المساعد الشخصي الرقمي

مشاهدة النسخة كاملة : صَفْحَةَ مُرَاجَعَةِ الرّيَاضٌيَاتْ ~ لِلْجَادِّينَ فَقَطُّ ‏


الصفحات : 1 2 [3] 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37

الدرّة المصونة
2013-01-02, 12:49
لدينا
e منتصف ab
ef//bd
و منه فان حسب النظرية العكسية لمستقيم المنتصفين فان fمنتصفad اي fd=1.5cm

سيتم اكمال الباقي

free_math
2013-01-02, 12:58
وعليك السلام استاذنا الفاضل هل من تمارين؟
أجـــــــــــــــــــــل

تمثال تفاؤل
2013-01-02, 13:00
خولة الرفيق ما فيهش عيشك ساعديني

الدرّة المصونة
2013-01-02, 13:02
استاذ و اللله لم افهم كيف يمكننا الحساب؟؟؟

free_math
2013-01-02, 13:03
هل رسمتي الشكل؟

0Girl0
2013-01-02, 13:06
استاد باي نظرية نخدم

الدرّة المصونة
2013-01-02, 13:07
دقيقة يسرى نشوفها معليش

الدرّة المصونة
2013-01-02, 13:09
نعم استاذ رسمته

free_math
2013-01-02, 13:12
http://www.djelfa.info/vb/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAloAAAHjCAIAAAB 0FCadAAAgAElEQVR4nOy9aVRU2ZrnzVrd1VW91lv1pdfqqnqrb tXquu+tul198+bNNJV5nmcQVBxwVkTAAWfTNE01nUURRTNJNc1 MTU1FxQFlFCdA5imYAoh5OmPMc8R+P0RemosIEQci4pyI/Vv/D5lyImLH5rD/Z+/9PM/2ARAIBAKBeD0+7m4ABAKBQCDuh/F2SJJke3u70Wh0d0MYhlarbW9v12g0znjzH374ITIysqGhwRlv Tge6urqkUqm7W8E8WCwWl8udq3fTaDSVlZXJycnh4eGPHz+2Wq 1z9c40hMfjsVgsd7eCechksq6uLjsvZrwd6nQ6iURiNpvd3RCG YTKZxGKxkx4jZDLZ3r17ExMTx8bGnPH+bkcqlarVane3gnmgKC qXy+fqrS5cuBAcHLxlyxYOhzMn70lnFAoFiqLubgXzUKvV9j+5 Mt4OAQCe/VToPJzabz09Penp6Rs2bCBJ0nmf4i7gLUcNq9U6+66zWCxsNjs 3NzcwMPCHH35w0goH3ZiTrvNO7O83T7BDCA2xWCzPnj3z8/P75ptv9Hq9u5sD8RAsFktVVVVcXNzixYvfvHljMBjc3SKI5wDt EOIsjEbjlStXfH1937x54+62QDwBrVZ75syZoKCg/fv3e+o6PMSNMN4ODQYDhmEWi8XdDWEYZrMZwzCTyeTUTyFJ8sC BAwsXLvSwKAAcx3U6nbtbwTxIklSpVNRey2azV69eHRsb+9133 yEIMrcNoz9qtdoj9x2cjU6nw3HczosZb4dyubyrqwtGljqKVqv t6upywb6LQCDIysoqKCgQiUTO/iyX0dvb64Uj8uwZHBzk8/kUXvjgwYOkpKQVK1ZUV1d757OvQCAYHBx0dyuYB4Igvb29dl7M eDvEcbypqQnaoaNoNJqmpibXhEe2tLSEhYVdvnzZY2ZUra2tnu TuLqOrq2t0dNShl5AkefLkyejo6F27dg0MDDipYfRnbGzM/oQByDhisbilpcXOixlvhwRBvHv3Dtqho2g0mnfv3rksW+D7779 PSEh4/vy5az7O2bS3t4vFYne3gnn09PQ4tOfX0dGRk5OTkJBQUlLiJRG kH4LD4fT09Li7FcxDIpG0tbXZeTHj7RDODqnhytkhAMBqtebm5 qalpXnGnzScHVLD/tmh0Wi8f/9+ZmbmwoULa2trnd0w+gNnh9Twrtkh3Dukhlar7ezsdOUTd29v b2xs7KZNm2Qymcs+1En09vZ6wLdwPQMDA/bsHQqFwnPnzkVGRm7dulUgELigYfRHIBB481oxZRAEsf8RnPF2 qNfrURT1zt312WAymRAEcXZk6SSqq6sTExOLioqYXkUIwzCtVu vuVjAPgiCUSuX01/T19W3dujU0NLS0tBQmno+jUqkIgnB3K5iHVqvFMGz6axQKhe0/GG+HEGZx8eLFtLQ0uPwFeR+NRlNTU5OcnJyamgpzVSGuQSQSnT x50vbf0A4hLkWv12/fvn3hwoVCodDdbYHQCJIkL1686O/vv2vXLrhACnEBJpOpvb195cqVoaGhtn/xBDuEKyrUcFe/DQ4OZmdn5+TkMHfHF95yc8vo6GheXl5ISMj169fHV64gkDlhyr 9Wo9FYXl4eERGRnZ3d3d1t+0fG26FOp5PJZEzfi3I9JpNJKpW6 y5AqKytTUlK++eYbt3z67JHJZF4e908NDMMmuZ3Vaq2trY2Ojl 6+fHlDQwMsb/shlErljHtgkPfRaDTvR70pFIovv/wyODj4+PHjE5epGG+HJEl2dHQwd57hLpx63uGM6PX6y5cvBwUF vX371i0NmCXd3d3wvEMK9Pf383i88f9Vq9WnT58OCQn54osvYM mV6eHz+f39/e5uBfN4/7zDjo6OJUuWJCYm/vLLL5OOG2O8HcK8Q2q4OO/wfTAMKywszMzMZOJGEcw7pMbEvEMWi7V+/frY2NirV6/aX1XSa4F5h9SYlHf4448/RkVFrVu3rrGx8f2LGW+HsCoNNVxclWZKhoeH165du337dsZFkM OqNNTo7u629Vt5eXlCQkJ2drbHFCpyNrAqDTXEYnFnZycAAEXR L774IjY29ssvv/xQLQjG2yGcHVLD7bNDG01NTTExMVeuXGHWwXVwdkgNDofT2tp6 7ty5qKio7du3wwVS+4GzQ2oQBNHT0/PmzZs1a9akpKTcuHFjmv1pxtuhQqHo6elxcTq5B6DT6Xp6etye S240Gn/++eeYmJiGhgYGhWuyWCwURd3dCubx9OnTJUuWxMXFXbp0yWPqu bsGoVA4NDTk7lYwDxRFDx48mJSUtHz58qampukvZrwdGo1GkiR hVRpHMZvNBEHQ4TFCq9Xu3bt3+fLlDPprl8vlMAbSIUwmU0VFR Xp6elpaWlVVlbubwzy0Wi1MQXGUsbGxw4cPh4WF7du3z57nV8b bIcQDkEgkCQkJn3/++aRAL4hnIBaLL1++HBISsmXLFi6X6+7mQDwfq9Xa0tKycePG6 OjoW7du2fkqaIcQWlBTUxMYGFhaWgrX0DyM/v7+wsLC4ODgsrIyZu0QQxiKQqG4d+9eTExMVlaWQ/FHjLdDq9UKV0qpYbFYaLVdV1RUFBER8ejRI3c3ZGbo1nX0RKvV 1tTUpKampqenNzY22v5OYb9RAw50doIgyIkTJ/z8/L788ktHE3gYb4darVYoFMKqNI5iNBqFQiGtntZ1Ot26detWrFh B/4BDkUikUqnc3QpaQxDEpUuXFixYsH///vEFUplMxrikGppAkiSs/DA9FouFxWKtXLkyOjq6vLzcFieo0WjsDwJnvB2SJNnW1gYTLRx Fo9G0tra6PdFiEmw2Oz09fe/evbTy6ffp7OyUSCTubgV9GRkZyc3NDQ0NvXHjxkT/6+vrg3uH1ODxeH19fe5uBX2xWCzPnj2LiIhYt25da2vreJCgVC rt6Oiw800Yb4cEQTQ3N0M7dBSNRtPc3Ew3OwQANDQ0ZGVllZSU uLsh09HW1gbzDj/Es2fPkpKSli5d+urVq0l/mN3d3R/KgIZMz9jY2HilacgkVCpVaWlpdHT0sWPHJlYBBACIxeLW1lY73 8cT7BBWpaEAHarSfIjS0tKEhITKykp3N+SDwKo0U6LT6U6dOhU QELB79+4pC2z29PSMjY25vmEeAKxK8yH6+vpWrlyZkpLy008/vZ+LIpFI2tra7HwrxtshrEpDDZpUpZkSBEG2bt2anJxM26ETVq V5Hx6Pt23btqCgoFOnTr1/hoCNiTVLIQ4Bq9JMSVVVVUJCwtKlSz9U7W9SzdLpYbwdKpVKFo tFh3RyZqHT6Vgsltur0nwIFou1aNGigoICema7Dw4OwtN2JvL0 6dOsrKzFixffv39/mj/GkZER+BhBDbFYPDIy4u5W0AiZTHb8+PGUlJS9e/dOc9YHhmEDAwN2vifj7dBkMqlUKhi97SgWi0WpVNI5Ivf58+dh YWEXLlxwd0OmQKVSwQUJGyiKnj17Ni4ubuPGjbZaydOgVqthXi k19Ho9Pddy3EJbW1t+fn58fPzFixenD7szGAz2B4Ez3g4hnort TER/f//a2lp3twUyNV1dXVu2bAkICDhx4gSsKARxAUajsbKycvXq1WvWr GloaJjbN4d2CKEvCILs378/MTGR/pmI3obRaHz+/PnSpUsTExOfPn3q7uZAvAI+n19UVBQXF/fVV185o4Y+4+3QarWaTCa4WOooTOm3kZGRzMzM/Px8Wp0gYTKZvLlECIIg165di46OzsnJmRTXPj0mk4nO6/N0xmw2e3mEBIvFysvLmz9/fllZmf1dYbFY7L+Y8Xao0Wi4XC78G3MUg8HA5XLpGagyiZaWFn 9//6tXr9JnOODz+V57vMDw8PCuXbuCgoIuXLjgaGkekUgEQ5CogeO 410Yh6fV6W7W/5OTk+vp6h16rUCj4fL6dFzPeDgmCaGlpgXENjqLRaFpaWhixOW 80Gr///vvQ0NC6ujp3t+VXOjo6vDDvUK/Xv337NiMjIyYmpra2lsIfXW9vL22TZ2gOh8Pp7e11dyvcAEEQt 27dioiI2L9/P4fDcfTlEomkvb3dzos9wQ5hVRoK0LYqzZQolcpdu3ZlZ2fTZE Roa2vzNjvU6/UXL1709/cvKCgYHh6mtswOq9JQxgur0lit1sHBwU2bNqWkpFRUVFBbj5FI JLAqDWQG6FyVZkpEIlFqaurWrVuFQqG72+J1VWkkEklhYWF0dH RpaelsirXCqjSU8cKqNE+fPk1ISFi7dm1zczPl7TDvqkoDZ4fU YNbs0EZtbe28efPoUM7Uq2qWNjc3Z2ZmLlmy5Pnz57PMGoSzQ8 p41exQq9UWFRWFhoYeOnRolsUHvKtmqUqlGhoaok+QBVPQ6/WDg4PMyom2Wq2HDx8OCwv7UEEml8Fms73hoCKj0VhaWhoXF7dj x445GYs5HA48CYQaMpmMws4ZE2lpaVm9enV8fPw333zj6IGF70 MQBJvNtvNixtuh2WzWarX0TxigGxaLRaPRMC5bAEGQVatWJScn u/dJWavVevwTGIfDKSwsjI+PP3Xq1FydtKfT6Wh+dBdtMRqNzHp4 pcatW7cSEhKWL19eVVU1J29oMpnsL0XJeDuEeBtdXV3R0dEbNm yAIftOwmQy3b17d8WKFRkZGXfv3oXPmhAXQBDE6dOnw8PDd+zY MTw87JY2QDuEMI+KioqQkJBTp065uyEeiEgkOnHiRFhYWG5urv dsVkHcS1NT0+7du1NSUkpLS90Y0MB4O7RYLHq9Hj7AOorVatXr 9YxbLB3nzJkzQUFB7spE1Ov1Hln5oaOjY/PmzbbK6c5Y1TQYDB6/yOwkTCaTR64za7Xa27dvp6amLlu2rKmpac7f32w2219shPF2qF arR0ZG4N+YoxgMBjabzdzdCLFYvGXLlsTERC6X6/pPHxsbI0nS9Z/rPDQazePHj5OTkxMSEpz3kMHn8z90FCJkehAEsb+6ClMQCoVnz 54NCgrauXPnXO1PT0Iul9uf28N4O4SJFtRgYqLFJFpbWxcuXJi Xl+f6b+FheYcIgpSUlMyfP3/Tpk1OfbyAeYeU8by8w97e3oKCgoCAgO+++855B6/CvEPIzHiAHQIAnj9/HhwcXFpa6uIbwGOq0lgsFjabXVBQ4OfnV1xc7GgNUkeBdkgZT7 JDjUZTU1OzZMmShQsXdnR0OHXfweuq0kA7pIBn2KHZbC4rK1uw YEFNTY0rP9cz7NBoNFZVVUVHR6emptbV1bmgnnt3dze0Q2pwOB zPiGySy+UnT54MCgo6dOiQQCBw9sd5nR3CIm0UYFyRtg+B4/i+fftiYmJYLJbLPtQDFks1Gk1xcbGvr+/BgwddFtcOZ4eU8YzZ4eDg4OrVq+Pi4srLy11TyMK7FkvVavXo6 CgMpXEUg8EwMjLCiAOeZoTNZmdlZe3Zs8dlmYgcDofRh79zudw tW7aEhYVdu3bNlembfD4fQRCXfZwngaIo00Np7t+/n5CQkJub29bW5rKYdu8KpbFYLAaDASZaOArTEy0m0djYGBwcfP 36ddcYvMFgYG6ixcOHD+Pi4pYtW/bs2TMX3wAw0YIyjE60QBBk3759fn5+n3/+uYuXB8xms/39xng7hEBsfPPNN6GhoS7eRGQWSqWyqKgoOjq6sLCwq6vL3c2B eAXNzc2LFi0KDw+/cOHC7GuQOhVohxAPQafTrVu3LjU1tb+/391toSO2FPv4+PhLly5ROzoOAnGUW7duJSYmLl++vLq62t1tmR nG26HZbNZoNHCx1FEYWsJ7egYGBiIiInJycpwdsca4Et4VFRWZ mZkZGRkPHz50YzNgCW/KGAwGZhXNEAqFx44di4yM3LNnjwsiSD+Ed5Xwhgc8UYOJBzzZw 5MnTz766KNjx445NdiYQQc8SSSS8+fPh4WF5eXlzfLouNkDD3i ijFQqZdABT62trbm5ufHx8RcvXnTvXIUgCPsDpxlvhzDvkBqek Xc4JV999VVISMiTJ0+c9xFMOf63t7e3sLAwMDDw3Llzziv8YT/w+F/KMOX4X61W++jRo7S0tIyMDPszHJyHdx3/C/MOqeExeYfvI5fLs7OzU1NTnTfy0j/vUKfTVVVVLVq0KDEx8eXLl+5uzq/AvEPKMCLvUCQSFRcXh4WFbdu2jSbFab0r7xDODqnhwbNDAEBnZ 2daWlpOTo6Tqo7RvCoNhmFlZWW+vr579uyhVbIanB1ShuazQ6v VOjo6mpOT4+fnd/XqVfrsEHtdVZqWlhZoh46i0WhaWlo81Q4BAPfv3w8JCfn666+d ES7U0dFB2z2wsbGxHTt2BAUFlZWV0e3Yjd7eXgZtgNEKLpfb29 vr7lZMjV6vr6+vT0pKys7Obm1tpdVoLJFI2tvb7byY8Xao0Wh4 PB5zc6LdhcFg4HK5nlGVZkoMBsOpU6f8/PyeP38+52/O5/NpmKtgtVrfvHmzaNGihQsXvnjxgoa/XLFY7MoiOJ4EjuP0XJDQ6XSnT58OCAg4dOgQrZYibCiVSvtbxX g7tFqtJpMJJlo4ijf0G4IgBQUFSUlJc/5XajKZ6JajYjAYSktLQ0JC9u/fPzQ05O7mTI3JZIJPrtSwWCw0jJ8fHh7esmVLeHh4WVkZPVPsH eo3xtshBDINPT09S5cuLSgooOFkbg7hcDibN2+Ojo7+7rvvnHS MKgQyiZqamvj4+C1btrx48YI+m4WzAdohxMOprKz09/e/dOkS3eZzc0VlZWVGRsbSpUufPXvm7rZAvAK1Wl1cXBwVFbVnzx 63J7POIYy3Q5PJpFQqPXWkcx4Wi0WhUHjDypVGo7GtItbV1c3V 4rBSqaTD47BGozl//nxCQsKOHTvoH4UPAFCr1Z5X+cE16HQ6mgS+dXZ2bt68OTU1tbi 4mG6xWu9jMBiUSqWdFzPeDpVKJYvFouGqOs3R6XQsFosOqdkuQ KlU7tmzJzExkc1mz8kbDg4Ouj0kpL+/f/fu3XFxcUVFRUw5bWpkZIQR5QtoiFgspsM87NGjR5mZmVlZWU+f PnV3W+wCw7CBgQE7L2a8HeI43tTURKvQXkag0Wiamppo8rzpAv h8flxc3O7du+fkeba1tdW9w/qzZ89WrlyZmZnJrAXSrq4umHdIjbGxMfceQoIgSElJSXx8/LZt2xhUS0EsFre0tNh5MePtEFaloYYHV6WZEqvV+uLFC39//7Kystmv17mxKg2KomVlZXFxcTk5OQwalWzAqjSUcW9Vmu7u7t2 7d8fGxl66dIlZS3FeV5UGzg4p4NlVaabEYrGUlJRER0fPPhPRX TVLBwYGDhw4EB4eXlxc7KSCO04FVqWhjLuq0hiNxpqamvT09KS kpFevXrm+AbPEu2qWkiTZ1tYG7dBRNBpNW1ubV9khAECv169fv 37FihWzPBOxs7PTxVVpdDrdixcvsrKykpOTX79+zdCE0b6+Pi6 X6+5WMBIej9fX1+fiD0UQ5Pbt22FhYfn5+XTYuaSAVCrt7Oy08 2LG26FWqxWJRN4QITm3GI1GoVBIh/BIF8PlchMSEnbv3j2bRwGxWOzKyZlSqbx27VpwcHBeXp5QKHTZ 5845MpmM/rGI9EQul7uyKLbVah0eHs7Ly4uOjv7pp5/sD86kGyqVyv59DcbbodVqhVkW1LBYLAydZMySysrKyMjI4uJiy l/flV0nEAi2bt0aHh5+/fp1phyy+CG89pabPa4c6EwmU3V1dWpqakZGBtMjMxzqN8bbIQT iKCaT6dSpUwkJCZWVle5uywy8fv06LS0tMzOzrq6OhjVIIZ6HS