AdTH9ucLfX0mVrCLW++QWjRIrTaWjwTJ+Lo0QM1O0W5JeHkFG2BD39nNaA/XO12K3vD3+34H9fnFI9GaG1sJBpqxe504gqk4XR/gQcSuz+C569vfx0LwpL7oHId9J0JNrf1WR38mV/wVysQc83zsH8ZmBpk9YOC0VC2Inn/sgLdhlsXFS0VVtBLsYMnB2ziRl4QhC7MYUcqysesrk85LPcoAIe4bxKEg8xgCDMSBUlC8rg+tYeS5HaiXj6D+KOvYpa2Z9tLmWnYvnoJkj852+NE03WTuGaiKhKqKoFpLetIPA4mVvmyXXt11m/WkGUYPthGUYGM1/Pl5o/L6S7kKSXIIwtAkpDd1u8kMxwHo4OAT0wn9sQqHHdOwWwIoW+vQ85wIffNRkpzItlEOedTRV24ilXVH6cce3D9n/n9pIdId2Yd56P6/IymILSGrB82rwvJ70X6tIlkh++jPk70r3sw69uDl8auMNF/7MNxW3cif9iJ87s9iC0rA8CsjxN7rhL7tfmYLTpmdQy5txvJJaOvSD2JQ52cjuRTMcO6lRljmEhuBcl38oQvTp4zEYSjyO2z03dcHluXVCaN9R6Vg0v0hxEEAFobG1jz7pusenMOsXAIlz/AhMuupt+EKbj9HQdUbA6VkiGZXPPrcTRWhdDjBhn5Hpw+e+frDdNaC5XrrQez0WYYcCHawEsw/d2xyWrqnhCeLDR3Lp/sqONrT6xoKy+8sbyZV1aX8t/rRjOtXzaq8iVvLJwO5MNu4HIDTib0yuKlValLTDm9HhzFxTh79PhS7y10YZFm2Dmv4/GNr8CA847f8XwBrY0NLH7pWdZ/8A6GroEk0WvkGM68eTa+zM8RVGyugHd+mnpsz8cw7huw8jHIHZw4tvQ/sPx/1nJZhtG3wgX/hIdnWr8nDnXOX8HugQ0vWZk2zWWgOmH4tXDa97pE0EsQBCEVyW5DPWMcsVWbkx9o2lSUCcNF/zlBAMy4hllRQ/zFd62AigTygF6oF56OnJ1xxG3ljAD2Wy/DbGrBrG9CCvggzYcc8B2no/9sDMOkqcVk/aY4+8sN/F6J0cNt+DwSfXqqrO0gK2Zwf5XWkMkLr0Wob2gP2JRVROmWJ3PhTMeXDsYAyJ7EZziSy4ZcdISS56YJdhmlfw5K/5wv/f5C17S5fk2HY+Wt+whpraTTeQMxpqZj7C1He/qN9gzWgBfblecg9yz8XOUrjW2tCUGYNrpJfF496qgAZrMGWvvPsVkVI/ZAKVKGDSlNRermQOntQhntTwrGSHl2lNPSMOtixJ6rwljfAiZIhQ7sX+mGXOw8KXrHdP0zEIRjwO5SmXBxLwZPLUA+0KtCViQGTO7G5Mv64HB3sgfFgnACREJBFjz1KEteeoZY2KqPGm5u4sOHH2Dd+2+hxY+cMaLYFPyZLooGZlIyLJtAjrsTBmHq4P3fWOWatr8L+5YQ2/YBS/c28sf5dTRP+GHq7Wb9jWrdy/deWJvU49Ew4fsvrqW6JUU2wlHgsqnMntYLh5r8Jz7DY2fm4LzPPftFOLJIKE5DZStbl1aya00NTbVhtKNQhu6YkWRw+jseP7wZfSwEoXqrr0wnEI9GWfzSs6x99w0rCANgmuxcuYw3/nk3oeamz76zaMuR++JUb4Z4EHL6J48ZGlSssfah2iB7AHxjIZzxC+gxBYZdA1+bD0OvhJ0fWj2lmq0ZYmgRWPEQvPhVCNZ89uMVBEHoZKTMALZvXIGU0T4BR8rJwP7NqxKWCcKpzKxtIPavp9qzWkwwNu0k9u9nMOo//bpF8nmQC/NQhvZDLu7W6YIwADV1Bo89G2bpKo3ySoPtu3WCIZO35kXp20slVfJPTpZMQZ7E1h1aQhDmoPJKg7KKY9NDBkAKOJGHpe4FYztvAJJfZC4fTaZhYjQ0o2/dg7Z8A0ZpJWaw9UQf1hH57B3/HZMlBVVqf36hmzotsSZC8c5zTmZ9I/EHnkssI9oUJP7gi5i1DZ99P4aJvrrjUqTGjhBydydmbRwpkPxMx6yPY+wKI+c7kPw27Ffn47izGGWYF3mAB9tXC3B8twfoEP3LHox1VhAGwCyNEv3rbozKY/P85HjrZE+8hBOltamReDiMrCi4/AFsjiOnyJ4KPAEHky7tzfCzi9AiOqpDwe23YXOIHxtBAAg1NbFp4Ycpx5a+8gIDJp9OICf3OB/VUda4F1Y/3v5akqiY8CtufGwXcd2k+1lnc975A8hZeQ807sXMGYh05i8hZwC1NTGawilmjACNoTh1wRjd0o5Ng83iDDcvz57IL1/byMq9DUgSnNE/h5/NGkBhuvuYvOepKtwSY+nru9i4oL2viqxInHnjQEqGZnaevxn1e6xSW2UroGgijLkFPvx96nUHXWT1ibG5oXYbLPqHFazoPg7Gfg3Siq3AwwnS2tjA+g/eSTlWtmUjrY0NyRl5oXpo2gfrX7QCSoMvgYyeoNqt0mFGB4GztO6Q1gPcmdb69buS15n+B/Ae+F2X3gMmf9fKpFHs1v6byuH9X6Xe/77FVnDGK0oDCkJXYMbiEAxhGgaSw94l+jMca5LNhtK7CPn2r2CGwu0ll8RnIwgAmJEY2juLrH4kh2tpxdi8C3nSiON/YEdRKGzy9oexhJZQg/qpbNmmsWefQUtLlPOnO9m8XWP3Ph1VgaGDVAb1UwGJ9Zs7fsC6ZmOckiIFu/3oTySTPHZsVwxDy/WhL9gNEQ0pzYl6wUDkQTlIX7J6gdDONEzM0kpi/30BQpG25VJJIfbrz7cyvTqB5mgDNeFKVlQtRDc0JhfMQJFUdDM5o2ts3mmYpkFUj9IUrePjsndYXPEBLtXD+T2/Qp/0waQ5jpzxdiyZuo6+aHXq3z2mifb+UmxXzUzIijENE7M+jr6lFWN3CLnIhTLQi5Rhg7SO7/8kvwIuGX1HCNuFOcQeT+45KnV3IGXZDqyvogz0Ivdxg24iOa3s2fjHDZhNKbLnDIi/Uo18ayGSq2tn2naSpwPCiRKLRKjcsZUPH/kPdaX7UFSV/pOmMvGKr+DPEumXql0hkHVsHpQKQlfXUlvTQSMl0GJRIq1BAnTxQMz6FxNfF47h7d0a8QN1jn/7fgUPp3u5edTdFPpkKkMyM9P7ke1wAo1H3LVJx7WSvyybKjOoIMBD14+mORJHliTS3DZ8TlGn/Wjbt6k+IQgDYOgm7z28kat/MY6MbsfwUisetgIMmFbvoo6yXKq3wBMXQsuBcpuL/gFXPQ2F46B0aeK6k75jlSaT7eDPh3d+0j5WsQZWPQo3vgmFo4/++XxGsXCoPRMmhWB9LdlFPdoXtNbB/D/Bsv+2L1v2H+g93Son1v8C2PRK4k7cmXDOX0BWrQyiirVWT5j3fgnb3gbTsEqKzfgjdB+fuK0sg+OQmu2xYPtnn0rFWquHjCAInZrR0Iz27iKMFZtA15FyM1EvPhO5qBuSU5QtlgJepEDn61chCCeaGY1i7Nzf4bixaSfmuCFIatd9PBeJmFTXJj7s7Vms8No7VoClrsHkpTci9O2lMGG0DV2HokIZn1emNfQp90TH7pYJADngxDarH+rkHtYDa5uCfIwmy53SmpqJPfA8RBKDbubuUuJvfYztkrM+V5msz6shUotmaCiyQoYz9QSo+nANr+x8jLm7nm5btrNpM98c9nPuXfNbDNq/x3PdBUwvvowfL7yJ30y6n18v/iaN0bq28fW1y5ncbSa3DPkBAccRSuAdS9E4xr6KDofNsiqIxuCQz90ojRC9ew+ErXPVaSTukHF8vxh1cjr6h8k94ZQp6agTAlbGTMhA6u7Edn034q9UQYsOMiij/Nguy0UOJP4bSzYZDiwydRNjbUuHx2vsCGFGDBGIEbq26t07eOH3P297mKprGhvnf0DFjm1c/vPf483IPMFHKAhCZ+X4lKbYqv0keChxeP8XTw7bDkubL20I85v3wwAossRZI/oCkOl14HeqNEeSHxj7XSpZ3vbMw5ZIHFWWcdmP7kVFusdOuuck+HfopELNMVa+tSf1oAmbF5cz6dI+x+bNG/bBgrth/bOgx6HPDDj7N5DZ28rwOKipDOZ8MzkQ8NItcP4/YNoPYfPrVvZLyWmw431Y/pAVdHj26uT31aIw5za44XXwnpgJGzaHEySpw0CwO3DYzU7NlvYgjKzCgAtgwPnW59RcDtN/B9UboHa7tY7qgIv/C2//EOp2tu9n0d/h6mdh+u+t3w0OH/jyrWM5EtVuvW+qflLQnk0jCEKnZTQFiT/0ImZFbdsys6qO+APPY5t9FUqfohN4dIIgdGaSLCN53Zit4dTjaT5rEkcXluqKzDASW0cZBmzZrrNlu5WFfN50BzlZ4HbB4H4q8xenriQwdJCtLRtG00x03cRmk5Dlo5chI6kKUoaoGnAsGZV1SUGYtrGVGzHPnoCUmXbU37cl2sj62uU8ueXfVLTuJ9uVzxV9b2VM3tSkAMm+lp0JQRiAVdWLUGUbf5v2DIvK3qUxWkfvtEG4VQ//Wv0rhudO4JUdjyUEYQ76uPxtzu919YkLxNhUpOwMzL2pgzFSViAxCNMUJ/ZAaVsQRsqzo56WgZShYjZoyMVObFfmEX+u/b5SmZKOnGkj+pc9bcv0TxqRJ/hx/rgEdECVkPwKkuPIzzokRULKPFLWjYrUtX9VAiIQc0oLNTcz77EHUz7IqC/bT83+PSIQIwhChzzp6fgys2ipq00ay+vdN7k0UFcSacJsrYV+M5GW/ad9ecNuxg2UeWlN6s365/mIH7jjyPU5ePSmMdSH4kTjBk6bTHMkjkNVKEx3ochQ3hjmg81VvL6uArdd4auTShjYzZ8QpBE6L0M3aG3quG9KU00YwzCQj/bNdVMpPHpOYm+TbW/BngXw9QVWMOagSCOUrUzeRzwEu+ZZd8WtNVbPkuUPWkEdby407e+4XFfNFgg3nLBAjDstjT5jxrN92eKksYyCQjxph5QA0KKw9AHra5sbLn0Qtr1jBafiYauU2Mw/wbWvWGXH9i6CglGw8aXEIAxYvWAeOw++tRKy+32OA86GQRfD+heSx+xeyOpjXYuJ3k2C0GmZ1XUJQZhDaXM+QP76lUg+8RBPEIRkks+DcsY4tGfeTDmuTByO1EUDMaZp0hI00TSTjHQpoc+LCdhsEE8dX8HrkYjFTew2iQF9Ffy+9uCKLEMkauJySqSnybSGDBqbTVasidMaMunRXWFgX5WAXxK9L7sIs7HjTAd0A7Sj318zrseZVzqXRzb+X9uymnAF9679LRe33sjlfW/BpVp/u5siDbyx+9mU+1lW+REzii9lXe0yPKqPtTVLqQlbwY0RORO4f20H5Z6B+fvfpG/6kKN4Vp+dZFNRp44htmJjynH1rIlIjkMmbbbomDXWva0yLoAyyEv8zRrMyhioEsoYP7YLs1EG90bf0ILZaqAM8xL9w+6kfRuLm9F8NmwX5yCl6F3bEXVKOtoHyVk3AOr0THB2zd+Vh+r6ZyB8YVo0QvXunR2O71235vgdjCAIXY4vI4uLfvQrnN7Eeq6+rGxm3f59XL4jNAPvzFprYf6fkf41Eql6E/Q+q32saiMTc+KkuVPP1Lh5cgl/f287TeE4da0xnl62n689voLvvbCGuG6yYk8D33t+LZfc9wk7qlu54j+L+cWcjSzbXc9HW2u4/uFl/H7uJuqCJ0cjupOdzaGQU9xxPeOigRlHPwgDsOPD1A3mY62w6F9WgOGgeKjj/UgKhOtg5wdWAEI/5E65g2yTzsDhcnP6jV+n+6DEm5qMgu5c9MNf4U0/ZNaZoUHkQBPcM39hlWVb9Xj7Z9SwB565yuqd03MqTPwOZPZJLkt4kGnCztS9sTo+YA+c9WvIPewmzOaGC++Fd38Byx6ElqrPt19BEI4bY+ueDsfM8hrMjp40CoIgAEr/EuSRAxIXSqBefCZSRtecvGaaVjmyx58P8/o7USaPtSck9mzdrjFsYOq53zlZMtW1Bs0tBppmUt9g8uHHcea8HWXLDo24BstWx3n5jSjLVsdZvV7j6ZcibNupU1ZhsGhZnMefD1PX0HmvV4VEcrcj9EP0usFx9MuSNURreXrLfSnH5ux8gqZo+wP/uBGlJdbY4b40U2Nbw3pW13zSFoQ56EjfhceyHPlnIWWlYbv2vITMF1QF9bKzkXITJ96bmnlgGxvKUB+xh8usIAyAZqIvbiL6z/3glFHPyEQ9OwN9bbDD99YWNGC2fL4Am5Rhw3ZdPhwWX1VG+JBUidij5RgVUUy96/7si4yYU5gky9hdbmLh1A9pfCIbRhCET5Fd1IPr/vwPavbupr68jJziEjIKuuPLzDrRh/bFlS6DxfdaX7//azj3HisYs+55iDaTUbOQJ2++mR++uJ5NFc0ApLtt3H5GH1bva+Tl1WXceVYf7v1oJy+utB6W33lWXx5ZtJulu62LvZmD85i7rpzShuQSBa+uKee6CT3IFFkxnZ7DbWP8Rb148c8rkq7AnR4bRYOOwd/ReAg2vdrx+I53IfJjsB2obe1Ms/rHRJsT1+s2EvqcBboG299LHAvVWlk1kmz1QjlcVl9wnaAU+wN8mVmc952fEGpqIFhfh9ufhic9HU/aYcdl91jZKKXLwV8I+5el3uGyByFnoNUDZvg1oHec6US44dMPsLXWyrBZ/aSVlTPyeqsvT0u5dQw2p9VjZtE/rNdb37Ayms77B3jE9ZcgdDZS2hGaCDvscBRL5AiCcPKRfB5sF5+FecZ4jB17wWZD7t0dyedBcnbNa/6WoMmLr0cIRyAcMVm3SeOSWQ42bNGoqjEIR00mj7NhmLBuo9aW8FBSpDByqMrcd6MEgyqD+tt4cW4UwwCfV6JvL5XX32mflNa3p8JLc5MnqUVj8P6CKBfNdOA8CWbJn+ykjABSYS5mafLEI3XmZCT/Ef7OfkHNsQaieiTlmGHq1EdqyPMUAuBQXYzMmcTWhnUJ67lUD2cXXUSeuwCfLUBLvClhfFv9esblTWNh2dsp32dq4TlH4Uy+OMlhRx7SF3uPAsyGZjBN69/C50ayHdavxauAXUI9LZ3426mzgM3yKGZQR1/VjL4jhOQ8QrmxqPGpPZ5M3cSsj6OvacbYFUbu4UIZ6Uf5fW/0rSHMxjhKkQtjX5jYY+VggL6uBefPeiJ1c37ej6NTEIGYU5g7LY0RM89j6SvPJ41JkkzPkWNPwFEJgtCVSJKEPysHf1YOvUad6KM5CkL1Vt+Ng/Q4vPYt68HzgAvQcwcxV2olo7mZ84fl852z+qAZJjHN4Oll+1h2INAS1oy2IIxDlSnJ8rQFYQBO75fDH9/cnPT2Y3tkMCLfz+6qFkYVn9gH3cJnk5Hv4YLbh/HR09torrUCa/m9A0z7Sn/8mceg0adsA1dGx+MOP0iHXN4502DaT+GdH7cvG3m9VX7r7Z9YmRp5Q6FynVUaa/xtVq+YWBDO+Dl88NvE/St2K4vjBJUlO5Tb78ft95PVvfjIK/Y+Cza9AtWbOl5n8nfgkXMgVAfdx0H+cKhYk3rdPtOtMmWmCc4UmX+tNfDer2DNU+3L1j0LPU6Di++DJSutcnFNhzXu3fw6TP2RCMQIQick9y+xgi1G8hMFZeJwJN+R++YJgiBIHheSx3XkzIAupLnFJHTInLI9+3VKK3T69VIZPEClqFChqsYgFjM592wHpgmKAvvLdV57J0o8Dk4HrF4fb+slM3SgyvLV7RmGGekS1bXJk4LcLujVQ8Vmg1jcxNk1n8eeUiSfB9tNF6O9Ph9j3Rbr76nHhTpzMsqwfkjHYEKDTT5yr1S70h4E9dkDTOx2Fm/sfobmA5kxAUcGd4z4LXN3Ps0D6+7imgHf5D/r7gKg2N+Hy/vcTFSPUOzvw7qapTTFEidrTcg/gzxP96N7Ul+AZFOtzLtPyb6TAiq2C3OQMm2Y+1MHsJRxAfTFjWjv1oFfxX5pLvrC1JPU5EFesEsYrRqSQ05ZoszYFyZ69x6IHehbvqKZ+JxqHD/ogZRrR/ugDu3NWtAOuf6KmcTnVGO/qeDIgaBOSgRiTmGKojJ8+rmUbt5I2Zb2moGSLHPuHT8U/WEE4RQXaY0TaY1jGiZ2l4on0DVna30uegyCKcoD1W6DhXejlJzG/j5j6Fl4Bn9+e2vKXThtMpG4jnbgYU1+wMmO6sSUXVkC45CHOSVZHu6eNYiW7U3Ub2/CUa5Tlu4lI9+Ly3vkC0jhxLI5FLoPzOSSH4wkGtKQFQmnx4bTc/TT6wFQbDDuVtiQot8IwITbwJttlbmKBa3G8/1ngSsAH/0JMKHn6fDiTdb6b3zfCqxUbYBAd9i/FJ6+whqb9G247GFY8ww0l0HhWJh4m9VXpStJ6w4X3Ae756ceLxpvZaWEDjTZXPEwXHQvPH5RYkaQzQWXPAh1O+C9X1hlz0ZcBz2nWdktB1VtSgzCHLRngfXvcqSMpt0LIe/E1JEWBKFjkt+L7YYLiT/2WkL3aalHN9TTRiEpXe9BgCAIR4ep65jNrRCLW82xfR4k28n/qK01nByY1jTYuFUD4IIZVvmxlqDJnLdTl13Oy1HYvrs98JKZLrNoWftrSUr4lQvAlPE2fF6ZrTs0oo0mW3fo9O0lEfCLrJjOTk73Y7tyBua5UyCugcOOFPAesx5JAXs6hd4SSoPJPUzSHVmkOTKJaGGaYvXoho5H9fLbif/l6c33saJqATcM/DYPrf8zFa3W5Kk8TyE/GnM3q6oWMS7/dP6+6ucE483ke7pzx8jfsa5mKWtrluBSPVzQ61r6pw8j4DjCBLpORrLJKBPTMOvjVi+WSHIQVBntJ/afAyWymzVwy0hFTsx9iYEbZYQPdVY28ZerMMuiSAVObGdmIGXbkOzWNZPRGCf2QGlbEKZN3ET7yArumGWpf3fo64KYIV0EYoSux5uRyfl3/oSmmkpKN27A5ffTfeAQPOkZ2BynwENXQRBSaqgKMf+pLZRtawQgkONi2jX9yC0JYHN0vT92n0lzuTXLvXBs6v4bQHPhKDY17+Zir8oZ/XL4cGt10jq3TO6J32lrmzgbjGqkexKDKZ/srOPMAbm8uqYMr0PlH+cOZvn/NhMJtt947Flby8gZRYyYXnzsHuoLR40n4DjmwUrTMGltihJXB6BcvwL3yr+gbn7ZCggA9D4bep1pNaN/+8dWaSzFDqNvhsnfhe5jrfTwl25u32m0GZ6/zirfld4TVj/RPrboH+DOtMam/x4yeoDaRaccphVCj0lWMCV+WEnA3MGwb0niskgLXPkEfPJv2L/EKsV2+WMw/0+wZ1H7ens/gewBcO1LECiAeASWPtDxcYTqOy75BlZGkyAInY5ktyH3L8H+45sxdpVCSytSr+7IGWlIfpENIwinKjMYQlu+Hv39JRCOgqqgjBuGevZ4JL/3RB/eMRGNGoTC4Pd2nMFgt1uJw6GIyZTxdva+mDy73uWEjHSZzHSJigPz4OKaicMB0QPPXusbTHKz2x/Sjx9lo77RZOGS9oezpRUGy9doXHOJk7SACMZ0dpLDntgg/hhpjbcQ0cN8b9SfWFe7lLm7nmnr7eJQnPx4zN/AhHvX/JbFFR+gmxqF3hLuHHEXtwz5ITcM+jZVobK2IAzAvP2vs6JyAT8aczd/WfEDgnGr9HNF635+v+R2hmWP54Je1zIieyJpzq45sV32qphOGXVqOto7dckr6OZh2SkGtgtzMDYG0RY3QsRAPi0dZZCX6F274OAtz64w+scN2L9VhDLIi6RI0KJZQZ8UzGYNOfcI3ycO2YrUdkEiECPgSUvDk5ZGtz79T/ShCILQCTTXhXnl7pWEW9r/KDZVh3ntH2u47MejySk+CR8UVm+Gpy6HcL31sHXza+0Ptw9yBmjuezZFpe+T4Xbwx0uG8M8PtvHiyjJiuoHXofKNqT25amwRpgnnDM7njfUV1AZjpLvteOwKrTGrOPKb6yv4341jWLC9hkuG5LPnw7KEIMxBq97ZR99xeSIQIxAOxti9tpalc3YRao6h2mQGTvoeI2/4MZ6tj8GAcyG9xCoxdjCjBawsr6X3w56FcP0ciAahcm3yG2T3s9Y7XKgOlj9klek79/+O3QkeD74CuOZ562ddO+SBgN0Hvtz21/582PcJrH/BKuM27uvW8oY9iUGYg2o2w6Y5MH629Xsj1nHTSspWQL9ZsGVu8pgkQ4+JX+jUBEE49iSbDSkrHTlLlA4VBAHMuIa2aDX6O4dcG2g6+qJVmI1NqFfNQvYcgzK1J1BryGDxijir12tMGW+je4HM/rLkySWjh9nYsUtj4lg7Pq/E5Rc4ePejGE3N1gPcgjyZGac78HokRgyxsWGLdY+0ZbvOkP4qK9Za92GmCftKdYYPUtmwVSMvR2bJW8kz5FtDJouXxzhrqgObrWs+nBWOntKWPTy4/s+sq10KQM9Af+4Y8Rt2NW7DZXMxNGssNtnBzxZ9lcpQ+wTM0uBuvr/wau6a/DDF/n4sKn8vad+6qVMbqWorX3aQicmamsWsq1nKv898hTS6ZiAGQFJl1DMzMXaGMHYcMoFNASn9sOcSikTs3/uQh3ixX5UPNgkpoBK9f397EOYgE2IPl+H8ZS+kDBum3vExGNtasZ2fjfZBfcpxdWo6kr9rThAWgRhBEAQhwf5N9QlBmINME5a8uosZtw7G4T6J/nw0lcHjF7aXJFtyH1z+KMz7gxWgAYzu46g982dU2518c+g3SXOmgRN+cd5AZk/rTSSu47ar5PgdoEWpryrlB2cW0xqL89HWWv4zfyd/uWwY33thDZG4QVQzeHjhbh67eTC2sJ0P30nxYPyAvevryOx2cs6oEz4bQzfYsaKaBc9ua1umxQ3WfVROQ00GZ9/0c6uEXbDKyoRJJasvlK2yAiu+fCsD7FCudAhWdnwQTfvBiIHShX/2VRt0Hw+3LYPSZVbmW+FYyOwDTftg/YvWek1lMOxqCFa394wafTM0JJc1aLPqMeg70yqDNvgy2L0g9Xq6BtN/B+Wrkv8Nzv8neHNTbycIgiAIQqditrSiz1uWcszYuBNaWuEkCsSYpsm2nTqr11tBksXL45w33UGaX2fTNg1dt3q+jBpmIydLZlA/lYBfQpIkenRXueYSmWjUmnficoLLKdPYZBDXTM47286782Ps3qczZICDwmqD0grrKe6KtRrXXuakZw+FvaUdP7ndvF1n0jhTBGJOcdWhcn768U20xJvalu1q2sJvFn+Tv019hiJ/LwCWVc5PCMIc5LZ5iRtxntz8L/I8BUnjLtVDUzR1TxQAA4O4nrqcVlcip9uwzy7CrI1hbGsFn4rS12MFWro5MMsPnGPMBI+CsS5IbJ01Gc3+ze4Q7OBntVXHrI9hqhKSTwG7lFyaDMAAyaeizsqyesQcQip0oE7LQFK6ZgZcF76bFoTOIxrWiIU1JBncPjtyF/2FIAiGYbBvY+pZBwBVu5uIR7WTKxBTvzOxL8zOD6medDtrp95BD0caSDJLGrfxv6W/oj5Sz1OzniLbYzXZdNlVumcc8lm0VGIsvpfc5Q8BJn+f/Etqzjif8ogNp03lua9NYE9tKxXNEcb0SKde30imnIuZ4trjIEPvoISRcMpobYqx9LVdKcf2b6wn1BSzAjGxENRuT17JmwODL4FnroCC0TDqJivQeKiardBtJGx9M/VB9Dwd1JPgYYJqh/Ri679DKTY44xfw4e+sfjjuTPBkQ2uNNS5JYBxh2papW5l0BaOg95lWH52GPYnruNJh+NVWZs7N78HeRbD1LUgrsgI/ge5gFyWOBEE4eZmGgdnSCiZIDhuSq4uWuxQEsEqRxVKX1QEw65sgL+s4HtCx1RoyWbKy/Xw1HdZu0hjcX6GkyNG2bOOWOIuWxSkpkpl1lhP3gctHr0fGe+AyJ66ZlJbrvDc/Sm29SfduMhdMd6CoEtGoyemT7URjJlU1Bi6nhNMhsWFzHFnpOMhiHOF+Sjg1mKbJ4ooPEoIwB2mmxgvb/8dtw36BU3WxuipFljtw3YDb+d+Gv7KneTs/GXsPDsVJVG/PpG+K1ZPnTg7QHOSx+XCpJ8f1vOxXwa+i9HQnLHd8o5DI3XuhWUNb3Ig6LQNtbk37Cp/ys2g26UTfKcN2XTdsl+USfzp5MqB6QTbYJdTpmSgj/WgfN0KrhjIugFzkQj48M6cLOYmepAnC8adrOg2VYZa8spP9W+txuFSGTCtkwKRueNNEjx2h65FlGX9WxzfF7oDj5As0NuxNfJ3Zm5Wt+/nhqrtTrv63lX/jH6f/g4Aj0LZM0w1am+vwvP8z1I0vti1Pm/cT0vgJ3cbewW+bz+e5NTU8+7VxXDjCunirCPbmjS1v063fUMq3Jl8wAhQPOXlu4IQvJhbWiIa0DsfrK1rJLPCCrILNDfFQ4grDr7UyvUwTSpfDyBtg8KWw4aX2dTa/bpXt2v5uclk+Vzr0ndFl6/B+Ju50GHsrDLoI6ndbvVque8Xqp1Oz1cpwGX0z7J6fevt+58LOD+CTf8A3FsENc2HJ/bD2aevz7DsTxtxiZdWUr4KabVA8Cc65G7ziZ1wQhJOf0RREX7EBfcFKCIWRe3VHPW8aUm7mKdHYXDgJ2Y/8fSudRNkwAIYBwdbEJ6yD+qq8Oy9KNJa8/u59Bq0hA7crsXxQa6tBc9DkuTkRjAPzzfaXG+wvj+JywjlnOnjihQi5ORKXn+fC5ZIwTZPMDBmPW2bVutTXxL1LFJyOk/haVfhUUT3C6upPOhzfXLeKkBbEqbrIcucnjbtVL26bjz3N1sS2l7Y/zLdH/I5/r/kNIc3K9tCMOBE9wuDM0WyoW5G0j4t73YBDObl+9g8n5ztx/qwEoy4GURMpwwYxwyojppvWf24ZQikmlLpkME2MNUHM8SGUsQGkTDvxV6sxK6NIOXZsZ2RCuoqxL4KxJ4zkkLDNzMR0KyiurlmO7FDiikcQvoT6ihAv/mkFhm5dkIRb4ix7fTf7NtYz8+uDj3njZkE4FgZMzGfNB/tTzmQYOaMIt//YN9c7rrL7Jb7OGcCC+o0drr62Zi1hLdwWiDFNk3WlTWRGKwgcEoQ5lGflA9xw6RU8twZMs/0GIc+Tx7ReU9DSFGr2BIlHE2fc9x2Xizdd/B451ak2GSQ6nF3U9jPpzbF6mix9wMrwGPt1KDnNKne15L72DV6/AybeAV95wcqg8eRA93FW2bHLH7OyQmq2WOsWTYAp34O3fgQXPwC+vGN6rieUrECoHpb+B6o3WdktF95n9ZMxTfAXwNpnoGJN4nZpxVA8ARb93XrdXA75wyB3EJz9W6sGR/UWiDTDK1+D8IFyBgvvtoJcN74JuQOP55kKgiAcV2ZLK/Gn5mLu2Ne2zNi2l9jfH8d+x7VIRckPxAShs5M8buS+xRjb9iYPBrwQ8B3/gzqGFAXS0yQaGtsvSGWZlEGYg+obTLIPaZURbDXYvE1jf7nRFoQ5VDgCFVUG3fJkZMnKnHFhlTfr11ulvNKgZ7HCrr2J90x2O5w23o7dLgIxpzJVtpHpzOlwPODIQJWtTIrx+Wfw1OZ/Y2LSJ20w5/W8mjRHBruatratv61hPS9tf5jbhv+CiBYmGG9mcNZoclzdKPb34tUdj/Nx+btoRhy/PY3ze34FJNjbsp0hjjHH/HxPKB2Mja3oy5vBNFHPy8bxs56YDTHItmO/thux/yaXfrNdlIM237oX0j6oxz7Ai1xgRx3lt/rGNMQxbWB83Ii+qrltu/gL1ajnZCFNz0T2du1QRtc+ekE4gSKtcRa9sL0tCHOoyl1NNFaFRCBG6JK8GU7OunEgHz62GeOQHO8BE/MpHnwSztxOK7KCMTUHLroiTRQ6Bne4eqYzE0Vqn4lR2RzhjmdW88I5RyhbpMfwGi1k+xxENR3DMJFl66aid3pvam21XPTjYWyYV0H55kacHhsjpheR3zvNKjklnNKcPjs9BmeyZ31d0pjDo+LPOjDrSnXApG9D+VoY9zXY9Co8cyXMuMsKoBwslWUaVtBg8b/AmwejvwpDL4fK9fDeL2DMzRAosjJgKtbAq9+A1lporbb2YxgQbQJJBedJ8pDBMGDnfHj+K7TVCmwus8qNTf2hlSVzxi/h6mdgy1xY9biV6dJvFhSOgdfuaN+XFrX6y7z1Q4hZs+c49//grR+0B2EOCjfA89fCjW+BT/SHEQTh5GTUNSYEYdoHTOKvvI/9lstOuuwB4eQnuZ2oV8wg/uBLmFWHXKN53dhvvRw57SS5RjrA45aZOsHOq2+197+QP2VyutuVGBjZtVdHUSQqqzsuvVxRbZCZLpOfKycEazxumaICyMq006+Xzqr1GtGYSa9ihRFDbaT5RRDmVKfKKrNKruLD/a+nHL+k90347WkAZDpz+O6oPzJ//5tMLpzBQxv+il12cGmfryZss7NpM39d8SM8Nh8+Wxrj88/AxOSBtX8kz1PInSOtcs9RPcK8/a+zvnY5o3Om0DdtCA7VSVgLETdiuFUvqnxyPII36uNE/7EXs6o9Cht/pBwpy4b9qnyMjUGUSWk4flqC9kYtRmUUKdeOOjkdfW0LxpZWAMyoAZjoq4PEX60GsNY7IyMhCHOQ9lYtyhAv9Onan2PXPnpBOIHiUZ2ybY0dju9eW0tB3/Tjd0CCcJTYnSo9R2ST1ytAzd4W4lGN3JIAbr8dp6fr1uLskC8PvvIizPmWVXZo7yJmTf0e/9n6NGaKFISbBt9Elqs9IFUbjFHWFMawHzlIZaou/nhxLzaWNTGtX+JMnTRXBjG7weTL+qKFNWRVPjk/a+ELcbhUplzVl6batTRUtJcdszsVzr99eGIpTH83uPJx+OhPsGmOtWzH+zD+m1Zg4FCGDi3l0P9c67UWg/pd8M7PUh+ICTTugw0vW0Eeuwcm3Gb1nfF2PPusSwhWwBvfIWXDpo/vgSuesLKE+k6HARda2S2mbpUsW/i39nUVGwQKrCBNLAj5w62gWGaf5J4xB9XthFCtCMQIgnDSMrbs7nDM3FuBGYmKQIzQJckZadhnX4lR34RZWYuUEUDKyUBO85/oQzsmCrvJTJ9mZ/7iGNEolJbrlBQp7N6XPCHN5YTAIcGRUMhk5do4/XqreNwSraHUqd4et0RWhmS13zkstuJwyMiySf8+Kr16KBgmOBwS6hF6xwinljxPITcP/j4Pb/hbwr389OJLGJw1qu21U3UxJm8q3X29+N78a9BNq+Rdn7SBOBUXET2csN/WeAuT8s8mzZFJKB6kOdbAloa1fFT6RtIxBLVmWrUWtjWu59Xtj9MYq2NY9njOLr6YXHcBstS1S73rG1oSgjAHmbVx9F0hjLoY6pgAUrELZXIaclkUsyFO7NGyhHJl6mg/klPBrI9b/WCmZaCM8RN/qqLD99Y+qEPu4UKydd3PUARiBOELkiRQ7TJaLPVsjpOqmblwyrHZFQJZLgJZp8hNcVoRXPG41Zg7HibXnc6fpvyJn378U3Sz/cbi7OKzmVE8A+mQXhlxzcA0YVOzk4L0EqsHxOEKRyN5s7jnpW3cdWl/IloEp+okFNMorQ/z5NK97KwJMqoog0tGFlDoPUU+d+Ez82e6uPDbI2iqCVOzrwl/uo2s9BCePQ8gGeMgu3/7g/xoC6x+on3jglHgy4eBF1kBlIMUm5UtcyBFH0+mlVWjtc90bGP3Wv1nHjoLglXty/d8DAMvhll/BW/20T7t4ydUb2WxpKLHIdIEB/tCuTOtAO6c25LXPe2H4Mm2+vSM+RoUjoL3fwXn/OXI769FjjwuCILQhUmuI1QJUBSQxUNUoeuS/F4Uvxd6dNzA+2ThcsoM7i9RUqQQjpjYFAlZgZffiFDX0P7Q22GHy8534vO2/2wbpkk8Dpu3aYwYYuODhalrmg0bqLJ7n05tvc6A3u0pNy1Bg31lBpu2athsMGKIjewMEYQREnlsPs4supBROZPZVL+aiBamd9pAKlpLmV/6FmPzppLlykOVVVRUPtj3alsQxmdPoynWwO0jfsO/1/yGsNbatt9+6UOZ1v1cTNPAY/MzKvc0ync9mfIYLu1zM2/sepaXdzzStmxX0xbe2v08f5ryKMX+3sf2QziGjJCO/kljh+P62haUiWmYJsiyhNzdSfSpCszGxN5OUkC1+sPIEvJgD47+HuLz6pG2hDBbO640YjbroJnQheesiifFgvAFuXx2Bk7qxrp5yXUPAXqN7OKzgwXhVONKs/4D3MAZnmzmXjyXNdVrCMaDjMwZSbY7m3TnIZluoXqyHQZ2ReY3H9Ux4OJHKHztysQH1ekllJ7+Ty58eDPXTszhjX1PYHPNpHegHwu21TD7qVVtk/AX7ajjvwt38uzXxjO8u8ioExJ50hx47CG6Vb0K8+6HlkNmCxVPhMsesXqOtFSAfsjNbe5geOEGmPxduOY5qNpkZbOkF8Py/1mZMVm9rV4yp/0APvx98ptf8C+rlNmh39sHbXoFJszueoGYxn1QtRH2L4e+M468rqxCzgDra0WF/udZPWM++I2VKZPeA6b9FIonWZ+t3QPDr4aHzrRKwSl2ax9Gigazih3cJ2HZR0EQhAPkAb1gzrzUY6MHInncx/mIBEH4ohRFwu+T8B9See2KC500NptU1eik+WWyM2V8Xqlt8pppmhiGSY8ihbUbNUwTBvVT2bi1/bpIkuC08TY2btXYW6pz1hQ78xbFOGuqnXgcXngtQv0h/Wm279IZ2Ffh9MmOpBJowqnNpXpweT3ops6/Vv+aRzf+H9qBYMuTm//FrybcR/+MYdRHa9nbvKNtu37pQ/mk/H32t+zk9uG/JhhvoinaSKGvB9WhCu5a/j3umfoMma5cZpVcwQf7XiWkBRPeO9OZQ7Yrjz8cEoQ5KKKHeGj9X/jRmLvx2rtO1pzRqmM2xDHWtSDlO+AIwU9JlZBz7Eg+K9wgZ9px/KiE+Hu16EuaARNlXADb9CzkTKsEu5zjIPZwGcb2EJJbRu7jQa9pTLl/ZbgPHF03GwZEIEYQvjBFlRl+dhH7t9QnlIoBmHhpbzxpoq+DIHQluqFTF6nDNE08Ng9eu5dCXyGFvsLUG4Qb4ON7yGqq4duTb+Wv8yv5yhyJv0x/iV5SBYHwXrTMvpRJebxbFuOer3RnXsWrvLz9afa2buVno/7Gnc+tTaqEFIkbfPe5tTz79fHk+JzH/sSFrqV2K7z/y+Tlez+xSpH1nQnhRlCdiVkWpmE1h5dVKwNMi1o9UAD6TLf+b3NZ/WLSiq1gTONe6+vxsyGrD7x2e8fHteZZ6D7uqJ3mMVezDZ68BJr2W68DBdBRRpvda31mnkOCJa406HU65A2FWIsVzDIN0MLW11oMlj5gLQOr18yoG2H5Q8n7n/Qd8IjJG4IgnLykgBf1srPRXnwvcXlWGurZE5HsXXhqqyCcgppiUSJ6HAWZTKcLr0fG64HC/NRNY+oaTJ59OcJ5051s2aHx4ccxxgxXueRcB81BE1WBrAyZqlqd/FyZgnyFNz+IEgrDaeNN1m/RE4IwB23apjNssIHb9SnNaoRTTn24hj8v/z6lwcRr+7gR48/Lv8/fpz3PhtoVFHhLWFe7DADTNJAlme2NG/nLih+Q5sjErXqpjVQR0yM4FTcH6+XluLvxl9Me56nN97K08iNkJMbnn8EFva5jfc2yDo9rQ90KgvHmLhOIMRpiaB/Wo71t9cE62MPF2BZKub4yJoBc7EI6JFgjZ9mxX5aHOSPLymYxAd3ECOnIbgWiBsZ2a3/6qhYc3ypCX9kM0cOqD/kUlJF+pC6eRSsCMYLwJfgynFxwx3Bq9gfZuaoal99G/7H5eDMdOFzihkIQuorqUDWv7XyNpzY/RUushfH547ljxB30CPTArnQQVG2pgE/+iQu45vRhlFw0ib8tqucrz+3nm9N6EktbxYer/0CBr4CoHuW/iza1lTnbXLeZ/fUhwvHktFtFlgi4bETiHTexFE5RoQZY9mDH40sfgMLRVobK8GtgxcPW8rIVUDLV6oFkaFYfmEP1nNb+tTsTSqbAlO9ZwYZgFax+8kC2WOpa3pYu9P3asBfe+G57EAZgyX0w/Xfw0i2JASxJhvP/CRm9wOFN3lekEV6dDfuXWq9d6TD999DrDKhc177emqfhnD/DGT+3/g2DVVZ5s6k/ggEXgF2UIxQE4eQlOewoIwYi9+yOvnIjZlMQZXAfpKL8k66huSCczMJanB3N9fx7w3I2NtSQ5XRxXZ+hTOvWg0xn6sy2SMTggwVRwlGYtyjKBdOdrNscZ/V6jXWbNS6Z5eDND2LYbRJOB9Q3mgn9Y8JRWLcpRUYx4PNKlJbrFOTJCaWjBaE+WpMUhDmoJdZIS7SRN3c/x9UDZvPevpfRjDib69dw2/Bf8P6+VwFojNbRGK1r225a93Px29MAkCWZDGcOUwpmMqnb2ZjA6upP+O/6PzE6d8oxPrvjw4zoGGXRtiAMgFkVQ7LLyH3dScEYuacLZaQfOT3Fs9CIgb6sifjcWivAIoE82IP9mm6YTYf8fGsm8VercHy9kPi7dRhbWkECZYQP2yW5yFldf8K7CMQIwpfkTXfiTXdSMlSUFRGErqg2XMsP5/+QldUr25bNL53PovJFPD3raQZkDki94bZ3275Mn/djZmX3Z+z4bxL3dcct7+WhsEpFqIKKUHKzuWx3Npqe/FD7hlGZfHWok8C+9/GtfM9qDJ7ZyyoZJQihWiv7oiPRFpDtsOFluPgBiLXChhdh1eNw6UNQsdYKHBxq2k/Ae0g2hq7Dysfhoz8mrrdzHvQ/F9Y9n/q9h131hU7puNM1aKmEPQsTl9ftgMX3wlVPW2NlKyGrr5UhlF4C9hQPF5pK4dFZ1v4OMg2r9079HkjrAdWb28fe+hEUjbeCMWnF1s+2v8CqxSEIgnCSk1wOJJcD+dypJ/pQBEH4gtbVVXHHJ2+3Tc0pDwX589pPWFNXxfeHTiDgSM7mj0RhX5k1Yae23uTVtyL076My43QHhmlis0k0NZt0NOFHUcAwEse8HomZ4+w4Wk30coN6TcPbW8GWJiGLnjGnvKZoPQ2R2iOuEzdi+OwBXtv5BN8e8Tse3nA3DdFayoP7mNRtOovK301YP9OZy8W9b8B2yCTNpmg9d6/8McYhPWVlSeHKfl/r8H0HZYzEY+saExDMkI6+qDFpeezpCuxX5cPENLQVzWCCOiUNuac7ZRDGNEy0ZU3EXzqkH6cJkkfFrIqCklhqzNgTIfpwGerkdNRp6cgFTqQ0Fcl5cmS+iUCMIAiCcErb27w3IQhzkGZo3L3ibu6Zdg9+R4rU4cN7PdRsIeu9O6yvFTsXfnMhj256LOV7XtXvKkqyvKiyhHbgxuKrozO5I3s1ac/8uH3FRfdA9/Fw+aPgz/8ipyecTLa9a2W2bHsn9XjPaVC/0yqX9epsGHUTXPmUVYbMlQU3vwvrX4Q9C6xSWONnQ3Z/cAba9xFpgE2vJu9706tw9bNWQKa1JnGs//lWxkhXEGmyygqmsm8xPHUZ3PCa1StHcVj9YDpSvtoKwmT2hol3gCfTCtq8/HUr2+bCf8O2tw57jyXWf19fAIEOyh4KgiAIgiB0MrWREH9e+0nKcMk7pTu5qd/wlIGYw8U1WL9ZY/1m617qigsdFBXK7CtNzq72uCWcDok+vVTWbbTWdzjg4il2Gp6P0dJkHU0DIClQ8lUHnh5KQlkk4dQTjDcT1SO4VW9SDxewgiWtWgtTCmfwz9W/oinawFcGfAuPzYuEzPj8M5haOIu397xAWAsxMf9MxuZPI8fdLWE/1aHyhCAMgGHqrK1ZyoziS3ln70sJY07FxS1DfoTPHqArMFt1zNbkCh7ETWJPlCP3cmGf3R3JqSAdoW+L2RgnPrcGZFCnZqAM9mLaJKiLE/37PmxX5iEVODDLou0bBXW0t2uRh/mw3+w9aYIwAF27w40gCIIgfEkf7f+ow7FllcsIxpMv3oD2vhqp9JhCviub3036HYqUeNEws8dMTu9+Olk+B9+f3hcAmyJx0xA7afN+nLyv/UusjAY9xUWQcOowDAjXWxkUGT2Tx+1eqxzZuz+HM38JnmyrH8kzV8GaJ6FqPdw/0Sqh1W0kOP3w3q8hflh9X1mxGs0f+tqTZZXomvtduPwxOP2nkDfEyu648kk492+JWTWdmaICJrgzUo+bBjjTIRY8chAGYN9S6DbCKmm28G5Y8gCsf8H6rCONsOMDq0yZ7ZCyYzY3XPJg1wlcCYIgCIIgAMF4jNLW5g7HN9RXp1zucEjk53b86NHnkZhxuoP0QGLwxOmAS89z4PVIjBthw3UgxjOqv43gh3HiTYkhIVOHPY9FiTcfqZSucCowTZP3973CZX1vTjk+o/gyFpa9TV24hrOKLmJP8zb+vebX/G3lT1BkhbtX/pj71/6eLFcevdIG8HH5e+xs3EJUjybsx64kBh7dqhefPY25u54my5XHL8b9i2FZ4yj29+H8ntfyf9Oepbs/xX1cJ2XKoPROXXIQQMqzg2l+emQhakKrjv2mAsyQTvTf+5DiJrEnrcoh8TdrsF9uBWMOJfdzY78mH/kk6wElMmIEQRCEU5rvCKnBTsWJLHVwZREohOFfgTVPJS63e2DGH/C4M5lRPINRuaNYXbWaVq2VUbmjyHZlk+5MB+CqsUUM6hbgwy1VZOx6seODXPYAjLwO/N06XkdIENN1qpujbK8O0hyOM6ibnyyvgzR3F6wrq2tQscrq//La7XDRfbDlTdjwktXPpM90GHMzvP9rKxNj7p0w808gq1C5EQacC/+dZmVx7Z5v/XfQvLtg1t3tPUpc6TD+m/DqN6w+MfnDrBJcrgzQY1Yj+snfh9G3WPt3dY0ZXW2cAXAEYPJ3raDV4frNsnrsbHwVpv8BiiZ0fI5Zva1+Oi9+1QrcjJ8NS+5vH1/5iPVvc+lDEI9YQZjcQVZvGNWRep+CIAiCIAidkNrRPdEBHlvqHrkup8TZU+08/VIE7bB5ZSOHqrhdEk6nzJUXO2lsNKmu1UkLyGRlyvi9EpIkEfDDtZe7WLUuTq88meq58ZTvZcQgWmNgTxdzzj8PM9iC2diIUV2F5A8gZWUhBdK6ZN+d+kgNOxs3E9HCNEbr+NbwXzN311Psa9lFrrsb5/S4EgOdRzfeA8BFva7nNxMeYEfjJrp5i1ha8RF7m7cD8O4hGS13r9zAvWe8TJ6ne9uyLFcOHpuPEn8/zu15FWEtREyPkuXKZWv9OnqlDeCHY+5GM2K4VC82pWv1kZZdCmaJCwIqNB1WDcQuoY5JI/LLnShjA9hmZSNndHB+NgllnB9jRwh9aRNSmopRG4ODpdpbdKL/K7X2kW3HbNWRujuQ021I3pMvbHHynZEgCIIgfA5nFp/Jv9b8K+XYRb0vIsPZwcx5dwac9Wvodw4s+oeVrdB3JqFxswna7NgjjaQ50+hu6053X/eUu0hz25nSN5sRxWm4D2mClyTSZM02ET6TaFznk511zH5qJZF4e5mDS0YU8JNZA8j2dbGH4M2l8NgFMG429J1pZbn0mwU3vA5122HvYnjuOisYANC4F1640SpLNu7rsO3t5FJ6B61/Hqb9COxF7cuKJ8E1L8Civ8O8Q3rFeHPhmudBlq0yXF1VVm9o2A3n3QOL/ml97UqHkddD7mCrrJuhwTNXWmUBB14E8TAEq6yMomgLFI2DXmfCumfbP3fZZgXGDrX9Xes/1XEgKPMwqF0wGCgIgiAIwikt4HAyPqeAJdVlSWOqJNM/reOeuVkZMjdc6WL5mjj7y3TcbonTxtvw+WQ0HTTdxOeR8Xmge0Hy7HdJkkjzS0ydYCdabZA698aih7/I2Z26zMZGYk8+hrnnkMb2Xi/2W2dDt25dKhgT02O8vP1RPil/j9uG/5L/W/lT/I50bhn8AwzToKJ1Px/un8OeA4EWgFd3Ps662mXcOfL3OBQX/7fypyn3bZg6G2pXJARi0h1Z/Gr8fexr2cHfV/2cqG7dB0hIXNDrWkDCbfMAnpT77OykNBtmi47jpgK0+fXoa1vAALm/B9v0TOKvVUPYQJ/fgLE9hOPOYuQ0G0ZjHLMmhrEvgpRpQy52ok7JIPr3vdaOFQnihz3baNGJP1cJEmCTcP6810kZhAERiBEEQRBOcbnuXL4/+vvcveLuhOUXlpzHtwdcj12LgdLBg1NvDgw4H3pMJqZr7I838eC6e1lRtYJMVya3DLmFUTmjyHB1EMw5uBuHzWqEvvrx1CsUT7FKTwmfSUVThFsfX9HWf+egl1eXMbR7gBsm9OhSNxXsXmAFAj7+P6vR+8X/gQ0vWwG6V79pZaqkojqsAGHrEW5X9VhykMYZgE1zYOeHicuDVfDkxQf6m6QOLnYJ3hzoOwOC1XBeD6tfTuU6q3/OJ/9MDHq+81MoHAt7P4FXv25lBB100QNQt6v99b7F0Pvs5Cw5sPr0DL1SBGEEQRAEQeiSfDY7Pxg2ka8tmEtdtD3akelwcfeYGQQkD4ZhIsvJ19iKIpGRLnHmFDvRmImuw669Ou/OjxCPQ58ShZFDbQT80hGv0RVFQnVLqF4JLZh6kpozrwtd459gZjRK/I3XE4MwAMEgsQfvx/6d7yGlpZ+Yg/sCGqO1vLfvFWJ6hKc238v3R/+ZNTWL2Vy3hrDWypt7nku5XbG/D2uqlzI6bwpxo4P7KqAxWp/wWpFVXKqb+9b+PqFXjInJnJ1P0CdtEJMKjlDOvJOTZAm5wInZGEeZmoF6XjY0a+hbQ0QfLoPgIedcHsWoiIBmEv3HXszKQz5Hj4zjzh5twRezPo7crYOJkaYVAMJ98ma1nbxnJgiCIAifgdfu5ZI+l/DS+S9x/cDruW7AdSyZ9Ty/lbLwPn8DPH8d7HgfWmvRDZOKpjB7alspbwyj6weyLVzpbA1Xctncy3lj9xtUharYVLeJ7370Xe5dcy9N0aZPP5D8oZDVN3m5rML033a9ElAn0LubKpOCMAfd/9FOqlus+r4tkThljWHKG8NE4p24B0/15vavP/w9vPUjKyOrpRJGfzX1Nn1nWoEB07AyXDqS1Rdsh8zSirZAS0XqYAJAqB5qtn3+c+hsPFmQOxB6nQEVa6wsmJ0fJGeeBasg3Aiv3ArePMjsBQfLCiy93+qVc9Dm12DIZVZ2zeFyh0DB6GN1NoIgCIIgCMdcd2+AR6ZdyK9HTWV6QS/uG3c+9w65gi1LvbzyRozFK+I0NhmYpkk4YtDYZP0XiVr3TKoqYZrwxvtR3psfo67epLnFZOU6jSdeCNP4Gfq72HwS+eemLoHkH6Kg+kQg5rMyg0GMtatTDwaDmLW11nqGgdHUiNlQjxlsOY5H+PnE9CixA1kpu5u38rsl32Jv83aieoSziy/GLic//LfJdk4rmEllqBSn6qa7r+MeLoOy2q/l40aMsBbio9I3EoIwh3p+24M0HRa86WokVULOsqMO8iJ5VKL/2If2dm1CEOYgM2gQe7oCs0FDyrWD90B2W6uB2RAH24GfTRP0Ta0ok9JSvCHYr8tHDnStMm6fh8iIEQRBEE55PrsPX4aPH2T8AOp3w//Ohtaa9hV2fkjdVW/xak0uD8zfzdmD05g+xMPeYJRsjx+fzcPvlvwOLUX5p+e3Pc81A64h4PiUQIq/G1z3Ciy8x2qurkWg+3iYeRdk9TvKZ3xyao1qtEY1dla3drhOdUsUzTDZWtnCXW9uZv72GmyyzEUjunH7GX2I6wYby5tx2mT65/nJ9jlw2k5wg8DCMYmvQ3Ww+kkrWPKNRSDJsOoxiLVa2VtDLoM+M6yyW+O/aWW4FI2HfUuS933u36zMmfrd1n5XPgoDL0wusXWoxn1H9fROOHfHpTQongTlq+CqZ6z+O9Eg5AyA8tWw8G7I7mf1hYq1gh6Ht34Ilz1s9e/Z/i6oTitYNuQK8Ocfv3MSBEEQBEE4BvLcXmYV9eH0nF4sWRFn3tr2me+V1Qb7y3SmTbIzb1GMaNRk5FAbXo+E02ni80jU1RuUlhtJ+41EYcmKGGdNdWBTOw6mSLKEr79CjxscVLwZI1pjorghe4qN9NEq6kk8k/5oMpqaINQKRvK/xUFmUxNGSwv68qXo8+dBaytSXh7KJZcjB9KswExzE3JuntVTxntiKzg4FBdu1UtIs8oGm5isrVnK2pqlKLLKT8f9nYc3/I19LTsAKPL14ur+s3lx+8PcOOhO0hwZ3DL4h/xq8TeS9t0vfSj57u7UhCqJ6mE21a2iMVpPacvupHUPqglXohmp+xl1STLgkiGc+ntGzrLBUB/qxDTMqhhSQAWnTHxuDfryZpQp6egfWoEp7YM6bFfkIV+dh7awAbNRQy5xYbswBznv5K4g0KkDMXfddRcvv/wyW7ZsweVyMXHiRP785z/Tr1/7A6lIJML3vvc9nn32WaLRKDNmzOC+++4jNze3bZ19+/Yxe/Zs5s2bh9fr5YYbbuCuu+5CVTv16QuCIAjHWywEH/0pMQgDhIdcy/+22Xlg8Rb+7+peLGt8hu8smoN+YPbL/Wfez+b6