01_Introduction.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# eLABJournal and jupyter : introduction\n",
    "Access to your eLABJournal data from jupyter"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Use the elabjournal package"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from elabjournal import elabjournal"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Obtaining a REST API key\n",
    "\n",
    "The first time an elabjournal object is created from your system, a REST API key has to be entered. \n",
    "\n",
    "To obtain such a personal key\n",
    "* login into http://www.elabjournal.com\n",
    "* go to 'Apps & Connections'\n",
    "* and click the 'Manage authentication' link\n",
    "\n",
    "Enter a description (for example 'Jupyter') and generate the token. Only the part behind the semicolumn is needed, so '80551...bea5' in the example below. This key can be entered when a REST API key is asked for. \n",
    "\n",
    "The key is stored by the elabjournal package in your systems keyring, and therefore the next time you create an elabjournal object, providing this key is not necessary. Be very careful not to give this key to other people, because it will provide them access to all your eLABJournal data! From the eLABJournal website, you can always revoke a REST API key if necessary.\n",
    "\n",
    "If you want to remove the key from your systems keyring, use\n",
    "```\n",
    "elabjournal.reset_key()\n",
    "```\n",
    "\n",
    "<img align=\"left\" width=\"300\" 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    "\n",
    "<img align=\"left\" width=\"250\" 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Pc+9MzvdXV39dlV1fXVOnV5tLqdkkoAEJCABCUhAAhKQgAQkIAEJSGBZEVhNQb+s7peFlYAEJCABCUhAAhKQgAQkIAEJFAIKeiuCBCQgAQlIQAISkIAEJCABCUhgGRJQ0C/Dm2aRJSABCUhAAhKQgAQkIAEJSEACCnrrgAQkIAEJSEACEpCABCQgAQlIYBkSUNAvw5tmkSUgAQlIQAISkIAEJCABCUhAAgp664AEJCABCUhAAhKQgAQkIAEJSGAZElDQL8ObZpElIAEJSEACEpCABCQgAQlIQAIKeuuABCQgAQlIQAISkIAEJCABCUhgGRJQ0C/Dm2aRJSABCUhAAhKQgAQkIAEJSEACCnrrgAQkIAEJSEACEpCABCQgAQlIYBkSUNAvw5tmkSUgAQlIQAISkIAEJCABCUhAAgp664AEJCABCUhAAhKQgAQkIAEJSGAZElDQL8ObZpElIAEJSEACEpCABCQgAQlIQAIKeuuABCQgAQlIQAISkIAEJCABCayUBFbfb78lv66N1lknbbvppuka666bPvKSl0y0PAr6ieI0MwlIQAISkIAEJCABCUhAAhKYFQKr3+lOS16UjdZeO227ySbpGvlTQb/kt8MCSEACEpCABCQgAQlIQAISkMByILDGfe+75MXcaM0107brrZf4VNAv+e2wABKQgAQkIAEJSEACEpCABCSwHAisefDBS17MDVdfPW2b3e43vOpV00ePPnqi5dHlfqI4zUwCEpCABCQgAQlIQAISkIAEZoWAgn5W7oTlkIAEJCABCUhAAhKQgAQkIAEJjEFAQT8GLHeVgAQkIAEJSEACEpCABCQgAQnMCgEF/azcCcshAQlIQAISkIAEJCABCUhAAhIYg4CCfgxY7ioBCUhAAhKQgAQkIAEJSEACEpgVAgr6WbkTlkMCEpCABCQgAQlIQAISkIAEJDAGgVEE/dprrJGumV8rt07+JM3NzaV//ec/6a//+Ee64NJL07/z96tf7WqJ/dbKEetXv8pV0mqrrZb+lrefn7f/9e9/L/tzXFsyyn0bFX+TgAQkIAEJSEACEpCABCQgAQkMIDCKoN96k03Sfttvn7a55jVLTv/697/TZVms//JPf0qn/uxn6fJ//jPdcLPN0jZ5v8032ihtsPba6cpXulI658IL0yk//nH6+XnnFXF/RT6uLSno26j4mwQkIAEJSEACEpCABCQgAQlIYACBUQT9ja997XSvXXdNN91qq7RetsRfKYt1BP2Pf//79Jkzzijfb7711on9ttp442Kt/+e//pV+8Nvfpg9+61vpjHPOUdAPuAdukoAEJCABCUhAAhKQgAQkIAEJjE1gFEFfLPQ77JB2v9710nbXvW66xjrrJKztZ19wQfraT3+a/pHF+46bb57Y7xrrrltc8H/35z+nb/7iF0XQ/zALe1z0dbkf+/Z4gAQkIAEJSEACEpCABCQgAQlIoJ3AKIKe9fM3yYIdQX+b7bZL18+u92tc9arpossuSz/KVnrW0OOOj5hf/cpXTn+8+OL07V/9Kn0tu+N/6ayz0q/PP7/95P/9VZf7gXjcKAEJSEACEpCABCQgAQlIQAISWJHAKIIe8b7+WmulnbfYIt1zl13SLttskzZdf/2yTv7Cv/61WN7XZ918DoRHADxc7D/67W+n0375y/T7iy5Kl+bfBqWZFfT/yTMV/8hrC+q05pprloh/9W9+X3wC/8yBGv7dJwjDKGdfPUdrvHKebVpIwsXk71VlJj/yNUlAAhKQgAQkIAEJSEACElgKAqMI+igXQe/2u8lN0q223TbtvOWW6VrZck/c+itlIU8QPCz2v8gB8L6eLfMf+8530lnZen9Fdsf/T5/o9pHvzAr6j3zkI+moo46KcpbPV7ziFWmvvfaa95t/LD6B5zznOemzn/1s5xO9+tWvTrvvvnvn4znwD3/4Q7rLXe7Sy2OPPfZIxx13XO9vv0hAAhKQgAQkIAEJSEACEpgmgXEEPa+m2/wa10i7ZQv93W5+83STvJ5+nWywvko2VLKmHjGPiz2C/vu/+U36Q7bODxPzXOvMCvoHPvCB6cc5TH+dbnWrW6Vjjz22/snvUyCgoJ8CZE8hAQlIQAISkIAEJCABCSwrAuMIet4vv24W8LtmQf/gPfdMu+U19bjiI+iJav+TbMD8dI56j6D/4e9+l/50ySUjsZhJQf+zfBH3u9/9VriA1bI7wqc+9al0rWtda4Vt/rB4BBT0i8fWnCUgAQlIQAISkIAEJCCB5UlgHEF/tbxceKMc4X73618/PTAbqm+eX2MXFnoC4/02v3eeyPan5sj3X/rRj9LZQ4LhBbGZFPTHHHNM+sAHPhBlnPf58Ic/PD360Y+e95t/LC6BM888M5177rkrnOSd73xn+mmucJEOOuigdJO8LqSZbnazm6VrZPeShSRd7hdCz2MlIAEJSEACEpCABCQggUkTGEfQb5yj2G93neukPfIa+gN22indYNNN01Xy2nnWz/Nu+otygLyf//GP6es//3n61Pe+l87KVvq/X3FFeWXdoHLPnKAnEN7tb3/7dOmll5ZyXy2vNbj88st717DxxhunE044YcFB1noZ+qUzgSc+8Ynp1FNP7R3/ohe9KO2///69vyf5RUE/SZrmJQEJSEACEpCABCQgAQkslMA4gv5Gm22W7rnrrmnPG9ygiPn1srs9gn21XAis97xr/s9Z1LN+/mM5yv138qvrzv3LX9JfG4Him2WeOUFP8DVcvCMdeOCB6Sc/+Un64Q9/GD+ll7/85Wnvvffu/T3oy2mnnZa+l2c4fpHdFxCFG264Ydosw9xvv/3SzXMwgkHp4vwOQMrzy/zKAP4R6R13/xve8IbpHve4R7r61a/e93AmJj796U+XOAAsIVg3z8hsm2djbnzjG6fb3OY2A6P1X5YjHH7sYx9LHPfHPEtzSV4/scEGG6SNNtqoBJfbd999ExH/+6XTTz89ff7zny/HnpeDK1w1vyqBYzfP7z+8053ulLbJ6zYmkboIehh+4xvfSCeddFK5H1zrljnK4/Wz68ktbnGLwratbMMEPbzxGCAifyTyveMd7xh/9j5PPvnkBCPq1b/yehXOzb2hTqydXxnRTLxx4fWvf33v553yjNotb3nLBNtTTjml5PW7PIMG1x133DHd+c53dsKpR8svEpCABCQgAQlIQAISWDkJjCLo18hr5wmIF2vnd9l667R21nJ/y/rlNxdcUALfXTdrNfZB3P8qu9p/KWtfLPXfO/vs9Ics6nnjV780c4Ied/rv5DD9kY4//vgivF7ykpfET2mU4HiI4Je+9KUDo7Pf9KY3TUTOXyevZWgmhNqLX/zidGFey9CW8Bx45jOfmQ444IAVNjN58KxnPSv9Ks+qtKXddtstveAFLygiu7n9i1/8Yonuz2RCv4S4f81rXpNukGd36sRr3Z72tKelr3/96/XPK3xnMoKyE5NgIWlcQY97/jOe8Yz029/+tvW0lOcBD3hAWVKxxhprzNtnkKBHcJPvl770pd4xTLy89a1vTde85jV7v8H0yCOPTAj6tnSd7AKDl8F22203bzOin3sWiTLus88+6SlPeUpqu08I/qOPPrr1/kYefkpAAhKQgAQkIAEJSEACy5vAKII+XO15Xd0dd945bZP1CUHwcK//YhburJ+/1X+t9ryP/vIs9H/5pz+lr2Xt9JFsqSdAHtb7fqJ+pgQ9Vs673e1uvbt63RzKH0s14hxX7iuySwJpWHA8rLT3uc990jnnnNPLq98XxNcb3vCGdJU8cxLpk5/8ZDriiCPiz76frHVgQoAJhkhY8onQX1uKY1v9iafAhz70obRefv9gpJ/nWZiDDz44YW2OxPvWsbDX72BnG94BH/3oR9P6668fuxbPhubr5dbKrhx/+9vfevvEl0nEIhhH0GMRf8xjHtO7h1GOtk8s5kzk1KJ+kKB/2ctelt7//vf3soLtW97yluKRED/ClDrRbzIh9qMeMFlSe280BT3W/F//+tcDrwXPEiYZTBKQgAQkIAEJSEACEpDAyklgFEG/RY4ltlf28Caq/c1yILwNsmjnnfOnZ9f6T3z3u0Xc3yYbFHfaYou0RbbUr5nd7y/NS86xzr8/ezbzeWk23DIJ0JZmStC/9rWvTW9/+9t75cRaj/AkIY6wXkcaJEgRc4j0SFhpH/WoRxWBhws+77ivLe8vfOELy7p99mfyAAv2X7JrQyQmGW5729umv+Y1DSeeeGL66le/GptKnuQX1u5DDjkkcY5IHIu4Q/wjwD/84Q/HpiLeH/vYx/b+roMBIuJ5fzsB5ZiNQewjNHFXj/TIRz4y8Y9EeSljpNvd7naFGRMGWJGx2h9++OFl2QD74JVALII274TIY9jnqIIebohplg9EYtnDPe95z7L8gdcTEgSxnsh40IMelB7/+MfH7n3fQ/+e97wnvfKVr+ztx/W86U1vKi70vR/zF6z1tds8wfu4V8Rk+NrXvpaoe3H+HXbYYV49bAr6yJdrYvkE95Z6Sz6RVs8N8Stf+cq8iaLY5qcEJCABCUhAAhKQgAQksPwJjCLoscjvn7UH753fOBtl0Xa8ko6gdydnHYTr/fZ52/bZW5igeVj0ef88Ue5PyUuEz8xG6t/9+c/pkiquXE1uZgQ9a6tZ73xBXkcQ6ROf+ES69rWvXf4k+BoCMlK/4HgIW9aJh0UbK+/HP/7xItzi2HqdPkIc8Yt7Pem4444ra7FjX0TbYYcdFn8m3Lvvfe97p7PzTAkJAYkYxE0b0VyLUMQebv91Qqj+KL+GgMQ6eF7Dhws9CXHOen8SQhwLPtbmSH/ON/LNb35zul6e3cFKzCeu/ySWKdTR/9smPJhQgC/H8g9RvZA0qqB/97vfnY499tjeqVgqwIQLcQUiES/gIQ95SE9UI5I5jnKS2iz0d7nLXeZZweH5ute9boVI+806wQQPkzB1HIJXvepV6V3velcUJ/E36+RJbYL+vve9b3G5jwOIBcDkzUUXXRQ/leUeC43u38vMLxKQgAQkIAEJSEACEpDATBEYRdBfJ+u53bIHMtZ33jn/j+x1fmE2eJ6Tl3b/KIv6y/Pfm2avayz518/LhhH0RL4nQN7PskEUYY+gx0rflmZG0GP1ftKTntQrI67wWNojIapYr46ojdQWHK8pbAlQ9vznPz8OKZ+IcgLWbZVdHghkVgu7WlSzM1bs5nvvzzrrrFIOXMPrbYjJt73tbb1zMTmwxx579P7mS1Pc1pHh8RRg8iESVnrc+XfZZZfyj/L2S+fnG32HO9xh3maCwnE87uPEC8D9fpJpVEHPpAhxBSIh5muX9vi9OZmC98LBeQkCqSno4U5dqJc2tPHm2G9961vp0EMP5WtJD37wg9PjHve4+LN84iXAUolIeGkQB4HUJuiJsdAMoEd5v/nNb0YWZRkAky4mCUhAAhKQgAQkIAEJSGDlIzCKoI/3z6+VPXgxJmN9x30eyzxWd9bQ42bP9nWzgXKNrAGJdMY+iPjL8n6X5yXlrKNvSzMj6AkwhkiKhJhCVNUJ12pcrCNhQcWSWies0GFt5/daFNb79fvOK/PCSwC36WEB5up8mssCcCkP63vsR961aEcUE2SN1LTwxzHxiYjdc889i3Bve9874rd+G0Acxydrw3Hf53gmOZpitN531O+jCHo8L5jU4JMEU1zTY4lCfa5v56APrLOPxL1gkoPUFPSxT/3J2xHqGAyxjWUOdVDF3XfffYXAd+x7fF63j3gn1YEXm4Ieq3szVgHHEGjwC1/4Al9LIr/tt98+/vRTAhKQgAQkIAEJSEACEliJCIwi6Bf7cmdC0CNycbcP0cdFIzhxu64TQfHClZ7fEYW4rNdW8qbrdD+RV+cb38m7DnC3ySabFEt+bB/2ef/73z8RyX2cdL/73S89+clP7h1CcDeCvA1L++Qo63ge1G7ruHs/4hGP6C0H6JcHbvxPfepTy1KDfvuM8vsogp57izCPxKvzmHRpS82giLweEI8G0iiCnskTgig24wIQuPC9731v2yn7/saygJg8agp6ouHXkzKRCfeDGAuRFPRBwk8JSEACEpCABCQgAQmsfAQU9P+9pwgfAr51Sc214gQnY017JFyrcbEeJeGKj6APN27W39eBzoblwRrwH/zgB73dEH7NSYnexv9+4Xy1oOdn1pMjer/85S/PC97XPJYgeLXlme0EdkNUfuYzn0lnnHFGWfPfPI6/sdjDHdHcNY0i6ClPrEXnPIju2opdn7vp9o5lHzd6Uj9Bf6Mb3ShxXCS8HShXnahbXGskLOzDlh9QTgLpkZqCnmUaBPFrJoIOskQjEufUQh80/JSABCQgAQlIQAISkMDKRUBB/9/7efe7333o68T63fpmcLyTTjopPf3pT+/tfq973Wve37GBgHuIWsQZa81jHf1BBx2UePVcJCLr16+G43csySeffHLaeuuty/HxrnO8AWpXbKzCEdQt8hvnkwiIiPvv5tcZECyPCPcRiT3yIZJ6P3F66aWXJtzYeWUcx/KqtTqxZvwJT3hC/dNY30cR9GS47777zntfO/eofl1fnJRJiOc+97nxZ6oj3bcJepYYMKHD0obzzjuvHMc9/eAHPzjvlXVY7YlVEInlHQS1GzU1BT3r4uvX5EU+Cvog4acEJCABCUhAAhKQgARWfgIK+nyPEau8Ui4S4jkCocVvzU9eP1YLW1zUcUEnEXyNIGyRyA+Ldf1O88tz8AEi24f7PvsgxBGDuKJjGY+EaI017vEbr0XjXySi4HPO5uvy2oQjEwFMGDCRwIQAUfx51zxR0rHu/ya/j5B/vGe+jlrPuXj928Me9rB5Ew6IV/IhT649jmc/fq8TbuKxJp3f2yz89f7Dvo8q6ImH8PnPf76XXVtQOiYvWLLABEYkYiHst99+5c+moCeGQAQgJMDh8573vDhs3vp3fvz+979fliLEDtSV5rIGJjvIB2b8Y5In6oyCPsj5KQEJSEACEpCABCQgAQkEAQV9JoEQQ0hFar4mLn6vP5vH1MHxEIZYbXE3j4RwxfLLuvzf//73xb2/dvvmNXRPe9rTyu5EKa/fDc8aday7uH+zhh8XfPJiUoCEGKf8G+XXEBBpnlepsR8JUY7wj0jnbe+4f+Mb31iC1RGxndfthbs/xzNBQLT/SAhLvBnOPffc8hOCk0CCTEQ014nvuuuu5RVucSyfTUHPhAGsuqZRBT3eAXVUeZjxN/eassPlqKOOmueKjys9LuvsS2oK+todn3uOt8FP8nsaI7361a9OBL8jsR2LfB1pn4mNem0/LHhDQiTedsA/koI+qPgpAQlIQAISkIAEJCABCQSBVV7Q4xKOqKqt7bwLHDE3KDVfTdcMjkdgOqzqCLlICENc4xGGdeI97pwTi2ykppWe37HiE7SPMteJqOq42kdiTTtR1SMR1R3xiUv/qaeeWqzssa0puo8++ujy7vnYjtjdYYcd0s4775zOOeecYmm+ML+vMBITAIfnddukP+Z3FB544IE9rwN+YzkCopaJBdzuWWsegQeZDOC6m1Z8jhs1jSroya+5HIHfKANlZJKlvldcN2XjtYCRBgl69mFJQghw/uZ+4hZPXiQmcIhCXyei/hPn4LTTTutNkrCd5QAsyYjgegr6mprfJSABCUhAAhKQgAQkIAEIrD9irLbFpLVh1lTbZL23QdadH8wezpNMq2WR9j9F3ZLzhz70oYSIjYQIq8Vw/N78JFss1axlj9QMjkfevOautnjHvvFJwDos23Vke7ZhaUfU93sFXByP0Obd87wvPhLW+WOOOaZvJPfYD6s9Swfq19ohHFn/X7++L/ZvfiJ2CQAYa//ZzkQHIjuWEjSPqf8+4ogj0gEHHFD/NPb3cQQ9Hg14VtTLGdpOCA/E/9577z1v8zBBz84sfWBJQ6RYChF/s5ae+gbnfgkRTxC9Opidgr4fLX+XgAQkIAEJSEACEpDAqktgi+wlvNRp/Wyg3iprKD6P/6+xd1JlGirosaLXbtKHHnpoIlL8KIkI5AjiSEQuJ8J4WGT5nXXRuHKfeeaZK4i4vfbaq6zd5/VkbQlLNlZiAtvhDl8nXvt2cA7IRjC2WGddb+c74hEL8dlnn92zivM7gpHjCPjWFhgO8YgLP+etXcQ5loTghVG/c3M+XvVGHm2TGUxeHHLIIQsK1vf/JUll8gCvg0gsTdh///3jz9bPz33uc8ULAY+BOsGFsiHC8YZoplEEPV4MLJ8Iwc5yCe5DnR914dhjjy1r9euJDzw4WJrBxNBWW2017/QK+nk4/EMCEpCABCQgAQlIQAISyARukPXsUqf111orbZ6Xf/P55irA+CTKNVTQT+Iko+SBIEPo4paO2/1mm21W1tOPciz78H53xDUWfYLY8X76Ya+ji7wR1QSsI49NN920nLvfJEAcE59MJBC9HTd7RCnHM5nAEoNhiWUMHMs/rp9j+TfquYflv9DtXBOu9gT6Q0BTtmkmXlHIBABeHkwG4XofLvbTLIfnkoAEJCABCUhAAhKQgAQkMIsEZkbQzyIcyyQBCUhAAhKQgAQkIAEJSEACEphVAgr6Wb0zlksCEpCABCQgAQlIQAISkIAEJDCAgIJ+ABw3SUACEpCABCQgAQlIQAISkIAEZpWAgn5W74zlkoAEJCABCUhAAhKQgAQkIAEJDCCgoB8Ax00SkIAEJCABCUhAAhKQgAQkIIFZJaCgn9U7Y7kkIAEJSEACEpCABCQgAQlIQAIDCCjoB8BxkwQkIAEJSEACEpCABCQgAQlIYFYJKOhn9c5YLglIQAISkIAEJCABCUhAAhKQwAACCvoBcNwkAQlIQAISkIAEJCABCUhAAhKYVQI9QX/RRRfNahktlwQkIAEJSEACEpCABCQgAQlIYJUhsMEGG4x0rQr6kTC5kwQkIAEJSEACEpCABCQgAQlIYDoExhb00ymWZ5GABCQgAQlIQAISkIAEJCABCUhgEgR6FvpJZGYeEpCABCQgAQlIQAISkIAEJCABCUyHgIJ+Opw9iwQkIAEJSEACEpCABCQgAQlIYKIEFPQTxWlmEpCABCQgAQlIQAISkIAEJCCB6RBQ0E+Hs2eRgAQkIAEJSEACEpCABCQgAQlMlICCfqI4zUwCEpCABCQgAQlIQAISkIAEJDAdAgr66XD2LBKQgAQkIAEJSEACEpCABCQggYkSUNBPFKeZSUACEpCABCQgAQlIQAISkIAEpkNAQT8dzp5FAhKQgAQkIAEJSEACEpCABCQwUQIK+oniNDMJSEACEpCABCQgAQlIQAISkMB0CCjop8PZs0hAAhKQgAQkIAEJSEACEpCABCZKQEE/UZxmJgEJSEACEpCABCQgAQlIQAISmA4BBf10OHsWCUhAAhKQgAQkIAEJSEACEpDARAko6CeK08wkIAEJSEACEpCABCQgAQlIQALTIaCgnw5nzyIBCUhAAhKQgAQkIAEJSEACEpgoAQX9RHGamQQkIAEJSEACEpCABCQgAQlIYDoEeoL+ggsumM4ZPYsEJCABCUhAAhKQgAQkIAEJSEACfQlc4xrX6Lut3qCgr2n4XQISkIAEJCABCUhAAhKQgAQksMQEFPRLfAM8vQQkIAEJSEACEpCABCQgAQlIoAsBBX0Xah4jAQlIQAISkIAEJCABCUhAAhJYYgIK+iW+AZ5eAhKQgAQkIAEJSEACEpCABCTQhYCCvgs1j5GABCQgAQlIQAISkIAEJCABCSwxAQX9Et8ATy8BCUhAAhKQgAQkIAEJSEACEuhCQEHfhZrHSEACEpCABCQgAQlIQAISkIAElpiAgn6Jb4Cnl4AEJCABCUhAAhKQgAQkIAEJdCGgoO9CzWMkIAEJSEACEpCABCQgAQlIQAJLTEBBv8Q3wNNLQAISkIAEJCABCUhAAhKQgAS6EFDQd6HmMRKQgAQkIAEJSEACEpCABCQggSUmoKBf4hvg6SUgAQlIQAISkIAEJCABCUhAAl0IKOi7UPMYCUhAAhKQgAQkIAEJSEACEpDAEhNQ0C/xDfD0EpCABCQgAQlIQAISkIAEJCCBLgQU9F2oeYwEJCABCUhAAhKQgAQkIAEJSGCJCSjol/gGeHoJSEACEpCABCQgAQlIQAISkEAXAgr6LtQ8RgISkIAEJCABCUhAAhKQgAQksMQEFPRLfAM8vQQkIAEJSEACEpCABCQgAQlIoAsBBX0Xah4jAQlIQAISkIAEJCABCUhAAhJYYgIK+iW+AZ5eAhKQgAQkIAEJSEACEpCABCTQhYCCvgs1j5GABCQgAQlIQAISkIAEJCABCSwxgUUV9HNzc+lHP/rRyJdIYa55zWuOvP9S73jZZZels88+uxTjxje+cVpttdUWrUi//e1v0yWXXJI23XTTtOGGG3Y6z1//+td01llnlXuywQYbpO222y5tvfXW6cpXvnKn/Jb7QRdccEE6/fTT0+9+97tEXd1qq63SjW50o2VVBxdyD/785z+nc889N1396ldP173udReS1cwc+49//CP94he/KHX6hje84cyUa1hBJtG+h52D7Zdffnn61a9+la561aumbbfddpRD3CcT+M1vfpPoP69zneuk9dZbTyYjELjooovSH/7wh7TuuuumzTfffIQj3GUhBByPLITeqncs45/zzjsvrb/++una1752ATCrz0/GaBdffHG61rWulTbaaKNV72Z5xRIYgcCiCno6BwZAo6ZHP/rR6cgjjxx19yXf75vf/Ga6853vXMpBh7PGGmssWpke8pCHpBNOOCG9+MUvTo94xCPGOs+f/vSn9KhHPSp97WtfK8K1PvhqV7taesADHpCOOOKIdJWrXKXetNJ+//GPf5yOOeaY9NnPfjZdccUV864ToXPQQQelpz71qWmzzTabt205//H5z3++TATd/OY3713G2972tvT0pz893eEOd0jvfOc7e78vxZe28nUpB2J+9913T2uvvXZvsq1LPtM+ZiHte5yyfu9730v7779/mRg888wzxzl0ld73wAMPTKecckp63etel+51r3stexaTam+DQLzjHe9Ihx12WNpvv/3Se97znkG7um0CBByPTADiKpTFq1/96jLuo297/etfX658qZ+f//rXv9Kb3vSm9KAHPSits846vbvxyEc+Mn3sYx9LL3jBC9IhhxzS+90vEpDA/whMTdAzA4h4HJQQUk984hMH7TJT25bDAxQL9AMf+MD0xz/+sVhi99prrzLL+fe//71Y6r7xjW8Ukb/HHnskBN7KPvv5gQ98oIh1LJVrrbVWus1tbpO23HLLUq9++tOfppNOOin95z//KWL+U5