qU6e/bs/PnzDx48aP/BuZ4BtEOIN4LjeE5OzqJFi2i7I6LX68+fPx8aGrp3795Z7nRCI HbS29ubk5MTHx///fffIwji7ua4GsbbocFgIEkSrpc6itlsJgiCWTHTcwuLxVq4cGF +fj6FTiBJ0qlzNTabvW7dusTExAsXLtDkGNU5QaFQaDQad7eCk Wg0GmfX3S0vL09KSlq/fn1DQ4NTP8iV6PV6+7erGW+HCoWip6fHm4d1auh0uu7ubi+pSv MhKioqIiMjL1686OgLWSyW856dHz58mJaWlpGR8fjxYw/baRsaGhIIBO5uBSMRCoXOO6hEJpMdPXo0MjJyz549tD0OhRooi tofkct4O4RVaajhbVVppkSv1xcXF4eEhDj6OOykqjQYhp0+fTo +Pn779u20Pet1NsCqNJRxXlWa1tbW9evXR0dHX7x4kSnV/uwHVqWBzIy3VaX5EGKxeMeOHSkpKQ6dieiMqjSdnZ0FBQWxsbH nz5/31DrXsCoNZZxRlcZoNJaXly9dunTZsmU1NTVz++Y0wbuq0sDZI TXg7HCc/v7+tLS0wsJC+3tjbmeHBoPh0aNHCxcujI+Pr66unqu3pSFwdki ZOZ8dcrnc48ePh4SE7Ny504PrqnvX7JAkyY6ODmiHjqLVajs6O mBcg426ujp/f//r16/bWc+hu7t7riJcxGLxpUuXwsLCNmzY4PFx7f39/Twez92tYCR8Pn+uAowtFktjY+OmTZtCQkKuXLni2YOATCazv7g d4+1Qr9fLZDIYWeooJpNJKpXCxwgbWq3222+/DQgIaGhosCd6BUGQORlEhoaGtm3bFhQUdOnSJW/4XWAY5uzwSE9FqVTOyZliarX63r174eHh6enp7j0iwzVoNBr7o 94Yb4cQyJyAYdi2bduysrJcE1mn0+levXq1ePHilJSUmpoaWGU Q4gIQBDl37lxQUNCOHTvgNP19PNMOrVag0QC1GnhWmDrEuXA4n Li4uAMHDjj6GG6xAJ0OaDR/oWkMTqFQlJSU+Pv7Hzp0SCAQeFg2BcQFWK1ArQYEATAMYBggST B9+WGLxdLb27ty5cr58+eXlZUxtwapU/FMO+RywbJlIDUV2H0MMgQCAAANDQ22TUSHXjU0BE6fBufPg+Ji UFwMzp0DZ88CDmfqi0dHR9evXx8YGFhWVgbrWUOoIZeD8HDw7/8O/uM/wH/8B5g/H5w5A3B86outVuvDhw/j4+NXr17d3NzsqXHLs4fxdqjX61EUnbR3ePcuCA4GAQGgrMxd7 aI7JpMJQRBv2K9yCKvVWlxcHBUVVVVVNc1lKIpOrGDQ0gJOnQI jI7+KzQZsNnh/b9FqtT59+jQuLm7lypW1tbVeOCoRBAHnJdRQqVQTC7hLpeAf/gEcPw6qq0F1Nfj2W5CcDE6enOKFBoPh7Nmz4eHhhw8f9sLTtbR aLYqidl7MeDuUy+WdnZ2ThvXNm0F+Pjh4EGRluatddEer1XZ2d np2UBk1FArF+vXrly9fPk0xi56enomRpe/egW+/neFtNRrNiRMnFixYsGfPngFvXbUYGBhwKL8TMo5AIJh420il4H e/AxPPtd24EaSkTH7V0NDQxo0b09LSrl+/jn9o8ujRIAhif74m4+3w/bxDqRRkZ4OrV8GDByAlBcAN4ymBeYfTMDQ0lJCQsGPHjg8tZk7 KO5zRDru6ujZv3pyamlpSUjIn8YEMBeYdUmZS3qHNDsfzyxUKc PIkKCr6i5fcvn07JSUlOzu7trbWa/envSvv8P2qNOXlYM8ewOEAqRTs3g1u3HBj6+gLrEozPY8fP46I iCgpKZnyp5Oq0nR1gaNHwf374MED8OABKC8H9+4BqRQAACwWy8 8//xwbG7t48eK6ujrXNJ62wKo0lJlUlQbDwG9/C+LjwZo1YM0aEBMDVqwAHR2//pTP5+/fvz84OHjr1q2Dg4PuaTE98PaqNDt3gk8+Abm5ID8ffPYZWLXKf Y2jMXB2OCOnT5+OioqaskzMpNlhVxc4cgTcuwfKy0F5Obh7F9y 9C1QqIBaLjx07FhoaunnzZo+sQeoocHZImUmzQwwD//ZvICYGrFwJVq4Ey5aB8HDwww8AANDS8m7t2rUxMTHnzp2DWZ7e NTuUy+Xd3d3jdqhUgkWLwJ/+BBITQWIi8PUF4eHAi1enPohWq+3q6oJ7h9OAYVh+fn5qaur7E 5q+vr6Jub1TLpZ2drbl5eVFRkZeunTJMH0UvNcwODgI9w6pIRA IJs7z3t87LCwE8fHK6up7mZkLly1b9vbtWze0kn4gCGL/kyjj7dBgMOA4Ph5ZWlUFVq8G9fW//rSrC2Rng19+AbBqzSTMZjOGYfBgrOnp6OhYvHhxQUGBSqWa+O8 4jk+MC51kh3o9+epVVUZGekJCAlwgnYhcLocLEtRQq9UTj5uYZ Idms2X7dvPf/V1lfHzgli0FnnRG5izR6XQTI3Knh/F2OIlt28DRo2D8wZ0kwYULYO1a4N3n+kGoY9tEvHLlyjTX2BIt uFwgkQCJBFRVsSMjN+TmFsJ9MoiTkErBP/4jOHUKvH4NWlrApUu6P/6x5z//s+jixdMGgxMPpvZsPMoOrVaQkwMePvyLf3zzBmRnA/hICqHMpUuXAgMDGxsbP3TB0BAoKgLnzoHdu4Xbt3O//lp74oRxZATWXYM4C1sa/h/+AH7zG+1//a/s//7fWyMjb1VW1nltBOmc4Al2OPEOUCrBpMxysxkoFLBa2xTAvxw7 kUgku3btSkpKGt/3slqtk3pPLjdWVzempa3IylrX1jaohw/oU/F+v0Hs5P2uUyrByIjyq6+u/Pa3AWvX7mazeVYr3PuYjEO3HOPt0GQy2l+wHDKO0WgUi8WwKo2 d9Pb2ZmRk7N69W6GQAwBQFNVPcDy1WnX9+rdJSbFnz57gcNgWC zTDqUEQxPPOW3cNarV60h7YyEhfXt6a5OTIO3e+J0mJuxpGc9R qtdSW82QHjLdDtVrR3d0BAAyVcQytVtve3g4jS+3EYrHU1NQEB AT89NOPRqNhYKAfRX99CBsbG8vNzQ0NDb1x44b9m/beCYvF8sI6YXOCSCQYGvq1Ko3Vaq2srAwJCVm2bFl9fT2MW54G mUzW2dlp58UMtkM2W5eXVx4Skj5v3sdLlqx6/rwersPYj0ajbW5uVquhHdqL2Wy6efNORsbOlC0JQo4AACAASUR BVJR1Cxb4hodHXrly9caNG0uWZK1cubKuvh5OtWeku7t7FIYXO UhtLbp06cWAgNAFCz4tLDxQX//q3LlzoaEhu3btmqsDgT0Yr8g77O/XZ2df/i//Jc7H52sfnzIfn92+vnE1tZXubhdjMAHQ1jsAx2+HuH2n8V/+JeB3v9sQFVUWEnLu448TP/nkD7v27WPzxTO/GAJA/yhPgHhj5UzK1NSTwcE7fHzSfXyKfXy++eu/3vTJJ59ER0eWll6yvzK1N0OlKg2PxxvPozIajSKRqH8CQqFw/MlXr9fz+fzxHw0MDEgkkvHDS7VaLZfLZbFY/f39LBZrcHAQQZDxpECVSjU6OtrX12f76dDQEI7j41M6uVzOZrN tr+3r62Oz2eMlFaxWK47jQ0NDtp/yeKNHjvz0V3+1yMenyMfH5OMDfHwwH589Ef6Rt3cuf/3F8vovVkBNr+p9WbdzYqv2ZtUfcH9j6K+XB5bf27kyOmLDAr8d mzcPHz8ODh8G8fE//utv5u3KiO04sfHFF9lubyT9dS8voWJbKrzl7NGLL1a8/GJFst86H5+VPj7lPj7Axwf4+PT4+CSHh4frdGoAAEmSE8fMkZG RiWMmhmHjYyaLxeJwOOObI2azWSqVDgwM2IZxFos1yQLEYvEkC xhfkp3SAsYzmOfKAlgsFpvNHt9pnmQBfX19o6Oj49nAFosFQZC BgYHx13K5XNuZMxKJpKmpSSwWj3/Z/v5+Pp8/vvdvMBiEQuFf2KFAIBj/sclkkkgkQ0NDg39mYsyFXq8XCoWDg4O2C4aHh2Uy2bgd6nQ6Pp 8//lM2m41h2HhfqNVqLpc7MDBg++nIyAhJkuN9oVAoRkdHba8dGBg YGxsbPwvGarUSBDEyMmL7qUDALSzc4uOz+M9eaBPi4/MvZ7MWNB1dU7d/KdR0+nxpzb4lj7el1uxdUv/5Mve3h/ZqPLTqu/XR//g//8+GnKEjR8DBg+DLL8HRo+BPf9yc+L//vunI6np3t5AB+nzp08L0Zzsz4C1nj14cWPb20IrP/vWffHwuThjlgI9P3aef+iqVqM0/phkzcRxns9njozGPxxu3Q5t/DA8Pj//Ufguw+cckCxi3w1lawNjY2Phrx8bGJro7SZLjFjAwMMDlcsdLO lgsFgzDJn4dPp9vc3ccx3t7e6VS6cSfTnR3m/f/hR0yjjNnDvv4ZE68S/71N/jf/e2faqp+AQCY9VqoaWQx6AwaNSoRGdQqi0Hv9vbQXCadFgAwMtj 7u//PPyeHbbPDL74A58+BBfM3rl+3FAAAu3FGWQw6QiZVEhjsK3sET AYAwJJFGT4+58dHub/5G/DP/9zw+9//AcdhKKld6PV6+wu3MtUOHzx4+I//uNDH50cfH8tf/zfwL7+R+y04ERsV1/LyuVWr0CAiqBmEinWYRIOK3d8S2suswIBOUVl+55/+39/Pm7dr2zbJ8ePg6BHL+nW3wkPjL507YdXItbAn7ZAWk8COsqujU DFQExpUlBSf4uMT4ePz2scH/N3fgt//fiwwcPvatWtVKm+vze0MmGqHcrn83Lnjv/lNrI/P9f/2N7V+C44FBQT8+F0JKeQYCKnb72ZGSIdJ3N4GmkuHSYCa1KKSp +W/rFq2NDwk8NOP50VHHcrKql6adfkf/uG3EaH+bW9eADXp9qYyQlpUDO1wRulxKVCTwmHW+VPHgwP9//P3//b3f5/t4/Pwf/59dWDgtrS0xKamRhhF7wyYaocAAIVCfv361Yhg/9/87V8lxETc/uGqXMQxkojb72amSCnhq2VCtzeDtjIQMgMhE48MfFtyPio8vLA gf6S7vfbJg9Urlv7hP/+3v+/8JRlpqYnxJWdOGklED58t7JBKKlBJBW5vBp1lJGRGEulva963o/CTP3505tiRttd1xw8f/ONv//l//Y//Z8OGdc3NTe4eepmE1WodD22ZEQbbIQDAYjGNvKq4nvhPgp4mLY Hq4FKMfdKiYoWYx+5qlYu4cI44pYwkYiBkra/r16/O9p0/7/zJYxh3xEjKtKgY47M739aN9bZrUdHxw18mxsVUVZSb5Ai896aX FhVz+jpFwyx4y32of4wkopIK6p4+zEhLjo2KvHPjKinkGAiZQa Oo+3p9eU6YTgcThR1DqVSOB47OCLPtEACAdLy8t/C3Kt6gSSV3+w3NFOlxKcYbaaypRLlsPQ7Xlv9CWlSsx6UGQvq0/E5ocGB0ZHh1xX25iGsiEduPTCTS9bZBMjIAdEqEx965NT8zLWW sr9NAyKAjTiM9Lm1/VTfY3gyXcN6XDpOY5AjKZX938YK/74KCTRs6377UYRIDIdVhEmC1tBZtq92W6O7hlnlIpdKOjg47L2 a8HQrf1f6c+m84u0cvx91+TzNFNjt8/fwxtMNJ0qJiAyEjBGNnvj7iN3/epvVr29826HHp+AhuM7zGmsqx3g4jiQCNvKWhLitz4da8XJVUY CBkbv8KtJUel7Y21PS3NkI7nCQdJgEqgt3dVrBpY3CA3zcXzvE GesxydPx2shj0b08VVBbEu3u4ZR5isbh14inJ0wLt0Btls8M3V U+gHf5lt0hMJDLY3rJq+dLwkOCLRaeEQyyzApvYRTY7bKp9xun rNJKIDpOYlNgvP16Pjgi/Ulykw8TQET/cvdK2l7UDbU3QDid1i0WBPn94LykuNi0p4dEvNxVinkWJT1xSh nZIGSpVaZgLtENqf4EYb+TVs0fQDsdllqNmJfbg5x8TYqMXL0x/ePsnNSIC72VQ2P73bfVT2+xQLROaFZhSKjh19JD/gs/qn1boMIkeh3tjUwjODt+XRYkrxfyi40eD/P0KNm1oflFjVmDv9w+0Q8p4Rc3ScaAdUpAOk5BCTtfbBkIwBu1 Qi4qBikC57GNfHYwIC9mSu7Gz8SVQESY5+n7krc0Oe5tfi4ZZ4 10HNHLeQM/m9WsT42JHuttNchRuIr4vHSbpb23k9HXCW87WG8CgYrU2bd64L jwk+PhXX/IGeoBWMWWcEbRDythKu9l5MbRDL5VKKkC5bJVU4M0Dt1omNJEI UJNtr1+sW5UdExV56uhXCIcNNPLpox8x3ohCzBvvOi0qBmqy42 1DTGTE9vzNKG/EqsI1MIllqn4jhRxvvuU0iEiLik1y1KJAH/3yc2ZqclJC7J0frupxqVVFfOgl0A4pYzQax2u5zQi0Q+8VjHcH WoUWFd+5cW1hSnJqUsLDOzdNJGJRYvZ03aQx3UDIdJjkwc8//emPH125UKRBROapJpdeLi9PhVLLhLbCDrKx4aLjR6Mjw9dkL2t 7XQ90iulnzNAOXQO0Q++VN9uhHpcAjVzEZp09fiQiLGTj2tUDH e+sKtzOdbwph3WzAlOIeUcO7A/wXfD8wV2zEoO5+fb0m/fILEeBiuh427Bn+9agAP8jBz+XcYaAZuYMMWiHrgHaoZdKLRPK RVzvnL6Y5KhJjra/fpGfsyE4wP/MsSNKKd9IOpBHLxdxp6yuYpIjkpHBVcuyVixZ1N30Gqg/uPzlnVKIeUoJ3+3NcL20qNiixLWI6NmDu0sXZ0RHhD+8c1OHSU xy1J6XQzukjMVisf9cbmiH3igtKpaLuANtTaSQ41VzRNuoJBdx K8t/SUmIj4uOqnpUbiIRPS610wttlw11vJOODr4/lbSlLQ51tqQkxH++q1A6NmT58IaQt0mLike62wSDvV4VSqOWif S41KLExSMDl8+fDQ8JXpO9rL+1yUQi9v/pQTukjEKh4HK5dl4M7dAb5Z15h3pcYpIj0rGhkjMn/RfML9i0cbirzUjKHFrSnJR3+P4FOkyix6V1TytioiIunDmpJxG Yifjn/vfGvEMjiRgJWX9b866tBZ99+mnRya9lY8NGR7xQA+1wFsC8Q6g Z5G1VaWyTNi0q7m9v3rxhXYDvgkvnTqPcESOJOJojOF6V5kN2a OteHSY5c+xIQkz0/Z9/hMc/jXdLa0ON99ih7a4zkLL6pxVpSQlx0ZGV938hhRyTHHV0SQbaIW UkEgmsSgM1nbxqdmirjKyWCasryqPCwjLTU549uKuWCallB844 O7TJSMgUIu6m9WuzMhd2Nb22KOHN6V2zQ5sXykXcS0WnA/wW5G5Y2/PujQ6TGCkVtoV2SBk4O4SaQd4zO7RtFqLckdNfHw708929bUvH 25dGEjHbF8Iw5RtqZpod2gRUBKutOSUhPm/jOpVU4Nn9bI+8pyqNLUZmrK9r07q1gf6+RSe+5g/2WZT2xi2/L2iHlIGzQ6iZ/1xJIafv3RtCMObBoTQGQmZRYG+qny1MSQ4PDb507rRwuN+qxA2 4VE31PW122N/aKGb3zzi6AQ1558a1qPDQM8eOUFgi8zDpMMlQxztef7dnPxkYC ZlVRTx7cC85Pi49OfHezRsKMQ+oydksmEM7pAxJkiMjI3ZeDO3 QS6WWCXH+qAdXpQFqUiUVXD5/Njw4OHtp1v1bP+pswe5z8X0JwZg9CQMGQqrBJMe/OhgfHVnz6IFVRXhqb9spUshRiHlub4aTZFuKUIh5RSe+jggL2b RuzbsXNRYlblZgs8xognZIGZPJpNPp7LwY2qH3ylMnKzpMAgxq dnd7YcHm0OCgA7t3Dne1AY3cOHcRnnamk6tlQquaFI0Mbt2cm5 GSMtrb4VB2o+fJU9Pw1TKhkZABNclqbcpdvzYmIvzIwf3CIdaH apA6KmiHrgHaoffKI+3QJEetKrzm8YNlSxbFRUdevVyiw+ZsUj ix6+x/Q6BXvWuoTU1M2LxxnVzE9ea8C0+1Q6AmjSTy8PZPSzLSk+Jib3 9/VY9LwNylnEI7dA3QDr1UnrdYqsMkQEMiXHZZyfnYqMjlSxY11l UB7QzVIKnJzsVSm7SoGKjwuz9en//Zp1fOn9WiEq91RM9bLNVhEqCVy8aGik+fiIkKX5O9rKvplVWJG wkZ5f3p9wXtkDJwsRRq5r9hDwulMRAyoCb725oP7tvt7zv/8107ROx+e6pBOiqHQmnGZZKjhIBz5tiRAF/fuicVRq/MzfewUBpbro5FiXc3v95RkBcSGHDkwH5cMGpWYHP+iAntkDIwl AZqBnlSooXtuBwNInpV9XT18mUhQQE3r31ryzXUok75OI19iRa TBNQEb6AnP2dDWlJiz7u3zhg0aS5PSrTQomKrilBJBdUV9xcvT IsMC624fdNAyJz0lAPtkDIw0QJqBnlMGr4el5rlqGxs6Oa1byN CQ1YuXdL6qt7oSA1SR2VnGv6UL7Qq8Y63LyNCgrfk5giG+rwtN 99j0vB1mMQsR1HeyLcl54MC/Natyu5vazLgUuf9KUE7pAxMw4eaQZ4xOzQQMpMcZXe3H9y7a94 nn5w4/CV/oNckR536jSjPDjWIyEBItaj4wa0f//iH/ywrOa9GREw3BofkGUXabBX4hrtbC/M3+87/7MyxwwiXbTvt0nkfCu2QMnB2CDXznzSjZ4daVGwgpCY52lRfvX