zan2CMDKqpX0Suv16e8fKISZf4Apd1qZDHavlfkgfKq6YJQHF+7ivU3VXDu+qMP1Bub7iWk6F977cVv/mJhu0DfXx30f7eCZZfsBkCRIc9n57QWDOHNADm7HCbxmKBxjZXC01iYuN01r2cALrXVkBZBgy1x447tWDxnPgSDDZY/CkvtgxcNWT5OcgXDhv619PH+dFVjw5sKoG62MDlc6hBtSH0/OgGN4sidA7kCwuSEeSh4beSPoUesz0g+5kep/HlzwL+v3xXVz4MUboakUardb/Xouug9O+6EV5PJkH/i3EQRBEARBODm0tpqsWJs4CU2WYfwoO8++GqFbrsz40XbmfRwj2Gplugzsq3CknJdtO3UmjzOxeY+c1aK6ZPwDZFyFMmYcJAVUr4SkiGyYT2MaBmZFObGHH8J23gXgdEEkdWMdOTsH7bVXMVavTFguRSLEHvs/aD0w+U21IZWUYL/qGqRA2jE+g45lOLO4tM9NPLE5uf/ryqqPObfkKs4ruRrfgQmSVaEyHt14D2PzppHr6gZA7/RB/G7if/nfhr+yp3k7TsXFeT2/wllFF/LWnud5b+/LxIwoI3Imcn7JNQAsrZyX8nh6+vvhUFzH6GyPP8mvoJ6egfZmbfKgU0ZyKWjz6zFLo+3LPQqOmwqIvVqF/asFEDHQFzeCCfHnKpFH+HDM7g42GenAPk52nToSMX/+fG677TbGjBmDpmn89Kc/Zfr06WzatAmPxyqjceedd/LGG2/wwgsvEAgE+Na3vsUll1zCokWLANB1nXPPPZe8vDw++eQTKioquP7667HZbPzxj3880tsLgiAIp5pwPWx8OWlxzcAbeejJGi4YkcOalpd5fXfiOhH9CNkDgL2jHjOpqE4rICN8Lh9uqeaB+Va/jryAkxyfo60E2aF+OmsATy7e1xaEAeiV7cWmyDyzbD9Om8zsab0Z3M1PbTCG3SZT2RyhZ/YJnOGV1h1ufBNeuhkq11vLHH4485dWaSzVaQVO1jxlBQJ6TIHTf5bYx8WfD2f8AsYd6HPi8EHFWqvny8FyXNEWePfn1nqTvwvv/SL5WLL7QXqPY37Kx5U338p4efryxH47mb0hdxDcP8EKjB5qy1yrnGDuEMjuCze/bwVw9ZgVePHmgs15fM9DEARBEAThONm1L7k0Ue8Sha07NTQNxgy38fKb0YSEi1gcHI4j9YD5fMdg84nsl8/LbGokdv+9EAmjr1yOMuU09PfeSVpPKioGlzMpCKOeNYP4s09DqBW5T1+UiZMgroFhYNTXI9nsyG738TqdBIqscmbRhUS0MHN2PkHMsO4FB2WM5PYRvyHbncfI3Ilsa9jA/NI38dh8fHfUH8lzd8fnSAPArXoYnDWaX0+4n4geRsH6pvzd0tvZ17Kz7b0+LnuHVVWLuGvyI8zZ+URbFs6hrh14O167/9if+HEiKTLqtAyMLa0Yuw4J3knguL2I+EuViUEYgFad6GNl2K/MQ5Il7FflYc7KwmzVkRwykk9F8nfq0MRR16nP9u233054/eijj5KTk8PKlSs57bTTaGpq4n//+x9PP/00Z5xxBgCPPPIIAwYMYMmSJYwfP553332XTZs28f7775Obm8vw4cP53e9+x49+9CN+/etfY7ef3ClPgiAIwud0+ANXoEF3ENMNZg3z8JNlLyWNb6jdwJi8MSyvXJ40JiExImfEMTlUwVLdHGHuunKm9MliX32Ixxfv5b/Xj+ZPb25myW4r/TnP7+TXFwykJMvNnLVlCdtfNKIbzy7fh0OV+dfVI3hk0R7uea+9D0qPTDcP3zjmxAZjsvvBda9CqNZq/O7KAF9ee7+S7H5w9m+trA2lg5q6qr09yNdSCXPvTO6JArB7gRXkmfJ9WPYfK0AjSdDzDJjxRyvIcDJRbVA8Eb613Dr3hr3W6/xhVgZRit8JAKx6HL7yolX6zRkQpccEQRAEQThlpLo8ys6U2bJdo6RIYcduPanq1f4ynemnO9i4JbmcM8CQASpul8hqOZbM8jLkwkJMXcfYvQt13HiUWeehf/iBlRkjy8hDh6Oedz7G7sPKbrndEI9bQZjhI5B79Sb+zFMQOzCRSVFQZp2HNGYc0gkKxgQcGVzW9xbOLL6Q1ngLDsWJ356Oz25lwWS6cpngymVs3lQkSUaWUgfzAo4MDhYW/6T8/YQgzEFhrZW4HuP7o//M45v+wZ5m6/4x3ZHFtQO+Rbbr5Ls3kNNt2L/ZHbM6hr4xiORTUQZb98j62uRgFAAtOqgSkl9FcimnRNbLkXTqQMzhmpqsZscZGVaZlpUrVxKPxznrrLPa1unfvz9FRUUsXryY8ePHs3jxYoYMGZJQqmzGjBnMnj2bjRs3MmJE8sOxaDRKNNoexWtubj5WpyQIgiB0Jq50GHBBUlbMwWsFQ4oSM2JJm728/WX+OOWPbK3fSnMs8W/G90f/gDSHKC92rGi6QTCqMbYkk9KGELed3pvq5ih/fmszE3plctsZvfE5VbK8DgrSXNQGY4ztkcGI4nQ8doUNZc1k+xxUNkW4bFQhr64u55OddQnvsacuxA2PLOPFr08kN3ACsxw8We2lxjpyaBAmeCBDQ3UkbxdphoYOahqPuQUevxBKpljltyTZ2u/exfDctXDDa1ZPo5OJarcyfQ7P9qnb1fE2LZVWfxhBOIWJ+yZBEIRTU89ihQVLEvtfRKMmLpdEwC9RW5ccqYnGoKHRoH9vhS07EjNq0gISwwbZUER5sWPGbGkBWUHKyUFKz0C5+FK0+R+BFsd2xVXgdiP5/EhpaUgOB6a7CmXyaUi5eRAOoe/aidnSDKoNZdRo4g8/lDipS9fRX5+DXFCI0rvPCTtPu2In111wxHUUuf1xeFQLE4w3AxJ+exq2Q6pZaIbG/NI3Uu5jWPZ4Fpa/zcdl7zKr5Equ6vd1DNMgood4a/cLpDuzyHTlHJVz6kzkgA0CNpQ+7fdBRlmEI9Yd1E0kX5cKQRwzXeZTMAyD73znO0yaNInBgwcDUFlZid1uJy0tLWHd3NxcKisr29Y5NAhzcPzgWCp33XUXv/nNb47yGQiCIAidnt0DZ/wMds1L6I+R0bCGfrk9UHCgSiqamTiLqyHawF+X/5XHz3mcBfsX8knFIjKdOZzZ7RKWbYf/27mXb07rTa5flCr6supbo9S0RCltCNMt4KIlqnH9w0uJxA2uGN2ddzdW8vCiPQAs3lXftt1/rhtFQZoL0zQZWZzOE0v20hyOM7Ykk8Hd/AwpCDC1bzazn1qV8n3314cpbwqf2EDMZxWqh70fw7w/Qt1OyOoDZ/wSisZZwUYAuYNLQFkBU7f6yGx9y/ovaf91J18gpiN9zoJ1z6QeKxhl9XEShFOYuG8SBEE4NXm9EkMHKazb2B5Q2bpTZ9JYGzv36KQFZPaXJwdjFi2Lc86ZdoYNUlm1XiMehx7dFfw+iXfmRZky3k5OtowqAjJfihmPY7a0YNbVgmEgZWURf+E5zB3bwWbDduPNxO77F0SsEtvG2jUASIXdsX31FpBlJLcbs7YGfdUKJJ8PZfwkpPx85IEDMdauTZ1ZD+jvvYNcUIjk6tz9UUzTpLJ1Py9se4jFFR+gyCqnF57PBb2+QrbbymaRkXApqSdejciZwNxdz1AXqeKJzf9MGn97z4sMzhqDTe6gWsHJxCmDS4Zw6koCcrcucA99nHSZQMxtt93Ghg0b+Pjjj4/5e/3kJz/hu9/9btvr5uZmunfvfoQtBEEQhJNGRi/42kew8jHY9hY4/GRl53PfNcPYUFbJuSXnMGfX60mbaYZGuiODAnkmueEhNNWZfPv9GkIx6+ZkZ3WQf149ggyP4zif0MmjoinMd55bw9IDAZZ/XDWcX7+2sa3fyzmD87j5seTycAA/f3UDA/P9/PzVDczfVtO2/J2NlazZ18C/vzKSmpYoutHxVJ6q5uSeM51OPGyVzHr/V+3LqjbCM1fCzD/D6JusDBl3OhRPgr2LDtuB1OFNVZtPGz+ZFI0HXz60VCQulyQ4+3fgFtluwqlN3DcJgiCcmlxOmSnj7PTuYbBsVZxw1KSku0L3bgoNjQZ9e6ls2KIlXTaaJvh9MgGfhNctYZiwcWucmjprxWdeiXD9FS6yM0Ug5osyo1GMTRuIP/8sxONIxT1Q+vW3gjCAMnwE+vKlbUGYhG1L92NW12DKEvEH7uVgfTkzFEKb8zK2m25GKijE3La1w/c36usgHoNOHoipCpXxw4XXH8iGAXSYu/tpllV9xB8mPUSWKw9ZVpjR4zLml72ZYg8S5hHSQAzTOGXum6Q0G7bzsom/UJU0Jvf3IAW6TPjhmOsSn8S3vvUt5s6dy4IFCygsbG9gnJeXRywWo7GxMSErpqqqiry8vLZ1li1blrC/qqqqtrFUHA4HDod4UCYIgnBKkiSrPNHpP4UJt1mZA640egE9tL1MaJ1ES6SRD8sXtm3SO603/zjtr0SiTn700nIaQvGk3X68o46q5qgIxHxBwWic38/d3BaEsSsyiiy1fdZ+l0plc4SO4iiRmE5FUzghCHNQVUuUhdtqOGdIPg5VJqqlnsnTPb1z30wAEKyCj/5ofZ3V1yoz5suzyouVr7YaygcKrcyY8/8OD8+0MlwOMnXIKAGbG+Kh5P17c8CTeVxOpVMIFMJNb8KbP4CdH1g3U+klMOtuyB10oo9OEE44cd8kCIJw6nK7ZHr1kCnIlzEMCYcdFEVixBAbK9fGmXG6nXkfx4geqOysqjB5rI2sDIlN23RWb0juFWMY8MnyGOec6cBuE8GYL8KsqyX+1BNtr5Vhw9E/br93lXr0RH99Tsfbh1rR33mLpCY/QPyZp7B974cYwSDs3JFye7lbATg6dwZEXI/z5u7nCcabscsOTis8h1G5kzFMg7AWYlfjFrJc1jPjbt5iZhRfxjt7X0zYR3WonCkFM3hlx2Mp32N68SUJZc5OZpIioU5IA1Ui/noNBK2+MMqENGznZ4uyZIfo1J+EaZrcfvvtvPLKK3z00UeUlJQkjI8aNQqbzcYHH3zApZdeCsDWrVvZt28fEyZMAGDChAn84Q9/oLq6mpwcqzbfe++9h9/vZ+DAgcf3hARBEISuQ7El9tWIhVA+uYecrW/w20m3c+fUf1AbC+K3ucms3UXmskfYNuxHKYMwB22tamFAvv84HPzJpy4Y460N7VkJdlVuyzYC0HQTh5q62SLAoAI/H26p7nD8nx/u4NrxxVw/oZgHFyb3ThlWGOgaZcmCNaBFYeCF0P88mP8nqzwZQMlUGHypFVwAK1DztY9g5zzY8R5k9IShV4E70wo0zPlm4r4lGS74N3hPvsaTR5TREy572ApYGRo4/FZwSxAEQRAEQcDpSLwGj0RNlq/RKMiXmT7NgSyDYYIiw/rNGn17w669egd7g7IKg1jMFIGYL8DUNLSFCxIX2u2Y4XD7a10Hmw0iYVKRXC7MqtStHIhEMLdvQ5kwCX3xItAOC6ZJEurZM5A6+SSNYLyJZZXzcKte7hz1B+btn8vdK36MbmqkO7K4pM9NNETqSHdmEnCkc03/2ZxRdD7v7nmZsBbi9KLz6O7tCcDCsneoDSd+XgMyRtArbcCJOLUTRvKpqNMyUIb7IGqCTULyq0j2ju/RT0WdOhBz22238fTTTzNnzhx8Pl9bT5dAIIDL5SIQCHDzzTfz3e9+l4yMDPx+P7fffjsTJkxg/PjxAEyfPp2BAwdy3XXX8Ze//IXKykp+/vOfc9ttt4nZW4IgCMJnF2uF6o2gRQnMv5vA/LvpodhAPxB46TYSx0iQJTrMysjyir87X1Qopid8rsGoRrbXgXSgklYopuO2q7jtSkKA5qB8vwuPo+PLHrsioxkmXzutF4YJTyzeS0w3kCSY2jebP1w8BEzYXtWCYUKa29Y5e/6odiuAOPRKeO4rienwu+fDExfBLR9C2oHSQWlFMOoGGHEdyIdcJA84H7L7wsK/WYGcvCEw+U4rKCGfghfTzoD1nyAIgiAIgnBEwVbr+rOswqCsIop0IJ5y8LL09Ekmfm/HQRa3C2RZBGG+EE3DrE2sAGCWliL36o2xYR0Axsb1VnmyhfNT7kLyfkoPRFVFysjA/o3biD/zJGbdgex6nx/b5VdARgZGXS1EY+BwIPl8SPbOlRkiSwpO1c1Fva/nmS33s6tpS9tYQ7SW/234Kx7Vx7Tu5yJJEn5HOn5HOn3SBmNiIkvt90N/nPQ/Fpa9zfzSt7DJNmaVXMnwnAlkOLNPxKmdUJIsIWV0rn/rzqZTB2Luv/9+AKZNm5aw/JFHHuHGG28E4J577kGWZS699FKi0SgzZszgvvvua1tXURTmzp3L7NmzmTBhAh6PhxtuuIHf/va3x+s0BEEQhGMs0hon2BBl74Y6JAmKB2XiSXfg9BzFxnh2N2T2hZpD6uHqh2S/ZPcn02Pj7IF5vLMxeQaR36XSMyt1oz/h03kdalLZsI+21XDZyEJeWFkKwGOf7OFX5w/iJy+vSwjaeB0qt5xWgk2R+du721Lu/6Lh3Uh323DZVb4xtRdfGVdEMKrhc9pIc9nYX9/Knc+vZWdNKwCF6S7+etlQRhSl47QpX/r84tEIrQ0NlG7eQDQUovvAwfgys3D5P+fDf082jP06LLk/dU3iYLUVkBlxbeLyw4MrTj8UjoFL/wexENg91s+AIAiCIAiC0CWZhonZ2Iyxtxyzqg65MBepIBc5/ehm7HvciUGUQy9JraCMxPDBKus2JZcmAxg70o7bJQIxX4jNhtyjB/ruXW2L9FUrsN3wVYwtm0GLY2zbim3SZIztWzErE+9blYmTwe1B7tMXY3uK+yZZRi7qgaSq0K0A29dmt/ea8XgxFQXtjbkYK5ZZmTeKgjJmHMrZM5ADR2dSk9EUxKypxyytRMpIQyrMRUrzIX2OyWIBRzoX9rweu2JLCMIc6onN/2Ro9lgyXTltyyRJQiLxezPbnc+Fva/nzKKLkCUZn11M3hI6JpnmKdI56Etobm4mEAjQ1NSE3y9KygiCIHQm4ZYYy17fzYYFZQnLh5xeyJhZPXD5juKMjLLV8OC05OWSBF//GPIGU9YQ4qZHl7OtKtg27HWoPHnzWIYUpqGI2V1fSCSuc8972/jPgvabCkmCP1w0mMZQnEc/2UN1S5RrxxVx2ejuvLGugt21QcaWZDBzcB6FaW6CUY1HFu3hnvcTbyoK0108cfNYAi47n+ys5Z73trG3LkSvbC8/nNmPHpkeZv1zYVLvGEWWePOOyfTL+3LXBrFwmG1LF/HuA//ENNvfo9fo8Zx962140tI/+85ME6q3wENnpO7xAjDwIrj8UdqmJwpCB8Q1sPB5ie8ZQRCEzsk0TcyyKmL3PQuRWPuAz4P9tquRczKO2nu1hgxefD1KdW1yj5F+vRVmnO7ANE02bdX5YGEsYXxwf4XTJtjxuE/BDOyjxKipIfa3v4DWPmlQ6lGCeuZZ6AsXWAEWrxfbNddBMIi+ZjU4nSgTJiJnZyN5vBhVVcTu/xcEgwn7Vi+5HGnYcKRQCO3dtzDWrwdVQRk9FuW0aWhvzsVYsyrpmOSRo7FdchmS88tVFDDqGon/5wXM2ob2hU479m9ciVSYh/Q57rWbovW8t/cVntpyb4fr/PuMlynw9vgSRyycCj7P9W+nzogRBEEQhE9Tva8lKQgDsH5eKSVDs+g+4OjdVJDVBy55CN64E6It1jJnAC6812pwDhSku3ny5nHsrQ+xvrSJwnQXA7v5yQ+4RBDmS3DaFG6Z0hMTK/PlYFDkgy3VfOO0nmR57XidNiqbIvzk5XWMLErjr5cNJd3TXg7OME38LpUHrh3Fe5sqaQrHGdczk8J0F2+uq0Az4Z732oM0W6taeHbZPooyPUlBGADdMLnvo53cdckQ3PYvfknVUlfDO/f/PWn5zhVLKBo8lBEzz0f6rEETSQJ3utXDpH5X6nXSS0QQRhAEQRAE4RRiNgWJ/e/lxCAMQEsr8Sdew/71K5C8Ryf72eOWuegcB6+9E6Wyuv0aumexwumT7DjsEiAxuL9ESZFCabmOpkP3bjIej4TLKYIwX4aUno599m3En3mqrUyZ2dAAkSjysOEo4yaAYaAvW4pZth/bV29FyshMzCiJx7BdcRVmeTnGvr1IPh/yoMEYGzcg9+xF7N//aO8xo8XRP16APHgIxtrVKY/JWL0Sc/qMLxWIMUMRtBffTQzCAERixB58Efv3bkBK++yTQAKODAp8JR2Oq7INmyzKbAlHlwjECIIgCF1WNKyx+r19HY6vencvuSV+7M6j9OfO4YVBF0LReAhWWQ+zPTngywel/T1y/E5y/E7G9DiKQSCBbJ+D757dl+vGF9McjtMYjvPB5iquf3g54XhiX5iG1jh3nNk3YVldMMZvXt+E264wpU82fpeNF1bsZ1tVkIduGM3sJ1cmrO+yKdx2Rm9++/rmDo9pXWkTrVHtSwViNi2c1+HYitdfoe/4yXjTP8f3ki8PJn0HXr8jeUySYPjVn/8gBUEQBEEQhK6rpRWagimHzLJqzGDoqAViAAJ+mUvPcxIKGURj4HJKuF3gPCTIYrdL2O0S6Wki8HI0SaqKVNwD+zdvxwy1QjyOUV6ONu8DzPLkCYxmcwtyVns/EzMaQXv3bYxNG5EKCpHy8jFbWog//ijyoCHoH89vD8IcII8cfWDjDooumSaEOsjW/4zM1jDG1j2pB1vDmHVN8DkCMQC9Av1xKm4ievKxTSs8jzRH5hc4UkHomAjECIIgCF2WoRlEWuIdjkdbNYwUmQxfimK3Gp0fbHYuHDfVzRFqgzHCcY1uaS5W7m3g4UV7Uq57Wp8s/IcF4IJRqw51OK7z3qbKtj4yigwSENcTbxx+OLMf8zbX0C3NyaoO4n0Fac4v3SOmubq6w7FQcyOm8QW+h/udA3uvgnXPti+TVbj4PxAo+AJHKQiCIAiCIHRVZiR65BW01P1avgy3S8Lt+vK9FIXPx4xGMYMtmC0tSDYbOJ1or74E8RT3zbKMdHgppbiGWVdn7auiHLOstH31vv3Q3n8nYXUpMxNlwECIfcr3mN1x5PFPk+r4D9UaPvJ4CpnOHH414V5+u+RbhLXWtuX90odyVb+vYVe+5DELwmFEIEYQBEHosuxuleLBGdSVpZ7dVTwoE5tL/Kk7GWyrauFrj69gT501W0mW4PlvTCDH56C6JfGi32mT+frUXrgOy1LJ8Nr451XDsasKmmHgUGVeWlnKGQNysauJM/HcdoW8gJO/vrOVv185nLnrKlIe122n98HntH2pc+s1eixbPpmfcqyg30BsXySF35sDM++Cyd+B0uVg90K3keDLAdvRm+0oCIIgCIIgdH5Smt+aeZQqYcFuA7freB+ScAyYLS1o8z5A/3gBHJjMJU+YiHLG2ejvvJm0vjJpCpLPm7jQbkc5azqS0wGRKDgcmNVV6Du2I+fnITkcCd9GyviJaB++jzJyFFJhd8zS/UnvIxUVJ7/P5+VywsFjSkH6An2OFFmlT9og/j7tefY2b6cxWkuJvx9Z7jyRDSMcE+LplCAIgtBlKYrMwMnd2DC/jFgksTSV3aXSf1I+iiJS3bu68sYwV/93CXWt7TWtDRO+8+waHrphNA8u2MVbGyrRDJPJvbP4+bkDKM5MDDZE4zq7a0L88rWNNIas2VQOVeavlw9lfWkTiiyR7XVQE7Qu7AvTXWypaCEU0/lgSzU/O3cAf317KzHduqFRZYnvz+jHgHzflz6/bv0G4svMpqWuJmG5JMlMueZGnJ4veNPizrD+yxnwpY9REARBEARB6Lokrxt5/HCMxWuSxpTpE5F8nuN/UMJRZRoG+upV6As+SlhuLP4E9fwLUS+/Eu3dd6CpEXw+1DPPRhk+Aslx2KSvcAhj+VKMbVvbFklFRdguv4r4i8+jjBiN9tbc9rHMTMyKcrSPmrBdcx3aa69gVlW1j+flYbv2eqQvek9zcD9+D+o5k9Fe+SBpTB7c5wt/DyuySo47nxx3/pc6PkH4LEQgRhAEQejS/JkuLv3RaBa9uJ19m+oBKB6cyaRLe+PP/OLNAIXOY2tVS0IQ5qDShjC3Pr6CV785iR/PGoBpmPhdNvyu5AyV0sYwX310OZrRPn8rqhkoksyTS/ZRnOnmtxcN4jvPriGqGQQjGhkeqznjc8v3c9aAHO79ykgaQjF0wyTP76RPrpc095dv4OjPyuaKX93FgqceZseyJZimQVZRD8786mwyC4u+9P4FQRAEQRCEU5vkcmCbOQktKw39w6VWGaeAF/WcKSiDeiHZxOPBrs5sbkb78L2UY9rrc7B9/TYcd9yJqWmgKkg+P5KcOGnRDIeJv/JSQhAGQHI40Vcsw9y7B2nSZKSevTB37Tywcw0cDmhtJf7Mk6jTZyL5fJjNzVbZM68POePLZ5dIioIyciDYbWhvLrT6HtltKJNGoJw2GskjsrqEzk/8phUEQRC6NEmWyMj3MP2WwUQPZjq4bThESbKTxo6q1KXnAKqao0Q0g5Ks9hlQ8YiOFtexORRUu4JhmLywYn9CEOYgSbJ6xmypbOF/C3fzwLWjWLO/kT11rQzrHsBpk4nEDd7fXM37m6vxu1QUSeL0fjn8/uLBR+0c03LzmDn7TsLXNmMYOg6XG3cg7ajtXxAEQRAEQTi1ST4P6tTRKCMGgK5bD+P9XiRJOtGHJhwNmgbBju+bjN07Ufr04eC/tmkYGMEgyBKy27qXMoNBjI0bkraVMjIwKyoBiD//HOr5FyCNm4C+fStGKIQybjz6gvkQDKK9/CIoCrhcEI1i/94Pj9opSh4XytghyP1KrJ4xqoLk8yKpoheR0DWIp1SCIAjCScHhUkXw5STVN6/jNPZ0tw3ngf4u0VCchooQK9/ZS3NNmOxiHyPOLsKV4WBLRUvK7WVJwq7IxHSDFXsbuOnR5QwrDJAXcPLUkn08cO0ovv7ESqKaVZKsOazRP8/H92f0w20/ut9vdpcLu0vM5BIEQRAEQRCODUmWkdK+fGldoROyqeDzQ0tzymG5oKDta6O+Hn3VCoy1q8FmR5l8GnLvPhCNgJk8ec1sbkbKPJDVosXRXnkJPB7k4h6YW7egTD0dY98+zD27rXV0HUIhbNfdiHSUJ5dJkiS+h4UuSzyxEgRBEAShU+ub4yPX76CqObkx422n9ybH7yQe09m+opr5T7en0ddXtLJtWRXn3zGMMwfk8NG2mqTt391UyUXDu/H8ytK2ZWtLm1hb2sT0gTn0zPLw0uyJrCttpC4YY1SPdHpne8nxi7J3giAIgiAIgiB0DpLPj3r2DLSXX0ge9HqRuxUCVhAm9u+/Q3N7wEZ7+gnkPn1RL73cKhlwWDDG2LoF21dvRV+6GAxrghqtrRibNoKqos46D/XyK6GxAWPvXqRAALlnb6S0NCRbctloQThViQ7GgiAIgiB0avlpLp65dTz989pnPtkVmdlTe3HJiAIUWSLcHGPh89uStjUNkw8f28zMXtk41OTLntfWlHPT5BLOGpCTsHz6gBxuntyT6X9fwHn/+pj/LtjF+5ur+PWcjYRi+tE/SUEQBEEQBEEQhC9IkmWUocNQzp4Bavu8eyk3D/vsbyGlp2NqcfSFHyUEYQ4ytm/DrK9HnjAxeeeGgb5jO7Zrr7dKjh2kqthuuwPttVeJ//VPxJ94DGPzRvT5H2Fs2WSVSxMEoY3IiBEEQRAEodPrme3lyVvGUR+MIUmgKhKyJLGnLsS/5+3gkoIsDC05jR4g2BBFihk8dcs47nhmNeVNEQD8LpU7z+rL00v30TfXx1fGFaMqEpkeOx6HygX/XkQkbs342lMXatvfD15cy4PXjybNbT/2Jy4IgiAIgiAIgvAZSF4v6ulnoowZC6EwOByYigy6jrZoIVJ6BvrqVR1ury9dgnrxpWjhMMaa1W2ZMXKfvii9eqHN/wjbpVeAwwEOO2RmYaxehbH9wIS4SARz/34AtDmvIPfugyRKLwtCGxGIEQRBEAShS8jyOjBNeHHlfmyKzMbyZl5ZXYbbrjArN/2I20qSxOgeGTz21bHsqm3FME103eSpZftYvLPuwFo7ef4b4xnYLcDS3XU0heMp97V8TwP1rTERiBEEQRAEQRAEoVOR7Hbw+zFDIbR33kQZOYrYU09ANIp6yYHSYx1uLCG53ajnX4Q5eqzVM0a1YezZTfzJxyEaJb5jO1JBIbavzUbSNeILF3S4O335UuQLLj4GZykIXZMIxAiCIAiC0CU0hmL8/o1NLNhWw6/OH8Qrq8sACMV0dJeCYpPRD2SwHMqf5cS0W2XJbIrM7CdXYqRInpElyPY62FDWSFlD+IjHEtWS30cQBEEQBEEQBOFEM6urif3r76gXXoI251WIWr02ja1bUIYMRf9kUcrtlJGjQNOQnE60VSsxVi5PuZ40ZAiEwxitQQiHUq4DYDY1Y5om0pGCP4JwChE9YgRBEARB6BJqgzHmrCnn9P45vLWhMmHs8TX7mXRln6RtZEViyCU9eWZdKVFNJ8vn4Pxh3VLu/54rh/PvD3dwwb8XkX6EbJeAy0bAJZpOCoIgCIIgCILQuZjhMNobr4OuI/n9mHW1bWPG5o0oY8dDenI1Abn/AMz6OsyWFiS7HXXa6SmzZ6S8fJRefYj9318w1qxGLunZ4bEoQ4eKIIwgHEIEYgRBEARB6BJ2VAcBcKoKoVhi48emqM5Oh8nkbw6mx8hscop99JqQx+RvDeHvq/Zy30e7qG+N4XWo/HTWAC4a0Q35wD2BJMFlowrwO1VeWlWGYcLS3XXMGpKX8jh+NLM/uT7HMT1XQRAEQRAEQRCEz8uMRjF27rBeGHrioGFgtrRgu+hSlLNnIBUVI/fqjXrp5ciDBqO9Pgezwqo6IGVmYbv5a+Dzt2/v92O75lriTz4GsRj6imUok08DRUk6DikzE6m45FidpiB0SaI0mSAIgiAIXULAZV22rN7fwIXDC1i4vX12l6pILN5Xz8/XVXDuoDzyC3zsbGjl7SeXEddNVFk62GuSXL+T3180mO+c2ZeWaByvXSXgsnHn82va9vfgwt385dKh9Mj08PSyfTSG4hRluPnRzH5M6p2Fooi5LIIgCIIgCIIgdC6SJIHbDc3NgAQOR1tpMgDiMeKPP4pU3AO5Z0/QdPR5H2LWW30zzbg14U2y25H79sP+7e9Ca6u1rdcDwSA0NVmvw2H0BR9hu/4mtHkfYO7ZDYqCPHI06tkzkNPSjt+JC0IXIAIxgiAIgiB0CUWZHvxOlc0VLdxxppuiDDf76q2axGv2N/KbCwbx3PL9PLeqNGnbswfmJpQT8zpseB3tr5vDcVoi7TPGdMPkey+sZVLvTH5+7gDS3Xb65vronuE+hmcodAWGYdLaGKWpJkS0VSM934Pbb8Pp6bicnSAIgiAIgiAcFz4fyuTT0N+ci758KeoZZ6G99UbbsNnSgpSVhbl3D/rePYnbShJyYWH7S1lGSkuDQwIqRmNjwibG9m0YlZUo4ycgnzYVKScPKSMDyS6ujU91ZmsYszmIUV2H5HEjZaYhBXxI8qlbrk4EYgRBEARB6BJyfQ4eumE01/1vGb98dSN/vXwo726sYu76ciJxHbdNYXLvTD7eUZewnceucPPkEhpaY3gcqS99vA6VWUPyWLWvIWH5oh11LNpRx23TenFa3+xjdm5C16DrBtW7m3njvnVEQ+3l8XqNymbKFX3xBETJOkEQBEEQBOHEkWQZddQYjK1bMDZvQsrNQ73yavQF8zGrqzC2bka96FLiDz8IhpGwrTJhEmY4jBkOI7lcqd/A57NKkemHlD1raUZ/7x10mw37D34igjACZlOQ+AtvY2za1b7Q48J+62VQmHfKBmMk0zxYqEPoSHNzM4FAgKamJvx+/6dvIAiCIAjCMRHXDCqaIyzeWfv/7N11dBzX+f/x98zyrrQrRktmitkxxBB2mDlpuGnaNNCkKab8LSXlNr9SmkLaBhtmBgfs2DEzs2wxa6Wlmd8fG8tWJDlxYgs/r3N0jnXvnZk7mrU0d565z2V7VRNzRueRGXDjdpqE/C4aW+K8sqaM++Zto7ElzqxhmZwzsZBfvLSO2nCMR2+YQUFax4OKkpow5/15HuUNkTblaX4Xz948W7NhhPrKZh76vwXEY1a7umlnDmbyaQP7VNo63QPLwdJnRkREpGewG+qxqqqw1qzGyMzEHDIMHCaGyw1eL3ZZKfFXXsbatRMjFMQxbQa0NBN//llcV16DOX5CMs3ZR/cbjRJ/Zy6J/WbZ7OU46xycM2djuFzt6qT/sGNx4i++Q+KtD9pXet24v34tZkao6zt2mBzM/a9mxIiIiEiv4XKaFGf4Kc4o7rTNnrpmzp9UiM/tYNnOWr7w70VEE8kH5/M2VXLhlKIOtytM9/PYl2fy17c28+TSEizb5oxx+XzlxOEKwggAezbXdRiEAVj+xk5GzconNd3bxb0SEREREWnLSA3iSA3iGDS4w3rb5cJIC+EcPgI73ETirdexq5KZBWLPPIl70CCMUFr7/brdOI+agZmZRfzlF7ErKzBycnCeejrGkGEKwgh2QxOJecs6rmyJYpeUQx8KxBwMBWJERESkz6hvjvPIBzupbIx2WP/8ylLOnliI29nxrIXiDD8/OOsIbjlxGNiQFnDhc+l2SZLqysOd1kXCcay4JpqLiIiISM9n7dxJYt57HVfW1UFLC3TyrNwIpOCYOAlz6DDsRALD4cBITT18nZXeJZGAaKzTaruqtuv60sPoyYKIiIj0GQ7TIOh1dRqIyUxx4/jIDPuWWHKtD++HARevy0F+qJOcyNKv5Q7u/M2tYJYXp6vvpCUTERERkb7LCBxgxr9hgKPtI2M7kYB4HFwuDDN5z2ukptI/V/qQA3K5IDUADU0dVhsDcru4Qz2HRosiIiLSZ2SnerhudsfT7wGuPGrfGh5l9S28tKqUL/13CTfcv4TX1pZRXt/SVV2VXiizMEBqZsepx2acN5RAmqeLeyQiIiIicvCM3HxwuzusM0eMxAgEgOSaMFZpKfGnnyT2r78Tf/kFrMoK7Hi8K7srvYgRSsF5+tEd12WnY2RndHGPeg7NiBEREZE+5aQjcnl1bRlvra9oU37ricMZmJl886usvoUv37+YJTtqW+vfWl/BrKGZ/O6SieQEtc6HtJeS7uWc2ybx5gPrKFlXA4A34GLGeUMZMKr/DihEREREpHcxgkFc13ye2D/uTaaS2is9Hef5F2L4fNiJBNb6dcT+8y+wP0zBu2kjiblzcd9wI0Yn689I/2YYBo6xwyEWJ/7iO9AcAQPMkYNxXngyZiilu7vYbQzbtpXM+mPU19cTCoWoq6sjGAx2d3dERETkY1Q2RthZHeaV1WX43A5OHZNHbshDyOcmFrd4YukuvvX4yg63/cvlkzltXH4X91h6k5amGC1NMRIxC7fPSSDNg2n2vcQMugeWg6XPjIiISO9hx+PYdbVY69dhV1VhDh2GUVCImZYGgFVZSfR3v4JIpN22RmYm7ptuxdDfe+mEnbCw6xuhJQJOJ0aKD8PX9154PJj7X82IERERkT4nK8VDVoqHScXpbcpLaptZvrOW+9/f0em2983bxuzhWaR6XYe7m9JLeQMuvAF9PkRERESk9zKcTozMLMyZs9uUW+Em7O3bIRbrMAgDYFdVYTc1KhAjnTIcJka6Ph/70xoxIiIi0i/srm3msr+9z7rSeuKW1Wm7WMLG0nxhERERERHpZ+xEAmvZsmQ6sljsYxpr0CRyMBSIERERkX5h/uYqdlSHWbClmuNH5nTa7qIjBxDyabZDXxSNxInHEh/fUERERESkP6qvI/78M8kgjM8LDkfH7VJTwR/o2r5Jl7DjceyWCLbeTjzklJpMRERE+rxILMGzy3cDsGBrNV88ZggD0n3sqmlu025IVoDjRmZ3RxflMGqobmH7qio2LSrD7XMy/oQBZBak4Et1d3fXRERERER6DDscbk1Hlli8CMcJc0i8+nLbRoaB64KLlZasj7HDzdgVNcTfXoRd34Q5egiOiSMx0kMYRt9bD7M7KBAjIiIifZ7DNAj69t323PHESu66YDzzN1fx8upSTAMumlLEeZMKyU/zdWNP5VCrr2rmqd8upaGqpbVs6/JKRs/KZ8a5QxWMERERERHZa78ZMNbyZTiOPxHXZVcQXzAPu6oas6AA58mnYuTkYphKtNRX2C0R4vOXk3j+7dayxOadJN5YgPuWyzFyM7uxd32HAjEiIiLS5zkdJlfNGMQzy/cAUN4Q4bp/f8DsYVl8bnoxE4tCTB2UicPUmz59STxusey1nW2CMHutfW8PY44uUCBGRERERORDRiCAkZ2DXVEOQOLN10kEQzgmH4kxYTLmEWMw09O7uZdyqNn1TW2CMK3CLcSfeh3XVWdj+Lxd37E+RqFLERER6ReGZqfw+VmDWr+3bXhnYyVvbyhncFaKgjB9UEtjlPXz93Rav25+aRf2RkRERESkZzNSg7iuuBq8+2UJqK8j8e47mAUFGKFQ93VODhtr047O6zZsww63f7FNDp5mxIiIiEi/kB5wc8uJwzl/8gCeXLqL5qjF2RMLGJodIDtVb/f0STZYic4XmUzErS7sjIiIiIhIz2fk5+O+/RtYGzdgbduCWTgAc/QRGGnpSkfWVyUSndfZJN9ilM9MgRjplVrCMcJ1Ucq21uF0O8gZGMQfdOPyOD5+YxER6bfS/W7S/W7GFupNrv7A43cyZHI2GxaUdVg/cnpeF/dIRKTr2JYNdQ1YpZXYdY2YBdkYaUGMYKC7uyYiIj2YYZoYGRmY04+C6Ud1d3ekC5jDijutMwbmKy3ZIaJAjPQ64fooC5/bwuq3d7eWmabBcVeOYuikbNxefaxFREQEXB4nU88YzPaVVUTC8TZ1RUekk5br76aeiYgcXrZlY+8qJXrP/6A50lpuFOXhuvZczLRgN/ZOREREepRQCuZR47HeX9G23OXEdcHJGAFfx9vJQdETa+l1dq2vaROEAbAsmzf+vZac4lQyC1O6qWciIiLS04SyfVx0x1RWvrWLrcsrcHmcTDixiOIxGQRCnu7unojI4VHXQPRvj7YJwgDYO0uJPzsX18WnYHjc3dQ5ERER6UlMvw/XaUdjjRpC/I0F0BjGGFaE84TpGBlp3d29PkOBGOlVwg1RFr+4rdP61e+UcPTFIzC04LKIiIgAhmEQyvYx47whTDq5GNM08KXq4aOI9G1WeRV0srCutXw99ulHKxAjIiIirYzUAI7xIzCGFmEkEuD1YLhd3d2tPkWBGOlVrIRNuC7aaX19VQsJy8apQIyIiIjsx+F0EAhpLTkR6R/susbOKy0LYvHO60VERKTfMpWG7LAxu7sDIgfD7XWQN6TzfMbFR2TgdOpjLSIiIiIi/ZeZn915ZcAHXs2GEREREelKemItvYrb62Ta2UMwOpjw4g24GDQ+q+s7JSIiIiIi0oMYaakYgwo6rHOeOhsjqHU1RURERLqSAjHS66Tl+jnnq5NIy/W3lhUMT+O8r08mmKnpcyIiIiIi0r8ZqQHcV52DOXUsOD4c9gd8OC88CcfEkRimHgWIiIiIdCWtESO9jsvtoHBEOud9bRKRcBzDNPAGXHgDWkBKREREREQEkrNiXBechH3yTIgnwOPCCKYoCCMiIiLSDRSIkV7LH/TgD3q6uxsiIiIiIiI9kuF2YWSmdXc3RERERPo9vQojIiIiIiIiIiIiIiJymCgQIyIiIiIiIiIiIiIicpgoNZl8atHmMLFIBLfXh8vr7e7uiIiIiIiI9Ch2woJwM7ZhYKb4u7s7IiIiItJNFIiRgxZpaqJy1w7ef+Jh6sr2kD1oCNPPvZj0/AJcHgVkRERERERErOo6Eh+swlq6FlxOHLMnY44aghlK6e6uiYiIiEgXUyBGDko8GmX9/Ld59d4/tZbV7NnNxvfnce43v8/gSVMwDKMbeygiIiIiItK9rOo6ov/vAahrbC2LP/ISxuABuK46W8EYERERkX5Ga8TIQWmqq+GN+/7Wrty2LV65524aq6u6oVciIiIiIiI9gx1PkHh3SZsgTGvd1l3YJWXd0CsRERER6U4KxMhBqa+oIBGLdVjXVFtDc0N9F/dIRERERESkB2lqJrF0bafVifeXY8cTXdghEREREeluSk0mB8UwD5x2TGnJRES6ViJhEa6L0twYwzTAm+omEHLr97GIiEh3OtDfYdNx4HoRETnk7KZm7MYwRGPg82CkBjA87u7uloj0IwrEyEFJzczG5fESi7S0r8vKxpca7IZeiYj0T5HmONtXVfH2Q+uJhOMApKR7OOm6MeQOCuJwauKriIhIl0vx4Zg2lsQr8zusdsyciOHQ32gRka5iVdcRe+A57K0lyQLTxHHUeBwnz8IMBrq3cyLSb+juTw5KSlo6p3z51nZvcJkOJ6fddDspGZnd1DORrmUlEoTr62hpbJ/7W6Sr1Oxu4tV/rG4NwgA01kR4+vdLaahqHzAXERGRw89wOHBMn4CRld6uzjxiGGZeVjf0SqR72C0R7MYwdiz+8Y1FDgO7vpHYvY/tC8IAWBaJectIvLVQn00R6TKaESMHxeFyMXjSVK76xd0sfuEpqktKyBs2nIknnUEoJ7e7uyfSJerKy1g993U2LngPl9fH5NPPoeiIMQTSMrq7a9KPRMJxFj63pcM6K26zbv4epp09BPNjUkqKiIjIoWemB3HfeAmJtVtJLFqN4XLgOPpIzKJ8DL19Lf2A3RjGKikj8cYC7PomzOEDccyejJGZphlh0qXs2gbssqoO6xLvLU1+LjNCXdwrEemPFIiRg+b2eskeOJg5X7iJeDSKy+PF4dRHSfqHurJSHvz+1wnX1baWPf+HdQyZPI2Tv3QLgbT2bz6KHA7xaILqPU2d1pdtrycRszA9ji7slYiIiOxlpAVxzpiAY9IoMAytRSD9hh1uIf7mQhJvLmwtS5RVkVi4Evctl2MU5nRj76S/sapqO6+MxSES7bK+iEj/ptcQ5FNzutx4AykKwki/EY9GWfj0Y22CMHttWbKQ6t0l7TcSOUycbpNgtr/T+qzCFBxOzYYRERHpbobXoyCM9Ct2Q1ObIEyraIzY469gNzV3faek3zLSD7CWscMBblfXdUZE+jUFYkREPqHmhnrWzXu70/rVb73Whb2R/s7jdzHtzEEd1hmmwRGzCzCV9kFEREREupi1eWendfa23dhhrWUoXcdID2FkpnVY55g+VukiRaTL6AmNiMhBMA6w3oZyHUtXyypK5ZhLR+Bw7fvsefxOzrhxHKmZ3m7smYiIiIj0W8bHzMrWpG3pQmYoBdcXL8TIzWxbPn4kzpNmYbg0I0ZEuoZySvUBjZEY8YSN22nid+uSihwuvmCQ0bOPY9nLz3dYP/bYOV3cI+nvvH4Xo2flM3BsJk11EUyHiT/oJhByazaMiIjIfuxEAiLh5FotvpTu7o5In2YOHdBpnTFkAPj1wpB0LTM7A/eNl2I3hLFbWjBSAhgpfgx9FkWkC+mpfS/W2BJjd10LH2ytZs2eegZnBThuZDb5IS8BjyL6Ioea0+Vmypnns+mD92msrmpTN/yoWaTnF3RTz6Q/c7ocBLN8BLN83d0VERGRHsmq3gPVZVhr52PbNo4xsyAjDzM9t7u7JtInGakBHCfPJPHKvLYVHjeuC07C9Ou+VbqekRrASFUaMhHpPoZt23Z3d6Knq6+vJxQKUVdXRzB4gEW+ulBzLMGG0gY+f98HVDVFW8t9Lgf/vGYq0wal4/gMb0Nblk3cSs6yEZG26ivK2bDgPdbPfwe318fk088hb+hwAmnp3d01ERGRQ6Yn3gNLz9YTPzNW9R4Sr/4Xa8mrbcrNccfgOOOLnzkYY8fjYBoYpuMz7Uekr7GamrHLKkm8uRC7vglzxCAc08dhZIQwTD1nEBGRvuFg7n81I6aXqqhv4TtPrmwThIFkgOamB5fwxI0zGZDmo6w+Qks8gdfpICfoxuU48AChMRKnpCbMQwt3srMmzLEjsjlhVA4D0v2H83REepVgdg5Hnn4OY487CdNh4vbp/4eIiIhIT2PHY9glG9sFYQCslW9jjp0N6bnYjXXYLY0AGP5UDP/HB5Hs2nKsLSuwVrwNgRCOo87EyCzA8Kce8vMQ6Y3MgA+GFGEOyMOOxzE8boyPeR4hIiLSlykQ00vVNcdYvbu+w7rqpigV9RGeX7Gbe+Zuob4lTsDt4NpZg7l65kCyUzvOgdkcjfPSyj18/bEVrWWvry3nd69u4LEbZjI0R7mURfYyTBNviv5PiIiIiPRUdlMdiYUvdlqfmPc0Rv4Q4v/7JfauDQAYA4/Aed5XMHIHdTrLxaopI3bP16GmdF/ZopdwnHgFjtkXYPh1jyiyl+F2YbiVOl1ERETzQXuJlliCndVh1u6pZ3tVEwnrwBnlyhsi/PnNzdS3xAFoiib445ub+PXLG2hoiXW4TUVDhG89sbJdeU04xnefWkltONrBViIiIiIiIj2D3VCNVbYNq3QbJGLQ3Nh54+YGrFXvtgZhAOzta4j9+avYNWUd7z8WIfHGg22CMHslXr8fu77is56CiIiIiPRBmhHTC1Q0RLhn7mb++/52InELh2nwn89PI9XjpCESb9feMCDgcdAcS3DsiGyG5aRQE47yyuoyHl28ky8fP5RUb/s3Upbvqus0wPP+lmp21zZjGBDyuQ/5OX5WlmVjJWycLsUWRURERET6GzsRw961MTm7pbIEAGPC8ZijppHYua7DbYzhR2LvWg9p2ZijpmOYTqxtq7B3byKx8EWMk69pl0rJbqrrMNXZXtayNzBmnY+R2jPXDrRjcXCYWqNDREREpIvp7quHa47G+fNbm/j7u1uJxC0AEpbN397ewo3HD+1wm89NK2bN7nruu3YaQ7IDLN9ZS0sswa8vmsCVMwZR1Rhpt01lY4SmDoI6+9teHeaFlaVE44nPfmKHSCQco3xHA3MfWMdL96xk9TslNFQ1d3e3RERERESkC9nVyXRhe4MwAPbyNzGLRkEgrf0G3gCOMTMxR0zFeeIV2NWlWHu2YI4/BucVP8Au2QiRcNtjRMIQj0Gi83GT3dxI/IW/Ydf2rJkxVnUd8XnLiN33FLHHXsXaVYYdbunubomIiIj0G5oR08NVNkZ54P0d7crnbqhgTEGQ/3fpRH7z6ga2VYXJTvVww7FDOGZ4Njuqw9xw/2LC0X1BkxdWlnL7SSNI8+2bDVPTFGXuhgp++8oGfnj2EZ32Y2h2CqV1Lfz65fUcMzyLwvTuX5w80hxnzXt7mPf4ptay7auq8AfdnP/1yYRyur+P/VqsGRorsGNhLNODw+OHQBZ0kmtbREREROTTsBMxEvOfSaYi+4j403/CddWPSLz3JNaqd8G2MUcfheOkq0jUVcHa97HWL2xtn9i6AiOrEOeFXwNnctxk2zZ2ZQmJF/6OkVWAMWwS9sYlHfbFHDKB+JN/wBo6EceUUw7PCR8kq6KG6B8fhIam1rLo+8txnnMCjunjMLyebuydNDZXEok1YlkJvO4UXE4/Xndqd3dLREREDjHNiOnh6ltiRBNWh3V/fmszXpeD754+mv99aQY/P28sL60qpbwhwu9e29AmCLPXH17fiGEYAETjCZ5YWsLdr28kK9XDyl11nDuxsN02pgG3zRnOf+dvpymaoLKxZ6wVE66LtAnCtJbXR5n35GaiLQee4SOHUXMNkc0LqdzdyNuvRHnpfw2snl9BQ1k1xNvPyBIRERER+dQiLdjb13RYZVeVEH/mTxhTTsF5/S9xffGXkFNM7Km7Me1EmyBM6zaVJVgbFoHjw0BMTRmxf3wbu7Eaa8daHLMvAGf7dM3GkAnYDTXQ3Ehi8SvJGTTdzG6JEH/2rTZBmL3iz7yB3UG5dJ2ahp2U1axjY8lc3l75R95e9Rf2VK+mvqn9GkQiIiLSu2lGTA/ndx/4EgV9Lj739wVt1nYJR+OsKqnvsH3Cslmzp54h2SlUNUYYkhXgsunFlNW3UJTp57hROcwalsm972yhoiHChAFpXDljIA9/sJMtlcmbdKfDOHQn+BnsWlfTad3WZRW0XDAMt1cf8e4QrdjFxu2ZzH1y3wBi2wrwv1bLeV8dR1q+3roTERERkUPE5cbIzE+u99KRQBr2pqUk3n60tciceALWktc63WVi8as4ZpyNHUjDrt6D8/TrsXeuA28KeH24vvw7Em89grV5GYYvFXPyHIzMAuKP/RoAw+UFo/vfe7SbmrFWt395LVkJ1obtmNkZXdspAaAhXE5deA8vLfoZDc1lreUrtz7D7DE3MHn4xfg9ad3XQRERETmk9JS6h8sMuDl+ZDZvrm+fY3hwVoAB6T7uOG0Uf3htIw0frvHidh74hj9h2cQTFpsrkunL9q49s3ef/7h6CvUtRfhcDjaWN/LV/y2jvjm575xUD5mBnvEQPdbBjJ+9bDv5Jd0gXE044mHuU7vaV9VHee/xLcy5biye/VLkiYiIiIh8WobLg+OYi7CWv9VhveOEyzD8IezNy5JrvwD4UqC+qvOdWh+ONRqqSLzyb+ztq/c7oInjc9/BmHwSzmGTsKMtWCvmJgM1HzJnnYvh9n7GMzsEPm5gFG2fzk26RjhSy9JNj7YJwuz17uq/MmLACQrEiIiI9CEKxPRwQZ+Ln543jpseWMyynXWt5cUZfv55zRQK0/1cPXMQp43No6EljsflwOsyGZaTwqbyxnb7MwwYPyCN0voWvvjfRW2CMABbK5v4z/xtHDMimxv+u4S4ZXHMiGxmDs3CwGbq4AyC3p6xxkfR6Azms7nDutwhQTw+fby7hRVn97YIdDLe27a6hpaGqAIxIiIiInLIJNd1uZ34k/9v31oxpgPHGV/EzBuE4UvFdd2d2E31yfpACLtkI9bq9zrcnznxeGxvCtabD7UNwgDYFokHf4brtnuIv/kg9o61kJaN47hLITUdTAdGTvFhPuNPxvB5MIrzsHd0nOrKHDGoazskrWw7wcaSuZ3Wb9nzHjlpw7qwRyIiInI46Ul1L1CY5uPvV0+lvD7CrpowuUEveSEvucHkG1Yuh0lhetuF6e86fxyX3fs+sUTbp+E3HTeMzBQ3i7ZVd7iGDMB/5m/nqqMG8d/rpuF2mjy/Yg//fX8bTtOkIRIn1eNiaE73P0RPSfcw9MgcNi8ub1NuOg2OuWQE3pTu72N/0hyNU9kYJWg4iMcPMCvLBjsWgYQHHPoVJCIiIiKfneENYE48AffQiVgVJWBbGNlFGKnprTNTjEAIIxBq3cYGjEFjsbetaruz1AwcM8/FaG4gMf/pjg9o21il23Ccci2YDqivIjHvaezacsz8odhZhVhOF2Zq96b9MgJ+XBecRPTuB+Aja4+ak0ZhpKV0U8/6r8bmCiLRJkzTiWV3vq5pNB4mHKnVrBgREZE+Qk9Be4msFA9ZKR6OKAh+ovbjB4R44StH89e5m1m8vYa8kJcbjxvGuMIQQa+LqsboAbZN44315QzNTuHWh5dRWt/SWnf365t4cWUp/7p2KgM+Evzpar4UN8dcPJyBYzJY+uoOWhpjFIxIZ+oZg0jL8XVr3/qb0roW7n59A48tLiEn1cMTl4yDp9tPsQfIKkrBs/U5CBwHaT3jTUERERER6f0Mlwcy8nFk5H+y9sFMnJ/7Lvb6D0jMexpiEcwJx2FOPQUzPQ+rpgya22cZ2MsMZpFY/DJGSjqJtx5uLbfqKrDWL8B51Y+xR0/HMLp3jU0jPwf37VcTf2Ue1uadGAEfjuOn4Rg9BCPQvWO6/iQab6akcjkvL/o5tU27uPz4v1OYNYGSyuUdti/MHM/m3e8ybvCZXdxTERERORwUiOmj3E4Hw3NT+em5Y2mMxPE4HQT3SwU1pjDU6bbjC4PUt8R4d1NlmyDMXhvLG3l/SxUXHtn9N+3+kIfRMwsYODYLy7LweF24ekjqtL6iKRKnsjFCfXMMv8dJZsBNmt/dWl/TFOWOJ1by5vrkzCQbqEhYjJiSxYZFlW32ZZoGx5ydie/1X0NuvgIxIiIiItKtzFAWTDsNc8xMsC3wBTEcyfGE4fFhFI9Oph7rcGMDc+zRxP/zg/Z1tk38qbtxF94NoazDeAYfz3A6MPKzcV16GrREwDQxUgPd2qe+xrZtGpsrCEdqABufJ50UbxamuW9sWlm3mUfm3gTYmKaTldue54QJt/Pgm18gYbVdq2do/mwq6jaxcuszDMmfQcCb2bUnJCIiIoecAjG9QH1zjKqmKOFonKDXRU7Qg8f5yYINPrcTn9tJNG5R2xTF53HgcTrIC3o4dng2czdWtNvm1LH5NMcS/Oz5TgYcwOOLSzh1bB4pnp6R/ssfdH98Izlo5Q0t/Obl9Ty2pISElUxzN2toJr+8cHxrOryKxghvri8nI+DmB2ceQTga519L9/D9s4sZMDLI0tdLCTdEyR8aYvJpxRh2KS1Fs/E2VR7o0CIiIiIin5idSGA3VEG4ARyuZBqylM5