/61EphWWJQzeD6+OOPT3e84x17bWhWBH2/8vUKOsaXpR6QjFHUebsq6OfhmLk/ViZBP8n2NuhGKegH0Zn8Nscjk2e6Muc4a4IeMX/rW986/eQnP0k///nPi+dA8FfQBwk/JdCfwNQEPeJot91261+SZbhlOTxAYyB6wAEHpNe85jXF/bFG/YMf/CDd+973Trhf0Wm+6EUvqjevVN+/+tWvpnve855lAgNh+/KXv3yFCYyf/exn6T73uU/CBZrlCByz+uqrL2sOWOC/853vFFFPPYg0K4K+X/minON8KugH09JCP5hPv63Rj64MFvpJtrd+vPgdd16Wd+DSy1Im0+IScDyyuHxXttzbBD2GDoxAV7rSldItbnGLqV5y7dHLc7xe2sS47MILL0xbbLHFSuU5OVXAnmylJ6CgX8AtnvUH6KWXXppucIMbJGY+cTPvZ33/xCc+kR7+8IcXa/R3v/vdBRCZ3UP/9re/FVds1nSyVv5LX/rSPJeuuuQ8PPbee+/CjYceAn85p34DeAX97NxVLfSzcy/aSqKgb6Pib7NEwPHILN2N2S9Lm6BfylIPEvRLWS7PLYHlQmDmBT2BiD784Q8XQcqM//Wud7204447FtdhZhHrxJpQ1omzhnbjjTcuLsbnn39+WSO8zz77jLTGHVf0T37yk+mHP/xhsdJus802aeedd05YNptB7xbyAMWt+wtf+EK5LtyLOC8WYQJ53fWud11hPXs94GdwCRPENwHNbnrTm6Y73elOKwhUAhIiTAl6x74R+KRmxncYkyeWlOOOOy5tsskmiWv7/ve/X465y13u0jyk/E3+rCtl1hQ+MMOizcwuZcJ9/bTTTivuU3DE3X/PPfdszYsfzznnnHTqqaemr3/968Xt/frXv3663/3ut0KQOs7BuZigwLtglPTRj360xBHA2v6Zz3wm3eQmNxl4GDEHqE/3ve990+Mf//h5+xJAD48T+Pz6178u65G33377Ek+B+1EnAs/h5s96fO7rySefXK6Re879uPvd75522WWX+pCyVowlErvuumu62c1uNm9b/PHFL36xcGWpBO2hLWEd+9znPpfe/OY3l7rMtWApu9WtbpV22GGHssSiXkNPnrAnABjXQzsa5FWDdwf3n0CLxB7gGNZnUx9GScPKF3mMw3uQhR6vC+JQkG55y1uuUAfGuR7WIP/yl78s94+gX/xNXcfTBQ60B+rvqKlL+67z5t7Rxlk2QmBRykB9q9chsv8wC/2o/e173/veEqTo9re/fZkgq8tCu6D/6Nc+qY9MMnLNa665Zn1o63cmJol3QZuBOUu36CuJB0GfUqdob8RuIb5J3FOsTvRr9Eu0uX6BQAlyynpvzkMAJtoX3jysmx9nDX3Uj+jLqXd4yZB22mmn0q81701cxzjXG8ecccYZpU+iP4IPAQ/pP+r2O2p7I89R61Ocv+2TfuErX/lK7/nAPgu9P/V5oj1zL4kr03w+s+9f/vKX9L73va/0T0xa1+nb3/52+vKXv5yYwCXmBkFib3e7261QnznmxBNPLM8nxhFt3gY8D4ijwxIuJtFJjkf+twYaHivreIRrG5TGac/RPsYZL3DuLv1Nm6Af1F44D+NUnjOMwXCNp5z0wTwH2hJjCfpN+m7Gd4zL6btve9vbzgvKyriP5waxnEjPetazyrOBfheRMmi8M874IPh2fT60XaO/SWBWCIwq6HFTLikL5LlR/+UH3Fy+0PIvP/BGPi7yf9e73jWXB1W9PCIvPrNonMsD6Hl5vvCFLyz7PuUpT5nLoqJ3XH7Qz+WB7Lx94xz1Z7bazuWHce+4+ny505rLg6Z5eXBNsQ/XWuc16DvlzgOt3rGRR3zmwfhcHgzMyy8L9rL/wQcfPJctzCscm8XDXO4U5x2Tg+HN5Q607Hv/+99/7ve///287YPKmAOQlOPyQGcuD3Jbj8tCv+yT3fTL9qOPPrr8nUXiXA60V77HNcVnHlS15pVFc+v+eZ37XBYA84552MMeVvbNA7B5vw+6niw0yzF5QmGkY/LkUet+WfDO5Qme1rJmgT73oQ99aN5x3BOuPYvjuRwfondcFsC97/Cqy57XuJZtWUzM+z32yWJ/LouTsk8ekLbuw77ZAt87R/Dns3m/8qTPXH5wtu6bH6wr5J+9HMq15IH0CsdQX175yleucEyUvf4cVj72HZd3jglRykQ56nNlQdfrE2hLXENs73I9UfdzMMHW+pBF1Vx2z+6dI87V77NL+yav7HkzlwdTK9wH7jN9YBYi88qQJ3jKvvltGfN+J69x+tuoL/S1zWvKIracIwcJncuDuHnbqa+ULU/wzfu9mUf8nScu5/Lgq/X6yOdud7vbXN1Wo71l4TX3qle9aq6tjtKusohb4fxZ+LXuz73mecP5Rr2nUT/ysp65/AaJcmzd5uGfJyVXKMO41wunQw89tC+fHD9lLgvfcp5R2tu49SnuU9vny172slKuHBSvd50LuT/Nc+TJiznaOffl4x//eO8c9X7xTMoTbL3tHJcndVqZ0W7pH3l21vnsu+++Zf9+fRt9KOXIIql3nOORVWM8UteT5vdx23O0j3HGC5yzS3/zvOc9r9TZbMzp1dl+z0/OkScke+MO6nr9j/LW40TaTw7gPMf4rd4vvmfDyhztI3gxLoxt9WeMb6K95qB4vWM4dtzxQfDt8nyIsvo5ugaU1XRZhU4f9jl1Qf+tb32r1xnQ4eQZurlsfZrLlta5bF0sjT+/CmfegDEeoNlKOseDOVtv57IVaK7usPpVMAZX2WJS8qVzpCPJFo25T3/603MMAOlkENqIqcijq6DPr7gr+THQYZDFubMFZ+4JT3jCXLaSl215PXvvPJwvBvyUAzGXAw6VQWm28s9la2M5Jlvm5vHguGc/+9llG8chOMmXgWvd+cb11J90yAgCjmsbxGZL6BwDdgapDAI5NgZP2WJZBlqcG45cW7a098qRPSDmXRsdP+fJr+Mr54IH18VglN85T57l7R2T34ZQ8s/W695vddnbvlNXyIvJgLbto/zGpE32oCj5ZAt/qYvUSepmXptffs9vCphX1niA8HucP1uuyiD7LW95yxysmHDKVsFeuXhw8hv/EKLNsr3//e8veVEfm9vqv7lHTFJFfeNhyN/N+0W5ED5MOFDfs0dBEUr8zj/qS53vYx/72PJ7ng2cy3EZ5riePLteHuDZ4lq2Ua/rY9q+DytfF95tAxIm4mISjIFBflXfvLJ1uZ4YQHH/qFuvfe1ry+AiW6574o9tiIe2a2/+1qV900ZpA9wj6sJHPvKROZhmq2ip5/zOgKquQ/0E/bj9LXWX/LPFe971Ia7zKzHLNrZTpvpamSDi98c97nHzfq/3ie/0AyGCafMMjqm7TDzUE4b0hXFMtDf68uzBNcdEJpMa2TNmjgFsCPzmJBrXn9dsljZHO2DSNVui5p7znOf0jqHc3Oc416DPqB+0e8Q7zy3qHRPLeQlMYZAt6PMmlrpcL22TcsH8gx/8YLn/9B8vfelLe2I3e12VMg9rb13q0yAGgwT9uPen33nycqhy/dzntn2ifTDxFtuj7tB/veENbyjPX+7/M5/5zLnop+EX+/O5EEHveOR/g9qVcTxS15P6e5f2HP1X1EPGK8PGC5yzS38zjqDP1vgyCUtfw4Qt4wh+Y9I0xomMgeL6Y/KQdp6t7mU8l72lyv4x+cW4jmvjGJ7R2XOytGXOkZeBlnPEhHCboO8yPgi+k+p/4nr9/F8bl8XSsRgm5GP7ggU9g16s3/3+NWfYsxtyadzZTbjXSURFoSFjkabhM/iK30PQ83sMYmLbsE/Ow3F0jM19GYhlF8aynUFKbO8i6MPyjdWmzWLOwJVyZLek3nk4Xwz4GeAy+Igy8FmXrzmDyXaEdgxkyZt/5MOAMr+erQiROr/4/rSnPa3sy2AmfotPLE/kU1s+QtDz+xvf+MZ5xzBYjIkHJlkiH2ZYGXgjXnlIxO/xGQOyfpb92G/YJw8PykUZh+3bbzsTLuRBXaAONveLOoQ1j+tlezxAOC6/xWGFYxAnbGPQl93TetuD1XOf+9zeb3G+e9zjHuWYsLTH7/0+s2ty2b8WPuxb3y/uZ/P47BZXjqsnQah7zK5Tf9ruFwNkrof2HpbBZr7Nv/uVrwvvpqBnEBFinsF/PSFHObpeTwygmMBAQNXXlN0LiziEA8K33tbve5f2jTWQczCgaps4iAkxBkNx3n6Cftz+lvNRD2i7tbWbiTjKlN3ty2fdP1OGuNdMHEWZ+n2Gpwr1vW2fmNjlOmN73d7yq496v8d2+jvKRxuO3/iM68dTqP6d70cddVQ5huO6CPq8/GBenvQNTAiSX+0B0+V6maAlnzZPCfJj4PrgBz943vnjHjT7gy71qcmq/nuQoKfM49yfOt/6OwN/8qL/bPbJcGcbwj08cpj04DfqbvM5Sr5MULKdifXsIt7jthBBT36OR/43yF1VxiNd2nPdf40zXojnERMBo/Y34wj6GHPk5Ue9NhHtMCYVGWOGQMdiT71vG1dgBIkJC8YLkQ/tl2P4x+Rj/M5nm6DvMj6o+U6i/6nL6Pf/tXFZLA2LEOzDPldjh9zQyhpRPkdJdZCLYfu/+93vLutv2S9XhpStimWdI+tqsoVjhcMjkBvrkFkfScoiMmWLytjvoGZdUB4Ul3XbrA1iHXsz5Y4pveQlLynrnfNgtGxmnei476G/6KKLytqjPKBoXR/NmkMisbMONs/w9ooRa2xZU55nRXu/xxfWtOYOrqwLZu16M7E2NHe8ZV07a/v+ezvLbllMpyc96UnlneR1XALWPOXBX4l4yjGsQY2UBUjKA6J5kdPzrGzJg/1yxx679j6PPPLIskYfZuxLytbmlK11ZQ1WFre9feMLa2BZ68iad8rSJf3zn//sxQ/IAqusLe6SD+uuWW/Je1LzA2aFLPLESlmjy/pgyszr8FjTzJp1GLPGmt+aKfJlbX9cI+vus+W4rNekTkRiPR5rPTkH92SUNTPDguLlQX+JBRDniE/iKXDPuNdvf/vby8950qzUvzyASG9961tj194nUXJZY3rZZZelPHgur6HpbezzpV/5gss4vPNAoPceeuona5hZD51FX8oCo9TluhhdrydPcpRYG9nlu8QoqPPkO2sKWWuYxWAJONnc3vy7S/tmnT71jH6J8jRT9E/UPdoy69Xb1tB37W95zWie1El1mzr22GPLmzKyJa58Up+p1yTiC1B3qbP0bZRrUMoDvNLeWHPZ1m5g+4pXvCLlwWbp+8kr2hvf82ThCnEM6BsJcpm9gcq+7MdzKvKnv2m2Kbaz9j4L8ZQF/UhxO6J+wIi3izRTnsAu675Zc01bJ3W53uwCnrKHU4mJka3QibWhkejj2xj3a29d6lOcq+0zTxis8B76LvenLe/4jWskVgDPN54p8TxmO1zgU7+9JU9Sl74sT3KU/iDyiU/yI84L5eQ5y/OWRJ2h7pBftvDH7r1PYtCwVph1yexLcjyyao9HurTnaB/jjhe69DfUVdasU3eHvYc+G1bKM4T+nvg7zUTbI2YKMZuIxZQ9qUqbZH19XhbT3L2MKXg+M67mnfOkWi/wHK+j3NOGm++h7zI+CL6cb9TnA/uaJLAcCDTHLv3KvGBBz0BvUCAyBHWeZS/np6ExEM9WvjIobitUtm6X4EJ0fDzMead4PEDpcOh4Rk0E9+AhnmcYEwP8tkEQA2JeWUSnxf6kGDDznc47W4H5OlZikEvAEDowgsYQNI3vBA/h70gx4K87wNjGJwNk3uHZT5zV+/L6D4IHMnlBsCkCsJGyFSIxKGSyIRKDZfbL1uAyMOL3bJ0rgygqD6IyW2vL7iHoCfIWkx6RD58M/LNb4zzxzgQM9y1bzhKDrcVKBOW75JJLyoRDnjkf+zRXXHFFmfThE1GUPSxa8+DaqY9MnhD4JR4g/SY5yISATgzws5tnCRTGb0TlR/wQpCwvWyhBzvg9Jm4YlHOvRkn9BvBxvwiqR9CZZmKSjYke6gUTL6QYOBA8it/bEvky8dFPaDaPaStfV94h6GmL9B+0LSapaFdtway6Xk8cxyQadbiZHvrQh5YgZUyIZK+b5uYV/u7Svpl4pC2TfwjSOmPESbbCJFjGRGWboO/a30b9ye7Oif6dxARH9pIofWS20pTAedwD+qWYvGMARz82TuJaCIJGXgR3Y6KXe8pkBM8K+hZStDf68JjEqM/DQJNBZl4OUfJhGyIeYY0YJt+2FJMX4wr6Y445JuW4JytkyXUQcK/Zz8eOo14v+eSlW6Wf4PnFwJtroW3SrtueZW3tjfN2qU9R3rbPQYJ+nPvTlnf9W0y2MyHBOUnwgwV1phYh1E+efbXwrvPiO22afpaJZtoPaSGC3vHIrwvDfv+tCuORUdtz9F/jjhfieTROfzOqoL/44otLMGr6F8a52bre71a2/s7zhz6bZzP9FZPQPI+Y/K/HPOMI+q7jg+A7yf6n9aL9UQJLQGBqgj67p8+LuDvoWhEq2YWwWNqION+WiBJPhM1///vfJZIug/UQ9PWDve3Y5m+IT2bsR01Y/Jh86CroseRitWHGkQFpnbDME82/OdCLAX8IxfoYvvNQDM8COi0sUKMkvBN4CFAemOagbikHDOkdyt+HHHJImTwhKj+JTphjassHv8cAH+tkm7UdKy+ivd6OpTu7QfW1fJDvJBITNkzE1IP/cfLlnhMxGnGY3Tf7RsmOAWNYZuMBgoWPiPNtiUEjM+Q8lBHBkbK7com4nYNepcMPP7z8TPkRYAxcqeejpH4D+GH3i2jflKEW9Ewa1Z4jg87PmwKYIBuW2srXlXcI+jgnfQT3izdVYClmUFKnrtcTA6h+gp2I2ngR9dtel4Hv47ZvroM3foya6FPh3Cbou/a3MakKY6Ks45VBdHUmooi6HIwQR0wAxd/9+rC2a8H7Ckspk1rkH4nrp4/rJ+hrwR7H8MlEE5adent4w/SbiOS4aIvjCvp+18pEHa/PJNEvMVFMGvd6OYYJCfromGjmNxKebUws8ZaO2vOqrb3FoP3/jxz+f9SnQXsOEvQ1/zqPtvtTb2/7jsigf2Vimb4pxxMoop2+OMeWKHUnjuNvnq88e/Gcaks823jG1Z5kCxH0jkdW3fHIuO2563hhWN/a1t+MKuiZoMUjj/4EA86oibE7Y3ImSRHgkbDY0x/hbdhV0HcdHwTfSfY/cV1+SmCpCcykoI9XjA2a2aYzwBWTlNewFutpCPp+7sD9YDODjwUGGLjlDktYXrEAdhH0DCZ4wGM9omNjIIIlgYEGFhWs5Qwk+gn6448/vrxGqVlGXg+CeyvWdawSdJhcCx0fkxX164uax/J3DFiaIh1LMWWDNx07IiKs0LXlgzxCIDJgZMDXTG2CPs5bewA0j5vE33gGYMVj4qd2Ye+XNw8jxCiD/7zmL7FUAg4kZpt5ILQlrGMMsMNdMx4giBwsim0pLEK4KSMcIuGShrs7r89CMCGgqCsIGc4RnhGxf7/PtgE8+w67X22CPvJCsPYbEEc5sJC3uefF9viMPOtJCtpJF961oGfJApMhlJMJryZfzh/nHvd6YgBFHWHiopm6CvpR2zfWDLyasPxgoQxB2CxH/E0/w4CsTdB37W/Jm8keBnlMytHv8GrE8FqIiYLHPOYxKceCKK/zory0idoLKMrY/MSSSr/MtdIf0u8wMUNboh3QnzABVk/SRXtjwpW+r5naBCPeKZSbZV64TbclRDHifFxB3+9+xmQInmX0J0xQdLneuqzcB9zC6Zd5JrIsh9R8Hkadr9sb1rIu9ak+f/P7IEE/zv1p5tv2d7i888zjeRd9arN98hykXjDhzMRyW6Ku5rW9pe7Fcol4TrHEg+U7zcQzHctjbfl3PLJqj0e6tOfov8YdL8TzaJz+ZlRBz9Ix2gou8DxfR0mx9Ip9mbjkVcZ46HJdPItYyoKVvqug7zo+CL6T7n9GYeI+ElhsAjMp6JnVxKLDWhxcdNpSuJjjOoMLOOK46wM0xDAimMFV25qftjJ0EfTPeMYzytpjOjas3wxU6xQu1bVrP9vDgoe4xOrSTAyosXYjuBHeJCYGKCODETrvQYmBDyKU936ytKBOT37yk8sAiHeDMpmBaG174AwTiG2CPoQ2FqYc0K8+bfnOe1HJF5di3P+7pohNwMAZa1+b+3WdN27BWHQR9LjDkygDVkKEOdfflnj3eLzLtXa5H/QwJGYC5Wtbc86DkDrJe6yZ6WawiYs+60NHTW0DeI4ddr/aBD0iGYtm7Y46ajn67devfF14h6CnDbP0gZQjrRe3dEQk4q2+912vJwZQTcFQTpj/6yrox2nfiFusk/2swFGW+rNN0Hftb8k3rJlwQKTiaZKj0Ze1lPBHhDMxQ9umntfiuy5X2/fwqqFPIp5D09Uz7l0tWLsM2Fj2RJ3oZ7WhbLH0aFxB32+iMp4dtVdAl+tt48ZvWNyZ6OF+8IzkeRkxUPq1ty71qd/5+X2agj7aOGt46Z+4n0xCM8lRP2MREnia0X/Sj7YlJgTw2qN+Pf/5zy+7sG4eD6t+y4g4H/VoEoLe8Ugqk+nLfTzSpT1H/zXueCGeR+P0N6MKet7dnoNZl3bAWJvlU82EAYQYI7Q/PGSYHGXyNibYmvtHX1O3p3Fc7smvy/gg+Crom3fEv1cGAqMKehpnSdnFcV70yUF/58HmXIZU/hERftC+9TYiKPPaOY4lCni9Lb5nS3LZnq3Sve15UFl+ywO83m+x/6DPPNvXe11cnllsPZZX2vBqoCzSetu7RLnPg9tSxuxC3cunLtvB+T3zXHfu0OdtjyjY2SI27/c4NiKs837o+C1eEZMHqq0RyWM/In9nd/1y3uY739knD27Ktp122mkuIt9nV+LeeSIfotdS9jxgXGEb++TZ2LI9z/b2tmeLR/mNSOTNCOQcQ3nIs77Pcb5xPoksTR7kla00K7zer84rB3sr+7FvzSPeRc2bCOr943sewJbjiKifRXjZp46qymu3Yt/4zCK992qu/LBZYXvcQ941nScXSv7ZArfCfpFf2ydvM+BauK56+7D7RVvguLrOcd/5jftF+67z4zvXkF2w5/LDdoXX3TX3jb/7la8L7zyZVcqXBf28stFuKXf2gpn32rqu10MfQ370OXEd9WcWrmV7Wzup94vvXdo37Ygy1G0+8uMzD7LKq8t4s0gWdKWcbVHuu/a3nIO6SBmoI0RuJ+p/ttT3mGSrb3mDBa8OZb886drbVpe1+T1PzJTjOIbI+c3tdZ+VraO97dHe8oCt91t9bLaalXLQJ9a/x7vu2543sIvnURb0846r86i/R/2gDte/x/csGks58sRP2d71euFOXW/jmidYeq+uq5+//dpbl/oU19P2mQfz5Rrb3kM/7v1py7/+LXu8lUj3vH0je4aU89bPmdg3xwQp26irPBPi9/is73WeGOht5xW41MVs+e/9Fsdkb6myje11NHvHI/P7pniWrQrjka7tOfov6tI444Vx+xvq7jhR7rOXYKnjeRJghfpPXvHWKdpMtD/6pX5tLE8ylvzyBEQvP95EwXXzLy8f6v1O/m1R7ruMD4LvpPuf6Av8HF0fymryrEKnD/ucqqDnRvOeYBo2woF3Atc3n04D0USnUIuUrg9Q8o5XE2XL+Aril3epM1CgPPX7i2tBj4BD4PT7F2I13sGJOKuvie85gm5vEMvAuN4eA37KQFnrbbzDPFuey6t4alY8VHg9HscwIEVQx8A+jmeAGx1jnnmdy+6I8/KO/bLlv5SN/HjlSP1Kn9hnmEBsE/TwYtBPGZksiLz45BUo3H+2ZYtKbxvvtWewWN/7+rh+33lffNzH7LI7l9f59vLkGB4oPGB4dzfnZCAa943t8Yok6l492GMb3KOsMUjn93iAkB+TOTU3XlOXPVHKubIXxbyycCz/soWpvBoMkQz37BnQul/s3/YZda75Crxh96tN0FPm/GaJUmZECczqc+Z1q2UbgzaEYr2t3/d+5evCu5+gz1bo8gov7kP9qrCu1xMDqEkLeso3avumX6Ldc0x2DZ7HGvZMqrAtLznobWsT9NyXLv1t3E/qA/1V9nCay1ap3rnYHq/Oo6/OHhJ9+5fIKz55FSd5Uv5mv8AgMbvil21szx5DvXNGext3wMYEK3nl4Jlz1JUoB/1T3Gu2jyvoOSZbynv5kS8DdVjQ32YX/7Kt6/UGX/rneiKF82T323JNtEXEfVxTv/bWpT5Fnm2f0xT0nD8mSXhlJty5/ma58pKLubxkqWynzteCgzZDn8+xCH7uSRxP38nvsKRPjt+zF8pctjaWbWyfhKAnb8cjqbSP5TAeibpQf3Ztz9F/UZfGGS/UfdQo/Q1lHUfQh+GFsVr9mlbaT0yKZw+gMh5gfEb5+cczvOaSPW7LGCa254Cy87YzxmFbDtY87/c2Qd9lfBB8x30+8BygP+NfXlozr2z19fl98iJVpqMzHSbkw3bXsAAAQABJREFUY/uCo9xn8Tt0HXduyL1EsLb8zsviMpcfomWtK2tysyAtAZdywcori+pXyHR1ueekBNdjHV5u8GVtMmviiIzOujhc2FmPyPo73KKzOC7lDLfJXqEHfMHVnkB/8boidmUtERGKWb/IOVj3SGRo1k5zvjpYUrjcE/gOtyHcuVhHypIE3AMJaEe0bdYO1ik3huKuT56RCLzHetos+Et0ZH6HLesKcZVqS/EKM7Zly0dr0LthLtxtLvfkhxt09kwoa2V5BREMiEbNWlA4ELiMCNksiSDVyxb6rUsvO7b8R54sWYgAWyxRIBYD7plwxb2MBFvcOHHdrlMeBBZXdcrCshDciVk7zNsCiKLPml9YRVnJkzXcuAuz5h1XOuo17t+4cOJOz/XipsxvbSnWb7ItPzxHippe50MgQtiz3IBrZTkBkdGH3a82l3vyxWUVFz/qLa54++yzT+LVgFwPAeg4D+fDtXeU1K98HDsub+o0PLlv4XIfZYjrhTPXEHW9y/WEi2MW9BNdQz9u+8ZlEddqEvWMOBpZmJS2Q53GzZrlGnmyqezT5nLPhi79bckw/xftkb+bcQryoKv32j7aMf3nqIk3X2RRVtoFken5x7XRR3Ofud6I3s8nKdpbHrCNvIY+yhPr5FnuRBslD/omzoV7J5/jutzjnkpAqmxJL4FF6a9PPPHEckreIsGynEhdrjcPNMszhH6eOg8jlv2wfpclOjwncRsnlkSkQe1t3PoUebZ9TtPlnvPHWl++cw/7xRmhX2fJEIG66OdZVsXzgHuNuzt9OnElcB2OBF+WR7Af95S6zDOXekffTj70I/T9xGMgOR5ZNcYjUUean13ac/Rf444X4nk0Tn8zqss910VdZ9kR/QpjGMbHtA/G9Yx/KC/tijd3MBbYf//9ewEqGSexfp7+iPZCXCbGDbRXyk2fE4m2SJwT+jJeSc1rIhkTtr22jmPGHR8E33GfDyyjpF8lZUNSiUtS/vA/CcwQgZl0uY8ZGax/WQSXWfHMrMzcYbXB4pSD1qwwS7YQCz3nxPU+r/XszeDHOXPnMpcHAD036ihfbaGPfft95kFvr7xYRnHfr/fFyhVWtrCY1zOtYaHPwnYuB5nqWa/II4vzOdy9o1zNT6wzebA6lycQei6YcW6seLgT1pbj5vH8jVthWAOzWGs91zCLb5uFPs6VO/riEh+uWJQPSzgujlhBYj8+80OgsOtireb4PLkxl0X9Ciw4Jx4IWKZry3x9br7jhh9Wao7BMpmDv83l1+GVOlTvX88I4yGABTDYc1yOc1Dc1Otjmt9zML9yTH5oDr1PzWP5Oz/EihdG3D/cwfl92P1qs9BH/nkyqywBiDzjmvLAdi4Phufdrzim32e/8sX+4/DuZ6EnL6wJ0baaFrhxrycsIpO20Hdp33kN/VyeqOnVq6iT3GfqenDks5+Fnm3j9reRbxbpvXOTf/zOJ66T0aZp//W2Yd9xo8bbhXof9Yu8WPqT41vM4V1BH8E27h/51e2tLf9+LvfsSz+JlRfreZwvPyDLsq884Vh+y/FFRrqGqB9ZTM+xPCzKSb70HW3Pry7XS7lz/I2ep0+UG07UiTYr9bD2Nk59amMcv03bQs9581sWyn2qvaSiPPUnS0WwrEfdhBuW/bzGfgV33ziOusWSnWBM/00/Qp1inMLvtUuy45F2y9LKNh6J+tH87NKe6/5rnPFCl/5mHAs918aYiKWneKlEG+CTsQ9j4fr6s1gvy7Dq/ehXGe/kAL9zWfyXPBi7Mu6OY3l+hIcNx8Yzo81CH8eMMz6o+cbx9We/5wOeBXEt43qG1vn7vb1PkMtkuIQFfthnJwt9bgATS8wCEtmSqNl5cDSxfPtlxLmwBjHjwTvHJ31OAoBgDcAijJV45JmV/xaYWdDskl4C/vD+5FETFhvOm13CymvuaivEoDwI+AN7AhUScb2fNXlQHqNswwLCLGqeuCkeEpPmXpcB6z8cwqqMR8aoPMiHyOlETOZVXXBpS1wLlsR6RjgPaEowM843yn2P1ypi8W57e0Dbedt+gy3R+omaz4z6JBL1GKsjFt7sjjcvANW4+Q8r3yi8xz1nc/9JXk8z73H+7tK+8RDBukGbwaKMZ1PXNO3+dlA58TTIk3rFooplB+vNYqbgSF9AG+2SwmIWHhzUK7zLsKCR56D21/V6CYTHfcMCFkH+BpV9WHsLDpOoT4PKMclt8RpKPLF4Xg1LMKDNxHN+2P5spw/FW4N+H2vlNJLjkfmUl9N4ZJz23HW8sJD+Zj7Z0f7KkxVl3ITnFx6f/VKeRC99N+Mf+j28FEdJPOvxmiWgZZ50G+WQkcZjI2XkThJYpgRG0RNc2pIL+mXKd6UpNpHvcd3sF41+pbnQCV9I2wN63FPc//73L8tMcIFniYZJAhKYbQLNAfZsl3blKB0TzSxh4PWvuM+bVl4CK+t4pOt4wf5m5a3rXpkERiWgoB+V1Cq4H1YBrGE54FtZJ8xMM3EDsP6ZRiPQ9QGN5wCxGni1IeuSYQ77WJs/2tndSwISWAoCDrCnQx1rOVY/PBOIE8C6ed4dTywT08pFYFUYj3QdL9jfrFx13auRQBcCCvou1FaRY+IhEZfbDHgVv/vZn0DXB3S815icGbAi7AkYY5KABGafQPSd4XI/+yVeniWMQJdReoIP4slEYE7TykUg2lRc1co4Huk6Xgg29jdRO/yUwKpHQEG/6t3zka+YiL3HHHNMWSPFGwCIZm0ajwDxCrAc5VfhjRXhm7c3nHTSSSkH/isRmXOAs/FO7N4SkMCSEcivHSsRoR/xiEck2+7i3QaibudAhsVzKb++sDyvFhI7YvFKas4LJbAqjEe6jhfsbxZauzxeAsufgIJ++d/DRb0CXleim/eiIu6buez7onGDBCQggR4B+8oeipX6i/d5pb69XpwEJLAAAgr6BcDzUAlIQAISkIAEJCABCUhAAhKQwFIRUNAvFXnPKwEJSEACEpCABCQgAQlIQAISWAABBf0C4HmoBCQgAQlIQAISkIAEJCABCUhgqQgo6JeKvOeVgAQkIAEJSEACEpCABCQgAQksgICCfgHwPFQCEpCABCQgAQlIQAISkIAEJLBUBBT0S0Xe80pAAhKQgAQkIAEJSEACEpCABBZAQEG/AHgeKgEJSEACEpCABCQgAQlIQAISWCoCCvqlIu95JSABCUhAAhKQgAQkIAEJSEACCyCgoF8APA+VgAQkIAEJSEACEpCABCQgAQksFQEF/VKR97wSkIAEJCABCUhAAhKQgAQkIIEFEFDQLwCeh0pAAhKQgAQkIAEJSEACEpCABJaKgIJ+qch7XglIQAISkIAEJCABCUhAAhKQwAIIKOgXAM9DJSABCUhAAhKQgAQkIAEJSEACS0VAQb9U5D2vBCQgAQlIQAISkIAEJCABCUhgAQQU9AuA56ESkIAEJCABCUhAAhKQgAQkIIGlIqCgXyrynlcCEpCABCQgAQlIQAISkIAEJLAAAgr6BcDzUAlIQAISkIAEJCABCUhAAhKQwFIRUNAvFXnPKwEJSEACEpCABCQgAQlIQAISWAABBf0C4HmoBCQgAQlIQAISkIAEJCABCUhgqQgo6JeKvOeVgAQkIAEJSEACEpCABCQgAQksgMCiCvq5ubn0ox/9aOTiUZhrXvOaI++/1Dtedtll6eyzzy7FuPGNb5xWW221RSvSb3/723TJJZekTTfdNG244YYLOs8///nP9POf/7zkcf3rXz+tvvrqC8pvOR98+eWXp1/96lfpqle9atp2221HupQf//jH6T//+U/Zd5NNNkkbb7zx0ON+97vfpYsvvrjsN4l72KU+XHTRRekPf/hDWnfdddPmm29eytLl+ode7Cq6w1//+td01llnlT5vgw02SNttt13aeuut05WvfOVVgsif//zndO6556arX/3q6brXve7MXPO///3v9J3vfCedc8456fzzzy/tdYsttkg3u9nNBt6bK664Iv3sZz/rex1XutKV0jrrrJO413wux/S3v/0t/frXv05rrLFGut71rjfTlzCr9WtWoLX179Mu23KqT9Nm4/kkIAEJLCaBRRX0//jHP9J1rnOdkcv/6Ec/Oh155JEj77/UO37zm99Md77znUsxEGwMihYrPeQhD0knnHBCevGLX5we8YhHLOg0TELssssuJY9vf/vbacstt1xQfsv54O9973tp//33LxMlZ5555kiXglj5+9//Xva94x3vmI4//vihx8Eb7qSjjjoqPfzhDy/fu/7XpT684x3vSIcddljab7/90nve855y6i7X37XMK+txf/rTn9KjHvWo9LWvfS0xiVmnq13taukBD3hAOuKII9JVrnKVetOy/v75z3++TCze/OY3713H2972tvT0pz893eEOd0jvfOc7e78v1RcmLl/zmtck6j0TWc3Es+nggw9OhxxySJnQa27nmB133LH58wp/M5HLZODznve80rZW2GGGf/jWt76V7nSnO6WtttoqnXbaaTNc0pRmrX7NGqy2/n3aZVxO9WnabDyfBCQggcUkMDVBf+1rXzsxuB2UDjrooPTEJz5x0C4ztU1BP1O3o1NhugjaWtBTp/FCGWShi3NEARX0QWL5f55++unpgQ98YPrjH/9YLNN77bVXuta1rlUmfPD8+MY3vlFE/h577FEEyUYbbbTsL5pJIcQDE1lMaEWaJcF13nnnJSa9mLAkIVhvcpObpG222aZY6bkvv/jFL8q2W9ziFuXe4G1Tp1rQs0+zjWP55zxYuJngwxODCemFTrjWZVjs78tJgM1S/Vrs+9IlfwV9F2oeIwEJSGDlIDA1Qf+pT30q7bbbbisHtf9ehYJ++d/OENu4wY9roV9//fXTX/7yl/TGN74x3eMe9+gL47nPfW56wxveUJY2YDVcKkGP+EBkUu4b3ehGpbxdrr/vha6CGw488MB0yimnpAMOOKBYg1nOUKcf/OAH6d73vne64IIL0iMf+cj0ohe9qN68LL9jgceFHQHBdUeaFcH1r3/9K93+9rdPZ5xxRhHhML/f/e4XxSyfeFJ85CMfSY997GMTwhxL/Gc/+9l5XhS1oP/617+eWJ7UlnDjxzOBZxxu+CzJWeiyqLbzLMZvCvrFoLo0eSrol4a7Z5WABCQwCwQU9Au4Cwr6BcCbkUO7CNqw0CMS3vve9xYrZT+3e4QDYgGRwbpdhNBSCfo25F2uvy2fVfG3Sy+9NN3gBjco9xYR18/6/olPfKIssSBuwXe/+91lj2rWBf3LX/7y9JKXvKS40Z900km9yas28DEJwbZnPOMZ6SlPeUpvt1EFPQcQi4J2zjrmN7/5zelud7tbL59Z/qKgn+W7M17ZFPTj8XJvCUhAAisTgZkX9ASa+vCHP1ysHlgYCdzDwAlXT6whdcLCyjrW3XffvQQ+QmRhPWEAus8++4y0xh3XyU9+8pPphz/8YSLwGC6aO++8c7FENYPeLUTQE1TtC1/4QrkuAtRxXgJo3fCGN0x3vetd51mKuMZ6zTRWQZggDghAddOb3rSsg2y6hNZs6u/D1tAjQrE2ff/73y/upFivt99++xIvgPPViXvy0Y9+tFjCcD1uJlyRP/axj5Vy3v/+9+9txhqGq+o973nPwhlhTN5Y/FhvzhrdX/7yl+nud797CeLG36zxxNJJWdivn8UMoUX+cCUP3OJhy3pfXKLr1EXQhqBnHfqDH/zgcq8QdG38ce29y13ukh72sIeVOsUAup+gxz34y1/+cgnEtfbaa5egare73e2Ku3BdZr53qQ8EbPvKV75SJhbCsjrs+sdpD80ytv39m9/8pli0uTcEKSOgIPfmtre97QpBCWmDX/3qV8t9o83TLqkDF154YekHWJvOvagTgbM+8IEPpM0226y0o5NPPjmdeuqppS6w7If6FPEj6uMQZDEpQ0wFyjQssdRi7733Lq7WtEXyb0v0YbRZPCOOO+641HTtpr1xrfRd1IH11luvuIff5z73SWuuueYKWY5Tv4MH68WJ94HHAB4FLBWgHPQdMBklcB/eHZ/73OeKYKVvvO9971vE8q1udau0ww47rLDG+Ytf/GLCss09p83SLw/y0oqyUU8JUskx3AsmwkZNTJxxHHVk1JgsCPm3vvWtJbhdnJvzjSPo2R+vAOrBuJ4Y497/cfpnykWCC+2H9k/9ISAgfQD996A19Att/9T9d73rXaUMD33oQ1d4Bp944omlH2A5xC1vecuyX/wXzxYmyvByicmXiNGwmPVrIc+fKH/b5zj9H8czTqDN0YcRp4c2S7yGfffdd4U+apCg57lDX88YhmduM5ArLKm7P/3pT0tgYtoQ45C2Zxrl6lqfONYkAQlIQAKTJzDTgh5R9tSnPrWsT21eOmsaX/3qV88TO7g+P+c5zylWFgQvD08SDzEeVs3BfzNPBpSPecxjykOtuQ0hyPkQCpG6CnqE7OMf//jE8W2JhykCFyEdKQQcQZwYkJNHnRC3b3/724vFsP697fsgQY/QOvTQQ4uYbx6LYDn22GPL5EhsGyYIwwLUtE4+6EEPSp/5zGfSS1/60oRLOgEUSVvmAH2INoLGMQAluNYrX/nKFcqDSMcSd6973SuKUj5hQxwGBj9tCcsZ9SQmg4aVvy2PEPSU/2Uve1nCCohLPQOlZnra055W7gsTJC984QtTm6Bn0PvkJz+5THw0j+c6qdOsy60nlLrUh7YB36DrH7c9NMte/40Iectb3lIYEAm5mXjTAkHFCC4XKQbwBC1DPCPOCSyHizT5Ifre//73z5ukYUCKwEQ80kdQX0nsS9RyEu7RrAOvEwKQyTTS8Y214fV+9XfKQCR7Jg2ZrKIuj/vGCOo9YgXh20z0NR/60IfmTXSMW7+DBxOaCHfqGfzqxPp+rplo7YMSdRhR1ky4tCNi434xyYHwoOzN9KxnPSs96UlPmvcz9wV29K/NsjGxRbth8maUhDBhooG2Ql/G5MiwxEQwAolEv8skGmkcQc8bT/DW4H4SAJHnyChp3Ps/bv9MGeBL38TkYp2YQGXSA/ZtQfEm1f6ZjIMlE7977rlnrwi0H551BJWkvdLf1+lNb3pTevazn514VtDXT7N+MQHb5flTl7/+3qX/Y5KRvqFtnMBz4fDDD5/XHtv6d8pAv8lkO5MzHMPzPRIT5LRHxlrNxETa6173urTrrrvO29S1Ps3LxD8kIAEJSGCiBGZW0GMNuvWtb50Y/GPdYuCBkMKC8vznP79YmhCJzFzzcCOFoGegwkMHixQDQiwSr3/96weCwxqA9QhxhUWVhxwPtJ/85CdlQMmAm8EHA8awZnUV9Ax4EShEG8cKxwMTkY3Fnocy67KbVp4QcFwEg+VjjjmmDIKYtOAhjXWPV/5h4Qse/S64n6BncImllGvGYkK+CBascfBjzSmCCgHLa/pIgwQh24cJeu4VVkiENvcAyxGD4RhQsSYZoYEIw1OCsr/qVa8q+bKNwXhYETiefbj31BeuhfLj5o6V493vfjdFmrf2d1j5ywGN/2pBzwCbyRmsXdy7OmHFwHLJ9XEe6mOboKeuUTYaI+IFQYpA+PjHP17uM/kw6KYOROpSH9oGfP2uv0t7iLK1fYYY5F4xycEAnuBxX/rSl8pAH6HKWyIoD/WbFAN46hwTMHg2EKsAHrg10wZYq0y7icm6ELAcw37UI0Qs9Yw6AGvaOLxpf5EQ9NQ9EpMzWFtHSUwYxLp4JrzwHKLf4vroewYlrG9M1CAcqKcEVKOPYfLxta99benbmOCij4NNl/odPOBOX4rYZakIZYM9ZUdEt01yNMvOaxfxqmDdOf3XC17wgiLQmHik7sb94jj6yMc97nGFMf3v+973vlKf2cZ32mYk8iEaPXkcnvsc+BFrggkzxDFChLzjjSJxXNsnbwFhApDJENbQj5I4F5zpN6grz3zmM8thowp6uDDphFWX+0RdxrNrWBr3/nfpnylDeCBQpqOPPrr0SdQLJgojbgjXHwEEOWaS7Z+6xf2jPjBpFwmvFO41iYkw+tK11lorNpfnPiyjvkyzfnV5/vQK3vKlS/8X7QIvGiaO8RrC44znApNfTFox+c29I7X173g4MdlIG6Jt1G9XYZIBbwf6G/odzheTL+SF1wr3g7FP7X3UpT6VAvqfBCQgAQksGoGpCXrE9yChyUCjdrlDIDHAYACKm2qdGNgwEGAAgDWWWXxSCHq+cwzHjpoQZQwcEPM8yOqEMECE805iHqy4WZO6CHoG51jKECAc37ToRQA1Ht6Iv0gh4LA0kkftElyXj4cyg8tBCVEcbscwjgEBYhKxjEsfg/3ma/iCEZZPBigMKPoJwjj/MEGP2OVcTff5GFCxneut3W6Z8MB9noE0Vl9cA0nUIe4Poo+60Ey3uc1tykQQ1opXvOIVZfOw8jfz4O9a0FNuJjciGFZMLrAf7vNYWBBATELh2toU9LEP9YDBV31fyQP3cY7HXZuBVbhKdqkPbQO+ftcf93qc9kB5+yXywUKIpQ2LW51wC0fQUo9rT4d6AE+9bAY2i7ZC28QjhxQClu+8NQOhWCcsUdx/BD4WyFpA1PuN851yYnmurcu0UyaXKBvtvVm/yR/vE9ZsI4jpC+qyYPVnoo/JB/JHzHap3zWPsHTW18ZEERMjtHkmBUdJw9bQk0fbfaY/ZkKUts0adxITt1htERdMuDABVicmEZmc4/lB+egPBqWot3gdELtg1BR9Q/28qQU9fUzT2n/JJZcULzBEFt/pA5iUYTJ2lDTu/e/SP0f/wgQOE5v1A58JHjj9/ve/L8+AWtAHx0m0f/p32iKikfJEYtKKCRxc6plQw6MDTxIS9R6PB/pF6jCfdX+w2PWry/OnFLzPf136P8Y4THo0PRs4BfWR8QgTJDHOafbvtBf6TCz9PBeb/S7eTUyy8Gw9OVvx62cX52Byi+US9F94S5C61qdysP9JQAISkMCiEaif74NOsloecM2xAy5aoyaE96jvocdixnpJEoNZRBJWHtZx167nce4INMXMMetBSSHoGbwgWkdNzF7zUMNigqgK19v6eAYQDEIRwp/+9KfLpi6CnqBJWMAZoIRFsD4Paxxxj8TazsM8Ugg4HtCIm2bCVfQJT3hCsaxjQR+U+gl6JlQYJPDw5iHeTOeee25Zc4vwiomAfoIwjh0m6Ot3oscxfMaACss91thmivWq9Xp03OwpP6I4Jinq49gXIV8L/mHlr4+P77WgZ2IBd2DESC1G2TcGxQxoESptgj5c8pkkYtDVTDQ7BA+D2lrUdqkPzQEf52q7/q7toVn2+m9iDFDvWLrSZrkONvVAPQbw3EvaWnjGRL5YEeHKRCHCkO0hYJvWqziGz6jnWIDr96jX+4z7nWtjQpC2h9Xzv91lyYay4BmApTKWerAh6gciENHaTEw+0F/gOYRLdJf6HTzImwmh5sQC5cVLCE8H9h0lDRP0CIPmkiDyZZKVa+VeszyIFCK1TTiyHTHCGxnwWPngBz/Ys+iyrS0hWrivCB4m+0ZN0Z6YOKHekWpBPygf6h+TnEzODIoR0Mxj3Psf9Xac/plnFm0KTxAstM0Ubu20sRD0k27/eEAgzrmHPNPCA4flUjzvsPhSNp5feA2QwqJd38foD6ZRv7o8f5ps67+79H/xBg0mQ5h4qyf8GKvUfQnnqvt3hDrtmvbDc4PvzRRGE+oI19tMMb6h/8Izh8m0LvWpma9/S0ACEpDA5AlMTdDjmoobd7+EoMZqRmLgyYO8ue66Pharwk477VSsxAymediFoGeQj4gaNSGwEU0IAgaYPMCaiQca68mwJrA/KR54fGew3bRo8/uwxAQJnga8EznWCfMdSyx/R4oBZy14Yhuf4b7Yb7BT7wuvpoUed1PuAZ+IvHBhro/jO8eFeMFttk0Q1scME/QIGQb5zRQDqnqQV+/DWl4Gff3EEIKKpQKwRewxMYQVgsmiepA4rPz1OeN7U9BjHWaZQARrYj8GsUxKcR9j7WqI1noSggkLLCm4ULYNusgLBkzY1C6rXepDPeAjoB+p7fq7toeS4Qj/Uce4J9Rz7g9Cgok0Bp/10oIYwPeb1OFUWPZZgwtDrMwhYBENLM9pS4gb3Fbrc7Xt1/U3rI2Uh2tClBMYksQ6bayyTOaRwgJHWWrvpLJxyH+j1u/gUQ/K66wRGkyysHyFezJKGibocdvFEt9MTNoysQEHrIOkaOesW4917M3jqAdM1PUTHvX+YVVkogZhP2oKC33d39SCHqHJEhG4Y9nG1Zn7hqjCc6ItIOiwc49z/7v2z5SLOlhPBtblwmrP/awF/WK0/7jPPEMR8kwaMLnEPyz11EFcy5kYJcVkB8/0eCVo9AfTqF9R3ro+1NyGPX/qfZvfR+3/8FgIbzvGNyzFop7STrhfzRT9O5N/9IlMoPCsoi9q847EcEFfxTO4LT/qOh4AlDcMHV3qU7Oc/i0BCUhAApMnMDVBj/ga1XoRrohtgXICATPUrJPEzZVZfqw4Iejb1jPHcW2fWNzDjb5te/M3XCyZfOgq6LF04wpM9HcEZp2wzGN57CfoYz1hfQzfeTCHZwGD+EHvQW4T9FwT94cBKgPZpjU0zhcCNERpmyCMffkcJugjoFZ9DN9jQNVPsLMWEC+N5na8NRi84hrIgCYS1wOTxRD0uIfGe90j2n24dmOBJ7AjqU3Q44bK/aYuMGBrS7hEIz5r62EI+nHqQwz4aq+ItvvXtT20lb3+jbXitFEmVxgkRsJiT71jrXUtsmMAX09kxDHxyeAWizjLZLDyhoCtxUHsG58MUokJQR1DJC5mQrhw/2jv9FnhVoyXCxOWcKCNNJda9CvTuPU7ePQT7AhlJhP6bW8rxzBBj/dMRDavj2cSiSVStaAPUVvv1+87AROZcB2U8HJBYPNgoy2OkhAuiCD6C+oFllFSLejbvBt4puFez71EgLIEZNQ07v3v2j8zsUGclX7eDXGNCLqw0C9G+w9xiphH1DO5yneWE9EemZhj6Q31kbrI3yyp4h7GRH/0B9OoX12fP4Pu/7j9H3kxWQyf5jiB5wbPFtpipOjf+ZsYIjzvEPZtk+aw5Y1BoybGZJyrS30a9RzuJwEJSEAC3QnMpKBnzRiDt0GWdgb/MQjGyoB1OQR9P/fNfphijR8w2tyem8dhmcYa30XQI96YcMDij5BBeOB6zwMaywPWPIRbP0FPNGoCbzUTgzYetlj/sEwjkBAQuOw234+NO2xErg12lIsykLDUMahqS2HJCotPCEKsV6xJbqZYc9f0tgjXWAbfbZGzY0DFAL6OfB75twl6LBG4J7LUA354E7COmcEhjHHzRcBN2kJPmUJghyCgzNRjrPMxcGoT9EyiMFhHAPULxBZrxes14XG+cepDDPiGCfqu7SHuTdtnHTwO8YSLMh473BvaAEtJsAK1Cfp+7sKcJzxGECF8DwFLvoiGthQeD8TeQGB2TfQV3DsmA4dNVuJ9gXt7BLtERNJn4ZVAG4m2N6gsXep38EAUUdZmWgxBz8AfAdBMbYI+Jgdoz/0mtCIf+hCeCYMSlvPoH0edKMFThMljUn0vQuzye5ug5/d45vA9rM98H5bGvf9d+2eWsdFH0/fR/zQTzwraXy3oF6P98xzCYwmRiTcZwQ6Z5CJGCM+U6C8jOCh9IZM9TERECkE/jfrV5fkT5Wz77NL/RT5M/hBHhvtC/QwPQbxu6kB30b8zBmApBTEf8G5gPya/6z6Kfof+h3qI119zjBDnjk/qCEsfu9SnyMNPCUhAAhJYPAIzKeixQuGCSSAwXHLbUriY87BCoCKOY3A1rqAPMYwIRsy2rfFtK0MXQR8RYhEcWC0QnnWKtfC1az/bQ8D1E8ARbA/xiIhkMMvDnEkPhFKdcOUnWBeJAX28ropBHVYqhBDla0u4SBKULizDWEexuDXLG8fGIGwagp5lEwx2sPywXhcrRZ2wBjGArOtHTEgwWImIz/Uxbd+bLvfsEzEdGGxSD7HYE1W6jmfQJugRskRpZ2CGcG1LCEYEawTXY59x6wPHxIBvmKDv2h44R1tiWQmDeQaPiOA2bxgmXli2UrtVR93p53HDhBX3Ai8d+gDcSkPAMphFqLUlYlTg1dPPatl2TNtvTLzRByDWWTIxKDExxSRYWCjZFzdjLJAIXe5JMxGlnXbN0iKs6F3qd/CYVUEfbXKQF0aTy7C/w4qIsGfCq04shWHSCAEZfS8TZYgl+k7qBQENSaMIeuo09Yk+ljXGRLoPb536vG3fx73/XfrniDDf71V68Qwj77DQT7r9x7WHdxesmUijr+b5jjt5PPeY8GLZGLFO6sk98oj+YBxB37V+TVLQd+3/uGbqF2OcOnF/WFpCXa2DWUb/ztgJnqRYgsI4gMmAeh1+9LnxLK/P0e97l/rULy9/l4AEJCCByRGYSUGPCzMCgFnkfpZLrGvMQjN4i7WSXQU9woCgPQhVZtJ5zUszMcAg6BmWXh6ApBgM8X3UNfThYkp03/p9sORBwj2bQWhTkISAq91V//+I//8/1hyGYGBiAisog0wGTvUkxQknnFAEIQ93hBATGaQQnG0uemwPV0y8ExAiWPHDfR+Xds5ZDxg4JgYUCC/Ec6RJW+hxIWSygQEQAhkRVCdE3z45gjIsaoE4KUHPulrqLOfBxRqBQmR7BpSRgm8sV+B3hDyv2cJazbrj5uANyxyWZ9pCWLM4btz6wDEx4Bsm6Lu2B87Rlmif3G/qIPWt7RqxvHLv6iUYMYCnnvFqpZh4inOwTAEBgIBicEsKAct33FVj4oq/SbRTvFNwdWffQUtT/v+I/v+H1Y3yMaHTz3pc1z0CPCJsSLQzorjXkdXrs0VfgEcB9alL/Q4ekxT0CGUs4bHMIcoc92scwUWfigcKXhuI4mYcEtyw6TOxOtJu6tfdxXmbnxEZn9/rt2DwN20M3vRTeAYRawGXZvpAXOjDc4l9RxH07Ec8F7wLeG7xPDrxxBN7fSrb+6Vx7j9r+KP/GKd/DqHcr38hX56btaCfdPuP6497TX1mAgyLMe2GRLtEYNKWeZYQ/4IJVjy/Ik2zfk1S0Hfp/1iWx7McLrQLnp91Ck8U2gvPYCav2/p33r7AZCCef+EdFPnEevgYM8Tv8YlhgLZCYGPaFMsBu9SnyM9PCUhAAhJYPAIzKei53FgLyUAPIcNnJGb4EQhYWxiwYXEldRX0HEs+vH8YSzOW83pwjjcAIggRwAz1YYcdxiHzBD1iNoJdlY2N/3jgMlCJyLU8ZAmqVCfcDRHACBuEOO6QkULA8XctCPkbqxA8yB+LHqxgwyCOtfVYROPaWFPHwBBhxeA4JifIJ4IRMkjAZRZXyEjsjyWLT9xjKQMJ93as+QhqAvjw2rxIXB+DCK5nsQU9bolcN2uW63XrlIXzI4ioRySuK75PStCTbwRbw/KHVYa14vX7e2NAXt+/iGKOcKFuESk7BC8CAUsi95d7ScCo8DoYtz5QvrYBX7/r79IeOEdbijgKbGMAz6uyIjGJhsCNAHYIDAb8pBjA8526h4CO68dKRVtiMFu/ojIELMfgxo4VPiyxTLpQd5nwaVrVqTdRJxCQeJQMS9R59qWd4h1A3WeyiIFvJDxgaNMwwPKI1T3WBLMtJhxoh0w4RcJaypsm6HMQoQidLvU7eExS0EcfhhBnIjFS3K9xBH396jT6KdpGWMjJN9oUkyYIPBiOkuI49kWcUa84FrFKfAsm0eLtKOzTJpJHFfQcH+2F74O8bdgeaZz7z/OoS/9M/4/FljrKxAX9YCTqJPeSul8LerbH9YzzPIx8+33y7GDChIk9PMHwVqO/i8QENM9REi7eESAvtk+zfk1S0Hft/4IHohrvnnguwIPXZDI5WE/wt/Xv7BsTCkxa0f+G6z3jGsYATDiy/IE+NhLPHvo2+lcmq5g8JXWtT4wTIhAmfR71zSQBCUhAApMjMLOCnkEGliAGcQzmGCQyyOYhhMBBpGE155VhkRYi6HmoMbhBEDOgZGCOyzQDa2aqEYw8CBEIETG2ttBHGfp9xuAFkRuu1QxamCjA+so5WM/OWk4GAJwPazIDKlIIOALfMUjH/RZvAVwWsZwzUK3FEMfEoIzvTDZg4cOyzr5YprAkNR+s4VLHw5+BIKKIwSCDYGb7eegjoNgeCSHDgICElZrrQswi0hBOPMgXW9Bz7rBocq24s/KPQST3FPdrBiZYO2DIJ6mfoC0b+/zHtVA/GShhkYsEz4MPPrj8yWAMT4g6tQl6tmP9YKCNeOOeMtnDgBchh3DlHrAev7ZQd6kPbQO+ftffpT3U11p/Z3KJtZe0Xa6BesUEBXWE+4Cow0MGKzwD6QhUFwP4EABwYDKGyQ9YMxmC+KfeRwoBi/CnHePpQj9CnUAgIBhoY1jv6wm4OqgkHjIcM0oiWBX3gjYbCUHPEg7qHANjEn0X3ka0jzpxraxhpT3Rx9FGT85LXkJsMnAnMjypS/0OHpMU9PGqRSYQceVlMhFBHPdrHEHPdTHBwn2nH6Qe7JMnNqgz3C9ENedhDTj5jproP6kXeBGQ4EtZ+UcdIJ4Az5BITCrhUVO/ZnUcQU+fSp2hD6e+0ufUecV5mp/j3H+O7dI/0+fzPKMu0rfQNyHU8EjgGcdzhudAuNxznkm2f/KLFMtG+Js2XHtERL1iW1t8i2nWr0kK+q79H/0/3oLxvEZ841mCQYM6zAQVfUrEnmjr32FJiuthUpD+JTzpov6xD/nwPOOZyTmIU8Q4gecYx0XqUp+YuKVvIzU9eyJfPyUgAQlIoDuBmRX0XBICh8EurvU8XEhYrnnoIORZu1inhQh68uHBiVsgs+GIhkgM0HDPZGDN5EKkLoKeYxmY8CBFkETCkosVHcEcwq9+RV0IOMTxKaecUga4iEoS4oH8GLTViQEroh43ZgQiCZFD8D08IPqtk2fS4fC8JABXUhKDYfZFlCEqajHPdrhRVl4/FOch/gHilokM3CansYYeQcBaUQQZA3oSVg2uF8sfYoo1h1gLuHcMZvsJ2nJwn//6CXruB5ZUBs5tsQ7ivtYW+jgFAQWxViHkQmjAjEEWlrWY2In9u9SHtgHfoOsftz1E2do+CQLJgL2OKYCgpk6xvhzxS3umLsOAOlYP4KnbWIQZGJJokwxSEW215aoWsBFcM4LBkSeii7rfdLXvKugpCwN27jcijvNHG2AbQgnRQnsKTwF+rxMTcggY3GsjMZDmN6xzcX1d6nfNIzjEOfjESozIo18L62i9ve07fSMiHvGK8Isgk/X9GjUoXuRP2aj/tEvyjMQEFxwQgl0S4gVLJuKI+hyJSQIEEnWOesKEJc8WPIqoZ6RxBD37I3SwmPLcqtcxs21QGvX+Rx7j9s8cR92kL6Y+kLh+ykh/Sf1EsOHGXadJtv/IN2JJIEaZjA6PG7bHUjC+EwCSvrpO06xfIYApL15SzdQWlLW5T/13l/6P45nUwuOjfoUt/SbPNDyWakZt/XuUAc88niWMOWoPO7bTNmhjdfunryRGCBOKTII107j1SUHfJOjfEpCABCZLYFEF