hhekRYyL2fvsd4IyY56uwjBinPDm0ykjJCwCk6fjQ8OPjZ/btARXjG3q09Yvrs0FZ3TS0TvqqqTIyNSYyLqbhzUyXhm+ROT56 BdkgZODuEmvkPm7kHPI3XIP3+SmlIYMCGNasa66v+vFno9N246 Q94sufltlM1tm7etHLpko63L4FW4fYuddkvjrkHPGlRsVmOKsS 80vNnAv18t+TmtL6sNxAyytX+HBK0Q8rAA56gZhZDj//VomKgJrj9PYUFmwN9fY8f/nKku92qxF0cqPmh43/t/ApmOTrS0x4fHbUtL1fIZpkVmNs71jVi6PG/ekxiUWDs7ra8jetCgwPPHj/KG+ixqgjDnGZTTCNoh5SBx/9C2SXGzQttmYX1TyvSU5LiYqJ++u4bQsiZZTVIyi2ZzYfqMIlV RTy+ezs8JLj41HGz15QzZVwavi2bwqxAnz+8Fx8TnZmeeufGVZ VMAFSEDnPdF4F26BqgHXqvGDQEa1GxWYEZSeTSuTORYSErl2e9 ePbYqsJNLlmqmrLrZjms2w49OH/yeGxkxN2fvgcGlds7mRH95mIBnZIUcC6cPhkfHblp3ZrGuiqgI lyzQDpR0A5dA7RDL5VKKkC5bPpXpVHLhHpcCjRybn/P4QP7I8NC9u7YxmF1A73KjXaO8UYUYt4su852Ht6G1auSE+L7W t4CDen23nZBv5FCDs1vOZv0uBToVf1tzdvycmMiI04dPSQZGQB q94Q+QTukjNFoVKvVdl4M7dAbZatK0/W2gRCM0TyuwaLALEq87mnFulUrosLDrl+5pEXFQO0257AN5b3N r0XDrNl3HVCT7W8aUpMSc9auIYRjc1hknIbSYZL+1kZOXyfNbz kNIgIqwkgiT+7dXpSeFh8bffvGd1al25YiNNAOZwGO40NDQ3Ze DO3QG2VLtHj17BFtEy3UMpEOkwA1IRfzbl77Ni46Mj4muu5phU mOujdM32aHb6ufjvV2zElLgE7xyw/XI0JCTh/9yujk9DX3ihFVaWz702O9nReLTifGRq/JXt76qh5o5e79vUA7pIxYLG5pabHzYmiH3iia5x3a8tNNcpTd3 Xby6KHQoID8jeuHu9vMzk8rnFGzzDuc8ndhkmOnjnwV4Du/5vEDs8Jjw2ron3doJGUmOdrxpmHb5k3+C+YXnzqulPLpUE4P2i FlYN4h1AyieVUasxw1ENK3tVWrVyz3WzD/25JzhGDMRI+TAser0szV7FCDiCwKjDfQsyU3JyEuZrCzxSRH6f BN51x0nh3qMIlZgamk/LonD5dkpC/JSK978tBASA1Oq/bnkKAdUkYsFsOqNFDTyWaHjTWVdLNDHSYxkohaKnzw84/x0VEpifH1lY9UUqGRkNFhVNL82Q7f1VdxWV1zOKwDDdn8oiYtO XHjmlXSsSEjiWjd/U3nXHpc2v6qbrC9mW52aMClRhIRsvtvfHs5Kjz0yBf7x/q6TCRCnz8NaIeUkUqlHR0ddl4M7dAbpUXFCjGP3dUqF3HpszSn wyR6XCodGz55+JD/gvn7dmznsLpt/0gfb7DZ4WhPu2xsaA67To9LzQrs8d3bocFB508eI4Uczwur0aJ iTl+naJhFn1vO1vMmEul593bDmpV+C+Zfv3wJ4bKdXfnWUUE7p IxSqRQKhXZeDO3Qe6WU8GlSlUaLivW41EgiXU2vs7OWhAcHXS0 tkY0NWZS4HqfR0OnUrjPJUS0iuvFNaUhgQEPlI1upaLd/07mVSiqgXM1nzqVFxbZVhyf3bsdEhqckxD++97NCzKPhYjW0Q8 pYrVaz2WznxdAOvVc0GW1tlZGNJPLw9s3YqMilizKqKu6rZUKL kr6ly7So2BkjplWFi9n9WzdvWpic3N/+zqoi6DYu07PfqLXErECVEl5p0Zlgf/9d2wraXr8wEjK6LeTaBO3QNUA79F7RwQ51mMSiwPgDPXsKt4YE Buwt3NbX2mhRYCZajkrjctKwrkUlJjna8fZldGREfs4GwVAfUJ OuqYrJ6H6j0AygVQx2tuzckr8oPe1aaYlgqA+oCVotkE4UtEPX AO3QS6WSCqSjg0oJ343Dk1mOWhR47ZOH6cmJwYF+Z44dkXGG3Z 7jNb1s3SUbG3JSdRUjITMQsgc///jxHz+6cOaEUiqg53yFmhDOMM4fda8j2nJ47v10IyEmOjM99fnD uyY5alHidPDpDwnaIWUMBoNCobDzYmiH3igdJiEEY+2v6nD+qF ueiLWoGGhIuZhXeu5MWHBgRlrKw9s/6XEpUBFu75wZW65BRF1vGwSDvU45RkMmtJ1UdfzwwQC/BU/u3gZaBZ1HavulwyR9796M9rS7+PiR/9sAVAxUBMIdPnX0UEhQwKrlS5vqq4FWTttJ4bigHVIGw7D+/n47L4Z26I1yY1UatUxoIKRAqxjp7dizfau/7/zcDWuHu9qARm47W9XtnTO95rwqzZQyEDKMN7JxzaqszIUdbxuA Rq6hfc/MKD0ubXlR7a68QyOJAI284+3L7fm5kWEhR788IB4ZBDql27vFH kE7pAysSgM1g9xYlcaixEwk8uLZkxVZi4P8/S6cPkEIx8z0i+X7kOa8Ks2HPsVIyEZ6O9JTknLXrxEM9lnVhFr m/q8/G7mrKo0WFVtVuIGQPbt/d0328tSkhIc//2QgZBbmHDMJ7ZAysCoN1Axyy+zQVnpbLuLeuv5dbHRkXExU1cN ykxx119IZ5W+hmeuqNFPKFmRU9bA8OiL8xFcHdXTKCqcm11elU cuEBkJmUeKi4f4rF85FR4TnbVg32PHOqnLPwRSUBe2QMnB2CDW D9LgU54821T7DeCOuGWT1uNSiwMb6uk4cORQU4L89P5c30GMkE WaNSpo/22HLi2pef7ezh3XbA0TR8a+T4+Me3r4J1MzOu9Dj0s43L4Y63r nMDk1y1CRHu5pe7dpa8Nknn3y5b49kZNBCgxqkjgraIWVkMlln Z6edF0M79EbZqtJw+jpdUJXGtu6nRkTdTa/XZi8P8F1w/UqpFhUxNM3cNpJyWV0ol+2C9htwqUoqyN+0MTUpvr+tycyc9b0 pu44/0CMdHXRBv2lRsa3ge+2Th4sz0qPCQx/d/Vkh5hnpUfnWUUE7pIxarZZKpXZeDO3Qe+WCuBUdKjaSiFzEfXj nZnRkePbSJa9rKrWo2EjSpQYpbbtuXEBNvK2rio2KWLV8KSHkM Gtt+f1+c8Vdh0kMuFQu4l2/fDE8JDhv43pWa6Ot2gND7zpoh5SxWq1Wq9XOi6Edeq+cPTTY6n FLx4bOHDsaGhz0xd7dg52tRhLxgGqcrkwn16JikwK788O1uKjI s8eOGAiZ20+5onO/2e66oc6WbXmbosJDrxQXCYdYtKrHTUHQDl0DtEPvlVMHJltN6r 7WxuWLF8VERly/ckk6NmxWYIwelVzTde/LSCI6Eik+dTw6IuxVdaUelzBxndkF/abHJFYlXve0IiYyPC05sfbxA7mIy8TNwkmCdugaoB16o7SoWCn hC4f6nFSVxqoi5GLuNyXnoyPCN61b/fzBXQ0isigZPypp/jygi9n9hGDMZV9HLRMCNSkeGSgsyEuKj+MP9jFxD0yLiiUjAyi X7aSWG0lEh0lLz50JDgxYvXxZU321VUnQvNqfnYJ2SBmdTkcQh J0XQzv0RukwCc4fbW2omfPIUi0qBjrFaG/nts2bfD+bd2DPzsGOFqAiPKbSmG0ob39Vxx/oceU2nhYRAY28/fWLjNSU/Jz1GH/EJEfd3hsOSYdJeppesbta57zfbPWM2D3tW3M3xUZFHPvyi7HeT sZlU0wjaIeUQRCkt7fXzouhHXqjnJF3qJYJTXIEaOS1Tx5mpKX ERIRfKjpNCDlWJe4xo5LGVVVpPvRbMynQJ/fuBAf4l10s1iAikxxlUIFvJ1WlsSpxIyG7f+vH5UsWLU5Pu3Wt TC0TAq3C7d93DgXtkDIw7xBqBs15VRotKgYaOSnkfHvhXERYyO KM9LonD60q3GMmhRO/qcb5VWmmlFomNCtQlVRw+fzZIH+/2scPmBUhMudVaXSYBKhJhMs+dfSrQD/fnHVrOt++BCrCJEfoX+3PIUE7pAysSgM1g+Z2dqjHpUCnGO5q+ 3zXjgDfBYUFm8dYXUCn8KRJ4bjcODvU2DYRVYR0dGjdyhVLFy1 ktTQC5pyJOIezQ7VMaJKjQE12N77Kz9ngO3/ezq35CGcYaEim9IZDgnZIGTg7hJpBtr3Dd/VVs9w71KJiswIz4NIXlY/Xr8oOCw78tuScBhExOlt8xq+sQURtL2tdvHc4sQEGQtbf3pyRm rJvxzb+YJ9VyYw7X4dJuhtfDne2zL7fgJpUy4SP795etigzLCT 4xjel6j+fBOL2r+kMQTukDIIgPT09dl4M7dAbZYss5Q/0KMQ8anM4NSLS41KrEpeNDd+8+m1kWOiihWlva6usSswjJ4UTu 06DiIRDfW48t0+PS/WY5GXV08iw0OLTJ9QyASPCarSoWDTMQjjDs+k3PS6xqgiMP3r5/JmgAL9Vy7J6mt8wa9GYgqAdUkar1aIoaufF0A6hqMhIykxydKC 9+dD+vfPnfbJv53Zuf7fFs6Jm6Czb6F967mxKQnzF7ZsWNanz0 InRRBkImQ4VD3a2HNiz03/B/MMH9uH8UQMh8/i7Dtqha4B26L2i9pBuW6wzErKm+urUxAS/+Z+V37xBirhG0vNHpYmd4PZ1OQMhU0j4eRvXrVqW1dn4iv4nJ8 +m37So2CRH1TJhdcX9+OiouOiop/fuaBChkbF11xwStEPXAO0QygHpMLGRRBRi3i8/XI8MC8lemvW29rkWEZvkHrttQ2cZSWS4py05IW7HlgKFmO95cb w22arAy0W8m9e+9Vswf/XyZW2vXxgImad+3/cF7dA1QDv0Rtn2Dnn93Q7tHWpRsUWBidn9hz7f579g/tGDBwY7Wkwkwuii0hS6ToOI+AM9GG/E7bNhLSq2KPE7N66FBQedO3UMaOR0fijRomLhUJ9sbMihfrPVI B3r7cjftCE6MqzkzEneQI+33XXQDimj0WgQBLHzYmiH3ijbeYf Ndc/tjyzVYRKgU7a+rF+auTA2KuLn62XSsSGLpwfOvC+b37Q21PD6u +kwIutxqRaTfLlvT3hI8KNfbgE1fTMN9Li0622DQ5GlBkJmkqN va58nxESnJsbf++l7lUwAVIQ3bJROFLRDyshksu7ubjsvhnboj XI079CswJQS/uXzZ0KDgrKzlryofGQkEbMcpe3I6zy5N+9wSllVhJg9sGr5spT E+JHudtrmG+hxaWtDjf15h0Arl4u4JWdPJcbFbN6w7k3NM5Mc9 eAcnmkE7ZAyMO8QagbZX5VGh0mAVjHY0ZK7fu38eZ8UFuT1tzU DndLbJoXjcmNVmmkEdMrmF9WpSQkFmzZq/hx3SjfZX5VGj0utSqKr8fXmDeuiI8LOHj/CG+gBatJAyDys3IydgnZIGViVBmoG2Tk7WBNAxAAAIABJREFUN MlRoCKePbiblpwY6Od74cxJUsABGrnb2+9G0XB2aGsVUBH3f/4xJTH+yoVzRlrm4dlZlcaixIGKfPTLz6mJCQtTk3+6+o2BkFmU OD2nvK4RtEPKwNkh1AzSYRJCMNb2shbnj74/bqplQls1SDUi/P6b0tDgwNTE+NrHDy1K3MyEdG+nyjYod755IRjspcPe4bgMhMx AyMpKiiNCg6sf3TfKaeeIOkzS2/x6pLvtQ/2mRcVAp5SMDl46dyYpLnbD6pWdjS+BVk63L+J6QTukDIqifX19 dl4M7dAbpUXFKqlAzO5//7xDtUxkkqNWFcFqbTp8cH9kWOiW3ByO59YgpdB1GkQkGRlw5Xm HdsqqJvmDvdvzNyfExgx2tpjkKK1+ZVpULB0dxHgjU/abkUSAVtH+pmHX1oKI0OCvDx7A+WNW754UjgvaIWX0ej1JknZe DO3Qe/X+QKNFxbbzmGoeP1ixZJHv/M++K72gEPO8M35h+q6j5zANtPKOty8TY2N2bs2Xjg2ZFfSazU/Zb7bKtwoxr/5pxZKF6YmxMU/u3TZ6WSrF9IJ26Bp+tUO5XO7edlAG2iFlTRqY9JjErMAw/sj1KxdDg4LSkxJf1z7XYhIvKfzhaNfRs0/0mMSASyvLf/Gb/1nZxfNKCb1y89/vNz0utShxwVBfWcn5iJDgLbkbBztbrCpY7e8vBO3QNfxqhyUlJ Uaj0b1NoQa0Q8pSSQXj/23beRrt6/h8z46PP/rD7u1beAO9BkKmx+GoNHXX0TbE0UQihIBTfOq4//zPnpb/YiJR+uy9Teo3Ay41ELLBzta9hVuDA/wvFxchXLaRRKAXThK0Q8pYrVaLxWLnxb/aYXx8/JMnT5zWJCcC7ZCCtKhYIeaN9rTLRVw9LjUQMgOJvKl5lpGW4u8 7/9rliyiPbYKj0ge6ToOIOH2dCGeYpv2Dik1yVDjMyt+4PiMtpf1 Ng5UeuflaVMzr7xaz+3WYRIuKjSSikglrHj1IT0lOT0msr3ykR kS0TZp0r6AdUkalUonFYjsv/tUON23atGjRIvuz9+kDtEMKsiVaNNU+w/mjJjmqxyTlN38I9PNNT0l+U/NMJRXAGqQfkq1b3tVXcVldtFqHnNRIkxztb2+Oi47cunkTh9VN hzMR9bi043X9UMc7kxw1kohczLt25eKCzz7bnre5o/GlkURo259uF7RDykil0s7OTjsv/tUOORxOWlpaQUGBwWBwWsOcArRDChpPw5cLOfzBvsKCvKAAvy/27Bpof2eWo3BUmkY2O2ysqaRV3uH70uNSI4nUPanwWzC/5MxJIyF1+5KprSrNYHszMKj725rzN22Mi466XHyWw+q2KDCDu5 tHZ0E7pIxYLG5tbbXz4v8bWfrkyZPY2NgLFy44p1XOAtohBelx qVzEbamvqrhzMyk+NjjQ//L5syhvBGjkNF0ApI3oWZVmStn2g88cOxIZHlpx5ybQKd3bHj0u 7Xzzgsvqqn78IC46KiUxvuLOTbVMaIXHZM4kaIeUoViVxmg0nj 9/Pi4u7sWLF05pl3OAdkhBQCNXiPk7C/I++fijxRnpT+//osekVhXswJlFz6o0H2qqAZdi/NGNa1YtW5TZ/e4N0CncFQGkRcVAK+9+27B7W0F8dOSW3JzGuudWJW6E2RR2CNo hZahXpZHJZLt3705NTR0aGnJCw5wCtEP7pZYJ9bgUaEj+YO/eHdv/9NEf8nM2DHS8Axq5kURoGypJK9nssLvxpXCoj/6JcVpEZFUR/W3N6SlJm9atEY0MmNxh4XpcArSK7ndvVi1dMv/TT04e/lIyOggLO9gvaIeUwTBsYGDAzosnp+GzWKzk5OQNGzYwJe8C2qG dsq1KWRRYw/Mnq1Ysi44Iv3DmJCniAjUBo2bsl62vEM6wXMRlSr8Bg/ruj9/bjqgEalKHua7ZthMZgYqoLP9ledai6MjwG9+U6lCxhQahPQwSt EPKGAwGpVJp58VTVKW5f//+vHnzvv/++zltlbOAdmiPbNUg5SLuD2VX0lOSFi9Mq3380KrCTV5fg5Sab KkCbm+GndJiEhOJHNi9M8B3QVVFOdC4Iu9CLRPqcYlVhQuHWZf PnU1PTtq0bnXr63qgImDUjKOCdugaprBDhUJx8uTJBQsWvHr1y vUNchRohzPKQMisKmKg/d3BfbsjQkL2Fm6TjA5YFJjbQw2ZK2bZoQYRmRXYaF/XyuVL46IjBztaLArM2e03KzCgJrqb32zL2/ynP/7x5NGvMD6M1aIoaIeuYeqapSKRaMOGDYmJiWw228UNchRoh9PL rMDUiKjh+ZPFC9MWfPbptcslWkRk2/RSiHlwv5CalBL+xJo+jBDQKV9XP4uLili7cgXKG6FQe8+WzghU BFARFgX2IWPTomKLAlMjotrHD9atyg4PCb51rUwh4ZvkKBP7jQ 6CdkgZi8ViMpnsvPiDJbz7+vqioqJ27dqFYdgcNcwpQDv8kHSY xKxAMd7oz9e/Cw7wy0xLbWmoNRIyPSbRYRK5iDvU8Y4UcuDTukOyWQi7q1U2Ns SsrrMd2vXz9e98P5t37uTXKqnAoVAgHSrWYRLxyGB/+7v+9mZuf49GJnq/B/S41CxHZZzhK8VFAb4LNq5dzWpt0uNSPS7VYZKx3g7hUB+z+o0O gnZIGaVSyefz7bx4uhMt6urq5s2b98MPP9hf8831QDucUnpcai CkgsG+g3t3+3722Zf79nD7u42kzLZAakvDf1v9dPrjf6Hel80O m+ue0z/v8H3Z6qKdPX503icfNzx7bHMpO19rwKXDXW1HD32RlpqyMC1tS 15u04tatUw4cYppy3Qc6mzZsSX/T3/86OjBAyJ2//hZxHpc2v6qbrC9mXH95nZBO6SMRCJpb2+38+Lp7NBgMJw9ezY8 PPzly5dz0TCnAO1wkrSo2EDItIio7VX94vT0yLCQG9+U4rxR84 TT72x2+Pr5Y2iHFLpXg4gaayqZaIcaRGRVESO9Hbkb1iYnxA91 tZnt20TU49LRvs79u3ft3Lbl3cu67ndvzp48lpuzsf1Ng+bPO6 kGXGogkaqK8rjoqJioiMd3b+OCMdNf3nWtDTX9rY1M7Df3Ctoh ZSQSCZWqNFOC4/iqVauWL1/e398/64Y5BWiHE6VFxWY5qpQKbl37NjQwcOXSrPrKx7Z/nDjqjRdpg3ZIoYc1DKlKM6V0mMSqxJtf1MRGRRQW5EtHh2bMed