fPvuovSnL7OZGbAwMXwDDH8R55g3E/nJbuwXvjawB4A9B+Q6wrA72CNRVYIfrMbo5ELOX4XGDR+OmQy2eiFJSuZznFnyfhubky2k+TxqnTf0Bg3Kn4Xb6aYk2MHfF/wNsJgw5j+EFx7K17H3CkRouP+EfvL/23+yoWITPHeLIEZdSnH0k28sW4nC4sKyOU4qLiIhI76JATA+3qybMd59cxdwNyYCJ12XyhdlDuGbWILJSPB1us7u2mfVlDazdXc/UQen4PU7+PW8ba/c0MDw3hS/MHsKgLD+/vGg89723jf/M30ZTNEFxhp87Th/FmMIgVY1RXI7O1/lwOQwcxgHWAZFerzkW5+7XNvLIol1tyt/bXMWXH1jCP6+Zisdpsq2yCbfD5LcXT+DHz65hS2UTAOcOMZhd8kuyv/Ab1lXbzN1SzR3/XkgkbnH1lM/zxQED6RlDUhERERHpzezmBqzV84g/f08yEAMYBcNwXvptzNyBHW8TbsCur8LatAQcbsxhE7G3riCx6GUwDBxHnYUxZAJG3hBcX/oN8af/hL1nMzhcmJNOxDnnSvAGsD0fkyXA1Gz9vq6uaTePzL2pzXovzZFannj3a1xz0v3kpI2gOVLLnuo1jB98DkF/Lo+9exsAuyqWcsSg0xlZdAJTR1xGWe16Vm17jteW/JLs0DBOmvxNPC6t4yMiItIXKBDTg5U3tHD9fxaxdk9Da1lLzOKPb27C7TT58nFDcDna3thvqWjk0r+9T3lDhIlFaeQEPXzzsRV8OJmBlSV1PLm0hL9cPpk5o3O5/eThXDljILGEhdflIDvFg2kaeBwmF08dwE+e63hWzNUzB+Fza1DRl1U0RHlk0c4O61bsqqOhJcbv39nKjKFZnD4un2eW724NwgD8bkEDg0//IV94bB1rS5vabP+398vw+FK45cQM3J9wdpeI9D/NDVFammLYNnj8TgKhjl9AEBGR/s3avob4o79uU2bv3kTsnq/hvuVPGOm5besa64i/8QDWe08C4LziB8Tv/z/s0m2tbeLbVmMUj8Z5xQ8wB4/D9YW7IBLGNh3gD2J4kmtSGgXDwOWBWKRdv4ycYgz/J1vjU3qnRCLOkk2PtgnC7GOzdserxBMRSmvWkerPYcSAE3jsnVtbW5TVruf40G00NFfwwJtfaLN1Rd0mnnjv61x78oO4Xd2fFlxEeiY7FsduaIRIDNwujGAKhkuPe0V6Iv3P7MH21La0CcLs729vb+H8yYUMSPdj2zaGYVDVGOGmB5dQ3pAcBFw9cxA/fW5NaxBmL9uGn7+wlqmDMshM8eByGGyuCPO/D3bicphcOq2IIdkpnD42n6eWlrCypL7N9seNzGb8gE8+zV96p8aWOLGE3WHdjKGZvLiqlPsX7GBicRqnjs3l1oeXtWmzancDW2MjWFu6scN9/OO9bVwyrZgB6RpUiEhbVsKiqqSJN/6zlspdyUWSQzk+TrhyFDmDgjiVsDYRAABXXklEQVRdCuCKiEiS3VhD4oW/d1zZVIe1bRWO9NzWMROAVbKxNQhjFI3CLtveJgjTuu+d67DLtifXePH4kzNvFr+CXboda8h4zCNmQCgb54VfI/7wnW3Tl7m8OC/+FkZq+qE+ZelBYlYLpTVrOq0flDeVh+feSEZqMTOP+AI7K5a0a1PVsJVlm5/scPuWaD3byz5g/JBzDlmfRaTvsOqbSLy5gMS8ZRCLg8uJ46gJOE6cjhnUbDqRnkaBmB5sS0Vjp3WNkTh14RiPLtrAxvIGZg3L4qghmcT3e3Duczmoaoq22c7lMLjjtNFkprj55UvrcJgmx4/KZnN5Ey+sKiVh2TyxtIQzxuXzf2eP4d6rprJkRw2PfLATh2lw1YyBjCkIkp3qPWznLT1DwOPANGgXyAM4f1Ihd764DoD/98Ym/nrFZCLxtrmxs1I8rCvt/DMcjiYIR5TvWETaa6hq4cnfLCG23++IuvJmnv7dMi7+3lQyCzSoEBGRD8Xj2GXbOq22tqyAzAKsd58EXwqOKadgV+9prTdHHIm1+t122xnDJuE85kKsrSuJLX4Vo3g0RkYu1ur3kkGb1e+SePU+XF/6Leboo3Dddg+Jec9gV5ZgDhqDOfmkdjNxpO9xOTxkBgdTUrm8XV12aDjltZuIJ1oor92A2+knHm9p187vyaCiblOnx9hZsVSBGBFpx26JEH/hbayFK/cVxuIk3lmM3dyC6/w5GF5lFBDpSRSI6cEK0nyd1rkdJjtrmvnD68nZBi+sLCXkc/H7SybyrcdXtM6K+aifnDuWF1bs4e2N+xZKf3DhDk4Zk8f3zhjN/z2bfJvn+ZV7uGjKAI4bmcPp4/I5flQ2BgZevYXcb2SleDhrfAFPL9/dri4j4Kb6wyDf9qow87dUM6kojaU7a1vb1Iaj5AY7D9i5HAbeA6W3a66Flg/3500DX9pBn4OI9D5WwmLt/NI2QZjWOstmyYvbOe6Kkbg8uoURERHANCEtG2orOqw20rJJPPVH7JINAFjvP4s58xwcx15CYu4jgNF2JgvJWTKOqacR+/ePIBFLFi57HXwpOC/5NvGn/pA8XkuY+CN34br+l5h5gzHOuQniMXC5MbQ2TL/gMF1MHf45Vmx5Gmj7OQp4M6lv2hf0e2Hhjzl92g9YvOmRNu2aWqoIBQqoayrp8Bg5acM7PX7CsqlsjhOzbNwOgyyfE/PDmV8i0rfZjWGsD1Z1WGctXo190kwFYkR6GK223oMVZ/jJSe34l+aZE/J5bW1Zm7K65hi/fXUDV80YBEAkniDN72qtH5qdQnM00SYIs9fLq0vxuR3kh/Y9OP/XvG00R5MPwnwup4Iw/UzA4+SO00dz/MhsAEwDLpiQxavXDmJMhs2A9H2BwnvmbubLxw3FYe676W+KJrBsm4JQx8GY8ycVkp3qbl9hJaB8LTxyBfxhQvLrkSuTZZbVvr2I9CmxqMXujTWd1pdurSfaotl0IiLyodQMnCdc0XGd04VROKI1CLOXNe9pjOJR4PJibVqCOWZmm3rH0RcQf+rufUGYvZobSbz0dxyzzm8tsku3YTclUzkbDieGx6cgTD8TSinkvFm/wuNKzthNTynipMnf5thxN5GfOaa1XXO0hsbmCvIzxrbZfvW2F5gy/NIO9+0w3QwrPLbDuurmOP9dU83VL27jkue28vmXt/PkxlpqWjpar0ZE+pymlnYvErSygXBzl3ZHRD6eAjE9WH6aj/u/MJ3Cj8yMOW5ENtcfPYQzx+Vz43FDcTn2PfxeWVLH8NzkDeB/5m/n26eNYu8LMaeMyeXpZe1nN+z13PI9zBm9b/p8OBInrgff/VpeyMvvLpnI6zdOYMkto/hV+jMMf/QE8p66mG8cndXarqw+woMLdnDPlUcyY2gmw3JSePKKgcwJbOU/V4yhOKPtOjAnjMzhqyeNxNfRAnK12+EfJ8G2d/aVbXs7WVa7/XCdqoj0EE6XSWpm5zNCA+kenC7dvoiISJJhGJhjZmDOPBf2nwngS8F51f+B04nzkm9h5A9ps521/gPMoeOxt6/BKBiGkV2UrHB8+CJbc8cpdu3SbRiZ+W0LLT347s/cTh/D8o/h6jn/5dLj/sIpU77L4o0P8+/XrsTl9OH37Fsn6I3lv2PG6GuZNvIK/O4Mjhp1LcdN+Ar5mWOZMuJzGMa+exyvO8glx/6JoK99irumaIJ7V1Zy78pKGmLJMXtNS4LfLi7nyY21RBMax4v0ee6PyRDgcR24XkS6nPJ69HAjclN54sszKa1vobyhBbfDZNmuOs7903tE4hZzRufwu0smcuvDy0h8uJhHyOciK8XNsp213D5nOA9/8Sj+9d42coNemiKdDxLC0XibWS/nTiwk1atf3P1dmt9NWnQDLH0Clv43WbhnOceMmMsPTzqa37xdRmMkzlsbKohbFr++cDy5LVtx3n8ONFUwLFTEo8f/hPLU0dQYaeSG/AR9LvI6mimTiMGi+yDS0L4u0gCL74MTvrdvgCwifY7DaTLxxAFsWFDaYf2U0wbi8et3gIiI7GOkpOM85RrsWediV+wCbIi2kHjl39i71kMgDef5t5KY+z/sHWuTG8UjUDgc1i0kseQ1nFf8AGvNPKx1CyHxMTMv969PSQN/8HCdmvQSDocT0+HCshI8/u5XSVjJ2VRvLf8DZ07/CXNX/pGymnXE4s08v/BHnDH9x0wedgnz1vyDh976EgAThpzPhbN/T8KO43OHSPFmkeLLxtHB2KcmkuDZzXUd9uW/a6s5bXCQ/JQOsg+ISJ9hpAQwBuRi7yprX1eQgxEIdEOvRORAFIjpBXJDXizb5qv/W8a2yqY2i6e/tracrBQPZ4zL55nlu8lJ9ZDud/GtU0cxNCeFf723jTfWlnH6+HxSvU6OG5nNxvKO3+6aNSyL+ZurACjK8HH8qJyuOD3pDUKFsPyhNkXpc7/HFcNO5eSLbqY2NBqPx0NGwE1GohoevhiaPszTXbeT3OevIdd0YA05nocGfJ/7l9fzpWOGMmtYFtn7p99rqYctb3Tej81vwKyvgD/zMJykiPQUoWw/x10+krcf2oD14R89w4AjTx9ETrEedomISHuGNwAeP/bWFcSf+iPEo/sqm2qJP3wXzsu/R/y+7wNgjj8eu3oPzmt+guEPEbv7yxiFwzGHTcLIKgDDBLuDWQX+1GQq3Q85z7kFI1X3pgJeV5B1O19rDcIA1DTu5IWFP+LI4ZdywoTb8bhT8LnTSPFmsXbnK6zY+lRr2+VbnmD5lidwO/2cO/PXPDz3JgbnTWf6yCsJBQox90t5Vx6O00lCIqIJm/qoRX4n9SLSNxipflxXnU3s3sewK/aldjay0nBdcw5Gqv8AW4tId1AgppfYWtnEloqmDuueXFrCby+eyDPLd/OTc8dSkOZl3Z4GGppjPPvhQuuPLtrF44t38a9rpvL4kpLWhdb3ygt6mT4kA9u2uf7owUwamE5OaucLrUs/YdvQsAeaaztMueDa9BKFm16i8OrnoOjoZGFJKdTtar8vK4G56TWOOvJ7fHdPA7c9soxzJhTww7PHkBH48G0tp/vAQZZANji02JxIX+f2ORkxLY8BozKoKmnESthkF6XgC7pxe3XrIiIinWioJv7Kv9sGYfaKRbD3bMXIGwwOJ2bhMOzsIqyNi0i89xQk4tg71pLYsRa7sQbzqDOx5j/TbjeOOVdhVe/Gcc7NmIPHY6TnYJhKmdnftUQbCEdqKK1Z066usaWSuSv/SE7acC497h78njSaWqp5f+0/O9xXNB5m/a7XyAoOZtnmx1mz/UWumvNfskKDW9sEPiZNq2e/9OUi0neZWem4b7wMq6Yeu6oWIzOEkR7EDKV2d9dEpAO6Y+wldtSEO62LxC38bgeP3TCDWUMzSfW6OWtCAXUfWaTPsuGHz6zm95dM5JyJBfjdDlI8Tq48qpiHv3gUsYTFB9tq+H9vbuKJxSXsOsAxpR9IRGHHfPjbcdBcdeC2vrR9/26uPmBTR6Kl9d9PL9/Nnrr9FpDzpMKs2zrfeOZXwJNy4L6ISJ/g8jgIZfsYMjGbYUfmEMrxKwgjIiIHlohDfef3rXZNKY5jL8F19Y8xgpmYWQWYI6dhb1nepp218EWMjHwcZ30ZI2sAOJwYhcNxXncX5ogpUFuB9cGLJF79N3b5DuxO1pOR/qEhXM4LC3/MwvX/JejP67RdyF+I00y+VGZZMRpbKjtt29RSic+TnAUcjYd5e+Wficb2jc8zvA5y/R3fF41I95DmcXRYJyJ9jxFKwTGoAOeRR+AYVKggjEgPpicavcSw7M4fPqd6nAzJDlCY5mN3XQvPrtjD9qomjhyY3q7ttqow1/9nEdfMHMTztxxNwrZxO03ufGEtL67al49/VUk9/5q3lcdumElRhqYz9ku1O+E/5yQDMiVLYNBs2PZu+3ZZIyCwXxq7tKLO9+ny0WgEgH3BmrfWVzCmIJT8xkpAWjFMuQ4W/aPttjNugbxxn/58RERERKRvc7oxMguxq0o6rDaHjMccfxyE67G2rSKx6l0co48Cbwo01bZpm3j+HozC4Tgu/RaGLyU5UzzcSOx31ycDPoC9ezPW6vdwnvsVzCNPwnAro0B/E4k18eby37Oh5HW87iCnTvkum3a/3WHb6aOvxu3yAeB2BijMHM/mPR2Mr4D8jDFsLHmr9fuNu9+iJdaA25Ucmwccjfx0Zjpfe7uK+ui+FHrZPif/N7OANL28IiIi0uPor3MvUZThZ0hWgC2V7dOT3XDcEPKDXlbsquPyvy+gOZbMWfyXKyaT4nHSGGk7M2ZScRpTBqXzub+/T0sswY/OHtMmCLNXWX2Ee9/ZwvfOOAK3U5On+hXbhuUPJ4MwAAv/Bhf+E5proGz1vnbpg+CyhyA1d19ZIBtGnw1r26dyaDzyy/xzeXObMp9rv7e1arbBPcfAkVfD5/4HJYuS5UVHQeZwCCj/toiIiIh0zEhNx3HadcTv/3H7ykAIc9BYaKol9r9fY29M3mfapdtwHDmHxNuPtW3vcOE4/jKstx/HWvk2zrNvIvHuE61BmP3Fn/0zrpFTMDK0Kkd/E26pZu3OVwBoidazq3I5s8fcwLw1f8eyk58V03By/MTbyAoOad3O407hmHE3sqV0HvZH1iLyedLITR/FO6v+0lrmMF0YJNONNUfreWPp79hTs5Y7p32XPS0hdjXB4CAMSwtQlKrHPCIiIj2R/kL3ErlBL//+/DS+9ugyFm5NLsLlcZp8YfZgLp1aTGVTlOv/s4jmWIJTxuRx7qQCUj1O/vS5SVz/n8VEE8mbO9OAm48fxnX/XkQkbnHKmFzmbqjo9LhPLSvhxuOGkRfS2139SiIKe5bt+76lDh7/Ahz/XUjNg/rdkD8B0gZC8CMDTl86nPLzZLul/4VYM3jTqJ96C3N9J/PEWzvbND92RHbyH7EWeO9uiDbC/D/Bgnsg54hk3Tu/hdN/DVOuPXznvL9EAhr3QKQBnN5kcEkp0URERER6PHPoRBzn3ELipX9AJJnKycgfgvOy70BaDtb7zyWDMGk5OGafj5GRj5FZgLVtDfaOfet7OKafgbViLtaKucmCYEanM21IxLHLd4ICMf1OJNbUJpCyaMODjCo6mfNn/4aG5nJ8riC5GaMJeDNxO31ttk1LKeKSY//Eq4t/SVXDVgCKc6YwfdTVvL70123ajht0Jj5PGgDhlipWbX8OgJfmfZ5UXy4BXyZrt5ezFpurT7qfoD+XrlAXbaEu0kzCtkhxecj2acwkIiLSGQViepGiDD9/u3IKVU1RmqMJQj4X2akevC4Hy3bWUtUU5Y7TRlEbjnH7I8tpjiWYMSST+z4/lU1ljWyvDnPa2FzeWFdBJL7vZtG2D3DQA9VJ3+VwQ/5E2PjKvrLmGnjh6+D0wNATYfzFyaALQLQJGsuTARtvGiz6J/HQQMoue5Nwc5icjAx++GYVT61oG4T5+skjyElN5kmmpRY2vbqv0opD6Yp93695OnlMd+DTnVNLfXKftpUMrnQWWGmqgtWPw5s/T56z6YBRZ8EpP4PQgE93bBERERHpEoY/Fcf003GMno4drk+mKwuEMFLSsBtqSLz7OEbeIBynfoHEi/dil20HtxfnWTfCiZ/D2rQMw5+KecRMYr//0kEcWQOn/sjt8mMYZptgzLqdr7Bu5yv4PRl87vi/kZ6SHEPYtk1jcwXhSC0ADtPJG0t/z9kzfkZtYwkBbyb14VKee//7NEdrW/cX9OczffQ1OB1uACrqNrfpQ0NzGQ3NZa3fR6IN8CkDMbGERWPUwjBsTMMk4DJxmEa7drZts62hhp8ufY0V1cnsGgX+IN+eeDwTMwvwOV2f6vgiIiJ9mQIxvUya302a392uPByJM21wBnHL5i9z992Yzd9SxfwtVRw7PIvfXjIRv8fBH17f1Fq/cGs1PzxrDE8u7fjtrnMmFpARaH886eMMAyZcAu/9fl96sr3iEZh+w74gTEMpvPFTWP5gco2Xzz0C7/+RylP/xrkPllDRGKE4o54fnnUEg3OCfLCthoyAm/MmFTKxKI1U34c36aYTvCGo7+RNQ18amJ/ihj5cDRXrk0GY7e/BptfAnQJHfRkKJkHKfuvbWAlY8xS88I32ZdVb4IrHIKVr3i4TERERkU/HcDghPRcj/SP3bVYCu7kJ54W3E3/kLmhuTJZHW4g//lvwB3Fe+1McxaOxdm1IvsCzV0M1ZBZA1e72B3Q4MbKLD98JSY8V8GYyqugk1u54uV1d0J/XOosllohQUrmc5xf8gIbmcsYMPAOwicQb2Va2kDeX/x6Ao8fewElHfov1O18nEmtkYO5URg44gbRAQet+va4DL8TtcBz8mMm2bfY0xdhUEyFh27y0rZ7qlgRTc/2cMTREfsCFaewLyOwJN3D9O49RF21pLdsdrufWeU/zr2MvZkxG3kH3QUREpK/Twh99REG6jwuPHMB9723rsH7uxkpW767H7XAwMm/fjVtNOEZ1U5Tj9qaH2k92qofrjxmq9WH6q7RiuPLJtoEKdwDO/F0yLRkkZ8K88dNkCjIrkZw9Eg2DlcCwLfbeq++oDnPdvxfx5voKijKSU/KfX7GboG+/WHAgC2bc1Hl/pt8AzoMMCkYa4IN/QCwMT34J3roTdn0AW96EBy+Gl74Njful5mvYA2/+rON9la6A2p0d14mIiIhIz+dLwZx6GnbZtn1BmP2F60k88Xvsxlrw+NtUJeY9jfPUz4Oj/buMjjNvwEhJPzx9lh7N4wpwwsSvMqLw+DblhZkTOG/Wrwh4MwCoayzhkbk30dBcDkBe+ih2lC8G28I09q2Z+c6qv/LK4jtxOtyEAgWs2/EKH5WeWozb6W9XDlCUPRmf++A/i7saYzy6oYbllc187709vFvSxJqqFv69ppprX9rO9rq2L+e9V7atTRBmLxv485r5NMTa14mIiPR3mhHTR2QF3BRn+KlojHTaZvXuOo4Zkc1lU4v513vbSFjJ6fN3vriW/zt7LCeOzuXpZSWEownOHJ/P2RMLGJDe8Q2e9AMONxTPhOvnQrgiOaMkkJ2cEeL8MJ1YY3lyJsxeVqK1LmPj41w07uv8aV55a/WynbUs21kLwEPXH4XD/EiQb9hJMOJU2PBS2/IZN0PWiE67GoknqGiI0BKz8Lsd5KR6cDrMZP/K10Dtto5n2qx6HKZ/CVL2rlMThnBV5z+T0lUwYErn9SIiIiLSYxluL46ZZ5N48R+dtrFLt2HHYxgpaZijj8Ja+36yvHwHiYUv4Lr6xySWv4VdshEjIw/HcZdi5BRjeLSmZn+V6svh9Gk/4rjIV2iJ1uN2BfB7MvB/OBsmnojywYYHse1E6zbReBifJ0h57UYyUge2SW/WEq1n9fYXAMjLOAKvO9TmeCm+bM6f/RseffsrJKzYvnJvFqdN/QE+T7DTvlY1x2mMJXAYBiGPg1S3g+aYxT9XVnLSwCDfeLv9mKkpZvHbxWX8bHYhQY+DhGWxoHxHp8dYU1tGczxGqkv/J0RERPanQEwfkeJ1kR/yEvQ6qW+Jd9hmaHZyTYwB6T7+efVUvvLwUuqaY8QSNv/37GruumAcf7liMg7TJORzdZgLVvoZ04RQQfKrIy11yeDL/pqrIViIa/MrXH7pN3luvZ/tVeE2TU4Zk8vwnA7WaEnNhbP/CDVbk2vCOL0w5jwIFoA/Y79j1CaPk0hQ7szjL+/u4KGFO2iJWQR9Tm4+fhgXHjmAjNKVMOxEeOmOzs9x6QNQND35b4cnGYD6aDq2vUKFne9HRERERHo8IyUNI38ILO2kQUYehsOB4UvBee5XiMUi2JuSje2NS4jHojgv+w643BguN4bb18mOpD/xulPxujtOGRaLN1Nas7ZN2bqdrzFu8Jm8sex3rNnxEjOP+ALvrf5bmzZup5/Tpny/NaCzl8N0UpQ1iS+c9jhb9rxHdcM2irKPpCBjLMHAvpRgCcumsjlOc9zC6zDY3RTnVx+UsaMhOdaZkuvj9im5+BwmW+uibKjp/KXOJeXNNEQTBD0OHKZJcSCt07Y53hScpqPTehERkf5KgZg+pDDNx3WzB/O71za2qwv5XIwpSL4Z43E5mDUskxdvPZqKhghxyyIn6CUnxYPHpRsmOQie1OR6Mva+xUljm9+BC/+D64FzKXj2Uh4649+8VZbGk+ub8bocXDNzEOMHhMhK9XS8T7cfskfBKdM6rq/aDM9/Dba8Se3sH/KDkpm8tHbfLJb65jg/f2EdYHB9lolhmG3ze3/Ufm+mEciB8ZfC0v+0b+dNS/ZL+pxELEZzQz024E8N4nBpcVEREZG+ynA4McfOIvHKvyAea1fvnHMlRmryBSAjLRvX5d9LpiprqgN/KkYgDSMlrWs7Lb2a0+ElI6WYsv2CMVUNWxmYM5WhBcewevsLTBnxOc6b+SvW7HiRxuZKinOmMH7IOYT8nbwQh4nPHWLCkPNxdrAmTG1LnFe2N/CvVZUAfO+ofL79TgnWvmEbi8qaufG1nfz1pOLkkA673X72t3/tWQOP4P5NSzrc4tqRU8nwKLNGX2Q3hrHjCXA5MQMKQouIHCwFYvoQp8Pkc9MHsrM6zONLS1qfjecFvfzjmikUpPnatC1I87UpEzlogSwSw0/FseHF5PdOLzsm3MY3nqviNxe9SnrVEkJbn+PU4mOZPmwsgWAGeaFOPnON5bBnObz/l2SKsLEXwshTITRgX5u6XXDf6dBQCoZBZdFJvPRax9Pif/vqeq79ylhc7/4SRp0OK/7X8XEnfG7fv90+OP4OqN4M29/bV+5LT66XE9SMmL6mrqKcpS8/x9q33wBg1KxjmXza2YRycj9mSxEREemtjLQcnNf9gvh/fwjhhmShaWIecxHmiLZpaA1/EMPfeaonkY/jcnqYOvIK1u58ubVsxujP886qvzI4dzqThl7AtrIFlNas56hR1wAG2aHhODtYHzORiFMXLmHppsfZXbWC9NRipoz4HOkpRXhcAQDiCZsXt9bzx2XJtTAvGZnOYxtq2gRh9qqNJNjdEGVEuoeR6Z2nEhub6SXVve+lzTx/Kj+beio/XPwqsf0yJFw8eDzTcooO8ickPZ3V1Iy9fTfxl97FrqzFyM3EefrRmIW5GH6loBMR+aQM27YP/NqDUF9fTygUoq6ujmCw59+E1zfHqGqKsru2mRSPk9ygl9ygB8NQqjE59CJVO3E8fQPOHe/SPP4qnsn+EtNzLEIlb+J2GLQMmM3qBh9ffmI7Nx0/jBuOHYr50bR3jRXw4rdg9eNty9MGwjXPQ9qHN/MrH4XHv5D8tyfI3JOe4+rHdrU2NwyYOiiDnFQ326ua+esloyjc9jRkDoYnroemyrb7H34KnPNHSMlpW95UCfW7oWJdck2cjCHJIMxH17SRXq2+soKHf/BNGqoq2pSnpGdy2U9+RTA7p5MtRUT6h952Dyzdrzd9ZmwrgV1fBfVVEG2B9Nxk2jK9yS+HQbi5mnUlr/Pmst8Rt6JcfMwfaWqpxrJiVNZvISdtBGkpA3hv9d/YXbWSz5/yCKFAfrv9lFSu4ME3v0jCaptK+YxpP2ZU8Um4HB5Km2Jc9eI2mmLJrADfmprLn5dV0BDblyUg2+dkTJaXuGXjd5pcPz6L57fUUdWS4NnNdW327XEY/HVOMSMy2j5wjyTiVLY0sbm+iuZ4jFFpOWR4fKS69WC+L7GjMeLvLSXx7Fvt6pyXnIpjyhgMhzKriEj/dTD3v5oR0wcFfS6CPheDswLd3RXpB1r8uWye8QeyZtXjD2Zwyra5pD18a2u6sgAwM38yD136Z+58t4KrZgwixfuRXz1Vm9oHYQBqt2Mv/BvGiT8Ahws2vbGvLt5MmnffDd8Jw9P4wdGpZGx7gWDdOqrHTiXFKIBxFyRn0lzyIKx9Bja9Cu4UOOpGGHR0+yAMQCAr+ZU//hD8hKQnsi2LDQveaxeEAWisqWLte3OZevb5mMpvLSIi0icZpgMjLQfS9OKFHH5+XwaDcqdz1lE/B8Mk4M3g5cV3Utu4s7WNaTo5feqPSCSiRGKN7fbR2FzJcwu+3y4IA/DSop9SlD2ZtJQCwjGrNQgD0BCzyPA5aYhF8TsNvjnZTdDYzp7SV3C6fAwvPpt0VwpnDU1jd2OUidk+nt1cR00kweQcP5eMTCc/pX36M4/DSWEgRGEgdIh+StIT2Q1NJF54p8O6+NNvYI4YiJGuz4CIyCehQIyIHFjtTtg+Dza/AZlDYcx5yXRhrmSKsZDPzaDiIpbvrGOKVUXqK7e2WTMGwLlnCUO2PsCcEVfidn5kVklLAyz5d6eHN5Y9QHTqDbjTCyFj8L6KRIzc6HYKQl7yg25+MaWR7EfOgUQy13cGT8L7d8G1L0DeOIi1JNd4mXkrOF3JdGOf6eeyK5lKrXw15I5NBm32T6MmPVpLuIn1773daf36eW8z7oST8Qc1qBARERGRA7OaWqCqkfgHmyEaw3HkUIy8EGZw3wyrtEAhBgalNet4Z+Vf2wRhACwrzkuLfso5M36O09E2LVnCitPUUkXNR7bZVx+lumEbaSkFuB0GpkFrKrJXttVz1tAQf1xawU+O8rJ27fcoq1nVuu2qbU8wedglzB77JXJyQjTHLI7KD2ADAZeJ2/HpswLUReKUh+Ms3BPGacL0/ACZPmebNGfSs9n1jZBIdFzZEoXGZlAgRkTkE1EgRkQ6V7UJ/nVacv2WvebeBRf/F4bNAacHgIyAh+NH5WC9+1C7IMxeKSvu4+LrrsftNEkkLMoaIoQS1fjWPYGZaP9WVyvboqoxQl6ajTHmfHjrTrCTb3jlvfs9/nXBg0RiCbKfvaI1CNMqUg+PXwdXP5ec+eI6BNPko83JNWT+cxaEq/eVB7Lg6uchZ9RnP4YcdqZp4nS3z7u9l8vjwdQUexERERH5GHZTC/GXlpN4e21rWeL9TZhDcnBdcxxmKBmMMU0H6alFgM0z79/R4b7iiRbCkTqKPBkANEfqaIk2UNO4k1ii5YD9aGqpoiFcToY3k6MLU5i7KzmrZlNtBK/D5Lqx6TTWPN8mCLPXkk2PMGbgaRRmjSdwCIIkCcumqiXOvSsqeWFr/b6KpRVcOzaDi0akE/LocVRv8LFpxz5DoE5EpL/Rb0wR6VhzDTx7a9sgDICVgMeuhYbSdpuYjWWd7y/SgM9pUBuO8vAHO/nFC6uwFv0Lc/7/S67V0lk3RpzLvYvqKKuPQKgwGQTa+4ZY9RZGvvZ5jvDVQEttxzuoWA/hyo7rDka4+sOZQa/B/65sG4SB5Loy/7sCGg7wM5Aew+MPMPm0szutn3Ta2XgDKV3YIxERERHpjazy+jZBmNbyLeVYy7bx0WV5LTuBbVvt2rfWW3G87lSq6rfx6Du3Ut24ncffvY2WaC1Bf16H25imE58njcr6LfhdDm6dnMOIdE9r/W8XlzE1K8bG7Y91etylmx/DsjqZ+fAJ2bbN7sYoT26q4f3dTW2DMB/616pqdtQf4EU86VlSAxDwdVhlZIQwOqkTEZH2FIgRkY6Fq2Dbux3XxSNQurJ9+fCTOt2dPWAqDl+IN9eV892nVnHpaDepS/8GjWXgcJEYdFz7jQJZlI29nvsXlRKJJ5Lp0IbNgZs/gEsegHP/Ahfdh9OKtd92f4n4ges/TnMdLPhrcnaQYUL1lo7bVW5M/tykVygYOZohk6e1Kx80cTIDRo/thh6JiIiISG9iWxaJd9Z1Wh9/Zy00NLcpczsDpPpyO92mIHMsdU17eOCNL2BZMXZXrSRhxVi88WFOPvIODKP9DIUZo65l1bbnKa/ZAEBuwMVvjh3AvScXc8e0XH573ADyUxxEE83ttt0rEmvEpuPsBp/UzoYon395O1XNCZ7dUtdpu0fW1xBNdB6Mkp7DCKXguurs9jNf3C5cV56FEUrtno6JiPRCmgsqh1RLuInmuloiTU14AgH8wTQ8gUB3d0s+jdiBp77TXN2+LGc05IxJrpuyP8PEOOVOSmMefvnyIgBSnDa0fHhz/tZdVJ/zAOaOeWSu+ifEmmgceiZlQy/i80+V4/c4WnMTx003lWYeRkEuKV4XAY8zOUPGdCRn63yULx38GQd79m01lcHcXyT//dH0Zx8V73xwIz1LIC2dk790C1W7drDy9VewsRl34ilkDSgmkPYZ1xASERER6YRtWdh1jdAUBgxI8WOEUjAMo7u7JgfLsrFbOp/dYbfEsaMJ9r+yqf4c5kz6Ok/O+0a79kPyZhH057Flz3uEI9XkpY+iIZyccV9euxGH6eLC2b9jxdanKK/dSDCQz/jB51BWs551O1/hiOJTW/flMxsZ4IswMOAi4A0QizsYXnAsK7Y+3WFfxww8HYf56R8RNUUT/HFpBQ1Ri4DLpLal89k11S0JYgkbLRXT8xmmiTl4AO5vXkdiyRrskjKMgQU4JozCSA92d/dERHoVBWLkkGmoruSNf97DpkXvt64TMvTI6Zx43ZdJzczq5t7JQXP5IFQEdR0vCEnWyPZlqXlw+aPw3u9g6f0Qa4aCSXDqLyB3DC31CfbUJQM8e5pgXFox1O6AyvVEGqq4dfkwzhj+W3xOeH1bjDfe3oZlwzdOGUlOqoc9dc08uGAH97+/naZIgmNGZPHNU0cxJJiFc9bt8M6v2vfp1F9ASv5n+1lsfWffv50eMJ1gdTDLxuECX+ZnO5Z0qUBaOoG0dAYcMQ5Irh0jIiIicrjYkSjWhm3E/vcyNH34Ak9qANflZ2AOHoDh0hC9NzGcDhxHDMBavavDesfIfHC2v78cmDuNi46+mzeW/Y6qhq14XCkcOfxSJg+7CJ8nxPbyDwCoadzJkPyZrdst3vgwWcEheFypjB98Dk2Ral5f+hvCkWq87iC56SOJxBopq1nPm8t/T1nNelL9OcwYfR3DC4/hqNHXsm7na0TjTW36kxkcQmHmuM/0s6iPWszbndzvptoI47N97G7q+CW2WYUBfC7dd/cWhtOBkZ2Oecos7ISFoXVhREQ+Fd3lySHR0tTIa3//C1sWL2hTvnnxAiwrwek3fx1vitZb6FU8qXDcHfD0je3rxpyfTNHVkVAhnPwzmHVbcoaKOwUCyeCE29lMwO2gKZrg7g8amDLjO2S8eAMABXO/yY+Ov4fPP1FCRUMEAMOAi6cUcfGUIiqbonzh34tYvXtfnuHX1pbzzsZKnrl5NiOnfxFyRsHbv0wGd7JHw5wfJQNBHS0wGI+A6YJP8uB9/xzO656HyVfBon+2b3fUzZCS8/H7kx5HARgRERHpCnZ5NbH7nqJNBqiGJmJ/ewz3N67ByNULbL2NMTALIzsVu6KhbYXHhWP6cDDbz3TyulMZWjCb3IzRxOMtmKaTgDezdUZKZnAQkAzEpPpyCXgzaWqpYtPudxhVdBKbdr/N3JV/bN1fii+bi47+A6m+XDbufosn3/t6a11d025eWvQTSqvP5/gJt3LVSfczb829bCp5C6fDw4Sh5zNp6IWk+tunS4tbNmDj/IT3yns/1m/tbOSXxxTy5s4GIom26c5CbgcnFAUxNQOsV1IQRkTk01MgRg6JcF1duyDMXluXLiJcX6tATG/jz0qm9broPpj/J9izDFLzYfLVECxMzn7pjNMDoQHtirNT3Vw1cxB/eWszq0rqeax2OBef+GvS5v0Ms2w5Y1+/mmcuuJsy70QaYjYD0v1kBtwEfS7mbihvE4TZy7bBaCzFWvFfzG1zYeLlyWOnFiRTpXn3my5tWckgzZqnYfu7kDkseT5pReA+QAq9wcfs+/ey++H0X8Ox34JF/4CmSghkwzHfgLEXgNv/8T9bkV6mpamRptoaStatwTRNCkYdQSCUjsevz7uIiMgnZUeixF97nw6X4bAsEu8uxTj3BIyOXiKSHssIeHFdMJ3Eyp0klmyFeALziAE4Z4zAikRxBTu/X0rxdjybfnjh8cxd8ScsO86by//AGdN+zHur76GkagXPL/wRM4+4jmtOeoBwpAavO0iqL5sUXw6NzRW8uuQXHe6zvqWBNTXwp+UwInQ9UydfR6rbwcD0HIJ+b5u21S1xttZGeGpTLTELzhgSYnSGhyy/q9NzSXWbTM3z80FpmJhl8/eVlfx0VgH3r61meUUzpgEzCgLcPDGH/JTO9yPSW9m2jV3bgF1aiV1Vi5GfjZGVhql1dETkQwrEyCERCTcduL7pwPXSA5kmDJgKH/wDhp0I029Irguz6U044dQOAy0fx+VwcM3MQWwqb+TVNWX8/M0y3hk6httOe5YxGTYer5/8QBb5vrR22z6/Yk+H+/zO8bkMev/7mJteTBbsXrav8rRfwpTrwPHhr7ry1fCv0yDy4dtqG1+BBX+FC/8JI09PBpA6kpILR90I7/85Gfl5/msw6Gg46aeQPwG8acnAlGZVSB/UXF/PgqcfZfFzT+4rNAxmX3oVE+acpiC7iIjIJxWNYZdWdFptlZRBNAY+BWJ6EyPND40t2PEErvOmgsPE2lJOYkclrlkdpHP+BIL+PC48+vc8Oe8b1Dbt4rkF32PSsIs4dvwteFwBfJ50Un3ZGB/JUtASa6Cxuf1nzO9JZ/Dgm/jKm7uxbFhbBU9vSdbl+kv4y5xicgPJ4Eh1c5zfLCrjrV2Nrdu/U9LImEwvP51dQE4nwZgUt4NbJ+fwxVe2E47brK5q4ecLSzlrSIjrx2WR7XeS7nEQ0MIw0kfZuyuI/vWRfWknASMrHdeXLsLMTOu+jolIj6FAjBwSbp/vwPV6a7p3SsmGmTdDU0XyK3skjD77wLNhPkZu0MsvLxxPRUOETeWNpPtd5GUGcAW9GB1M298r3e9uV+YwDU4YAO53X+x4ozd/DqNOT65101QBT35pXxBmL9uCp74MN8yjxZdHeVOUlSUNNEQSTBqYQU6qF7czBXvabXgHH49j/t0YTeXJ2TZF0yBt4L5Aj0gfVLplQ9sgDIBt8+5D/6boiLEUjBjdPR0TERHpbVxOjOwM7IqaDquN3CzQGjG9jmGaUJSJ6/RJyYBMLIFzcA5Gqg/D/emup9PhZmDONL5w6qNUN+wgEmsiOzSUgDcDr7vzBdIdRsfHGzXoMv6z3sbqYDZWWTjOysrm1kDM+pqWNkGYvVZXtTB3ZwMXjcxgT2OUsnCcrXUR8gMuBoc8ZPscpLpN7j15IE9vqmVhaZiQx8HYLB+DQm7SvfpsS99l1TYQ/ftjbYIwAHZlDfFHXsJ5zTmY/gM/NxORvk9/CeWQ8AfTKB4zgR2rl7erGzB6HP5gqBt6JYeEJyX5lTH4gM0sy6a0voXNFY2U1UcYmZtCfpqPrJT2s0zS/W7S/W5G5H7yKbrnTirknre3tCnL8Ltx127qfKOWWmiphxDJFGJlqztuZzgI207eWL2Lrz61idiHeYyzUz389YrJ/PPdbby0upScVA83zvg5J41IJy09C+/HBCBFeruWpiYWPPVop/WLnnuS024agsvTyWwyERERaWV4PTjnHEV0zeYOKg2cxxyJ4dQQvTcyDAMjLQBpB0h3/CGrqQXqm7F2VmH4PRgFaRhBP4az7UwRh8NJKFBAKFDwifvh86RRmDmBkqq24/KMtLGsWh/pdLv3ShqZMzBIJG7xxMbaTts1RC221Eb4wbzdbK2LtpZ/cXwmWT4Xf1tRSU1LnOMHpPDF8VmMyvC2BnhE+rS6BqhrH8AEsDbtgMZmUCBGpN/TXZ4cEr7UVE658TZe/ONv2LV2VWt54agxnHbzV/Gldv7WjvR+lmWzencdV/5zIbXhWGv5kQPT+ePnJpEf+uw3HAVpXm4/aQS/fXVDa1k4GseR8jELmjo/zHeciHXe5sQfsqeuhVue2Ii931tiPzzzCG57ZBk7q5Nvteypa+H7L+3kBy/v5PEbZjJ54L7zammK0VjTwualFSTiFkMmZhPM8uFPbT+TR6S3SMSihGtrO61vqqkmEY8rECMiIvIJGXlZOC89jfgTryXTkAF4PbguOx1DqWv6PKs+TOyJhVhLt+0rdDlwf/54zOH5GK7PlrbL5wlx+rQf8sAb1xGO7Jt5FY01kObNpjwc73C7vcESy4ZIoqNFjKAwxcWUPD9/WlbRJggzOceHwzD4+YLS1rLXdjby2s5GpuX5+eGMfNI+nA1j2zalzQ0sr9rDmpoyRoSymJw1gDx/KqbReXYEkZ7ODrccuEHsAM8jRKTfUCBGDplgVjZnf+07hOvqaG6sx5eSii+Uhl9BmD5vT30LV/xjIXXNbW8uFm+v4Vcvr+en54zF7/lsv25CPjdXzxzISUfk8vjiXdQ1x7hqxkACnjrwpUNzBykehpwA/g8XwPSkQrAA6ne3bePyQ+5Ynl7V0CYIMyDdR21zrDUIsz/bhp+9sJZ/XD2FNL+blsYYi1/exrJXd7a2WfryDgZPyOLYz40kENJDaumdPP4ARUeMpWZPSYf1xeMm4vZ6O6wTERGR9gyvB8fkIzCHFUN9IxgGBFMwggEMh9bO6MtsyyaxaHPbIAxALEH03tfxfOc8jOzPPnbODA7i6pPuZ0f5YraVLWBA9hQKcmdxUbyZPy2r7HCbUwYlj+tzmZxQnMrisnC7NmcPDdEct1iwp+36r2cOTeMPi8s73O/C0jCVzfHWQMym+ipueOdx6mP7ZucEnG7+Mvt8RqVlYygYI72UkXGALDBuF/g0ZhIR0MrSckj5UoNkDihiwKgxZA4oVhCmn9hc3tguCLPXM8t2U9kU7bDuYIV8bkbnB/nemUfwrVNH8u9527ngga2Unv1AMtCyv4whcNbvwJeW/D44AE7+aXKw22anhdBSx7b6tsUjclNZuqPj/N0AS3bU0BxNAFBT2tQmCLPX1uWV7FpbfbCnKdJjON1ujjzzPByu9ikl3D4fY46dg6mHRiIiIgfFcDowM0KYgwoxBxZgpgcVhOkH7Pow8dc7SZVs2SRWtx9PfFqhQD7jBp/JadN+jDN4Ele+VEKmz8X0/LZrt5oGfHd6Hrn+ffd6U3L9FHcwq7846CYcs/nofBm3aVD34bioI1s+nD1T1dLEtxe+0CYIA9AUj/KNBc9R0dLU0eYivUOqH3P8iA6rHCdOx0j9+LSFItL3aUaMiHxmZfWdT8ONWzbReOc35p+Gbdu8tLqMx5bsAuCLr6Xys7NfJKdxHe6G7aQOnooze3hyBsxeThcUTYNLH4YFf4HSlRAaANNvBKeH44pMnlmxr3lDS4zhOSmd9iEz4MY0DOJxixVv7Oq03bLXdlI8JhOfUpRJLxXKyePSH/+S1+79E2VbkmsyFY4aw4nXfZlQdk43905ERESkl7BsaOx83GRXNhzyQ1aE43z1rV00x21+vmAPXxiXxbnD0lhb1UK618GMghSyvA58rn3v6KZ7HfxoZj6vbK/nzR0NxC2bWYUpFARc7GqM4XeahONWa3uHmQzoWB1nNCPNkwwy1kSa2dFY22GbsuZGaiJhcnydj79EejLT78N5/hwSGSES85YlU08GfDhPmolj8mgMlx6/iogCMSJyCIzMS+20Lt3vwu8+tL9qKhoi/HXuvkVOV5Q0cNZ/GygIZZCRksc57gKuH9rBopahIjCccMy3IFwBsQhkDgV/BtNj5eSkeihvSL6htXh7DTceN4y/vbOlTcqyvS6ZUgzY2HGblqbO871GwnGszkYlIr2Aw+kkb8hwzr/j/4iEmzAw8KSk4Evp/P+9iIiIiLRluJwYBenYuzuede8Ynn/Ij7m+upnmeHIsErfgr8sr8TgMBgbd2DYcMyAV30fWpQm4HBSkwNlDQkzM9hG1bJyGQcjtYEs8wkUj0/j36n2z/peUhTkqP8C83e1ntKS4TIJuk1jCImod+OW8SOLQvrwn0tXMYArGaUfjmD0Z4glwOzGCKRimkhGJSJJ+G4jIZ5Yf8jGxqOOcqF+dM4Lc4KHNhxqJWx3Owtld18KqknrW7vnwbbJoE1RvheUPwQd/h7LV4PTAoJkw/CQYcy4MOBLSiikMefjfJQUcOywd48M3upbsqObXF47HYbZNZzZ7WBaj81N5YMEODCcMmZTdaV+Lx2bg8bdP6yTS2/iDIdLzCkjLy1cQRkREROQgGaleXOdO7bguzY9RnHXIj1nS2P6FsUjCZkNNhI21EWKJZJCmMhxjWXmYR9fXMG93I+GYRXHQzYyCFGYVpHDMgBSyAy6OzAswOOjhC+MyCbqTj5Ne2VbPjROzGRRsmwHA7zT4zvQ8fre4jKqWBGluHx6z4xR8DsMk0+vvsE6kNzFczmTqyZwMzLSggjAi0oZmxIjIZ5ad6uEvlx/JL15ax3Mr9hC3bNL8Lm6fM4IzJ+S3C2R8VpVNEcYVhliyo7bD+tnDsyDSCGuegmduAXvf1HnGXQyn/AxSkimVSuta2FPXTDiSz6S0Fu4+1aTWLibu8BAK+Lj/g93ce9UUNpQ10BiJM64wxNaKJm7/33KyUz1ccdRABo3PYvFL22iqbbsWjsvjYOKcYpwu3XyJiIiIiPR3ZnEWrs8fT/yJBdi1YTDAHFmA66KjMNMP7RoS5U0x8gKdvxCW43ficxrsbozy1Td3sWu/oE3QbXL3CUUMS/PgdJo0RRNURxJsr4swMOhmRIabaXnJ/qa6TaIJi0tHpeNxmGyti5Dlc5Llc/KfNdWsq45QEY4xIsPPF0ZP50+r57Xry5XDJ5PhUSBGRET6NgViROSQyE/z8fPzxnH7ySNpiSVI8TjJTfXgcBzaIER5Qws/e24t180ewpIHl7Srz07xMH1wJtRthadvar+Dlf+DwcfA5CvZUtHIVf9cyK6a5tbqY0dk8asLB5ET9BKNW6zeXcfvX9vI4KwAPpeDf7yzleZYctq8YQAGpGZ4Oe/rR/LBc1vZ+EEZlmUzaGwmM84fRjDLd0jPX0REREREeifD58Y5YSDmwCxoiYHDxEjxYvgO/XqSa6tbCMctBgfdbK2Ptqv/0vgs3A6D/3t/T5sgDEB91OLrc3dx78kDcZsGD6yt5qF1NexNuJziMvnJrALGZ3vxOh1srGnhroVlpLpN8gIu6iMJysLxfedtGHgcTs4dOIY8Xyp/WTOf3eF6cn0pXD9qOsfkD8HnVBYBERHp2xSIEZFDxu9xUuw5vL9WIjGLRdtrKMrw86sLx/OH1ze2BlKOGpLBd04fTaEvBgv+0/lO3vsdZYPO5tr7lrQJwgDM3VDJtx9fwd2XTcJhGHxu2kBeXVPO1sr2OY8vnlJEZsADQCjLx7GfG8n0s4cA4PY58fj0K1ZERERERNoy0w7t7JeOrKho5oWtdfxwZgFPbqxl3u5GLBvSvQ4uH5XBhGwfVS0JlpQ1d7h9ZXOCukiCnQ0xHlzXdl2bxpjF1+bu4v7TBlGQYpDqNsnyOahsTtAQjbRp63caZH04Lkrz+Di1aCRTsgcQsxI4DQfZvsP/sxAREekJ9JRQRHoVp8Mg3e/iyaUlrC9t4MbjhhLyuXE6DNJccUbUvANrFkLdrs53Eq6hvCnB9qpwu6rsVA+XTCvmqWW7eX7lHj4/axCzh2Xx7qbKNu0GZfq58MgBbdKuudwOXBkd5z0WERERERHpKsVBN/VRi++9W8Lpg0P8dFYBCRscBuT4HfxtRSXHFh143T/LtrlvdVWHdRePTKcsHOe+1VV4HAZfn5LLd9/dTcLe18YA7pieR6a37Rgpy6vgi4iI9D8KxIj0IJHmOLGWOBjgT3VjHuK0Xn1BTqqXLx0zhLteWs+aPfV858lVAFw7JYuv+V/Au/D3kDsWxl0Ea5/teCeDZlPV1H7hSqdp8KsLx/O9p1a1zpRZsr2GH58zlnMmFvD4kl1E4zYXTC7khFE55Kcp7ZiIiIiISFeyLQu7oQlsG8PtxvB7u7tLPdKUPD9uh0Fz3ObxjbU8vrEWt8PgF0cX8pU3SgjHLY4ZkIrPmWzTEZ/TpLyDcdOZQ0K4TYOvvrXv5beqlgS/OraQt3Y2srEmuZbMpaPSGZDqxqVxrYiIiAIxIj1BIp6gpjTM/Cc3s2ttDW6/k3HHFXLE7EJS0jzd3b0exWEaXHBkEevLGnhy6e7W8qsmBEh58O7kN2Wr4ITvQUoONJYny9IHEx56OrbpJDD1cxRY7ReDnHNELi+tKm2TriwSt/jW4ysYmOnn71cdSU7QR8in/MUiIiIiIl3Nrmsk/sFKEu8sgaZmzKEDcJ51HEZuJoZL9+j7y/W5+N1xA/jW2yU0xiwA5hSn8sLWOsLx5Pcvb6vn4hHp/HtNNQAu02BWQYCcgItMr4OA02REhofF+6UvM4DjilL4xtySNsebt7uJRaVhrh6TwXVjMwl6HLgVgBEREWmlQIxID1C9J8xjdy3C+nAed0tjjA+e28aO1dWcdsM4AiEFY/aXnerhR2eN4ebjh7O5opF0v5ui2BKwrdY2laSRuOBJMuf9nOpRl7E0Vsx/V7WQsGwuzgswbaDB0cOzeGfjvpRjJ47K4SfPr+nwmNurwvx73nZ+et64w35+IiIiIiLSlt3QRPSB57A37WgtszbuIPr7/+K+5XKMgQXd2Luex+kwGJvl4z+nDaKkMUpjzGJg0M0Nr+77+bUkLGYUBHA5DHbURzl5UJA3dzawtqqFYWluGmIW14/LZnHZvm0GBt1sqInQ0RyaqGXz95VVnDwoqCCMiIjIRygQI9LNWppivPfYxtYgzP7KttZTWxZWIKYDIb+bkN/N0JyUZMH2fTNcrKKZPLndw/+bX8K9l/+OP7y5hXmb902bn7+liklFQe6+eCy/ed3FsytKSVg2TodBvIPrsFckbnVaJyIiIiIih49VVdsmCLOvwib21Ou4v3ABRqD9rPf+zGka5AZc5AaSs4Uqm2N4nSb10eS45sIR6dzyxi7OGJzK8cWpfOvtktY1XlZWNvPM5jp+d9wAfjornz8sqaCiOY5pgN35kAkbsA5QLyIi0l/pFQWRbhaLJChZX9tp/dbllZ3WyX5CReAJAlA55mruW1JLms/NhooW5m2ubtd86c563lq1jZ8Vvs+bX5nKS7cdzVGDMzl1TG6nhzh/Uv5h676IiIiIiHTOWr+t0zp7+x7slmjXdaaXSvc4OW9YGgC5fidlTTFils2EnAC/WFjGR99JS9jwg3l78DoMvj4ll/tOHchPZxUwe0Cg02OMzvCS6nYcxrMQERHpnRSIEelmhgFOd+f/FT0+TVz7RFLz4aL7wHSScAZoaIlxzIhsXl5d2ukm9y9roCUBxY+cxKhAmPw0H185urDDNWBmDwkxNKgZMSIiIiIi3cHwHSBLgMMBptF1nemlHKbBaYODjEz34HGYNHw4M8bjMKiNJDrcpjaSIGrBt95JrjUzMOQh4DQ5dVCwXVu3aXD9+CycuhQiIiLtKBAj0s18KS6OmN15PuOhR+Z0YW96MYcTBs6CGxcQ9HuZPTQN04DEAebFxy0b23BCzVYIV0NTFQPf/hrPXl7AddNyGJDuY1ReKr88rYDfTG8iZ95PIBHrwpMSEREREREAc9SQ5ErxHdUdOVppyT6hbL+LXxxTyFcmZTMm0wvQ4Xov+9tb/9zmWmzbZndTjJEZXr4+JZfRGV7yAk5OLE7lrmMK+c/qKmo6CeqIiIj0Z3rVXqSbOVwOJs4pZte6Gqp3N7Wpm3XhMAJp7m7qWS/k8kLWMAJZw7g9s4FbH1nGeZMKmb+lqsPmFxyRQvrW55LfGAZYMYzdiyh+8Fi+NeIsbph1PGa8icx1D8Oe5TDkOEhEwdF+xozIwYi1tBBuqMNKJPD4/PhDad3dJREREZEezQim4LzwZOKPvtK2PCsd58mzMNy6R/+ksv0usv0ualrizCoMkLBtAi6Tplj7DAABl7nfmi/JSFhdJMEflpQzIMXFiQNTSXE52FoX4Y53SogkbKIHWHdT5GBYdQ0Qi4PDxEgJYLj0GFNEei/9BhPpAVIzvJz1lYlU7mxg05Jy/KluRk7PIyXDg6eDNFny8QZmBvjNxRMoq2thdH4qa/c0tKkfkO7jnCE2jgVzIX0w+NLBG4TBx8Lyh3Cve5LsdU+23emIU8GlN+3ks6mrKOfdh//DhvnvYCUSZBYN5MRrbyB36DDcXl93d09ERESkRzK8bhyTRmMOHkBiyRrsukYcY4djFOVhpqV2d/d6pXSvk29OzWNxaRNfGp/FbxeXt2vzxfFZPLWpFoAzh4YwDINBwWSauF2NMf69uu16nEG3ScCl5Cvy2VjhZuz124g9Nxdq6sHtwjFjAs7jpmGEUrq7eyIin4ph27ZeVfgY9fX1hEIh6urqCAbb50EVkZ6rvjlGbTjK6+vKeHjhLuKWzQVHpHDOEJvC5y6HcBVc9QwMnJncoGI93HM0xCNtdxTIguvfhLTirj8J6TMaqqv43//dQW3p7rYVhsFlP/4lBSNGd0/HREQ6oHtgOVj6zIj0TgnLprI5Tnk4zn/XVLGtPkpRqpuzh4aYt7uJ57bUMaswwLen5ZHhdVIXSXDnglLeKWlst69vTs3lzCEhHFqzRz4l27JJLF5N/KEX2tWZIwbhuuJMjBS9ICkiPcPB3P9qRoyI9GlBn4ugz8U1Mwdz9ths7OY60tfcj+PN52HEaXDUlyF90L4N0ofAda/CC9+Ene+DYSZnwpz8EwVh5DMr37q5fRAGwLZ56z//4Lxv/QBfqh5ciYiIiEjXcZgGuQEXuQEXP5qZT3VLgu31ER5eV0PChp/PLmBslpcMb/IRUsjj4BtTcxkUcvP4hlrCcYtcv5MbJmQxPT+gIIx8JnZ9I/Fn3+qwztqwDbu+UYEYEemVFIgRkX7BMAwyQ6kQSoWMr8BR14M7BZyetg2dLsifAJc9BC11yUCMPwM8Sncgn93WpYs6rduzcR2xSASfPmoiIiIi0k38Lgd+l4OCFBdjs3w4DIMUt6Ndu0yfk+vGZnLusDTilo3HYZDtV1ptOQRaItAY7rTa2l2OWZDThR0SETk0FIgRkf7H7U9+HYg/I/klcgilZmV3WudNScUwlU9bRERERLqfaRiEPAd+ZORymOQFdP8qh5jTAYYBnaykYAQ0G0ZEeqd+9RfzT3/6E4MGDcLr9TJ9+nQWLlzY3V0SEZF+ZPi0mclBRQcmn34OgVBa13ZIRERERESkBzFS/JhjhnVc6XFj5mV1bYdERA6RfhOIeeSRR7j99tv54Q9/yJIlS5gwYQKnnHIK5eXl3d01ERHpJ1IyMjnjlq9jGG3//BaPncC4E07GdLRP+yAiIiIiItJfGF4PznNPwMj5SIYKtwv39RdCMKV7OiYi8hkZtt3JXL8+Zvr06UydOpU//vGPAFiWRVFREbfccgvf/va3D7htfX09oVCIuro6gkEtoiwiIp9eLBKhqaaaXWtW0tzUQNER40jNytFsGBHpcXQPLAdLnxkRETlUrLpG7Ipq7B17ID2IOTAfI5SKoZfXRKQHOZj7336xRkw0GmXx4sXccccdrWWmaTJnzhzmz5/frn0kEiESibR+X19f3yX9FBGRvs/l8ZCWl09aXn53d0VEROQz0bhJREQOFzOUAqEUGFbc3V0RETkk+kVqssrKShKJBLm5uW3Kc3NzKS0tbdf+zjvvJBQKtX4VFRV1VVdFRERERER6BY2bREREREQ+mX4RiDlYd9xxB3V1da1fO3fu7O4uiYiIiIiI9CgaN4mIiIiIfDL9IjVZVlYWDoeDsrKyNuVlZWXk5eW1a+/xePB4PF3VPRERERERkV5H4yYRERERkU+mX8yIcbvdHHnkkbz++uutZZZl8frrrzNjxoxu7JmIiIiIiIiIiIiIiPRl/WJGDMDtt9/O1VdfzZQpU5g2bRq///3vaWpq4tprr+3uromIiIiIiIiIiIiISB/VbwIxl1xyCRUVFfzgBz+gtLSUiRMn8tJLL5Gbm9vdXRMRERERERERERERkT6q3wRiAG6++WZuvvnm7u6GiIiIiIiIiIiIiIj0E/1ijRgREREREREREREREZHuoECMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhhokCMiIiIiIiIiIiIiIjIYaJAjIiIiIiIiIiIiIiIyGGiQIyIiIiIiIiIiIiIiMhh4uzuDvQGtm0DUF9f3809ERERERHpGnvvfffeC4t8HI2bRERERKQ/OZgxkwIxn0BDQwMARUVF3dwTEREREZGu1dDQQCgU6u5uSC+gcZOIiIiI9EefZMxk2HrF7WNZlsXu3btJTU3FMIwuOWZ9fT1FRUXs3LmTYDDYJceUnkPXv//Ste/fdP37N13//qunXnvbtmloaKCgoADTVEZj+XhdPW7qqf93pGvo+vdvuv79l659/6br37/1xOt/MGMmzYj5BEzTZMCAAd1y7GAw2GM+WNL1dP37L137/k3Xv3/T9e+/euK110wYORjdNW7qif93pOvo+vdvuv79l659/6br37/1tOv/ScdMerVNRERERERERERERETkMFEgRkRERERERERERERE5DBRIKaH8ng8/PCHP8Tj8XR3V6Qb6Pr3X7r2/Zuuf/+m699/6dqLfDr6v9O/6fr3b7r+/Zeuff+m69+/9fbrb9i2bXd3J0RERERERERERERERPoizYgRERERERERERERERE5TBSIEREREREREREREREROUwUiBERERERERERERERETlMFIgRERERERERERERERE5TBSI6YH+9Kc/MWjQILxeL9OnT2fhwoXd3SX5jO68806mTp1KamoqOTk5nHvuuaxfv75Nm5aWFm666SYyMzNJSUnhggsuoKysrE2bHTt2cMYZZ+D3+8nJyeEb3/gG8Xi8K09FDoG77roLwzC47bbbWst0/fu2kpISrrjiCjIzM/H5fIwbN45Fixa11tu2zQ9+8APy8/Px+XzMmTOHjRs3ttlHdXU1l19+OcFgkLS0NK677joaGxu7+lTkICUSCb7//e8zePBgfD4fQ4cO5Sc/+Qm2bbe20fXvG95++23OOussCgoKMAyDp556qk39obrOK1as4Oijj8br9VJUVMQvf/nLw31qIj2Wxk19j8ZNspfGTP2Pxkz9l8ZM/Uu/HjfZ0qM8/PDDttvttv/5z3/aq1evtq+//no7LS3NLisr6+6uyWdwyimn2P/617/sVatW2cuWLbNPP/10u7i42G5sbGxtc8MNN9hFRUX266+/bi9atMg+6qij7JkzZ7bWx+Nxe+zYsfacOXPspUuX2i+88IKdlZVl33HHHd1xSvIpLVy40B40aJA9fvx4+9Zbb20t1/Xvu6qrq+2BAwfa11xzjb1gwQJ7y5Yt9ssvv2xv2rSptc1dd91lh0Ih+6mnnrKXL19un3322fbgwYPt5ubm1jannnqqPWHCBPv999+333nnHXvYsGH2ZZdd1h2nJAfhZz/7mZ2ZmWk/99xz9tatW+1HH33UTklJsf/whz+0ttH17xteeOEF+7vf/a79xBNP2ID95JNPtqk/FNe5rq7Ozs3NtS+//HJ71apV9kMPPWT7fD77nnvu6arTFOkxNG7qmzRuEtvWmKk/0pipf9OYqX/pz+MmBWJ6mGnTptk33XRT6/eJRMIuKCiw77zzzm7slRxq5eXlNmDPnTvXtm3brq2ttV0ul/3oo4+2tlm7dq0N2PPnz7dtO/mLyjRNu7S0tLXNX/7yFzsYDNqRSKRrT0A+lYaGBnv48OH2q6++ah977LGtgwpd/77tW9/6lj179uxO6y3LsvPy8uxf/epXrWW1tbW2x+OxH3roIdu2bXvNmjU2YH/wwQetbV588UXbMAy7pKTk8HVePrMzzjjD/vznP9+m7Pzzz7cvv/xy27Z1/fuqjw4oDtV1/vOf/2ynp6e3+b3/rW99yx45cuRhPiORnkfjpv5B46b+R2Om/kljpv5NY6b+q7+Nm5SarAeJRqMsXryYOXPmtJaZpsmcOXOYP39+N/ZMDrW6ujoAMjIyAFi8eDGxWKzNtR81ahTFxcWt137+/PmMGzeO3Nzc1jannHIK9fX1rF69ugt7L5/WTTfdxBlnnNHmOoOuf1/3zDPPMGXKFC666CJycnKYNGkS9957b2v91q1bKS0tbXP9Q6EQ06dPb3P909LSmDJlSmubOXPmYJomCxYs6LqTkYM2c+ZMXn/9dTZs2ADA8uXLeffddznttNMAXf/+4lBd5/nz53PMMcfgdrtb25xyyimsX7+empqaLjobke6ncVP/oXFT/6MxU/+kMVP/pjGT7NXXx03ObjuytFNZWUkikWhz0wCQm5vLunXruqlXcqhZlsVtt93GrFmzGDt2LAClpaW43W7S0tLatM3NzaW0tLS1TUefjb110rM9/PDDLFmyhA8++KBdna5/37Zlyxb+8pe/cPvtt/Od73yHDz74gK985Su43W6uvvrq1uvX0fXd//rn5OS0qXc6nWRkZOj693Df/va3qa+vZ9SoUTgcDhKJBD/72c+4/PLLAXT9+4lDdZ1LS0sZPHhwu33srUtPTz8s/RfpaTRu6h80bup/NGbqvzRm6t80ZpK9+vq4SYEYkS520003sWrVKt59993u7op0kZ07d3Lrrbfy6quv4vV6u7s70sUsy2LKlCn8/Oc/B2DSpEmsWrWKv/71r1x99dXd3Ds53P73v//xwAMP8OCDDzJmzBiWLVvGbbfdRkFBga6/iIjIAWjc1L9ozNS/aczUv2nMJP2FUpP1IFlZWTgcDsrKytqUl5WVkZeX1029kkPp5ptv5rnnnuPNN99kwIABreV5eXlEo1Fqa2vbtN//2ufl5XX42dhbJz3X4sWLKS8vZ/LkyTidTpxOJ3PnzuXuu+/G6XSSm5ur69+H5efnc8QRR7QpGz16NDt27AD2Xb8D/e7Py8ujvLy8TX08Hqe6ulrXv4f7xje+wbe//W0uvfRSxo0bx5VXXslXv/pV7rzzTkDXv784VNdZfwtEkjRu6vs0bup/NGbq3zRm6t80ZpK9+vq4SYGYHsTtdnPkkUfy+uuvt5ZZlsXrr7/OjBkzurFn8lnZts3NN9/Mk08+yRtvvNFuetyRRx6Jy+Vqc+3Xr1/Pjh07Wq/9jBkzWLlyZZtfNq+++irBYLDdDYv0LCeeeCIrV65k2bJlrV9Tpkzh8ssvb/23rn/fNWvWLNavX9+mbMOGDQwcOBCAwYMHk5eX1+b619fXs2DBgjbXv7a2lsWLF7e2eeONN7Asi+nTp3fBWcinFQ6HMc22t1sOhwPLsgBd//7iUF3nGTNm8PbbbxOLxVrbvPrqq4wcOVJpyaRf0bip79K4qf/SmKl/05ipf9OYSfbq8+MmW3qUhx9+2PZ4PPZ9991nr1mzxv7iF79op6Wl2aWlpd3dNfkMvvzlL9uhUMh+66237D179rR+hcPh1jY33HCDXVxcbL/xxhv2okWL7BkzZtgzZsxorY/H4/bYsWPtk08+2V62bJn90ksv2dnZ2fYdd9zRHackn9Gxxx5r33rrra3f6/r3XQsXLrSdTqf9s5/9zN64caP9wAMP2H6/377//vtb29x11112Wlqa/fTTT9srVqywzznnHHvw4MF2c3Nza5tTTz3VnjRpkr1gwQL73XfftYcPH25fdtll3XFKchCuvvpqu7Cw0H7uuefsrVu32k888YSdlZVlf/Ob32xto+vfNzQ0NNhLly61ly5dagP2b3/7W3vp0qX29u3bbds+NNe5trbWzs3Nta+88kp71apV9sMPP2z7/X77nnvu6fLzFeluGjf1TRo3yf40Zuo/NGbq3zRm6l/687hJgZge6P/9v/9nFxcX22632542bZr9/vvvd3eX5DMCOvz617/+1dqmubnZvvHGG+309HTb7/fb5513nr1nz542+9m2bZt92mmn2T6fz87KyrK/9rWv2bFYrIvPRg6Fjw4qdP37tmeffdYeO3as7fF47FGjRtl/+9vf2tRblmV///vft3Nzc22Px2OfeOKJ9vr169u0qaqqsi+77DI7JSXFDgaD9rXXXms3NDR05WnIp1BfX2/feuutdnFxse31eu0hQ4bY3/3ud+1IJNLaRte/b3jzzTc7/Ft/9dVX27Z96K7z8uXL7dmzZ9sej8cuLCy077rrrq46RZEeR+OmvkfjJtmfxkz9i8ZM/ZfGTP1Lfx43GbZt2103/0ZERERERERERERERKT/0BoxIiIiIiIiIiIiIiIih4kCMSIiIiIiIiIiIiIiIoeJAjEiIiIiIiIiIiIiIiKHiQIxIiIiIiIiIiIiIiIih4kCMSIiIiIiIiIiIiIiIoeJAjEiIiIiIiIiIiIiIiKHiQIxIiIiIiIiIiIiIiIih4kCMSIiIiIiIiIiIiIiIoeJAjEiIiIiIiIiIiIiIiKHiQIxIiLSoyQSCWbOnMn555/fpryuro6ioiK++93vdlPPREREREREegaNm0REehfDtm27uzshIiKyvw0bNjBx4kTuvfdeLr/8cgCuuuoqli9fzgcffIDb7e7mHoqIiIiIiHQvjZtERHoPBWJERKRHuvvuu/nRj37E6tWrWbhwIRdddBEffPABEyZM6O6uiYiIiIiI9AgaN4mI9A4KxIiISI9k2zYnnHACDoeDlStXcsstt/C9732vu7slIiIiIiLSY2jcJCLSOygQIyIiPda6desYPXo048aNY8mSJTidzu7ukoiIiIiISI+icZOISM9ndncHREREOvPPf/4Tv9/P1q1b2bVrV3d3R0REREREpMfRuElEpOfTjBgREemR5s2bx7HHHssrr7zCT3/6UwBee+01DMPo5p6JiIiIiIj0DBo3iYj0DpoRIyIiPU44HOaaa67hy1/+Mscffzz/+Mc/WLhwIX/961+7u2siIiIiIiI9gsZNIiK9h2bEiIhIj3PrrbfywgsvsHz5cvx+PwD33HMPX//611m5ciWDBg3q3g6KiIiIiIh0M42bRER6DwViRESkR5k7dy4nnngib731Fv+/vTu2ARgGASCYwei9/z4UqTPAF1buWiZAL8TMfGbnnGd3ndoDAAC/Zm8CuIsQAwAAAAAAEPEjBgAAAAAAICLEAAAAAAAARIQYAAAAAACAiBADAAAAAAAQEWIAAAAAAAAiQgwAAAAAAEBEiAEAAAAAAIgIMQAAAAAAABEhBgAAAAAAICLEAAAAAAAARIQYAAAAAACAyAvMqrHZY95CdwAAAABJRU5ErkJggg==", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, axs = plt.subplots(nrows=1, ncols=2, sharex=True, sharey=True, figsize=(20, 10))\n", - "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Gene\", ax=axs[0], legend=False)\n", - "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Result\", ax=axs[1], legend=False)\n", - "\n", - "axs[0].set_title(\"Genes\")\n", - "axs[1].set_title(\"Segmentation\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.9.13" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/is3g/__init__.py b/is3g/__init__.py index ca1a2f3..0963e5d 100644 --- a/is3g/__init__.py +++ b/is3g/__init__.py @@ -1,4 +1,6 @@ from .is3g import is3g as is3g +from .is3g import make_binary_cell_boundary_image as make_binary_cell_boundary_image +from .is3g import replace_low_freq_with_zero as replace_low_freq_with_zero try: from is3g._version import version as __version__ diff --git a/is3g/_knn_tools/draw_polygons.py b/is3g/_knn_tools/draw_polygons.py new file mode 100644 index 0000000..9c8ab5b --- /dev/null +++ b/is3g/_knn_tools/draw_polygons.py @@ -0,0 +1,150 @@ +import numpy as np +import scipy.sparse as sp +from scipy.sparse.csgraph import minimum_spanning_tree, dijkstra +from .linalg import spatial_binning_matrix, attribute_matrix, connectivity_matrix +from skimage.transform import rescale +from typing import Tuple + +def _find_minimum_spanning_trees(label_mask): + labels = np.unique(label_mask) + paths = {} + trees = {} + from tqdm.auto import tqdm + for label in tqdm(labels): + if label > 0: + # Create a binary mask for the current label + rc = np.where(label_mask==label) + # Convert to array + rc = np.vstack(rc).T + # Convert the binary mask to a graph adjacency matrix + edges = connectivity_matrix(rc, method='radius', r=np.sqrt(2)) + # Convert the adjacency matrix to a sparse matrix + # Find the minimum spanning tree using Kruskal's algorithm + mst = minimum_spanning_tree(edges) + # Find the longest path in the minimum spanning tree + # using Dijkstra's algoritm + longest_path = _extract_longest_path(mst) + longest_path = [rc[l,:] for l in longest_path] + longest_path.append(longest_path[0]) + + rr = np.vstack(mst.nonzero()).T + mst = [(rc[r[0],:], rc[r[1],:]) for r in rr] + + + paths[label] = np.array(longest_path) + trees[label] = mst + return paths, trees + +def _extract_longest_path(mst): + import warnings + + # Find the shortest paths from a starting node to all other nodes + with warnings.catch_warnings(): + warnings.simplefilter("ignore") + dist_matrix, predecessors = dijkstra(-mst, directed=False, return_predecessors=True) + + # Find node to start with + start_node = dist_matrix.min(axis=1).argmin() + + # Find the node with the maximum distance (longest path) + end_node = np.argmin(dist_matrix[start_node]) + longest_path = [end_node] + + # Trace back the longest path + while end_node != start_node: + end_node = predecessors[start_node,end_node] + longest_path.append(end_node) + + # Reverse the longest path to obtain the correct order + longest_path = longest_path[::-1] + + return longest_path + + +def _finite_difference_matrix(w): + return np.eye(w,k=-1) - np.eye(w,k=1) + +def _gaussian_blur_matrix(w, sigma): + x = np.arange(w).reshape((1,-1)) + d = abs(x-x.T) + mask = d < 3*sigma + g = np.exp(-0.5*d**2/sigma**2) * mask + g = g / g.max(axis=1,keepdims=True) + return sp.csr_matrix(g) + +def _compute_cell_label_mask(xy, A, gridstep, threshold, dapi_shape): + # Compute binning matrix + B_non_empty, grid_props = spatial_binning_matrix(xy, gridstep, return_grid_props=True, xy_min=(0,0), xy_max=[dapi_shape[1], dapi_shape[0]]) + + # Get dimension of binning matrix + _, n_cells = B_non_empty.shape + + # Get shape of full binning matrix + grid_shape = grid_props['grid_size'] + n_pixels = np.prod(grid_shape) + + # Get coordinate of each bin + grid_coords = grid_props['grid_coords'] + grid_coords_linear = np.ravel_multi_index(grid_coords, grid_shape, order='C') + + # Create binning matrix (which includes empty bins) + rows, cols = B_non_empty.nonzero() + rows = grid_coords_linear[rows] + val = np.ones(len(cols)) + + # Create a complete binning matrix (num pixels x num cells) + B = sp.csr_matrix((val, (rows,cols)), shape=(n_pixels, n_cells)) + + # Bin points on a grid + BA = B @ A + + # Convolutions in x and y + Gy, Gx = tuple(_gaussian_blur_matrix(w, 2.0) for w in grid_shape) + + # Compute KDE + s = BA.shape + h, w = grid_shape + c = BA.shape[1] + + # Convolve in y + kde = (Gy @ BA.reshape((h, c*w))).reshape(s).tocsr() + kde = (kde.T.reshape((h*c,w))@ Gx.T).reshape((c,h*w)).T.tocsr() + + # Remove background + kde = kde.multiply(kde > threshold) + + # Find label mask + label_mask = kde.tocoo().argmax(axis=1).A.flatten().reshape(grid_shape) + + return label_mask, grid_props + + + + +def _compute_boundary_label_mask(im): + Dy, Dx = tuple(_finite_difference_matrix(w) for w in im.shape) + not_bg = im > 0 + y = Dy @ im + x = im @ Dx.T + return im * (((y != 0) | (x != 0)) & not_bg) + +def _create_raster(trees, shape): + raster = np.zeros(shape, dtype='bool') + ind = np.vstack(list(trees.values())) + raster[ind[:,0],ind[:,1]] = True + return raster + + +def create_binary_edges(xy: np.ndarray, cell: np.ndarray, gridstep: float, threshold:float, dapi_shape: Tuple[int,int]) -> np.ndarray: + A, _ = attribute_matrix(cell) + print('Binning ...') + cell_label_mask, grid_props = _compute_cell_label_mask(xy, A, gridstep, threshold, dapi_shape) + print('Compute label mask ...') + boundary_label_mask = _compute_boundary_label_mask(cell_label_mask) + print('Finding MST ...') + trees, _ = _find_minimum_spanning_trees(boundary_label_mask) + print('Creating rasters ...') + raster = _create_raster(trees, grid_props['grid_size']) + print('Rescale ...') + raster = rescale(raster, gridstep).T + return raster \ No newline at end of file diff --git a/is3g/_knn_tools/edges.py b/is3g/_knn_tools/edges.py index d305603..76e50aa 100644 --- a/is3g/_knn_tools/edges.py +++ b/is3g/_knn_tools/edges.py @@ -6,7 +6,35 @@ from scipy.spatial import cKDTree from .linalg import connectivity_matrix, spatial_binning_matrix - +from scipy.spatial import Delaunay + + +def delauny_edges(xy: np.ndarray) -> List[Tuple[int, int]]: + # Perform Delaunay triangulation + tri = Delaunay(xy) + + # Get the indices of the vertices forming each triangle + triangles = tri.simplices + + # Create a set to store the unique edges + edges_set = set() + + # Iterate over each triangle + for triangle in triangles: + # Get the indices of the vertices forming the edges + edge1 = (triangle[0], triangle[1]) + edge2 = (triangle[1], triangle[2]) + edge3 = (triangle[2], triangle[0]) + + # Add the edges to the set + edges_set.add(edge1) + edges_set.add(edge2) + edges_set.add(edge3) + + # Convert the set of edges to a list + edges = list(edges_set) + edges = [(min(e0,e1),max(e0,e1)) for e0,e1 in edges if e0 != e1] + return edges def knn_undirected_edges(xy: np.ndarray, k: int) -> List[Tuple[int, int]]: """ @@ -255,3 +283,118 @@ def _pick_point(self): output = self._queue[self._counter] self._counter += 1 return output + + +class SimCLRSampler: + def __init__( + self, + xy: np.ndarray, + neighbor_max_distance: float, + non_neighbor_distance_interval: Tuple[float, float], + ): + """ + Initializes the PairSampler object. + + Args: + xy (np.ndarray): Array of shape (n, 2) containing the (x, y) coordinates of + the points. + neighbor_max_distance (float): Maximum distance between two points for them + to be considered neighbors. + non_neighbor_distance_interval (Tuple[float, float]): Tuple containing the + minimum and maximum distance between two + points for them to be considered non-neighbors. + + Returns: + None + """ + + self.r_min = non_neighbor_distance_interval[0] + # Find positive neighbors + self._positive_neighbors = cKDTree(xy).query_ball_point( + xy, neighbor_max_distance + ) + # No self loops + self._positive_neighbors = [ + [j for j in n if i != j] for i, n in enumerate(self._positive_neighbors) + ] + self.xy = xy + # Bin data + bin_width = non_neighbor_distance_interval[0] / 3.0 + bin_matrix = spatial_binning_matrix(xy, bin_width) + + # Keep only non-empty bins + non_empty_bins = bin_matrix.sum(axis=1).A.flatten() > 0 + # Keep only id of non_empty bins + bin_matrix = bin_matrix[non_empty_bins] + self._bin_ids = bin_matrix.argmax(axis=0).A.flatten() + # Get number of points + self._points = list(np.arange(len(xy))) + # Get location of the bins + bin_locations = (bin_matrix @ xy) / bin_matrix.sum(axis=1) + bin_locations = bin_locations.A + + self._neighboring_bins = cKDTree(bin_locations / bin_width).query_ball_point( + bin_locations / bin_width, non_neighbor_distance_interval[1] / bin_width + ) + p = np.array([i for i, n in enumerate(self._neighboring_bins) for _ in n]) + q = np.array([j for i, n in enumerate(self._neighboring_bins) for j in n]) + dist = np.linalg.norm(bin_locations[p] - bin_locations[q], axis=1) + adj = sp.csr_matrix( + (dist, (p, q)), shape=(len(bin_locations), len(bin_locations)) + ) + adj = adj > non_neighbor_distance_interval[0] + self._neighboring_bins = adj.tolil().rows + self._bin_matrix = bin_matrix.tolil().rows + + # Prepare a queue + self._queue = [i for i in range(len(self._points))] + self._counter = 0 + random.shuffle(self._queue) + + def sample(self, neighbor: bool) -> Tuple[int, int]: + """ + Sample a pair of points from the provided data array. + + Args: + neighbor (bool): A boolean indicating whether to sample a pair of + neighboring points or not. + + Returns: + A tuple of two integers representing the indices of the sampled + points. If `neighbor=True`, the sampled pair of points will be + neighbors, i.e., their distance will be less than + `neighbor_max_distance`. If `neighbor=False`, the sampled pair of + points will not be neighbors, i.e., their distance will be greater + than or equal to `r_min`. + """ + + while True: + anchor = self._pick_point() + if len(self._positive_neighbors[anchor]): + gt = _choose_one(self._positive_neighbors[anchor]) + negatives = [] + for _ in range(50): + bin_id_p1 = self._bin_ids[anchor] + if len(self._neighboring_bins[bin_id_p1]): + bin_id_p2 = _choose_one(self._neighboring_bins[bin_id_p1]) + if len(self._bin_matrix[bin_id_p2]): + negative = _choose_one(self._bin_matrix[bin_id_p2]) + negatives.append(negative) + negatives.append(gt) + negatives = np.array(negatives) + ind = np.arange(len(negatives)) + random.shuffle(ind) + negatives = negatives[ind] + gt = np.where(ind==50)[0] + break + return anchor, gt, negatives + + + def _pick_point(self): + if self._counter == len(self._queue): + self._queue = [i for i in range(len(self._points))] + random.shuffle(self._queue) + self._counter = 0 + output = self._queue[self._counter] + self._counter += 1 + return output diff --git a/is3g/_knn_tools/linalg.py b/is3g/_knn_tools/linalg.py index b69919e..ef85871 100644 --- a/is3g/_knn_tools/linalg.py +++ b/is3g/_knn_tools/linalg.py @@ -223,8 +223,9 @@ def maximal_degree_matrix(A: sp.spmatrix) -> sp.spmatrix: return sp.csr_matrix((values, (rows, cols)), shape=(n, A.shape[0])) + def spatial_binning_matrix( - xy: np.ndarray, box_width: float, return_size: bool = False + xy: np.ndarray, box_width: float, return_grid_props: bool = False, xy_min=None, xy_max=None ) -> sp.spmatrix: """ Compute a sparse matrix that indicates which points in a point cloud fall in which @@ -234,7 +235,6 @@ def spatial_binning_matrix( points (numpy.ndarray): An array of shape (N, D) containing the D-dimensional coordinates of N points in the point cloud. box_width (float): The width of the bins in which to group the points. - return_size (bool): Wether the sie of the grid should be returned. Default False. Returns: sp.spmatrix: A sparse matrix of shape (num_bins, N) where num_bins is the number of @@ -251,7 +251,15 @@ def spatial_binning_matrix( """ # Compute shifted coordinates - mi, ma = xy.min(axis=0, keepdims=True), xy.max(axis=0, keepdims=True) + if xy_min is None: + mi = xy.min(axis=0, keepdims=True) + else: + mi = np.array(xy_min).reshape((1,-1)) + + if xy_max is None: + ma = xy.max(axis=0, keepdims=True) + else: + ma = np.array(xy_max).reshape((1,-1)) xys = xy - mi # Compute grid size @@ -267,20 +275,25 @@ def spatial_binning_matrix( size = grid // box_width + 1 size = tuple(x for x in size.astype("int")) - # All gird coordinates - all_grid_coords = tuple( - s.flatten() for s in np.meshgrid(*tuple(np.arange(s) for s in size)) - ) - all_linear_coords = np.ravel_multi_index(all_grid_coords, size, order="F") - # Convert bin_ids to integers linear_ind = np.ravel_multi_index(bin_ids, size) # Create a matrix indicating which markers fall in what bin - bin_matrix, _ = attribute_matrix(linear_ind, unique_cat=all_linear_coords) + bin_matrix, linear_unique_bin_ids = attribute_matrix(linear_ind) + + bin_matrix = bin_matrix.T - return (bin_matrix, size) if return_size else bin_matrix + if return_grid_props: + sub_unique_bin_ids = np.unravel_index(linear_unique_bin_ids, size) + grid_props = dict( + grid_coords=sub_unique_bin_ids, + grid_size=size, + grid_offset=mi.flatten(), + grid_scale=1.0/box_width + ) + + return (bin_matrix, grid_props) if return_grid_props else bin_matrix def kde(xy: np.ndarray, sigma: float, box_width: float = 1) -> np.ndarray: @@ -366,7 +379,7 @@ def kde_per_label(xy: np.ndarray, labels: np.ndarray, sigma: float): `labels`. """ att, unqiue_labels = attribute_matrix(labels) - adj = connectivity_matrix(xy, method="radius", r=3.0 * sigma) + adj = connectivity_matrix(xy, method="radius", r=3.0 * sigma, include_self=True) row, col = adj.nonzero() d2 = np.linalg.norm(xy[row] - xy[col], axis=1) ** 2 a2 = np.exp(-d2 / (2 * sigma * sigma)) diff --git a/is3g/is3g.py b/is3g/is3g.py index 7276610..f554f65 100644 --- a/is3g/is3g.py +++ b/is3g/is3g.py @@ -11,13 +11,14 @@ from sklearn.mixture import BayesianGaussianMixture from torch.utils.data import DataLoader, Dataset from tqdm.auto import tqdm +from copy import deepcopy from ._knn_tools.edges import ( PairSampler, distant_undirected_edges, knn_undirected_edges, ) -from ._knn_tools.linalg import kde_per_label +from ._knn_tools.linalg import kde_per_label, connectivity_matrix from ._knn_tools.mutshed import mutshed @@ -139,8 +140,14 @@ def forward(self, x1: torch.tensor, x2: torch.tensor): out1 = self.fc1(x1) out1 = nn.functional.elu(out1) + out1 = self.fc2(out1) + out1 = nn.functional.elu(out1) + + out2 = self.fc1(x2) out2 = nn.functional.elu(out2) + out2 = self.fc2(out2) + out2 = nn.functional.elu(out2) distance = nn.functional.pairwise_distance(out1, out2, p=2).view((-1, 1)) output = self.fc4(distance) @@ -217,18 +224,85 @@ def score_edge_sparse( return self.score_edge(x, y, attractive) + + +def replace_low_freq_with_zero(df, N, columns_to_modify): + """ + Replace values in specified columns of a DataFrame that occur less than N times with 0. + + Parameters: + - df: pandas DataFrame + - N: int, threshold frequency + - columns_to_modify: list of str, column names to modify + + Returns: + - pandas DataFrame with modified columns + """ + for col in columns_to_modify: + freq = df[col].value_counts() + to_replace = freq[freq < N].index + df.loc[df[col].isin(to_replace), col] = 0 + + return df + + + +def make_binary_cell_boundary_image(data: pd.DataFrame, x: str, y: str, cell: str, cell_radius: float, dapi_shape: Tuple[int, int]): + from ._knn_tools.draw_polygons import create_binary_edges + xy = data[[x,y]].to_numpy() + cell_labels = data[cell].to_numpy() + image = create_binary_edges(xy, cell_labels, cell_radius / 5.0, 0.0, dapi_shape) + image = np.array(image, dtype='bool') + return ~image + def is3g( data: pd.DataFrame, x: str, y: str, - label: str, + genes: str, radius: float, remove_background: bool = True, - labels_to_ignore_in_kde: Optional[Sequence] = None, -) -> Union[ - np.ndarray, - Tuple[np.ndarray, Dict[Tuple[int, int], float], Dict[Tuple[int, int], float]], -]: + genes_to_ignore_in_kde: Optional[Sequence] = None, + nuclei_locations: Optional[np.ndarray] = None +) -> np.ndarray: + """ + In Situ Sequencing Segmentation (IS3G) + + An overly complicated approach for segmenting in situ sequencing data + using graph partitioning. + + Parameters + ---------- + data : pd.DataFrame + The input data containing the coordinates and labels. + x : str + The name of the column containing the x-coordinate values. + y : str + The name of the column containing the y-coordinate values. + genes : str + The name of the column containing the genes. + radius : float + The radius of a cell (in same units as x and y). + remove_background : bool, optional + Whether to remove genes in low density regions. Defaults to True. + genes_to_ignore_in_kde : Optional[Sequence], optional + List of genes to ignore in kernel density estimation. Defaults to None. + nuclei_locations : Optional[np.ndarray], optional + An n x 2 sized numpy array containing the x and y location + of cell nuclei. If provided, mutually exclusive constraints + will be set nuclei markers, forcing the segmented cells + to have at most one nuclei marker per segmented cells. + This can improve segmentation in regions with a uniform + gene distribution. + + Returns + ------- + np.ndarray + An array containing the cluster labels assigned to each data point. + """ + + + # Set seed torch.manual_seed(0) np.random.seed(0) @@ -237,7 +311,7 @@ def is3g( generator.manual_seed(0) xy = data[[x, y]].to_numpy() - labels = data[label].to_numpy() + labels = data[genes].to_numpy() cell_diameter = 2 * radius if remove_background: @@ -247,18 +321,20 @@ def is3g( cluster_labels = np.ones(len(xy), dtype="int") * -1 xy_filt, labels_filt = xy[ind], labels[ind] - cluster = _cluster(xy_filt, labels_filt, cell_diameter, labels_to_ignore_in_kde) + cluster = _cluster(xy_filt, labels_filt, cell_diameter, genes_to_ignore_in_kde, nuclei_locations) cluster_labels[ind] = cluster cluster_labels = cluster_labels + 1 return cluster_labels -def _cluster(xy, labels, cell_diameter, ignore_in_kde): +def _cluster(xy, labels, cell_diameter, ignore_in_kde, nuclei_locations): scale = cell_diameter / 4 features, unique_labels = kde_per_label(xy, labels, scale) - density = features.max(axis=1).A.flatten() + density = features.sum(axis=1).A.flatten() density = density / density.max() + + if ignore_in_kde is not None: for id in ignore_in_kde: ind = np.where(np.array(unique_labels) == id)[0] @@ -270,7 +346,7 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): # Hyperparameters batch_size = 2048 - learning_rate = 1e-2 + learning_rate = 1e-1 num_epochs = 500 dataset = PairDataset( @@ -281,12 +357,12 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=False) # Define edges for partitioning - short_edges = knn_undirected_edges(xy, k=15) + short_edges = knn_undirected_edges(xy, k=5) long_edges = distant_undirected_edges( xy, k=15, r_min=cell_diameter, r_max=3 * cell_diameter ) - # Set up variables for early stopping + # Set up variables for early stopping best_loss = float("inf") patience = 25 num_epochs_without_improvement = 0 @@ -299,15 +375,19 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): model = SiameseNet(input_dim).to(device) # Setup loss and optimizer - criterion = nn.BCEWithLogitsLoss() + criterion = torch.nn.BCEWithLogitsLoss() optimizer = optim.Adam(model.parameters(), lr=learning_rate) + + # + best_model_state_dict = {} + # Loop over epochs pbar = tqdm(range(num_epochs)) for epoch in pbar: + loss_avg = 0.0 acc_avg = 0.0 - for i, (label_batch, feature_batch) in enumerate(dataloader): # get labels and features label_batch = label_batch.view((-1, 1)).float().to(device) @@ -342,9 +422,7 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): if loss_avg < best_loss: best_loss = loss_avg num_epochs_without_improvement = 0 - torch.save( - model.state_dict(), "best-model.pt" - ) # Should maybe save this in a temp folder somewhere + best_model_state_dict = deepcopy(model.state_dict()) else: num_epochs_without_improvement += 1 @@ -353,12 +431,13 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): break model = SiameseNet(input_dim).to(device) - model.load_state_dict(torch.load("best-model.pt")) + model.load_state_dict(best_model_state_dict) model.eval() + # Set up signed edges signed_edges = {} - # Compute short edges. Bit hacky to make it fast + pq = np.array(short_edges) short_edges_scores = [ model.score_edge_sparse( @@ -370,10 +449,14 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): * np.minimum(density[pq_chunk[:, 0]], density[pq_chunk[:, 1]]) for pq_chunk in _chunker(pq, size=100000) ] + + # Compute short edges. Bit hacky to make it fast short_edges_scores = np.concatenate(short_edges_scores) - + # Compute long edges pq = np.array(long_edges) + + long_edges_scores = [ -1 * model.score_edge_sparse( @@ -383,8 +466,7 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): attractive=False, ) * np.minimum(density[pq_chunk[:, 0]], density[pq_chunk[:, 1]]) - - np.minimum(density[pq_chunk[:, 0]], density[pq_chunk[:, 1]]) - * 1e9 + - 1e9 * ( np.linalg.norm(xy[pq_chunk[:, 0]] - xy[pq_chunk[:, 1]], axis=1) > 2 * cell_diameter @@ -392,13 +474,39 @@ def _cluster(xy, labels, cell_diameter, ignore_in_kde): for pq_chunk in _chunker(pq, size=100000) ] long_edges_scores = np.concatenate(long_edges_scores) - + for i, edge in enumerate(short_edges): signed_edges[edge] = short_edges_scores[i] for i, edge in enumerate(long_edges): signed_edges[edge] = long_edges_scores[i] + # Add hard constraints + if nuclei_locations is not None: + n_genes = len(labels) + n_nuclei = len(nuclei_locations) + nuclei_node_ind = [i+n_genes for i in range(n_nuclei)] + edges_between_nuclei = connectivity_matrix(nuclei_locations, method='radius', r=5.0*cell_diameter).tolil().rows + + # Add repulsive edges between mutually exclusive markers + for e0, nn in enumerate(edges_between_nuclei): + e0 = nuclei_node_ind[e0] + for e1 in nn: + e1 = nuclei_node_ind[e1] + edge = (e0,e1) if e0 < e1 else (e1,e0) + signed_edges[edge] = -np.inf + + # Add inclusive constraints between mutex markers and 5 nearby genes + # "Each nuclei is connected to its 5 nearest genes" + attractive_edges = KDTree(xy).query_ball_point(nuclei_locations, r=cell_diameter/4) + for e0, nn in enumerate(attractive_edges): + e0 = nuclei_node_ind[e0] + for e1 in nn: + edge = (e0,e1) if e0 < e1 else (e1,e0) + signed_edges[edge] = np.inf + + + label_map = mutshed(signed_edges) - clusters = [label_map[i] if i in label_map else -1 for i in range(len(labels))] + clusters = np.array([label_map[i] if i in label_map else -1 for i in range(len(labels))]) - return clusters + return clusters \ No newline at end of file diff --git a/minimal_example.ipynb b/minimal_example.ipynb new file mode 100644 index 0000000..e4dc146 --- /dev/null +++ b/minimal_example.ipynb @@ -0,0 +1,496 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Minimal example\n", + "This notebook contains a small example on how to run In Situ Sequencing SEGmentation (ISSSEGG => IS3G).\n", + "We need the following packages:\n", + " - numpy\n", + " - pandas\n", + " - scikit-learn\n", + " - scipy\n", + " - torch\n", + " - tqdm\n", + " - matplotlib\n", + " - seaborn" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pylab as plt\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "from is3g import is3g" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First let's load some data from the file `data.csv` using `pandas`:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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024.33659363.595161Gene 1Type 1
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" + ], + "text/plain": [ + " X Y Gene Cell type\n", + "0 24.336593 63.595161 Gene 1 Type 1\n", + "1 27.955230 75.975694 Gene 1 Type 1\n", + "2 26.048297 78.880727 Gene 1 Type 1\n", + "3 20.039427 96.890211 Gene 1 Type 1\n", + "4 18.062304 101.708686 Gene 1 Type 1" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(\"data.csv\")\n", + "df.head(5)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's plot the data using `seaborn`." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(df, x='X', y='Y', hue='Gene')" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "From the data we can see that the radius of a cell is approximately 25 pixels. \n", + "We will now try to segment the cells using `is3g`." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training on device: cpu\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "85920771d2e34075a9d0ffeb0b4f0a88", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/500 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axs = plt.subplots(nrows=1, ncols=2, sharex=True, sharey=True, figsize=(10, 5))\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Gene\", ax=axs[0], legend=False)\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Cell labels\", ax=axs[1], legend=False)\n", + "\n", + "axs[0].set_title(\"Genes\")\n", + "axs[1].set_title(\"Segmentation\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The segmentation looks pretty OK... \n", + "\n", + "We will now run `is3g` with a too large cell radius." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training on device: cpu\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "7f068ffd9027483ba140100db71a16ef", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/500 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cell_labels = is3g(df, x=\"X\", y=\"Y\", genes=\"Gene\", radius=50.0)\n", + "df[\"Cell labels\"] = pd.Categorical(cell_labels)\n", + "\n", + "\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, sharex=True, sharey=True, figsize=(10, 5))\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Gene\", ax=axs[0], legend=False)\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Cell labels\", ax=axs[1], legend=False)\n", + "\n", + "axs[0].set_title(\"Genes\")\n", + "axs[1].set_title(\"Segmentation\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We see that some cells have been merged. We can improve the segmentation by also adding the location of cell nuclei.\n", + "\n", + "For know, let's say we know the location of two nuclei (for example found using Cellpose or Stardist):" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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zJrHmcB4Ot4+y3cvJ/uYhCnMzOZpXXv39WV1E+IsR4h5LPtnfPETZ7uUV403Crtw1V43OgF9IWI3j4Y2Tahy7UqkuKrhHjx5nTdOpK15//fUqotG8eXM++eQTPv74Y9q2bcvWrVuriMXYsWP58MMP+eSTT2jZsiVDhgzh6NGj1V5Dr9ezbt06YmNjuemmm2jevDn33HMPDofjvC3Z4cOHM3XqVN59911atmzJZ599xjfffEOfPn0q9lmwYAGdO3dm1KhRtGjRgokTJ1ZYoi+++CIdOnRgwIAB9OnTh/Dw8CqpQE899RQKhYIWLVoQEhJCWlpalfvo0KED8+fP5/vvv6dVq1a8/PLLvP7669x1113n9Vy1hUw407EvUQWLxYK/vz+lpaWXXbUmp83G0qlvc3L3jmrHOw4axtV33F3r7pWJP+3h+03Hyf7mITzF2YRHx6G84VUUppBK+xnUCr4Z15m9GaW8Om8dufOew1OSgzIggohx09Fqdax8ohdxQYZavb9LiRM7t7Hw7deqbG/a/Wquved/6EyX13fW4XCQkpJCQkLCf24HdrZ0m/pKx5Fo2Pzbd+xc9UCyXK9w3E4HRZk1z9BzT57A6zr3SjjnSvvYAOQqDWEjJ6E0h5OTkUrJjy/iseRX7BOgVzHnni7sSivBXpxL+c8vicJqDids5CT8jQa+vqsTEebz7Ld4mRDdvBW3vfoW4Y2agEyGMSCIPmPHc81dEy47Yb0QzkU4z6XQhITEuSAFNF3hqDQaAsKjanT/hsTGo6iDVI6rGgdj0igp8wshbNRk8r9/nvL8TNzfP0/wyEko/UJ49vrmZJU6+HjpZg5++RSekhwiYuKY/OVPtGySiFwmQ6+Wo76IQQsNAbVOR3TzVtz03Kt4XE5kMgWGgIAGXx6uPrHb7fTt2/ecLNIz03T69u3L3r17a7UEosTlj2S5XuFo9Aa63zyq2jGZXE7b/tejUNT+HCzKrOP7Cd2IC9Kj9AshZOQkQiJjcRZn41z8Mv1iFAToVRTmZlUIq8oczuuf/4hfcDgrDuTw6Z/H+XlnFicLLo+gnQtFZ/LDFBSCMTBQEtYz0Ol0TJw4kcaNG5+Tq/cfgW3cuDETJ06UhFXiPyOtuZ4Dl/OaK4i5kse2bGT1N5/hdoqlBrVGE4MeepLolq1RqTW1fs0iq4vMYhs5FicapRy9WkFJfjbXX9cPT0kOgREx3PHMFOa/+yw5GakozeF88+NSEhPi+OtoARnFdhqHGmkZ6ceX60/w1og2V/S665XEhay52u32/ySU/3V/ibrD6/Hh8wkgCMjlcuQKGTJ53Uwia2PNVXILS6DVG2h+VR9iWrXFVlKMTC7H4G/GEBCIvA5crkXlTj744whzNp+K/BvRIYoRHaIJGzWZ3HnPUZSdzrTHRIs6IDyavk9+THRMDHd9vQ2X91RkpUmj5IOR7ViwM4OHrklCrZScMVcK52MX/FehlIT14iMIAh63D0u+Ha/n7799mQyDnxqdSYVcUft/87Vhc0riKgGAQqXCPyQU/5DQOr2O1ydwosBaSVgBQkwa5HIZav8QggY/Se7cpyvGnpk8neuuuZpxsyoLK0DLKD9SC610SwzCYncRbGoYwU328rKK1Cat0YjWcOWmC9U2/1TasdlskvhdAfg8AiW5NrFRwz8IAtZSJ3KlDJ2x9mNCbDYbULWq039BEleJeqXY6uTHHVWT1tOKbOhVCnpFypj7aeV2Ua888T+aLF5GyWmlD8P8NEy6sTU7Uov5cXsGKoWcO7rF0adpCGF+F09gfV4vhRlprPr6UzIPHQAgtnU7rrlrAkGR0eddC1fiFAqFArPZXFEXVq/XS2vMlzFOqxtXDRkLJQVufOhQ1JLHShAEbDYbeXl5mM3mC0pBlMRVol5JKbTh8VatslJY5qQ4P5vV7z1YkW4TNPhJypZ/gK0wi4dGD0M25FWUfiHIZPDWTW14afF+Mk6rK/zMgr10jAvgk9EdLprAlubl8t1LT+E5rZF32r7dfP/S09zx1lTMYZd2KcKGQni4+DnWZeF1iYaBw+rG7ai5BKKhXINcUbuTK7PZXPEdO18kcZWoV/ZllDC4TQQLdmZWbBvYKpzekTJuHTqQvKw0giJimDpnIQGhkWgfG8RdNw8mPfUkynnPETZqMv06teCvYwWVhPUfdqQWsze9hP4t61/EPG43u5YvqSSs/+C0WUn+cxXdRoysk3XsKw2ZTEZERAShoaGVCtpL1IzPJ2ArdZKXaqE0305QlJGgSCMGc+0HLNYmJ3bnsXPJiWrH9P5qBtzbCL1f7bmGVSpVrRTNkcRVol5JCjPhp1XSOS6AbanFaFVy+scpGT3sepzF2agDIpjx3WJWZ/gYGaNgU4YM3fA38P/+OUpzM8id9xzN+v7Ir8k5NV5j7tY0rm4SglZVNyLmdjjweNyodfpKf4Qum5XUfdUX0QdI2bODDoOHSeuvtYhCobioxdkvFQSfQF5aGYs/2IPbecoK1JlU3PhEBwIiGm6kfXRSCD5nCq5qrNcewxIIDG2YGRzSApBEvdI41EhhuYuJA5sxcUBThiSquOfmITiLs4mIiSNy9Fu8vCqXgS3DWbgrk0//PIFTG4DxpjcIjozBU5LDB4+NxlVyqpJTqyg/pvaPYd6NibzWO4pQk4a6WIKzl1nIOLifpdOmsGDSy2z6cS4ludkIf9eFlatU6P3MNR6v9zejUErzWYn6x1rq5LdP9lYSVgB7mZvfvzqAvaxuGnTUBqYALcOf7IAp6NRSj1wpo9PgeOJbB13EO/t3pL90iXolwl+H0+1j9JdbeLhXDG+/cR+leRkozeFc/8wMBnRtxTML9hJkVLNoVxYAMhl0apmEMvFjNkx9mJyMVHyznkE/6n0+HNyEtun78E1+Ha/VyoCBA7nxxhtR2m1wRmPoC8FpLWfnsl/YvOD7im25x4+ya/lSRr3xDsExcWj1BroMu5mMg/urPUfnoSNQaRpGNLPElYW1xIXNUr2AFmSUYy93ozPVftRtbSCTywiJMTHi6Y7Yy1x4PT50JjV6PzVKdcP1WkiWq0S9o5TLeHN4K95ZdZL2g+/EHB7DO9/8zHVdWpFf5uD78V2xucQZdt9moXxzV2euSgomMT6O6XMXERIZyxOPPsoL1zam7eoFuN6ZjOze+yn64Es+azGYGcfcHMyzUmytvZrI5SXFlYT1H1x2G6u//hRHudjRJ6xREu0HDq2yX7ebbiMoWioAL3FxcDs9/zrudddd0/DawmDWEBxjIizBH79gXYMWVpAsV4mLwIFsC1OWH+LVG1ri9jbnzaf+x9t/pLB+814ANEo5n4/pyFWNgxnYKpx7Zm3H+3eO27ZgA3sW/Ijm5Ak0iVrSnvgB7Qcf82qamj8XpVRcY8bWbMZfFc8D1yQRYLjwGXn6gX01jyXvw2EtR2s0ovfzp8cto2nb/3pS9+1GJpcT16odBnMAGkPDXdeSuLwxBmpBBlRTG0GlUaA1SFJQ20iWq0S9o1bIOJ5v5eF5u/hqfQqZ5T7WHy2oGHd6fFidXsZfncBLi/ZXCCvAiCb+OL/5GlVICK7du9C2aM5GWSB/niipcp0v/jrJiVqqO3z2ii2nxrVGI0HRsXS4/gbaDxhCYFS0JKwSFxWdSUWrXlHVjnW9IRG9f8OOGL4UkcRV4oI4nzJhjUNNqP8uWdY2xsy8LVUbIJcUWyizu3B6zqjI5CeAzYp99x7kOh3eITcx80BJjdf6au1B3NXk1f5XYlu2rnEssmkLNFIEsEQDRqNT0XlwAlfdmoTOJFYdMgVp6X93S5p2Da+1Igz1gdPuobzEib284QZhgeQWljhPrCVO8tPLOLI1B7VOSYsekZiCtedUiizEpOGtEa15Yv4e5HJZlZKGABaHB8FrqbStbPdy7vj2F366qgeN5HJkajX4+WHJrj7P0WPJ59uJ99PS/gIP3n//+T3o3xjMgXQcPJwdvy6qtF2p0XDt3fejM9Ze8JSERF2g91PTpk80jdqH4vP6UCjlDT7H9XRcDg/FOTa2LD5BfnoZxgANnQcnENHYv05KIF4oUlecc+By74rzXykvcbJsxl7yUssqbW/bN4aOg+LO6Yte7vSQVmRjxf5sAg0aXvnlQKXxxBA9U4e3YOgX2wHwuZ1kf/MQnuJsYoODWfHxJ2gX/oz/k08z+bCH+fvyKx3vseST//3zuIqzSUhsxJ+btxMTYr6g57ZbSslJOc62xT9hKy0htlVb2g8cin9omFQYQkKiDhEEgdT9hfz6yd4q68Ydr4+jw4A41Nr6sRXPVQ8uHV+ARIPA5xM4vCm7irAC7FmdjiW/atWk6jBqlLSI8OOhvkn0axFG0/DKbtUT+TZkwHVNxTw2uUpD2MhJKM3hpBUUMPChBylu0pSyLz7j/t6NMJwWOeix5GNZ8CKu4myMIVFohr3K3XP2sGhXJoXl5x9BrPPzJ6FtB4Y99QK3vjKZXnfcTUBEpCSsErWC2+mkNC+XouxMyosLL/btNCisJS7Wzj1cbUDWzuWp2GtIM7qYSOIq8Z+wW1zsX5dZ4/iB9Vn/aR1WpZATZdYxc1wXnru+GQnBBqIDdNzXO5Eir4wn+zXh6QFNCDKoUfqFcPVjHxEZE09qfj4jvvka+6DB6HLSmTmuC32bheIry6do/guU5WWiNIfjf/Ob2NUBHM0r57EfdvPe74cptV9YuTyN3oDezx/lBXTMuFAEQcBmcVJe7PjXuqsS9Ye9zEJZYQHWkuL/fGxZYT6rvp7B14/dxzeP3ce8lyZydNsmHLbaCci71HHa3FhLqp8YCwIU5TS8z0lyC58DV7Jb2GlzYy11kbq/AK9bIKZFIJmHi9m8+ETlFlB/k9g+hAHjWyI/j+4vPp9ARrGN/Vml+GlVvL/yCDvTSvjizo443D5kMrA5PZTm5/DA6GF4SnKIi4xk5pwfeWRdGdfGKPj+1XvJyUhFGxhJ0G3/h9IvpMp1/niiN41DL90AJGupk5Td+exelY7T6iGqWQBdhiTgH1J73UEkzh2HzUruiWOs/24mhWmp+IWG0n3EKGJbt0Pv53/W48uLi1gw+RUKUlOqjA2f+BKNOnati9u+pCjKtjLvtS01jt/wSDtiWgTWy71IbmGJC8ZhdbN7VTrzXtvCxgXH2fLLCX56azu5Jy30Gtmk2mOadg0/L2EFKLK5ePSH3TwwdxcT5uxgTPd4Xh7Sgi0nCjGq5Tw8bxdKhZxPd5QSNmoySnM4qVlZjBl3O3nH9jH9qTHkZKQSHh1Xo7AC7E7/75ZFQ8FW5mLNnEP8Oe8IpXl2HFY3x3fkMf//tlGYVX6xb++Kw+fzkrJjGz+98QK5x4/icbsoyszg12nvsOPXRTjttrOeoyQnu1phBVg7+yvKi4tq+7YvObRGFUFR1aezKVVy/MMaXl9fSVwlaqQk18b2X09W2X5iVz4+j4+AcH2l7YFRBkLjzj9qNqfUwa60EgBsLi+P/7CbooJSxhuLabRyAQvu6USAXkWh1YXSL6RCYDPSUsmd+3RFq7p3vllQo7AC6NWXbpC8pcBO6v6q63Fej48NPx2jOMd6XulREueHtaiINbM+r3Zs2y8LsJeWnvUcmYcP1DhWkpOFu5ouS1caepOaa+9qgUpbOb5BJoN+41pgqMWuOLWFJK4XGa/Hg6Ugj+yjh8k+ehhLfh5ez7+XKquf+/KxZ3V6jeMHN2XTaVA8Ko0CnUlFp0HxDH2oLcaA86+dezy/suUVF6TnZkMpRfePx+BnIGjS8wRwar1U6RdC0OAnKx0TNPhJcnxGOscHVHsNpVxGq8hL17V/cm/NgS5ZR0oozrFRVuSoxzu6srGXl2Evs1Q7Jvh8lORmn/UcpqCaJ4JKtQaFUgqYAwiOMnLbi13ofmMj4loF0fbaGEa+3JXYVkEo6qgD1oVw6U7hLwNcDjspu7bz+2fTcNnFKFuVVsd1Ex4msUNn1LqL5+rwenzYy2oO/HFaPUQ09uf2V7sik8nQmlQoFBc2VwszVRbml3qG43vrWQDUcXHYNr6NMfMkAXoVxTY3Hks+hb++V+mY8hUfMC8qimnj+/PQdzsptlV+hik3tyHkIjVSrw1Umpo/Y7lChs/rI+d4KX5BDc9Ndjlytkjxc2nUENW0OQqlstpJdau+/dH7m8/39i4rZHIZ/sE6OgyIo03fGBQKGTJ5HbS/qiUky/UiUpKdxdIP364QVgC3w86v06ZQnF1zRG59oNIoiG8TXON4dPMAdEY1xgAtBrPmgoUVIDZIT/DfObLP9oykm9GN88gRUCjw2cTPSPblJ0y6JgZvWT65856rcAVP+3QucVHRWAuyyPruOXYfOs702zvwzMBm9Gseyt0941nx2NUMaBmOrgHOcs+VhLY1WzmJ7UNI3V9YbZqURN2g8/MnKCau2jGN3oApuOa/oX8wBgQx/JlXUJwRfR6R1IwuN9yMUtXwXJ4XG6VK3qCFFSRxvWi4nU62/fJzjeNbf1lw1rUWp92DrdR51o4X54NMJqNRu+CKUmmno1TJaX9dXK13pYjw1zLnnq70axrCAMsRvOnpyHQ68HpRGMXoXteuXRi//QiWvIqnJAddUCSzZ87jhgNb+FqjIVavJycjlbfvG4Fv9ybGJGr4ZHRHXhrSgqbhfhg0l7azxmBW0+WGhCrbjQEamnWP4Oj2PEJiLt1I6EsNg7+ZwQ8/hUZfOdhGrlAy9PHnMJjPHsGqUKmIad6Kce/PYMijE+kzdjy3v/kew556AVPQ2cVZomEipeKcA3WRimMvs/DTmy+Sd/JEteMhcQnc/OKb1YbyO6xuCjPK2b7sJGWFDkLiTHQcGI9/qA5VLQteSZ6NzYtOcGJ3PoJPIKpZAFffkoQ5XF8r1uqZCIKANTOb7FEj0XXogMLPj5IffyTovvtwHD7MsZUruSs9jXS3m/DoOP73zmzGJ5kpGX0bANlud8V4jErF3Kt70X3+DyiDGm5T5f+Kw+qmMKucQxuzcVg9RCWZMQVpWT//CG6Hl9te7IJfsOQWri8Enw9LQT4pu7eTcXA/wbHxNO12NabgYMnqvAw5Vz2QxPUcqAtx9bhcrPzyY5L/XFXtePOrr+G6CQ+hVFeu/elyeDiwPouNC45V2i6Tyxj6SFtimtV+rpfL4cFhdYMAGr0Sjf6/FU/wej14nC6UGjUKxdktR+eJE5wYNBiUSqI/mkbB9OnIVGrc995Dv5tvJq20lBiVinmr/mJaspf/kx3C/f6UiuPPFNjVa9fSuEeP//zcDRl7mYu05EIyDhWTl1pGUZYVU6CW6+9vTXC0scG7zCQkLlXOVQ8ubR/ZJYxSrabTkBs5uG4NglC5cL1MJqfzDSOqCCuAvczNpoXHq2wXfAJr5hxixNMda70Yt1qrPK+6nW6XE0teLrt//438tBRC4xNp238Q/qFh/zqjl6nVoFKB203WU08T+vRT+BIT6XjNNaTZbMRHRPDr228Tq/Dwzo2tUK3NouS04yNUKmbGxFYI7MDRo9mXnIzuIgaI1TY6k5rEdiGEJ5qxl7lQqOToTGqMl1AhdgmJyxlpzfUiYg6LYPgzL1eKBtT5+TNs4kuYwyKqPaY4x1ptZSSAskKHaGE2AHw+LxnJ+5n19EPsXrGUzIMH2LVsCbOffojMgwcQfDW3gVMGBeE/dKh4HquVnFdfQ1VczN3+/sSqVHyl0yP7v0mk330PjpsGE9C+DZwRtfmPwMb7+fP0E09cVsL6DyqNEv8QHeGJ/oTEmCRhlZBoQEiW60VEpdGQ0LYDd0z+EJtFTDbX+/ljDAhEVkOVI/lZ3H2yBuINtBYVsWz6e1VE1Of18tv097hj8oc1BmvIdTpCHnkY5/HjOPbsAcCVksKYbt0Zun8/2tM+G1O/fpSt/IOwiRPJfestsdDo38RER7Pjxx8J7NC+Dp5QQkJComYkcb3IyORyTEHB5xwVaA7To1DK8XqqWn7mMD1aw8UrJn861tKSGpPrbaUl2Cyl//rMqvBwYj6ejjs7G0dyMqq4OLQtW+IYP6HSftoWLch77z2MV19NzIwZlG/YgLewEG2bNqgiIyj/+WeENq2RKaWvem3hsntwOTzIlXL0JilgR0KiOqQ3ziWG3l9Nn9FNWTXrYKXtCpWca+9qjt6/YbgGzxYn929u4X9QBgejDA5G17o1AF5LGZFT3iZ30mS8JSUAyBQKFP7+WJYuxbJ8OfrOnVH4mSiZPx/XiROYR42s4jKWOD88bi8lOTa2LEkh50Qpej81HQfGEd08UBJZCYkzkMT1EkOpUpDYLoSgaCN7VqVTmm8nopE/LXpGYgpuOJWHDP5mVFodbkfV/q4avQG9/9m7hZyJws+E3+DB6Dt3xltaikylQhEcjM/pIPf1N8DjwbZpU6VjAm69FVlD8ZVf4uSnlrHw/V0Va/6Ocjcrv06mec9IetzUqMF4TSQkGgKSuF6CqHVKQmJM9LmjGV63D6VaXic5pxeCISCQa+++n+WffFBlrN89D2AIOL+8U5lCgSoiAlXEqYAvv/79KV+3HuvatZX2DXn6KVRRUed1HYnK2Cxis+rqgukObsiiXb8YSVwlJE5DEtdLGKVSjrKB9u9UKJU07tyNUW+8y6afvqMoK5Og6Bi6jxhFYHQMilp01SpDQoj8vzdxZ2VRvvZP5EYDxt69UYaEoDCdf5ceiVM47R6KsmtuSJ19vJTAiOpbgklIXIlI4ipRZ2j0BiKbNGPIY8/icTpQarRo9PqzH3geKIOCUAYFVazPStQuZ/OsexB4Y8kBWkebaRPtT3apA59PIC7YQIhRje4SbvMnIXE+SN94iTpHo9dXK6qCICA4XchUSmRS0FGDRmdUEdXUTObhkipjMrkMb6Ca0mwPxTYX109dj/PvaHaVQsZz1zdnRMdo/HWS21jiyqFh+hQlLmsEjwdXWhoFn35KxkMPkTvlHRzHjuE9rTtQfqmdkwVWMopt2FwXv7/tlY5Gr6L3qKZojVUFst3wBObtyWRAy3BeW5JcIawAbq/A60uTSc46e9NwCYnLCclylah3HIcOkzpmDMLfYmrbsQNri7ZYMRKkKOJEmZfX/0jhaF45SrmMoW0jeOq6pkQF1I1LWeLcCAg3cMtznTixp4CM5CIMARoC2gSy4HAOLpnAkj1ZNR47fc0xEoINhPtffpWyJCSqQ7JcJeoVT0EBWU8/XSGsALovZvKRLYyAwmzSCsq5c94+juaVi/v7BBbuyuKOr7aSU1o1rUei/vD6BJwqGbvUbtaHgV/PUG77YQdztqcTbNSQUXzq30elkDGkZSjP9Inm3m6R2F1eimyui3j3EhL1i2S5StQr3uISXCkpAMgNBoxfzWJRkZrBUU48xw8yuSiC6upPpBRYOZhdJlk+F4k8i4Mfd2TQJNTI2ysO43D76NIoCJNWibPcRVqRjbbR/uxMK6ZTrB8v9w4n7a/fKfwjmSBzIDdcNwwcNuC/5zdLSFyKSJarRJ3izs7BsmIFWc89T9706fhOKyqhevNtNnv8+H57OvFKF77oWPZmVF2b6xYfwPQBMUR6yvCWl9fn7UsAheVOnv5pL++sOIzbJ+Bwi2uqczen8ez1zQFYcyiPER2jiQvS82L3ANZMfobDq5dRkJ5K+r5drHzvVfI2rcRpqzmdR0LickKyXCXqDFdGBmlj78KdmVmxTR0djTIkBFQqjhrCcHh8WJ1e8HrBZsVPp8RiFwOYNEo5M29IIGzLWryvfo+3rIzMbl0Jfewx1PHxyNVSyb36ILvUwZ9H8gFQymUo5TI8PoEDWaXEBemYOrIdszaexOv18fXIFmz6ZDIed1UX8I5ffqRNn2vxKDQ43F6MWiUapRQlLnF5IlmuEnWC12ol7933KgkrQPHc7wh55BG07TuwOM3B7vQSejYKokRtQPnbYsa2CanY9+1rowmZNgnnx1Px5OYi2GxYV6/h5IibcR2v2tNWom7YmlJU8f+rD+UxqLVYHStAr2Z/poUpyw/zeP8mTF97DK3PSe6JY9WfSBBIPXiAN5cmc/sXW3h50X6O5ZXh8njr4zEkJOoVSVwl6gRvcTFlK1dW2e7Ytw/r1q0E3z8BnVLOkr1Z3NIphi+TLfg6d2dEoJPucf7461S0Fspwb99W5RyC203u5LfwlkrpHXWNIAgYtaccXD/vzGRwmwj6NA2hxO4i1KSlxOaizOFhZXIemSX/HnRW6vCw6UQhh3PL+GF7BtdPXc/u9JI6fgoJifpHEleJusH7t6u3GixLliC43UzoGsXVSSF8syGF23sksiuuLTKvl8mJLubf1gzd9g01nt62dSs+q7R+V9ecLLQSZtKg+LuPsMvr45F5u7ijaxxfje1MVICWPs1C2ZFaDMC+fDfhjZpUfzKZDP+4JFKLbBWb3F6Bp3/aS16Zo86fRUKiPpHEVaJOkOl0aJKSqh0zjr6dcrWSnHVLuLFsPRMSnLjLSjhYJnAorBHuRk2JD9Sh0tUcGSxTqxtOZ/jLFJvLw3u/H2HO5lReHdqy4uN2eny8uGg/+WUOHvt+N0/2b4JeLa6dfre7gJ53/Q+lpmrrwzY33MbCg6VVosFTC22UWN11/TgXhfLiQvJSjpOevI/i7Cwc0oTwikEKaJKoE7yFhYQ+M5H08RM4/W1qHDWS7KaJrH/hiVM7r1tFYHQcN/3vGXYUOGnnp6Fk3jwMbdvWeH7/G4ejCAioy0e44imxuVm+PwePT0ClkPPNXZ3ZcqKIAquTHolBtIk2c2vnGDYfK+C6luF8tPoYxwusFCgDuObZt8nYtJrCowfQmwNpff1wlmfC7HUZ1V7rcpwnFWSksWjK65Tm5ogbZDKa9exN7zvuxhgQeHFvTqLOkSxXiVrHU1RE9gsvIjhdxHzxObpOHUGhQBkRjubmm1i/YF6VY4oyUklbt4wkvYA+M5XimTMpW72KoPvuq7KvKjaWoPvuQ65tOP1rL0dkgPxv1Vu2P4e7Z27D4/NxU/somoSbeGDuTg5ll9EuLgC7y8Nj/URPxa8Hcpl9oJxFynYUXX03e5OGkqOL4KMNmdVeJyHYgL/+8qo7XFaYz09vvHBKWAEEgUN/rWXnb4vxuC9PS13iFJLlWk/klTlIybfy17EC2kabSQwxEGBQE6C//NJJfGXlOJKTyXvvPSLfexdDz6sIGHU7cq2GvTu31njc4bUrGX3dIDz6QPTX9KHk54UE3HYr0R9Pp3zdOrylFvSdO6Pv2AF1ZGT9PdAVitmg4oZ2kfy0IwOZDP7vxtacLLCSX+bkyfl7yCp1cCinjAEtw3n0+13Mv687raP8Wb4/h4EtIzheUM6X61LIL3fikat4flBzXluSXOkaaoWcd25uQ6jpv0+UfD4BR7koUjqTClkDMn+LMjOwlhRXO7Z7xa+0u24wfiGh9XxXdUxZDjhK8coU2JVm7AojQQYNco8N7CUUebUUu1U4vWDWq8S1/AbWh7o2kcS1HsgpdfC/uTuIDzIwqHU4P2xP50S+laRQI/f3ScSgVuLxCQQa1IT5XQbWmEIOcjmuEydwp6VRPHcu3oICDD174OjSrsbD3E4HBeknWf7Jh7Ts0Yu2N0yj8LEnKPlpAfquXZHr9RTNno22ZYv6e5YrGJ1KySN9G/PnkXz6NAlhX0Ypv+3P5qUhLcgqPRWAJCC6jVcfzmPz8UKCjBp+25+NUgaz7+5CapGVHIuTaLOW7yd045sNKWQU22kfY+bOHvHEB//3mtFlRQ6ObM3h8JYcZDIZLa6KpFH7EIwBDePvpyQ3u8Yxt9OB2+Wsx7upY5zlkLYJfn0SSlJRAPr4q1EP+hCf3Yts+1ekJN3FE7+frIgM99epeO76ZgxsFY75MjQwQHIL1zker49vN6eiUcrpGBfA+Nk7WJmcy/H8cpYfyOHGTzayJaWIV385wIgZG9lxsgj3aV1FLkUUZjPGPn0AKF38C379+wPgs9qI79KjxuNiWrYmL+U4HpeTPWtXsmbNcvweewTB6cS6bh1ly5cjOJ2owiNq/Z7t5WUUpKey+/df2bf6d4qyM3HabWc/8DInNsjAwgd6MLpbHD/uSCfUpCGt8NTnEuGvxeb0MKpLDH8k53Jdy3BWHMjh552ZzN+RyWtLD6BSyHG6vfx1rJAJs7dj1qvp3SSEIpuL15YcoPg/BjOVFTlY9P4uNi86QXG2jaIsK3/NP8qS6XsoL24YUceBUbE1jmn0BlSahjEJqBVyD8Dcm6EktWKT/OR61JZUlLMGkRU7lNvmZ1VKuSq1u3n2531sPlF4EW64fmjQ4ur1ennppZdISEhAp9PRqFEj3njjDYTTAmQEQeDll18mIiICnU5Hv379OHr0aKXzFBUVMXr0aPz8/DCbzdxzzz2U11MZvYJyF7M3n+SObnFMWX6oyrggwJQVhxjTLY6MYju3f7nlrLmCDR2F0UjYM8+gDAmh/M8/Mfa9BlVUJJ5Hn+awy0hoNakacoWSjoNvZN+aU7mx6YcOICQ1FiODAWVoKNGff44qPKxW79daWsJf82Yx66kHWfXVDH7/bBrfPH4/+1atwGGVyi1GB+iRIabN5Jc5iQ3UI5PBc9c3452b2xITqOfmjtF0TQykc3wAXRPFYJ0uCYHc16sRmSU22sWambnxJBaHhx+2pfPJ2uP8ti+HDccK+XVvdqW/6X9D8Akc3ZaLpaDq30hRppWMQ9W7YuubgPAI/MPCqx3rfMMIDJdLQJOtGFa+XHV7/NWQsg7URvaWmcgvc6JWyLmhXShT70hg+pgExvYMZ/rqY+SXXUZW/Gk0aLfw22+/zYwZM5g1axYtW7Zk+/btjBs3Dn9/fx555BEApkyZwrRp05g1axYJCQm89NJLDBgwgOTkZLR/B7yMHj2a7OxsVq5cidvtZty4cUyYMIHvvvuuzp/BJwiUOTwo5DIsjur7klrsHhQKcb3I6fHx0450Hu/ftCK38FJEHRdL/A/fY924kdLflhE941MW58Fry47zxcgHCd27geNrl+O02Yhp1YYOA4eyfelC7JbKhSGK7FaCp7yDXW0gXWNm+s5yJhhLSQo1oq6l0nmZhw6w94/llTcKAn/O+Yro5i1rztu8gtD9nWpTbHOjVMh4on8TEkMMLD+Qw3dbUonw1zH99va8+ssBbuscy7ie8ajkcu7/dgfXNAtlT3rNBT++2ZjCkDYRhJ7DkojD6ubwlpwax5M3ZJHQLgSN7uK+2oyBQdz8whv89tG7ZB89DIBCpaLDoGG07nsdCsWlWfaxyFFERlkGy1KWIZPJeDTxJjRZO6vuGNkOUv+CgHh25LgJNWl4d1QsKzLm8ebupbh9bnpG9uKZG+7D4/MAVVO3LnUatLhu3LiRYcOGMXjwYADi4+OZN28eW7eKQTGCIPDhhx/y4osvMmzYMABmz55NWFgYixYtYuTIkRw8eJDly5ezbds2OnXqBMBHH33EoEGDePfdd4ms48AYg0ZB14RAZPy7UJ4+viu9BJfHV/FCu1RRRUZivvlm/IYPRxAENu86gM3l5Y55h+jVuAkTHulJkyANB1YtZ9n096q1Eh1aP+7e7iGtqAyrqwSAZftyWPJwT5qG+13wPdrLLGxd/FON4zuXLWHA/Y+iUDboP5U6J8igplWUH/szLXz4xxE+u6MT647m8+1m0RX4aL8kHv1+N2lFNvZk7OOLOzsy8ae9OD0+tEoFZTVMLAHKHB5852a4AiD/l0mnXH62v7T6wxwWwfCJL2Mvs+BxOtEajBgCAlCqL00hKbQX8vbWt1l2clnFtv/FDERjiqjkEgbAZQWtP1iyaRyr4PUR0Uza9QiZ5acixtdlrmF77hbmDf4BMNTTU9QfDdot3KNHD1atWsWRI0cA2LNnD3/99RfXX389ACkpKeTk5NCvX7+KY/z9/enatSubNm0CYNOmTZjN5gphBejXrx9yuZwtW7bU+TP469S8OLgFbq8Xcw3pBgF6Fc7T6qs2DTOhVjSUV8SFIwPcaWkkBImBK4IAfx4tpMCn5ZtdhRTn5lYrrGqdHochhIM5ZVhdpz4fl9fHOysOU/4vL+xzxevxYCspqXG8vKgQr0dKmwgyanjrpjZEB+gwalTkWhzM+VtY9WoFepWCtL8rL8llYsBKoVUs3r8vs4TujYJqPHfvJiH4ac9t8qIzqWnZq+YJcave0agvstV6Ono/f4KiYghLbIx/WPglK6wAe/P3VhJWAKvTAh3HVt350K/QeTzkJdM7Tke2c18lYf0Hm8fGnIOzcHgaxlp5bdKgxfXZZ59l5MiRNGvWDJVKRfv27XnssccYPXo0ADk5onsoLKzyGlxYWFjFWE5ODqGhlUPelUolgYGBFfucidPpxGKxVPq5EELNXqICFbw8pAVnTrrlMnh+UHNmbTxJ76RApg+N5InufiiECxeOhoInP5/U0XcwsHkwqtMmDUq5nJlbs2k+/I4qASAqjZZ+j73Iu39VH3W54VghZc4LFz2NXk90i1Y1jie064jqEn4h1haF5U4m/3aQz8Z05In+TdBrFKT/LaaBBnWl6OGuCYGVLNXj+VZCjBrigqpGBWtVch7um4Rec+6CGN86hJAYY5XtkUlmIhpL/WLrgjJXGbOSZ1X8rlVoubHxjRi1/mAIgZY3VT4gMBGCkqDtKPwzlrM1f3WN516XsQ6L68LesQ2RhjPFq4b58+czd+5cvvvuO1q2bMnu3bt57LHHiIyMZOzYamZLtcTkyZN57bXXauVcZa4ypmybxI68HTze9iV+fqArczancyzXSqNQHaO6xPP91nTeuCaA2LSfMW39Hja7oeUI6HofBMTVyn1cTDx5efhKStB99w1f3DGah7/fQ5nTg0ohw+728uyKdCY/9DzleTmUpp0gODyM8EZJLD1mZU9merXn9NMpKwocXAgqjZauw2/hyKb1eD2VJzRao4km3a5CJm/Qc9CqeJxgKwS5CrwuQAZaP9BUFaRzxesTSC2ykVZk44WF+5hzd1eahps4mF1GYbmLSPOp9dK2MWa0KkVFazqAV5cc4N1b2vLbvhyW7MnC6fHSt1koEwc2I74a0f03jAEaBj3QhqyjJSRvyEYmh9a9oglL8MPgL02E6gKPz0O5S/QuhehCeKPnGyw8upAvji/mgeyTaALiYfRP+MpykMkVyMLbwLavIL4nqogO+B2pbMjIZXJ6RvYkzi8OhUyBQnZpL4FVR4MW16effrrCegVo3bo1qampTJ48mbFjxxIeLkbj5ebmEhFxKj0jNzeXdu3aARAeHk5eXl6l83o8HoqKiiqOP5PnnnuOJ544VZ7PYrEQExNzXs9Q5Cji99TfERB4YfOjaBQa+sZcR6/YGHLsaQQY7uLVqw2YFoyCgtOinDd/DPt/hHv/APOlLbA+l2hh2r/6koTCIn55/Bn255Rj1Cjo1yyUlQfzOGlT8O6GcrSqCEpOuCn4fQ8f396hxnPe3TOBEGPtvEjN4ZGMfH0Kf3z5SUW7tNjW7eg77r5LK9Hfkg0uG5SmgtoEghdS1sOObyCyPfR9EQIbg/K/V0My61UMaBnOkZwy4gINrD2Sx4N9GvPQvF3Y3V7KHB4Sgg2kFFhxewV2pRYzpnsc32w4CYhR8+Nnb+e6FuHMvbcLISYtZr0Kk/b8KjMZA7Q06RJOfOtgZHIZKs3l93JuSJhUJvrE9OFw8WGe6fIMb2x+g8zyTJRyJb17TKLVzh9Qb5qOo8N4XF0fxi/5O+S758CtcxGUekbG9OO3lN8AaBPchgfaPcC6jHUcKDxApCGSXFsuGoUGo/r8J4ANjQY9JbfZbMjPsBoUCgU+n5gHmpCQQHh4OKtWraoYt1gsbNmyhe7duwPQvXt3SkpK2LFjR8U+q1evxufz0bVr12qvq9Fo8PPzq/RzvlhcFgRORWs4vU6WnVzCzEOfsDx1KWVlqZhSllcW1n8oz4Mds8Fb+2t+bqeHsmIH5cUOPK667aepCg8HlfgStS1eSFBOCgdP5PLUT3t5tn9jmoYamPTbQV4Z2hKTVklmiR2nx8fOtGKeHlA1UrdbYiA3to/618CW/4JCqSS8URNueu517v7wc+6Z9iVDH3+WoKiYBlX1pwqWbDi2GlZPgvStYMmE1A2w+EH4qh98M1D8/YaPIGsXfN4bCo+c16XUSgVje8SzdG82D/VtzPTVx9Go5Lw5vBV+OiXv/36E125oSZtof/44mIu/Xk24n5ZXhrYgIdiAQi6jUYiR3k1DEASICdSft7BWui+dUhLWeuB46XE6hHWgdXBrCuwFFeunHp+HezY+z6cxTUgbu4g9TR7ijVVZyLN3gbMMj8uK4tfHSUjfyZ2NbyLSEMm9re/l8bWP892h79iVt4tfU37ltqW3seLkistq7bVBW65Dhw7l//7v/4iNjaVly5bs2rWL999/n7vvvhsAmUzGY489xptvvklSUlJFKk5kZCTDhw8HoHnz5gwcOJDx48fz6aef4na7eeihhxg5cmSdRwoDGFX/PhMz+MXChk9r3uHAz9BlAphqJ7dTEARK8+1sXZLC8Z15yGQykrqE0WlQPP7BNXehuRCUwUGEPPIw+e+9j0yjwXcylRFxjflhv4+TKdl82lIg1y+MEyezeK5PHNoBjfHkF6DJTiOoTVsGtOzFiv05lDk99GseRlyQgRBT7bv/9H5+6C9gIlWvlGaKift5yTDoXdj3IyT0giUPn9pHEODEGig4AgP+D357CpJ/gYAEUP/3qkgxATq+uLMTv+zJ5Is7O/Lbvmx0agWzxnVBBjg8Xp69vhkuj49go4b3fj9MdqmDO7rFEmrSklFsY/vJIvo0Cam9z6EmvB7w2EGpBcXlVbe4vsm35fP42seRy+RMv+Yjpu/5uNK4x+fhi8PzMOqSmL/Gi79OhSWhBX4sAVM4ipQ1mFPWML7Xk4zo/R5PbXwZu6dqnvKbW96ka0RXok3R9fVodUqDFtePPvqIl156iQceeIC8vDwiIyO57777ePnlU0nLEydOxGq1MmHCBEpKSrjqqqtYvnx5RY4rwNy5c3nooYe49tprkcvljBgxgmnTptXLMwRqA+kW3o3NOZurjLUJbsvRXAURTYZhOr6qmqMBpQZktedgsBQ6+Omt7Tht/6wvChzamE3a/kJufqYjpqDaF1i5Tof5llvQJCVR8NFHKAMDEJ59nB/e+oCV+QJJbhcBD99F1/BwfKWlePLzkQPqPn0wXdWZgAATjfuaav2+Llk8TtgwVRRWAL9IMMfCqhriBGwFYIqEgW/DsZXw+wvQbjQExIMh+JwvK5PJiA82MKFXI0psbh7rb0IuA51Kgc8HC3Zl8tqSAwiCWDP4+cHNCTVpWLYvGwEY1SWWmztGE3IedYRrRBDEdWXF3y0I3Q4oSYO0zeLnolCBMQxM4aAz1951ryCKHEWkl4mxD39mrCVcW/13JlKfwKGcXLH94ODhsOUDZM5TWQDmde9RFNeVoyXVeOkQRfpYybHLRlxlwrmWRrmCsVgs+Pv7U1pael4u4pMlmby08Tl25++q2NYysBUPtHyNR+aksODe1jT6onn1B1/7CrQfA8YLn+17vT62/nKCnSvSqh3veXNj2vaNQVaHxSs8xcX47HZy33yT8nXr0V03AN3Nt6J1WCmcOhXn4cPI/f0JHDsW8y03owqpByvnUqEsV7TGfD74tCe4/y5DeMssUTy+HlD9cTd+Cru/EyvmnE77MdDvFTHasxYod3rIL3Oy8VgBNreXno2DifDT4q8TLcfzduOXZYMlB5xloAsAUyhozVCSDnvmQe4+iOwI7UZB4XEoPila6ztmip+RXAEthkP/N8A/qlae9Upif8F+Rv06CgA/tR9fXTuDW5aNrrLflB5f8vS3xcwbGUuLk9+iiOmEYAhBNntoRdvJ43d8z/ANE2u81gd9PqBfXL8axxsC56oHDdpyvVzIKdLS3fgk9zSTY3GXYFL5czQbHp5zklK7hyKXQHSTgWiOVK4SJER1QhYQD7u/hR6PiC+JC8Bp9ZCyt6DG8WM78mjeIwJNHbb/UgYEQEAA4a++Sv60aZQu/gX7b7+iTkoi9Omn0MTFIdNqUQYHI7tEq9jUOvYSce105UuieNw295SwwinvhiEYrGf8+4a3FtfuzxRWgF1zoPUtkNi7Vm7TqFFi1ChJCK7FggBFJyF7F5TnwsElIPjEvEp9KMy79VQ8wpEVENEWDi0Vo6I3zzh1Dp8X9i8QP4dbZv4na10CAjQBqOVqXD4XFpeFEyXHeL7jk0za8V6l/TKsR3jnhi402/UGiiNLIK0tsoFvITQdiuzQLwD4lWYTY4qpsIRPRy6T0zSwab08U30giWs9EKBXMeU3sUm0RinH6TmV0yWXgUGn5s+2w2jT5mZCkpeg8LrJa349+vD2GL8eCPpAaHv7Ba+7yhUy1P+SrK/RK5HXUwsoVWgo4S+8QPB99+Gz25Hr9ShDQ5GrL88OGeeNzwdHV8LP957alrsfojtBxnbx90NLofME6HIfrPm/ysc3GwJ755/6XWsWI4cFrxgEteVTiOkKqgZYSN5WJD7rpo8hY9up7R3Hwc/3nBLWqI7Q5znRNZx0HSycUP35Tq4XRVoS1/9EsC6YCW0mMH33dACe2fQKL3V6hoVD5rMpZzs55RbaBHUmq0BHv0Q5qqVLxQOz98Cc4chunomgUCBLXkTIphm8NvAVJmx8Cc8ZufwPtH2AQO1lUnOZBh4tfLkQbNTQNkZMbnee0fGmf4tgNuYsp0ylYeSBj3k5PJJXohO4P3URZSUp4CoX19iEC++UozWoaNuv5pSittfG1mvkpVynQx0Tg7ZJE9TR0ZKwVkd5jrhGejo7Z0HPx055MnZ9K35PzHHQ/IbK+6qNYik6hRoGTIIhH0BgAoQ0g5u/gkZ9wddAC5Y4SsGSUVlYAVQ6UXhBLFZw9ROw9XNQG8R1Vfe/NL4oTq15TKJaNEoNQxKHMLHzRCINYhDoFwdn8Vf2FrqFXse+A514YnYRv+woRekoqnABA+K766e7kHW6F8YsRhgwidaGaOZf9yWDY/sTbYqmU2hHPu/3KSObjsSgunzKIEqWaz0QZNTw0ah2PPb9HnamlVRsv6ZpELf0VPDMhg95tcerCAj8kvIrAK+1e4yQrV+LO7a4EfQ1l4/7L0QlBZDYPoQTu/IrbW/eI7zaqje1jdPmxmZxkXvSglIlJyTWD72fWkqnqAlHqWhtnY4lS0zduvMXWP2m2EuzPEe0UK95DtrfIa47as2iiJakitbqvh/h+GmVcrZ+Dl3Gg9cJNMD8Qq9LdAWfjkxWeTJw9VOgMojPueh+MWhLJqv8gj8dnRnK82slhuFKwu1zs+T4Esa1GkegNpBiZzHHCpIJCs7jqgR/1h0pYFxbAzK1EuTKSv9G5W1uI0PhI8wLAT/djdZpIUlt4JVWN2GNGoqmUX9MwUkX8enqBklc6wmlysJ13VJ4eEBH7C7QqX3sLvqLZzd+gcvnYn/BfpoGNKXUWcqjTUbSKnU7yhNrRFHt/j9Q1o5Vp/dT0/v2prTvH8vR7bnI5TKSOodhCtKiM9at5Wgvc7Htt5PsW5NRsU0ul9F7dFMadwz9V5f1FYtcUVUs1EYIbQ6Hl0GHO6Hr/WAMh2tfgllDRMstIA4GTIa1k+DqJ8Xo2ePVlKDb+gW0uhlia2fyVqsotVU9NoIgWuFKrTgpiGoPc2+F0r/X8I6thKQBcEb8AgD+MVB0HNa9C8Nn1Fp625WAVqkl15bL/20Rlx2MKiMLu/8fgb+/xE3dn6eoWxh+WrlYGaz1rbBH7Djmib+adY268syaB2ke0JQ3b/ua4JyDGPKPIA9vQ1Dj65CZz69AT0NHepvVAz6fgM3t4+uD06rN7wKINoQzvvmdCAXHCFk3BYpOQLcH/i6BGF+r96M3qdGb1IQn1m8d1qyjJZWEFcTPZs2cQ4TGmQiOltJtqiCTi67bY6elarUYBnu+h4g2sP5d0SpNug5kSjGiFsTAp/ljoPvDoNKLUbU1seVTiOxQaxO4WsMYKtasTd1Yefvu70RXcOomOLDolLAC7JglBi1Z8yDztFZoflEwdKqY5xvaTBxrMgAutdKW9YzN4sRe5gaXjjlX/cA3x79gQcqPjEwYQtDGGVCaTnDxHh717cUR9gC+PUuQ93wYEGDfj+R3G8+bO98G4GDxYUasf4LG5sZEGCIoyV/Luy2GEHmBgZoNFUlc64Eci4NPV+cyOO4mfjo+t8q4DBlXR/Tg/rmpyGVKnu75Lu1j/FEag8RI0AaG0+1FqZD/p36z9nIX25edrHF8/7pMet3WpN4Cqi4ZsvdBtwdPpZiAmL95eJloeYU0h1YjYMXz0OGMetsepyi+IU3A+S+F0e0l4HMDDUxcVTpo3A/CWkLugVPbDy2Fq56AxD6w6IHKx7htsOBeGPKhGLiUfxAMoeJ6rFwBCGIgWHk++EdCUGNxTKIKxTlWln+2n6JsK/C3l6nPzXTq1IVARTmq1I9BHwwx3dD98Sq6wwvFic2CCTBsOo4eD1EoOChzl1U677GSYxwrEcuMFtgLiDTWfTGfi4EkrvVAVomdRTtz+XzcCA4U7+JgUXLFmFwm583ubxC26TPu7zCWexdmMCqtlLVP9yH6IglrQbmTIqsLt9dHgF6FyyPg8noRBBmrD+WyJaWIuEA9t3eNJTpAj+EcOpr4PAK2UleN45YCBz6vcKHZRpcX5fmQuV1cK73uTdFFmndQtFSLU8T0ktvmwoYPxXXYM9etQptD/9dBqYeE3rC76sQOgKYDG57AeNxgSReLQtz0BZxYK1rfPi90fQDsReJkQ17Nd89pgUNLxMYFJ9eBKQJ6Pgo/jD4VYZy+RazdffM30HRww7PaLzJlRQ4Wvb8Lm+XU36zPJ3BgdTbdzE1p1lkJGj/oeBf89SGM+BKWPArr34drX4Qd3zA3PI520Vf963Uux4L9/yCZCfWAxeHG4xN45NsT3Bj5MpO6zeD2pvdwf6snmXbVPJork9Bt/4qmJicAHp+A9790j64lfD6Bg9kWbv9iM9dPXU9qoZWsEgdvLE0mo9jBLZ9u5O3lh1l7OJ9Zm1IZOHU9fyTn4nCfvTaxSqsgLLHmhOvYFoEoVNLXsQKPE7Z9CUGNxICmn8fDH6+I661KHXS6R1zfshdD/mFx/8LjEP/3y8wYCte/AwvGQ94BaHObeOyZ+EWJ1u/pebMXG0GArB3wSXexGMT+BaALFF3ELYZBaBMxrzWwsfhc1ZGzFxpfC2U5YurO7y9VrdEtCGId5vLqW09eyRRlWSsJ6+nsWpGGTwgS1/oDE+HAT3iPrub48F/I6vYSuW4dJZ0eoUN0bzKs2QTrqk99MmvMBOka4Fp/LSG9zeqBuCDRKih3enjux5O8/IONnbu78NuGRjwyJx1dudi1R+YTv8ytovwwXYTgntQiK7d9tokjueVc3yochUzOpN8O0S7WzId/HMFyRnNyQYCnf9pLfpnzrOdWa5V0GZJQbfUnjV5JYruQhl0kv76x5sPGaaKo/FNBqSwH1rwJ698T81+HTBUtsH/W5NdMEl94XSaI1t7q18FRIqbibPsSbp0lrjPK5OJyQ5tbxaL+B5eKVl5DoSwbfhwLHodYvnDjNLGQil8khLYEmQL8o0Fwi9Z6WMuq5zBFiha+OU7MEz99XfZ0XFaxTrNEJQqzymscc1o9eN0CtB0pfo/URtxeL6+vs3DV7CJ6zbPRbuohdqeq2Za9g6c7P43yDA+DQqbgravfqlF4Lwckca0Hgo0aRnQ4VXat2OZm28liDmRZeOLqcEJ3TweVjlK5GYVcxms3tCLQUL8u4fwyB7/ty64Q0OtbRaBSytiZVkzTMBN7M0qrPc7l9XEo59waHfuH6hn2eDvMYaeKxoc38uempzpgCmqARQwuJoJPtCZXvSaWLww9rTxm0+th2VNiRGZke9HlCaIY/XiXGP2r0otFIgCSF0FUB/hxnCg2N38tRssig+9HQZtb6r24fZHVyZHcMtYdyedAVil5ZQ5wlosTiPJc8b8grq+2HwMn/4KF98Gvj4sdfhJ7w4aPYPFDYjT00KkQfzUkXiOut7a5VZygDH5PTNX5N4S67Qp1KRIUWfNnptErRS+TKRyiO0PHcWgKD9EtQoFPOJXL//avGVwVPJpSu52P+37MLU1uoXN4Z0Y1HcWCGxbQKaxTFdG9nLh8n6wB4a9T8ez1zUkMMfDF+hRKbG6izDom9gqml2MtquO/Y+n1CmszZSx+sCeNQ+s351AQBJKzLCRnnQo8kMnA5hRfOt6zlJ92us+twIVKrSAqKYAbn2yP0+ZBJpOhNSrRGqT1riqojRDVSVxz/eVh6P6g2M3G6xZdxf8UlkjbLOaq9nsN/nxLTMNRaaH0tKjs7D3Q7X+iwG79XPz5hx6PiEE99Uh2qZ0n5u9h0/HCim2NQox8NSKG+D8mQK+nTu28Zx4MnSY+/45Z4lqrfwwUpUBpmmiZ/3Q33DAd4nqI5R//+kAU38BEcXLS/3WxeP+Z+cIgpvT4X56pIBdCYKQRvZ+6Wtdw++viMPj//TdrCIbuDyD7cRyDGyn5eLOScqc4QXe4ffxv9jH6NInixWEx/K/t/5Ahw6w1X9ai+g+X/xM2EEJMGu7v1Yib2obhtpehyd9H2NZHwGXFe8tsFJHdGaMNwE9X/+65Erub3/ZnEx1wqiOO1ydUuKYLy13EBOpIL6qaRiSTQdNwMYXGYnfj8fkwqJVoVDUHKuj9NOj9Gl4UdINCHwjXvwVfXScGK604rUrTLbNEV7H170IgW7+AJgPhtm9FC9TnFTvDBCed6hP8yyPQ71UxovjkerEAfssbwS8a9AH19lhlDjev/ZJcSVgBjueXc8+CNOZdfR+hXrcYKey2i2sPSx4Rg45u+EgMYApMFPNZw1qeiqDev0D8fftX4rMlXQdLH4OrHofcg2Jbvh/HVs2bHTBZXJ+WqIQpUMuwx9uz7NN9lOSK6/EyuYzWvaNo3iOiclS/XyTcNofoslzmj2vF07+c4ECW6M2KMuu4q2cjIowB6NVXltxIXXHOgQvtilMt5bliz0mF6qL/cZdYXYz9ZivPD2rOHV9twe0V6Nc8lNs6x/L1hhQKy5082b8J/5u7kzPjrG7vEsvQthGYtEryy1zsSi8mUK+mZ1Iw4X7aWmmIfcXitou1dZc/DxlbRWu2zW1isf3jq2HdFHG/qI6iZWcIAUeZaLmufEXMBf35XlFs/0FrhmueF9N36qjGrtvrJc/ipNTuQauSE2RQY9IpybPlYbXq6PfBXzUWUFp6Zxyt9kwSrdAzyz4C9H0JsnaLz2ArgNnDRMGUyeCOhWLEaqsRYurO0RVw/RTx+dM3Q9tRYqnIvGRxnbrHwxDRvl4nF5ca1lIxz9Xj8qIzqdGbVKjOEg9SWO6k2ObG5xPw16sI87u8lnzOVQ8kcT0H6kRcGxjfb02j1O4mOkDPcz/vxeLwMGVEGxqHGpm66igP921Mid3Nt5tS2Z9VSpiflpGdY4kyazFolExfc4z1R091ZFHIZbxzcxsGtgxHfw6pOhL/gq1IDLyxF8Gfb4vVh274CI78LqadtB0FyyaKLuMxC8VIWnsRWDLFqOLtX4vrlKZw0XKN6ylO6oIa1fqtFlmd/LQjg6l/HMXqEkV92ugkvNqD9DbFkW0xMPjrIzUeP3NEFH1W3QC3zAZrLmz+FAqPQlCS6P7OPyT2sn1gi9gpyBgmNoEvyxYt88j2Yu7lj3eK0dMj54p5r247aExixHFAvBghfOR3uGupGBwlIXGOSC3nJP4TPRoF8cma46gUMibd2BoBsLu9KBXwwqDmWBxunpy/h5s6RHFt8zCKbC5mbkxhys1tWHUwr5KwguhWfvLHPbSK8qdJ2KVdecnr8VBeVEjOsSNYCvMIb9SUgIhIjAH11MFDHyj+qPQQ2Ei01H55GHo8Klqxn/c6lWZSfFLcL7yVWMlowb1icE+jvmK6Tnhb0Y3c8+FauTVBEPC4XCiUSpDJWbYvh0m/HaoYH9o2BLd8D0P8W6D54U7Kr52BSiHD7a1+Th9hEs/DkeUI8VcjazIA/O4WC/ivfUuskxzbTaxd++sTENFOzAH2jxYt+1+fhGteEMW46IT4ufxTyN9ZJjY9OB1rgSSuEnWCJK4SABzKttC7WQgJQQaGf7IBQQClXIbV5cVfp2LOPV0otbv5ZsPJimPig/T4fPDj9oxqzykI8Nu+7EtaXL0eD9lHD7Fg0it4XKdSjoJi4rjp2VfwC65Hl74hCHo9LSbu5x4QLc99P1XO3/zlIbh3Ffxwhyiqne8V12x1ZtE96nWJVtsFNoIQBAFLfh5Ht24kde8u/ELCaNVvIGm5lavx3NI1gBYyG5r07VB4jJDD3zGq41hmb82qcs6u8f6YVAI7rl/CD4dc9CjRMShchfqPF8R8V7VBrFbV42HRkgdx3Vlnhvl3ikFMTQbAkWXQYYzoFj5b4IxUtUSijpDE9Qonu9ROWqGVdccKuLVjDNtPFjN1ZHve/DW5IoBJLgODWsE1TUNYc1gMoonw0/Lp6I64fD4KrTXnuWaV/Ev7r0uA8uJCfn7rtUrCClCYnsqf337NgPsfRa3V1XB0HaD1E3+CGonWW8HhyuMeJ8wbCbfNgR2zxeITahMkXC2K7eo3YPgnoov0AijKTOf7lyfisJ7Kh9z7xzKuGnM/WS2DWXJADFiK13oJ3rMCnGIql27vLB6+dQReWRTzt2fh9grIZHBtkyBeGRDLu2tS+Xmf2E5u/k74LNzEi31m0SVai0qlFksZKtWiqzy6C7QeAcufFWMYkhfDnfeKjeGTf4HB74sTCl2AWGzjTPwiRReyhEQdIInrFUx2qZ27vtlKsFHDA70bUWJ38+Li/TQKMfDJ7R3JKrXj9Qm4vT72Z5Xy/KDmuL0CG48X8PW4Tvzv2x18dHt72scGsCO1mpcX0KfJpd3aqzA9Dbej+gnC0S0buXrUXfUrrqcjV4rpOoeWVt5emiFGGQ/7VGz+YM2DnP1gLRSLS5gvzA1qLy9j5RcfVxLWf9g293PGPv9ehbgGyAXI2S0GXQEIPkLm38BD92+hf9tY7C6BAJ2OOJ2cY3l2ft5XRJBBzYPXNCY+WI9R68PP6OCQz0mQQkuITIYKRDf5sOmi6/efiGiPUwyCGvIhfDFFjJi++ikxp/eHOyq3qlOoYcRX4jq0hEQdIInrFYrPJ7B4VxaHc8pRR8rx16v5bV82AMfzraQX23hgrthVpENsAK/e0IL3fj/CPVcl8PygZizenUVKoY0fd2TweL8kxny9tUoEaHSAjvaxl3YkprWk+kkDgODz4fW4axyvF5oPhfXvnHKT/oPXDYZAsWh/SBMxiKmWKmA5ysrIPHSg2jHB58OWdZIos47MEjsOjwxTxnYxJWbTdHGtQPChTV2DPqY9v2X8xMrUlQxLHEHGsesIMqj54LZ2fPjHER7sF8K8E1+wJmMlXsGLTqnjrpZ3MbLpSAJ1gRDStKpFmrFNDPq6ZaZotc8dAUn9YdT3YvpOwTEx37ftKDDH1NpnIiFxJpK4XqEUWl38uCOd/xveCo1STnaJvaKyCohVVgL0KkZ0jCbKrCPH4mBFcg6JIQaGto1k4S6xZNysjak0D/dj5l2defPXgxzNK0chlzGwZRjPXN+cCPNFsupqidCEmiNqDeaAi2e1/kNggtg0/efxohUHYrrNgP8Tg5f+oRZFRPD9e9EQleBFqRBfLd/ttfNw0+uR7/sR+r8BK18CQUBuzePj3R8TY4ph8lWTCdfFMiXZwkN9GzPpt4Pc2MnMzGOT2J2/o+K8do+dGXtmAHBv63tRK9RitLBcUTnd6OAv4lrsjZ+JZR2dFjFoqc8LoFSBQiu1mpOocyRxvUIRBIE7u8ez9kg+64/m8+Ft7ekYF8BXf6UAMH97Os8MbIZSLuOpn/Zyd894ejcJ4ZO1x+nbLJTT36/P/ryPlhF+PDWgKf5aFSqljMRgAwH1XMKxLjAFBRPTog3pyXurjPUaPQ5j4EUuPC5XQHQnGLdcTF3xusV1RL9oUNRNsI7GYCAwKpqizOoD2eKaNefVeB3ZpQ4CDCpcoa+g/XYIyJQ4JmzCdmg18pA4btN35Jn1z7D4+GKaBTTjxtaTCfHTcSyvnKQIP6Yf31Ht+WcemMmwxsOIMkaJa7Cd7oWtn1XeKW2TmJZzzQugqd+KZxISINUWvmIJMKhJCDawMjkXh9tHkdVFic1F77/XSDcdL6RttJmpq8X1rJ92ZHB3zwQC9Cq2nSxmQMuwSuc7kG3hvjk7GPnFZnItTsz6y6Okod7Pn0EPP0n764eiVIuTBVNwCIMfnUhihy4Np9mAKQzC24hrmwFxdSasIFrs/cc/hKwa66/dgCFY5FrunrWNt5cf4rHvd3PHglwKb/+R4pa3MHF1ObN9vViCHbvHTq/oXgCE6gLpFSnDYvdg1qvIsdVcTN/usVPu+nu9V2MQI6ivfUW02EEMYLr2VbHna03C6vVQYnNxstDKifxyCsrP3nxCQuK/IFmuVygqhZz1R/Mrfv9g5RHev7Uto7vG0iUhkD3pJdg93oqIYYvDw6u/HOD9W9uxK62IsT3iWXEgl/wzXkodYgNoFenXcESnFjAGBtFr9Dg6DbkRr9uDSqO5+BbrRSa8URPueGsqm3/6jqwjhzAEBNJ1+C1Et2hNkUeFSauk1C6uR29PLWZrcQBF3hKK7HpuiHfx+F+vo5QpeaTDIwxrNIxGCj3Ri0dROuw3yp0eArQ1f75ymRyd8jR3vDFEzPltc6vYvECpBWNE1QmGsxxK0hAOLeN47E288Hs2W1LENdukUCNvDG9FXKCeIKMGtVKyOyQuDElcrwB8PoHyYicF6WVYCuyExJowh+or1THOL3fy6A+7ufeqBHo0CmJQq3AO55ZhUCsqKu2cKLAyfvZ2pt7WDrfHx7wJ3Zi/LZ0/DuaiVSm4uWM0/ZqHEhvUwBpv1wJKlbp+c1obOEq1mtC4BAY+8AQuuw25Uonez5/8Mgd2t4v3b2nH0z/todjmRquSI3jM9Ijqjr6TjWVpogvXI3h4f8f7GFVGFvSeBgWHiUhbQquIJKxWE2H6MHJtVYvtXxNzDYHaMwp4KBT/XgzCbYdDv8Ki+8gcuZqb5xylxHYqGO1oXjlvLk1mys1tSSm0YtQoCTFpCDNpkVfTJlFC4mxI4nqZI/gE8tPK+OXDXbgcp4I+zGF6Rj3Qms//PEHZ310siqwu1h8rICnMRLHNxc87M7mpQzRzNqdWHPfC4OYs3J3JHwfz0KsVPNW/Ce/c0gaFXE5sgI5A46W/zipx7qh1OtQ60YrML3Pw7IJ93NQhmmmrjvLaDS3xChAboOOd3w9zIMvCggfb81NmZZdvubscp1yBL6YrgeteYtpNi/lgj5OXO3/A69sfrySwbYLb8GyXZzFW1/j93yjPhcUPQFQnfk+nkrAC9Gkawo3toxg3cyu5FtEbE2JU8/aINnRrFHTFFZ2XuHCkb8xlTnmJk6Uf7akkrAAluTY2/XiMKcNa8b/5uwEwapTc3yuR8bN38Hj/JDKKbQxvH8WJgnI2HCsk1KTBpFXyx0GxubvN5eX1Xw9WnPPVoS0Y2yP+snIJS5w7h3LKWHUoj1s6xZBSYOWR73eTFGpkQq9ENp8QC0P8sCWX1iFt2VtQOUAszVOG4erHCJ03msgFN/Bi50cp9Q3hs16fUeQppMBZQIJ/IiH6EIJ05+iSt5eKPXHVRrG2ss+DI6Q169I8lXZTK+SM6xHPPbO2o9coeHpAU5qFm3C4xYYAOaUOEkOkoCiJ/4a0sHCZYymw47BWn4uZdqCQLpFmvr23K32bhfBgn0bM25qOy+vjh23pjOuZwOM/7KZno2C+uLMjk25szYr9OTVea87mNCkw5ArF7fUxd0saAL8n5zC8fRQAraP9+T35lOU5a2M6vSNuQC2vHPDmETy8l76cvNtmQmAi/hv+j9jvehP112QCvU7i/RNoFtTs3ITVXgqpm2D+GPiyr9jUwCG2QFPZC4gyVX7t9W8RxpK92Rg0SqaNbM8fybncM2s7D363k7tnbuO1pcmXfKUxifpHEtfLHHtZ1WbHFQiAV+CqxsF8fHtHhraNZEuKWFnnZKGNI7nlPN6/CZ/+eZwH5+5iZ1pxpVzYM3F6vEgtlq5MBEFc2wdYvDuLq5OCGdImAkGA0/0YHp/A3A1lfHzN58T5xVVsL3WWctBykjsPzODnbmNIvuN79o6ayZTQUO7Z9BJmjfncbsTjwpe8GL4ZCCl/inWV980XI6gBxfGVjG5VuQVadICOo7llPHhNY977/Qi70ksqjf95OJ83liZT5qjfgiHlxUUUpKdSmJGGtbTkrPtLNCwkt/BlTkB4zcFFGr0StU78CujUCrQqBYEGDcV/r0d9sf4EVycF8+kdHXF5fagUMuKC9Kw7owPOPwxpE0GAXurfeiWiVsq5rXMMvyfn4vUJPP7Dbu7sHkffZqFYXV5+T85Fo5Tz8Q1RdDQVESAYmdTtVfJcJQgIuLwunu78NE/9+RSv7Pmo4rxKmZLp104nRH9uZTRdpVmoVzxbeaPPA8fXQLvRsHsuMUdnM3ng7bz4exZen0CuxUlcoJ7EEAP7MkurPe/yAzlMHNisXvoTe1wuso8eZsVnUynNFT1FQdGxDHzgMULiEsUORBINHulf6TJH768mrlUQqfsLq4x1vSEBg/8p91ywScN9vROZ+NOp9bD1RwvYfrKYj25vz7iZ25g2sj1JoUaO5lWuKxtsVDO6axyqOsyvlGjYtI7yp3N8ANtOFuPxCXy94SRfbzjJuze3oVdSMHe00tHryGTUXe9G2PIJs4MDWJH6e8XxLQJb8G7vd9mTv4ejJUdJMicxJHEIEcYIlGfrbgM43F4cRdmozywFCbBxKt4xS5DF9sC0aRrDIl30GP8gO4t1lNhctI8L4HheNcf9jSCA1empcbw2KcnJ4sc3X6hUCaswI40fXn2OO9/5iIDwyHq5D4kLQ3ILX+bojGquuaMZba+NQakW/7n1/mquGdOMpE7hyBWVvwLXNA1lUOvKxcztbi9en4+Pb+/AW8sOMXFgU+7vnUhMoI4wPw33XJXAwgd6EhOor7fnkmh4hPppmX57B965uQ0tI/1oHGrkif5N6NYoiPdvbUsvUyZqvxDYORuZrZCYM3JZk4uSeWDVA2zO3kykPpIxzccQ7x+PRnFuEegF5U5sNXluBYEsm5z79jUl7frZ0PU+dEYlB12zCQlNw+Oz0SikZi+PXAZGdd2/Lt1OB1sW/VhtiUmPy8m+Vb/j9XqrOVKioSFZrlcABrOG7sMTaXttNF63gFItx2DWVBvVG2LS8ObwVjx4TWPWHy1Ap1JwdVIwISYNWpWCtjFm8suc3Ng+ipGdY9Eo5QQZ1aiVksUqAWF+Wm7pFMO1zUPxCRCgU6FQyMHtgN3fQEIv2PQJlOcytNdjfHX4e4QzVur35O9hWKNh+Gv9/9O1nW4fBS4DkfpAsSXdmeNyHSsPZrPy72j3mRPimXd4HvOYx4hGN/Jg+A10iDWzM62kyrFDWwUTrK77NVeX3U7OsSM1jmcePoDH4UBhuPxyyS83JMv1CkGhUmAK1GEO02MM0P5rukygQUPLSH/u792IsT3iSQwxYtKqUCnkRJl1tIsx0zTcj/hgAxFmnSSsElUINGgINmpEYQVAENc+7SVisX2fh/Ad3/J2p4koZZXn+IMTBtM3tu9/vqZcDl/vsVNw3SdVm6QrVOj9gzH/HROglMuwekoqhotdpQQe/JaPrtXSPfFUJyeZDAa3DOL5jgJGWd1HwivVakzBNa8vm0PDUailuIZLAclylZCQqHtUOuhwF/zxCvR4GLJ2ot/3E31dNpZc9Q77rBnYPHbaxvQmxBj1n61WALdXoHezCF7a7eG5kasIPvwd+qJDEJwE7ccQVn6EB/s04v9+O4THJ6BXnspdLXYU42p1D1HfD2NGl6co7NWXco8MP6WX4JNLMGbJIWliLX4g1aPRG+h6462kH6jaKAKg/cChKFWXR93uyx3Jcr1M8bi9WArsHN+Vx6FN2RRlWWvMd5WQqBeiO4vF9V1W6HAnAJrDvxE9ewTXr3qfEYogGp+nsAKo8HIox8LVzWMYs7iYx4pGcKTne+BxwdcDyNcnEuan5YE+jejTJIQIYwiNzY0BGNZ4GKvKT2JrMgDz+ldo9P3VtP3zHhKOzcakAneHMaCoH4vRHBZBl2G3VGqMoFAq6TV6HEU5mXjd0t/xpYBkuV6GuJ1eUg8UsvLrA/g8p9azmnQNo+eIJPR+0sxX4iLgFwEj58KRFRCYCGMWQcFR0JggtisYQ8VqSueDvYTgk0vILUli+8lixl+dSOsof9yCG1+bWykO6sBRm4En5u/gpg5RPHBNI+79eg+Tb5vEW7ueIsIQzv82P8ArbR+iZ8vhhKiNyAuOwaGloqjm7Pu7IUDd15cuSD9JeXEhwye+TFlBPjK5HIM5gP2rfyd1326im7bEL0Sqc93QkcT1MqS82MHvX+xHOKOiw5EtuUQ2NtPy6qiLc2MSEn6R0GkcWAtB8IkBTvJaWLO3FmBa+RSvjljEC5uUvLhoPx/f3p4O2mzkW6eSedV0cgpcGDRKEoINvLYkmYwSO0/Ny+THMdNwUIBP8PHK7mn82HsqIb89B3mnSnuqj66EJgNh6DSxvV8dUpKTQ/K61SSvW43e34zg82Evs1SMezyS5XopIInrZciRbblVhPUfdq5IJb5NMAb/K6/AvtXpwVZeitaSiunAHDBFQMubwD9KXBOUqD8Mtdyyz20Dj4OIn2/kg65PUdjzOszBcvxWfQxOC2sPZLArT+DG9lHEBxs4kCWKVZsII+bDP+MMDCHaFE24LoyIlA3ITxPWCo4sh9x9dS6uoQmJFf9vO6Myk97fjEp95f3tXopIa66XIaV5thrHrCUuBN+VVaTQ5vJwILOUJ+fvZsRXe3lglZNtsfdgsdnhky5wYq24LvcvuJ0eLAV2inOslJc4EGqavUhcHLT+otvWbcf/rzdIXH0/Gl8Jyuyd4HOjVcr480gePRsHE6A/tSwyoYMev+0fEbLxY/6v7SPcFNUL//0La77O1i/BU7dRwwHhUZhrKBTR89bRGAMCqx2TaFhIlutlSGyLII5uy6t2LDTBhFJ9GafOuGxgzYOikyCX4wtszMZMOePn7Kiw5tOKbKw/VsT/DRzOze0sFHpM7DuYz850C41CjXRLDCLSX4vy7zSSsiIHWxYf5+i2PHw+AWOAhh4jGhPTPBCtQUqLaBCYwqD7Q7D+XejzLOiDcHns6PwikadvoW8vNZMEeP/3w7x/a1s6xgWwI7UYP7kLHKXgKKX1X5/QZMAk8P5LJSafS3Rn1yHGwEBufuENfv/8I9L27QZArdPT/ZbbSerSs1Kgk0TDRSZIU/CzYrFY8Pf3p7S0FD8/v4t9O2elrNDBT29vx2Y5wxqTwYinOxKeeH7RmA0eewns/QF+fwG84rpU9i2/MnShnYLyqpZppL+WWWPbM/qbneSVnbJGtCo5c+/pSrvYABxlLpZ8tJvCjKql8QZOaEWjDlJgSYOhPF8s1p9/GNZNIf+2OSh8HgJ/HEdZ50f4RnUrWq2BNYdymdCrEY/M28V3t0TQeuG14P37+9HkeoTABGSbP6n+GrfMgpbD6+VxHNZy7JZSPC4XGr0BQ2AgCoVkD11szlUPpCnQZYgpSMuNT3YgqtmpZHi/YC1DHmpLYORlXNklL1lsL/a3sFrb3k2eqUW1wgpwW5dYJi48WElYARxuH/fM3k5emQNLvr1aYQXYsOAY1hKpxV6DwRgipvtsmg5A0N75mEJbQo9HMG2fzk0t1XRN9GfTiSLeWXGYj0d3IMtrwtf29lPnOLoCWaO+4nr8mUS0hZgu9fQwoDUYCYiIIiQuAb+QUElYLzGkf63LFHOYnusntMJe7sbnFdDolZd3EJPDAuverfi16Nr3+KakHddScyWqFhEmPlhZfam5EpubIqsL14nqu6SA6CFwu6Q6rw0Ke5EY3ATI469G/sNoiOkKY5eg1MkpKM4EIDnbwthvtvJQ7wT693wUStPh+CrR5bv0cRg+A1LWQfIiUKih0z3QfIgY7SwhcQ5I4noZo9Gr0FwpLeA8Dig5Kf5/aHM2Krvw9bYshnVJIsqsI7OaZtce77+viJTa3AQHaGscV6jkKBQ1i7fEReD0Iv/mGDGPtuAoNLqWwL3zUbUeTdeEQLakFCEIMP3PFG5o2pLG3R5E1nUCWLJBHwiWTCjPg14TIf4q8I8WayFWg9Nmw+txo9bppOpJEhVI4ipxeaA2QHg7KDxOQZv7+HBTMa2i/PFzZPHikOY8Om83Lu+pQBSZDGLNavx0Siz2UwEscUF6rmsRjlYlJy5Ij8ksQ6GS43VXDWJp3iMCnd9l7A24FDEEQVBjKDx2KgLcEAxuK+o935Fw1SM8dJ3AodlllNrdCAIM+eogy8Y1IiF/DbKtn0JphvgFaTsaEvuIxS+qwV5mIT81ha2LfqK8pIioZi3oOGgY/qHhUs9VCUlcJS4T1Aa4+nFIXojbGEV6kQ1/nQpd+jqiY27ky7GdWHs4j70ZpTQOUnFXWwMxJ+bybO/ePL88A6Vcxms3tMQnwC97MrE6vSjlMLJDFEMeasuv0/fgOU1gIxL96TgwDqVKCltoUBjDxKCjmYNBpRULVBhCRME0hnEkZxvTjvzAR3f+H1uOudid6iTYpOC418dO/zBuuONn1F7XqWpMNeQ/O21Wdi1fwqaf5lVsK0xPJXntKm577W3CGyXV1xNLNFCkaOFz4FKLFr4isWTDnnngF0FRuYO7diVxKLuMP8aEolKpyVVFEa6yY9g/B03xUdRHloLHQUnPF9noN5AS/FiZnMeaw5VTmIKNapbc3w0DSgoyyrCWugiN88MUqEEvWa0NE0EQ11CL02Dfj+K66aB3YMunfNl2EFMPzgKgfUgHGvs3x+IuYl3mWuweO7/e+CuxfrFnvURRdibfPH4/1VVrCU1oxIjnXkfvf5lG5dcTvr972sobWOrRueqBZLlKXPo4y+D3F2H/TxDehsCrHueZfgmMnrmbhcd83NzMx460UvoHFRC+YfKp4/RBmM0BDAouZYsQzvOHq+YGF5S7mLr6KK8Oa01iOynt5pJAJgNzrPgT0kSswCUIIFPQzBRXsduu/J3syt9Z8XuwLvicG7PnHD1crbAC5KUcx2EtR+/vj8/pRKZQIGtAbmJBEP615eTFxlrqpDCjnOQNWchk0OLqKIIijOj9L6317IbzLy5x2WEtLaEkO4vDm9ajUKlo1rMXfsGh6Ey1bP2X58GBn8X/z9kLP42jdfeJLB53Ox6XG58AA2NVKGVB4otXEEAXADd9Lopyo2tZXFZzwfhf9ufx2LU2wjWSJXKhuF1ebKUuck6U4rC6iWjkjylQi85URy9OYyhc9QRYcyGqPY0t6YTpw8i15VbZ9YG2DxCir7mX6umcVZw8Hkp+/hnL8hUoAwIIuH0Uqrg4lGbzeTzEheOwurAUOEjekIXL7qFJl3BCYkwYzA3L+2ItdbLy62QyDxdXbDu2I5+41kFcc0ezSyrjQRJXiTrBWlzE7599xIld2yq2bV/yM+0GDKH7zaPQ+9WiUDnLKlfN0Zoh5mpOLJzJid07QRBQqtS0HTgUw00/YPz5Nuj2APz5tlicvflQZLKaV0fE16i0enKhuF1e0g4U8vsXB/CdVoIztkUgfcc2r7sXp0IJfmKzinBDKF/1+5SJf71AclEyAFqFlvFtxtMvrh9y2bm5IMMbNz01UTuDsEZJONf/Rckbb1ZsK128mKD77yNo3DgU9ewudlhdbF+Wyp4/0iu2Hd2WR0iMkUEPtMH4LxHx9U3GoeJKwvoPqfsKyU2xkNju3CY/DYGG5cyWuGw4uXdXJWH9h90rllKYkV7NEReAxlQpTcJ61Ussnr2AE7t2VLz8PG4XO5YsYNf+XDwd7oXw1pC+VTwgeQk3tan5j3ZYq2DM2obrRrtUsJY4WfH5/krCCpCWXETyhmx83rotKwiAzkxcQGM+7f8pi4YtYv6Q+SwavoixLccSoA04+/F/ozebuXrU2CrblRoNfW8dQ/nnX1QeUCgo+WE+7rzqy5LWJZZ8RyVh/Yf89HIObqynz/0ccFjd7F1T87th75oMXI5/KU3ZwJAsV4lax2YpZcevi2oc37XsFyKSmqJU1VIOrkIttgM7vAyUGsoNjchLqf76O5ctpsXkDzG706iosJx/kHitlSEtAlmaXFRp/xCThvt7J6A1SC7hCyVlT36N3Zr2rEqjeY9wjOb6saICtAH/SUxPx+31UeiUEd/zWiKaNGfH0oWUFxcS1LgF7fr2x/HCi3hyRbezTKMh+P77UXfrRrFfMAd8KmQphYSadYT6aVAr6r7Od/JfWTWO7V+XSYueERjq6XP/N3w+AY+rZqH3uLxVJmYNGUlcJWodwevFaau5M4/DWo7P64HaEFdnGax8CTrcKeY15h+kJD+/xt09Ticn8sqICQgkXK4An1hhKWj+MF4dvZJhrQL5ensx5U4Pg5sYGdouiqgG8OK5HLAUOmocc1o9dV0Pv1bIsziYvekkszamYnN7WfZQD3Y3Goy/WsafBU6Ccm2Ydv4dJKVSEfXuuxSnZrC+VMWLC/dj/buil0Gt4K0RbejbLBSDpu5ew4JPwGGvuf+rx+mtccJT32gNKpI6hbHllxPVjjfpGo5Gd+lIluQWlqh1NEYjiR061TjetNtVqLW11D/VWgjJi+GnuyGqPdwwHWNkoxp3lysUeGRKvt5VjqPlqFMDZdkEf9WF/kU/8PnQIOaMSmJ8z1iiwkJAcxnXY65HYlvU3CotJNaEUt2wX0eF5U6enL+H6WuOU+b08HT3CMoLipi5NYupf2Wy8lAB67McaHteBYD/4EGUr19PYbtuPL78ZIWwAlhdXh6et4uUgurrVtcWMrmMpl3CaxyPbxOMRt8wBEsul9G0axgGc9XgNlOQloQ2wQ06yvlMGva3WeKSRKlS02HQMNQ6fZUxU1AwCR06197F/mkB5raLtYW/vQm92ocpqPo11MSuV/PbsXK+3p5PXqen8HS5H5R/B9L43AjWPExKH+bgMBRGqW9mbRISY8IvuPpJ1VW3JKEzNuxUi5xSB+uPFQCgkMu4NkyB2lnZGp+9twDuexiZToexb1+ccgVfHqi5PvVnf57A7q7bdcSQOD+CoqtGw6s0CjoNjkdVh5bzf8UUpOOmpzrSrl8Mej81en81HQbEcuMT7TEFXloeJKmIxDkgFZH47wg+H8U5WWz4YQ7Htm1GLlfQoldfugy/Bf/QsNq7kCUbvuovFg0ACExk8zXfo5fL2DLjbSz5p1IuYlu3I/7Ge7hj3iGevK4pB7JK0eJmTGstOsGBU67lQJGCa5oEERxa82y/vsgptXMgy8Kqg7mE+mkZ0iaSCH9tnboR6xpLgZ2NC49zYlc+gk/AHKan121JhCX6o9Y27Of6dnMqLy7aD0CEv5bZ8aXIBR8P5IZyOLesYr/2USbe7RlEmLOMnN37edjVhIPZZdWes0WEH9/e25VAQ91OLMqLxTScA+uycDu9xLcJpvPgePxD9cjlDc8a9Hq82MvdyJChNalQKBqOHXiueiCJ6zkgiev547LbcdpE15fO5IdSXQcvkYNL4YfRABT2fZc7djWlzOHhud6RtA2EjOwCDEEhGPzNlPhUqOWQY3Fy75yd1Z5u/oQuNPeX4XG5UKhUGAICUdRV4InXDWU5ouWt0onl+5RqMkvszNyQQlSAHqfby4oDOexMK2HKzW0Y0joC/SUssG6HF3u5C59XQK1VoL9Echd/25fNA3PF70yAXsWPHWQI7/wfnqmfMWZpWqXWhj0SzXzdL4LcOd/xYaPrWLi/+jiAG9tHMvmmNmhVdR/Y5PP6sJe5EQSxS1ZDslgvJaQKTRINArVOh1pXS+urNZHQC0b/CL+/hCsgicM5ZfgEeHDRcT69owOTtmTx5vBA7p61h/xyJw9e04i96dW76t4cmIBr/wa+XfoTttISNHoDHQcPp02/gRjM/zG61FYMlgzYOx9cNmh1IwQn4dOHYnd70bkKke+cCRs/EgOz1AboPAF798fJLfVRUO5i0e4sDGoFN7aP4u6eCTy9YA+d4wNJuIRfjCqtAlVtrbnXI62j/NEo5Tg9PoptbsrCEtFZLKgmPsIPL77OEZ+eA0UukgLU9Is1kD91KrrWbbinpZnFB/I5M9BVLoPxPeJQ2sqhHnJf5Qp5gysacTkjWa7ngGS5XgIUnYRDS8iLHcTN36WRViRGK78+rCVOt4+VB3PZmiKm2dzXK5HNJwrZk1FZYIe2DOEGxWH2Lv6hyulbXdOfPmPuRWM4x+AmWxFsmAobPqzY5AtrS8bAL1l8AoxyN7dbZ6HZ/lnl49QGjo47wE2fbqXMWXktrmNcADe1j8LjExjbI/7c7kOi1nB5vGw8Xsi9s7bj8Ql0i/Xj7UYebE89Cm43yuho9E88jbtpS5SL5lP2xedEzJ5DeW4eB4MSeW51eoV1G2xU81bfGBJ++AydTkPoU0+hDA6+yE8ocS6cqx40HEe2hMSFoNTA5k8I/XUcj/U4FYi06Xgh3RICKoQVYF9mKV0Tg6qcYlTrAJKXLar29PvX/oHNUnNgShWKTlQSVkwRHO77OYNmpvDeyqP0CPeh2flVlcNsrUYzdc2JKsIKsCO1mGCTBpdHatB+MVArFXSND2TxQz15Y3BT2ofpKA6NInbRIswTn0U35QPeyDez7EAO7o1/AZD/1JO4mrQkyk/Nors7sPDGeBbdFM8PnVUkvP8yrhXLKV20mLKVK5HsnMuLBi+umZmZ3HHHHQQFBaHT6WjdujXbt2+vGBcEgZdffpmIiAh0Oh39+vXj6NGjlc5RVFTE6NGj8fPzw2w2c88991BeXl7fjyJRl5jCof8bkL2H3vK9TLgqFrkMdqWVoKCyGG08XkiPRkEEnRFEovLY8bic1Z9fECgrKji3e/F5YXtl4Szq9gzPrCyg/G/RNHgt4KsqoKWNhrEyueYqPiuTcxnUqvr+ohJ1S4nNiTsvj6DSAq7b+DMjF0/D8Mi9ZO89xMcBHVjrNLL8YD5FLhmyv5cQPHl5CG+/gVajwvfjPLRjb0Zz5824Hv0frv37Ks5d8MWXeP4lP1vi0qNBi2txcTE9e/ZEpVKxbNkykpOTee+99wgIOLX2NWXKFKZNm8ann37Kli1bMBgMDBgwAIfjVIj86NGjOXDgACtXrmTp0qWsW7eOCRMmXIxHkqgrZDJo3A9GfE3Q5sk8EnWUNfc3590BwfhrZIT7VQ7jf21JMh/c1o7rW4WjlMtQyGUYDf++DlhdalG1+LxgP60+qj6IgsQb2XuaG9qjqD6tQGaORaOs+c9SpZCh/JdxidrH5xNIzSnFt2c3uXfcjvfLT3BnZ2Pbug1Pfj7KFUvomxTIrE2pACw6XIT3ltEVx7s2bkDz2TQUmWk1XsOTlwe+S6CKhsQ506D/St9++21iYmL45ptv6NKlCwkJCVx33XU0aiQWCRAEgQ8//JAXX3yRYcOG0aZNG2bPnk1WVhaLFi0C4ODBgyxfvpwvv/ySrl27ctVVV/HRRx/x/fffk5VVc1kwiUsQnRlaj4B7/8AY24Y4PwVXWX4jcuOrvD6kcvPqlAIr983ZQa+kYFY/1Zv1E68hKjyEsBqaXJuCgjGea0CTUg2tRgDgiutNzuhVCGeUH9qSJ4eIdpWP848h0FfITR2iazx17yahFFlrsK4l6oTMEjvawhzyJozHk5uLdctWjH36VIzb160j3qig5O9KSPllTjbKAtGPHlOxjyM5GW2LFqdOKpMhOy1yXtuqJU5FLZUDlWgQNGhx/eWXX+jUqRO33HILoaGhtG/fni++OFUQOyUlhZycHPr161exzd/fn65du7Jp0yYANm3ahNlsplOnUxWD+vXrh1wuZ8uWLdVe1+l0YrFYKv1IXEL4RUJQYwiIg6ufRNbnaXpEq/n+3s60jfZHIZcR6a/lhUFN6d8ijNhAA5FmHX4BZgY//HSVAhRao4nhz7yCMbDqOm2NxPaAiLak9JyCTu4joPQQjUJOBUO9s76A3Os+AfOp/qK0GI66+ChjukQSH1TVSr6lUzQHskpRNrDm0ZczgiCwN60YYcVvCG5RPL0FBfjKLPgNHUroU08RPXUqZlsp3U9bx397Yw7Ku+5BNet71A8/DoNuQNPzajTNmqF+4y3ccxaQN+M7mPszmkeeQP7Aoyw+Voa3gRTRv9Swl7sozCrnxO58so6VUF7suOhr2A06nv/EiRPMmDGDJ554gueff55t27bxyCOPoFarGTt2LDk5OQCEhVUuShAWFlYxlpOTQ2ho5SbXSqWSwMDAin3OZPLkybz22mt18EQS9Y5SDeZYjEC3QJg5zozD40UhkxFi0lQppxYQEcmoN96hMCONvNQUAiOjCI1PrLHiU434R1F228+8t/gEn/RT4f/Hw0y+bg63zzuJxyfgp1Uhd5XBNc+DTA7FJ6Hp9fB5bwy3/MJz1zcno8TG+qMFGDVKBrYM50SBlRX7c7hLihSuN1weH2XlNlzJyZW2lyxaTPiLL5Dz2us4Dx3C0KsXY5+fzIoDOTg9Psb3SuD1temsPpRHs3DRYo3fVsLjM77hvnl7OLbjVP3ca5u25X/RiXw4bxd9m4cRYb700pQuJtYSJ6u/PUja/lNBi3o/NUMeaktwjPGilUxs0OLq8/no1KkTkyZNAqB9+/bs37+fTz/9lLFjq7Z7qi2ee+45nnjiiYrfLRYLMTExdXY9ifoj4Bwq4ZiCgjEFBRPftsMFXascA+nFDmTpu6HwGG12v86vd73CR9vKGdFMS8iKO8WoYq0ZYjqLEc8+LyF/vkBAz0+ZtrOAFpF+ON0+nl+0D4VMxvz7/p+98w6Pqtr68Du9l/SeEEINvYMgooAgoIBYsPeKvVyv97NcvXa9lmvvvaJYQZCi9N5r6AnpdWaS6e3740hCTKKA6dnv8+SB7H3mzD7J5Kyz1l7rt0YQZRS1is2FUiEHlRp11644V6yoHo+97TaOXHc9oaOJkYEAWw8W89olA3lz2UGGpEXw8eps/MEwewod3D2+O2O6x3D1Jxs5XFa7qcXirBIMWhXjesbhCQjP9UQI+ENsnJ9dy7ACuBw+vn9xMxc+MLTFZBNbdXwpISGBzGP3KYCePXuSkyMlBsTHSxJ1RUVFtY4pKiqqnouPj6f4Dz0UA4EA5eXl1cf8EY1Gg9lsrvUlEJwoMpkMjUqOXymFeLUHfqb71+N4xvQVo+JDkmEF8NjAVUbYI20/KAq3MGD9Pbw+wcTpnbRM6RPHB5f15edbhtM1ztRCV9MxUchlDEqLxDJ9OiglX0Q3oD/uLVtqDCvg3raNPoYQ932zjaHpkUQbNUT//hD01Ll92ZhTzuEyVx3DepR52wsY2zPuT5PZBHVxObzsWll/7ozXFaA8v2kbI/wZrfo3OXLkSLKysmqN7d27l7Q0aZ8qPT2d+Ph4Fi9eXD3vcDhYu3YtI0aMAGDEiBHYbDY2btxYfcySJUsIhUIMGzasGa5C0FFRyGF012iKrAOk0C+Arwr9prdQOf6QOVq6n2Cn0dXfqoq2oQ5WkWfz8PjPWdz8xS7eXnGYnBIb+EQZWXOSHKmjWB9B0sv/Q2G1ok5Lw7Nnd61jQlVVRO7dxuBEI68s2c/3W/K5bHgafZMtFDk8bMmxU+RouOVeIBTGqFYSZxJRiRMh6A8R9Dfs7TvK3M24mtq0auN65513smbNGp544gn279/PZ599xltvvcWsWbMAyTO44447eOyxx/jhhx/Yvn07l19+OYmJiUybNg2QPN2JEydy3XXXsW7dOlauXMktt9zCzJkzSUxMbMGrE7R3Siq9XNDLxPf7vNjHPVd7UqkFa2rN914Hfk0EgSTpga/wrLe5blGIxxflkl3motDh4d1VR5j2xnpySisluURBs6BTK8lxhdke24XkTz/DeumlqNPS6hzne/px7ouq4KVJ6UxPVjEqxcgNozvz9cZc7G4/8ZaGw5MapZw4s7ZVCdS3BZRqBVpjw1nW0Ul1uwE1F636NzlkyBC+/fZbPv/8c3r37s1//vMfXnzxRS65pKaG7B//+Ae33nor119/PUOGDKGqqor58+ej1dZ8kD/99FN69OjB2LFjmTRpEqNGjeKtt95qiUsSdCCMoUqSF1zLzOjDVMSPInjdbzDwCug2EcxJMPYhkNcItgd3fMuRsa/iHP0gW72JbM+va0DLnT7eW52Lz2lrvgsRkBZtwB5ScvkvBaz3ajGffTb8MWs7EMBz392MtwYwLfiOwE1X0zPWQIXLhy8YIt/mpldi/VtMlwxLJcHatlqqtQYMVg1DJneqdy4iXo85puWSw4S28HEgtIUFJ4OjJA/z51OkvVVDNEx9DXZ8Cz2ngDUFfn0ChlwLWz6Fwu0Q04O9o55n9eEqlh8oZ9Hu+pWaYkwafpoZQ1xGv2a+oo6Lxx9k+b4Syp1+epsget7XqJOTKHriScJHBWvkciJmzsR6wfnkXHU1wYoKtFdezTOJY/h5VzEWnYr/zezPG8sOsvpAGQBKuYyLhqRw67iuxJqEcT0Z3FU+9qwqYP28w/g9QZBBWmYUoy/uhjmq8Y2r6IojELQwSmME4fTRyMoPgrMUNn8Kw2+C9W9LtbhBH3x1OfSaDv1mgs9JXOFSTu8+gXXZtgbPq1HKkQXqT4wRNA1alYJRXWMotLmhtAT7V1+h6dmTpGefJVhVSdjjRZWYSOWSxfgLCgj7JIF+3+wvuOXdqSzOKsXu9nPLZ5u5/JROXD0ynWAoTNdYIwkWbZtuIdjS6Ixq+o5NocugWHzuIAq1HJ1RjUbfsj9T8RsVCJoIvSIMfS+E7V9LSUh9ZkDAAzu+AV0EnPs25KyBLZ8SSD6F/ac+z+PLKshZspFHp/Zi7vb667Av6mMmSidKNpobnUpBeoyRgDpIbqdOuFavxrV6NXKTCZlSSbBCkrzUDx+Bcfw4HN99T8jpQvPCk3x1+/08vraE9dk23lx6gMl9E7j7zO6kRh6npKbgT1Eo5JiawEv9OwjjKhA0FXIV7F0A538AWz4HlQF2fS/NuSvgtydh5qew/WsO976DqR8cwPt7nePhMhfn9I3nh221DWz3OAPndlWgMMciaBmUFgsxt99GzlVXAxCqrNkbl6lUaDN7ouvZk6olvxJyOPCvXYPh9mt5+uLLCZ0/Am1qCpFmvfBW2zmtOqFJIGjTKNWS6tKc6yB5IHjscKzGcN5G+HwmruRRvLzOUW1YAR79aTfjM2P55KoBnNUrljHdY3hlajIfTo0mITqydqaxoNnRZmYS9/DDyHQ13pIiKoqUd95BlZCAKi2V9K9nY734IpSxscgNBqxGLWnJMSTHmIVh7QCIhKbjQCQ0CU4aVzmseB62fQXjHwWFGr6+qtYhhZM+YNICI+VOX52Xd4838dTZnekZIUeLB9QmMJ6gFKOgSQj5fARKSgiWlYFCiTIqEmVsLLJjsohDXi9Bux3kcpRRUS0mxSdoPERCk0DQGtBHwqi7od9F4K2Cwm3QdTzsW1h9iMLvwKKLqNe4ZhVW8vnmMp48ty/IxY35RHA5fNiKXexZXQBAzxEJWOL06E1/LYF5PMjVatRJSZCU1PAxGg3yWBHC74gI4yoQNDX6COkLpLZ4ugip9+y2L8FbSTRVXHNKKg/8sLvel186PA2FMKwnhNPuZdnnWRzcUtPgfvfKAjIGxjB6Zjf0ZqGEJGhahHEVCJqTmO6SgfU4IP00UGiQGWI406di4Z5Slu4tqXX4HeO6iozSk6DwoL2WYT3KgU0ldBsaT+f+IrQuaFqEcRUImhtjnPR1DLFa+O8F/cgpd/HLzkIMaiUTescTb9Zi1okm2ieC1+Vn66IjDc5vXXKEpO4RaHTi9idoOsSnSyBoJRztpDIwNaKll9KmCYXC+L3BBuf9niDhoMjjFDQtohRH0CEJh8M47V6qKjx4qvwtvRxBI6LRq8gY2HASUZdBsS2u3iNo/4hPmKDD4XL4OLilhE3zs6myeYlNNXHKjC5EJxtRN1KoMBwKEQwGUapESLe5kctldBsWx/bfcnE5amdg6y1qug6ORSYSxARNjKhzPQ5EnWv7weP0s/LrfexZXVdacNJNfUjv9/cSXXweD46SIrYtXoCtMJ/UXv3oOmwE5uja9Y+CpsdR6mbTgmz2ri9CBnQbFs+A8amYo1uXTJ6gbXG89kAY1+NAGNf2Q3mBk88fWVvvnDFCw3n3DcJwkq2/Aj4f+zesYe7/noVj/qw0egMXPvI0MamdTuq8gpMn4AvicUphf61RjVIlHnAEf4/jtQfikyboUJTmNtxkvKrCi9cVOOlzO23lzH/thVqGFcDrcrLg9RdxORwnfW7ByaFUKzBGaDFGaIVhbWSqKsrJ27OLjXO/I2vNCuzFRQQDJ//3094Qe66CDoVa++cfebni5G/AZbk5BP31J0cVHdyPp9KBXkQ+BO0AR2kJ3z3zKCXZh6rHlBoNM+5/lISu3VEohWkRj3KCDkVkggFFAx5MYlcrWuPJJyAFfHXlC48lFGq4PEQgaCv4PB5WfP5RLcMKEPB6mfPkw1RVlLXQyloXwrgKOhQGq5oJ1/Wqky2qN6s5/bIeaA0nb1xj0jpDA8Ls5pg4tEbTSZ9bIGgtuB02slYvq3fO7/VQmnO4eRfUShG+u6BDoVAqSO4RycUPD+PApmIqilyk9IwkoYsFT6WfFbP3EQiE6DY4Dmuc7oQ0aPUWK4OnTGfDj3NqT8hkjL9uFsaIyEa+GoGg+Qn6/YSCDUdhnL83je/oCOMq6HCo1AqscXoGndUJAHelj7U/HGTn8vzqY3YuzSO1VxRnXN4Dg+X4DKxGr2fIOTNI6NqdNd98QVV5GXEZXRl5waVEJac0xaV0aHyBIMWVXuxuP3qVgkijGouucTreCBpGpdVhjIhqMPwbm57RzCtqnQjj2kxUlZfhrqwEwuhMZoyRUcf92mAgRNAfQqmW/62EG0H9lOc7axnWo+TsLOPIrnJ6jEg47nPpzRa6DRtJcs/eBP0B1DotGr2hMZcrAMqqvHyyNoc3fjuA2y95USMzonjuvL5Euypwb9+O9+AhtL17oe3WDVV8fAuvuP1gjIzi1Euu5OdX/ltnLqlHJqZo0RQBhHFtcgJ+HwX7spj/2gs4SooBMEVFM+GmO0jqnolS3fCTts8TwF7iZtuSI9hLPCR2sdDjlATMUVphZBuJgD/I1iV/IvK++AhpfaLQGU/MI9KbLX93aYJjCIfDOG0VhEMhFCo1P+8q54WFe2sdU+TwEMzaw8FbbiBUVVU9royLI/XDD9F0SmvuZbdLZDIZnQcMZvJt97Ls0w+oLCtBqVLTa8w4hk2/AIPF2tJLbBUIEYnj4O+ISJTl5vDRP26ts0chk8u5/On/Ed2AsIDfF+TApmIWf1C7x6dSJWf6PQOJTRMlHY2BzxNg3mvbyNtrq3feHK3l3HsHHXdoWND4OG0V7Fu7knXff4PTVk58l25kTr2Ej/b4+GZ7TYu+D6akkXT/zQRKarftQ6lE27s3Ka+/hjJCNEVoTKrKy/B7vciVSgwW6586C+2F47UHwnNtQgIBP5vm/1jv5n84FGL9j3MYf90slOq6N263w8evn+ype05/iMUf7GbqnQPQm9v/B7mpUWuVdBkc26Bx7dQvGq0Qea+XgC+I1x1ArpCdsGd/vLgrHfz20TvsWbm0eiw/azf5zz7I9fc+xFkDBvH9lnxOSdQxSOsi9xjDqjl7GqHzZlISVqFSyFF7IT4UFo3nG5ET2d7qaIi7RhMS8HgoOrCvwfmiQwfweTz1GteKQhehQP1BhfICJx6nXxjXRiKtdzTGiGyqKry1xjV6JX3HpKBQKVpoZa2TYDCEo8TN5oU55O6pQGdSMeDMNBK7WBv9M+m0VdQyrNWEwyz/8E363vAAj42Kw/HqKwSHDq6e1tz1D+Ym9Od/P+Th/729XIQ+h9cuGcSgNCtqpfidCpoWsXHXhCjVaqzxiQ3OW+Pi64RRwqEQVRXl6Iw+ug+PblDwQETzGw9TpJbpdw+k92lJqDQK5EoZXYfEcd59gzFHn5zOcHumPN/Jl4+vZ/fKAirLPBQfrmTBWztY/d0B3FV/LqRxohTs39vgnL2okBRdiNL77qXq++9Q/p5Io+7UiaweQ/nvyvxqwwpQ4fJzxXvryLd5GnWNAkF9HLfnmp+fT2Jiw4ZCUBelWsPgs88la1X9BddDp56PWlvToaOqvIzdK35jyy9z8Xs8pPUZxFnXT2P196WU5TqrjzNFaf+W2IGgLuZoHSPP68qgiVLSi0avRKURgZ0/4nH6Wf7lXoL+UJ25PasK6HdGSqOGiDW6P+lgI5MhB3ybNwPgXL0K86RJePoM5H+b6y8T8QVD/LQtn1vO6NpoaxQI6uO4PddevXrx2WefNeVa2iURCYlMvPlOlKqaG45CpWL8dbfUqn2sqijn+/8+zrJP38dRUoy70sGeVb/yw3//yYipUSjV0q9KJpdx+qXHX3spOH6UKnm1yLswrPXjdQUo2G9vcP7I7saVvovqlIFcUf/vIq3vAELlturvyz/6GMPoU1ENGkx2mavBc+7IdxAKiciPoGk57jvI448/zg033MC3337Lm2++SWSkUJs5HjQ6Pd1POZXkzN7Yi4sgHMYSG4/eakV1zF5rSc4hCusJgfncbrYtmkOfMWfjKA0yeFInLLGiH6WgZZDJABnQgG1qzBKxcDCI0y9n4rWz+PmtlwmHa7xlQ0QkQy66BndOQc0LQiEK7v8Xxv++RJdYI9ty638IGJQWgVwkNTUqfl8Qt8NHIBBCrVFgsGg6fEP64zauN998M2eddRbXXHMNmZmZvP3225x99tlNubZ2g1KlxhIThyUmrsFjdi//rcG5g5vXcurFV2KwRgqPStCiaAwq0npHkb29fg81NbNxHrrDgQAVRwoIOlzofpzHxXfcz4H9e7BVVGDu2gtFQgY5AT1hlYmE2BgCxb9nCYfDmOVB7h4WxxX1GFe9WsEZ3WNxegMYxN9So1BV4WHtj4fYu7aQUDCMzqRi6NmdyRgY02RZ5G2BE3rMTE9PZ8mSJTzwwAOce+659O3bl4EDB9b6Epwcx+69/hGVWoNCpRCGVdDiaHRKRp7Xpd49/yFTOqG3NM7N1F9URMXiX1G6qnD/PJ+Kq68ledEyBp85jY+LI7n48yw2ZVfwS1EQ5XMvo4yNQW6xkPD0U8hj40j+9UeeHJeK6Zi/mdRIPR9Pz6A0r5CFu4rw+kWXor+Ly+Hjl3d3smdVAaHfk8fclX6WfpbF/o3FHTr8fsJ36+zsbObMmUNERARTp05FKfr2NQq9Tx/P1oXz6p3rM3YCeotQ/BG0DiLiDJx//2AObC7m8PYy9GY1/c5IwRqnR6NrnEQ799atyLduQDd8CFUAoRCuNWvQfvc1/555ORcNSWFJVjE3Dk9m7d4ikp97i94RKhxffgH2Snzvvc3wrF18e9m1OLRGlHIZhtzDcP9tVD30FPfN28egtAhSIvWNst6OitPmbXAPft0Ph+jUJxpTZMfMuD8hy/j2229z9913M27cOHbu3ElMjNCQbCwssXEMmHQOm+f9UGs8MjmV/mdORtFAUodA0BKYo3X0H5tKr1FJyJVylA2UjJ0s/iNH8CxZQtS9/0DbuxeeHTsxTZyIwmKmfMLppA8YwB0PPITvo7cZuHkLutvuwPbBDwSTUiAiGgDPypWwciVHY0I+QKZSEVAo8QZC5JS7hHH9m5TlVTU453H68Xs7bnTguO/YEydOZN26dbzyyitcfvnlTbmmDonOZGb49Jn0OGU02xb+jNfppOepY0jo1gNTZHRLL08gqINMLkOta5qHPm3fvqh69sQekhP71NMU3Hwz1mnTODJrFgDuzZvRz5+LZ/0GPDt2EGUvJ//Hn9BddgW+tAzkBj0hZ92MYc1Zk/nokDQeCNUtJxKcGH+2DSCTy1AoO66UwnH/ZQSDQbZt20ZycnJTrqdDozeb0ZvNxGd0hXC4wRIEgaC9o+ncGdl9DzF/ZxGTdi/B+sbb+Hdth2OkRIM2O8qj0TOZjLDPh2/BPCrOnkns86/gveuWWgZW3bsPjplX8c2cAyjlMtKjRLeiv0tEvAGNXonXFagzlzEwBr1JJDT9JQsXLhSGtZmQyxXCsAo6NKq4OHYprWwp9eGrclH13NOE/+BpOn75BcvZZyM3GAjFJ6Hu0oVAbh6J7go+LtcRevdzov/3Mqp77kf11ofsmPUgl3x/CG8gxH1n9SDaJGrF/xYBL0azkrNv618nghGTauSU6Z1RyVzQQdXkRFec4+DvdMURCAQnx8uL9/HS4n0sOK8T/qsvIfl/L3Hkhhtr3awjr7ka39QLeHxNMf9McOG+9UZkOh3mr+Zw0C3DgYqkCD3vrzzIphw7KRE6bjmjCz0TzFj1Hder+luUH4IDi2HvAjAlEh5+E1XyZMoLvVTZvEQn6jAa/BjsWyAUAKUGoruDtX04Z6IrjkAgaNP0TrIQCIV5YG05T77yFq4Nq4i88grK3/+g+hhvSSmf761i/q5ibujTjYxXX6X8vffwHDyELyqV1UccJFqd3DmuKyqlEqNGibmRMpo7HOEwlGTBR+dAVVH1sGzTB5gmPI5p4JUQVEDZftj4Jez4GvxuyBgLQ6+XDm4nBvZ4EJ7rcSA8V4Gg+ckuc3Lx22vJs7lJjdRz28AoRifpURflY3//PVCpUD78OBPf2UynaAMvWY4Q+vxj1K++zbXf7Wdvce1M1qdn9GFKn0QMWuFTnBDOUqgsAKUWFvwL9v1S9xiZDG5eB4Tgqyug5A/tMtUGuOw7SOgnebJtmOO1Bx03lUsgELRq1Eo5T83ow5BOEeSUu7hn0RHGfXmAb5TJFN7zCNH/9394srOp9Aa4uqeJ0Mfvo+zdhzfX5dcxrAD/nLOdokrREeeEcOTD7CulL48N9i+q/7hwGMr3Q+7GuoYVwOeENW+Aq7wJF9u6EI9wAoGgVWLVq1i4s5ARGVFcP7ozvkCYcDjM1xtzWauU80R4F7IqN8M69SZGryJQWAhnncPXS0rrPV84DEv2FNM5xtjMV9JG8bnht6fg8HLIOAP8Hgg3UL7UbybE94P5/2z4fAcWg/+BpllrK0QYV4FA0CrRqZRcNzqDmW+t4X+L99eaW3rjQNxPvkNgxw7ue/k9NhW6OCMzk6BShTfQcP1qhdPf1MtuPziLYevn0v8rC6TkpMSBkL+p9nGj7gSZHBY/Cpo/2TZTG6BsHxhjQGNqunW3EkRYWCAQtFpSIvXMvnEEL1zQj/GZcVw8NIWfbh1FvFGNMiaGYFkZljdfZFiyGc2s21Fk7WJAcsM3+NO6C0GW4ybggaBP+n/xbmlfdfQ9oDgmIcwQA3G9YPl/IWsu9L2g4fP1vQBWvQJVxU277laCMK4CgaBVk2jVMX1gMq9dMpDHpvWhd5IFhVKB6ayJAPiW/op21pUoXVVEdenEv0YmoKin3dnAVCvp0UI44riRq0B/TJejRY+A1gJXL4QeU8AQLWUBb/m9z7e3ErJXwvBZdc+VOACSBsHhZbUyjdszIlv4OBDZwgJB68O9fQeuDespfu6/1cpN2t69iHjw32Sb43nil72sPVSBWavk8hGduHR4GvGWjikif8J4K2HtWxAOwq+P14wPvR5UBvA6oNsE0EXAD7dIJTpHuXaxFEbetxD8Lug8BgjDr09CZDpMeRGiuzbzBTUex2sPhHE9DoRxFQhaH0GHA9fmzcjkcnwHDxHyetBmZqKMjUXTuTMOXwinL4hcBtFGDcpGbOTe7ik/CC8PkgyhqwxWvggeO5z7Nvx0J/iqQKWDK+fBmtdh+1c1rx3/H9j9g2R4FWoo2gEjZoE+CnLWgilO8nxNCaBte/dTYVwbEWFcBYLWScjvJ1hSQrCyEplSidxkQhUb29LLavsUbIGSveDIA9sRyUvVWqWkpDdG1hxnSYYLPob3zoTg78lixjiY9hp8PwsqC+H8D2Dtm5CzuvZ7THgCBlwqhZrbEKLOVSAQtHvkKhWqxES03bujycgQhrWxUJtgw7uw6N/SPiphKaEpdz10GlVznD1XyhI+74OaUG9VEax+VRKNuPwHKN5T17CCJEhhz236a2khRCmOQCAQCGpTfhBy1khe6JmPwZzroOt4GHg5jPs3vDdRKs0BOPgr2HPgvPehIlsywrZsad/VUQCbPmz4fTZ/ChOfaJZLam6E5yoQCASCGkIh2PyJ9P8h18DSp6T91r4Xwsfnwp65cM1CSD9NMqQasyQygQxmXwFfXgobP4T8LSBXSMpODdGOM4eFcRUIBII2QjAYwGW34a6sbNo3OlrLGpsJuRskQ7p/kVT3mrcJDi2TkpKuXgBnPQ3BAATc0HWC9Dq5AkJ+ae827ZSG3ydzatNeRwsiwsICgUDQBrAXF7F9yQL2rVuFSqtj0KSppPTqizEi8q9ffCLI5TDoKtg+u0bu0JIEpfuk/3efCKtfA/sRmPw8VByGHpPhm2th8n+l8dIsqRvOJzNgxtuSMQ7+QR0rsrNU+9pOEZ6rQCAQtHJshQV8+q87WfvtV5Tn5VJ0YB/zXn6OX978H05bReO/YVSG5Jm6ysGaBvY8iOkhzclVNcpN8+6G9NHw8z/AlgPfXAeDr4LLvoXKIuh+lqTKdMHHNR6sUgMDr5CSnSxJjb/2VoIwrgKBQNCK8Xu9rP3uK9yVjjpzhzZvoKIgr/Hf1BAN/S6S/h33iLTf2mu6VLd6eAV0PVM6LhyWwr/lB6XvPTb45QFQG+H7myG+txT6Xf8OdJ0oGdTrfoXB14I1pfHX3YoQxlUgELQpnLYKig8fJHvbZkpzsnE57C29pCbFU1VJ1uoVDc7vXLak8d9UrpSkD3/+h/TvgcVSyc30N6VynF7TJVEImQwCvtqvnfi01APWY4MF/werXoaE/lK4eevn8PYZcKCB1nXtCLHnKhAI2gy2okK+f/Y/lB7Jrh5L7J7JlNvuxRQd04Ira1pksrpayUeRyxVN86bR3aDzGZKA//bZ0pi7As54QDKqV/wAmz6WOtzIFRAKgjlJmqsslMp4qoqg4hAsf672uRP6Nc2aWxHCc22DeN0BnHYvPk+gpZciEDQbTruNH/77eC3DCpCftYuF77yKx1m3QXp7QGc2kzn69Abne502tmne2BANZz4K3mN+roXb4Lub4OPp8OZpUjP1yM4w6GppvtMo2LsAtnwCw2+q/7zmJIjp2TRrbkUI49qG8Lr9FByw88s7O5jz7EYWvruTosMOYWQFHQKX3UZJ9qF65w5t3tBuw8NKlZrBU87FFFW3XV6PUWOwxiU03Zvro6T+q/URCkgawqEgnPYPGPMvUOqk3q45awAZnHq3JJl4lKRBUrKTJbHp1txKEGHhNkIwEOTg5hKWfLSnesxR6uHw9jImXNeLzv1jkAthckE7pr6EnmPxu93NtJLmxxIbx8xHn2X/+tVkrVqGSqdn0KSpxKZnoLc0sTZvRLokFOGt5+efNhIMUZJIv84KmedIpTm7f4BFD0slOtPeAMJS7axMCZEZTbveVoIwrm0Ep93Hsi/21jv326dZxKVbMEWKdlqC9ovBEtHgnEwuR6Nv371azdExDJh4NpmnnYFcrkStbaa/d1MCXPQFfHKutP9avaBEOOdlybCCVKqz6GE49R6pxvXAYknNac9caT6ys7RPq+gYZqdNuTpPPfUUMpmMO+64o3rM4/Ewa9YsoqKiMBqNzJgxg6Ki2pJaOTk5TJ48Gb1eT2xsLPfeey+BQNsKpbocPgK+UL1zXlcAd5Wv3jmBoL2gt1hI69O/3rnM0Wegt1ibdT0tgUwmQ6s3Np9hBckYJg+FWWvh7P/BiFth5meSBGLUMV5oTHdwlsOK52H8IzDjHUnZKWUYTHoWrvgRLO27/OZY2swjxPr163nzzTfp27dvrfE777yTuXPnMnv2bCwWC7fccgvnnnsuK1euBCAYDDJ58mTi4+NZtWoVBQUFXH755ahUKp54ou0IRv9ZtuDxzAsEbR2dycyEm+5gyQdvsX/9agiHkSsUZI4+g5EXXoZap2vpJbZflCqI6ASDOjV8jCkeLvxY0iX+ZIaUETzoSulfSxoo24y5aRTaRD/XqqoqBg4cyGuvvcZjjz1G//79efHFF7Hb7cTExPDZZ59x3nnnAbBnzx569uzJ6tWrGT58OD///DNTpkwhPz+fuLg4AN544w3uu+8+SkpKUKvVf/n+raGfa2W5hy8fW4fXVdfj1lvUnP/PwRgjRFhY0P7xupy47HZ8HjcanR69NaJ5PTnBnxMMgrNYkk7UmqVSnXZEu+rnOmvWLCZPnsy4ceNqjW/cuBG/319rvEePHqSmprJ6tdQ/cPXq1fTp06fasAJMmDABh8PBzp07m+cCGgGDRc24KzP5o4Mql8sYd2UmBqumZRYmEDQzGr2BiIRE4tIzsMYnCMPa2lAowJwgSRu2M8N6IrR6P/2LL75g06ZNrF+/vs5cYWEharUaq9VaazwuLo7CwsLqY441rEfnj87Vh9frxev1Vn/vcPx5lmJzIFfISeoRwcwHh7HttyOU5zuJSTXRa3QS5iitCAsLBAJBK6JVG9cjR45w++23s3DhQrTN+HT65JNP8sgjjzTb+x0vKrWCyEQDp17QjYA/hFItR6GQE/QHcZS6sZe4CQVDWOP06Mxq1JpW/esVCASCEycchqpiCAeplFso9cCufDsqhZweCWZiTBp0qiZSrToBWvXdd+PGjRQXFzNw4MDqsWAwyLJly3jllVdYsGABPp8Pm81Wy3stKioiPj4egPj4eNatW1frvEeziY8e80fuv/9+7rrrrurvHQ4HKSmtJ8tNoZSjUEoRfb83QPaOMhZ/sJuAX8omlsllDJmSTp/TktAaVC25VIFAIGg8Kgtg53ew9g3Kh9zN22V9eGNVPkczh1QKGU+e25eJveMxapTgtknlQ2pDs4eoW7VxHTt2LNu3b681dtVVV9GjRw/uu+8+UlJSUKlULF68mBkzZgCQlZVFTk4OI0aMAGDEiBE8/vjjFBcXExsbC8DChQsxm81kZmbW+74ajQaNpm3sYTpKPSx4Zycck5YWDoVZ98NBYtNMpPWKarnFCQQCQWNRVQRfXwvZKyAinU3Kfry+MrfWIf5gmHtmb+W0VBXGqj2w6lXQWsCaCplnQ1QXqWNPM9CqjavJZKJ37961xgwGA1FRUdXj11xzDXfddReRkZGYzWZuvfVWRowYwfDhwwE488wzyczM5LLLLuOZZ56hsLCQBx54gFmzZrUZA9oQwWCIHcvyahnWY9kw9xBxnczCexUIBG2f0n2SYQVsva/k5XWV9R52bp9IjFnfUCozkNP3Qebt96KqgikVSpKCeVgTu0odepqYVm1cj4cXXngBuVzOjBkz8Hq9TJgwgddee616XqFQ8NNPP3HTTTcxYsQIDAYDV1xxBY8++mgLrrpxCAXC2IpdDc5XlnsI+usXnhAIBII2xc5vq//rNSZS6PDUe9gNg0xUuVL415ZIFu7NqR5/fTVcMTiG28faiYxoWO2rsWhzxvW3336r9b1Wq+XVV1/l1VdfbfA1aWlpzJs3r4lX1vwoVXISMqzk7q6odz4mxYRK2/Ib+wKBQPC3URtBJqNi5EM4E0fQN6mQhY7iWodoVXIicbDSlcLCvXWbyH+4oYSz+qUyvOlta9uocxXUj0wuo/uwOJTqen6NMhgyJR21ts09PwkEAkFd+pxH2Rn/5fmKkUx9Zxczh6aikNcuQQyHwaeP553N9YeMAd5fnYvHH2zq1Qrj2tYxRWqZfvdAIuL11WMGq4bJN/etNSZofYTDYSrL3OxeXcCSj3ezZVEO9mIXwYAI5QsEAMFQmHybmwPFleQqU9kRM4mPN5ZS6Q0we8MR3rl8EGlRNfe5rnFG5FojDnfD2vF2jx9/VTk0sTihcGvaOHKFnNg0M9PuGoDH6SccBI1RhcGiFsISrZyKAiff/nczHqe/emz1dwc4+9b+JHaxiBaCrYCAz4vTZiPg96HSaDFGRCJXiK2W5sDtD7Ixu5xQKMyi3cXoVAp2F0iCPlqVnBsHGuhrymf2aWXY9Z1QKFVYPbkY837jjG7d+WBN/fkoZ3XRYfzxOpj4FMT2aLL1i7/edoLerCEywUhUshGjVSMMayvHXelj4fu7ahlWkJLUfn5jO0676HLU0lSVl/Hrh2/z/p038MFdN/HxfbexecFP7bYpe2vjSLmLSk+AB7/fyUerswGwu6W/l4fOiKfXuvuQO3KJXfEgXWVH6Fy5nsic+aht+7hyRAqmekR04swaxiX6kB38FX6+T6qDbSKE5yoQtADuKj+lR6rqnfO5A1SWe0R/3hbE5XDw82svkLN9S/WYp6qS3z58m2AgwKDJU1F0kL6kLYEvEGLBjgKUCjnZZZIHuiPfzrDOUezMd3BqQhDV0qUw4T9wzivw421gr6l5TS3YyXc3vcZzC/fzy+5iFDIZ0/pEcutgPUk/XSwddOg38NikJu9NgPBcBYIWIPQX+6p+b9MnXAgaxmkrr2VYj2XtnC9wlpc374I6GG5/EJVCzrK9pdVjqw6UMTIjivRoPWrbQdBHgUIFq1+tMayGGConvwHj/03Gxsd5dnAFyy/Ss/RCDY+oPyXli3FgqynPacp9V/HoJRC0ABqDCo1BiddZT+KFDCwxojdpS1JRULeM4yg+txuvu+H6csHfR6dSEGVUoz1GIzgchkd+3MWjU3uhCsjAnATeKji4RDogqgv7J3yMWa/FtH8ebHwPY9dxGL+cWv+bpAyX1JuaCOG5CgQtgMGiZtR5Xeud63t6MnrTX/cZbkqcdhuVZaU4bfXXULd39BZrw5MyGcrj6AMtOHnUSjl9k61M6lNb//1gqZMbPt6IXZ0AoSAQrvY+c8e9xtOrnViq9sG22RAKwOHlMODSum+g0sHk50Af2WTXIDxXgaAFkCvkpPeLZsot/Vj97QHK8qswRWoZPKkT6X2jUeta5k/TXengyK7trPzyYyry84lISOSUCy8ltVdfdKaGG0O3NywxcegtVlx2W525zgOHojc3nccjkLDqVXSJNTKhVxwLdhZVjzt9QV5aV8WTU15Dp5SBJQW0ZlYVq0k0BtG4S8H/e2Rh1csw/lE452XY+jk4SySPdeTtEJHepOuXhcNNXOzTDjjezvMCwcngrvQR8IeQK2QYLC2ndx3w+dg8/0eWffp+nblTL76SAWedjUrdtvW4j5dwOExJ9iG+fuwB3JU1/ZyjUzsx/R8PYY6JbcHVdRz2Fjpw+YJUegJ8symPQCjE6d1j8QZCfL7uMC9OSaWzZzuy7V9za+A2PP4gr3TbgsZ2ANa+UXMiSzL0mi6FgWN7QuJAMCee1JqO1x4I43ocCOMq6AjYi4v44K6bCPjrlgEpVCquev4NLLFxLbCylkES+SilPO8IjtISolPTsMTEYbA2g3ZeKyDgC+Kq9BEOgUqraJGtis/WHibGpCOvwkWPGDW9olVU+sLkOILYfTI0KgUDooLIK/N5d7eC11YWsPjyOFIU5fDtjZKneizWVJj8PPx4O1zzi2R0T5DjtQciLCwQCABwOez1GlaAoN+Py2HrUMZVJpNhjo7BHB3T7O/t93pw2W1UVZSjUKrQWyMwRUQia4ZuLiA1/Vj30yH2riskFAgTlWTk1Au7EptmQlVP/Whj43UHCPpDBP1hbvlsE89MSqZv9o/ov3gOUyhIokqHfczj3LQzk1emxPHhHhWn907i5RX5vLzRy/29fESc+zZsnw1Z80AmJ9z7fBh0BbJPzwdHHhxeAf1mNtk1CM/1OBCeq6AjUHz4IB/fd1uD85c9/T9iO3VuxhV1TNyVDrYu+pnVsz8nFJSyyXVmC+fcdT8J3Xo0eX1tlc3LDy9upqLwDxnRMjj3nkEkZDTdfrOnyk/JkUo2zj+M0+YjLsNC0rBYYkO7ifpycu2DNWbyL/kVNX5snhDPrnFzRs84Hvp+B6d2NvPcxDjUPhsKhYKAQs/8wyG25lcxq0cVcd+eD90mwvkfgvzEFLeE5yoQCE4IvdmKKTqGytKSOnOmqBiRxNNM5O7ewcovPq415nbY+frxB7nyudewxic06fuX5VXVNawAYVj59T6mzOqH1tj4PaK9bj9bFx9hw8+Hq8dsRS72ryti+k0pUkj32BpVr4Og28HnB8Jco17IpX3O5rOdRbx80QAMGgVPri5g3rYylAoZFa4aJbQydxRPDrsbc8B2wob1RBClOAKBAABjZCTn3PUvVJraylAqjZZz7rofY2RUC62s4+Cy21j51af1zgX9fvauW9nka8jeUdbgXNEhB35f0wicuB1+Nsw/XGc8GAjx27dluAfeWXtCoSY/HMVba0spSDuHkXue4KExUSQq7MToFXy9MZdKb6CWYQWYt6uM0rRJMPCyJrmOowjPVSAQVBOb3pkrnnuFQ1s2UnhgH3Gdu9J5wCBMLbDv2BEJBgLYCwsanC86eKDJ12C0NpwRrtYpaSrZ8qJDDmhgk7I0twpvRF9qSasYY1EplVR6A1z4ZR6vTX2AQZW7SfjyIradt5xgqP6ThcNQLouks7VpIzHCuAoEgmrkcgWW2Hj6nzn5rw8WNDoKlYrI5BSKD9VvRJO69/zLc4R+Nypy+clZwc79Y1j93YF6DV2f05PRmZsma1h2onHUbhOJoxSTRklplY+3NlXxmnkuCkCv/PNUIpPJDNqmzZ8RYWHBcRHwBXFX+oTmrUDQhOjNFkbNvLzeOZVWR8agoQ2+1mn3cmR3OYve28mi93aSu6cc10l0VzJY1Yy/OrOOh5rQxULv0UkomqgVYlwnc4NecWyaCY1JC8ZjstWtacTtfI8Xz05CLgNvIERAJRnMyMKVDEyt3zPtHmciytj0TTFEtvBx0JGzhQP+IPYSN5t/yaEkpxJLjI5BE9OwxuvR6Bo/qaE5CfiD+D1BFCo5aq0I4ghaBx5nJXtXr2DpJ+/hc7sBsMTFM+WOfxLbKR15PUk4TruXJR/tIWdn7f3StN5RnH5ZjxMWJ/F7g7jsXo5kVeCp9JHcIxJztA59E3mtAD5PgJ3L81n1zf5a4yqNgul3DyAmwg2uMvA5QaUFYzysfxtP4V6ODLyXr3Z7uL43xHxyBugiOHLuD1z1YwX7i2u6T6VF6fnwqqF0ijac9DqFiEQj0lGNazgcJndPBT++vJXwH/YvTr+sB92GxqFUtb3G0cFgCEeph21LjpC/z4beombghDRikk1NkgUpEJwowWAAZ3k57koHcqUCncmCMaJhHdx9G4r45Z2d9c5NvL43GQPbhqKUx+XHVuhiy6Icqsq9JHW3kjkqCVOUtv4wd8VheGsM+KoIZpxJqPe5KAu3Ilv1PzBEUzzmGQp03clxhEhKTCQp0kic+e95rcK4NiId1bhW2Tx8/dRGnDZvnTmFSs7FDw/DHN32ureU5Dj45tlNBP21274NOiuNAWemtnmPXNB68Hs9OCsqyN29A6/LSXJmH0xR0Y1a1uRx+Zn76jYKD9TfxD2hi5XJs/qiaSG96pMh4AsSCIRQaRR/HoYOh6FsPyx6GLJ+BsIw6XlI7A/bvpQ83b4XQnxfMDWOAIqocxX8bTxVgXoNK0DQH6KyzNPmjKu7ysevn2TVMawAG3/OpvuweGFcBY2Cz+Nm39pVLHj9JcLhms9bxqBhjLtu1p96oidCOBQm8CflMQFfkHCwbflQSrUCpfo4omIyGUR3helvgtsGhEEbAVoTJA1s6mX+KSKhSdAwf5Vs2EQp+U2J1xWgJKeywfnCg/U//QsEJ0plaQnzX3uhlmEFOLBxLVmrl9NYQUOtXkXXQQ17Zd2GxqHRt3M/SmMC6+9CE1pTS68GEMZV8CfoDEqMEfUnQihVckyRTZ9xJxC0VXav+K3BuY0/fdtovXJlchldh8RhqKc+1RihIWNgLLKTLMsRnDzCuAoaxGDVMvaKnvUmEpx2cXf0lrbXMFqrVxGX3sA+iQwSMqzNuh7B3yMcDOIvKsJfWEjI5ZK+LyzEs28fvuwcgpUNRymaGntJcYNzLruNcKju1sTJYorScu69A+k/LgWdSYXerKb/+FSm3zOwRR+Cw+EwgUDjXWdbop3HCgR/l/gMCxc+OJStS45QfNiBNU7PgPGpWOP0bTJTWGtUMeaS7sx5dlOdmt2hZ3dusgJ5QePjLyzC9vXX2L78kpDLRdwDDxD2+yl54QWCFRUgk2E49VTiH3oQdfKJtxb7u2QMGsqeBrzXxO6ZdWQm/y7mKB3Dp3Wm37hUZEifdYWyZfyngD9IZZmH3asKKM93Ep9hoevgWEyRWuRNVCfb2hDGVfCnKFUKIhMMnHphN/yeAEq1AtXxJBq0YiITjVz4wBB2Ls8nL6sCvVXDgPGpRCYY2lRGZUfGX1zMkRtvxLtnDwDazExCLidF/3ms+hiZRoN+0EB8Bw/i2bEDZUwMqqQklHFx+IIhfIEQBrXypJWM/orEbj0xRcVQWVa7EYJMJmf0JVehNRob/T0VSgVGa8v+fQaDIfL22pj76rbqEr7sHWVs/Pkw0+4aSFynjlFxIUpxjoOOWorT3gkGQ5KIhFKOStO2Hxg6GpW//kb+PXcjN5kJlpcTd//9lL3zNv68fABkKhVJLzxP+ccf41q7rvp12rv+QfnYyby/NpfiSi9jusVwdr9EkiN0yJpANNdWVMiyT99n//rVhEMholM7MfbqG4nr3BWV5sSEHdoKleVuvnh0HT5P3QxmS6yO6XcPPGFRi9aEKMVpIwSDQUKBAEq1ukn+uAUNo1DIURg6RoiqPREOhykzRVH6ykcUVfnpZFGj1ASqDSuAecpkKhcuqmVY1Rdfxo9x/Xn+7fXVYxuzK3hz2UG+uekUusQ2vidpjYtn4k134L70akKhIBqdHr3F2ujv05qoqvDWa1gB7MVuPFX+Nm1cjxdhXFsIj8uJvaiQLQvmUllWQvqAwXQZPBxLbOMUOgsE7ZW9RZVctqCI4sqaGuzvz89AazAQcjoBMJ5+Ovl331PzIrkc/+RpPD/7EADnD0pmYu94XL4gaqWcw2VO4kwaTE1Q46zW6VDr2lY9+N8hFPjzYGiogW417Q1hXFsAn9vN7mVLWPL+m9Vj2ds2s3bOl8x85Gkik1JacHVtl4AviMcp9W7UGVUo2mDCleDPKbC7ufy9dbUMK8Dr2+08NHMm9nfflQbCYcL+mj6emowMlpdI3z84pSc55W5u+Hgjgd9v9HFmDa9fMoh+KVYUomzlb2GM1CJXyAjVI1yhNajQdRCJURETawGc9gqWfPBWnXF3pYPF77+Jx1lVz6sEf4a9xM2yL/fy2SNr+fzRdayccwBHmbullyVoZPJtHoocdVXDVh+2YZo+HcOoUQCE/X7klmMkBuVyAhotfZIsBIJhPlx1uNqwAhQ5vFz67lrybeIz83fRW9QMPTu93rlTZ3ZD3wFCwiCMa4uQt2eXpIlZDznbt+CparnavKbC7w02Wbs6R6mbr5/ewO6VBfg9QXzuANt/zeXb5zZRWe5pkvcUtAwllfXLcY7qEkXFe++hGzCA5NdfA6WKqOuvq5735uQwtHM0FwxO4cNVh+s9h8sXZNWB0qZYdodCpVaQOSqRKbf0JTbNhNagIqmblXPvGUha76gmy85ubYiwcAsQ8P15j8XGLC5vaZw2L4UH7excLiWb9Do1kfjOlnrVZE6GYDDEzhX5eKr8deaqKrwc2lZKn9OSRLJYOyEtSl/vuFYpR2a3UzpnDiiVmGbdAhOnoHV68X34HjKdDk8oTJdYI/n2hh+4duU7mmrpHQqdUU1a72hiO5kJ+iUBfo2+Y4SDjyKMawuQ3LNXg3OxnTqjMTR+1mJL4LR5mf/Wjlp6vUd2lxPf2cLE63s3ioH1OgMc3FzS4Py+9UW/i/GLj3p7IM6kZVh6JGsPldca33jEjmrCWbB4MQQC+KacyyWfbKNv/CCufvU0oqMsVPrDaJQy0qL0ZJe56j1//1RrM1xFx0Fn7LiiLCIs3AIYIyLpM3ZCnXG5QsnYa25u1HZULUluVkW9QviFB+3kZjWWrip/WqOq1io6TBiqIxBpVPPC9Eym9o2vTjwyapRM72bF2K0L6owMlDExVPihwO5hQVYpF/+QTXZQzcFSJx+sOsy1p9a/H2jRqRjSqXE61QgEwri2AFqjiVEXXsbk2+8jtlNnDBGRdB9xKpc99RKx6Z1benmNgtflZ8fS3AbndyzNxeuqG8o9UXRGNf3GNpxd3e+MFCEQ0c6IDji5M28pi64fyE/npvHd6WbOWfgegV07ibv/n1jOP49jMxriTBoOlFTx0qK9zBySghwZt43tgu6YbPKMGANfXj+cJGvHKZkRNC0iVtZC6C1WepxyKqm9+xIKBFDrDai17afLTDhEvan4RwkFw4QbaWs5uUcEqb2iyNlZVmu829A4olNbR/spQeMRCoUxRUei2r0Zz5134Qf8gPzsKRy5/gaMo0cTeYGaGJOGkkovnkAIi05FhcvPbV9s4ZpR6ZzWLYaJveKp8gYIhsIkWHR0ija09KUJ2hHCuLYw7SUE/Ec0BiXdh8dTnF1/5nOPEQloDI3z8TNYNIy9vCcVRU72rC5ArpDT45QErDE6dKaOu+fTHvEFg5R9MweNXkc4EKg158/LQ52eTtXy5Vi3buCRszO55fPNWPUq+iVb0KkU2N1+nl+4l+cX1rxuZEYUr106qJmvRNDeEcZV0CTIZDLS+8Ww7ddc7MW1awctsTrS+0U3agav3qJGb1GT1C2i0c4paH04XH7CBw9QsmgRKW+9WWvONvtrom+/jbLoZN4+6GFwAnx380hMSnh8QRaPT+/Nfd9sw39MRCXerOXx6X2wNIEyk6BjI4yroMkwRWqZescA9q4vZM+qQgB6nBJPtyHxGCNabwi8qqIMl82Oz+PGEBGB3mxFo6+/BETQvNjcAeS9+8OCBXi2bsNw6qk4ly8HwHfoEJV9h3D5x1vJrXDz3qYillzVmw15lSzaXYwvEOLtywezOcdGocNDZoKZtCg9ZlnT1F8LmgC3DdzlEAqB1gLGmJZeUYMI4ypoUkyRWgaMT6PniARASkCSteLs3dIj2Xz3zKPYi4ukAZmM3qePY9SFl2OwCq+4pZHJwDVwOCqTidI33yT92zmUxcXi+OFHND17smhfGbkVUqQkM8GMqSCbtUXSXuqyfaUs21dK32QLEXo1qw+UkVvhYvmdo1rykgTHS+le+OluyFkJiQMgujsMuhrie4Oq9T2si2xhQZMjl8vQmzXozZpWbVgdpSV89ei/agwrQDjMjiUL2bpwHsFgoOEXtzPclT5sRS5sRS7clX8uetKcRBnUvL/fjeqVt1CnpeEvLMQ0fjypH7yP8aF/8+OuGoWl0Sl6Ast+o7Ox9m1uW66dpXtLyCl3kWjVoWi9H0nBUWw58O6ZEJEKMz+HTqNBbQDbYajM/8uXtwTCcxWcFKFgCKfdh6fKj1whQ2tUtfk2UqVHsnE76tblAmyc+z29Tz8Tc3TrDUM1BsFAiLK8Kn79ZA+lRySN65hUE6df2oOoJANyRRM8j4fD4CyWQn36SFA2/Dmy6tXcPr4793y1havuf4Z4S5D8225HnZqK4dbba5XX+ILgP3KEcZM1vKCQ1dprPcqsUzsRH9M+kwrbFXvmQuY0MMXDZxdIY2kjofMYOLwCDv4GSYPAnASG6BZcaA3CuApOGK/Lz6Ftpaz4ah9el+TNWWJ1nHlNL6JTTG1WtKEiv+G6XJ/bRcDfejy4psJR5mHOc5sI+mvqpEpyKpnz3EYufGAo1thG3nt25MPO72DDO+D3QM+zYdiNENFJigHXQ2qknpcvHoi8vJSSfz9I3P3/JP8f/yD0/HNc9o+nWLFf8l7n77dxyTnnoXjjJd665k5umXcYp69mf/WSQYmM6ylaPAJQWQQBD8iVkgGTt6LacK9TMp6DroTPZ0pjncdA/4vh66uldR8lYyxMe026hhZGGFfBCVOSU8niD3bXGrMXu/nu+c1c+OBQLNFtsxA/OiWtwTmdyYxS1b7LegKBENuWHKllWKvnfCF2Lstn+LTOKJSN5L06CuCLSyF/Y83Y2jfg8HJsF/6AR2FErZARaazrycaZtXhLvJSuWUOoqoqk51/AZrRi0auZkBnHgl1F5Ns97DKlkalQkPLy43x/463kyQ1UeYN0iTUQYzUQGdHBa1vdFXDgV1j8CFQcBl0EnHI7DLgYjE3z4BEOh/+8UiDokx66Dv4G5Qdh0FWQfhrsX1RzzPCb4ctLpWOP5fBy2Dsf+l8KipY1b8K4Ck4Id5WPNd8frHfO7w1yaGsJ/cemNvOqGofIpBRMUdFUltXtjDJ02vkYI9uHNJ7LbsNeXMS+datRqtV0HToCU1QMobCa/H22Bl+Xt7cCvyeIwvg3jGvAC1VFYDtC2FWG7FjDClQOvpUdKRfxzOd72FfsJCVSx53jujG4UySRhtoPNzKldPvy7NjBkRtuQP7JN7j9IQanRzK5bwJLs0r4tdDHoDvuwZCfTeVXn5ChVGIccxrYgvgLCmDWrJO/lmYi4A9Wi983alg+GJSiBj/dUTPmroDF/4bSLJj4NOgaL2ReVV5G0aH97F6xFK3BSO/Tx2OJjUdnOkboJeCHnNXw6XmS4dRFQJdxkqd69LMS2xOKdtY1rCNmQadRcHglLPq3FAWJTAdjbKNdw4kgjGsrx11VidfpRCYDjdGEVt+yT9pBf4jyfGeD8wX77fQ9PdwmQ8OmqGjOf/BxfnrpGYoPHQBAoVIxaPJ0Mk89HXlrCpWdJE5bOQvfepUDG9dWj63++jMGnzODQZOmY7RqGvz9GiI0KFR/4+bud8P+xTDnWtwT/4tu/8+1poNpo1kYcQF3fX64emx3QSXXf7yRu8d345pT09Gra25ZcqsV3ZAhuNevB0CjCLMtz84LC/di1at46ewu9Fg0B/sr3+OUydAPH45MIaf0f//Dn5dP6kcfnfy1NAMep5+KQidbFx2hyuYlJTOSHsMTMEdp/35ioLsCnKWSEfojCf2h2wTIXQ8em2TMjPFgiDrpt6ssK2XO049Qmn2oemzrwnkMOWcGQ86egS5cKT10KbXwxUU1hlNtBJUeds6BLuNh+9egtUJVYe03GHUX+J3w+UU1Y6tfhoxxMO3VFgkTC+PaSgkFg5Tl5rDk/TfJ3b0DZDI69R3A6VdcR0Ricou1UJMr5ZijtZTl1X8Djk42tknDepSIhCRm3P8o7ko7AZ8PrdGEwWpFqW7byVpHObx1cy3DepQNP3xDl8HDGXhWJ3J2ldfzShgwPvXv6TTbj8BXl4ExlryoUXQ6+GutG1DhoLv497cFROhVnJIRjUoho8obQCmXEwiFKHJ4sGhV1WFipcVCwiOPkH3ppQTLy1FsWo86Qyqrsbn8/N8vh/lk6AiC770H4TCOH3+sfi9Nr0w06Z1O/lqaGK87wM7leaz5riZKVHTIwdbFR5hx7yCiko6jc1YwAI48OLIWyg9B8hCI7QGhACx7Vtqf9NhqvyZpoGSovr+l9lyXM2HqyydlpILBINsWz69lWI+y/odv6D50KLp5F0HyUOh5Dvh+v7cotTD2Ien/y56Fy76DyM5QfgAGXFpzEo0ZEvvDV5fXffMDiyDrZxh81Qmv++8iSnFaKfbiQj578B7JsAKEwxzeuonPH7wXR0lxi61Lb1IzZEr9XUXkChldh7T9BBG9xUJUcipxnbtgiY1rN4bVZbex4advG5zfPP9HohK1DJ2SDsc+H8lg+LTORCb8jaiJ10l4y2cQDmHrdz2PLSmgpPvFtQ6xySO49YyuPHx2L0Z1jebCISmc3S+Ri4elsu5wBdNeXcWl765jwc5Cyp1S03RN53Q6zf6KhMceQ74/izFdazJFcyvc/C9Hge61t9H07Cldik5HxGWXkfLqqyhjWm/mt9tR//aL3xNk6edZeJx/0fQiFIS8jfDacJhzHfz2BHwyHfYugM2fwqaPQFGPKtWpd8O3N9Y1uvt/gVWvQODEk/pcdhvbFs1vcH7Hrwth6msQ3RVs2TUTEx6HjR9IQuUKlXQdk35/KFCoJUMLUth494/1nhuANa+Co7Dh+SZCGNdWSMDnY9O8Hwh4vXXmPM4qdq/4lVCo5VRlErtaGXp2ei0PVaNXMuWWfpgi24chao+EQiG8zqoG592VdhQK6Ds2hUseGc64qzIZd1UmlzwynD6nJaM1nKREoLeK0OHlyMr2A+CJ6M6mHDvLKyJw97yg+jBdRDzrDpWzI9/OwRInT/28B7c/yOXvrWP1gTIyYoxc1j8Zj93Hun1lVHkkA6NOSsJ63gwSH3+cpEgDN55W01lqzu4yLl3nZd3N/ybp5/lkzJtL7L33oIpv+WzSPyN/vw0a6HtRsN/+18bVkQ+fnQ/+P/StTR0Ga1///UTbIGV4zVxcH3DbwdfAZ2Tje1Lo9kQJh/F7Gm5Q7/H4pBD0smchqos0aIyVwsHZK6WHgT4XgrNECvuGAtLchZ9Aj3Ok/3vqL6EDJFWnqgJpW6IZEWHhVojX5SR7++YG5w9t2Uj/iVPQ6lumqbrOqKb/uBS6DY2nqsKDQinHYNVgsKibpg5ScFL4PAGcNi/7N5XgtHnpMSKGTv0GsX3JgnqP7zZsFKrfOzNpdMrGK7upLES+7BlpH2/3j6irckmO6MX9CwpQTJzFKT0uIPbwT2TbAqzcX8qMgf258ZONPHd+X56Zn4VGKeeN8/ojz3WRs7CQUneA+O5W3LFm9HE1ST4yuRyzTs4NozM4rVsMbyw9QGmVj1FdohkxMBVDhL66B2yrJ9xwR6njIeiswDXhfYJyI4qgA8P215AfWiKFio8aImMMTPkvfHq+lGg25XnY90vDJ/U56yYRHQcag4HOA4eQtXp5vfM9R5wCK26AoB8Kt0H3SZJnejQ7eOuncP5H4LVLHur22dJXv0tg5K2S0Sw/0PDa00fD+nckrzyy+Vp6CuPaClEoVejMFioK6lce0VusKOoL6TQjKo0SS4wSS0zbLLtp7/i9AQ5uLmHxhzUlU3tWFTBl1mT2rFyK31vbkzBGRpE+YHDjL8SeB4eXSSHK0/4Buggit73FLWN+4ObPt3L3vDyiDGrun3gnP63N59SuMSzaLXlHerWS4kov/z27N2WL8inaX+OdHN5UQu6OMs7752CiEms/ZEYY1IzIiKZvshVfIIRRq0ClaFvJaAldrA3OxaaZ0OgavnW7HF52btaxZbEKn9uJxqBh0JhH6d79IvQKlZSB23kMmBIkAYYpL4AuEn55EIZc3fCizImgOvG/d7VWxynnX8zBTevrfO5i0zOIjTGD/fca86yfYdJ/pRKcA4ulsaAfwkFJJGLAZZJnrdKDPgq+vASqiiUv1poqKTkdi0oH/S+RjkvoB0OvP+H1nyzCzWiFaI1GhpxzXoPzgydPR6VpfeFXj9NPWX4VWxfnsO3XI1QUOhulIbrgxHHafSz+qHYtcjAQYtW3JZz7r6dJHzAEZDLkCiWZo8dy4b+fbnz1qapi+PH2miL/hQ/DuW+BxkzvaBnXndoZpVyG2x9kRIoOtz+IQSO1hQNQyGVE6FV00qhrGdajBHwhVn93AK+7fllKg0ZJhEHd5gwrgN6sof/4lDrjCpWc0y7u3mArRZ87wLqfDrPupyP4fv+5eJ0BVs0tYcvh7gQqK2D8f2DYDbD+XVj9GnirpMzhI2ukkOvR0OwfGftvySCfBNb4RC598kV6nDIalVaHwRrBKedfwrS77sPoOlxzYHQ3WP4c7FsA/X4XjIjrLRnbRf+W1JnmXCeJSVQWSp8xgHn3wkVfQN8LJIUvmUzam73gY/j1ccm7teed1NpPFuG5tlISu3an3/iz2LqwdrnC8BkXEZlU94+upXFX+lj30yF2LK39AR48qRN9z0hGZ2zfAgytjZxd5fXu2ZXkOPnlXT/n//MOwmEpxKczmZvmYc2eK2VrjrhZutmV7IEfboUh1xIRshFv1vLW5YPponeTuPY/TO12De9vtnPhkBQW7iqi0O5mUp8EyvfYGr7O7WX43IE/9eTaIhq9koFnppHcPZKN87NxV/pI7Gal/7gUzFENe4/uSh+7ltdvRLauKKdXXwuWtBGw+TPwVUoJRIU7IKa7dNDCh2D6m7DmdclzDIclScrTH5DkBk8SuUJBZFIy42+4jdHOKmQyGXqLFblMBvIekmShsxS8laCPhuTBUtebHlOkDOVjBSSO5pscWzHhroBQGExJMO11kCmkfdw510lzIAlRNCPt6xPZjtBbrIyaeTn9z5xC9vbNyBQK0vr0x2iNRGNofaoyRYccdQwrwIZ5h0npGYmuqzCuzYn3TxJe3JU+QmE1lugm1tQtPwjhMN7KIoKn3IZ+5UuSt7HkMUzK55h03g88uLacR4YEkG3+mNMvuJg3AiESrTqSI3R8sOowb142gCNLG06iUajkDakktnl0JjVpvaOI72wmGAij1ipQqv/cC3dV+hrcrg0FwniVCVC2Veoskz4ajqyTEpwu/ko6yFkKs6+USl1OuVWqM3WXw9q3YOVLMOIWyJwKppOrClBrtai1f+hgE9kFLvoSPp4uKSxdOVcy7qYEaY2xPWHVy3VP5iwBa5rUEWfa67DxXekB4Ot6QtvRXaXzNCPCuLZitEYTWqOJ6NSGZflaAx6Xn00Lshuc37Ioh5g0E6q/uDEIGo/kHpGs+7FuXSFIQvzqv1OveryYkwDwlO5hVVIPBp73DjEbP0ZeWYAnaRBKi5rbx3YiOv87ABLmXcHnU7/g+8PFPHVuH77emEeuo5zuQ2PYs6R+b6zHiAS0DYRI2wsa/fHnV/yV8VWGnVIGcc4aGHWnZMAqCyRhhqgMKDsgeY+7vodOp8InM6RQ8VF+vlfyaKe+AoZG2kaQyyFxINy0GtxlUunN1s+lf03xsOVTaa1/TFha87rkZfuc0kPBxvela5v+Bix7Dsr2SyU8Pc6GM/4PzCcX0j7py2rWdxO0S0KBMO6qhj0ll8NHKFBXr1bQdFhidCR0qeuZymRw6oVdG9yza1Qi0sCchDFvE3nOAmbueo3Xuo9g9ilX8XikGTchlu/KoUL2e5/cqmKSvhjHdaVP0cW2kvsHBclUB5AZfWSOq+spmaN1DDwzFWVjaR23A/RmdYNJhlFJRrQVG6WmCABz74Gpr0p7m84imPSctL8Jkp7v8v/WNqxH2Tu/JgGpsQgFwZELn18MeZuksW1fSolLQ66T6mszp9d+Tele0Fnht9/3VMNh2PoFLH8ehl4HF3wEM94FtV6KmDQzwnMV/G3UeiXJPSKwFbnqnU/rFYVKKz5qzYnerGbCtb3ZuSKPbUty8boDxHe2MOq8LkQej7pPI2BT6wmc/w7Rc27irOiBfHzwB97M+gyAftH9sGSvpYv5FEr0GcSrjVIWaDiEat884vfNA8CfOYM3rXcw+ZR4uvSPIWtlCT5XkM79zCRZijCWLQPTKKm3ZysmEAzh8gXRqORolE0XNTBYNEy6IZPvXtqGu7LmgddgVTPhohj0y/8N1lug74WS8fp8phTmVZthzStSp5nIzpJH++vjDb/R/iVSw/LGojIPfv6HVG5z7O/ytyel0G//i2D0vdB7uuRVhwJSUlbQLxljpRpkcsnbLd0LP99X+/wjbmm8tR4n4o4n+NsolXL6nZHCntUFBHy1PVSNXkm34fFtWhKxrWKwahh8VicyRyUSDoFKozh5IYiTIK8qjzvX/pt/jb+fTJmcD8a+zhs7P+CX7IWMiemPZds39B7ehwfXqHh2+udEfjuzRvoOCMf14fCAf/DhV0eYkVxJwvxrSe42mbA1gHzTSukmKpPBDSsgvnezXdeJEAiGyK1w8+X6I6w7XE6SVce1p6aTHmXApGua30WkpojzL5NR7oyhvCRAVKyKyNRojEULoWCLZLzSTpH2ITe8J9WM2vNgwhPw8VSpDvb8D6X2c/V5rgAaU/3jJ4u7Agq2Sv9X6aW93qNiFrZs+O0pWPcWXPULxB+SZB3teVLSE0gddHpMgd0/1D13yvDGC2GfALJw+G9WK3cAHA4HFosFu92O2Wxu6eW0SkLBEOUFLpZ/mUX+PjvIIKVHJKMu6EpEvL7FtJAFLcenuz7lqfVPAdA3shf/6nUtMUo9Xo0Bk8aK9bubwZFP9tTZODUyOin8yAt3InMU4o/th9eUzIOLy0jQhfmn53lUe+fW/0b9LoKzX5S0aFsZ2/PsXPDGatz+2opqj03rzZjuMciQYdUrCYZoHK/WUQAlWbDwAalMxRgn7alOfQV8Lkn28PR/wbx7JKGG/hdL9aIVhyF5OGiNUmhVa4XCrZKXWB+3bIToBkp2TobcDfDOWOn/qcNh8NXw/SzJMwWpXnX4LEgZAQEnWJJh/v1S3etvT0h7rjPehW1fQNa8GhGO9NFSf1dL41VYHK89aNWbFU8++SRDhgzBZDIRGxvLtGnTyMrKqnWMx+Nh1qxZREVFYTQamTFjBkVFtbMLc3JymDx5Mnq9ntjYWO69914CgQaeyAQnhVwhJzrZyFk39uXS/wznsv+MYMJ1vYhMMAjD2kGxaq0A9I/uw4vdLqPXV1cT+8HZaAsL+W2vD+/g68Cei0xexNVLLuG93EU8WbmNm6s2cdehj7h1w7+YMcREZyuoKvY3/EYlWeBrXmm74+FIuYt/fL21jmEF+PcPO8mzuTlQUsV/f9nLCwv3MmdjLgeLK6n0/I3a8MLtkuDC8JslqcLCbVJW7a7vJc/wjAclrd3T/08yUPPulfq5xvWW9i+3fglFO6QynRG3SMf8kbOebfwuMxqTlNQEUrLV1i9h5meSqtLEZyTRfrcN9FbJqB5ZKzWCWP8OjPmXpBz1zTUQkS7Vu17wEVw1H859u1EN64nQqo3r0qVLmTVrFmvWrGHhwoX4/X7OPPNMnM6a0NGdd97Jjz/+yOzZs1m6dCn5+fmce+651fPBYJDJkyfj8/lYtWoVH374IR988AEPPfRQS1xSu0drUGGJ0WOO1p1QlqOg/dEvph9KuZIHel5FzDfXgceOfcQ/eP1QDJaYKtYqAzjH3M8Hh37C6Xfy7vZ3GRw3mP6x/cmqyGJ72XY2VvzMwC6J+KP/pIwivo+UtNKKyK1wkW9zs7ugst75BKuWcBjeWLqfMd1jQQY/bivgzeWH2F9cVS2kceJvvF7qxeoqh8nP14RNt3wmhYHdNknq8KvLpbmr5ks6vp+cC2X7YNd3cGAJrHgBZl8BE56UwsU9z4HB18CNK6UEKE0j79sbomHsg1JIGKSM5M8uAEuaVGf7/kTY8I60rxpwS11+4npJYe7DyyVjmjRIyhj+5QHp+qO6tEiruaO0qbBwSUkJsbGxLF26lNGjR2O324mJieGzzz7jvPMkRaM9e/bQs2dPVq9ezfDhw/n555+ZMmUK+fn5xMVJGYdvvPEG9913HyUlJajVf501KcLCAsGJ4w162VS0ia5524meey/IZByYuZzlNvgm/1/kVeXx4bg3uWPFPyl21XR6Ghw3mLMzzsaoMuIP+hmfOh5FyW4Ub59WV3NXrpBu+M1cw1gfgWCIokov/kCIQ6VOjBol57+5ut5jH5jck1X7S7lgSCq3f7EZ7zHZ9HIZvHrxQMZmxqI+UXWp7bMlVawZ70LIL/VhdeSDQikpMUV1kTJnv7xEkkGc8oJU1wrS/5c9Kx1/LDHdJc82uptUEqNsInW4qiJwlsGGd6UkJWMsjPs3vDehRg955J3gKpU0hqe/Dl9cLH0mjHFSbW5UhvQAkXlOk3ms7SIs/EfsdukHHBkZCcDGjRvx+/2MGzeu+pgePXqQmprK6tXSh3r16tX06dOn2rACTJgwAYfDwc6dO+t9H6/Xi8PhqPUlEAhODI1Cw6DYQUS4f78xaszkOIJ0iglz2HEYf8jPutJtGJS1M303FG3g4VUPc/fSu/n1yFKc/iCK6C5w4afS/uBRDDGS+MHR0pIWxOby8fXGXB77cSerD5Tx3C9ZyOUyOkfXn8WcEqnnjJ5xPDFvdy3DCpLQ0D2zt1LiqNsV6y9JGQbIJK8za77k9e1bCAv/LRnTry6XvPzOY6DHZKn5+FEUGkk0/4+UZMGObyCmR9MZVpAMpDUVIjOg82lSxrI9t3bHm7Wv1cgibv8aznlFOq6qSCodWv68tGdrbN6a1vpoM8Y1FApxxx13MHLkSHr3ljIDCwsLUavVWK3WWsfGxcVRWFhYfcyxhvXo/NG5+njyySexWCzVXykprU9uUCBoLfi8AVyVPgL+urXMaqUaRfIQ6Ru/G4tWScQxEdyF2Qs5O+PsBs99euI0duc7pQzXbhPhhuVw/VK4YRncsBQ6n3FSYvKNzYbsCv45ZzvTBibz6E+7uGxEGs/O38PdZ3ZHWU+mvEWrIsakIae8/vI1py/IkQo33sDxtZYMhYK4Kx14VZFSqFdjksQX3p8MQ66Vwqa/PQHnvAybPoQ+50Hv86T92KNoTJJxNdajvpQ4sPaDTVOhMUpe575FsOmDum3iAl4pGev896WErO2z4czHJFWnG1fAlfOk8LCi5QthWn4Fx8msWbPYsWMHK1asaPL3uv/++7nrrruqv3c4HMLACgR/wOPyU57nZNOCbCrLPcR3NtNvbCqWGC2KY7Neo7tLtZPlB0lWlOMhEovGgt1rZ2fZTu4dfB+DYoewsXh9rfNPTb+QA/l6Nhw8QL8UKwaNEixJ0lcrorTKy9M/70Eug0AwjNsfxKxVseZQOWqlnHeuGMycTXlsz7MTb9Zy3uBkQuGwpKv7JxTY3Sz5pYhrR3Um1txwJrS9pIjdK35j39pVaPR6Bk2eRvxVKzC4c6W6UY0ZvDYYcSvMvUvKDN75nZRlnTZSSg4Cqexm/n1Sdu2+hZIiklIDvc6VQsL5myD91Eb7uTWIJRku/aZGYenYshyA4t3w2YVSpvPk56UHL0OMtEXQimgTxvWWW27hp59+YtmyZSQn12SvxcfH4/P5sNlstbzXoqIi4n9vhhwfH8+6detqne9oNnF8Aw2TNRoNmlbYdUYgaC34PAH2rCpg5dc1Wbzl+U72rC5k2l0DSMiw1hxsTpCyPefdTcy+rwjE9uFffW7gvg3PALAubwfTkv7BjM4lrC1ejFquYXjceLYfVvDC4jz6JFnwB1uvwpcvEGJfcRVyWY2WvFIuQyaDZftKWXe4nJcu7M/gtAhyKlw8/fMeTFoVL180gGijmtKquj1S1Qo5Zq2Kt5YdIs/m5onpfbHUUxdrKyrg8wfvxWW3VY8d2bmdHiNP4/QrrkNvsf4+uFYyUBWHa1687Qu45Gtpj9Njh70/S8IQn54PXcbBwCukfduseZKgxM1rG++H9leY4qSvgE/qMzvnD63iQn7oMl7aEmhlRvUorTosHA6HueWWW/j2229ZsmQJ6enpteYHDRqESqVi8eLF1WNZWVnk5OQwYsQIAEaMGMH27dspLq5JmFi4cCFms5nMzMzmuRCBoJ3hrvSzas6BOuOhYJglH+3BZf/DfmFEGsx4F9lp/0SpkDP68CbeP+VJ+kf3Y59jK1tz3Dz8lYeCg5M5kDWW2z8s5eVF+YTDMCEzDpO29WaeKxUykiN0hMJSbo1Jo2RDdgUjM6IB8PhDzNtRyKYcG+8sP0RxpRe1QobbF+Df5/Sqt/HAjWM6M2eTpKc8d1shZVV191/9Xi9rvvmilmE9yp6VS7EXH1OSaEmReuoeSzgsdcGZ8S50Gi2V6/S5QNr33PcLLHoYljwmJRed8eBJt5v7WyjVUqj6ul8lkYjobpIM4vXLIOP0VmtYoZV7rrNmzeKzzz7j+++/x2QyVe+RWiwWdDodFouFa665hrvuuovIyEjMZjO33norI0aMYPjw4QCceeaZZGZmctlll/HMM89QWFjIAw88wKxZs4R3KhCcJGV5VYRD9Rca2IpceFwB9JY//H1pLaC1IOsyDuOCfzF4z8+8MugyPJGdcXeLZc7GEhbvLq71kkiDmnP6J6FoxQpfarmcq0em8+hPu/h4zWHun9SDp+fv4eWLBnKgpIpQOEx2qZPHz+3DzzsK8AZCPDa9D4/8uJNucSa+vH44r/92gN0FlaRE6rh4WBp7CyuZu72g+j0K7R46x9Quf/FUVZK1anmD69q94jcSuv7eSk5jqW6kUIuinfDt9TD0BpjyX5Br4PLvJVGHnd9KGbuDrgBrJ9A1cRelhtCYIGmg1AvY55ISslq53CW0cuP6+uuvAzBmzJha4++//z5XXnklAC+88AJyuZwZM2bg9XqZMGECr732WvWxCoWCn376iZtuuokRI0ZgMBi44oorePTRR5vrMgSCdsff0gWxJEl7al9cjOW3Z7AA4egefHvlVzy3vJQFu4qQAZP6xHPX+O6kRLauGtY/srvQgVwu4+JhqXyxLocYo4bnL+hPXpmTOZcPpTzPSTgQQuMK8e11w3l3bTYuX4Byp5RhPLlPPLeP7cbGnHJKKr089fNuiv6QKWxpoGY8XF/T3mNmq9EYoNd0WPq0pL97LK5ySeowMqPGE4zoBL2mSX1RW4sIjNrQJozqUVq1cT2eElytVsurr77Kq6++2uAxaWlpzJs3rzGXJhB0aCITjcjlMkL1eK8RCXq0hj+5tSjUkHqK1GKs7AB4KpDFZtLZaObZ85N44HcBBatOhV7Tqm9R+AIhPlqdzc87Crl4aCo/3jqKrMJKIjUq4gny3RMbCAVrfkZdTonn1rGd+XxrHoPSIsitcOMJhPhtbzHL95WyMbuiznukRuqJNtaNsmmNJrqPGM2uZYvrzAH0HHV67QFrKlzwIcy+qrZmcJfxUo3oH0Os8tb9s2/tiJ+eQCA4YfRmFSMv6MryL/bWGlco5ZxxWU/05r/YclEowZoifR2DAaSs4DZCmDCe30uQypxeAsEQvRLNBG0+fv1oD390LPevKiShi5WswkquHpXO/B2FJFp0PPXzHv4ztTcP/7CTQ6U1CnSxJg1vXjaIuHqyhVUaDSNmzOTQlg24HfZac91HnIol7g8JmyoddDkTbt0IR9ZLTdBTh0vhYkN04/xABNW0KYWmlkIoNAkEdfG6AlQUOtm8MIfKMg8JGRZ6j0nGHKVF0YF6rM7dls8PW/MZ3zOeCIOKhTsLmeDXsGtpfr3HRyUZSJyWxksrDnLHuK4EQmH2Flby9vKD3DuhB3q1gpxyFwkWLTEmDX2TLFj0DSvJ2YuL2LX8V/atXYlar2fw5OkkdO2OwRrRVJfcoTlee9B2HhEFAkGrQqNXEt/ZwrirMgn6Qqi08tr1rR2EQWkRWPVq1h0q5/P1pWREGXCVN6yu5LT56BSh52BJFYt2FVFg99Ap2sBd47vzxtIDlFR66RprZGzPWJRyeR0Fpz9iiY1j2LTz6X/mJOQKBRp929mXPBnCoTA+bxCFUo5S1Xof4oRxFQgEfwuVWoFK3fGM6lHiLTrm7yyke7yJlxbvIxQKc0G3ZA5vL6v3+Kg0Iwv3FfP5dcPZkF1OocPDW8sO0jXWyGXD04i3aKnyBpizKZecshy+nTXyL9cgVyjQmdp3VC0cDlNZ5mHfhiKyd5ShN6vpNzaViHh9s/YpPl6EcRUIBIK/SVmVjzizFpkMNh+xkTCtL5qfs/G6are2lMlg4OR09vs8/LKziDKnj3MHJLNgZxH7iqt49KddtY6/7YwuRBn+urlIR8BW5OKbZzfiddb8TA9sKmHo2en0PSMZTRM1nz9ZWq9PLRAIBG2EkV2i2XC4glO7SIlB2R4vw67NJK5zjTdpidFx5s19mXe4lB+2FhAizIerD1NS5WVkl7q6vamRei4cmopSIW7TXleAFV/tq2VYj7Lux0O47HVVrloa4bkKBALB36RztIEdeXZmnd6FbXl25m0rQK2QE9PfzNCzUgiFIM/p4bYlu3n47Ey6J5lRKqT60f/8tItHpvbirN4JzN1WgDcQZHxmHGf3SyTJ2vJNCVoDXpefnN3lDc7n7qkgIr517TUL4yoQCAR/k1izlhdn9ufrDUd48cL+bDhczpS+iby78hAvLD2ALxhCo5Tz/pWD2ZZn5/G5u7lmVDqXDU/j4zXZ/POb7aRF6RnbIxaTVsU5/RJIimjd4hnNSTgcrlPWdCyhVqg9LYyrQCAQNAIJFh3Xj86gzOmjR7wJly9IOBzm5YsHEAyFSY82YHP5eG5BFgDvrjjE7WO78r+Z/flpWwE2t59Yk4YpfRM7nGENBkN4KiXxEK1RWSfrXK1TEp9hpvBA/b21k3tENvkaTxRhXAUCgaCR0KgUJP4eynV6A1h0am74eCN9kixM7hNPcqS+VmnNS4v3YdWrGJ8ZR6JVx/jMOJJbudxjY1NZ7mHX8nx2ry4gHA7TdXAcfU9PxhxdExLXGdWMntmdb57ZSPAPfYN7nZqI4Y861q0AISJxHAgRCYFAcDKUVXn5YWs+chl8tCqbeyf24MZPNjZ4/LzbTiUzsePcYyorPHz//GbsJbWboustamb8YxDmqBoDGwyGcJS62bIwh9w9NnQmFQMnpBGfYUFvar6MaiEiITguAv4gLrsPj9OPQilHZ1L9tXSdQCA4LqKMGq4Y0YmcchfPL9yHNxDEqldhc/nrHJto0Xa4spucHWV1DCuAy+5jz+oCBp/VCfnv2dIKhZyIOAOnXtANnyeAXCFvlfWtRxHGtQPjrvKxa3k+6+cdrg61RMTrmXB9byITDMhaSzcMgaANI5fLiDGpGd45ivdWHOLhs3tx7+ytBI5peqBRynn54gHEWepqCLdXvO4AWWsLG5zfv6GY3qOT0ZtrP3Ao1QqUbUC0RBRQdWCyd5Sx5vuDtfYwKgpdfPffzVRVNCzfJhAITgyDRsVd47uyq8DBd5vzePeKwVx5SifGdI/hulPTmXvbqfRNsrb0MpsVuVyGUtWwkVSo5MjasIVqw0sX/B2cNi9rvz9Y75zH6afwoL3eOYFAcHKkRxv4+sZTsLl8XP3hBg6VVnFatxiuGZVOl1gjqg7U7ABApVHQ5/TkBuf7np6Mzth2w+QiLNxBCQZCf+qdluRU0nVwXDOuSCBo36iVCvqlWHn/qqFUevwo5DIi9Oo21WKvsYnrZCK9XzSHtpbWGk/sYiU1s65qVVui4/5WOzhypQy9Rd2gbFhUkrGZVyQQdAwiDWoiO1jiUkPozRrGXNKdvqcns2NZHqFQmMyRicSkmlplec2JIIxrG8bv9eCpqgIZ6E0WFKrjz5wzWDQMmdyJpZ/trTOn1ipI6GJpzKUKBAJBvejNGvRmDYndrBACeTsJjwvj2gYJh8PYCgtYPedz9q9djVypoPeY8Qw86xzMMbHHdQ6ZTEbGgFgcpR62LDpC+PfMRWOEhkk39cUU0XGyFgUCQcsjl8vbVRaQEJE4DlqbiIStsIBP/nUHXqez1rglLp4LH3oSU3TMcZ/L7w3gcvhxObwo1Qp0JhUGi0aU4QjaJKFQGBkgk4vPr6BpECIS7ZSA38fGn7+vY1gB7EWF5OzYSq8x4477fCqNEkuMEkuM6L4haLs47V7K853sXpkPMhmZoxKITDAIQRRBiyGMaxvDU1XFgfVrG5zfveI3uo0YhUojwrqtAVelA2d5OSXZB9GZzEQmp2KMiEShFH96jYXT7mXxh7s5squmJdm+9UV06hvNmEu6t/nEGEHbRPyFtzHkcjkqbcOGU603IFO0fvWSjkBVRTkL33qZg5vWV4+ptDqm3/cQid16CgPbSOTvtdUyrEc5vK2UolMS6Nz/+LdJBILGoh1tH3cM9BYrA886p8H5ARPPRqlsvXqbHYVgMMCWBT/VMqwAfo+bOU88TFV5aQOvFJwIHqefrUuONDi/dckRvO5AM65IIJAQxrWFyK1wsT3PztKsYnbm2cm3uY77tRmDh5GS2bfOeJ+xE4hKSmnMZQpOEqetgs3zf6x3LuD3kbt7ZzOvqH0SDoUJ+BpulB3wBasz4QWC5kTEpVqAQ6VV3Dt7GxuyK6rHhqVH8vSMviALo1UqiT9GwNvlDVBa5eNwmRO1Qk5KpI6zbr2bivxcdi5dgkqjoddpY7HExaM3i/rU1kAoEMTnrtvt4yj24oYFywXHj8agosvgWMryquqd7zokDo1e3OYEzY/41DUjDrefcqeP++dsr2VYAdYeKuf+Ods5rXsMn63J5p6JPTitWwzhcJjP1ubw/MK91V009GoF/z2/H6d178VZvfu1xKUI/gKVRo01LgFbUUG984ndM5t5Re0TuVxG96Fx7Fiai9NWW23MGKEhY0CsKCsTtAgiLNxMZJc5ue3zzRwoqWLNwbrJFwCrD5YxLD2SB6ZkUuzwsD3XxqYcG88syKrVnsrlCzLrs00cLnUSCDYcEjtegv4gjjI3uVnl5OyU+iv6PO1wnyoUAr9b+reJMVgjGX3pVfXOWeMSiE5ObfI1dBRMUTrOvWcQfccmozOp0JlU9B+fyvR7BmKKFFnzgpZBeK7NQL7Nzcy31lBg93DBkD/fEy2we7j5000MSLEytkcsd8/eWu9xoTB8vCabW8/oSqL15GtU/d4AOTvLWfTBruq9K7lcxtBz0ul1aiLa9qCBGvThqbDhrvLhKHGhNmgxRpswRuiRqZquTCMlsy+Tbr2HpR+/i9NWATIZnQcO5Ywrr8cY2bZFyVsb5mgdp0zPYMD4NGSA1qhC0U5k9ARtE2Fcm4GtuTYK7B4AtH/Sv/DY+c1HbGQVVpJbUXvfTiGXkRapxx8KkVvhZtneEqYOSESnOrlfpaPUw/y3d8AxOR+hUJg13x0kJsVEaq82bgTCYVylFaz6MY+sDbbqYZ1JxeQbehDTKQJ5E5XEaI1Geow8jeSevfG5XSiUKnRmMxq9oUner6OjUCowWkUZmqB1IIxrM7ByX03ZxcbsCkZ3jWbZvrqlGGO6x7D+UE3IeO3hcjITzRRnlSCTwfWndmZY5yj2FDhQK+UMTItg7cEyHK4AOsuJ/yqDwRA7luXVMqzHsn7uIWI7mdEa2m5pj89Ryu7VJbUMK4C70s/3r+xi5r8GYI5tOklLmUyGKSq6yc4vEAhaJ8K4NgOpUfrq/7+74iAvXzQQpULOr1nFhMMgk8EZPWKZOSSFWz7bXH3st5vzeOfywSzdW8JDUzLZnmfn6g9q6iYVchn3TexOMHxye4ihQBhbUcMlQJXlHoL+pt+fbAwCwRBFDg9ObxCNSk6MUU2ezUNUADYvq3+P2+8JUnTIjjlKDwrxpyAQCBoPsSnRDIzPjEfxu5C4xx/i1s830TXWyNuXD+aTa4bxyTXDyIgxcstnm/EGaoyZ1x8iFArz4dVDkctkzNmUV+u8wVCYJ+btoczpP6l1KVVyEjIaLt2JSTah0rT+MFu508cHqw5z1kvLOfPFZYx7/jcOlrq47+utyJHhdTWcnFVe5AV3/cZXIBAIThZhXJsBXyDIU+f2QfN7goXHH+LNZQf5ZmMuiVYt327K461lB6sNq0IuY3xmHC9fNIACu5tEi5Yv1uc0eP7P12YTPImsYZlcRvfh8SjV9XwMZDDk7HTUutbt0QWDIb7dnMdjc3fj8ASQy+DtywezZE8xd4zvjjsUxhjRcNKSPtFIhSfYjCsWtCeqKjwc2lrCko93s+aHg5QXOPEJRSgBIizc5BQ5PFzz4QbSovS8cvFAihweKj1+usaZ2F9cxd7CSvqnWjmnfyI3frKROLOWR6f24tc9xfxn7i70KgXPX9ifkkpvg++Rb/MQCIU5GUlhU6SWaXcNZNH7u6pDxAarmjEX9yAiXv8Xr255iiq9/G/xvurvp/ZPpMIVQKuU8/GabJItai6cksLij/fXea0xQkOpIoS/UkFENFBVAr4qkMnBEA1qkXgkaJjKcg8/vLSl1tbKxnmHGXNJd7oOiUOtFbfXjoz47Tcx5U4fuRVucivcrNxfRqxJg06tIN/mxh8M88FVQ3jg0x0MS4/kqxtGoJDLuOSdtZQ7awriy6q89Euxsnh3cb3vcWrXaDR/kYXcEHKFnLhOZqbfPQCPM0AoGEZrVLaZnq5ObwC7WwqLX9Q/imtHp/LGiiNMG5DM0wuyCIbC3HxXOv3PSWfnLzn4f/dS49JNdDsnnRu/28pNI5MYID+IbN49ULQD5ErInApjH4aItJa8PEErJeALsuHnw/XmLPz2aRaJ3azCuHZwxG+/ifH/IVxb/AcPVC6TccWIND5cnc2RchdrDpbVMqwA//lpF0+f15ffskoI/kEn1apXcWav+L+9Tr1Z0yZ7X2pUClQKGVN7RfCvzvvJLVMzf0cJV41MRymXkRyhwx1085XNxowru6ELy5Ap5WwstHPV15uRyWBKgh3ZB5PgaGJYKAA7voHcDXDVz2BJatmLFLQ63FV+slY3LGGZs6OMiDgR+ejICOPaxEQZ1BjUCpy+uvt6aoUcXzBE/9QIFu8pZuGuonqrYrKKqvhkTQ4fXT2UR37cyd4iSUd1ROdI/jOtD8kRHbfRebRRzSNnZXB+lxCqN29Ff8FCnL4AuwsqmdwngUszlcRsehGNbCqXf7Gpzuv/OSYe64qHagzrsdiyIW+jMK6COoRDYYKBhvMcPE6x79rREca1iYk1a7h/Uk8e+G5HnblrRqXz/eY8DpY6uXBICvk2N94GSl++3piLVafiHxO7E2/WoVcriDKqsejagYLS30AvD3JhXB6KfVsgHCLq4LdM6nUO//p2O1/fOIL4oqXoNr/LTRdeyrw9Nqq8tW96ozvpka1b0/Ab7P0ZMhtu8SfomKi1SuLSzRQdctQ73+bFVwR/G5Et3MSoFArO7pfI/y7qT69EMxqlnG5xRh6f1hutSs6P2wrIKqwkNVLPpD4JRJsaDs32TbZw91fbuPDN1aiV8g5vWAGoLESx7EkpEQkwbn6H/xscZkiqmVd+3Y/VkQUBD2mLbuDHS1M4t280BrWCaKOaW0bG0S1aA/o/uRGak+sfd1VA+WGoOAye32+w3kooyYJfn4QfboWseeDIb9TLFbQOtEYVoy7oikxeNy8hsasVS0zHjSYJJITn2gxYdCqq3AHO6p1AolVLkcPDuysOcbDUCUByhA6NUk6lJ8DMISks2FlIdlntRIkJveLJt3uqk3e259pJjmj92bxNTtl+KNwBp9wmfR/wkPDNdP538Xxsymjkju4AyIu2kf7VWB7rfRH3ThuHLOghOv8nQq7LYcBlsPy5+s/fe3rt713l4MiDA7/Cpg/AWQqpw2HsI5C3XjKqR9n0EURlwGXfg1X02W1vRCcbOe++Qayas5/8fXa0BiV9xiSTOTIRvVk8+HZ0hHFtJk7pEs2ZLyzDV0896s1jMnD5gtwzeyvvXjmE+8/qSWmlh7nbC9GpFUzqE4/d7eeJeXuqX3OkouFeoR2KgAf8Lig/BJ1Ph4O/QreJWPd9Q+TG9+GqeaCLAHcF+F3oN7+LfvO7AFSd8zbyXT+iTuoNncfAwd9qzhvXByY9i11uJT+vnJ+2F9M1Usk5ETnIN74Le36qOXbfLzDkOvjxtrrrKzsAS5+Gs54FtfBm2hNKlYLYNDNn3dAHvzcIMhl6kwq5QgQEBcK4NhuJVi0fXDWEGz/ZiOP3dm5yGVw2ohMGjZJgKIxKIcflldrJvXnZQAakWCl3+XhmfladLOO+yaIpOgAxPST9yCX/gWmvQ9IgSBmGfPblEN2N8OFVBC75FtU3V0ohXAC5Ale/q9muHkAvXQl8dxOc8SAMuRbyNkHiAJDJsOXs4J0KJa+skkqgFlyZhjzkrW1YQTLEeRsg3IBI87Yv4bT7QN2xvFev24XLZiN39w4Cfh8pPftgiIxEZzS19NIaFY1ehUbfdvW3BU2DMK7NhFqpYGh6JPPvGE2ezU2VN0CkXs2X648w67PNjOgcxWuXDCTKqEajlPP6bwc5p18iry09UOdcGTEG0qNFmj8AhlgYeQeseAG+uQbSRhLqOgG53w1+FyGNmTKnj90jP2ZQVAB5wE1J2MKnO1zsXlXER+ecBr8FYOGDoNJDxhkQ3wd+uJXscxbwytxsMhOMPDQ6ggyjF/bVzThGpZX2WxsiopOUjewqA20EyNu/Z+N1Otm5bDG/fvh2rYeOPmecyciZl2OwWFtucQJBM9D+/8pbEUqFnESrjiGdIjm9eywKuYzP1kmyhqsPlnHNhxv4dlMes07vwpYjNspdPv45sQcRvz8Vy2QwrmcsH149lDizaAINgNYEw2+G8z+A+L5QvIuQXAUyGf70MyChL1GbXyGrLEjfNwu49lc5m6usjO3XmfenJ6JY/jyc9YykyuR3QcpQWP4coc5j+XSXh0EpZt4fL2f4oukovQ7JAP+R4j2QPKTueOJAuPoXyfh/cw18PB1WvwL23Kb+qbQ4tqJCfv3grTre/PYlv3Bk57YWWpVA0HwIz7UFSbRqmT4gkW8312SUfrg6m5vHZPDmZYN4Zcl+og1qnp7Rl1izFrNWSYxJg0nbcAgqFAwiPxkdxLaMLQd+ewp6zwBDDAQ8BDPGEe45FcXKF1F0n8D57m0ox/blo802Ig1qktVVqA4ugp3fQMgHF38phYSTBsPChwjG9qO8KswTYyOI+2a8ZHgrCyQDLpPXrov1OqCqGFJPgZxV0lPQpOcgrhcsfgSyV9YcW7AV1r0liVO00ySnUDDIll/mNji/7rvZpPbuh94stjYE7RdhXFuQSIOG/5uUybD0KF5feoCSSi8DUq1M7BVP1zgjQzpF4g0E0SoVRBgazj70uJxUlhSzbfF8qsrK6DJsBCmZfTFHxzTj1bQQzlKYexeU7IFfHwdAqYvEd9VCFK5i2P4VuMqIGnYDVxkPcuYVp/H8khz+03U/YUc+MoDdP0r7qHF9JOOptaAq2MDFp9xGVMlKybCC5HWe9SyMfQgW/bv2Ota8JmUFb58NIT+U7gWFprZhPYr9CGx4H06/HxTtb68uGAhQWVbS4LzLYScUECILgvaNMK4tTLRJw8yhqYztGUsgFMagVmLWSTfc4ylj9bpd7Fq6WArB/c7+DWswRcVwwcNPYo37+9KIrRpnqeQNHou7HBY9DGPuk74/sBgOLEaRMoyCob0YFh/GtO09gsNn1bwmHIbCbXgLdqEYdB3Klc/RL8KPPv8Ywf+inbDkUTjzcbh6Aez4WqpjzTgD0k8DfSSMugtKs2DVS7B3fsPr3vY5DLsOTAmN97NoJSjVajoPGEL2ts31zif36IVa3zpyBgI+L06bDbfDjkKtRmeyYIyIaOllCdoBYs+1lRBj0pJg0VUb1uPFWVFey7AepbKshJVffITP42msJbYp1Ht/QlG8AyI71wwGfWzOq0IpA6qKCJqSwHqMML9MRkHSmWyJn4EvbQxRyx9CnTq49olz1sDcu8HnBLdN6pyz8QP44mIqinM5XFaJP7d+o1KNXAnIfv9qf8hkMjIGD0NnMteZkyuUDJ8xE7W25XMGXA4763+Yw/t33cin/3cXH917C7MfvZ/SnGzCDWV+CwTHiTCubZzDWxu+ke9duxJPZf3ybO0GtQFSR9Q75Tu8hsA5r4Hi9xCA20aiScHcAz4qu52LevHDVF0wm2Cn06T5+H78mhPkki+z+SHjERynP4HcECW1nzuW0+6F2VdIIeBtX4Ehltzz5nLTzzZmfbGdkMoAh5ZB94k1r1Go8Z7yL2wXriR/ynLKzlmIK2Rt/J9HK8ESG8fMR58hrd9AaQ8aiE3PYOajT2ONb3lvPRwOc2DDWlbN/pSg3189Xp6fy1eP3k9lacNhbYHgeBBh4TaOz1O35dVRQsEgodCJN1FvU5jiYdy/4bMLwGOvGY/pwZaed/PG4lwembmYqF0foS/aSP9EA/ctKCR/1Ay67/4CX952NvV7ivhhfoxaNXk7QngDIe6Zl8fGmzsjm3c3TH9T2mMt3C6V1djzakpvFGpKx73ATbP3sD2vkpcvGkC+LpJ0ZwkE/dDpVMhZjXPq1yxfaeTAnKNtAwuJTDRw1o19sMa2T6WtyMRkptx+H56qSsKhEFqDAV0rSWJyVpSzavan9c65Kx0U7N+LOSa2mVclaE8Iz7WN06nfwAbnErr2QKNvnzfuahQqiOwCF30FI2+HtJHQazpF077kru8OsGSfjTM+yOW+yvN5PeVZ5h0M8Nx5/bjxxyKyJs1GWb6Xfo7fUKg0bLNrGZ4h6QxfP7ozAb9XUlj6/hbofR7M/BTOeUWSQDxK5lRKXCG251WSEqnD5vLz3Co75eNfgvn3Q78L8V/0Les2R3Bgq73W0svznfz0ylacttoCIe0JrcGANS6eiITEVmNYAQIBP1XlZQ3OFx+uW18uEJwIwnNt45ijY8kYNIwDG9fWGpcrlJxx1Q317nu1O4zRkjCDKR66TwG1joqgmdzfJSL9wTA/7ijlx98PH5gawZuXDianwkVB6lX0iwqSpFaSkRFHUaWXngkmhqZHklVRSJwpXirBWfSwtH97zssQ37vmvRMHUGiTNKK7xZnYcqSCubsrMKk7M+v8+UTv+xJ/5gj2rDtS79LtxW4qKzwYrG2vl25bRqFUYbBG4LRV1Dsfk5bezCsStDeE59rG0ZstjL9+FmOvuRlrXAIavYEuQ4Zz6VMvEp2a9tcnaC/oIyGyE6QOhfg+hOQNPzduyqmgzOljXM84xvRMICI2Ga01HmQy4sxaPrpqGFtybDy/tpKyUx+VXqTSweT/wuwrpSQoy+/dcqqKiTVKhrHSEyDBKukHf7G1nDM+KuCm4nPJ9VoJBRtOkKkq75hJZy2JMSKS4TNm1junMRhI6NqjmVckaG8Iz7UdYLBG0v/MSXQdOoJQMIhGr0eta93hYI/Tj98TAJkMnVGFUt24wheRejWxJk0dTWYAjVL+pw3mZTIIhcNsOWLnnaR0rp76KTHlm6UuN84SSYh/5ueE592LbMc3xHa/mO5xJjZmV/Dg5Exe/XU/4bDkMf+2t4TrB6WiUMkJNtCr1xwlBP2bG5lMRrdhI3GUFLNx7neEgkEAzDGxTL3ngY5RIy5oUmRhkXP+lzgcDiwWC3a7HbO5A4RZm5BgIER5gZOVs/eRt9eGQimn27A4Bk/q1KhGJhwOs2xvKVd9sI7QHz7h/5nai/MHp6BV1W/Q9xdVcrDUyfUfbwQgPdrA7AsTiP5gJIQCOIbcjq33lahUGpy2IuItBsqDGm7+LoeHpmSyM9/Bf37aVf2+M/olMgkde5bW7e0amWhg6u390VtEWLgl8Hs8OO02XHYbSrUavdmCMVI0Ohc0zPHaA2FcjwNhXBuPsvwqvnpiPaFA7Y+dOVrLtLsGYopsvPpHty/A4TIXr/26n535DlKj9Mw6vQvd40x/Wk+cU+7iu825ZBVWMXd7AQA/Xp5On69PpXT8/3g1vxsL91dyxSmdeHzubuQy+PWWgSCDoEzN99tL6Z8aQVZhJZXeAH2SLKQbtRxemseBtcWEf7e6CV0sjLsyE3O08FwFgrbC8doDERYWNBs+T4B1Px6sY1gBHKUeCg/aG9W46tRKeiaYefq8vji9QXRqOUbNX4t0RBvVHChxMjQ9krN6xfDeqiP4VWb8w2axItSb99fnYlAriP+9eUJShI7fsj08+tNu+iVbuHdCd27/YgsmrQqtSs57Kw7hD4WYfc1whp6Vjt8dQKVRoDOq0Rrbn/yhQCAQxlXQjPjcAXJ315+dCbB/YzEZA2ORyxtXuUivVqJXH/9HXa9W8s+JPbjxk408Ni6G97uvoVidSl6fm3n5c6lhvdMXxBsIkmTVEQiGidBJPXk35di49+ttPDatN9nlLrYesTE0PZILB6eQGqlHrxF/cseL1+WkqryM/evX4HU5yRg0DGt8AgarkCcUtH7EX7qg2ZDJZWgMKnyeYL3zerO60Q3ryZJg1fHuFUNwuVwY9uWicBayM5BIvq0ms/fFRft48tw+/PeXLHrHqlDKZQRCYXIr3Fz/8Ua6xhrpGmdEFg4Tr3Kh14gthePF46xi2+L5LP/0g+qx9T98Q0qvvky69R6MEZEttziB4DjoUKU4r776Kp06dUKr1TJs2DDWrVvX0kvqUOjNavqekdzgfOaoxGZczV8TbdKQGheBcvRdWKukrkWZiTUGMrfCzX3fbOOSYWlE+3J5ZlLta9tXXMXK/WVc1F2GNfwnzdQFdXCUFNcyrEc5snMbe1YuJdzelccEbZ4OY1y//PJL7rrrLh5++GE2bdpEv379mDBhAsXFxX/9YkGjIJPJ6Do4jqQedcN6w6d1xhzV8mLu9WJJJrLnGE7pZOK6U2uLCxTYPfzjm22U+nVMKP2ABVd24oohcZzePZZ/j0tg7sxouqx/GHTCaz0Rti/5pcG5TfN+wGm3Nd9iBIKToMOEhZ9//nmuu+46rrrqKgDeeOMN5s6dy3vvvcc///nPFl5dx8Fg0XDm1ZnYSzwc3laCSqukc/8YDFY1mhPsCNSsmOLIMITRal28dnF/HvlpN0UOqYa2b7IFvVaDPjqV7rPH8HDGOALWGNSHdsDq7XDFT2CMa+ELaDuEQyFcf2I8Pc4q4bkKWj0dwrj6fD42btzI/fffXz0ml8sZN24cq1evbsGVdUz0Zg16s4aEjNajNXs8KOQyUqMMJFq09E8yUen2ovQ5iHDuJ9KXLekPdxqJfMVLqIs2Q/JQSfQ/ogMpZTUCMrmcbsNGsnfNinrn0/r0b/+a2YI2T4cwrqWlpQSDQeLiansPcXFx7Nmzp87xXq8Xr7dG2cfhaOdt2wQnhFKpIDHqaJg3BkLpkrYxgDUZzn0TAh5QKqW0rAAADKZJREFUm0B5HB3v/7+9+4+Juv7jAP4Ezju4L8IhyJ0YCJUTC1KCoEPKFSwyVpnNb/klO6vVNCzIMi3S2opgtbWylZpL+yOTZfNHObLoUIyF/BIQMMEmhZkHFR1gWPy41/eP5ufLCf4oP8fB956P7Tb9vN/cXu/ndvfa5z6/aJiwGTNhME6Bvf2U03YfjQZz/v3AmL8DGZHHHHP9O/Lz8xEYGKi8wsPD3V0SjWXe53yMtP8C9MFsrJdhYnAIFq7Jw3Wp6fCZ8NfhgohrZ+E/eW/AEDbVzdURXZxH3KGpr68Per0en3zyCebPn69st1gssNvt2L17t9P8kfZcw8PDeYcmolE20NeHMz1dEIdA66eHr7+/u0siD3epd2jyiD1XrVaL+Ph4WK1WZZvD4YDVaoXZbB42X6fTISAgwOlFRKNPo9ViYvBkBEwOZWOlccUjjrkCwIoVK2CxWJCQkIDExES8+eab+P3335Wzh4mIiNTiMc31vvvuw88//4y1a9fCZrNh9uzZ2Lt377CTnIiIiC6XRxxzvVx8Kg4REQE85kpEROQ2bK5EREQqY3MlIiJSGZsrERGRythciYiIVMbmSkREpDI2VyIiIpWxuRIREanMY+7QdDnO3meDj54jIvJsZ/vAxe6/xOZ6CXp6egCAj54jIiIAf/WFwMDA847z9oeXwOFw4KeffsLEiRPh5eX1t//+7CPrTpw4wdsnDsFczo/ZjIy5jIy5jMwVuYgIenp6EBYWBu9zn+U8BPdcL4G3tzeuuOKKy34fPr5uZMzl/JjNyJjLyJjLyNTO5UJ7rGfxhCYiIiKVsbkSERGpjM11FOh0Orz44ovQ6XTuLmVMYS7nx2xGxlxGxlxG5s5ceEITERGRyrjnSkREpDI2VyIiIpWxuRIREamMzZWIiEhlbK6j4J133kFkZCR8fX2RlJSEyspKd5fkMvn5+bjhhhswceJEhIaGYv78+Whubnaa88cffyArKwvBwcHw9/fHvffei/b2dqc5bW1tyMjIgF6vR2hoKFauXImBgYHRXIpLFRQUwMvLCzk5Oco2T87l5MmTeOCBBxAcHAw/Pz/ExsaiurpaGRcRrF27FlOmTIGfnx/S0tJw7Ngxp/fo7OxEZmYmAgICYDAY8Mgjj+D06dOjvRTVDA4OYs2aNYiKioKfnx+uuuoqvPzyy073tPWEXA4cOIA777wTYWFh8PLywq5du5zG1crg8OHDuOmmm+Dr64vw8HC89tprl1e4kEsVFhaKVquVzZs3S1NTkzz66KNiMBikvb3d3aW5RHp6umzZskUaGxulrq5O7rjjDomIiJDTp08rc5YuXSrh4eFitVqlurpabrzxRklOTlbGBwYGJCYmRtLS0qS2tlaKiookJCREnnvuOXcsSXWVlZUSGRkp1113nWRnZyvbPTWXzs5OmTZtmixZskQqKirk+PHj8sUXX8h3332nzCkoKJDAwEDZtWuX1NfXy1133SVRUVFy5swZZc7tt98us2bNkoMHD8rXX38tV199tSxatMgdS1JFXl6eBAcHy549e6S1tVW2b98u/v7+8tZbbylzPCGXoqIiyc3NlR07dggA2blzp9O4Ghl0dXWJ0WiUzMxMaWxslG3btomfn59s3LjxH9fN5upiiYmJkpWVpfx/cHBQwsLCJD8/341VjZ6Ojg4BIKWlpSIiYrfbZcKECbJ9+3ZlzrfffisApLy8XET++jB5e3uLzWZT5qxfv14CAgLkzz//HN0FqKynp0emT58uxcXFMnfuXKW5enIuq1atkpSUlPOOOxwOMZlM8vrrryvb7Ha76HQ62bZtm4iIHDlyRABIVVWVMufzzz8XLy8vOXnypOuKd6GMjAx5+OGHnbYtWLBAMjMzRcQzczm3uaqVwbvvvitBQUFOn6NVq1bJjBkz/nGt/FnYhfr6+lBTU4O0tDRlm7e3N9LS0lBeXu7GykZPV1cXAGDSpEkAgJqaGvT39ztlEh0djYiICCWT8vJyxMbGwmg0KnPS09PR3d2NpqamUaxefVlZWcjIyHBaP+DZuXz66adISEjAwoULERoairi4OGzatEkZb21thc1mc8omMDAQSUlJTtkYDAYkJCQoc9LS0uDt7Y2KiorRW4yKkpOTYbVa0dLSAgCor69HWVkZ5s2bB8BzcxlKrQzKy8tx8803Q6vVKnPS09PR3NyM33777R/Vxhv3u9Avv/yCwcFBpy9DADAajTh69Kibqho9DocDOTk5mDNnDmJiYgAANpsNWq0WBoPBaa7RaITNZlPmjJTZ2bHxqrCwEIcOHUJVVdWwMU/O5fjx41i/fj1WrFiB559/HlVVVXjyySeh1WphsViUtY209qHZhIaGOo1rNBpMmjRp3GazevVqdHd3Izo6Gj4+PhgcHEReXh4yMzMBwGNzGUqtDGw2G6Kiooa9x9mxoKCgv10bmyu5TFZWFhobG1FWVubuUtzuxIkTyM7ORnFxMXx9fd1dzpjicDiQkJCAV199FQAQFxeHxsZGbNiwARaLxc3Vuc/HH3+MrVu34qOPPsK1116Luro65OTkICwszKNzGS/4s7ALhYSEwMfHZ9gZn+3t7TCZTG6qanQsX74ce/bswb59+5we12cymdDX1we73e40f2gmJpNpxMzOjo1HNTU16OjowPXXXw+NRgONRoPS0lKsW7cOGo0GRqPRI3MBgClTpuCaa65x2jZz5ky0tbUB+N/aLvQ5MplM6OjocBofGBhAZ2fnuM1m5cqVWL16Ne6//37ExsZi8eLFeOqpp5Cfnw/Ac3MZSq0MXPHZYnN1Ia1Wi/j4eFitVmWbw+GA1WqF2Wx2Y2WuIyJYvnw5du7ciZKSkmE/tcTHx2PChAlOmTQ3N6OtrU3JxGw2o6GhwekDUVxcjICAgGFfwuNFamoqGhoaUFdXp7wSEhKQmZmp/NsTcwGAOXPmDLtcq6WlBdOmTQMAREVFwWQyOWXT3d2NiooKp2zsdjtqamqUOSUlJXA4HEhKShqFVaivt7d32MO4fXx84HA4AHhuLkOplYHZbMaBAwfQ39+vzCkuLsaMGTP+0U/CAHgpjqsVFhaKTqeTDz74QI4cOSKPPfaYGAwGpzM+/58sW7ZMAgMDZf/+/XLq1Cnl1dvbq8xZunSpRERESElJiVRXV4vZbBaz2ayMn73k5LbbbpO6ujrZu3evTJ48edxfcnKuoWcLi3huLpWVlaLRaCQvL0+OHTsmW7duFb1eLx9++KEyp6CgQAwGg+zevVsOHz4sd99994iXW8TFxUlFRYWUlZXJ9OnTx9UlJ+eyWCwydepU5VKcHTt2SEhIiDz77LPKHE/IpaenR2pra6W2tlYAyBtvvCG1tbXyww8/iIg6GdjtdjEajbJ48WJpbGyUwsJC0ev1vBRnrHv77bclIiJCtFqtJCYmysGDB91dkssAGPG1ZcsWZc6ZM2fk8ccfl6CgINHr9XLPPffIqVOnnN7n+++/l3nz5omfn5+EhITI008/Lf39/aO8Gtc6t7l6ci6fffaZxMTEiE6nk+joaHnvvfecxh0Oh6xZs0aMRqPodDpJTU2V5uZmpzm//vqrLFq0SPz9/SUgIEAeeugh6enpGc1lqKq7u1uys7MlIiJCfH195corr5Tc3Fyny0U8IZd9+/aN+J1isVhERL0M6uvrJSUlRXQ6nUydOlUKCgouq24+co6IiEhlPOZKRESkMjZXIiIilbG5EhERqYzNlYiISGVsrkRERCpjcyUiIlIZmysREZHK2FyJiIhUxuZKROc1ODiI5ORkLFiwwGl7V1cXwsPDkZub66bKiMY23qGJiC6opaUFs2fPxqZNm5RniT744IOor69HVVWV0wOmiegvbK5EdFHr1q3DSy+9hKamJlRWVmLhwoWoqqrCrFmz3F0a0ZjE5kpEFyUiuPXWW+Hj44OGhgY88cQTeOGFF9xdFtGYxeZKRJfk6NGjmDlzJmJjY3Ho0CFoNBp3l0Q0ZvGEJiK6JJs3b4Zer0drayt+/PFHd5dDNKZxz5WILuqbb77B3Llz8eWXX+KVV14BAHz11Vfw8vJyc2VEYxP3XInognp7e7FkyRIsW7YMt9xyC95//31UVlZiw4YN7i6NaMzinisRXVB2djaKiopQX18PvV4PANi4cSOeeeYZNDQ0IDIy0r0FEo1BbK5EdF6lpaVITU3F/v37kZKS4jSWnp6OgYEB/jxMNAI2VyIiIpXxmCsREZHK2FyJiIhUxuZKRESkMjZXIiIilbG5EhERqYzNlYiISGVsrkRERCpjcyUiIlIZmysREZHK2FyJiIhUxuZKRESkMjZXIiIilf0XTvGk1SZiBIcAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "\n", + "nuclei_location = np.array(\n", + " [\n", + " [250,900], \n", + " [220,950]\n", + " ]\n", + ")\n", + "\n", + "\n", + "fig, ax = plt.subplots(nrows=1, ncols=1, sharex=True, sharey=True, figsize=(5, 5))\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Gene\", ax=ax, legend=False)\n", + "plt.scatter(nuclei_location[:,0], nuclei_location[:,1], s=100, color='black', marker='x', label='Nuclei location')\n", + "plt.legend()\n" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's run the segmentation again with nuclei information" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training on device: cpu\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "8382390df1c2409ab9c84b8306bbbe9d", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/500 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cell_labels = is3g(df, x=\"X\", y=\"Y\", genes=\"Gene\", radius=50.0, nuclei_locations=nuclei_location)\n", + "df[\"Cell labels\"] = pd.Categorical(cell_labels)\n", + "\n", + "\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, sharex=True, sharey=True, figsize=(10, 5))\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Gene\", ax=axs[0], legend=False)\n", + "sns.scatterplot(df, x=\"X\", y=\"Y\", hue=\"Cell labels\", ax=axs[1], legend=False)\n", + "\n", + "axs[0].set_title(\"Genes\")\n", + "axs[1].set_title(\"Segmentation\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Since we provided additional nuclei information, the model managed to separated two cells that previously were merged. " + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.9.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/setup.cfg b/setup.cfg index 69e90d1..56e72d7 100644 --- a/setup.cfg +++ b/setup.cfg @@ -1,7 +1,7 @@ [metadata] name = is3g version = attr: is3g.__version__ -author = Axel Andersson, Andrea Behanova +author = Axel Andersson, Andrea Behanova, Jonas Windhager, Christophe Avenel author_email = axel.andersson@it.uu.se url = https://github.com/wahlby-lab/is3g/ description = is3g implementation in Python @@ -25,7 +25,7 @@ install_requires = scipy torch tqdm -python_requires = >=3.7 +python_requires = >=3.8 [options.entry_points] console_scripts =