/SSLipWY9cS4HjbXWU7yPJEX52KmGkAIuEmfE1GJ9ZXBMcGYRr0RUT5EBBZwRMIwSxDiloc1D1X4hYdB5NXvE5HDQJtBAwJ9WGIAiEAgYWkLITLsuElvZ/IHCxQDa8qB+FsuCTEIw6h3o5Z7nPowap71fpNqDwwsuTdYjJlQqd2r6/PxvTmAZ6IDayLXSptpu69tApaJKcQy5xu3nTXLNOxvyki7Zg0sniC1V8WwY1mmwcRGTIA1J87i+Fmp39RVBALlrYVZlLPLJ/0iQo/JMaJw95sEGTdvysozhPqHBwV9Zl1/mCRFyHMtdWT1cc+zkP1Hvf9xjnH7Z+omz7QI0jbq8gXON6n2H2Vfqs/Fql+jXs84/V+dJ/zpx+gveabV3kX1fgv5jgcezx7GOkxE1saLtnwXUp/a8vM3CUhAAhLoTmDU8e1qufMu/okMBkwSkIAEFptAU9CPcr42QT/Kce4jATwDEFx4iZgkIAEJSEACEpDAciGgoF8ud8pySmAVI6CgX8VuuJcrAQlIQAISkIAEJDA2AQX92Mg8QAISmAYBBf00KHsOCUhAAhKQgAQkIIHlTEBBv5zvnmWXwEpMgCBZBKkkKncEKht2uaxfP/TQQ0sU56VaCz2sjG6XgAQkIAEJSEACEpDApAgo6CdF0nwkIAEJSEACEpCABCQgAQlIQAJTJKCgnyJsTyUBCUhAAhKQgAQkIAEJSEACEpgUAQX9pEiajwQkIAEJSEACEpCABCQgAQlIYIoEFPRThO2pJCABCUhAAhKQgAQkIAEJSEACkyKgoJ8USfORgAQkIAEJSEACEpCABCQgAQlMkYCCfoqwPZUEJCABCUhAAhKQgAQkIAEJSGBSBBT0kyJpPhKQgAQkIAEJSEACEpCABCQggSkSUNBPEbankoAEJCABCUhAAhKQgAQkIAEJTIqAgn5SJM1HAhKQgAQkIAEJSEACEpCABCQwRQIK+inC9lQSkIAEJCABCUhAAhKQgAQkIIFJEVDQT4qk+UhAAhKQgAQkIAEJSEACEpCABKZIQEE/RdieSgISkIAEJCABCUhAAhKQgAQkMCkCCvpJkTQfCUhAAhKQgAQkIAEJSEACEpDAFAko6KcI21NJQAISkIAEJCABCUhAAhKQgAQmRUBBPymS5iMBCUhAAhKQgAQkIAEJSEACEpgiAQX9FGF7KglIQAISkIAEJCABCUhAAhKQwKQIKOgnRdJ8JCABCUhAAhKQgAQkIAEJSEACUySgoJ8ibE8lAQlIQAISkIAEJCABCUhAAhKYFAEF/aRImo8EJCABCUhAAhKQgAQkIAEJSGCKBBT0U4TtqSQgAQlIQAISkIAEJCABCUhAApMioKCfFEnzkYAEJCABCUhAAhKQgAQkIAEJTJGAgn6KsD2VBCQgAQlIQAISkIAEJCABCUhgUgQU9JMiaT4SkIAEJCABCUhAAhKQgAQkIIEpElDQTxG2p5KABCQgAQlIQAISkIAEJCABCUyKgIJ+UiTNRwISkIAEJCABCUhAAhKQgAQkMEUCCvopwvZUEpCABCQgAQlIQAISkIAEJCCBSRFQ0E+KpPlIQAISkIAEJCABCUhAAhKQgASmSEBBP0XYnkoCEpCABCQgAQlIQAISkIAEJDApAgr6SZE0HwlIQAISkIAEJCABCUhAAhKQwBQJKOinCNtTSUACEpCABCQgAQlIQAISkIAEJkVAQT8pkuYjAQlIQAISkIAEJCABCUhAAhKYIgEF/RRheyoJSEACEpCABCQgAQlIQAISkMCkCCjoJ0XSfCQgAQlIQAISkIAEJCABCUhAAlMkoKCfImxPJQEJSEACEpCABCQgAQlIQAISmBQBBf2kSJqPBCQgAQlIQAISkIAEJCABCUhgigQU9FOE7akkIAEJSEACEpCABCQgAQlIQAKTIqCgnxRJ85GABCQgAQlIQAISkIAEJCABCUyRgIJ+irA9lQQkIAEJSEACEpCABCQgAQlIYFIEFPSTImk+EpCABCQgAQlIQAISkIAEJCCBKRJQ0E8RtqeSgAQkIAEJSEACEpCABCQgAQlMioCCflIkzUcCEpCABCQgAQlIQAISkIAEJDBFAgr6KcL2VBKQgAQkIAEJSEACEpCABCQggUkRUNBPiqT5SEACEpCABCQgAQlIQAISkIAEpkhAQT9F2J5KAhKQgAQkIAEJSEACEpCABCQwKQIK+kmRNB8JSEACEpCABCQgAQlIQAISkMAUCSjopwjbU0lAAhKQgAQkIAEJSEACEpCABCZFQEE/KZLmIwEJSEACEpCABCQgAQlIQAISmCIBBf0UYXsqCUhAAhKQgAQkIAEJSEACEpDApAgo6CdF0nwkIAEJSEACEpCABCQgAQlIQAJTJKCgnyJsTyUBCUhAAhKQgAQkIAEJSEACEpgUgUUT9BtvvPGkymg+EpCABCQgAQlIQAISkIAEJCCBVYbA+eefP9K1KuhHwuROEpCABCQgAQlIQAISkIAEJCCB6RCYGUE/Nzc3nSv2LBKQgAQkIAEJSEACEpCABCQggWVMYLXVViulV9Av45to0SUgAQlIQAISkIAEJCABCUhg1SOgoF/17rlXLAEJSEACEpCABCQgAQlIQAIrAQEF/UpwE70ECUhAAhKQgAQkIAEJSEACElj1CCjoV7177hVLQAISGEogHg5Dd1yGO+y9997p8MMPT/vss89Mlv7kk08u5TvllFM6lW/Y9S00/2GFWurzDyvfsO3Dyj/s+MXmO+z8i719oXwWu3zmLwEJSGBVIxBjNtfQr2p33uuVgAQkMIBAPBwG7LJsN826IFmoIBx2fQvNf9iNX+rzDyvfsO3Dyj/s+MXmO+z8i719oXwWu3zmLwEJSGBVIxBjNgX9qnbnvV4JSEACAwjEw2HALst206wLkoUKwmHXt9D8h934pT7/sPIN2z6s/MOOX2y+w86/2NsXymexy2f+EpCABFY1AjFmU9Cvanfe65WABCQwgEA8HAbssmw3zbogWaggHHZ9C81/2I1f6vMPK9+w7cPKP+z4xeY77PyLvX2hfBa7fOYvAQlIYFUjEGM2Bf2qdue9XglIQAIDCMTDYcAuy3bTrAuShQrCYde30PyH3filPv+w8g3bPqz8w45fbL7Dzr/Y2xfKZ7HLZ/4SkIAEVjUCMWZT0K9qd97rlYAEJDCAQDwcBuyybDfNuiBZqCAcdn0LzX/YjV/q8w8r37Dtw8o/7PjF5jvs/Iu9faF8Frt85i8BCUhgVSMQYzYF/ap2571eCUhAAgMIxMNhwC7LdtOsC5KFCsJh17fQ/Ifd+KU+/7DyDds+rPzDjl9svsPOv9jbF8pnsctn/hKQgARWNQIxZlPQr2p33uuVgAQkMIBAPBzadllvvfXSlltumdZff/22zUv+21/+8pd09tlnp4svvri1LIstSOL8fLYluA3id/rpp6fjjz8+8dmWIv9+17fjjjumgw8+OO20005th5d8yf+MM85o3T7sx2H3n2vjlYB8tiXuDaKXzy5p2PV3ybM+ZqH1Y5igH8avLstSfB/Gd6F8luKaPKcEJCCBlZlAjNkU9CvzXfbaJCABCYxJIB4ObYcNE4xtx0zztxDE/QTrYguSOH8/QY7QHiS4Q1D9H3tncxy3soPReRHIC3vvDJSCQlEoykwxKAPv7Y0jmEu6DD8uwDnsAVvDn8MqV6u6CTRwwFHz0526GMfsCv9z+ZFgDP9zfxDI9pzOUf1JsJPgn+6V/Uz5ZzYtc9XngwQ98WuJtce9xLfKp0fM+pSABCRwZgLxzra2oL9c/16D4+uSf0MRruM/LwlIQAISeDyB+J2cjcML/fX9/f3xQc5EMMY2xpjFPs71jr/3/uR/Lu+15okfxUf2M2X9N03+q3n2jq/q/x+ITj8Q363H3wmLbiUgAQlslkCce0s093jP0uufMl/qOAJZuoH3SUACEpBAPwLxOzkbt/5C/2hB0nt/8p/VbM05qj/FR/b0VJP/aq6946v6Jz7VdeK79fir+WsvAQlIYG8E4txbqruX5qegX0rK+yQgAQlskEAcDtm49Rf6RwuS3vuT/6xma85R/Sk+sqePA/mv5to7vqp/4lNdJ75bj7+av/YSkIAE9kYgzj0F/d4qZ7wSkIAEOhKIwyEbt/5C/2hB0nt/8p/VbM05qj/FR/b0WJP/aq6946v6Jz7VdeK79fir+WsvAQlIYG8E4txT0O+tcsYrAQlIoCOBOByycesv9I8WJL33J/9Zzdaco/pTfGRPjzX5r+baO76qf+JTXSe+W4+/mr/2EpCABPZGIM49Bf3eKme8EpCABDoSiMMhG7f+Qv9oQdJ7f/Kf1WzNOao/xUf29FiT/2quveOr+ic+1XXiu/X4q/lrLwEJSGBvBOLcW1vQ/28EMTi//Pr1axzw+vbt2597/prh/d4gAQlIQAL9CEQLlGyH4YX+8vb29qfXeLYebdHm2q5lNi1z1Med2oZR/BQL5Vdt+1X137ttHfHrzT/4jmN2Bb+5tnzEh9oKZntO56r5R/zj2ON69OenR076lIAEJHBmAvHONgj6RRi+fv266D4F/SJM3iQBCUhgmwTicMiiI0FHgivz2TJHgqsqqCgWyi8E2ZygrPIj/9TnPOKf62NP+VP8vflH/nOCl/IjPiR4iU81/4h/HHtcj/789MhJnxKQgATOTCDe2dYW9P5f7vf2XQ3jlYAEJDAhMByMd/dxp6/s3vK9ZG0QlNdxj7mL9if7Ob8xT/4pB9r/6P4p/+B870j8tr4/xU/PF61T/rQ/2d9bN+0kIAEJSOA+AvF7f+2v3Cvo76uHVhKQgAQ2QSAOh2ykF3oSBJnPlrnq/mRPBajmR/sf3T/lT/xpnfhtfX+Kv+Wzkt1L+dP+ZE/1cV0CEpCABNYlEL/rFfTrctWbBCQggV0TiMMhG+mFngRB5rNlrro/2VPhqvnR/kf3T/kTf1onflvfn+Jv+axk91L+tD/ZU31cl4AEJCCBdQnE73oF/bpc9SYBCUhg1wTicMhGeqEnQZD5bJmr7k/2VLhqfrT/0f1T/sSf1onf1ven+Fs+K9m9lD/tT/ZUH9clIAEJSGBdAvG7XkG/Lle9SUACEtg1gTgcspFe6EkQZD5b5qr7kz0Vrpof7X90/5Q/8ad14rf1/Sn+ls9Kdi/lT/uTPdXHdQlIQAISWJdA/K5X0K/LVW8SkIAEdk0gDodspBd6EgSZz5a56v5kT4Wr5kf7H90/5U/8aZ34bX1/ir/ls5LdS/nT/mRP9XFdAhKQgATWJRC/69cW9LatG8h6SUACEtgrgWiBksU/vNDf7ENPbbsyny1z1f3JnmKp5kdt06Jt2b1t5bbuv8qf6hP85tq+Uds2aotHbe3o+aD8yZ7yp/Xq/mRP+7suAQlIQALrEoh3tkHQL3JsH/pFmLxJAhKQwL4JxOGQZUEv9EcXJNX8np6eLt+/f7+MwjC7QlDO9bHPbKZzW/dPz880l3t+Dn5zfepJkFf/IEDPB+VP9vcwmdpU9yf76V7+LAEJSEAC/QnEO9vagt62det+k0JvEpCABD6VwHD82Id+hjh9JfkWO9cu10EQXkeGW72ovhR/b/vqM9Q7/q3W1bgkIAEJHJVAnAtrf+VeQX/UJ8a8JCCBUxCIwyEbq4Ig89kyV92f7KnAJNhacjnjvVX+VJ/qOtWX4u9tX31mesdf5a+9BCQgAQm0EYhzQUHfxs27JSABCRyaQBwO2VgVBJnPlrnq/mRPhSXB1pLLGe+t8qf6VNepvhR/b/vqM9M7/ip/7SUgAQlIoI1AnAsK+jZu3i0BCUjg0ATicMjGqiDIfLbMVfcneyosCbaWXM54b5U/1ae6TvWl+HvbV5+Z3vFX+WsvAQlIQAJtBOJcUNC3cfNuCUhAAocmEIdDNlYFQeazZa66P9lTYUmwteRyxnur/Kk+1XWqL8Xf2776zPSOv8pfewlIQAISaCMQ54KCvo2bd0tAAhI4NIE4HLKxKggyny1z1f3JngpLgq0llzPeW+VP9amuU30p/t721Wemd/xV/tpLQAISkEAbgTgX1hb09qEfyHpJQAIS2CuBaIGSxT8IglP3oae2ZhmzNeeiLVuvtnbVWCm+5+fny+vr62XsB3/PRW3nYv+5tnW0Z9T34+MjvbX6/Fft06AaJqv7k31DKN4qAQlIQAIrEIh3tkHQL/JmH/pFmLxJAhKQwL4JxOGQZUEv9Efvo10VjBnTljkSnOSrKqjJP8X39PR0+f79+2UU5vdc4x8Cbv1BIPYfx3uuqO/cH0yqz3/V/p6cpjbV/cl+upc/S0ACEpBAfwLxzra2oLdtXds3JbxbAhKQwKYIDMePfeg3VZH/B0Nf6b5Vu3FtEGTX0Uevq7kQ5j8AAAhvSURBVBpfNf6t70/89x5/r+dKvxKQgAQkkBOIc3Ptr9wr6HPezkpAAhLYBYE4HLJRQfLYElYFH9Wvml01vuyZm85R/Fvf/+jxV58f7SUgAQlIoI1AnJEK+jZu3i0BCUjg0ATicMhGBcljS18VrFS/anbV+LJnbjpH8W99/6PHX31+tJeABCQggTYCcUYq6Nu4ebcEJCCBQxOIwyEbFSSPLX1VsFL9qtlV48ueuekcxb/1/Y8ef/X50V4CEpCABNoIxBmpoG/j5t0SkIAEDk0gDodsVJA8tvRVwUr1q2ZXjS975qZzFP/W9z96/NXnR3sJSEACEmgjEGekgr6Nm3dLQAISODSBOByyUUHy2NJXBSvVr5pdNb7smZvOUfxb3//o8VefH+0lIAEJSKCNQJyRawt6+9APZL0kIAEJ7JVAtEDJ4h8Eyc0+9NW2Ydme0zlqW0Zt8yj+aFs218e82ged7Ke5Zj9X+Y4t415eXv60jsv80xzFT/EF37m2cNTWjuL/8ePHZXwGxrHH1fv5I37VnHrHX41PewlIQAISaCMQ72yDoF9kaB/6RZi8SQISkMC+CcThkGVRFcSZz5Y5EpRVQU+CigRR1Z5YhCCe+4MD2VcFL+VP8QWfj4+PNNTn5+ebfeYpfhL86aYNk72fP+LXEGp6a+/4002dlIAEJCCBbgTinW1tQW/burZvSni3BCQggU0RGE6du/vQPzoR+sp19SvPve178yM+t2o/rlH+FD/tT/6r9hRfdX3r8VF+e4+f8nNdAhKQwNEIxLm99lfuFfRHe1LMRwISOBWBOByykQTXo0FVBcmj7Xvzo/yymk/nqvWn/cl/1f7RfCm/3vGR/63zpfhdl4AEJHA2AnFGK+jPVnnzlYAEJHCDQBwO2Xh0QVIVNFX7G2VZZYniy2o+navWn/Yn/1X7VSDecLL1+G6E/mdp7/FTfq5LQAISOBqBOKMV9EerrPlIQAISKBCIwyEbSXAVtl3FtCpIHm2/CoQbTii/rObTuWr9aX/yX7W/gWaVpa3HR0nuPX7Kz3UJSEACRyMQZ7SC/miVNR8JSEACBQJxOGQjCa7CtquYVgXJo+1XgXDDCeWX1Xw6V60/7U/+q/Y30KyytPX4KMm9x0/5uS4BCUjgaATijFbQH62y5iMBCUigQCAOh2wkwVXYdhXTqiB5tP0qEG44ofyymk/nqvWn/cl/1f4GmlWWth4fJbn3+Ck/1yUgAQkcjUCc0WsLevvQD2S9JCABCeyVQLRAyeKntmKZzWfOUVu0QTBe3t7e/vRiz+Kqtr2r2lPbMmo7RvbU9i3s5/rEE7+wH8fsov2p7VzVvsqP7Kn+R//8ZDV3TgISkIAE+hGId7ZB0C/axD70izB5kwQkIIF9E4jDIcvi6enpMoquUdhs8QpBea8gJUFGgrZqH3+QGMfsoj7wZE+COezn+sRT/mE/Fz/tXxXsZF/lR/ZU/6N/frJn1jkJSEACEuhHIN7Z1hb0tq072nc5zEcCEjgVgeHYme1Dv/e1QZBex68Vz13Vrxxr/34dGc89J2fnP8dlL/NUv7nPlfMSkIAEJNCHQJwfa3/lXkHfp156lYAEJPApBOJwOOJIgkRBriDv+QeJvX+m6PPzKb+g3EQCEpCABP4RiHNFQf8PiT9IQAISkEAcDkccSZAo6BX0Cvr5b+jQ58ffnhKQgAQk8LkE4l1NQf+53N1NAhKQwKYJxOFwxJEEiYJeQa+gV9Bv+he0wUlAAhKYEIh3NQX9BIo/SkACEjg7gTgcjjgq6P1/CIx/tJm7ev9BZ++fKfr8zHF1XgISkIAE+hCIc0VB34evXiUgAQnskkAcDkccSZD0FnTuf+4/KOz9M0XP7y5/4Rm0BCQggR0TiHNlbUFvH/qBrJcEJCCBvRJ4eXnZa+gYN7Ud23vbNWqbRn3QI/+5tnVkX20bV42/9/6DoL28vb1d5j4jwW+ubR8+oBu/gT4/Gw/f8CQgAQkcjkCvtnUK+sM9KiYkAQmcicAoqo56ffny5TL2Qh/H7Io+9uOYXSQYe/dZp/hJEFMf9Mj/9+/fWfoXsqf8e8ffe38S9MFv7vlJoe5okuq3o1QMVQISkMAhCCjoD1FGk5CABCQggc8iQIKZBF/VnvIk/2RfXaf8yX81/t77V/1T/q5LQAISkIAEWggo6Ftoea8EJCABCZyeAAlOEnxVeyoA+Sf76jrlT/6r8ffev+qf8nddAhKQgAQk0EJAQd9Cy3slIAEJSOD0BEhwkuCr2lMByD/ZV9cpf/Jfjb/3/lX/lL/rEpCABCQggRYCCvoWWt4rAQlIQAKnJ0CCkwRf1Z4KQP7JvrpO+ZP/avy996/6p/xdl4AEJCABCbQQUNC30PJeCUhAAhI4PQESnCT4qvZUAPJP9tV1yp/8V+PvvX/VP+XvugQkIAEJSKCFgIK+hZb3SkACEpDA6QmQ4CTBV7WnApB/sq+uU/7kvxp/7/2r/il/1yUgAQlIQAItBBT0LbS8VwISkMBJCIyiau6qtq2itl7kn+zn4o75qv9q27roUz7X550EI+VP8QWHXmPvtnEUd5Uf1ef5+fny+vp6GfuxZ1f1+SL7bE/nJCABCUjgvAQU9OetvZlLQAISmCXw8vIyuzYKmVuCZtbw70IIpnHMLvJP9pnP6VzVPwlWEtQhyOf6vJMgpfwpvimLHj9T/sS/93+hJ35Un6enp8vIeBTe2UX50f5kn+3pnAQkIAEJnJdAL0F/uf69fv78eV3ybyjBdfznJQEJSEACjycQv5OzcRCc1/f397uDHG1HH5nvcY78k/2c35iv+q/aRxxzY9U/2d9duIWGVB+Kj+znuMV8b/+xz9xY3Z/sF5bB2yQgAQlI4CQE4jxaornHe5Ze/wEAAP//RydhOQAAQABJREFU7Z0H2Cw7cpZ7yXkN3CWDl4xJ1+TsPYDBRIPJyewlm5xzOphssDGYnNbknDMY1iZnvORsk8Mu4EvOg75h6781Our5pqdG/8z859XznKP+u7tKpVealkqtlpbde8O73/3u3Sn/lmXZ6R8BAhCAAASuTyCeyaP4bW972+6d73zn2UZKVjpGunXO6Xfya3rjfFV/VT7sWIur+p382QV3oqArH2efk1/jFudn64901uJq+k7+xGLgNghAAAIQeEkIRHt0is+te04ND575qYrDkFMT4D4IQAACEJhHIJ7Jo7jqcDiHzel38iOb87mq/qp8tmV0XNXv5OfVmv+v2ZWPs8/Jj5jlc7P157RGx9X0nfzs8kM/BCAAAQjcF4Foi071u0/NHQ79qaS4DwIQgMANEojGYRRXHQ7nsDn9Tn5kcz5X1V+Vz7aMjqv6nfzs6ubKx9nn5EfM8rnZ+nNao+Nq+k5+dvmhHwIQgAAE7otAtEU49PdVblgLAQhAYCqBaBxGcdXhcA6b0+/kRzbnc1X9Vflsy+i4qt/JT604TbkrH2efkx8xy+dm689pjY6r6Tv52eWHfghAAAIQuC8C0Rbh0N9XuWEtBCAAgakEonEYxVWHwzlsTr+TH9mcz1X1V+WzLaPjqn4nP7XiNOWufJx9Tn7ELJ+brT+nNTqupu/kZ5cf+iEAAQhA4L4IRFt0aYf+TcLQlC/vec97FNnwlre8ZX/Pe8Xs/dwAAQhAAALzCDx79mxV+Vvf+tZF1xWPwvu8z/vsrykehY//+I9fnj9/vnzCJ3zC6PLy6quvLq+99try/u///sPrn/zJn7xIh+JzgvQe0/+Jn/iJy8d+7McuikfB5T/k3/Wud43Elze/+c1H+VT1O36ufIZGp5Of8imfsmeveBRc/pvDui//tToW8mv8R2nmc9Xyjfy9/vrrWe3Jx46/q7/O/pMNOfPGyP9a+Vbrz5lmIQYBCEAAAisE3vSmN+2vNId+5Y7D06+88srhiZW/cOhXwHAaAhCAwD0QkMO8FqoOiXPoqw7vmt1x3jkkzqFx+Q/5NYew6vA5/Y5f1WF0Drezzzn0Ia/4nFAt38jf2oCMs8nxdwM2zn6XfvV65H9tQKVaf6r2IQ8BCEAAAocEZjn0LIp3XzM1sBYCEIDAyQTclGg3ZdjJt2ZqdUs7XXP6T87ImTfOtr+qfza/qn3XLj9X7NX8zebv7K9ed/m/9fKr5h95CEAAAvdGINqdS0+5x6G/t5qAvRCAAAROJFDt8Dv5aJjW4ms7FLPtr+pf4xbnq/yq9lXTP7Gann1bNX/BeS2+9/zfuv1nFzyCEIAABO6UQLQ3OPR3WoCYDQEIQOCxCTiHx3X4nXw0TGux0z+bx2z7q/rXuMX5Kr+qfdX0b718g/NafO/5v3X7Z9cP9EMAAhC4NQLR3uDQ31rJYA8EIACBGyXgHDrX4Xfy0TCtxU7/bGyz7a/qX+MW56v8qvZV07/18g3Oa/G95//W7Z9dP9APAQhA4NYIRHuDQ39rJYM9EIAABG6UgHPoXIffyUfDtBY7/bOxzba/qn+NW5yv8qvaV03/1ss3OK/F957/W7d/dv1APwQgAIFbIxDtDQ79rZUM9kAAAhC4UQLOoXMdficfDdNa7PTPxjbb/qr+NW5xvsqval81/Vsv3+C8Ft97/m/d/tn1A/0QgAAEbo1AtDeXdujZtq6RJUAAAhC4VwLHtq2Lba3WtvVqHf7SPuOxbdnatm9Of8jP2vZs9rZ7jm+1TlX5zd6279rbtrnyrfJ32xa6/Lv6XZV39c/Vnyof5CEAAQhAYBuBWdvW4dBvKwfuhgAEIHBTBJ49e7ZqTzgUsxzuqkMR8orPCW6fbefwOYet6hCfk6cs4xwyx8/tox7yawM+bp92xz/nZcaxK99qmtX8B9+1+u34Ofnq77vKB3kIQAACENhGYJZDz7Z1tzYXA3sgAAEIbCDQmpKje8Efu94cxp2mZZ8b3JRup9/JH7Nd16r6q/LOvur1qn1VeWe/039uvTpVrlp/XP7cdZd/Z19VvmrfqZy5DwIQgAAELkMgntuXnnKPQ3+Z8kELBCAAgasQiMbhnNg5FC5Dt+6wXNu+c8oky7jyuXb+nH2u/lSvu/xnljOOXf6dfVV5lyenv8ofeQhAAAIQ2EYgnts49Nu4cTcEIACBJ00gGodz4mqH/9Ydlmvbd06ZZBlXPtfOn7Nv9g/P5T+znHHs8u/sq8q7PDn9s8sH/RCAAAQgcEggnts49Idc+AsCEIDAS00gGodz4mqH/9Ydlmvbd06ZZBlXPtfOn7Nv9g/T5T+znHHs8u/sq8q7PDn9s8sH/RCAAAQgcEggnts49Idc+AsCEIDAS00gGodz4mqH/9Ydlmvbd06ZZBlXPtfOn7Nv9g/T5T+znHHs8u/sq8q7PDn9s8sH/RCAAAQgcEggnts49Idc+AsCEIDAS00gGodz4mqH/9Ydlmvbd06ZZBlXPtfOn7Nv9g/T5T+znHHs8u/sq8q7PDn9s8sH/RCAAAQgcEggntuXdujZtq6RJUAAAhC4VwKxBco59rtt29w+2W5breq2XC5P1W3ZmsOzPH/+fFnb+s/lz9nnthW79rZobts3Z5/j7/i4+hX8FI+C21ZwJJPPhf61bR3zvaNjV38cXyfv6p+z3+kf5YlzEIAABCAwj0D02ZpDf1Iir7zyykn34dCfhImbIAABCNwmgWgczrHOOWzOIQ+HYs3hqjpsLk/OoQv71hw25/CE/Fr+nH3hkK3t814dUHH2Of7O4XT2Of6Oj6tfwU/xKFQHFEL/WvmM0sznXP1xfJ28K19nv9Of88IxBCAAAQjMJxB9tks79GxbdzgTgr8gAAEI3BWB1vycvQ+9k20OwU7Thm81uCnN186fs+/afKv2Ofkqf6e/ys/pv3f7q3xu9XePXRCAAATulUC0K5eeco9Df681ArshAAEINALROMyIb90hmO2QVSuYs+/afKv2OXlXJ13+nX4n78rP6b93+6t8HD+uQwACEIDANgLRruDQb+PG3RCAAASeNIFoHGbEt+4QzHbIqhXH2XdtvlX7nLyrky7/Tr+Td+Xn9N+7/VU+jh/XIQABCEBgG4FoV3Dot3HjbghAAAJPmkA0DjPiW3cIZjtk1Yrj7Ls236p9Tt7VSZd/p9/Ju/Jz+u/d/iofx4/rEIAABCCwjUC0Kzj027hxNwQgAIEnTSAahxnxrTsEsx2yasVx9l2bb9U+J+/qpMu/0+/kXfk5/fduf5WP48d1CEAAAhDYRiDaFRz6bdy4GwIQgMCTJhCNw4z41h2C2Q5ZteI4+67Nt2qfk3d10uXf6Xfyrvyc/nu3v8rH8eM6BCAAAQhsIxDtyqUderata2QJEIAABO6VwNoe6pfIj9tWzG2rVbXBbbsW23atbWsW9s3atq5qn9t2zemP/CkeBSfvtlWrblsX9q3xr+qv8nP5r27r6PQ3h3t5/vz5cu5veLb+UZ3iHAQgAAEInE9g1rZ1OPTnlwmSEIAABK5OQJ36WcE5hM6hrtpVHVAI+9b2GXcOVcivDRhU7XP7uDv9VfucQ+gcWudQh31r/Kv6q/xc/t2Ag/t9OP2u/rnfz2z9Ln2uQwACEIDANgKzHHq2rds2U4K7IQABCEDgvQSqU5ZbM3h0273qlGFnn9NflXcVpap/tny1fJx9s/Xfe/nOrj9OP9chAAEIQOCyBKLdu/SUexz6y5YT2