BhErMcPfn14W0F+R1vX1qVONDIR/s6r1659OD2LULAMRIyAyHT49KSMyc//uij5Ysz39Q8M+DSSXHLelza9rJ2oK2Jif3mXkE7pAzFqjQfYmh oKCoqas+ePfTcRIR2OC4tKgZqksPq3rG1IDQo8KsD+1htTRYl9 n42BZwdzqaTNUyoWTqNjITMSCIP79yc9+knV4qLFBL+9Ln5Okx iUWD5uZuKz54COqUOkxgJGVCTSilfOjqkQUQWJSZmD+zftSPAd 8GB3TvY3W3mqWqQwtkhZUE7pAzFmqXT8PTp06CgoOLi4lm0yll AO7TJQMisKvzFs8dpSYmxUZHXSksw/ihQk3pc8n74qA6TkEJOT9MrQjAG4xocks0O+969EQ2zGPokoZY JzQpMLROePXbUb/5nj+/dNslRHfbB72Kzw635+WWlJcCoMauJ1tf1W/I2F27dcvHcWQ0qevn8aVbmwhVLFt/+/jucPwq0iikXYHWYZKCticvqYmi/uVHQDilDEMTw8LCdF9tlhwCAs2fPhoWFlZeXU22Vs4B2qJYJgZ rUIKLvLl0IDQpctnhRzaP7ZjlqnjbFXi0TYrwRlVTArPw5mgjn jyrEPEZ3nUmOyMaGNq5ZlRgX21RXZbuFptQkOzQq0IGOd99dvn Ti6OHw8PD9u3emJSZsXLvqXUMt0JAWJTZN9g7OH2VQNR/6CNohZUwmk1artfNie+1QLpfn5eVlZmba77SuwcvtUIeKgV7F7 e8+8sXnMZERu7YWDHW2Aq3CngdwOC+k3u1MS8Of8isYCVl/e3NcdNS2zZtE7H6rmpzSyWx2mLcp5/Txo2YVocMkQCMHwPKm9nlQUFCAn98Xe3YKhvqAduYUew/oN7cI2qFrsNcOAQAsFmvZsmXbt29XqVTOa5CjeLMdmuQoUBPNL 2o2rl0dGxlxtfSCDpPYGSuogXY4C3nGsG6LkamuKI8KC71w6oS elE2ZiWjLvv/ucknuxg3PHtwDWrkek5Tf+nHliuXLs5bcvF6mRoR21iD1jH5zv aAdugYH7BAAUFFRERMTc/nyZSe1hgLeaYdaVGxV4Rh/9O5P32dlpi9KT62uuA/UpP0Op5YJSSFnUt4YlJ2Si7hKCd/tzZi99JjEqsSPfXUwNjKy4s5NoJ66nKkOkyBc9vnTJ3du2/K0/JcrF87FREetXb3q+cNyAyGzPzRGLuIqxDy3f2vGCdohZcxms/1n2jtmhwCAoqKigIAA+pyJ6IV2aCRkViXO7m4/+uWBkMDAA7t3cAe6rUrcfmPTomK5iNvf2gir0jgqWycPtjdLRg Y8ICREi4h0mEQh4a1avjQlMb6n+c2Um4hqRARUOCnk7NtZ+O+/+/fY6OjP9+zuePvKll9hf9exu1r5Az0e0G8uFrRDysjl8rGxMTsv dtgO+Xx+Tk5OXFyc/Z/hVLzKDrWo2EQiOkzS/vpF7vp1Cz779PqVi0oJ30g6Vn8S5h3O5legYXLe4ZTfyKzA3tZ VRYeHrV+VjXLYk76XLW9VIxO9qHyUmZYSGRpSceemFhU7uvIJ8 w4pC9ohZeY47/B9WltbY2NjV61apVAoKLx8bvEeO9RhEiOJYPzR8ps/xMdEZWcteVX11FaP29EFT5h3SFlMr0rzoS9lURE/ll357NNPPt+1w0gitqMxzXLUlqQoF3JuXvs20M935bKs3ndv9b jEgEsp3HXQDqkJ2iFl5rIqzZRYLJby8vKPP/74+vXr9hcLdxJeYod6XGpWoBxW98G9u+d98qdD+/eye9qNJELt6Dhoh5TlebNDmwyETI/LPt9V6O+74NmDu6SAg/JGCP6oSirgDfR+uW93aHDgVwf2jfV1jtcgdVTQDikL2iFlnG6H AAC9Xn/69Ol58+a9e/eO2jvMFR5vh1pEpMelFiX27mXd0kUZ4cGBt66VSUYHzbM4sBAu llL/dXioHWoQkVVFjPV2Fhbk/cf/z957B8dxpfeirvvKfvZ9Lte1t+7bW752rX1391p37fVKYkbOgS ABMIAEg0iKFEkxRzFLpChGMYhRFHMQxZwjiETkHAbAYIDJuXOa 1JOn3x8tzZsFCHCmMZgA9Fe/Uql4zjT6+073+fUJ3+/8799/+J9//MMH/5aWnLh7x5bsjPSZ0/Ie3/mR1CqdFMJ5sZmnQ87g6ZCzDftkKWvsmYgzZswI7yLiiKdDJ4mY Ie3FMyfTU1JWL/+sougdGqSBgt1K091Uy2+l4RA6C6LvaakfGVtpfOE2ER0NNdOm Tv0v/+X/+p//9M+//e3v/vmf//nXv/5/s9JTi589chkwj3/ZFIOETtLexG+l4dI0PB1yteHdSuNrXV1d6enp69atQxBkKNcZi o1gOqRRgLGQ6p7OjatXjh8z5qvtW+VdbYyFDOiYuoHAJ1oMBaR OOTISLXzBOCznThz71a9+9cEHHyQlJaWnp8fGxv7mN7+Ji5nU2 VjL2M1DPyyaT7TgBp4OOZvL5bLZbH5WHhIdMgzz4sWLP/3pT+fOnbNarUO8FDcbqXRowyHGZqwsej53VkFOZsbFMydRtYyx vDstjBv4ceFQQjfyPiMYt23Pjm1/+Vd/lZKSkpycnJycnJqaGhcX+w9///evHt1jHBY+buECT4ehsaHSocfjOXz4cHx8fElJSVBuKFAbeXTI bnynMeDGxR9yJ2ctmFtY+eYFYyZdFGqGg/mHeDocSuhGXrfOMMzxQ/v/5r/+18SkpOTk5ISEhNTU1BnT8v/Hr3/94sEdng7DCJ4OQ2NDpUOGYcxm82effTZ//vze3t6hXy1QY+mQlAtdZoODRFjY/nwXuA2HvEV9SmkU6F/q/WGfUjsB+1IIe9Aut1IrBvYppVHADOvsOMSYSU1v15EDe3MnZ3+ 5/QuNuJtx0r53ZcMh39++1513ltpwCNfILb8shgXdnfc6O1BpJLT dIO6w+XaEVmGGdU4Kfa87fUqD0nbsZfs4O5S2cxkwhjZ0tTXOL 5z113/91//yr/+alJiUnZ2dnZU5acKEgml5wuZ6xm4eetsRWgWlV4Wr7QJ9FCOn 7RiPu/7ouqJ1OaHvYKPdnE6n/zOXP9MhhmEOh4P9f5fLRZKk3scIgnC5XGypw+HAcdxbBACA2Wy WSCSTJ0/euHEjCIIWi8VbCoKg0Wj0eDzsb61WK4IgOp3OW2o2m723QtM0B EFskU6ng2HYV4ncbDaDIOgtRRCEnRHWN5Xeyv1XdXudRtIj72x VdLXJO1u1vV2scD6NAiZIC8p62H9n/6uXdLPHEdAoYAQ1ekm3t0jR1QbKethzHtj9Jjqx0FuqFLZD8l5 vKalTano6fUsRpcRLMLhGrhZ1eEtV3QJMLfOWoiqpqlvgLVWLO gitwm3EnRRaV/pm05qVCTETD+35UtbRAkpFmp5OUqf0ugPJe33d0YmFvu4AUhH7 72wFQCoyghq21ACovc5KBc3tNW/1km52+ZB1Vtvb1ccd7+IioVX0cQdVSb3uYGqZb6la1OHLtYhSo hS2e0s1PZ2EVsH+UTOsgxVi31L/287XnXe2XR93YIXY6yyhVfjfdmpRR5+266yvEjXXsbfNth1bao Z1fZzt406ftuvzKA7edr6PoqKrrc+jyLntjKAGlIoe/nQ9b3J2YmzMtCmT//Sf//Hb3/7297///R//49//5m/+esWSRd3NdZBUJOto6f8o+jqrEwsHaju2dbqbatWiDjsBB7ftf N15b9v5vncBPYrvbTu24fq3XZ9uhEPbaZWK4t2LHy1NhlHMYrF 4e0WLxTJQn+nxeEwmk7fP1Ov1KIp6V9HcbrfBYAAAwFv6Xgrw5 tQ5nc4+FEBRlNvtZkvtdjuKogNRgM1mG5wCYBj2/tZPCmCdNRqNvu6gKMpqs5EkKRaLSZL0LcVx3NcdgiD+jA6lUqk 3yna7XalUtra2tvxiSqXSK/tG07RMJmtpaWErtLW1abVahmEePHiQlpZ26NAhuVzuLRUIBAAA eCNFUZRIJGpubmZLOzo6EATxRgrH8a6uLva3zc3NXV1d3rv0eD wwDHd0dHhLe3p6WBEAoLnsp6n/IqouaamprC993VBWVFfyqquhGlVJrRhoxUADoJa0NzWUFbGl9a WvRc117Dl/7LF/PS313qKGsiJxWyOlV7GlmFombKypK3nFljaWv5F1tBhBDVsKK8 QddZVsaV3Jq+aKElW3wAzr2BkhQCpqqy73lrZWlenEQssvU5Sa ns6WylJvaUddpQFQk3rVzSsXZk2fNnv6tPvXL7dXlzdXlLCliF LC/lEjqJF1tDSWv/E6291Ui2vkXnfEbY3s3bIVelsb2O2jVgzENfLuplrWkdril2XP HorbGr3usL2819mmt8VKYbsJ0rLuQPLe9pq33htuqSzV9HSyzl oQvU4sbK0q85a2VZfrJd3sQMoM61TdAtYRr7OQvJf9oyZIK+9s 9XXHt+0ovcrrTv+2I7QKUXPdQG2HqqRdDdW+bSfvbGXdsWIgJO 8dpO30ku6B2s4M6zQ9nZWvnla+etpY/qau5FV7zVtI3ss6a4K0SmF709tirzud9VW+j6JU0Ox1tr70dZ+ 2621t8G07cVtjn7Yb6FFElBJfd/q0HSjr6d92FkRvJ2DGTPS2Ne7duS12wvhZ0/If/XS9s77y6g9n5hTMSEtKnDNrxsJ5hZPGj/3u4L7WyrLG8jeC2gpYIR7oURQ21mBq2TvbrqGsSNLeVFv8UtzW 6DJg/dtO0t5kANR+tp2gtsK37dSiDt+2830U+7ed73snqK3wfRQVXW2 +7gTadmzD9W87TC0LqO1U3YI+bddUV/vki8Jbn0zq6pGgPsewoyjq22cKhUJvn+l2u0EQFAgE3t64p6fH aDR6CU+r1ba3t3tL+1CASqXypQCFQuHlHqvV2ocCNBqNl0rNZr NYLB6IAgwGg58U0NLS0tXVheO4lwIQBPGlAJFI5NWBcbvdAAD4 uiMWi1mihSCovr5erVb7lspkMu+Q0WazebeeBmGy1GvHjx/Pysp6/vx5EK/5XhsBa4fsJIlCKDh+cH98zKQv1q3RirtdBnT4Flr4vEPOoEdK3 qGdgJ0UIu1oOXbwm4y0lLPfHTGAGieFWjHQhkMsXBRK6JQrli4 pmJ7fXFXGWKih/EU+75Az+LVDzhaivMP+ZrPZVqxYMX36dJ1OF8TLDm4sHRKyLru BYCcfWPg+TL7/PqylfR7i95ayyzZ2Am6sKF326cLs9PRn927jGjm7fjB8N2wnYF wj769KM0R3uJWGrHWC0na0j0ibk0Ij1tlBbsmKgU4KMcG6mpLX ixfMm5mf+/rxfRoFHL88dewSGrug5aRQWVdbalLC5nWrUJXUbcA435KdgJsr SkTNdSwdhr7tIqd1AnXH47DzdMjNQqFKM5C1t7fPmDFj7dq13r HzcFv0jg5pFLDhEI0AD29ez0pP/XT+3PbaSguid5BI/1ciuGBHh7XFL/nRYaBgm6ahrChKR4dWDHSSCKqR37j0w8Rx45YvWdReV+kY4KRD yy+nBD+6dSMhbtJ3h/YPUQuptaqMHx1yAD865GwgCLa2tvpZOch06PF47t+/n5mZef78+eBeeSCLUjpkp6T0EtHu7VsTYmP27d6pEnU4AjkuZy igUYBd2uFVaTiEzoLopYJmdgkt7PcTENhz7dWizl1bN08YO+bo/r1yYbuTQuzEYE8du8T19a7tWempz+7d5jxlSqMAu90m6uIWdvB 0yNkMBoNGo/GzcpDpkGEYmqaPHTuWlJRUV1cX9Iv3t2ikQ/YLXdBQNbdgZmpS4vWL53Ctwh3IgYVDhxnWGQD10HVGRicMgNoE acN+GwHBhkMeE1FT8rpgWt7UyVk3L53H1DK3AfOHnJwUiqpli+ bPnZmf19Pa6KRQmtM9GEFN1MUtEsDTIWdzu93+nzMRfDpkGAZF 0TVr1uTl5YVAvC3q6NBJITYCuvz96ezM9KWfLih98YRG9R4TEf o74T/ShxK6UH67DB1uI2YEtedPHk9LTlq7Yll1yWsrCjgDmZZnaKqlu jwnK3P18qUWRG/j9PC8c22Mx3vB02FobFjokGEYgUCQl5e3efPm4RZviyI6tGKgx 0Roe4VfrF+bGBe7Y/NGsaCZsVAOAg7LKI2nw6GELlq6dSsGMnZzb3vT6uVLM1KSjh38 RiFsZ2hDoMq3NAowFurWlYvJ8fEnvj3g4TSZEUVxiyjwdBgaGy 469Hg8L1++jImJuXHjhjeFfzgsKujQDOvcBsxtwMtePJkzc8bU 7KwLp0+QWgVjocLVO5ggLawQs7nAYY9PFIH+RViATdAO+/0MDgeJeEz4q4f3ZuRNzcnOuHPtEjtlyu3O7QRsQYF9X+2Kj40p fvbIbcQD/aJCVVI27T3skYku8HTI2ex2u8lk8rPycNEhwzA0TZ85cyY+Pr6 2tnb4/krk0yGNAozVQAHqH04ez85Im1Mwo7LohcdE9NmzHkqwOeztNW9 xjZzfWRoQ2K68s75KJxYG5WiRYYIVAxkziavlJ749kJ6S/On8uQ3lxQxt4HZeNAszrGMslLq3a+XSJTlZmewB1P5zmxUDu5t qFV1tkRy3yARPh5wNw7Cenh4/Kw8jHTIMQ5Lk8uXL58yZo1Qqh+lPRDIdmmG9nYAZCyXtaN21dX NKYsLmdau14i5P4J/VwQWbaFH1+hmfaBEo2N6/tviloqstYhMGnBTKWEhBfdX2TRsSYmN2b98KynsZ2hCUizM2U2 NF6ZTszHUrPye0Sv+DYMOhprfF3rxDHv6Dp0POBgBAU1OTn5WH lw4ZhpHL5enp6bt376YoajiuH8l0yNLe21fPFs2bm5qUeO38WX ZPadhvjFel4Qw6slVpaBRwGzEaBYqePJhfWJCanPjg5jUrBrmC NxXBZms8ufPTxHHjLp05aUH0fj7SvCoNZ/B0yNnCpkrzTvN4PMXFxTExMZcuXfIKnwbRIpMO2V0zmFp24+IP qcmJBdPym6vKXRQaIbtXWDrsr0rD472gf1GlibTRoRnW2XDIY8 BAWe+F0yfSkhMXzC3saKh2GdCgN7GDRAid8sS3ByeOH1v64qmT RPyZ/7ThkK8qDQ//wdMhZwMAIGyqNO80t9t99OjR7Ozs4uLioF88AunQTkB2AlaKOv fs3D5+7Mc7t2wGZKI+57aEF+zpTnUlr3g6DBQsHTaWv1F1CyKq W3dSqIOERS0NOzZvGvvxx0f2fQ0pxE4KGaanzmPE1T2dK5ctmT ktr6up1p+NpjYcaqsu721tiKi4RQV4OuRsEAS1tbX5WTkUdMgw jMViWbRo0cKFCyUSSXCvHFF0SKOAg4TNsK6lqnzurIKUpIRbVy 4aQU1EcSF7nwZALetoYc9/CPv9RBHYTl/R1caeMRL2+7H8ciSenYArXj+fOS03PSX5+f07pE7pIBErNlx7O GkUcBuwjoaa1OSkHZs36iWi987H0iig6hYAUlGExC2KwNMhZzO ZTHq93s/KIaJDhmGkUmlWVta2bduCO2UaOXRIo4CDRCi96vbVS3GTJiyaP 6++vNiGQU5q2DVIuYHXBxlK6CJE0IeV2zYA6gunv4udOGHppws 76qtZPe7hfurYj7yXD+6OH/Px5bOnWFaOlrhFF3g65Gwej8d7vNR7LXR0yDDM48ePU1NTz549 G8RrRggd0ijgMqB6qWjbpg0Tx43d9+UOaUeLi0IjeV4oMkk6Kh Ah6ipWDHBSiErUuebzZZPGjzt2cJ+6p3MoKtuU/STmAAAgAElEQVSBgmXib/ftTUqIe/nw7nvzaCMkblEHng5DYyGlQ7vdvn///uzs7JKSkmBdMxLo0E7ALgptKC+emZ83NTvr+sVzmEbuMRFWDDS H+0UaBHzHNJTQhT16NhxiTETp88e5k7OnTs6+/+M1Uq9iuKbYc46Dg4QhuXjhvDlzZs3oqK8ePJ0jEuIWjeDpMDQ WUjpkGAYEwWXLls2cOVOlUgXlgmGnQ8ZMmGHdpTMnkxPily5aW P7qmYOC3cbwL2QODhOkBaQiI6jhu6eAwIYLlPUQOmW4QkejgIt CTZD29NHDyQnxyxYvrCsvdhmwIGZTBHYzBqyjsTYtJWnz2tWIW uak0IEqwwoxppbxj1yg4OmQs9lsNv9z/EJNhwzDCASC/Pz89evX+z+lO4iFkQ5pFGDsZoVQsHndmsT42F1bNkk6WhgLFfm iG6wqTUtlKa9KEyjYrry95q22tyv0Dc1mUzBmUtzevGrZZ2nJS Xt37VD1dDJWQxjbkZUzvf/j1YTYSae+PcSYyXcSnhUDuxqqZR0tkf+CRBp4OuRsKIp2d3f7W TkMdMgwzOPHj5OSki5evDj0S4WLDp0UypjJ8lfP5s2elZ2eduH MCTOsDfEhTZzBq9JwRnhVaRgT4TKgz+7dKpw5fUpW5s1L51kqC ntYrBjoMqBf79iWmpT44sEdxmrsX4dXpeEMng45W2Sp0rzTrFb riRMn4uLihn4mYujpkO2ACK3i0tmTWelp82YVVBa9YCzUUNQgQ wxelYYzwqVKY8VAxkKhKunpo4cz01MWzpvTUl3uMeEOEomQvZo OEgHlvYs/mZebk93T1tT/zDJelYYzeDrkbJGlSjOQ6XS6devWTZ8+XavVDuk6oaVDOwExFq qnrWn3jq0xEyds2bBWK+6OhM/zgMCPDjkj9KNDM6xzUqjHRHQ11H6xfk1ifOzuHVsQlTQCpyIY2 lD/tiR/Ss7KZZ9RepWdgH1PCeZVaTiDp0POFgWjQ9aEQmFOTs6OHTv8P4 Cjv4WMDtn9CzYMrC55vfiT+fGxk66dP0tjQDS+26wqTUNZEaaW 8XQYEFgGaq4oUYs6QrMGxpgIM6IvfvZwbsHMlIT4h7eu23AoMp 86GgUYm+n2tcuJ8XFnjn9rJ2DfU4JtONRe81bS3sSvHQYKng45 GwzDAoHAz8rhpEOGYUpKSiZOnPjTTz9xPhMxNHRowyGXAUMUkr vXLqclJ8+dNbPhbYmLCr4aZGhAo4AR1Ki6BQZAzUuEBBo6C6LX 9HRiatlwh45dkEPV8ktnTyXGxyycN6erqdZOwJH81NlwyIqBR/Z9HTdpYmXRc189JhoFdGIhrBDzj1yg4OmQs1ksFhiG/awcZjr0nolYU1PD7QohoEM7ATspVNbV9s1XO8d+9NHeXdtVPZ3 OqOVCLyJkzSkaEYLQ2XHIhkOyzrYtG9dNGDvmwJ4vYaXETkCRz yVuI64QClYvX5qTlSHrbAvoTEQe7w4pT4dDMI/H42fNMNMhwzAYhq1YsWLBggXc5EyHlQ69apCNlaVzZ81MjI+7e/0yppY5yeFSRg4l+E5qKKEbvuixT50Z1tWWFuXlZGempTy5c9MI aaOFV2gU8JjJuvI3eTmTN65dhaikTgoJQdxGMHg6DI2Fnw4Zhp HJZOnp6Xv27CEIItDfDh8dshqkZlj30+ULiXGxSxZ+UltaZEH0 zijplXhEI2gUcJKIEdJeOHMiduKEFZ8tbqosteHQILntEQh2Qu Xx7ZsTxo29cu6MEdQ4+PXCIYCnw9BYRNAhwzBFRUUxMTHXr18P 9IfDRIc0CnhMhLZXuHXDuknjxx3Y86VE0OI24iNjFwC7dqjt7T IAap7aAw2dBdHrxEJcIw966KwY6KRQRXf72hXLE2Infbvva5Wo I0qfOpcBMwDqE4cPTBw/rurNCyeJ2HBIL+lGlBL+kQsUPB1yNpqmMQzzs3Kk0KHH4zl06F BmZmZpaWlAPxwOOrRiIGM1Vpe8KsjPy0xLvn7hLKaWMWZiBEyQ eh3ENfKmt8X8ztJAwXblrVVlmp7O4LKUg0RcFFr24umUrMzpuV NuXb1o0Kuj+qlzGzBtr3Dppwtn5E8VtTYwVmNHXaVU0ByN7B7m SPJ0yNUQBOns7PSzcqTQIcMwOI4vWrRo3rx5vb29/v8quHTICjDaMPDS2VPpKckL5s4ue/nEZUBdUTVV9V7weYecMUx5h4zVSAGqk98eTE1KXL54UU3JK7cR d4dDgzSIsGKgk0Ta66pSkxO3bVoPq6TdjTXdTbWRmSUSyeDpkL NFTd5hf+vo6MjJydm8ebPBYPDzJ0GkQxsOMTQl62zbunF9SmL8 js0bZZ2tjM0YvZ/ng3jKq9JwQ9BVaWw4xFgNPa2Na1cuT0lK2Ltru7ZXyJhJGw5F8 nEofsKOQw4CeXr31sTx486fPtFWVS4TNPN0GCh4OuRs0aFKM5A 9fPgwNTX13LlzftYPFh06KdRlwIqfPVowtzA1KfHS2ZNmWBd1c jN+gh8dckYQR4dmWO82YC4D+vLh3ZnT8nKyM29ePu8gYBeFjpj VNTOidxCwnYD3796VlpJ8dN8eXW9XdG0LigTwdMjZonh0yNrBg wfT0tKqqqr8qTxEOjT/ogZpANQXz56ckp05Iz+3qvglY4rK/Qt+gl875IxgrR3SKMBYSEQpufL96cy0lHmzC5qryhkLNfKmIiy I3oZDhFaxcO6cpLiYqqIXjM0U9luKLvB0yNkQBOnq6vKzciTSI QRBK1euzM/P1+v1763chw7NsM5lwBgLxVhIxkIyFmqQowdZNUi3EZd2th7d/03shPHbNm3QirtDfIZq6MHuLNWJhfx5hxxCZ0H0ekn3UHaW2gm YMZPyrrbd27fEx0zcu2s7opSE5bTCkAXNQcKC+uqM1JQ1ny/DtYoR7OxwgKdDzma1WnEc97NyJNIhwzBNTU0FBQUbN26kaXrwm n3okMZAZXdHc9Xbxsqypsry+vISYXO95V0p5zQKuI04jejfvnq 2fPHClMSE21cvmSDt6EkrHCVuRlToaBRwUqgZ1tWVv1n26cKUh Libl8/bcMhOwCO7OdjMpbvXr6QlJ3136ICDQkfkOHiYwNNhaCxC6ZBhm MePHycmJl69enXwar50aMVAtxH/ase2lJSUeXPnzC0szMudumfXDisG9pkStOGgk0JIverGxXNJ8X HzC2e1VJfTKGDHoZHdK/li9Hg6HKHjED0bBjopFJT3/njpfHxszOwZ02tLi1gNUprTbUQX2Nfz653b05KTXj+67zZi/BPoJ3g6DI1FLh06nc7Tp0/HxcW1trYOUq0vHRqwtatWHj90ENOrNWKhuqcLlPf2ebZsOGTDI YWw/attX6QkJhw/tF8nFbH/GPbnPpTgNUtDGTpWWUYpbN/5xaaP//Sf+7/apRC2O0hkVD11DhKB5L2fLVwwbeoUpVDAS9X4CZ4Oh2LRpFk6i EEQtHXr1sLCwkEWEfvT4brVq65f+IFh3IyJ8JgI3+1/NArYcMhJIm9fP5+eO3VG3tSipw9IvcplwEbV1A2NAgZArRS28y dacAidBdGrRR2oSupn6LxPXWvN2wVzC6dNyXl8+yaukY8AFfhA Q6ft7TIC6uaq8sKZ09euWG4ENaMqApzB0yFnM5vNEAT5WTmi6Z BhmO7u7jlz5nzzzTcDZSL2p8P1a1ZfPneWcdLsWTO+byO7QnP5 +9OpSYnrV33e2VgTdWqQQQF/3iFnsHTY9LbYz/MOWeVbGw4+unUjJzNj+6b1zVXl7FM32qYK2fMOpYJmj9V4/8drU7OzLpw+MQpnZTiAp0POFk3nHb7XPB5PcXFxYmLi3bt3HQ5 H/wr91w53bPkiOytr1YrPF8ybd/bEcXZrDHt0nFYsXL96RWpS4rf7vtaIhYyFGp2vIp93yBkB5R3S iJ6xGpTdgk1rVyUnJhzdv1fVLWBMhJ0YjTG34VBzRYmouY6hKT OsPXZwX0pifHXxSysG8lMUg4OnQ84W9XmHfcxut587dy47O7uh oaF/af/R4ZaNG1avWHH/9s2r58+9ff3ChkMuA+o24iXPH80vLPhkzuzb1y6RetVITbH3B7 wqDWf4r0pjwyHGQpW9fDpt6pS05MQLZ07gWoXHiI+2QaFvQFoq S3ta6h0kwpgJdW/XprWrZk3LU3Z3RMvZVeECT4ecLbpVad5pZrN55cqVixcvVqlUf YreuXZ48/JFhmEYu4mxkAxNUXrVkX17M1NTVi5d0lr9lrGQLgM2mjeS8KND zvBndEijgMeIWWD9pbMnszPSFsydU/LssZNCR7k4mQ2Hmt4Wi5rr2DgwFqq9rjJvyuTtmzcQOqV7dL+S g4OnQ8420kaHrEkkkpycnK+//rrPmYjvXDu8ePY0YzU6SYQxEx0N1RtWr0xLTtq9fYtOKorqIwK CBSsGElpFa1UZrpHzdBgQWDoU1FZoe7veuXZoxyGGNkgFLXt2b Juanbl31w6VqHNEKt8GCisGChtr5J2tbNzYpf0nd27Gx066+sN ZGtWzGZlhv88IBE+HnA3DsO7ubj8rRw0dMgzz/PnzxMTEixcvOp1O7z/2oUOPEV+2ZMmZ40cZxmNFgSd3fppTMGNa7pSHt360EzCvheGFC dKCsh5elSZQsOGC5L2kTtkndOxxKHYcenbv1pIF86dmZ925dtl OQJ6BdZFGG2CF2FfNx2XADIDqyP698TGTSp49co2yrbb+g6dDz maz2fw/ECKa6JBhmL1792ZlZZWXl3v/xZcO2V18P5w+WfnmFQxqzx4/kp2etuKzxb1tTW4jxr9pfcAT4VBC5xs9M6yz4ZDHRMBKyflTxx PjYmZNz2+sKPWYCP6pGyRuFkTvNmB6qWjB3NmFM6YLG+sYMxn2 m4xA8HQYGosyOqRpetGiRXPnztVoNOy/9BFpsxMwYyKkna07Nm+Mj405sn+vBdGNeAUsbuCn7zijT7fOnt zb3VK/e8e2MR99uHPLZr20xzPSlW+HHjcLordioJ2ARa0NSfFx2zdvQF RSt4kI+31GGng6DI1FGR0yDNPa2pqVlbVhwwaLxcIwDN5R82j6 by1asdtiZDfI1JcXfzJndm5O9qtH92gMtI0m3bWAYAQ1/FINN5ggLRu6nydICbim5PWieYXJCfG3rlyk9ConxW+VfHfcTJC 2zz+yb+iDm9fHjx3z/YljdgodwYfJcANPh5zN4/G4XC4/K0cfHTIMc+3atZSUlHPnzlEU1VH04FzGP0ubq00ohCilt69dys 5I27xujbi9mVWDDPujHIFgVWmkgmZKr+LHiIGGzoLo5Z2tsEJs J2AHAVOA+u6NK5Mz0pd+uqCzsYZG9fxsxEChUwrb9ZLu/o+cDYfMsH775g0piQnP7t/2WCg+gL7g6ZCzmUwmnU7nZ+WopEOr1bpv374xY8ZMmzbtd//6m//+t38VM2HckX17ly5aOH7Mx0f37wXlvc5RpgYZENhEi7qSV3yiR aBgu+nG8jeank6PiVD1dG7/YuOYjz78eud2VU+ng0TsfDwHgA2HWqvKelsb3plw4iARQCqaNT 1/7qyZotaGQc5lG4Xg6ZCzQRDU1tbmZ+WopEOGYd68efOHP/zhb//2b3/7u9//8aMx/+u3v/0fv/71xx/+59UfzlKsBin/dTkwWDqsLnrO02GgYOmwoawIkIoaK0oKpuXlZGbcu3EVVkpGm/JtoPCq0gyUf+k2oG01FXk52Vs3rDWCmtGp3fPuyPB0yNUAAGhu bvazcrTS4ZUrV/7hH/7hgw8+SE5OTk9Pj42N/c1v/uWDf/vfTZVljMsa9sc3wsGr0nCGFQMdJNxSUXJ039dZaanLFy9qqii1 4ZDbgI2GQ5qGAl9VmndWoFHAY8Sf3P0pNyf79NHDDM1Pmf4Mng 452whUpelvBw4c+Mu//MvU1NTk5OTk5OSUlJTYmNhf/epXRY/vMw5L2B/fCAevSsMNVgz0mHClUPDZwk+SE+L27/lS1tnG0KNU+TZQvHd0yNaxk+jhb/ZkpaW8enSPMZM8I1p4OhyCjUxVmj525syZv/u7v0tISEhOTk5MTMzKypw/Z+4//eM/vnxwh6fD98KKgaROKait4FVp/IeTQhkz8frRvbwpk1OTEi9/f9oAahgLZUH4/tovWDFQ1FynFLYP/si5jbhO1rN62WfTpk6RdLTycqYWng6HYDiO9/b2+lk5KunQYrGsX7/+L/7iL/7pn/4pOTkpNSV57NixqclJ8+fM7qivdvOZvH7ABGkRpcQEafm+5r2g UYCxUEZQe/b40fSUpJnT8l49umcnYLcR5zNVAgKmlvVX8+kDM6xj7ObWmorp eVNXLl1iBLV83gVPh5zN4XCYzWY/K0cfHba3t2/btu2TTz5ZsmRJQkLC737/u3/8zb/85V/933//9//tyZ2fbDhsw/ntDH6B3/fxXphhnZNCGQvZ09q4Y/PGjNSUnVs2Kbs72KPBeC4MFFYM9Ofzi/3+uPfjtbhJE8+dOM6enxz2mw8jeDoMjUUTHbpcrufPn+fl5WVl Zb1+/ZphmJKSksWFMyf94/8zY0r2uLFjbl+9ZMVAXgjYT/B0+F4wZtIC6148uPPpJ/MmZ2TcuX7ZRkBuI+Znt86jD/yPm4NEKL362MF9CbExFa+fj/IMFp4OQ2NRQ4cIgly6dCkpKWnRokVCodD775ig6tmsD0hZ15mT 3+VOzi55/thtwvmO/r0wwzpKr+K/GwYCu2sGUUpOHT08acL4BXNmdzXWeZNZDYC6v7oKj/fCAKiNoMbPyoyZVIk6Nq1dNW9WgbSjxUWho/YThKdDzuZ2u995bvw7LTroUCqVbt26NSYm5ty5c6w2m9eA5vK7 +b81a8QEqFswZ86CeYVdjTW8EPDgoFGA0qt6WxtInZL/dOgPB4k4SKSntXHzutX/8Yc/bF67BpT32gnYO7iRtDdB8l7rKB6vcACNArKOFm1vl59xo1GAMR NtdVXZGWk7t2wEFWKXAQ27F2EBT4eczWAw9D8ldyCLdDq02Wxv 376dMWNGenp6UVFRf/U5VsKblHW5zIbOhuqEuJitG9fhGrmLGqVvjj/g8w4HAo0CTgoxQZrqNy9n5udNGj/++oVzFKD2Kt+y/60vfa0Uto/y43wDxXvzDvvDjkNWDHx676eP/vTHa+fPmmGdY1Ruq+HpkLONnLxDiqLOnz8/fvz4TZs29fb2ut3u/nW8J1o4jKQNh25fvRQfG3Pm2LcuA3+i04DgVWneCSsGOkjEAKh/OHV84vixSxZ+0lJVTqOAw0eDlP2fupJXPB0GCjbvMCA6tCB6J4 lgGvnBvbsT4mKLnz1yG0fjUghPh5wNBMGRoEojk8mWL18eExNz 9uxZBEEGquZ7wJMdh2gU2L1j6+TM9JcP7zI0FfbnODLBjw77w4 qBdgLSSbp3fLFh/JiPD+z5UtPb5aSQPsMRfnTIGRxGh5afx+uoRiz89JN582YXdDR UM5ZR917zdMjZRsLosKKiYsqUKXl5eaWlpTRND1Kzz3mHLgoF5 b3zZhVMz53S3VLvolBeOqs/+NFhHzhI2IqBxc8eZaenzcjLvf/jVVKn9LxrTxY/OuQMf1Rp3gl2u3h7XVViXOymtav1MpHLgIXdnVCCp0POFt2apS 6X6/Tp06mpqVu2bOno6Hhv/T50aEH0jIWsLn6VFB+78rPFNArwaYj9warSdDVUE1rFKJx66gP GRNAYcOn7UxPGjp03e1ZV0UuXARvoRAWWDkXNdYBUxH9JBAQrB orbGtWiDg5xs+GQg0RuXbn44X/+8cyxw55RNmXK0yFnI0lSJpP5WTmy6LC7u3vVqlWZmZknT54cZ ILU1/rTIY0CHhN+9YezSfFxp44e5g8lfyfMsA7XyEe5Ko0VAxkLJRY0 rV2xPCsjbf/uXeL2Zo8RtxPw4CkohFZhBDWjOXTcQOqUlF7FLW42HLLAuq+2f ZGWnPTywV3GZgq7OyEDT4eczel0Wq1WPytHEB0+fPgwPz9/5syZT58+9f9X/enQgugdJGJG9Ie+3p2RmlL64slo+5b0E6M5JmZY5zJgjIUqe/Ekf8rkzLSUKz+cseGQn5rRfBo+Nwwxbk4SgZXipYsWzptdIGyu Z2jKDIffqRCAp8PQWETQodlsvnDhQmJi4uLFi31T7P2xd9KhGd Z5zKRO1rNxzaqp2Vni9mZeCLg/Ri0d0ijA2E2oSvbDyWNZ6WmzpuVXFr3wmAj/tTF5OuSGoceNMZOdTXXTc6euWLoE08gd5KjIu+DpMDQWfjrs6e nZuXNnSkrKoUOHMAwL9OfvpEPLz0LApuaq8tzJk9etXEFoFfzG hz7xIbQKM6wbbd26HYdcBrSrqW7rxvWJ8THbN29QiToDPUiInS wNuy9RB1KnNADqIV6EcZjuXr+ckpjw3eEDbgM6Gr7qeDrkbC6X y2az+Vk5nHRos9lev369cOHC1NTUR48ecbvIQHRoQfRWDHQZsB cP7qYkJlw4fdIM63hG9EaG1CmFjTWjaisNjQJsNurLh3dn5E5N io/96eoFpwENdN+/BdH3tNTzW2kChRUDJe1N3LbS/Pl1AAeJHD+4PyMtpejJg9GQicjTIWcjSVIul/tZOWx0iCDI999/HxMTs3jxYqlUyvk6g9ChBdGzWdXnThwbN+bj0hdPnRRiJ/gubDQmWlgx0G3EAVnPrSsXU5MSZk7Lqyl57aSQQHtSPtGCM7il 4b8TTgqFFOL1q1ZkpqZIO9ucI13OlKdDzhYFafhyuXzz5s0fff TR4cOHDQbDUC41OB1aEL3HiKtEnSuWLpmRnydsrvMY8ZH95viD 0ZaG7yBgB4mIWht2bN445sMPD+3dDcnFDjJgLrTwafhDALc0/IHA0FRdefH0vNw1ny/DR/pSCE+HnC2i0/Dtdnt9ff2cOXOysrJKSkr8n9UdyN5Lh1YMdBnQ1pqK9JTkHZs3 6CWjLoe3P0bP6JBGAXaDTH1Z8ZTszOT4uNvXLpE6pSvwcaH3gh Z+dMgJQRwdWhC9FQfdRuzej1fjJk26cOo7I6gZwacE83TI2SJ3 dGiz2c6ePTtp0qS1a9dKpVKPxzP0a76XDi2I3k5AVgx89ej+mI/+dOnsSW8XOWoxSkaHrJoJqpZdOnsyZsL4RfPmNLwttmKgrwZpo OBHh5wR3NGhBdE7ScQIar47fHDcmI+q3rxgX/Owuzkc4OmQs0Xo6FCj0Xz++eexsbGnTp0CACBYl/WHDi3sIiKoOfD1V6mJiW+ePmQs1GieMmUPeOppqR/BBzzRKMCYSYWwfe2KZePGfHxgz1cSQbPLgA2xL2YfG3FbIyTvH cFfEsPUIuwBT0GMm8dEKISCFUsXT8udIhG0uEfoUghPh5yNoqi IO+CpsbExNzc3Ozv70aNHg2uQBmp+0iF7LgEo610wt7BgWl57b QVjNYb9KQ8jRvbxvzYcclNY6fMnU7OzstLTHty8jmnk79Qg5QZ Kr+KP/+WAgI7/9Qfs7vHmqrKs9NT1q1YAsh7GRITdzaCDp0POFlnH/9I0ffTo0ZSUlPXr1/s/h+u/+UmHll/22QvqqzJSU9Z8vkwnFY3yMxFH6riQFSE6e/zoxPHjFs2bW1n0gjERwT1LnU/Dj5y42QnYTsDP7t+eOG7s6WOHKUDlpEbaJDZPh6Gx4aXD7u7uz