iAAAQi8NASqDls0bGuxc8gcaGef01+Vv3X7XP7WyiXOV/mFnrW4qn+2/OzyvbZ+lz7XIQABCEBgG4Fo73Dot3HjbghAAAIQmESg6hBGw7YWO4fMZcvZ5/RX5W/dPpe/tXKJ81V+oWctruqfLT+7fK+t36XPdQhAAAIQ2EYg2jsc+m3cuBsCEIAABCYRqDqE0bCtxc4hc9ly9jn9Vflbt8/lb61c4nyVX+hZi6v6Z8vPLt9r63fpcx0CEIAABLYRiPYOh34bN+6GAAQgAIFJBKoOYTRsa7FzyFy2nH1Of1X+1u1z+Vsrlzhf5Rd61uKq/tnys8v32vpd+lyHAAQgAIFtBKK9w6Hfxo27IQABCEBgEoGqQxgN21rsHDKXLWef01+Vv3X7XP7WyiXOV/mFnrW4qn+2/OzyvbZ+lz7XIQABCEBgG4Fo7y7t0LNtXSNLgAAEIHCvBLR11bWC2zbM7UPuti1z27a5fLttvdy2ZG7bteYwTt1H3Nnn+Fe3lXN8Xf6Dn+Jzgiv/a5dv1G/Fo+DKx+XP6Q++a9sCuvIZ2cw5CEAAAhCYR2DWtnU49PPKDM0QgAAEphN49uzZ9DTWEqg6jM5hdft8r9kV553D5wYUwqF6/fXXQ+VBXHWYqvY5/s6hdPk7yOzgD5f/0K/4nODKv8ov7Du3fMOhXhuwcOXj8uf0V+0/p0yQgQAEIACB8wnMcujZtm7bTAnuhgAEIHBTBFqzcnQv95nXm0O307TtteCmdDv5Nb2nnnfpV9lU7a/a59Kv6nd8XPqnltO59107fy79Kh+n/9bL59xyRQ4CEIDAUyUQz+1LT7nHoX+qNYZ8QQACLwWBaByuETuHxTkkTr5agC79KrOq/VX7XPpV/Y6PS79afk7+2vlz6Vf5OP23Xj6u/LgOAQhA4GUjEM9tHPqXreTJLwQgAIEjBKJxuEbsHBbnkDj5I9k+6ZJLv8qsan/VPpd+Vb/j49I/qZAKN107fy79Kh+n/9bLp1C0iEIAAhB4kgTiuY1D/ySLl0xBAAIQOI9ANA7XiJ3D4hwSJ38ekTekXPpVZlX7q/a59Kv6HR+X/hslMefo2vlz6Vf5OP23Xj5zSh2tEIAABO6XQDy3cejvtwyxHAIQgMDFCUTjcI3YOSzOIXHyVVgu/Sqzqv1V+1z6Vf2Oj0u/Wn5O/tr5c+lX+Tj9t14+rvy4DgEIQOBlIxDPbRz6l63kyS8EIACBIwSicbhG7BwW55A4+SPZPumSS7/KrGp/1T6XflW/4+PSP6mQCjddO38u/Sofp//Wy6dQtIhCAAIQeJIE4rl9aYeebesaWQIEIACBeyVwbNs6t62Vy7Pb1s3to+223XLbejn73LZf197WzNnv+Ljyc9v+hf61fcpd+Tr7Xfm58nH6I/+KR+Ha+XPpN4d+ef78+bL2G52dP/f7HDHlHAQgAAEIzCMwa9s6HPp5ZYZmCEAAAtMJyGldC87hWJOL885hdA6bc1jcPulhx1rsHBbn0Lv8OX7OYVuzO847Pi5955CH/rV91l3+w8612JWfK581vXE+8q94FK6dP5e+qx+z8+d+nyOmnIMABCAAgXkEZjn0bFv3JCd0kCkIQAACu92tT9mdbZ/T76ZEV+WrddCl37ocu8o/l39nv7Nvtn6X91tP3/GbnT9XvlyHAAQgAIHLEojn+qWn3OPQX7ac0AYBCEDgZgjcusMw2z6n3zl8VflqRXDpR8fg3Njl39nv7Jut3+X71tN3/Gbnz5Uv1yEAAQhA4LIE4rmOQ39ZrmiDAAQg8GQJ3LrDMNs+p985fFX5asVy6UfH4NzY5d/Z7+ybrd/l+9bTd/xm58+VL9chAAEIQOCyBOK5jkN/Wa5ogwAEIPBkCdy6wzDbPqffOXxV+WrFculHx+Dc2OXf2e/sm63f5fvW03f8ZufPlS/XIQABCEDgsgTiuY5Df1muaIMABCDwZAncusMw2z6n3zl8VflqxXLpR8fg3Njl39nv7Jut3+X71tN3/Gbnz5Uv1yEAAQhA4LIE4rmOQ39ZrmiDAAQg8GQJ3LrDMNs+p985fFX5asVy6UfH4NzY5d/Z7+ybrd/l+9bTd/xm58+VL9chAAEIQOCyBOK5fmmHnm3rGlkCBCAAgadIwG3b5vLstjWrbovltu1y9rlt0Vz+Xf7CvrV93J284xPbnikeBbctXMivbUs30pnPOfvzvaNjZ191n/rgr3gUXP5n529kUz7n6qfLX9Y1Oq7yHenkHAQgAAEIzCMwa9s6HPp5ZYZmCEAAAlcl4BxaZ5zb59w5LE5/OGRrDq2Tdw6zy7/LX9i35jA7ecfHOXTOYQv5tQEHx8/Z7+Sdfc7hd3yC/1r9cPmfnT/Hx9VPlz+nv8rX6ec6BCAAAQhclsAsh55t6y47kwJtEIAABG6GQHVKb2vGju5zXp3SPBvU7PxX+Tj7HF8n7+yrXq/a5+Rd/Zid/6p9zv7qdZf/W7e/mn/kIQABCNwbgWh3Lz3lHof+3moC9kIAAhA4kYDr8EfDcm586w7D7Pw7bo6Ps68q7+yrXq/a5+RdNXf8ZufP2Tf7ust/le9s+9EPAQhA4GUjEO0SDv3LVvLkFwIQgMCZBFyHPxqWc+Nbdxhm599xc3ycfVV5Z1/1etU+J++qveM3O3/OvtnXXf6rfGfbj34IQAACLxuBaJdw6F+2kie/EIAABM4k4Dr80bCcG9+6wzA7/46b4+Psq8o7+6rXq/Y5eVftHb/Z+XP2zb7u8l/lO9t+9EMAAhB42QhEu4RD/7KVPPmFAAQgcCYB1+GPhuXc+NYdhtn5d9wcH2dfVd7ZV71etc/Ju2rv+M3On7Nv9nWX/yrf2fajHwIQgMDLRiDaJRz6l63kyS8EIACBMwm4Dn80LOfGt+4wzM6/4+b4OPuq8s6+6vWqfU7eVXvHb3b+nH2zr7v8V/nOth/9EIAABF42AtEuXdqhZ9u6RpYAAQhA4F4JaGu2tXDtbb1mb9u1lu8477b1im3D1ralCz1rsdsWzW3LFuWjeBTctnAhf+62daM0t5xrDuPy/Pnz5dmzZ0Mxt22gkx8qTScj/2v80q3DQ1f+zr6QVzwKrv6PZLacm813iy3cCwEIQAACnsCsbetw6D177oAABCBwswTWnCkZHA7HmsP66quvLq+99toix/Oc4BzmqkN7jk1ZZrZD7Pg5hy7KZ80hdHxDfq18M4sZx87hne1wRv7X+Lk8x4DA2oCIy1/Irw0ouPrv7HPXZ/N16XMdAhCAAAS2EZjl0LNt3cs214P8QgACT4pAa0qO7hV/7HpzWHaatntuqE75dfLHbD/lmstfNX2n/1yuIVe17xRGlXtc/p39Tj44zIqr9lXlq/m6dvpV+5GHAAQg8LIRiDb30lPucehftppEfiEAgSdFIBqHc+KqQ1V1KJz8OXnKMi5/1fSd/mpFq9qXWcw4dvl39jv5Kj8nX7WvKu/sc9evnb6zj+sQgAAEIHBIINpiHPpDLvwFAQhA4KUmEI3DOXHVoao6FE7+nDxlGZe/avpOf7ViVu3LLGYcu/w7+518lZ+Tr9pXlXf2uevXTt/Zx3UIQAACEDgkEG0xDv0hF/6CAAQg8FITiMbhnLjqUFUdCid/Tp6yjMtfNX2nv1oxq/ZlFjOOXf6d/U6+ys/JV+2ryjv73PVrp+/s4zoEIAABCBwSiLYYh/6QC39BAAIQeKkJRONwTlx1qKoOhZM/J09ZxuWvmr7TX62YVfsyixnHLv/Ofidf5efkq/ZV5Z197vq103f2cR0CEIAABA4JRFuMQ3/Ihb8gAAEIvNQEonE4J646VFWHwsmfk6cs4/JXTd/pr1bMqn2ZxYxjl39nv5Ov8nPyVfuq8s4+d/3a6Tv7uA4BCEAAAocEoi2+tEPPtnWNLAECEIDAvRKILVBG9rt90t22bm7bteq2WW7br9iWbG1bNpc/t22Ys3/ENJ+79rZ12ZbRseM3ksnnHF9Xf6J8z90WLuw/d1u6nJfRsdsW0NWfyN/atnWOj/t9ufxX7R8x4RwEIAABCMwjEH225tCflMgrr7xy0n049Cdh4iYIQAACt0kgGoeRdc7hrDoEziFub2CX58+fL8+ePRuZtziHJRymNYfQ5c85TM7+odHppHN4ZzuEyZThoeM3FEonHV9Xf6J81wZkXP0I+9cc5mTqWYe37nC7/FftPwsaQhCAAAQgcDaB6LNd2qFn27rDmRD8BQEIQOCuCLRWZXUfejeluTpltyrvQF9b/zG2p1ybzb/Kz+Whav+19VfTd3zd9Wr9rco7+7gOAQhAAAKPSyDapUtPucehf9xyJDUIQAACFyUQjcMorjpks+UdiNkOjdM/Yrrl3K3zc3mp2n9t/dX0Xf101139qvJ18s4+rkMAAhCAwOMSiHYJh/5xuZMaBCAAgZsmEI3DKHYd/lt3OKr2uYJz+kdMt5ybzX92/qr2O1az9VfTd3zddVe/qvl38s4+rkMAAhCAwOMSiHYJh/5xuZMaBCAAgZsmEI3DKHYd/lt3OKr2uYJz+kdMt5ybzX92/qr2O1az9VfTd3zddVe/qvl38s4+rkMAAhCAwOMSiHYJh/5xuZMaBCAAgZsmEI3DKHYd/lt3OKr2uYJz+kdMt5ybzX92/qr2O1az9VfTd3zddVe/qvl38s4+rkMAAhCAwOMSiHYJh/5xuZMaBCAAgZsmEI3DKHYd/lt3OKr2uYJz+kdMt5ybzX92/qr2O1az9VfTd3zddVe/qvl38s4+rkMAAhCAwOMSiHbp0g4929Y1sgQIQAAC90pgbUs45cdtm+a2bWsOw9Ft56rbajnmbls0t22X0x/2r22L57alq27LVuUf6SsehWr+XP0J/YrPCa78XPmfk2aWcem7bQ+r/N3vy9UPt62gsz+z4BgCEIAABOYTmLVtHQ79/LIjBQhAAALTCKjTvxZch945DM7hcA5N1SFzDldVf9i/tk+6c5jCoV0bEHD8qvwj/TWHupo/V39Cv+Jzgis/V/7npJllXPrVAY3gs1a/qvXDDTg5+zMLjiEAAQhAYD6BWQ4929Y97kwLUoMABCBwMwSqU4JdRpz+1nTujv1rDs9OOtZCVf+xtHWtmv615av5W+N+qfOu/By/qh3V9J18lf9s/VV+yEMAAhCAwDYC0S5ceso9Dv22cuBuCEAAAk+GgHMYqg6V0x8N21rs0q/qX0s3zlfTv7Z85GMtdvbNruiu/GbbV03fya9xj/Muf7P1zy5f9EMAAhCAwCGBeP7j0B9y4S8IQAACEDiTgHMYnMPhknX6o2Fbi136Vf1r6cb5avrXlo98rMXOPle+1euu/GbbV03fya9xj/Muf7P1V8sPeQhAAAIQ2EYgnv849Nu4cTcEIAABCKwQcA6DczhW1D6cdvqjYVuLXfpV/Wvpxvlq+teWj3ysxc6+h4KcdODKb7Z91fSd/Br3OO/yN1v/pGJFLQQgAAEIrBCI5z8O/QogTkMAAhCAwDYCzmFwDodLzemPhm0tdulX9a+lG+er6V9bPvKxFjv7XPlWr7vym21fNX0nv8Y9zrv8zdZfLT/kIQABCEBgG4F4/uPQb+PG3RCAAAQgsELAOQzO4VhR+3Da6Y+GbS126Vf1r6Ub56vpX1s+8rEWO/seCnLSgSu/2fZV03fya9zjvMvfbP2TihW1EIAABCCwQiCe/5d26Nm2rpElQAACELhXApVt69y2Z27bq9iWa23bstC/tq1bddstt+2b0+/K3OU/8re2bZzbdm32tmnV/Dl5V/5OPvit1Q+3baDT76679JvDvTx//nx59uzZUFXIr5V/8GHbuiE+TkIAAhB46QjM2rYOh/6lq0pkGAIQeEoE1pwN5dE5pOFwrDnkbh/yqkPjHDaXvnPonX5XD1z6jp9z2J3DX02/mj8n78rfyQe/NYe3OiBTTd859GH/2u8n+KwNWDj91frt6o/jw3UIQAACELgsgVkOPdvWrUyJ4DQEIACBeyDQmprVvdzdlN5q/q49JdilPzv/jt+t2+fsd9dd/o7VzXu4Vq0/jo/TX5V35cd1CEAAAhB4XALR9l16yj0O/eOWI6lBAAIQuCiBaBxGsXMYqoY4h2NkUz5Xtc+lX9U/m8+17Zudv1zW93hcLZ9q/azKV8sXeQhAAAIQuCyBaAtx6C/LFW0QgAAE7ppANA6juOqQODDO4RjZlM9V7XPpV/W7/Lvrt26fs99dd/nLZX2Px9X64/g4/VV5V35chwAEIACBxyUQbSEO/eNyJzUIQAACN00gGodR7ByGasacwzGyKZ+r2ufSr+qfzefa9s3OXy7rezyulk+1flblq+WLPAQgAAEIXJZAtIU49JflijYIQAACd00gGodRXHVIHBjncIxsyueq9rn0q/pd/t31W7fP2e+uu/zlsr7H42r9cXyc/qq8Kz+uQwACEIDA4xKIthCH/nG5kxoEIACBmyYQjcModg5DNWPO4RjZlM9V7XPpV/XP5nNt+2bnL5f1PR5Xy6daP6vy1fJFHgIQgAAELksg2sJLO/RsW9fIEiAAAQjcK4HYAmVkf3NIju6jPZLJ59y2XG5btqxrdOy2bRvJ5HPVbcFc/ty2X07e8XHbCua8nnPs7Judv0h/bVu6c/KUZWZva+fqp+Pntp1zv8+o34pHYXb9GaXJOQhAAAIQOJ9A9NmaQ3+SkldeeeWk+3DoT8LETRCAAARuk0A0DiPrnMMwksnnnEPhHJ6sa3TsHN6RTD7nHEaXf5c/5zA5ecfHOYQ5r+ccO/tm5y/SX9uH/Zw8ZZlXX311ee211xblY0Zw9dPxqzr0Ub8Vj8Ls+jNKk3MQgAAEIHA+geizXdqhZ9u6y86kQBsEIACBRyXQmpVp+9DPnvLr9B/L2ynXmkO/UxprwaU/W37Nrkudv3b+XPqnlOGxe1z5VDk6+136Vfmq/chDAAIQgMBtEYg27dJT7nHob6ucsQYCEIDAJgLROIxi53C4hGY7JE7/KE9bzrn8u/Rnyzv+1evXzp9Lf0tZju515XPv/Kr2Iw8BCEAAArdFINoyHPrbKhesgQAEIHBVAtE4jOKqw+Mcstn6R3nacs7ZV81fVX52xanaN1t+S1mO7nXlW+U7O/+z7a/mH3kIQAACELgsgWjLcOgvyxVtEIAABO6aQDQOo7jqMFQdGgfW6R/lacs5l3+X/mx5x6d6/dr5c+lvKcvRva587p1f1X7kIQABCEDgtghEW4ZDf1vlgjUQgAAErkogGodRXHV4nEM2W/8oT1vOOfuq+avKz644Vftmy28py9G9rnyrfGfnf7b91fwjDwEIQAAClyUQbRkO/WW5og0CEIDAXROIxmEUVx2GqkPjwDr9ozxtOefy79KfLe/4VK9fO38u/S1lObrXlc+986vajzwEIAABCNwWgWjLLu3Qs21dI0uAAAQgcK8EYguUkf3Vbb2q23a5bbec/lGe8rnQv7bPeXP4lufPny/Pnj3LYg/Hblsxx8/Z77Y1C/vXtiV7MHTlwG1b5vLn+MS2c4pHwW3L5/hE/tfKz+0z7/iObM7nIv01/pH/tW33qvxm2+/qR2bBMQQgAAEIzCcQfbbm0J+UGPvQn4SJmyAAAQjcN4FoHEa5cA7RSCafcw6bcxjCITrXIcy2jI5D/7kOl3N4Hb/ZfEZ5zuecQ+jy5xxS5/A6h93xceXnBlRc/cusRseR/lr9jPyvDThU+c2239WPERPOQQACEIDAPALRZ7u0Q8+2dbc1EwNrIAABCGwi0Jqd1X3oq9eaw7LTtOlzg5tyfW39zj7Hb7b91fRd/mbb7/TPts/VW5d+lb9Lv3rd2e/4V9NHHgIQgAAEthGIduXSU+5x6LeVA3dDAAIQuCkC0TjMiKsOwWyHo6rfyTums/lU03f5m22/0z/bPvdDdelX+bv0q9ed/Y5/NX3kIQABCEBgG4FoV3Dot3HjbghAAAJPmkA0DjPiqkMw2+Go6nfyjulsPtX0Xf5m2+/0z7bP/fBd+lX+Lv3qdWe/419NH3kIQAACENhGINoVHPpt3LgbAhCAwJMmEI3DjLjqEMx2OKr6nbxjOptPNX2Xv9n2O/2z7XM/fJd+lb9Lv3rd2e/4V9NHHgIQgAAEthGIdgWHfhs37oYABCDwpAlE4zAjrjoEsx2Oqn4n75jO5lNN3+Vvtv1O/2z73A/fpV/l79KvXnf2O/7V9JGHAAQgAIFtBKJdwaHfxo27IQABCDxpAtE4zIirDsFsh6Oq38k7prP5VNN3+Zttv9M/2z73w3fpV/m79KvXnf2OfzV95CEAAQhAYBuBaFcu7dCzD30jS4AABCBwrwTW9lg/JT/VbblcGm5bMLetmdPvtk1z23Y5+1z6Tn/wVTwKzv6RTD7n+Dn9s+139gX/c7cdzCxGx1X+IX/utnUjm/K50L9WP9y2dtVtCbMtHEMAAhCAwHwCs7atw6GfX3akAAEIQGAaAXXqzw237lC5fDmH0TlEzqFy6Tv9wVfxKDj7RzL5nHPYnf7Z9jv7gv8sh7nKP+RnDTiE/rX64QZccOjzr4FjCEAAArdPYJZDz7Z122ZKcDcEIACBJ0Pg2lN2Xfqtad4d+3frU4pd/qr237p+Z9+xstW1a/Nx9j91+57Mg46MQAACELgRAtHuXXrKPQ79jRQwZkAAAhB4bAKzHRaXH5d+NHxrcdWhcvZVr7v8Ve2/df3OvrVyjfPX5uPsf+r2Ves/8hCAAAQgcEgg2jcc+kMu/AUBCEAAAmcSmO2wOLNc+tHwrcVVh8rZV73u8le1/9b1O/vWyjXOX5uPs/+p21et/8hDAAIQgMAhgWjfcOgPufAXBCAAAQicSWC2w+LMculHw7cWVx0qZ1/1ustf1f5b1+/sWyvXOH9tPs7+p25ftf4jDwEIQAAChwSifcOhP+TCXxCAAAQgcCaB2Q6LM8ulHw3fWlx1qJx91esuf1X7b12/s2+tXOP8tfk4+5+6fdX6jzwEIAABCBwSiPYNh/6QC39BAAIQgMCZBGY7LM4sl340fGtx1aFy9lWvu/xV7b91/c6+tXKN89fm4+x/6vZV6z/yEIAABCBwSCDat0s79Gxb18gSIAABCNwrgWPb1s3elszpd0zdtl3Vbc1CXvE5oZo/t63Yq6++urz22muLtic7J7ht4dy2Z45PlM+527a5/L/5zW9etLWeOI+C23ZvJJPPzbbflZ+rP2Gf4lFw+Q/5c8tnlCbnIAABCEBgHoFZ29bh0M8rMzRDAAIQmE7g2bNnq2lUHbqqw7hq2HsvzHYow+FZc5icfY6fk686tE6/c/iqDmWUz7n7xLv8O4fY1T/HZ7b9bkDC1Z+wT/EouPyH/LnlM0qTcxCAAAQgMI/ALIeebesOZ0LwFwQgAIG7ItCandW92q89JbgKsjrl2ckfY6drs/m59N31a9vn0nf8q/KOj7s+O32n3/0+HL9q/lz6XIcABCAAgcsSiOf2pafc49BftpzQBgEIQOBRCUTjMIpnOxRV/Q6Uc2hc+k5+xCyfc/qr9ue0zjm+tn0ufce/Kn8OsywzO32nf3b9qabv7OM6BCAAAQhsIxBtEA79Nm7cDQEIQOBJE4jGYRRXO/RVh6wKvpq+kx8xy+dm88tpnXN8bftc+o5/Vf4cZllmdvpOv/t9OH45L6PjavrOPq5DAAIQgMA2AvGsxqHfxo27IQABCDxpAtE4jOJqh945FFX9rmCq6Tv5EbN8rpq/avrZltHxte1z6bv8V+VHTLacm52+01+t/y6v1fSdfVyHAAQgAIFtBOK5jUO/jRt3QwACEHjSBKJxGMXVDn3VIauCr6bv5EfM8rnZ/HJa5xxf2z6XvuNflT+HWZaZnb7T734fjl/Oy+i4mr6zj+sQgAAEILCNQDyrcei3ceNuCEAAAk+aQDQOo7jaoXcORVW/K5hq+k5+xCyfq+avmn62ZXR8bftc+i7/VfkRky3nZqfv9Ffrv8trNX1nH9chAAEIQGAbgXhuX9qhZ9u6RpYAAQhA4F4JHNu2bva2ZtVtuRxzt22XS99tm+a2Havyq6bv+Lj8x7Zma9uixbZ+a/uYV/k4/c3hXJ4/f76s1eGQX9t2MPK3tm2b4+e2zYv01/hU9bttBV39cek7vk6e6xCAAAQgcFkCs7atw6G/bDmhDQIQgMCjElCnfy1UHeJwmNYcQueQhEO05pCt2R3nZzvUzqGr8nMOmUs/OKzFVf5RvmsOsbPP8XH6ncMZ8mv1L+rXuQ63G7CI9Nf4rJVLnHf63YCMqz+Rzlrs+K7JcR4CEIAABOYQmOXQs23dtpkS3A0BCEDgbghUpzxXM+rSb83l7ti/5pDspOPc4NJ3+q8tf26+Q87Zf4y9rlX5VPVHPtbiav6cfbOv3zrfNe6chwAEIACB8whEu3LpKfc49OeVB1IQgAAEbp6Ac3icQ1HNoEs/Gra1uGqfS9/pv7b8rfN3fNbKNc47/i7/1fTDjmvFLv/V/Dn9ji/XIQABCEDgsgSivcGhvyxXtEEAAhB4sgScQzC7w+/Sj4ZtLa7a59J3+q8tX62Yzv417nG+yif0rMVOv8t/NX9rdj3WeZf/av6cfseX6xCAAAQgcFkC0b7g0F+WK9ogAAEIPFkCziGY3eF36UfDthZX7XPpO/3Xlq9WTGf/Gvc4X+UTetZip9/lv5q/Nbse67zLfzV/Tr/jy3UIQAACELgsgWhfcOgvyxVtEIAABJ4sAecQzO7wu/SjYVuLq/a59J3+a8tXK6azf417nK/yCT1rsdPv8l/N35pdj3Xe5b+aP6ff8eU6BCAAAQhclkC0Lzj0l+WKNghAAAJPloBzCGZ3+F360bCtxVX7XPpO/7XlqxXT2b/GPc5X+YSetdjpd/mv5m/Nrsc67/JfzZ/T7/hyHQIQgAAELksg2pdLO/RsW9fIEiAAAQg8RQKxrdfatnFu26wqE5e+0+/si23Fzt3WzG3LFvavbYvWHKaj+6i7bcdc+m5bumr+HX9nn+NT1e/y7/i6beOcfe568F/b1s6l77ZlnL0toMsf1yEAAQhA4LIEZm1bh0N/2XJCGwQgAIGbIRAOx5rD6xymakZc+k6/sy8cSsWjEOmf63A5+apD7xw+N6BRzf+IWT7n7HN8sq7RsdPv8u8cejcgMbJpy7ngvzbg49J3Drtz+F36rn5uySv3QgACEIBAncAsh55t6y47kwJtEIAABCDwSASqU5Jb07yr/HNTmqv2zdZfyftjyFbz7+Sr1dSVr0v/2vLV/CMPAQhAAALbCETbeekp9zj028qBuyEAAQhA4EYIOIcoGs5ZcdVhc3bN1u/Sv/b1av6dfLUau/rn0r+2fDX/yEMAAhCAwDYC0a7i0G/jxt0QgAAEIPBECTiHKBrOWXHVYXN2zdbv0r/29Wr+nXz1Z+Hqn0v/2vLV/CMPAQhAAALbCES7ikO/jRt3QwACEIDAEyXgHKJoOGfFVYfN2TVbv0v/2ter+Xfy1Z+Fq38u/WvLV/OPPAQgAAEIbCMQ7SoO/TZu3A0BCEAAAk+UgHOIouGcFVcdNmfXbP0u/Wtfr+bfyVd/Fq7+ufSvLV/NP/IQgAAEILCNQLSrOPTbuHE3BCAAAQg8UQLOIYqGc1ZcddicXbP1u/Svfb2afydf/Vm4+ufSv7Z8Nf/IQwACEIDANgLRrl7aoWfbukaWAAEIQOBeCWjrrqcaqtvWVbm4bdmaw1bah766bVtsW6Z4FJz9I5l8ztnn9Dv5nNbouLptnSufsF/xKLj6V902r7ptnZN3/EZ55hwEIAABCMwjMGvbOhz6eWWGZghAAALTCTx79mx6GtdKwDkkziGr2h0O89o+485hrDp8zqF0+Xf2Oz5uH3Wn38m79F3+HV9XPmG/4lFw9c+l7wY03D7zzmF38o7fKM+cgwAEIACBeQRmOfRsW7dtpgR3QwACELgpAq3ZKe2lfsvyzSHbaVrytcK9T4l29ruyd/ydfidfLddq+rPl751vtXyQhwAEIACBQwLRLlx6yj0O/SFn/oIABCBwVwSicXiK8WyH0BX0bIdvdv6c/a7OOPucfifv+Lvr1fRny987X8ef6xCAAAQgsI1AtAs49Nu4cTcEIACBJ00gGoenGM92CF3FmO3wzc6fs9/VGWef0+/kHX93vZr+bPl75+v4cx0CEIAABLYRiHYBh34bN+6GAAQg8KQJROPwFOPZDqGrGLMdvtn5c/a7OuPsc/qdvOPvrlfTny1/73wdf65DAAIQgMA2AtEu4NBv48bdEIAABJ40gWgcnmI82yF0FWO2wzc7f85+V2ecfU6/k3f83fVq+rPl752v4891CEAAAhDYRiDaBRz6bdy4GwIQgMCTJhCNw1OMZzuErmLMdvhm58/Z7+qMs8/pd/KOv7teTX+2/L3zdfy5DgEIQAAC2whEu3Bph55t6xpZAgQgAIF7JRBboIzsd9tmjWQe81xsu/b6668Pk20O4dF93kNe8TnBbevltjVz24Zde9sxt62aY+b4O/1u2zrH39nn0nf2u/KdvW1dVb/Ln+PHdQhAAAIQeFwC0WdrDv1JCb/yyisn3YdDfxImboIABCBwmwSicRhZ5xyqkcxjnguH6tx93kNe8TnBOVRuwKDqsDt5Z5/Ls3N4nbxzGJ1+N6A0O3/Ofle+bsDB5d/9/qr6Xf5c+XIdAhCAAAQel0D02S7t0LNt3baZEtwNAQhA4KYItKZodR/61uHfaVrxrYZbn/LsuM22v1p+zr5jdUfXXPqz9c/m7/S76y7/jt+19bv0uQ4BCEAAApclEO3upafc49BftpzQBgEIQOBRCUTjMIqrDsXsjFQdIic/YpLPVfm49J3+qrwrH6c/sxgdV+0f6cznnP5q/qr6r52+K7/Z+XP55zoEIAABCGwjEG0gDv02btwNAQhA4EkTiMZhFN96h7/qsDj5EZN8rsrHpe/0V+VdxXb6M4vRcdX+kc58zumv5q+q/9rpu/KbnT+Xf65DAAIQgMA2AtEG4tBv48bdEIAABJ40gWgcRvGtd/irDouTHzHJ56p8XPpOf1XeVWynP