z//PD4+fvfu3TAMD8ef8J8OLb9MoL14cDc9JenE4QOjfJfpyKNDKw YyVqOwuW79qhVpyUm7t2+VCFoY2hB0T3k6jJy4sfnEVgz8/rujKYkJRU/uM+aRJlPM02FobBjpsKioKDc3Nycn5+7du/1PsQ+WBUSHll9Umw/v3Z2Znvr60f1RJQTsCxOkRVXSESPhTaOAk0TcRuzFwzv5U6fEx 8Rc+f60nYCHaeoMU8sMgHpkhC6UwDVyUqccjrix22qWf7po7qy CrsZaxmq0jKCFAJ4OOZvD4bBYLH5WHhY6pCjq4sWLOTk5CxYs6 OrqGo4/4bVA6dCC6B0ErJOKPv1kfu7k7O6WesY8AhcbBgerStNRVzkCVG nM7CeOmSS0inMnj2WkpRQWTH/76rnLgA7H/mG2K+9qqNZLuvmtNAHBioE9LfVKYftwxM2KAnYc6qivTktKWrt iOSjv9ZjJEbM0ztMhZ8NxXCwW+1k5+HTY3t6+bdu21NTUAwcOG I3GoF+/j3GgQwuiZ2hDbdmbjNSUzxZ+QuqVdgKm0fA/9CEDm2hR9frZCEi0cJCIy4AJ6qu/3LZl7Mcf79q6GVKIGdowTEM3b96hoquNT7QICJyP//UTVgx0G7A71y6PHzvm231fW0nEHuXPthc8HXI2AACampr8rBxM OrTb7W/evMnNzU1MTOSsQRqocaNDGgUYmrpx6Ye4mEmnjhyyE3C0s0JAG Bl5hzQKeIy4HYdKnj2eUzB90vhxF06foPSqYZVZ4PMOOSPoeYf 9YcVAB4l8uf2LlMT4p3dvjZh8Kp4OOVt48g5xHL9+/XpKSsqKFSuUSmWwLvte40aHFkTPHvF6YM+XiXGxIzuHtz9GgCo Nezw6opDevnIpOyNt9oxpTZWlNgy0E9Cw9oC8Kg1nDPfokIWdg BGlZNG8ubOm57OZpmF3fOjg6ZCzAQAQUlUaj8ej1+u3bds2adK kkydP+r9uGRTjTIcWRO8yYJreri0b1uZkZ4pa6h0EPEoYkaXD2 uKXUUqHDgJ2GVBRS+O6lZ+P+fDD08cOa8XdoRnis3TYUFak6hb wdBgQbDjUWlXW29ow3HFzUWhHQ/XsGdOWL/kUU8tGwJmIPB1yNgiCWltb/aw8VDp0Op1lZWX5+fnTpk17/fp1cFPs/bGh0CGNAoyZaKl+O6dgxorPlsBKiXN0ZCLSKGAA1JL2Jkqviq4 vABoF2HFhw9uSgml5E8aNuXXlEqFTOqkQnXvH0qG8sxVWiKMrd GEHjQJKYbte0j3ccaNRwGMiHt2+OTkj/dDXu/U44pQAACAASURBVB0kYovyluLpkLMZjUatVutn5SHRoc1mO3Pm zMcff7xx48bu7u6gaJAGakOhQwuit+GQy4C9engvKS726g9njK B69HzyG0FNdG29Y8VmzbDu+xNH42NiVi5dUldWbIJ0DhIJ8RJR 1IUuQmAENaFR87ETsJVEjh3Yl5GSXPr8iT3KJ354OuRsbrfb/zQ/7nSoUChWrlyZmpp65swZEAQ5X2eINkQ6NMM6lwEzQdoLp08kxc dWvXnpIKP7zfEf0eUmK8elFAnWrFg+5sMPv965XSXq9JiIsKix 0ygwMvZojNS4mWGd20RAcvEX69bmTZmsEnXYh6DbHnbwdBga40 iHz58/z87OnjVr1pMnT/xXhBsOGyId/vy0GXGdpHvB3MLJmemdDTWMmQz7CxACRBEd2gnYY8JfP34wdXL WlOysGxd/wDTyMO4b5FVpuCHEnxGM1VhX9iY9NXnpogVENJ+JyNNhaCxgOj Qajd9++21MTMyKFSsEAsFw3FNAFhQ6tGKgHYcbKkpSkxI2rVkF SEUeM2GGw/8aDB9MkBaS9xpBTYR362w2hQUBjh38ZtKE8bNnTK8oesGYCLcR D8t0JRsuWCEeJnWVkQ1EKcE18pDFzU7ANgy8ffVSzITxZ48fsS D6KN0cwNMhZ7Pb7f6fMB8YHba1ta1duzYjI+PQoUMIggR+b8G3 oNAh++a4KPT143vxMZMuf3/ahsN2Ivq2XPoJKwYSWkVbdTmukUfszlIzrLMTMGOhVN2CXVs3T xw/dsPqleL2ZsZMhvGe2a5cUFuhEwtH+amZgcKKgcLGGnlna8jiZo Z1bgNmhnVnjx1JiJ1UU/raQSI2PGomRbzg6ZCzYRgmEon8rBwAHb5+/To/Pz83N/fZs2ecbmxYLFh0aEH0DhJ2kPCR/d9kZ6QXP33EWI0j9fM/KlRpGDPppNDipw+XL15UMC3/4pmTBlDDWMjwNgr712uLX/KqNIHChkNNb4uHO++wD8ywjjETkLx39efLCmfOEAtaolGUkadD zhZ8VRqSJG/evJmVlbVkyRL/mTY0FkQ6ZN9YQqdcOG/OvNkFwpZ6hjaE/U0YDkS4Kg2rQYqoZBfPnJiSlbFw7hxBXZXHRERCAhmvSsMZIVC leSdoFHBRqLC5LiM1ZfvmjZBC7DEFoa8IJXg65GxBVqWRSCQHD x7Mzc09fvy4/5OwIbPg0iG7lV/U0jA5M33D6pWkTjkyVC36IGJVacyI3kEibiMmbKrbsGbVuDEf7 9yyCVVLnRRqxSJipM5rlnJGaFRp3v2nMdCKAm+ePpo0fuz5U99 ZMdARVYuIPB1ytqCNDq1Wa2Vl5aJFi/Lz8ysqKoJxb8G34NKhBdHTKOA24g9/upGTlXHq6CGnAYuiHZh+woZDuEZeX/oaU8siig7Zj4/q4lfzZheM+fDDC2dOsCuIkTNrzd5J09tiXpUmUNhwqL3mrbitM SxxcxCwCdKe+Pbg5MyMV4/uecxkFL3XPB1yNhiG29vb/aw8IB3iOH7p0qUJEyasWbNGIpEE6d6Cb0GnQwsrjW8ivty6OT0 lqfTFE7cBs0ZMdxwUsKo0iq62yFGlsWKgi0INgPqnKxfSkhI/KZzdXFluxUA7DtHhvrc+obMgelW3AFVJIyR00QIaBTQ9naCsJ1 xxc5AIpVfNnTVjwbxCYXOdZ3jOwhwO8HTI2cxms/9p8e+gQ4/Ho1Kptm3bFhsbe+bMGQzDgnp7QbbhoEMLondSqFYsXLl08bxZM +VdrQ4CjqhOOSiIHF0VGwZaMVAv6d731c7YiRP2794FynrsBBy xB/SYYV3kRC+KEN640SjgIBFBfVVuTvauLZtQlTRaxvc8HXI2j8fj v1zaO+iwuLg4Nze3sLCwsrIy9Bqkgdow0aEF0XuMeHtt1cK5c1 YuXUJoFRE1qRgURMIMJLtYS6NAdfGr/Kk52elpd65fJnRKd2TPUfOqNFEaN/Z5e/34QU5m5pH9e9nExLCH5b3g6TA09md06PF4Lly4MHbs2E2bNnV3 d4frngKy4aNDKwZ6zMSjWz9Ozc48+93RkXcmYtg7dHbLnwXR/3jph0kTxs8vnFX+6jkrxhb24ER46KIUYadDC6K34ZCdgI/s/yZvyuTn9+9ExZmIPB2Gxv5/OoQgaNeuXampqcePHwcAIIz3FJANHx1aEL2DRMwocOro4fSUpO riV1YMjOQhi/+gUcAIavSS7jCq0lgxkDEROkn3zi82xsVM2rpxnbCpzm3EI3z+ ig0XIBURWkXkd6MRBRoFQFkPqpKGPW5OCkU18jWfL507a6ZE0O wMuQR8oODpkLNZrVaCIPys/DMdlpWVLVy4cOHChS9evAivBmmgNqx0aIZ1jJnUS7s3rlk5LXe qRix0UsgIWERkVWmaK0rCsrPUDOucFOqk0OKnj6bnTp2eN/XimVOwUuIx4TYMjPA1ObbfbKsu1/R08qo0AcGKgZ31VVJBcyTEjaENgrqqgul561Z+bsUi/ehvng45G4qiXV1dflb+mQ4zMjJWrVrl/4bUyLFhpcOf3xwL1VxVlpWe+sWGtRSgYmWfwv6GDAXhVaVhrEY TpP3+u6NJ8XFzCmaWvXzqMeJuY6RPkLLgVWk4IyyqNIOAsRlvX buYGBf7/Ylj4VX+ey94OuRsXPIO9+3bF8ZDmoZiIaBDOw5bUeDejStjPvr w0tlTNKJ3UmhUM2K4VGlsGMhYDeL2ps1rV8dNmrhp7WppRytjJ qNIRpJXpeGMcKnSDAQHCVOgZu+XO2Imji9/9cwVwbu3eDrkbEFWpYlwCwEdmhG924CROtWBPV9NGj+u7OWTSH 5z/EFYRocuA+am0Ko3LxfMLUyMiz17/IgJ0rooNMKXbfqAHx1yRqSNDs2wjrFQCqHgs0ULcrIy5F1toT9 H2k/wdMjZgq9ZGsnG0iEpF7rMBjsBs7DhkO9jbcVAb9F7S315jkYBd h8ae7QCpJQsmj/nkzmzRK0NjJn0LWUvO9Bv3/lHh1I6RHecFGoA1K1VZb4JJIG647+zdgJmaAOslNy6cjF/Ss78ObPr35YwZoK9QkDu+Jb2+aODtN17S/13h0YBKwa217zVS7rdRjz0bRcUd4L4oPrvjoNEOuoqJe1NbGpN 6Nvune4wVmNd+ZvszLStG9fhGgV7oHSktR3jdtUfXfd67eRwd7 fRZwiCdHZ2+ln5Zzo0mUwul4v9f7fbbbFYCB8zm81ut5stdblc JpPJW0SSpMVi8eY5Op1Oo9HoW2q1Wr2lDofDYDB4SymKstls3l ux2+0URXlLDQaD3W73ltpsNt9So9HIbvnRNZbeyv1XfVcTolEC UhELRCkxghrLL9+AmFrmLQKkIlQlNUFattQEaVGV1LcUU8u8pU ZQgygl7L+Dsh5UJWmqLJ2ckbbvq12oWuYgYFgh9v4QlPUQWoX3 Oab0Kkje6y2F5L2kTuktJXVKUNbjW0rpVd4bJrQK31JYITYAam 8prpH73rCvsyZIO4izRlDDOgvKerS9XV0N1bBC7L0lI6jp7453 TtgAqH3dAWU9fdzp4yzrDo3obThkQXTCprodmzf++wcfLPt0YX dzHdsj0CjAuuPrrP/u+N927A3jGrmvOxzbDgVInVLUXCfvbGXrQPJe39bp33aDP4q+z vrvDiAVvdcdb2kfd/xsOxbvfRT9bztMLdP2diFKiRUD3+ms94aHq+36vXewQmyCtHYC fnL3ZnJi/I8Xz0PyXu+NRU7bYRBY/s2yp5+nGYwm28C9om+f6fF4rFZrnz7T6XR6S2maJknSWzpECvC WDpECfEsHpwCDweDd9ck66+uO11maphEEsVgsgzhrNpv/jA57e3stFov3nuRyeWNjY8MvJpPJvDdN07RYLG5oaGArNDU1KZ VKb5RNJpNIJPKWtrS06HQ67x8mSbKrq6u+vp4tbWtrgyDIGykU Rdvb29nf1tfXCwQCryCOx+MBQbCtrc1b2tXVRVEUwzBAc9nNKb 8RVr5prCyvefOi5s2L6qLngtoKVkPLioEGQN3b2sAWsRA21uAa OVtKaBXdTbW+pT0t9ax0mRUDMbWso66yuug5e9mGsiJ5R0vp88 eTMzMunDmBqaSd9VVVr595S5XCdjOsYzt6vaS7uaLE+9vG8jea nk7LL2fQq0UdjeVvvKUtlaWAVMSOPEyQVt7ZWl/62lvaXvMWVojZWzKCGkl7U23xS6+znfVVmFrGlrI9ta873U21p E7pdaerodpbVFv8UtzWaADUbCmilLTXvGX/aM2bF/Wlr+WdrSZIy7oDSEUtlaW+7qhFHayzFkSv6elselvsLW2uKNGJ hVYMdFKoEdQ8uHk1NTH+j3/4w57tW8qfP+qsq/R1Ryporit59c62o/Sqnpb6gdoO18iFjTUDtR2qkgpqK7zu1JW8kgqajaCGLQVlPW3V 5b4t69t2OrHQt+2a3hZ7284M6/xpO6877TVvWQJgH0VxW6O37WrevOhqqPZtuz6Poqi5zrftOuur vO7UFr+UtDd53YEVYm/bVRc996ftvI+ipqfT153mihK9pJt1xwzrlML2hrIib2lbdTkk7 x2o7TrqKr3u9G+77qZaQqsYqO16Wxu8j+J72661qsy37VTdAt+ 2830Um94Wa3u7Bmq71qoyQCpyUqgB1Ny4cC4hNub7Y982lBXVl 76uev3M/7br340Mpe0UXW192q6uqvLRplk/zZ8oEPYgKOplCARBfPvMjo4OHMe9vbxer29tbfX2xkKh0HsGg8 vlUqvVzc3N3tI+FKBQKHwpQCqVWq3WQSjAy0yDUwBFUYNTgEAg 8P5WIBCgvzjr8XggCHonBbDu6HQ6X3dEIpHJZPJysFKpbGpq8p aKxWKvwozVapVKpX9Gh06n03tPHo/H5XI5fKxPqdPp9C31uuottdvtDoeD/a9vqdvt7lPq/aZgS73//t5Sp9PJlrKTpWivwIRClF7FwgCofbe6GEGNt4jSq4ygxltqhnW DlxoAtW8pOz1y6Ovd2RnpT+/+5DBgvhW834PsB6NvkQFQB1Tq+0cHd8e39L3u+JYaQc3gzvreU p/S97pjQfROCsW1ins3rk4YN3ZKVkbZiyesRpcR1Pj+NljuvLftv N/y73X2va1jBDXeCn1aJ6C2ixB3QvYoWn5ZfB2oNFzOuo24Tty9a tlnM/Jy22oqHCRsANSR03Y2s6n60KoXqzIdv/R7/vSZbDfu22f6ypX5dvJ9SjlQQJ/SUFJAoM6+050/o8PoNZYOCVmXw0iyX1v9k+XZT10v+qyWB1TKrhCgatm82QXzZh f0tDYyZvKdv+3/w6GUDpM7fUqDdcN2AnYZMJ2k+9De3bETJxz+Zo+0o8VOwE4SCa WzQYz/6Gm7oZRGrzs0CjgptLOxNjU58avtWyGF2Lu2HQnOMk5H3ZG1/NrhcNsIocNh3VnaH24D1l5bOTkjfeOaVQZQHbFK0wOBRgEjqFG LOtjpqeBe3IZDTgpteFsyv3DW1Oys+z9exdRytxGP5LyugEJnQ fTa3i52oizs9xNFYGcy2XnysN9Mf9hwyIZDz+7dipkw/sKZE1YcjJwnlt9ZytksFguCIH5W5umQC6wowJiIny5fSIqLPXZ wn8dIRMjhtH6CPe+wsfxN0FVpXAbUgugvnT01fuyYwpnTS188s eFQ1GVTDALWkZbKUrWowx4B6ipRBBsOCWor2J2lYb+Zd8JOQCZ Iu3/3l0nxsc/u3WJoQ4RIUPF0yNlgGO7o6PCzMk+H3N9tCwp8vWNbamLCywd3o 0II2PfmhyPvkLEatWLh1o3rYiZO2LpxvaC+ik1FCLu/QQTN5x1yhQ2HmitKIifvsD9oFLATMCjrXTR/zqzp+YL6asZqiATBDZ4OOdtozDsMPR2aYZ3HTOplPcsXL8rJyu huaXBG0qHtgyPoqjQOAmashorXz+cUzEhLTvr+xDFCp4yuTwQ/QfOqNFwRaao07wSNAh4j3tlYk52RtmrZUlAhdlJo2O+Kp0POxq vShA6MzdhcVZ4/JWfppwtNoCZaRkJBHB3SKMCYCVKnvHz2VGZaSsG0/NdPHrAK3WF3czjAjw45I9JUaQYCjQIMbXh0+8fE2Ngj+75mTET Yv+p4OuRs/OgwhG8OAjBW4+PbN+NjJp07ecxGwDYcMof7fX4vrL+caIFr5EO hQweJMLShq6l2+6YNmWmpWzeuk3a0MHZTZO6VCApo/kQLrrBiYGd9layjJfLjRqMAY6EO7P4yNSnh1cO7DB3meQ6eDjk biqJCodDPyjwdDhUOEjYAmhOHD8TFTqooeuGk0MjZkDYQaBQwQ dqhnHdIo4DbgNlwqPjZowVzZ6cmJd69cdVBItFyMMVQQmdB9Kx 0SNgHDdEFGgUgeS+mlkVF3BwkAsh7P/9scf7UHGlHqyesY0SeDjkbq1bjZ2WeDoMAj4lQ93RuWrt65rS8 7pZ6B4VExfCI2+tthnU2HPIYcVAuvnT2VEZK8tzZM9tqK0ZMKs XwhY4HjQJRFDrGQjVWls+dNXP150tRtSyMg1qeDkNjPB0G6c0x kx311ZnpKWs/X6aXitzGcN6Mn+DWMTlJxEkhPa2Nu7dvHffxx/t37wRkPSMplcLP0I0qf0dn3GgUYGzGhz9dj5s08cj+b6woEK4P Pp4OQ2M8HQYHdhyy4eCjWzf+4w//5/r57y2IPvIXSHy1oPwBjQIOErHjUOWbl4Uzp6cmJTy5c5PSqxwk Yo2ePi44oYN1kbD/Pupgjra4OUjEBGn3fbVzzId/qi0t6nMYRcjA0yFn83g8vlpugxtPh0GDk0JRlfSrbVtiJk0off 7YbcQjdsqURgEDoJZ3tlJ6lZ83acVAOwFTetWVc2fiYyctXjCv va7Kgugj9oi44QudBdErhe2sznjY7yeKQKOAWtQBynqiK24eE9 HT1rho3pwpk7PkXe1OCg39/fN0yNnMZjMAAH5W5ukwaGBlD5WijsKZ06bnThHUVTE0FfaX+Z1 gVWnqS1/7qUpjxUAHiah7ujauXjl+7Jgj+/eqRB1OChk9i4VesHTY9LZY1S2I8ISBSIMNh9qqy8VtjdEVNysG uk141ZuXKYnxa1cshxUStyHU+8V4OuRsEAS1t7f7WZmnwyC/OS4D2lxVFjNh/MY1q/SyntC/Of6AzTusLnruT96hFQMZM1lR9CJ/ak5OZvrd61dwjTy8G+3CCNbrupJXfN5hoIh8VZqB4CAROwHfvn 7pT3/893MnjxsAdYhd4OmQswEA0Nzc7Gdlng6DDFbA+v6P18Z+/NGZ49+6DFgETg35qUpDo4CTRGhEf+7k8aSEuKWLPqkrK3KQiCs iOT404FVpOCMqVGkGgsuAUYD68De7x435qOzl0xC/1zwdcjZelSbMsOGQHYd2fLExNTnx1aP7jM0U9lvqf4eDq9KYfx kUyjrb1q5YlpKUsGfnNqWwnbEaRuEEqS94VRrOiBZVmoHgMmA6 cff8wlmzZkwTtTYyltAthfB0yNl4VZrww0HAekl34czpM/JzRS0NjIWKqA11rCpNW3X5QKo0HiPuMeKvHt0rnDk9Jyvj2vmz ZlgXyvc/YsHSYUddpU4sjPzNwxEFKwZ2N9UqutqiNG5WDHQQSGv128S42C/Wr4UVEo+ZDM17zdMhZ8MwrKenx8/KPB0OFxgLVVdalJGasmr5UkKvirQvYhOkhRViE6TtfxIpYyEJr eLcd0ezM9I+KZxVV/bGY8SdJBJRjB4usOFClBJKrxqdq6dDAaqSRrWaj52AnRRy78aV CePGnj52hMah0LzXPB1yNrvdbjQa/azM0+EwgrGbf7x8Pj425tjBfQ4y4vZh9ln8MMM6J4kwZlLYXLd 1w7rkhLidX2yCZL2RIGEcaeh/oDkPfxBdafjvhB2HnBS6Z+e25IT4R7d+ZMwkjQ77IiJPh6Exng 6HEVYMdBDw/t27YidOeHrvloNEIuqU4D50yJgJGgVKnj36ZM7spIT4O9cv2zD QGWGD2gjBCOjW+bhxdoHNU1owtzAvZ3JzVbnHRAz3H+XpMDTG0 +HwwmXAtOLuVcs+y0xN7W6pd5KRImdqhnUGQM3Of1ox0G3EMI3 8yrkzKYnx8wtnCeqr7QRsi4xbjUAYQU2gmj48RkzcWHmmjoaan KyMZZ8uRFSS4d5rzdMhZ3O73U6n08/KPB0OOxgL1fC2ZO6sgg2rVxBapSMC9hHQKEDpVZL2JkqvclKon YBlnW07vtg4YdzYvV/ugJUSGw5FCG1HGtjBjayjBVaI+RAFGjpFV5te0j0C4kajgMeEP 7x1Y2p21slvD7kM2LB+O/J0yNmMRqNWq/WzMk+Hww4rBrot1MOfbiTExFz94YwJ0oZ9Zx2baFFX8ooVaasv L56eOzU1KeHhT9eNkHa06a4FBDYyDWVFfN5hoLDhUGtVWW9rw8 iImw2HnEZ831e7MlKTS58/cQ7nW8PTIWeDIKi1tdXPyjwdhgJOA2oANScOH5w4fmzlm5dhH3 v9ItL2ClKIb1w8Fztp4tJPFzZVlloxcKSeYh8seFVpeDoMFNGr SjMQXEYckPd+vuTTKdmZ8q42OwEPEyPydMjZQBDkVWkiDoyZkH W2LZxXOCU7U9zW5DZgYRyBOUjECGqe37254rPFiXExh/buVokELgMW9mFr5INXpeGMqFalGQgMbagoep6RmrJ88SKDXj1M bxBPh5yNV6WJRLADr9rSooTYSZ8vWaTtFXrCdCaig4RdBuzty+ eJcTFTsjNvXblA6pSMmRgBKzohAK9Zyhkjb3TIOmWn0Gvnz475 8E+Hvt5tgXX2Ycin4umQs/GapZEIM6x3kIiDgO9cv/y73/6vH05+Z0H0DjLUozHGQplg7dnvjiYnxM8tmFH+8qnbgEXFYcUR ApYOhY01ekl3pCWSRjisGNjTUq8Uto+kuJlhnduIG0DN7h1b/88H/1b+8qkdh4LuIE+HnI0gCIlE4mdlng5DCheFGkHNzi82TRw39s3 Th4wldBnuNhxirAaJoGXD6pWpSQm7d2wVtdR7jLiDgHm5mUCBa +QGQM1vOOIQN1KnHHlxY2hKLmyfXzhrcka6rLPVFeylEJ4OOZv T6bRYLH5W5ukwpGAzlrRi4Yy8qQXT84VNdQxtsAwzG5lhnduIu QzYq0f3CqblT8nKvPbDWRsO8XIznMGr0vBx+zO/UMBtxGvLiuJjYzavW42qZMGdceHpMDTG02HI3xwMdBBwc1V5Yn zc2hXLIXlvQELAZlhnxUDGQlkx0PsrM6xzGzDGRPS/Do0CjNWIqqTnT32XkZoyd9bM+vJixkLZw727NaoxUrt1Pm6cwW 4rvX/z2scffnjm2BETrHMZsGDNu/B0GBrj6TAMsGKgy4DdunJxzEcffvvNHiuF+L8hzYaDmEbe8LYE 08ht+M98ZiPg3vamjoaaPosWdgL2mIjetqadX2yKnTThq21fQA qx24jRKGCGdaROyU+TcgOlVxlBTdhvI+owsuPmMmAGQL3vq11j Pvrw2b1bLiMWrEVEng45m8vlstvtflbm6TA8sGKgg0S2b9qQGB f79N5PjJn086vZY8JFrQ0zp08XtTZ4TD+7zNiMxw4f2Lxhnfc6 NAqwGYTlL5/On12QkhB/+9olBwmzvMuq0oia60idkh8jBgQ2vL2tDaCsZyRtCQlN6KSCZk 1P50iNG40CLgoBZD2FM6fPyJvaVlvh/3s9OHg65GwURSmVSj8r83QYNtgJGJD1LJgze9b0/J7WRpfBr/x3jwnvaWucXTCzp63Rlw6/O3Joy6YN7OvHjj5hpeT2tcsJsbGfzJndVvPW9/xuVpWm5s2LgY7/5TEQ+LxDzhiReYd9YMUAOwG111amJiVu3bgelImDImfK0yFn4/MOowYuA9ZYUZI/dfLKpUv8lDNl6XDO7FnSzlbGZnSQiINEGLf19HdHtm7eyJhJOw G7DJi6p3Pvrh0xEyYc3rtH09PlpFBf2mPpsLroOU+HgYJXpeEM Nu9wZNOhBdFbMdCKgU/u3EyMiz3x7UErDg09E5GnQ87Gq9JEDawo4DaTl8+dToyLPXX0s D/nXbB0WDirQFBfZUH1mEaOaeQ0iRw5tH/Hls2MzeggYUFD9ZIF81OTEu9dv0LolE4K7XNZfnTIGfzokDNGw +jQ6ymNAru2bEpLTnp+/w5joYY4ZcrTIWfjR4fRBAeJmBD9gT1fpiYl/n/tnWl4E1ea7zW3e27PM3du9/T0dE8+dPftziSdZDrpBAjY4H1fsNlsjG2MCeAQ0pgdsxMIhATi sAZs9s3sEBYTG2wDBmzwJsuLvC+yZC0lqUollZYq7ed+UOJ28F Yqy9p8fs//yZOHOpaOXlvnX6fOed9TdO87Ay4b3hGtGkU3t25GfHzCnNkLF6 Slp81PT5u/MH1BcEjwvi92mQks78wJ/6m+C1NTnhTkk6jErEIHfhXh7JCx4OyQscaPHerkYpNSLuW1L05 Pm5eYUFdRZhndI1Noh4yBs0MPE9Dikq7WzE8yoiNCBa2NwxcCt moU7fU1cxMSrpw/U/bo4eOC/McF+S+ePtq6acOSRQu3bczynTJ59/YtTTUvTSp0qKevFIaoxPzm6hdwK429sv1qWtkVcCuNvaIwpKOu 2ou30rwioFVyq1/EREV8mrFIKxOO5lNDO2SMUqnk8Xg0G0M7dAsBinjx6OH0qMjVy z8lJIJhbp+tGkULpzI1eV5vOxcAAyAJoNcAAK7nnX/vvfcSZs28eCoXE3QDzQg1SLUyES7kaWUib80DG1MpRT1enDAwp nEjJAKXd8NpAhSRd/p4cIDf4eyvRrPLFNohY8xms16vp9kY2qFbSK+QGnH5tQtnpvpM OZPzLYkhpiEcsW8rTSunCmgUFgKzENj182ciI8LSUlNePHoItD jNQ5rgvJCxvDidHMbNgTLgUq1c8vnWTcGBAY++v2tlWgcK2qFz gHboFrIVAlaJ+V9/sXOar8+zh98bJFoGNAAAIABJREFUcdmgT1eAFm9iV8TFxrZyqg Awd9TX7Nyyce6smRMmTNi5bSuwGuibHLRDxhpvwzqMGzNpZSKg U/FbuUsXfzRjegyvqZ7Z2drQDp0DtEO3kUwEtEphe9OS9LS5s2e2 19UADa7HEAMuMyrlJqXciMv0GGJSyUUdzedO5Mr5naUPCxakzA v0m3bhZO79W9dvX71sGmzjzFBfVEVvt0YqHFfDk6MES3gzEy7k qcT88RY3YNC+fFIcF/3DUgiDMxGhHTLGZDKRJEmzMbRDN5KtlEx9RVlIYMC2DetlvA4S lYg6WnqaG3qa64XtzQohT6+QAp1Kr5BePntyekzU7Blxj+7fNa lQoFVaaNdIpDBEKerhVpbhQh6cI9r7O9LJxc3VLySdLeNkS4ij RGFIW20lv7l+vMWNwhCrWnHj4rmpUyafyTlCYoi9jgjtkDE4jn d2dtJsDO3QvaRXSHWo+N71y1N9puQc3N9Y/bKs5OGDO7cKb9989P29uornSHdbG6d6/1dfRIaF7NiyobeNa9XgFIaQP47UNN8FJlowEzz+l7G88vhfmjK p5LiwJ3vP7qk+k58+uG9S2lGmWAftcBTA4389W0alnJAItm5YH x4asvuzbadzvt2/d8/+r/acPHr46vkzxw5+s3TxRzER4XevXtJIhSZGSxEwDZ+xYBo+Y42r vMOBAhqc11T3acbiubNntnKq7DoTEdohY2AavmeLRCVYb3fB7R ux0VGTJk78y5tv/OqXv/zlL381ZfKHKUlz/ab6JiXMLi95oJOLjcNmKA4jODsczW9HB9PwGWk8zw51cjGFSqw aRd3L5+Ehwds2rEe6Wunn5kM7ZAxMw/dgURiiRnq5NRXff3cjLSX5N7/5zWuvvTZp0qQPJ0/+4x//+Jv/+I+4mOiLp0/WvSzTSEWMl/1sdviiuADaob2y2WHl44fQDu3VOJ8d6uRiW82p+zeuTp444eLJ XFIupvnIFNohYxAEqa2tpdkY2qF7Sa+QKkX8Z0WF313J850y5b XXXvPx8QkLCwsLC/P19f397//gP23q7auXSgvvK3p5jJ3MdsBTW20lrErDIHQ6ubizvkba3QZDZ 2/ouhtrRe1N4zluRlymFPXs27UjONC/OP82zdx8aIeMIQhCIBDQbAzt0L2kV0hxIe/hvds38s6/9eYbr7/+ekRERHBwcHBwcGRk5Ftvv/2XN964euHsg7vfYYLu0VTK18pEhEQAj/9lJkIi0EiFLu+Gx4mQCMZ5NR8SlRiVcnFHc3rKvAXJ87hVLwBJ jPhT0A4ZY7FYTCYTzcbQDt1LeoUUF/Y8Krh359qlCe//7U9/+lNISEhISEhQUNDMGfHTfH3/+s471y6cLc6/gwm6R/mcczzfpI9S4y2d3FEiUQmMG4UhZhVa9/J5SFDA5nVr5IIu80hlpKAdOgdoh+4lCkO0MnFj1YtDX+99+62//O9f/OKdd96JiIgIDg7623vvTXj/b4vTF3x3Ja+s+AEuHO1zTmiHowkdHNZh3EYTB6sGv37hrP9U35 wD34CRirdBO3QO0A7dSCQqAVqlVio6/PVXEaGhyYkJ8dNj3nn7rf967b9+/etf//zn/zz5w4kXTh2/f+t6Rz17lAVlNFKhvKcDVqVhJpTfOQ6rq4xemKALF/Jg3HRyMYUhRqXss00bIkKCC2/fAHrNMI2hHTLGaDRqNBqajaEduoW0MpFRKQdaZXtdzedbN82Oi 123KvPq+TOXz51ev3rljOkxs+PjQgIDggIDjx3a31BZrkZ6RzO mUBiCC3l15aWK3tE+cR1vsoW9seK5qL0Jhs4uURjSXP2Cx+XAu NlkVMqRrrYFKfMSZs1or68BWuVQLaEdMkahULS1tdFsDO3QLQQ 0uAGXFd6+kZ4yLzY64vyJY9Ke9mZ2ZfH9O4V3bhXcvlly/+6Vc6fnJc6Ji41uqqkwKuWjedRpS7R4/iAfJlrYK5sdvigugFVp7NU4zzscVECnevmkOD42atXfl6klvUP lXUA7ZIxEIqmurqbZGNqhi0VhCNCplMKes7lHQ4MC46dHV5aWm FSoUSnXykU9LQ3s8qdlJQ+fFz9oqa26e+3y9OjIzevWKHq7hzo Bio5gVRrGglVpGAvmHQ4qoNfknT4eFOB/7EC2SYUOepsL7ZAxsCqNx8iolJtUaDe3bvf2LX5TfTetW9Pb1m TL1bU1sO3Eo1AJiUoMuMyklN+5kjd50qS8U8e1cjHjYQVWpWEs WLOUseDscKiw6DHki8+2Bkyb+qzo+0EdEdohY2DNUg+Q7fAKtV T44tHD9NTk8JDgm5fOa2UivUL6yqKgzRFtMhMoJuj+Zs9uv6k+ pYX3zSqUmZnZ7PBlSSG0Qwa/OJ1cXPWkiN9cD4d1u6RXSDllT9pqK2HcXpFVrehuqvv7x4vjYq J5zYOciQjtkDFSqZTD4dBsDO3QBaIwxIDLlKKe40cOTvOZ8vFH 6XUvntnmf8NvkCFRsYXAepoblixcMH/e3OaaihG3aA/xOhJCIuhqYKvEfJhuYW/odHIxj8uR93TA0NkbOn5zvaSzBcZtYGSATllWXDgzLnb9qhUKI e+VOwZoh4zRaDRisZhmY2iHzpZeIdUrpD3N9etXZb7z1lub160 RtDQaaR/48o8c3kD/zzZtQLrbzMQIObxDCdZVYSyNVAgL+sC4OVAGXGYisBuXzvtOmX zhZK5GKuw/IEA7ZIzVarVYLDQbQzt0qvQKqUEhrXhSHB8TE+g37eS3h2Q9HR a1wq77ZYNCqldI7167NOXDSWdzjxlxGbMHnjD9i7FgdRUYN4fL TGAqMf+bPbum+kx5+ehh/93j0A6dA7RD58mixjRS4bED2UH+fksXLXz0/V0SlVjUTLptwGUaqXD39i1hwUEP7t6iU/ZwoODAxFhwWIdxGwtZ1IqepoaPP0pPmDmjra7aqsF/+Hdoh04B2qEzRGEIIAlxR0vW6hXTfKfs3Lqpq7EWaJWmkWoVDi XbQqOkqzUlKWF+clILuxKQhF2PoTRSIdLVOsp0/nEoW7ik3W1KUQ8Mnb2S8doxQReM21CiMMSkQmuePQkLDtqStVb W02HV4FqZCNohY/R6vUqlotkY2uHYSisTmVSomcCeFOSnp8xLnDXj9LHDGqSX5sEu w4hEJVaNgl1WGh4anLV6BS7m09+wZ6tKU/v8MaxKwyDsOrm4rrxU2MaludwLZROFIdzKsq4GNozbMDLgMiMu u3P1ks+Hk87kHCExiQGXQTtkDIqizc3NNBtDOxxbAZJQS4Unjx wKDQxITUosL3kAdMrRZND3F4lKAEXknT4R6D/t6P6v6VssrEozmpjrYFUaRtIrpNWlxTDvcHjZ6jVSGLJ7+9bQw IDi/O8ASViNBmiHzIBVadxCtgek3VzOrm1bIsJCslav6GzkWO3cNUP jXSQmJbp9Y1ZYcGBx/m1Aquj8FKxKw1iwKg1jwao09GXAZZiga35SYmpSYjO7AgBQDu2 QEbAqjetlq7L29OH3SxamRYaFnD+Va1UrxmgUMKnQ3ramxQvmz 4qf3t1UZ1ErRpwjwtkhY8HZIWPBqjT0RaISo1JW9+JZWEjQ+lW ZSqWy9kgWtEMGwNmhK6XHEKDFsd6uu9cuRYQGz5weW17ywKLGx jT1GJBEWUnhzLjYVcuXqSWCEddm9Aqpore78vFDTNAF7dAu2ey w5mmJoKUBroHZJb1CWlde2s6pgnGjIwpDLAR25dyp0ODAk6dO1 xxa+2BVrKuHW89DJpPV19fTbAzt0JHSK6RGXNbNrdv/1e6woMCtWet4TfVmYmy9UPfjg9lLZ04G+k09fewwhSLDmxyJSt RIL7+5npAIYIkQu2SzQ0FLAybogqGzN3TCNq60uw3GjaYoDDET 6LaN62ckzP1qpm/phtmuHm49D51OJ5PJaDaGdugYkajEVmnwxaOHyQmzQ4MCb12+o JH29q/HPaYyKuUaqXDvrh1+vj4vHxcZFNIR3xfWB2EsGDoYN+fIqJRLe e0Zn3wa9K//XLE9xdXDrUditVpptoR26ABRqMSAy9RI78M7N8OCA+cnzX1SmG 8r0u3MFCurBu9sqF22ZNHMuFheU71JhZLocO1h+hdjwXRyGDen yarBHz16tDP6g4crYw20641BGADtcLQiUYlVg4s6mnZs3hjk73 dw35cd9TUGXOb8BRJbT8pLHsRGRWxavwbldzEuZwoFBeUmojBE r9VUH1yz/cN/P3X+oqtHXG8G2uGoRKISoNc0VJSlzk2Mjgg/fyIH6+22anBX7U8x4jKDUvbd5YuTP5x08dTxVwoB9++2GukVtn EJiQDerdslW7hE7U2K3m4YOntDJ+lskfd0wLjZK2A2dZzblf47 Vlh0bFU13dP7IAAAkiQxDKPZGNohc5kJlMKQy+dOxURGLElfUF qYT2GISfXqWWVOlUxkJjBCIti3e6ffVJ/nRYWWwTbyUBii6O2uLi2GO0vtle2XW/v8cW9rI9whaZcoDGl4+ayzvgbGzV5ZDPraI1knZ09YnbVxdkIC iqKuHnc9Brlc3tjYSLMxtEMmspWDEbU3b9+YFRYctG3j+tbaKk ARbvI9N6tQUXvzkvS0BSnz2jjVQPdqbj7MO2QsmHfIWLAqDWPZ irQ935zQ3NmdkJi4fft2vV7v6qHXM4B5h2MrAy4DOtXLxw+XpK fFx0SdzT2qEvNHX4PUgaIwxKiUN1aVT4+K/HzrJjm/01YIuK8BrErDWLAqDWPBqjSMZbPD4jXxAIDikkfh4eHXr1+nf4 zfeAZWpRkrkajEdvr8hZO5c+LjkhPmPH1wHxi1bjIp7C9bBuTd a5fCggNPHzusV/5kaw+cHTIWnB0yFpwdMpbNDgsyowEAFKXPycmJioqqqqpy9ejr AcDZ4ZjIqJQDrbK1tir7y13REWEbV6/kNdUDUuU+k8JXpFdIKQzZtX3LzOkxxfdu939kCtcOGQuuHTIWX DtkrFdOtMAwLDMzMyMjo6enx6WjrwcA1w4dLBKVmAlMr5A+fZC fkZ4WMM332vkzFIaYCczl35Phu61XSJVi/pL0tEVp8zsa2ECr7LsEd5YyjqpOLhZ3NMOdpQxCB3eWMtPAA57 