7MYHVftH+nM55z+av6q+q+dviu/2flz+ec6BCAAAQhsIxBtIA79Nm7cDQEIQOBJE4jGYRTfeoe/6rA4+RGTfK7Kx6Xv9FflXcV2+jOL0XHV/pHOfM7pr+avqv/a6bvym50/l3+uQwACEIDANgLRBuLQb+PG3RCAAASeNIFoHEbxrXf4qw6Lkx8xyeeqfFz6Tn9V3lVspz+zGB1X7R/pzOec/mr+qvqvnb4rv9n5c/nnOgQgAAEIbCMQbeClHXq2rWtkCRCAAATulUBsgTKyv3X4p+7jPkozn5u9LVd12zq3j/y17a9u6+b4xLZtr7/+ei62h2NXf9y2bQ+KVg5mb+vm9K+YdfLp4HvutosuodCveBSq9Xekk3MQgAAEIDCPQPTZmkN/UiLsQ38SJm6CAAQgcN8EonEY5cI5ZM5hGOnccs45pM4hdPaHQ6r4nFDdB362/W5AweXZ8YnyP9chdfl39lX3qXfpO/3OPnc9+J47IHKq/rX6Xa2/Ln2uQwACEIDAZQlEn+3SDj3b1m2bKcHdEIAABG6KQGtqzt6H3k3pPab7lGvNId8pjbXg0nfya3pPPV9Nvyp/qp2z7qva7+RPqSPH7nHlPzv9Y7adcs3ZXy1Xl//Z6VftRx4CEIDAy0Yg2o5LT7nHoX/ZahL5hQAEnhSBaBxGsevQO4dgpHPLuWr6Tr5akC7/Lv2qfNX+qnzVfie/pa6M7q3yH+l8zHPO/muXXzV95CEAAQhAYBuBaINw6Ldx424IQAACT5pANA6j2DkUt+6QOfurBevy79Kvylftr8pX7Xfyozq55VyV/5a0Ztzr7L92+VXTRx4CEIAABLYRiLYGh34bN+6GAAQg8KQJROMwip1DcesOmbO/WrAu/y79qnzV/qp81X4nP6qTW85V+W9Ja8a9zv5rl181feQhAAEIQGAbgWhrcOi3ceNuCEAAAk+aQDQOo9g5FLfukDn7qwXr8u/Sr8pX7a/KV+138qM6ueVclf+WtGbc6+y/dvlV00ceAhCAAAS2EYi2Bod+GzfuhgAEIPCkCUTjMIqdQ3HrDpmzv1qwLv8u/ap81f6qfNV+Jz+qk1vOVflvSWvGvc7+a5dfNX3kIQABCEBgG4Foay7t0LMPfSNLgAAEIHCvBGILlJH9zaE4ug+92/ZrpHPLuWr6Tj62DVvb1svZWt22LeQVj4Lbtm8kk89V8+e2vXPl7/i7/If9a9u6uW3l3D7rkf7atntOv7Mvl8U5x47fOTqzTOR/Vv3LaXEMAQhAAAJ1AtFnaw79ScrYh/4kTNwEAQhA4L4JROMwyoVzKJxDN9K55Vw1fSfvHBpnq3PoXPohr3gUnEM9ksnnqvlzAwqu/Kv5D/vXHO5XX311ee211xbZOQpun/XgvzZg4PQ7+0Y2bTnn+G3RNbo38j+r/o3S5BwEIAABCJxPIPpsl3bo2bZu20wJ7oYABCBwUwRas/LS7kN/7SnfsytCNX/NodxJx1pw+p38mt44X9Xv5I/VfV1z9lf1V9MPTsQQgAAEIPByEIh249JT7nHoX476Qy4hAIEnSiAah1F86w6Nc6hu3f7ZVcrxGZV5Plfl5+Rd/p39Tr+Tz3kdHc/WP0ozn3PpO35chwAEIACBp0Ug2ggc+qdVruQGAhCAQIlANA6j2DkUVYdplGY+V02/Kp9tOefYpV8quBOEq+Xj7Hf6nbzLQlW/k3dl6uyv6q+m7/hxHQIQgAAEnhaBaDdw6J9WuZIbCEAAAiUC0TiM4lt3aJxDdev2lwruBGHHZ1Tm+VyVn5N3WXD2O/1OPud1dDxb/yjNfM6l7/hxHQIQgAAEnhaBaCNw6J9WuZIbCEAAAiUC0TiMYudQVB2mUZr5XDX9qny25Zxjl36p4E4QrpaPs9/pd/IuC1X9Tt6VqbO/qr+avuPHdQhAAAIQeFoEot3AoX9a5UpuIAABCJQIROMwim/doXEO1a3bXyq4E4Qdn1GZ53NVfk7eZcHZ7/Q7+ZzX0fFs/aM08zmXvuPHdQhAAAIQeFoEoo24tEPPPvSNLAECEIDAvRKILVBG9jeH4knvQx/bjimeEdw+6C7N6rZ1bls5l361/J282zYtyufcbeucvNtn3m3bF/rX6k/kb21bvCp/J++uh31sW+dIcR0CEIDAbRCIPltz6E8yiH3oT8LETRCAAATum0A0DqNcOIes6jCO0sznquk7eefQZFvOOXb7oDudzqF08tXycfycfidfdYidQx7lu+ZQu33m3YBK6F9ziCN/awMSrvwcPyfvrod9awMS1frn0uc6BCAAAQhsIxB9tks79Gxb97RmcpAbCEDgJSPQmpKXdh/62UU9e8q3s392+k5/c0h3umctOPljdfMS15x9a3afer6av2vbNzv9UzlyHwQgAAEI/H8C0fZdeso9Dj01DAIQgMAdE4jGYRS7Dn3VYRmlmc9V03fys4utyqdq/+z0nX5nv5PPdWHGsbOvWj+q+bu2fbPTr/JFHgIQgMDLRiDaQhz6l63kyS8EIACBIwSicRjFrkNfdVhGaeZz1fSd/BEsF7lU5VO1f3b6Tr+z38nnujDj2NlXrQTV/F3bvtnpV/kiDwEIQOBlIxBtIQ79y1by5BcCEIDAEQLROIxi16GvOiyjNPO5avpO/giWi1yq8qnaPzt9p9/Z7+RzXZhx7OyrVoJq/q5t3+z0q3yRhwAEIPCyEYi2EIf+ZSt58gsBCEDgCIFoHEax69BXHZZRmvlcNX0nfwTLRS5V+VTtn52+0+/sd/K5Lsw4dvZVK0E1f9e2b3b6Vb7IQwACEHjZCERbiEP/spU8+YUABCBwhEA0DqPYdeirDssozXyumr6TP4LlIpeqfKr2z07f6Xf2O/lcF2YcO/uqlaCav2vbNzv9Kl/kIQABCLxsBKItvLRDzz70jSwBAhCAwL0SiC1QRva3Dv3RfejdtlcjnVvOuW2zqtumOVvctmROPvisbVvmtl1z+Xf2VbfNe+tb37o8e/ZsUTwKLn9uWzhnX+Rvbds5x29kcz7n8pfvHR27be2Cj+JRcPlz/Fz6ozTzOWefq39ZF8cQgAAEIDCfQPTZmkN/UmLsQ38SJm6CAAQgcN8EonEY5cI59OGQKJ4RnMMy26F3Do/Lc/BZc0irDpuzr+qwzna4nX2Rv7UBEcfPlY/Ln5N3Dm+U/9rvw+XPDVi49J39zj73+3P6uQ4BCEAAApclEH22Szv0bFv3ss31IL8QgMCTItCamrP3ob82CDeluTpl2Ok/xu6Ua7Ptm63/lDweu8fZ5/g7eVc/nf5jtuvavafv+HAdAhCAAARui0C0S5eeco9Df1vljDUQgAAENhGIxmEUVx2WTYaccbNzyKr2O/0jZlvOzbZvtv4teR3d6+xz/J28q1JO/8jmfO7e03d8uA4BCEAAArdFINogHPrbKhesgQAEIHBVAtE4jOKqwzI7Y84hq9rv9I+YbTk3277Z+rfkdXSvs8/xd/Ku/jn9I5vzuXtP3/HhOgQgAAEI3BaBaINw6G+rXLAGAhCAwFUJROMwiqsOy+yMOYesar/TP2K25dxs+2br35LX0b3OPsffybv65/SPbM7n7j19x4frEIAABCBwWwSiDcKhv61ywRoIQAACVyUQjcMorjosszPmHLKq/U7/iNmWc7Ptm61/S15H9zr7HH8n7+qf0z+yOZ+79/QdH65DAAIQgMBtEYg2CIf+tsoFayAAAQhclUA0DqO46rDMzphzyKr2O/0jZlvOzbZvtv4teR3d6+xz/J28q39O/8jmfO7e03d8uA4BCEAAArdFINqgSzv07EPfyBIgAAEI3CuB2AJlZH91W7CRzkuec9t+NYdref78+X4v9VG6btsup99tKxb617atq9rntl1z28KNmORzTn++95xjt+1adVvC4K94FFz5jmTyuervw6Xv6pfj5/LPtnS5NDmGAAQgcPsEos/WHPqTjGUf+pMwcRMEIACB+yYQjcMoF86hGMk85rlwWM51mMOhUjwKTr9z6EL/2j7qzqEP+TX7nMNedcid/hGzLeecQ1l16B0/V74uL9Xfh0vf1S/Hz+XfDQi4/HMdAhCAAAQel0D02S7t0LNt3W3NxMAaCEAAApsItKZodR/6e7/mpkTPnnLt9Fftq8q78nX6N1W0M26ezc/l/9rXq/yr/M4oMkQgAAEIQGAigWiXLj3lHod+YqGhGgIQgMBsAtE4PMXYOUTO4XFMqvqvLV/N3+y66cqnys/l/9rXXf4c/yo/p5/rEIAABCDwuASiXcKhf1zupAYBCEDgpglE4/AUY+cQOYfHManqv7Z8NX+zK7Yrnyo/l/9rX3f5c/yr/Jx+rkMAAhCAwOMSiHYJh/5xuZMaBCAAgZsmEI3DU4ydQ+QcHsekqv/a8tX8za7Yrnyq/Fz+r33d5c/xr/Jz+rkOAQhAAAKPSyDaJRz6x+VOahCAAARumkA0Dk8xdg6Rc3gck6r+a8tX8ze7YrvyqfJz+b/2dZc/x7/Kz+nnOgQgAAEIPC6BaJdw6B+XO6lBAAIQuGkC0Tg8xdg5RM7hcUyq+q8tX83f7IrtyqfKz+X/2tdd/hz/Kj+nn+sQgAAEIPC4BKJdurRDzz70jSwBAhCAwL0SePbs2b2abu1223K5bb1cAlX915av5s/JV6+78qnyq9o3W97lz6Vf5ef0cx0CEIAABB6XwKxt63DoH7ccSQ0CEIDARQlor++nGtw+3bEPuOJzQlX/teVdnp19Tr563ZWPs8/JV+2bLe/y59J3+a/qd+lzHQIQgAAELksAh/6yPNEGAQhAAAIQgAAEIAABCEAAAhB4FAI49I+CmUQgAAEIQAACEIAABCAAAQhAAAKXJYBDf1meaIMABCAAAQhAAAIQgAAEIAABCDwKARz6R8FMIhCAAAQgAAEIQAACEIAABCAAgcsSwKG/LE+0QQACEIAABCAAAQhAAAIQgAAEHoUADv2jYCYRCEAAAhCAAAQgAAEIQAACEIDAZQng0F+WJ9ogAAEIQAACEIAABCAAAQhAAAKPQgCH/lEwkwgEIAABCEAAAhCAAAQgAAEIQOCyBHDoL8sTbRCAAAQgAAEIQAACEIAABCAAgUchgEP/KJhJBAIQgAAEIAABCEAAAhCAAAQgcFkCOPSX5Yk2CEAAAhCAAAQgAAEIQAACEM6SJWoAADnoSURBVIDAoxDAoX8UzCQCAQhAAAIQgAAEIAABCEAAAhC4LAEc+svyRBsEIAABCEAAAhCAAAQgAAEIQOBRCODQPwpmEoEABCAAAQhAAAIQgAAEIAABCFyWAA79ZXmiDQIQgAAEIAABCEAAAhCAAAQg8CgEcOgfBTOJQAACEIAABCAAAQhAAAIQgAAELksAh/6yPNEGAQhAAAIQgAAEIAABCEAAAhB4FAI49I+CmUQgAAEIQAACEIAABCAAAQhAAAKXJYBDf1meaIMABCAAAQhAAAIQgAAEIAABCDwKARz6R8FMIhCAAAQgAAEIQAACEIAABCAAgcsSwKG/LE+0QQACEIAABCAAAQhAAAIQgAAEHoUADv2jYCYRCEAAAhCAAAQgAAEIQAACEIDAZQng0F+WJ9ogAAEIQAACEIAABCAAAQhAAAKPQgCH/lEwkwgEIAABCEAAAhCAAAQgAAEIQOCyBHDoL8sTbRCAAAQgAAEIQAACEIAABCAAgUchgEP/KJhJBAIQgAAEIAABCEAAAhCAAAQgcFkCOPSX5Yk2CEAAAhCAAAQgAAEIQAACEIDAoxDAoX8UzCQCAQhAAAIQgAAEIAABCEAAAhC4LAEc+svyRBsEIAABCEAAAhCAAAQgAAEIQOBRCODQPwpmEoEABCAAAQhAAAIQgAAEIAABCFyWAA79ZXmiDQIQgAAEIAABCEAAAhCAAAQg8CgEcOgfBTOJvOwE/ut//a/LbrfbY/hUn+pTLZ/xM37GiyH5H//jfyz/+3//7wd90q00toT/+T//5/K//tf/ehA5R8eDMAcPBGaW+0MiL+nBf/tv/23Rv8/xOT7HWQT+w3/4D8ub3/zmzb+VsxK7sNB//s//eXnPe96z1/oZPsNnWD7P5/k8F07huDqlLe5bnzP//b//9+X//J//s3zmz/yZjyewcvXf/bt/t3yWz/JZlk//6T/9yh3zT//7f//vl//4H//jPqHP9Jk+0/K5Ptfnmp/ojaXwX/7Lf3mw6JT2TO3L66+/vrzlLW95kDv1QPVFvD/7Z//sp4rczH3/9//+3+VTPuVTzn5GXTsjer6qb/FZP+tnPdkUPRv+4l/8i4vy/iW/5JdcvsgX+SLLp/7Un3ooX32Gv/vd717e533eZ/m0n/bTDvUfO6n+jtpntQGV8C//5b9cVL8V9Ez8bJ/tsx2oEz/10SLo2fVpPs2niT+JIXAxAjj0F0OJIgisE1CDpgZO4Ut8iS+x/L2/9/fWb9545Tt+x++4/Obf/JsfpD7xEz9xefXVVx/+PuXgB/2gH7R8zMd8zMOtf+yP/bHlAz/wAx/+5uA8AjPL/TyL7lvqH/yDf7D8+B//45c/9+f+3PIv/sW/2A+SqaP/pb/0l15+7I/9scs3/abf9GgG3/Wudy0/+Sf/5OWv/JW/svzzf/7P987hV/gKX2H5zt/5Oy/f5/t8n6OyP+Wn/JTlj/7RP3r0Hl38Vt/qWy0//If/8IP7lNa3//bf/uDc2h9/4A/8gX0nde26zn/Ih3zI8rt/9+/e3/I1v+bXXP7Mn/kzx26/yLVf8kt+yfL7f//vX/7yX/7Ly7/9t/920UDCl/tyX275ST/pJy3f7Jt9s9U0/tE/+kfLR3zERyx/6S/9peVv/I2/sXfo1cn/Gl/jayw/62f9rOXzf/7PvyqrZ+Zv+k2/af9s+jt/5+/sHTs5kO/7vu+7fLWv9tWWn/7Tf/reYcgK/tSf+lPLj/kxPyafssey59f9ul9n79Mg0Jf9sl92USde4YM/+IOX3/N7fo+Ve+wbKnXV2SoHOzsk4qFy7cMnf/In78vn4z7u45Z/9s/+2b7c5eyo/fte3+t7Ld/ze37P1QEhpfFzf+7PXX77b//ty9/6W39rP3D31re+dfmqX/WrLj/4B//gRXX+WJiZ/2Pp6poGO1Qv9Zv8q3/1ry4afPvcn/tzL+///u+/f/ao3vfhF/yCX7D8lt/yW/rTR//+Nt/m2yw/9If+0P093+27fbfl7//9v3/0/v6ibHz27Fl/etHv9Wf/7J+9/73+zb/5N/cO/ef7fJ9v/8x5/vz58sorr7wgoxP/+B//4/3vQeWVw6f7dJ9ukeMdjm7lGa568ct/+S9fftkv+2XLP/yH/3DPWnVRdeMbfaNvtMi+z/k5P2dO/uBY8j/jZ/yM5ff9vt+3/PW//tf3jvYX/aJfdP8s0bPoC37BL3hwv/tD7dDX+TpfZ1+3de9HfdRHPZRJyMrWD/uwD4s/l4/+6I/e1+GHE3dyIGZi5MIX/sJfePn1v/7Xu9u4PoHALIdeHa19aD/k3Sn/Wt70+jLEiCHwpAi0Tui+fquOtw7NRfP2Hb7Dd3jQLf3Nod+s/wf+wB94oKM59Jt1IPAigZnl/mJqT/vMx37sx+5a5/Cgnka7EfF3+k7faRXCb/gNv2HX3qiuyn/X7/pdd+2N0ap865Cvykb6ir/v9/2+L+hozvdJspL/N//m37wgn0+0QYUDXc25yZcvftzerO7aAMJBmjm/Om6OxTDdP/7H//iuvbValW1v13a/83f+zqFseyu7a4Mtq7JKtw0q7NpAw4H8FtaRj+aUHuhY+0P1K2QUN4d+7darnq/UVWd4e+N4wGDE7lf/6l+9a29ND+7L3HT8lb/yV961gaEXkmuO4a457quy0vuLftEvekEun5iZ/5xOf9wGMXZtMH3V9jbAu/sJP+En9GK7H/JDfsiqTM8t/v4BP+AHPOg5Nb8hq7gNljzIx0Fz2nb6Teb78nFz5nfN4Y/bH2L18dsg21CuOdsP91We4f/pP/2n3Vf8il9xmEbY2AZ3d83JfkgvH7SZA7uv//W//qp8mz2ye+c735lFjh63gZvdF//iX/xAX3PoX5D5pb/0lx7c0xz6F+65hxOn1tH3e7/3u4fsPEkb43dwis+te04ND575qYrDkFMT4D4I3BOBmY4dDv3t1oSZ5X67ub68Ze3t7NAZVwc52o6I20yTFwz4pE/6pN3o3pCJuL39e0FWJ9qUSeughI6RQ99mBbxgZ9zfx8cc+vb2edemnB/omunQtzdaRx2UbPtv/a2/9YCdyqy9PTuwNd8fx+3znl17u3ggqz/cIELIK42/8Bf+woP8LIf+t/223/ZCXm7Roa/W1QeQKwfOoVdZtGnFL7CK8spxz6/NyNipPud71o5Hv3OZPDv/K1h24rLm1PZ5aLNBDtSc6ixlPZd26PX7bW/4LHsNWLTp6gf2Kz/ZNg20fYtv8S12GgBrs2X291af4d/9u3/3gzSU3uiZ3t4Q7zQI2YeRfLZZx+1ToF2bTdKLDv/+/t//+79gz1N26N/2tre9kN+en/7GoR9Wl0c5GeVxqt99qlE49KeS4r6XgsBMx+4SDn2b5rv7iT/xJz78a9PZXopymZ3JmeU+2/Zb0i9HOxorxW266a5Nn9+175l36tjnjmh+IxR56OW/9/f+3ru//bf/9q5NDdy1qaAPuuUcyvnvw1/7a3/t4R6l/4W+0Bfa6c3k6N9P+2k/rRffd27Dfjk7I7k4174Tf0Fejs4v/IW/cDioMdOhb5/yHORbNv7pP/2nd3o+tE8cDq71dvzIH/kjD663zxp2bdr97k/8iT+x+3pf7+sdXGufDR3kWW/KgpdivTVsn1rs2hTgXZuCv/taX+trHVzX3xE+/uM/fveVvtJXOvqvnzWw5hyGzn/9r//1Tm8ns0067h3SuP+acbWuOtudQ993/FXWGgzR71V1pp8lk2eD9W8z2/T0fZ35u3/37+6+3/f7fgf8v8AX+AJ75723d3b++/Tib7WhuX589a/+1Xe/9/f+3n2d1SBfvvZ5P+/nDbF9/JEf+ZFH66vqc57xoEGw9p36gw45zsfqvH63OX29WdazM4KeL+2zpYd79Dz9qT/1p+7+6T/9p7v2mc3BNenRLKEcdG/W/6N/9I/Ol/fH/TN4yzNctmb97bv33a/5Nb9mp7f27dOG3Qd8wAccXNdMgBz0+82DTG3NkV37VGY/m1F2ZN3f43t8jyw6PFadzW1OyD9lhz7P3NDzM9qrPtZADuE6BKIe4tBfhz+pviQEZjp2l3DoX5JiePRsziz3R8/MFRPMHTa9lWnfMB9Y0zuIubPavns+eKstZ7wtzvYg/zN/5s886NC170cfrsXBO97xjoN71qZ1xv19nN/cfdAHfVB/+ejf6lD3Dmw03Ip7R/qoso0X8/RhORRt3YIDDXobE7aowxfc9QavfTf8cE3M5QhGkGMecorbN+xxaR9rWnK+/it+xa84uK6pzblDLQcn6z+4ufujrWdwMK1Yb9pckOOe7YnjW3Toq3XVsTjm0LdFxg4+i9HbUr0xz6F9733Asn3L/XA5/871eY3KKodv/a2/9YHsr/pVvypf3h/Pzv8LCb73RLZNdbOtk/Nwq5jJiYx6o1jO8qlBz4CQle72vf2povv7fsSP+BEP8pqWnm3TDfrsJfQr7n8TSi+u6/mrwbUc5MDHdcWj6fy5bLc+wzUImPVrcCeHP/kn/+TB9bYmUL68/8why+fPdPSZVXZWddzX2aysLXK4a9/aH6QXup+qQ69B7sijYrWZhNsjEGV0aYf+TcpqU/6wEq+Oj4VY/fS9Ysdu5doFCWghlTbS+aBRixv1i7a0tyWLFraJoMWdvvyX//Lx5z7WwkBa2TRCG7VbtKBKBC26poVhcmjf2e0XYIlzWsioX01VC4i0yrm/RSsKaxVRLTCloL+1QFYOqj9a9EqLnyhoAZdYOCbua6O6B4t7fJkv82WWNsIdl22svGrhpfYmYL+6qRag07/mWL9gfyhrDZhdFE8rrmoxkfaGab/oklZ0Fg/lQQuvyMbRAlKjRfG08JD4/tk/+2f3i+Vo0bCv8lW+ytJGn4cr7GuxKy3wEqFNT1u0WMwoiH8bAd8vjqXFjlQmqg9i8O2+3bfbL5Y1kjslDS109ot/8S9+ENeCZVr8J4IWDtJiNgpa7VoLoWmhMtVh2fUNv+E3XL7lt/yWi8pUdVZ1N4LqhRbo+YN/8A8un/AJn7BnIx3tu7w9W8msBS2C9St/5a9ctKiajrXwUWv49+XxDb7BN1hUBtoZoA+nlHsvM/pbC4K1tz3735SOZXdzEvcLF6reNWdrJPZw7pwy029IC55F+Lpf9+vu09PvOn4DraO6fO2v/bX3Cyap/BX0G9RiVmKvxedU91R/m/MzXFBJK1hrEaYIX+yLfbFFizzlIMbxDGrO4fJP/sk/yZeX9jZ4v4iWToqFVlqORZh+42/8jftF70KgdT4Pfv/t7d/SHNO4vCifrQP58LcO2tulRQtXKbQO9X5xNpXBKUELqek3EqF1rpef83N+Tvx5NNaq8H290srReVHN5uwv7a35UT262L5n39d7lV/roO2fx1pMSvVntDiWnkNiEaE5LPtyjb8Va2EqrRbd3pYePPtUL7QInhbIUnrt7eHyoR/6oVl0f78WDFPQ80O/rQi6V/U9VpPXb6691YzL+1jPMy3QF6E5SCctavVNvsk3Wf7QH/pDezH95vUcP/b70bMu6qPuU34jqE7rtzAK5z7PQ5cWN23O6X6xMeVfCwSqHun38c2/+TdfXYiwUlcjbaXV1pzYL+wmO8Re/YK3v/3t+9+wFiKLoLY+FsVTeej52z4b2S+m1mbC7Bcwi3sVa9HHvIii2prmmO9vUT9Qv10FLYDXpu/vj+O/5rgtbQZA/Lm0t+AH7ZYuXCL/57BXXVfbFP0eLTqXg/KsvCu0gd49I7XtLvQLMWpBQS0Md2pQu65ntMpUQeXa93f0+1ebGEHlqXKNoN+znuX6nWtHDbVrClqwUvnV8/LP//k/H7cv3/bbftulzQLY/x19v8ozXAsMKg8R1LeJ36TOqU+n9jjy+KN+1I86aFPUH9JifAp6fuu5o/5jBD0D86KEYtEGIOLyQfzaa6899Jn750Fz6F/ob64tiqc2Us9kLZworuqH6Lmn9u1Y0G9M9Uhyei7oGaa2V7+7NoB2THQ5p15L4e/6Xb9rv9hrKFdfzi1AG/cSPx4B1W2F8Jlcyqc8f/Y6WqduH04dKWhC+xGgkCN+HAKa3pm/c9TUrT5oCk2Uj2KN9vahdcge7mmrjO767xhbA3Qgom8zNVKc9WoUOgfVnfyGU3b8sB/2ww5k+m8v++l2Ggnuv6fqR6N/3s/7eTnZ1WOxOvZdZ+toHUyDy4pyPkaL4mn6XOusHeQts9GxRvjbwzyr3R+3xuhA7nf8jt+x+t1re/jvWmP9go5TFsXTW7fWUB6USW/jl/pSX2p1UZpT0tCU3KyzNXAHtua8tu2i9m8CMlvJxjd7eouQdWlRHC18ls/Fsb75G73tUeKaBpp/IyGTY02vVH3tQ7ZtVO79/f3ferPTVuU9eOuV09Wx3n5qOusoVMpMbylyWnprqm8l89TFuK5ptM0B3GmhoPymKq4r1tS8/rcom/XNYr6vdfxeyEpb8frgHtWTCK0Tt9ObwNDROqdxaR/rjXtcU9yXc9ty6OBbTNWrPuS3S0pL5aLfoqbs65kjHWuhf7ukqaJaDEzPoTa4tNN00LWgt0fZdk3d1VvyfC5PNx/p0VtzTXfPMv2xpkn3ZaO3WPk+lcGlQs9ktFCY0mod713riL+QrHjn9kPfvqpNcUFlH3nSm05N1z0W2sDRwScZH/7hH/4gLz1r00srz3Pl4+1vf/tBOmFzjtuuDMNZCZW6Khb/6l/9q9XFw9qA8q5/G6rfdR+UB9Xr0aJ3/W+5rZy9F9dMmpy/0ewH2ZbvUZvYh0r+q+x7W+JvtQ3qF4XtzTmNSzZWGxhyyq84nRo0Y0LtTsivzQ7Ks2naQOWp6vefPoXutTj6G325b3mG63mb36I3Z/LAxjbo9pBH2aG2KAfN4An79Ha9D/rcMK4rbi8V+lv2f+d+rdr29pLgQG7Ul+w/I9EnWbkfk9PVM039t1EQA6WnPm2WiWOVm9qWUajW6zawf5Cmnov67KoNlu+0ros+fSBcn0DUhVP97lMt1luafThVcRgScsSPRyCv/KlGRz/+CHqI6HulKB/F+lYrB00dy9e1+Ig6oupkxXk5wjn0jpvua1s95Vv2zkPIK/61v/bX7h8e+dzP//k//0Cmvfl6SDPu08qtOegbqbimWA8nF5SffkXTrCOO24jt7p3vfOcL6o45dm2U1TrzoV9MewegbxxkQ9w/ilWefUfLOdtymtobhqN6Iy01OP2iPwLi0tA9fb045tDLicyNfKQfHYjeoZfTHfeMYnHrF8Rpb/IOpvaO5OJc/7tQfo6Vu667sDYAEWlGrI6epiHnUC2z3qFvb3OP8lOHIg/shW05bjMoson741Mceq183WarPKSvKexta6pdmzVx8P2knDQ52Tn0326qTPuQO7SyNzu34pifgcpn/u5e9+tcexPTq93/rWmYmYG+n81/61ifDPR1T8Lh0Lc35bs/8kf+yF6fBhaz/DGHXp8W5A59luuP2yyKg4GJftq7OppiqwETlYUGMPXsaW/u9na5/zS4pIW3NOU6/25Vd0dO+zF9o++Vj92va+qL5HJr26YdFVG550859D23HKTMbeTQV5/n/doEOb3+uG8zq3VV7X3+lrpPT3/37cvIoT8Gts2sOGD4h//wH97frn6HBlYjTdXHPohtXFes56vqVYRq/ivsw4Yctze9+36NPikJu8VvbWeHLKvjfkeL/tnW39///eN+3I97SFefMOg52gcNjum5Gfa1rSj3O23od6rfuH7rGiTRpxH9wGX//XnoyHG0x5VnuGzOi9Cp3Nv2oDvtXKLne34ZopcWuU70A0Vtu8sewX6njGzzaNcO9Zk02Bv36eWGnsnxt+JTHPr+95Pl4zie9dnQPLAT943i/AlLyFfrtQbXclptG8ODv1UeWqRRz0fC9QhEGZ3qd59qKQ79qaRu4D4tthQVQXH+PrRNozq4puv68eZR4n4EMt6054e9GoXcGGhUPqepY21JkkN2VPUQ1JsmNfr5odqPOLe9SF/Qq7f6EdTg5w61ts45JWhUNdur71bluOtbND3E8wiwOn59ELOQ79/U9h1ncdN2T5/UvltSg65GNWQV985y5hT3iaU6SrJPo7Ztas2Bjv4bOeds906J0tFbJNmiLYT6b3zVYe+/t3VpiNkWhz7yKvYabNCAizojEXqHXversddskTY9ch/nDqSu9wua6U1KpKNYI/lyYDQzRJ2rvnHuv4s8Vu5h51rcvwlTPvW2XufFvN+qqE3FPFBVLbPeoVf+lV/ZoBkBcqr6eqV75BzLudWqxtqip3+j0A88nOLQK2PqHB8bVNAzRotQ9aFN/zwow/7tje7XAEEu51yO2qYpXzt23C/uJt2ndsT0dkbP2xzkYLWplfnUbotD3y9WpbdT2lJMb1Xans0vfNerDnKENrX0IN954DczkKNwylZMbTrygT7p0ADQKQOqYZNivQ3qt7PrZ4Dl++NYb7ey3VoU8Vhon1g83K/fnhZm638TI4e+8jzX97kaHAo7NQChQSs9x9vU5l3/rXL7LOogC9W6qt9tpK1Ys3H0ZlWs9PtrnyscXNc9Wxx6PTOzfjm6GrSK0KYOP1zXsyVf0z2a0ZLldXyp32qVfeQhx9nRlK36jWt2yqlBM2civ3KisqPqdCg/eQCrfQ43FNHzONJQrP6JFhzM5+JY2wnm57e+rdfvSv2huEex+iQ6r395145zn+EyXP1HtXF58CGnqeP2KcpO213moLY+39fP4NK97+jWSNFLqT5oACH0aNBLg6XnOPTSoS3y9IJK/QgNMPfPMz0X84s1Pa8jbcWaKSP2GgjVQKtm6cV1tYNy6CJcol6vrRkQaUYsLrGOSqRP/HgEohxw6B+P+c2lpA51fkhqek0EjfZFJclx+24wbtmv9BvX9DCJBafUOYzzinNDpmm1+ZqO80CBOrJ5SmV+s6eHesjKIYtRQXW28qyAuEcPywjqHMd5xXJOXNBU7axXD7dIM2T7FZ3V8cjhmGOnezWCqmlkahg1bTmHfqpavyBJ79Dr4d7bp2nBuYw1hTy/pT/mbItr77j1U7tUXr3jooGJHI6lEfdtdeiVDzmOEXJD1jv0qk8aJMmhH1jSNNYIypM607JbHaveYdZ9/ayFPBim68fKXdePhX4v5v6tjvKSBxTUuY9yv0SZ9c6Lfi+aAZNDXzdVx/o34L0jqMGqHGSzOiXxT52XUdD062PbO2kGRq7ToaMfbOqdZt3Xvks/eC5kZ0925WeGjtWh0u919PY7O8XSrUGmLC8HWIN+evubnyu6RwNOeeBT8n041aHXc0uzWCJtOaX9IFt+Rquu6lkSYfSMli45Cf0bGp2PN60h38ftO8wHW8Kmth7LfhCvv3ftbzl4agtCXrF+J7nzO5LVMzVPeR69/c1ycqDFK9LR4JhC/5sYOfSV57mmlGtwRA6FBpv1/MlBdSM7iXK4c6jW1b7jrl0OchDn/vd0qkMvLqr7wVRxP3uub0f1DI+gWTNikuV1nJ+5lfxX2YedEfdvhmWrZif0z/G4v4/7lykaTN4S+ratf+6GLn120jPV33qWawC1LzP1UfRiJAe9rc46RgOruv/cZ3ikpR028udVOU3Z2/dLJKcV6fN9eunTB+2cke/pBz/04iKua4A6dhg4x6HXc1aDmzno+dQ/U/W8jKBZBZG+5PtP7PoZSyqPCNV63bc3skNtgNoHPXtzH0fXRv2ksIV4LoGoIzj0cznfvPbsPKjRiZCnHOZvZ9WxVpDznjuluUOokcHscKixDpncWcp69Y2SQj8iqVkAEdQxiIqrWA8zhfxGM+vUAydGDfs3Vnrr4kLfIIy2ZNH3tNmm7BhKf37o9W/oj6Wv0e3++6X4Rjzkeoc+Op9xPeK+g54dp2POtjogOW9ybkdBzlR+uyRnIne0j6UR+rY69KOR9NDVO/T99FTdp85gzptG4U8NqjttIZoD+d6pObfc1XHP3+3rTVbfiZKd6hBroEzOWw6XKLPeeZE9/RszpZ/56Q1bH/JUSd2bOyr9vWt/qzPfO8Z67vRvkvR3WwjyQE3/9iM6Y/kmrf2Q8yGHLoLehChfSk/Pld7J6gc9NYMoBjVVZppFJEdJHU45kupgRdCgTP8pz2jaZtyvuO9grU251wyinCdNoe2Dfp/6/lRM+oFEDTpkeR3r2RO/aZV9nuGimUSR7z4d/a1v8vVZitqU/JxQB3ntm9WsR85Abo9kj8pjtK5IltNxftsuuWNTlzWQlz/P0SydyHP/mxg59H3a+e9Tnuf5/nwsG+TQ9INImXmlrqq9zuWt8hw9c/pnyykOvdr13jHsB3yVV71d7R0b9U20BkT/Ww9b8wBdJf+ZdX98Cvtepi1Att+TW7//PCtQdutTKve2Pb8RVjuyZSaL6kROU8+YUVnK5t4plX3v22Ys6c22gp69/cyM/hl4ikNfeYbLjrz+RZS9nqu5L6nzWmdEv9MIevkU9ytWXvrQb8+ZZ1q1BWUPPhHSZwwRenajZ3c/g3W0NoT09e2I+qoKKsvcjxh9MqD+Qn4BpgHqU8Ip9VovTNQWxEsd7TCQ+WqgKPe31c71s8pOsYV76gSinuPQ11netYa8dZN+kHLO9OYs/1DzgnTRce8faPpGMgc1ZlHJouHPCyLpbUOe2qnvoRTyNz96mOXvxvWA00yA0KtvdxSy46uOVv5uLZyI3EnV9KBTgjqbkZZijfAqrf5f7rDozW0O+YF8zKHXm0E1AGrw9VBWWeS0dZxHX5VG79D3e8SGHXJosy515CMcc7Y1NTfLHZvVIIcl35u/jT2WRtghxyLLH/uGXvf121mFHsW9Qz/6xlmNVU5vNHovXerk602GFliTE993OkOHBptyOLXcs4yO5VCGTsVrdvVy8fclyqx3XtTJ60M/2NW/2dD9+besvIy2NOr19n/3awno04hwstR50Bvz4KXfYf5WtP9sIg9kRTr9VP5+2mbcN1r8Rx3lPFVYdvRvUCSv5+moE9+/VezXG4m0Iz7Voe+nT8fiY6HHxdmhUJ40eyCYh2z/m9ag6ilB06TzNFH9TuQArQVx758tGgjQ/uanhPxWT2/qsxPcy+eOtQYl8zOs/004h/6c53nYozzreSIHQrNc8vTpqOuKY1ZOyEW8ta72s9f0nBsFLYaV0492fXSvzun3ngcnJat2uB9ACnk9U/IaCzkt9UfyJ3e6Nlp7Qrq25j/SD9kK+6xLxyqj3in+mI/5mP62h7/1/MptR78I3MONKwf9InH9zKosNvoURgMjOWjtgtwX1MBaDqc49JVnuAbP88sh9aHidylnVtvU5XqS18dou6McXNNvqQ89r/yZZp4RpEHl7Mz2/d9THPo8IJDt6AfH1S9W0DMk502Dz33fU3/ngT4NmI5C9Zmy1i727UC/ttXIFs5dnkDUExz6y7O9K429Y6MpRrmzrtE5jVRGhZGjqbeC+UGqtzV6i5JDPzqpjlx2tLQidp7upG+HFPLiWqPpkdmJje8I81RANZZ6Sx72yk5V8txInjqFTQukhJ5T4zzNX/nJ6Y4cejkZ6hidot+9oV/rGH/kR37kgf4YAZZ9/QNZZR+hbT10IKeVTddCP+0+T73r01Bj2Ae9gcoMnEM/0hE6cz2TztFbOXWccnojx1lvFrVwV75v7fhSb+j7KXTf5bt8l8jWSfElyqx3XkYDYPoePbMYzZjovyne6tBrcDF35kYDC1ogL9uRZ2OoTPO1XLcDZl4Ub60zFPeOYr21yGnomXZqUP6yrHu7cqpD309f7t+qOfv63+uHfdiHvSCSV31WHvJMqhdu7k70v8/owHa37R2z3plXfTi1Hul5mPnmznqflp4HeWBWixFqQDf+9W/61U7FNZVLhMrzXA6KZrXkzyWy/f3xscGJsCfHa3W1/ySin2UWOuScZhuOOfQjZ14zvNYcg0hD32nrZUDMAFF/Q86UZnDlvoEGdTTYuiWs5V86ZrLP/Snx0yDiWtBnF5lxbkfXZPL5PHNMjrj6Pmuhf54o3fwCJeTymi1qD3NwDn31Gd5/aqV1QHLQ4FCe9aPfcPwe+08XRjOa1nb06Nd80G8ifu+K+2ekZp3ofLav7wOvrTeitXlymcfAQz/DIN9z7FgzIiLMrNdKQy/ysi1rz46wh3gOgSgDHPo5fO9Ka552qu3r5DhGBYk3b3pLE+f0ZknOdPw9eluhkd38llmLF+XpjHr46WEf9yjut54bjXr2U6T0MMxvATSqqbc3YZs6A/k7KJ1XOqeE/g2jprLJKT/2r280jjn0emBHxyXs1RQ5fYukb8L6h2U/wpsHNySf1yrI+eudnvzGum+YstOT64H0q8zWQv9NedtH+OHWPg2NSPdB07eCgWLn0B97I9g7DCMHoF8QqHfoxTrbo3LUJynaulHl1i9S1c+OOFbufd7z35o2ntP9xt/4G+fL9vgSZdY79DErJyfeO/Qjp6/q0Pcd4dEKxHpbk3l94Ad+4IOZeWBP94y+C85O3GjA7UHZykG/7ZEcv1ODHJJ4/sk+zVo6FvoOeP+sCVnNpMlMNLtkS+i/we1nBkmXft85jdHnSGtp9o72aIFSDRD3zrym2PYzYdbS0Pmew7HPrNa+J855XDuO72Irz3M5Jqq7OQ059npLqAFYLSqmRb3ydXXWt4S1upo/WZN+rW8wCv0A1JpDP3Lm9Rxbm1EwSkt50yrpeRHe7LhpptTWsJb/2ez1O49py1F+o1kEyk9+K6xp5VsGLfTczozy9PE1Vn3/Y1RGKruwW3H+/Mo59NVneH5Zo35eOOs5P/3WnHo5oKBPnLLd6uf2oV/0OF5a5Nk6WYc7zs/w3qHX2/RR0G87641y62cBaPbKsb5nXItZarPrtfLS99u2fLo4YsG58whE/cGhP4/fk5LKjqumJWql9Kgg4fzlkdL+m+zRgiQClKe5642HRtVDb3yrmkd/e715VdUArhH+PAUsy0Qjr4d+OFTqMOeOkqZgnho0CBH2Kl4bYT2mL+yQfO8w5IEUXe8d3f5b2H5mQe/Qr70l67fry05772zna5rtkPOve9dCXpFfzPOMjTybQ/pGDnY/eOEc+jxg0NvUO/QagOrDMYe+7whoZVp985yDVvHNbPqFh46Ve9bTH2v2S9argbRRUDnp7YI647FOhO67RJndikPfv6Ho67/y209L1HMmwrGZKbqnn6XRrxGht4J6E62BLHX8Rt+iamZCLq9wOPXNtOqEBhPlIKvT1gfNWsqy+mb4WDjVodfvK+vtd7aINPRtqlZc1qBo7sj3b6diUDfkFGsBxJyGdkxR0LRsTbvU23DNwuo/xdI9WrU9y/YDE+LcDxDqU6tjg3jS24f8yUX/7O3vvYRDX3me9wPVmtqc37TJXtXPzC1/BlGpq/2WcKNvdZV+P4gzcug1IJln1che7TaxZfAh50vpKvSr+KtvkUMl/xX2cszV7qoPpZchGsQchezQj9YkkYzazNy30WyrLaGfYh7O6TEdud1WWel52oe8MJvykYNz6KvP8LwOivqPo3qk51P+XeRnbf5cRYO3fd3qPwdQn0thhkOv/too9C+c1H9R0Er4OV9rn8KMdOpcpV5LXoPles5rhteHf/iHDz9xUfuRbRwN/koXYS6BKAMc+rmc70J7//1yVA7FakgVtCVdPh/HaryzQ5Ez/BEf8RFDGY08R9Abz9CV49He3iHTf5MWctkJHK2Kq/vylNzQtxb3by5GD1Q1gHqbq06w3vzn0WvpXXPs+i278pvFsKdfDKbvLPQOvWZA9E6HOgl5lWcxiBFcpXPModcbrWCrWJ3qvBVN2NkvltSPhPdvakffWfV7hueyVDp9Xo/Nsqg69L1D029pJ3tkX2ajzlQOa+We71k7zqtZKw05XH3o39bF5xaXKLNbceh7h7d3uMWk73hp8ChC/1zrty1SPcxl2K8RkTuTuk/1PAdx0rMsdGggK77r7Tuyo1kO/XTP/P1nTieOT3Xo+29jNSDVP5f0XMiLmuqe+M5f6eRr+t33iy/qbVPkW3HMDuqZj5w+fdebZXOZKa99maojHx3tYOFivdnNA8h6i3csyBHV28pj/7LN+n3HvXqTXH2eq+yz/njLGDbLEenXe8hvbyt1VWnk8lY9zm1E2JB3mZGtfdnqDX5e00L3aPp81KvQM4o1s0WrqGt9BTm8eQV73d8/0/s1VCr5r7BX3t785jc/lJ36Q/2OEhpsyGUbnxf2HPpvqfs89vf3f/dr5cS35v19+e/8Mkc29rMAtWBiXrdI+9Ln4Bz66jO8HzDtnwP9ukrKg55fEfq+Yt66VIOYeU0cLS4XLyI0qyl+36M4z+xSmqqzuk+zOCP0b+g146Z/jurevN6UdL3jHe/Yq1D7Ip06p3/SnQdedZOe6/rESi+fNCiZZ7RU6rV095+c9s9p3aPZPGGfYvWdCI9PIMoAh/7x2d9cinICRyvJ5m+9NBLdj7yrEukN+Vrop8NGpcvfTPbTiuIederWghq6uC/HebG3vqGK+/TQy0ErJcsBjX95WpS49Cts91tT9asva1GyHNYcu/7Nopzu/LBW5yivViv7Y7eA0N87ubpHb+OjA6XGTtO3Iu+K8xtM6Tnm0Ot6/kxC8hpoidkVuq5OSD9gEDsW6LqC9k7PNuizgmg4dV3OT+ake51DHw6s5PvQd/62vqHXG9lsbz/tXW8Aentjx4WwJV/v3w4eq3OS76f7qw5G50yDZ/1U4r5jXS2zx3Lo9b1m/O4Uj77Dz9+4q0w0SBhBqz/3b5hyh0K/37wAmxwVvQ2RcySeeZEtOTS5I6g0+gUGxVmdcwX9xvSZQa4neaqyfsv9t9B6psU3xKoDOW+qL7G69D6BwX+nOvTKd56qKhv1FivSlrPWd8RigdFINi+EKnl916nOgoKczbx4mQag1PFXUNqZq2Q1HT+cHD0vsoOg6/m3owGp7IjrumZVqTO59m/03W+/i8U5s6v2GXrvf/1vov/MrPo8798y9p9J9FODxUVTaiNU6qp09O2AZgblXRk0C69v//vnTj/1WTaq/Vkrt3BclL6+Pdb98U+OWJSr3hLmqeTqq6g8cqjkv8pe30+H3Yq1J3oMOGuNovd7v/c7uN6345GPvECx9Bxr40Imx9kxlHOq36ILGqDPTqOOtQ6IZOUsag2XnLe8/o50O4de9+TnnHRteYb3g55az+WT0my5vi1Ue5BD/1JEz0XVa9Wf/vM09RlPDX2/dfR5aO/QK+/qP8VzVGn1g8p6lmanXM/lzF/rQOSBPL05z9fzoHW1Xvef1ak9U18t0tfbebWpkb7a2v53eSpP7qsRiDLAoa9xfDLS/YNDFaR/Y9R/06h79MA9FtToR2WLOHe61fHN08ziHjWEa0GNUHaYQibejkmu/7ZH98hB7hu5/i18P81Nq76G/oj10JTj3L8xkWPbT5PMdmbHTg/FPB1MurUolr5319S93IGJdPNAiPKYHfqcjmTVcPVvevXwDYdE8gp9Ry5Pudd1ve3rt4eRPXp45+1Swsbs1EheoV94Ufdq6p6+txIT/S3bch6u6dD3b1Rk39ve9radOlyaSdE7HLqeB5OU55yXXO665uqcBjtGA2xaFK5/M6C0+0Gmapn1zsvo7XLf2J/zDX3/VnM0ONjPllB+xUYzcHJHVOc1DbefUimnQdfyv+yMxvneoVU5qeOX3+DEvepU5im0Oq8BgTzQJfl+7Qrdp9+m3tD1dah/1kq+D6c69JKTQ5HroNLWW6S86nvkRzb135drIdS+rsnm0SKR6jTnIOcvdEcs2X7gT9f633n/Ri7kj8WjgZD+E55ji2hm29eO+99E79BXn+f9rAW1iXqWqg7lxeAyh/xJWrWuqiOY3zQrHZWZfmd515hcp7JDr0Givk5nW0fHmoofQen3Az3S1w9qS89ocKaS/yp71b9Re90PbMl2DVzmgZjIv+J+0b6tzpGeS8G5/yQhp9Mf9+lKh/oO/fNVA/H9QoynOPSVZ7hY9TuJ6LchxzgP1ka+8+Cg8imGsjuuK1a96vteetbFoGPPZ/T3OQ59/Hb0HNZ6PGrPs1061mdiOWjQuu8fq5zVXoxmoeadXKr1Wm1p/lw1bFX7m58JcT7363MeOJ5PIMoAh34+67tIYeQA9ys296OBekCpIT0W+oVoVPH0zV4O/VtuPbBc6AcX+hWi1fD0jqgarj4450r3azpT37mNH1DE6gzlfXEjnXiI677esdO3SSE/ivVNbR7d7vOYHXp1HtSxVmMx0iWHuR9dl43Oodc9eqvWDw6M0pA9eXRZshH6kfQsr46DFjLMAwR9Rz/nVbLH3l5U39DL5v7NRLZXx3oLk8/1q7seK/dT6pzu6aev5vTieG0xskqZ9c7LNR16lUX/tjjynmN1/HunVLIawFubrRPycpjWOnN609s/R0IuYpXTaP9dpd1vARcyOdZgQrz1kM1rYYtDLx2aGdN3ynO6OlbnVp9TjYI6re53r99JP0gqXXnNlT7N+FvP8DwAKgZ56nfc5+KRQ9+vn3DKnvUjBnGu/030Dr3uqzzP5bjE4OYov+rU5wXTdE/fPlfqquzX2gv9rJJsi5y3/KlPduj7t8tZbu04O/RKPy9mO5LRM1UDHKP6Jvlz838J9hpA6mcw9HmQA3qs3cptigYItoY8INJvn3tMlwaQ+7e5ve36JKef3Sidpzj0uq/yDNdg0WgwsLdxtGiq0tbzIS/i3MvpGTgaJJLsWjjHoddA52iQJ+xRmfUDJkpf9Xo0sBVyitW/6xctvkS91icCx9gpbfWN9baecD0CURdw6K9XBjeVsqaQ5s6bHhD999J6sETFUaxFh1zo97gdLfLVdwb6b8VHaXzUR33UgS2jhZ/yFDTZ23/nLL2nOFe6T99Y6hu/vsMpB1rTCkeLyUjumGOn63LC1VhmrhockPOtMulHz3PHNDu5aigUND0xj9RLr0aCY7Gu/U3pv35mxoiRbpfDI8Z9w6r8aUrhaPGrlMz+UANC+Y2nOkB6kxCjyrfk0KsxlLPcD+RoVoa2eVLInPXbyW9UjpX7qXVO0+vf/va3v/DmSmUqJ7v/tGFvVPrv3DLrnZfHcuj7Dn7Kyn5QqX9TIw6qQxpMiSnfWSYfa4Eg/Q7y70zOrviqrI8FfQcqxzWXqfSovn7wB3/wflvPNXk5H5rm379Nki49C/tO2Joend/q0EtGzyXNLhk5G7I9pgbr3lFQZ1oDrv1bIg1iiOmxoK0c828k2OtZpXz3jlnfVsT9Lh459P2AQp6me8zmtWv9b2Lk0Eu28jzX27i87ZjyrXqiZ6S+09fgea6DI6etUldlv9LRorhq/4O71omIepoH37NDr7oU958aj37vmtLbD2zI4VJaattcODf/l2CvAcV+RXix0CCJBs7XVraPPOUFgvWs2hL0/Mvc9VzbGvRGN68JIn16buiTgr4vGLpPdeh1vwaZz32G6xNE/ab755Bs1Bv4ftvYsC9iPTs/5EM+5IXBWc1Y6mclhsyx+ByHXs9irUnVP481Y0wvPPrnYU5fL8H0bOhnhin/6oev5f8S9VoDPvqkpe/7qv3Us0n9GcJ1CcRv/9IO/ZuUraZ8aSM7imxozsz+nveK2fu5AQLXJNAeukv7/nZpD+aljZouberR0hzwkklt5dalrQ69tM7I0r4BW9qI6NI6VCWdrQFc3vWudy3NaViaE72qqzlDS5uB8HC9fR+7tOn6D3/3B22QYWmrry5tuvTSnNildbSW1mHpbzv6t/LapvQubQbCZtmjiidcbJ2wfX5bh2BpnZGlzZiYkMpxlXo2toZ5aR3GPfPWCVniuXlc8v9fvUSZnZLOufe0NTGW9qnL0t6wLG2g7qia1rHc//5UHq0jt//XOp1HZfJFyTcndv+baM7m0gbk8uWjx+2b0v3vVGXRnI592lt+p61Ttq9LKs82XXJpb9SOpnfJi6oD7ZOA/TOmTZlcVIe2pC95PU/aDJylremwtKn3J5vXOhn7uit+el4cex6drPSGb6w+z/XsVlkpNCdvUzkFlmpdVTm3AZZ9PVEb95ihTfVd2gDM/reiOtoGGJbmTGwy4dz8X4J9c4D25dfWANg/J9Set4GYTfZf8+Y2cLS0mQT732kbrF/aoPZFzak8w9vA2r7vpf6X+l2yb0tb2GYBLe2TtEXth35bW2QvCaENIi9tAdF9H7LNvNzU32sD9UvbKWRpnw3sf5+nPIsvUa/1u2yf+ezb3zawsO8PbWl7L8kPXYcEoh+itvaUoPI7JeDQn0KJeyBwAwQ0ONFGWPcNS5ijTlxbMTj+JIbAdAJtqunSpn0vcuzbt4HT0yMBCEAAAhCAAAQg8BQI4NA/hVIkDxA4g4De/uhtqGYa6G15DppZ06bV51McQ2AKAb2xlgPfptIu7Tv2pW3Pt+mN+RSjUAoBCEAAAhCAAATuhAAO/Z0UFGZC4NIE2srfS1tN+gW1mlKuqXYECDwGAQ0otVWfl7bN3tK2rVo09ZAAAQhAAAIQgAAEIHAaARz60zhxFwSeHIG2uN3SFjk6yJe+VWzbteFUHVDhj9kEYs2GaJBmp4d+CEAAAhCAAAQg8FQIRP+Jb+ifSomSDwicSKBtZ7W0LYIWLa7SVt9ePuADPmBpK6juFzk5UQW3QQACEIAABCAAAQhAAAJXJIBDf0X4JA0BCEAAAhCAAAQgAAEIQAACEDiXAA79ueSQgwAEIAABCEAAAhCAAAQgAAEIXJEADv0V4ZM0BCAAAQhAAAIQgAAEIAABCEDgXAI49OeSQw4CEIAABCAAAQhAAAIQgAAEIHBFAjj0V4RP0hCAAAQgAAEIQAACEIAABCAAgXMJ4NCfSw45CEAAAhCAAAQgAAEIQAACEIDAFQng0F8RPklDAAIQgAAEIAABCEAAAhCAAATOJYBDfy455CAAAQhAAAIQgAAEIAABCEAAAlckgEN/RfgkDQEIQAACEIAABCAAAQhAAAIQOJcADv255JCDAAQgAAEIQAACEIAABCAAAQhckQAO/RXhkzQEIAABCEAAAhCAAAQgAAEIQOBcAjj055JDDgIQgAAEIAABCEAAAhCAAAQgcEUCOPRXhE/SEIAABCAAAQhAAAIQgAAEIACBcwng0J9LDjkIQAACEIAABCAAAQhAAAIQgMAVCdycQ39FFiQNAQhAAAIQgAAEIAABCEAAAhC4OwLvfve7T7L5lVdeOem+N+1a0J3vec97ThJ4y1vectJ93AQBCEAAAhCAAAQgAAEIQAACEIDAGwSu7tC/YQpHEIAABCAAAQhAAAIQgAAEIAABCFyawLQ39Jc2FH0QgAAEIAABCEAAAhCAAAQgAAEIvEEAh/4NFhxBAAIQgAAEIAABCEAAAhCAAATuhgAO/d0UFYZCAAIQgAAEIAABCEAAAhCAAATeIIBD/wYLjiAAAQhAAAIQgAAEIAABCEAAAndDAIf+booKQyEAAQhAAAIQgAAEIAABCEAAAm8QwKF/gwVHEIAABCAAAQhAAAIQgAAEIACBuyGAQ383RYWhEIAABCAAAQhAAAIQgAAEIACBNwjg0L/BgiMIQAACEIAABCAAAQhAAAIQgMDdEMChv5uiwlAIQAACEIAABCAAAQhAAAIQgMAbBDY79G+IcgQBCEAAAhCAAAQgAAEIQAACEIDArRN4066FWzcS+yAAAQhAAAIQgAAEIAABCEAAAhA4JIBDf8iDvyAAAQhAAAIQgAAEIAABCEAAAndBAIf+LooJIyEAAQhAAAIQgAAEIAABCEAAAocEcOgPefAXBCAAAQhAAAIQgAAEIAABCEDgLgjg0N9FMWEkBCAAAQhAAAIQgAAEIAABCEDgkMD/A3idgven66szAAAAAElFTkSuQmCC\"/>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create an elabjournal object\n",
    "First, an elabjournal object has to be created to access the [API](https://www.elabjournal.com/docs/api/index)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Welcome Matthijs Brouwer\n",
      "Package 'elabjournal', version '0.0.15'\n",
      "Your active group is 'Testgroup' (6727)\n"
     ]
    }
   ],
   "source": [
    "eLAB = elabjournal.api()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This did create such an object, here named `eLAB`. \n",
    "\n",
    "From this object multipe methods are available to access your eLABJournal data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "eLABJournal API object - version 0.0.15 - authenticated as Matthijs Brouwer\n",
       "|\n",
       "|  Available methods, use help() on this object for more detailed information:\n",
       "|\n",
       "|  barcode(barcode)\n",
       "|    Get object for the provided barcode.\n",
       "|  create_sample(*args, **kwargs)\n",
       "|    Create a sample.\n",
       "|  create_sample_meta(*args, **kwargs)\n",
       "|    Create the sample meta\n",
       "|  delete_sample(*args, **kwargs)\n",
       "|    Delete a sample.\n",
       "|  delete_sample_meta(*args, **kwargs)\n",
       "|    Delete the sample meta.\n",
       "|  experiment(id)\n",
       "|    Get experiment object with provided id.\n",
       "|  experiments(*args, **kwargs)\n",
       "|    Get object to access experiments.\n",
       "|  group()\n",
       "|    Get the active group.\n",
       "|  groups(*args, **kwargs)\n",
       "|    Get all groups that you have joined.\n",
       "|  project(id)\n",
       "|    Get project object with provided id .\n",
       "|  projects(*args, **kwargs)\n",
       "|    Get object to access projects.\n",
       "|  sample(id)\n",
       "|    Get sample object with provided id or get multiple sample objects with provided id.\n",
       "|  sample_meta(sample_id, sample_meta_id)\n",
       "|    Get sample meta object for provided sample_id and sample_meta_id.\n",
       "|  sample_metas(id)\n",
       "|    Get object to access sampleMetas for sample with provided id.\n",
       "|  sample_or_serie(type, sample_id, sample_serie_id)\n",
       "|    Get sample serie or serie object (based on provided type) with provided sample_id or sample_serie_id.\n",
       "|  sample_serie(id)\n",
       "|    Get sample serie object with provided id.\n",
       "|  sample_series(*args, **kwargs)\n",
       "|    Get object to access sample series.\n",
       "|  sample_type(id)\n",
       "|    Get sample type object for provided sample_type_id or sample object.\n",
       "|  sample_type_meta(sample_type_id, sample_type_meta_id)\n",
       "|    Get sample type meta object with provided sample_type_id and sample_type_meta_id.\n",
       "|  sample_type_metas(id)\n",
       "|    Get object to access sampleTypeMetas for sample with provided id.\n",
       "|  sample_types(*args, **kwargs)\n",
       "|    Get object to access sample types.\n",
       "|  samples(*args, **kwargs)\n",
       "|    Get object to access samples.\n",
       "|  samples_and_series(*args, **kwargs)\n",
       "|    Get object to access samples and series in aggregated list.\n",
       "|  section(section_id)\n",
       "|    Get section object with provided id.\n",
       "|  set_group(id)\n",
       "|    Set the active group to the provided id.\n",
       "|  storage(id, **kwargs)\n",
       "|    Get storage object with provided id.\n",
       "|  storage_layer(id, **kwargs)\n",
       "|    Get storage layer object with provided id.\n",
       "|  storage_layers(*args, **kwargs)\n",
       "|    Get object to access storageLayers.\n",
       "|  storage_type(id)\n",
       "|    Get storage type object with provided id.\n",
       "|  storage_types(*args, **kwargs)\n",
       "|    Get object to access storageTypes.\n",
       "|  storages(*args, **kwargs)\n",
       "|    Get object to access storages.\n",
       "|  studies(*args, **kwargs)\n",
       "|    Get object to access studies.\n",
       "|  study(id, **kwargs)\n",
       "|    Get study object with provided id.\n",
       "|  update_sample(id, *args, **kwargs)\n",
       "|    Update the sample with the provided id.\n",
       "|  update_sample_meta(*args, **kwargs)\n",
       "|    Update the sample meta.\n",
       "|  user()\n",
       "|    Get the current user.\n",
       "|  version()\n",
       "|    Get the version of the package.\n",
       "|  visualize()\n",
       "|    Show visualization."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eLAB"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Active group"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Results from methods may depend on the active group. \n",
    "\n",
    "This *active group* is also used in the eLABJournal web-environment. So changing the active group in the web-environment may inluence results from the methods. And changing the active group using the API will influence the web-environment!\n",
    "\n",
    "<img align=\"left\" height=\"150\" 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\" />"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The active group can be requested from the eLABJournal object:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\"Group 'Testgroup' (6727)\""
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#initial: 1056\n",
    "initialGroup = eLAB.group()\n",
    "initialGroup.title()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It is possibe to change the active group if the new groupID is known. As mentioned before, this change will also effect the active group in the eLABJournal web-environment."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\"Group 'PBR Bioinformatics' (6917)\""
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eLAB.set_group(6917)\n",
    "eLAB.group().title()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Changing the group can also be done by providing a group object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\"Group 'Testgroup' (6727)\""
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eLAB.set_group(initialGroup)\n",
    "eLAB.group().title()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Currently the eLABJournal API call to get all your joined groups does not seem to provide any data for non-admins. The functionality is however already implemented in this package:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Empty DataFrame\n",
       "Columns: []\n",
       "Index: []"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eLAB.groups().all()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualization\n",
    "Sometimes a visualization can help to get a better overview of the structure. Therefore objects in the elabjournal package contain a `visualize()` method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
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       "<title>groups&#45;&gt;group</title>\n",
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       "<g id=\"node2\" class=\"node\">\n",
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       "<!-- point_elabjournal_user -->\n",
       "<g id=\"node4\" class=\"node\">\n",
       "<title>point_elabjournal_user</title>\n",
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       "<!-- point_group -->\n",
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       "<title>point_group</title>\n",
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       "<!-- point_elabjournal_user&#45;&gt;point_group -->\n",
       "<g id=\"edge11\" class=\"edge\">\n",
       "<title>point_elabjournal_user&#45;&gt;point_group</title>\n",
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       "<g id=\"node5\" class=\"node\">\n",
       "<title>projects</title>\n",
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       "<title>projects&#45;&gt;studies</title>\n",
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       "<title>experiments</title>\n",
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       "<title>studies&#45;&gt;experiments</title>\n",
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       "<g id=\"node9\" class=\"node\">\n",
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       "<text text-anchor=\"middle\" x=\"481\" y=\"-109.8\" font-family=\"Times,serif\" font-size=\"14.00\" fill=\"#000000\">Samples (10x)</text>\n",
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       "<title>experiments&#45;&gt;samples</title>\n",
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       "<g id=\"node8\" class=\"node\">\n",
       "<title>sampletypes</title>\n",
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       "<text text-anchor=\"middle\" x=\"481\" y=\"-181.8\" font-family=\"Times,serif\" font-size=\"14.00\" fill=\"#000000\">Sample types (3x)</text>\n",
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       "</g>\n",
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       "<title>sampletypes&#45;&gt;samples</title>\n",
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       "<g id=\"node12\" class=\"node\">\n",
       "<title>storagelayers</title>\n",
       "<g id=\"a_node12\"><a xlink:title=\"Available with storage_layers() method\">\n",
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       "</g>\n",
       "</g>\n",
       "<!-- samples&#45;&gt;storagelayers -->\n",
       "<g id=\"edge9\" class=\"edge\">\n",
       "<title>samples&#45;&gt;storagelayers</title>\n",
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       "<g id=\"node10\" class=\"node\">\n",
       "<title>storagetypes</title>\n",
       "<g id=\"a_node10\"><a xlink:title=\"Available with storage_types() method\">\n",
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       "<text text-anchor=\"middle\" x=\"335\" y=\"-181.8\" font-family=\"Times,serif\" font-size=\"14.00\" fill=\"#000000\">Storage types (23x)</text>\n",
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       "</g>\n",
       "<!-- storages -->\n",
       "<g id=\"node11\" class=\"node\">\n",
       "<title>storages</title>\n",
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       "<text text-anchor=\"middle\" x=\"335\" y=\"-109.8\" font-family=\"Times,serif\" font-size=\"14.00\" fill=\"#000000\">Storages (1x)</text>\n",
       "</a>\n",
       "</g>\n",
       "</g>\n",
       "<!-- storagetypes&#45;&gt;storages -->\n",
       "<g id=\"edge7\" class=\"edge\">\n",
       "<title>storagetypes&#45;&gt;storages</title>\n",
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       "<g id=\"edge8\" class=\"edge\">\n",
       "<title>storages&#45;&gt;storagelayers</title>\n",
       "<path fill=\"none\" stroke=\"#000000\" d=\"M335,-95.8314C335,-88.131 335,-78.9743 335,-70.4166\"/>\n",
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       "</svg>\n"
      ],
      "text/plain": [
       "<graphviz.dot.Digraph at 0x1235d9b38>"
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     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eLAB.visualize()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Use the `help()` on objects and methods in this package to get more information about functionality and available parameters."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## User details"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "By providing the REST API key, the eLABJournal object can authenticate you automatically. So **be very careful not to give this key to other people**!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
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       "<title>%3</title>\n",
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       "<g id=\"clust1\" class=\"cluster\">\n",
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       "<g id=\"clust2\" class=\"cluster\">\n",
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       "<g id=\"clust3\" class=\"cluster\">\n",
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       "<!-- group_name -->\n",
       "<g id=\"node2\" class=\"node\">\n",
       "<title>group_name</title>\n",
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       "</g>\n",
       "<!-- user_name&#45;&gt;group_name -->\n",
       "<g id=\"edge1\" class=\"edge\">\n",
       "<title>user_name&#45;&gt;group_name</title>\n",
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       "<g id=\"node3\" class=\"node\">\n",
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       "<text text-anchor=\"middle\" x=\"162\" y=\"-51.8\" font-family=\"Times,serif\" font-size=\"14.00\" fill=\"#000000\">Organisation</text>\n",
       "</a>\n",
       "</g>\n",
       "</g>\n",
       "<!-- user_name&#45;&gt;institute_name -->\n",
       "<g id=\"edge2\" class=\"edge\">\n",
       "<title>user_name&#45;&gt;institute_name</title>\n",
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     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "user = eLAB.user()\n",
    "user.visualize()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
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       "<p><strong>Matthijs Brouwer</strong><br/>User, id 24700</p><table>\n",
       "  <thead><tr><th>name</th><th>value</th></tr></thead>\n",
       "  <tbody>\n",
       "    <tr><td>userID</td><td>24700</td>    <tr><td>firstName</td><td>Matthijs</td>    <tr><td>lastName</td><td>Brouwer</td>    <tr><td>primaryGroupID</td><td>6727</td>  </tbody>\n",
       "<table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#user.show()\n",
    "user.show([\"userID\",\"firstName\",\"lastName\",\"primaryGroupID\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "#user.data()"
   ]
  }
 ],
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  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
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