4fH5cXNyXX36p1WpdOPy6PxRFKRQKmo2hHQ4nrVysxxAzgSlFP dcvnosIDU6YGf/s4fcUhhhwGenqL8mIstXKqX72aMb0mE3r12ikov5nS8FRCQrKI zTQDq1Wa2FhYVhY2JUrV4xGowtHYG8C2uFwMuAyo1LOa6rft3u H/7Spe3ZuF7Y3GZ1Vd80hIlGJVa24cDI3Kjw059B+W3JI3yWXd89 DBaurwLg5U4Me/2s2m/ft2xcfH//kyRNXDb9eBrTDIb+3BlxmVqGVpSWpSYlTp0w+f/wY1tttVqEe5IU22eqXbl63Jiw48EnBPfOPpeNgAUnGgqFjHDcY OgYa1A4BAGq1OjU19aOPPurq6nLJ8OsRwJqlo5Jt1Y3CkFuXLk SEBKUmJZaVFBISgUnp0hT70Xyd1IreVu7iBfNnx08XtTcblXI1 0tvTVAdPtLBX8ESL0YQOnmjBTEPZIQCgpaUlKipq27ZtJpPJ+c Ov+wNPtBjtl9aklEt57etWZgYH+B3Y+0Urp8pMYEYP3w4HSOJJ 4b2YyIjVyz814DJCzIfnHTIQPO+QseB5h4w1jB0CAK5evRocHH z69Gknj70eATzvcFTfWKBTVTwpnjt7ZlCA/5ncoyqJAGhxyjMnha98NAOBnTl2ZMqkiedP5KhEPS9LCuU9HdA O7RLMO2QsvUJa87QE5h0y0PB2SJLkpk2bwsLCnj596uTh1/2BeYdMRKISC4FpZaKj+7+eHh25eEFacf5tSiF182wK+tLKRBYN rujlbd+Q5T/V93HB3YqSQkVvN7RDuwSr0jAWrErDWMPbIQBAIBCkpqbOnTtXJ BI5c/h1f2BVGvuklYlsddc66tmrly+bOmXy5vVrepobAEUYFFKvWvmX iYBO1dXI+WTxR7PjYu9evkBIBAYc2qEdgrNDxoJVaRhrRDsEAF RVVc2ePXvr1q2weFt/xvXsUCsTA0oELMJ/yCg04kNamlYmsmoUJpW84LvrqUmJUeGhuYf2E4hgYNlr75At76 Lu5fP4mKilCxdIe9qBFtd5k+WPfQB1cnFdeamwjQvXwOwShSHc yrKuBjaMm72iY4cAgPv378fFxeXl5Tln7PUIUBRtbm6m2dir7J BExQZcXJKPHvlGufdzYt9u4usvVJfPKrBeiUkpGng0PIlKgE6l 6O3+9pu9QQH+s2fEVZQWWzW4USn3qknhT6VXSPW49MGdmwF+08 4dP0aiErMK9eLP61jZ7FDa3aYU9XjoNmMXSsZrh9V8GGgoOzSb wYsX4NgxcOUKEIkAAIazZ4+Hh4fDcqZ96PV6lUpFs7FX2aEeEw OdKDyE+u1/Wvz89NN8DB9ONLz/nvGrzwmUL9Er/vHnpZWJjEq5VYP3NNXv2LThg7+9t3r5p7ymOpMHphUykEmFqsT 8A3v3hAUHleTfNg92JiLUMILp5DBuztSgdmg0gkuXQFoaCAwEi xeD06dBTQ3o7BRnZa1LSkrq7e111ZjsuXidHWpFQQH6bRvUAPR a1SI1Ij6SrXrvr4bDXyuVIokB/+HPy6pWkKjkxaOHK5YtjQwLPXX0kEYmNHpsWiEDmVSoorf744/S01PmNVaV95UzhaIjOKzDuDlTA+3QYgHPn4PwcHD4MLAdfXj9O pg/HxQWgo6O1oSEOdu2bdNoNC4blz0TL7TDkCD99o1qAIQGXGxRi1 USSfYe1Rv/beqolwKtyFbGUynquXrudGRoyEdpqU01LykM0Suk4+qLSqISCp U011QEB/pv35iFCrrMKtTlvfIUaaRC+HgZxs1pGmiHBAGWLgV79wIU/eFfTCZw6xawJR8+elTs4+Nz48YNs9nsilHZjbBarfSD4J12uDV LDaxCnVxMomJgEJYWov/vj6ZWjhRQEgMu6+bWbVq7+sMJEz7fugnpajPgsvGWbECiEkIi4 HE5akRw6/KFIH//3EMHTEr5eIsDs9Dp5GIelyPv6YBPmO0NHb+5XtLZAuNmrwbaoU wGPvgAPHz4k8HQZAIUBQAAOp3uyJEjoaGh5eXlzh2P3Q6NRiMW i2k29nI71MnFwCAsK0Zf/7OpowEFpKS5piJx9syJH7x/8uhhpYhvVqFekGJvr2zH/74sKVSKeBSG7Nq6ee7smY++v+ut+2kdKJsdVj0p4jfXw4QBu6R XSDllT9pqK2Hc7NVAO5RKwVtvgWfPhhwYURRdvnz58uXLx/mZiFKplMPh0Gw8LuzweRH65hugrU726PsrcdFRixfML7l/VysTeU2Kvb2y2WHZw/sov9OqweU9HQtSkxfOT+lsqIWPTIeXzQ5flhTCvEN7BavSMNag s8MJE8CjRz8ZDK1W0P+sp46Ojujo6L1799LfWul9SCSSmpoamo 291w6BkETFRqVYrxTlndL97rdUxkdbZ00P+mrn9o56tkWtMI3j cd9mh+VF36P8Tr1CCrTKiidFkWEhazI/tZUvd3kP3VawKg1jwao0jDXQDlUqkJ4OcnJA/+0yZ8+CHTt+Mjzeu3fP19f3woULThqO3Y/xW5XGZofBgfrd2wkABMAqBFrxnavkX/9H/S//si8ues654wdwIQ9oleN89cJmh88f5NvskEQlQIufOnY4wG9a7q H9QKscV7uK7BKsSsNYcHbIWAPt0GwG+fkgLAz05dxfuwZCQkB2 9k+GR4vF8tlnn0VGRo7bcqbjtyqNLe8wwE//5z+ZUufrFqYaF84H77yFs1jZi9NXPy64bVTKxu0D0v6iMAQX8u pfPO2rWWpUygmpcNuG9WHBQaUP7gMtDh1xUNnC0ljxXNTeBKfR donCkJaalzwuB8bNXg2ad6jRgJ07wcyZIDUVzJ8PoqLAzp1ALn 91hJTJZOnp6QsXLuzs7HTeuOw2KBSKtrY2mo29yg4pVGxUiS6c VKz4VLfqUxAX0/uzn5369b/v2rTu8476F0CjgNWh+qSRCuU9HRqpsO8oYKBT8ZrrFy2YP3N6T FcjZ1xlYdorlN+pEvNhfOwVJujChTwYN3s1VFUalQpcvAiWLwf LloEzZwbxQht1dXUxMTHr168nCGLMR2Q3w2g0arVamo29yg51t pqlFjkAaGtt4c6tHy9Ojz55dCcu6ug7Ah6qTwOfGAODprTwfki g//KlGWqk19OPeBzT0ME/Jxg3p4lmzdJhyMvL8/X1zcnJceDY6314vB1qW1/eT3zDLO0GlIbCEKBTKXq7Lp85MSM2Zl7i7GdF31u1OHw4M6gG2 qEeQ4xK+fnjxyZPnHDu+DE9hsD59FChg8M6A8GqNPZKKxObVQg AgHt0XVlWPONx0mw2b9++PSQkpKKiwnGjr7fhwXZoNAIuV3b31 KHPA3715O5lmYBnIRTdXM6ubZunTJq4evmnvOZ6i1oBv35DfM1 EhEQwsESIrXjbN3t2Bwf4lxU/MMLc/MFESAQaqdDl3fA4ERKBGul1eTc8SBa1VNKF1FS0H/97/DeJ7zU1NVKUntmAKZFIMjMzk5OTEQRx7FDszlgsFmP/7JNh8VQ7JElw61bb//zPZhYrkMWa8Lvfhn62aVtZccGyJYsmT5x4/PABlZhvxGXQCwcViUpUYn5bbaVS1DNwjmjVKPgtjetWLE9JTGi trTITGAxj/9Dp5OKOumppd9s435/MIHTdjbWi9iYYN5qiMDHWK/186/e/+20Gi+XDYk14991ZFy/m6fUUs2GTw+Gkp6dnZWWRJOnYAdltIQhCIBDQbOypdvjwofCdd 1awWDNZLA6LpWWxSv7vv/m/8fqfMhanV5Q9NaqVZq3KQCj0KgxqoEwapRIRvnxSjEt6TRrlK1 cNhAIYdE211dHR0Vs2bRJ2tll0hF4Fg/lDcPQqrOrZY0F7i0VHuLw/HiSTRsl5+by9gQPjRkdGtcJKqvbufvrb/4xnsTJZLCGLRbBYR955J/jmTebFSPPz84OCgs6dO+fQ8dh9QRCktraWZuMf7NBsNlut1r5/NZvNpn70v2qriNr/av/Dl0d5dag3BQBYLJb+l7755iSLNYfFqmaxAIsFWCwLi5X/b//n7Tt5R4wKkaa3Q8lrgRpKakG7pLn26Z2r4uZataB9YANNbwfBb 7tz4ZT/pA+unTqqEXbCkNqk6mlV8lrK8m90VD3TCjtd3h8PklrQXvngTu OzIhg3euFq00u64qKWsFirWSz+jwOdmsU6HBMzXa1WvDIqDj9m 2q4CAIxGY25ubnh4OJvNtlgsfQPyiD/rHAvof5V+l4a5iiBITU3NiB/nJ3bY1tam0+ls/28wGLq7u6urq6t+pKurS6//4YE1SZIdHR1VVVW2BjU1NXw+32Qy2a5qNJrW1tbKysrq6urKyk o2my0SifreTKlUcrnciooK21UOhyOVSvu6hWFYfX297WcrKioa GhowDOvrMYIgHA7HdrW1tSUzcxGLlfrjnwhgscA/sYif/693d4f8oSD5nauz3oAaRtdmvXllxn+fi/79lRmvX5v15qBtbsz5y+X41/e8//OcoP+8NuvNG3P+MlTLcaVrs964OuuN89F/uBT352uzYUDsCt2bF2L+kDf9/8G40dGN2W/eTnjz/d/+K4t17h+j3D8BFqvszTffUSqlAAC5XN5/zGxsbFQoFH32IJFIamtr+0bj5uZmW6IFiqJbtmyJjIwsLCysq6 uzXX3FAng83isWQFE/PKGlKGqgBfStzw1vASqVangLaGho6PvZVyzAVn2078Nyudy+4n Nms1kkErHZ7L6fbW1ttZ1vJZPJKioqenp62Gx2X587Ojr6f5yu rq6f2CFBEH2WZrFYNBqNQqHAfkSj0fR5uNlsVqvVGIbZGigUCq 1W2/d5TCYTQRD9r5Ik2XfVYDCoVKq+qziO9/UJAKDX65VKZd9VpVJpMBj6rlIUheO47apaTezb9wWLNY/Fktv+Sn7+c+Dr2/r6n6fcOval6EVBb3kh1DASlBd2PL5dfOZAx6PbgqGbiSuKZOzH OxcnJvu9++jsIdHLhy7vuZvo8fnDdfl5gnL4l2aHBOWFz/KOVd06C+NGSy8KhS8KZkREsli7WSzKNtD95jdg8uRbvr5TcVw+/JhptVpJkuwbMzEMU6lUfabF5XKjo6NXrFjB5/NtbV6xAK1W+4oF9FnaoBbQZxDDW4DRaLTLAvqmYa9YwCsfx/Zh+96x/8dBEKSqqqrv49j+q1ar+3+cvoMhPXXtsKKi8q9/DWGxMlgs9Fe/Aj4+bRMmzFu5MlOG467ummdgBaBLiFhGbgjqWjqiZsz+cv9hyj py43FCDyLXmGA47EaE4gotw20g45M79wrffjuaxfqaxQK//z3w8fl+8uTob77J7u8TDLBYLAUFBf7+/jdu3Oj/yNH7wHG8b/I3Ih5ph1wud926dQkJ02NiEn7xiyQWa+57781ctmwxl1tvsXjz r9aBWCwWkiT7P7gfhvz8/ICAgFOnTo11rzwFiqL6bqUh9NHr9fR3vUMAACRJ5uWd8PFJYLG SfvazRD+/+M8/3yyTSUf/ygaD4eDBgwEBAd59JqLJZOo/AR0ez7PDa9euzZw5c/HixUVFRfX1NcePf/XFF2tycvZ3dHS4umvezM6dO6Ojo58/f+7qjkAg4wuDwfDsWdGBA1t2715z5cp5FEUd9coEQSxcuHDBgg V8Pt9Rr+nReJIdoih68ODB8PDwFStWNDc3u7o74wuZTLZ48eJ5 8+bB2w4IxGtoa2uLiIjYvHlz36aV8YzH2GFVVVVWVlZkZOTJky f7P6eyWCx6vd67H3+PBVarlaIomg9LbVRVVcXHx69cuVKpVI5d xzwCvV7POPFrPGMwGODDUmaYTKb+WwsdyL179wICAnJycug/VPQgzGYz/XVWD7BDgiC+++67+Pj4OXO2CovmAAAQrklEQVTmlJaWvnJVo9F 0dXXBhRx70ev1nZ2d9n4B7ty5ExMTAwsBd3d3w3sCBggEAplM5 upeeCRyuZx+dRV7OXDgwPTp0x88eDBGr+9ClEpld3c3zcbuboc 9PT3Z2dkhISGbN28Wi8UDG+A4XllZCW857UWn01VWVtI/+qSPnJycqKgo+idqeiVsNlsikbi6F55HQ0MDj8dzdS88kp6eno aGhjF6cYvFkpmZuXDhwt7e3jF6C1dhS8On2dh97dBoNLLZ7I8+ +ig8PLyoqGioBwU4jldVVUE7tBedTmdLx7H3B4VC4YoVKxISEq RSB2xv81Bqa2uhHTKgsbER2iEzenp6Ghsbx+71ORzOrFmz1q1b 15eM7x0gCMJms2k2dlM7pCjq6tWroaGhixcvbmlpGWaJC84Omc F4dggAqKysjI2NXb16tZd9c+gDZ4fMgLNDxozp7BAAYLVar1y5 EhQUdPjwYW/aiuHxs0MURbdu3err63vgwIERVxrg7JAZjGeHAACz2Xzr1q0pU 6ZcvHhxfK7awtkhM+DskDFjPTsEAFAUtWvXruDg4GfPno3pGzk Tz54d1tTUJCUlxcbG3rlzR61Wj9heq9XyeLzxOSiPBltlWsa1L SiKys7O9vPzq6+vd2zHPIKenp6+eokQ+giFQrlc7upeeCQoigq FwrF+F5lMtnTp0jlz5vTVPvV0VCpVT08PzcbuZYdnz54NCwtbu nQpfT+3WCwGg8GbZvfOwWq1jjJuMpls7dq1KSkp4/B+32AwwEQLBhiNRnjnygyTyeScZ2B1dXUpKSnr1q3zjrwLs9lM P0HFXexQJpOtX78+LCxsz5499M0c4lo6OztnzZq1ceNGmMMLgX gNDx48CA8Pz83NdXVHnI1b2OGzZ88WLFgwY8aMS5cujbI0LcTJ PH361N/fPy8vb4xyhCEQiJMhSfLEiROBgYFVVVWu7otTcbEdkiR5/vz5+Pj4hQsXVlZWMngFs9ms0+ngw1J7sZ3hYldVmqE4evRofHx 8WVnZ6F/KU9DpdPChHwNIkoS3TcwwGAwkSTrt7RQKxYYNG9LS0gbN9vYgj EYj/Q3wrrTD7u7u7du3R0ZGbt++nXFdWrVa3dbWBscme9Hr9a2trQ5 ZHjAYDAsXLkxOTh4/5Uw7Ojq8Zq+BM+HxeAiCuLoXHolUKnXyIn13d3dERMSmTZtshw Z7KDiO0x+XXGOHVqu1rKwsIyMjPDz8+vXro3kphUJRUVEBEy3s RafTVVRUMEu0GAibzQ4ODl6/fv04MQk2m+3pd80uoaGhgX7FLEh/eDzemOYdDsRkMt2+fXvixIlnz5713DUsiURCv4SWC+wQx/GrV6/GxMSkpaWN/mAKmHfIjNHkHQ5Kfn5+dHT0iRMnHPIA1s2BeYfMgHmHjHFC3uF ATCbTsWPHoqKinj596uS3dhRunXcol8t3797t5+e3a9cuOmmFI wKr0jBjNFVphmLv3r2JiYkvX7504Gu6J3B2yAw4O2SM82eHNki S/OSTT/7+97976H2MRCJxx6o0VqtVIBAsW7YsPDz87t27jpp94zheXV0N 7dBedDpddXW1Y+1Qo9EsXbo0LS3NgSeUuiccDgeugTGAy+XCNC pm8Pl8Lpfrkrfu7u6OioratWuXJz4ylUqltbW1NBs7yQ7NZnNp aWl0dPSCBQs4HI4DU5h1Ol1vby/MibYXo9EoEAgcvs2voaEhKSlpzZo13v3IVCgUOuTZxnhDIpGMk 9Vlh4PjuAufz9syEU+cOOGqDjBGrVbTr+bjDDs0GAxHjhzx8/PLyspy+IzbarXCbaUMsMVtLBJUbt26FR8ff+HCBYe/svtgNpu92+/HCBg3xlgsFhfe9JvN5n379iUkJDx58sRVfWCGXXEbczvk8/nLli2Ljo7Ozc0dz0cCjR90Ot3XX38dHBzM4XBc3RcIBOIYMAxb tGjR/Pnzve9MxD7G1g4LCwvj4uLS0tIePHgA53DjB5FI9Omnny5YsMD rFxEhkPFDTU3NrFmztm3b5q2D+VjZIUEQ2dnZYWFha9asGX02x TAYjUaCIOATGHsxm80EQYzd4xcul5uWlrZlyxbH7tZxE9RqNay uwgCNRuPM0ireBEVRGo3G1b0A9+/fnzVr1vHjx13dEboYDAb6y/xjYocNDQ2ZmZkxMTEHDx4c6x0HBEE0NTV5693K2EFRVFNT05iO TY8fPw4PD8/Ly/O+jU6tra2wajkDOjs7YYIKMyQSSWdnp6t7Acxmc05OTnR09PPn z13dF1pgGNbS0kKzsYPt0GKx3L9/f+7cuYmJiQUFBY598UGBVWmY4diqNINCkuTp06djYmLoV4XwFG pqauCwzoD6+nqYd8gMHo/nJmeLIgiyefPmlJQUj8g1cllVGgRBvv3229DQ0GXLljktZxNWp WGGw6vSDIpKpVq5cuWiRYu8bPkdVqVhBqxKwxiXVKUZiqampuT k5G3btrn/wOuaqjQtLS1ZWVkBAQEHDx50Zozg7JAZTpgd2uDxeBEREV9++a U3LSLCqjTMgFVpGOOqqjRDUVRU5Ofnd+vWLVd3ZAScPTukKOrp 06cJCQkzZsx4/Pjx6F/QLpRKJZvNhnZoLyRJstls+kefMMZisdy7d2/q1Kl5eXle82uqr6+HWUMMaG5u5vP5ru6FRyIQCMZ0T6K9qNXq/fv3BwQE0C+B5hKkUmldXR3NxqO1QxzHT58+PXXq1DVr1rik/BJFURKJxPs2a4w1RqNRLBY7Z3ukyWTavXt3ZGSk8++WxggEQbx psus0ZDKZUql0dS88EpVKJZPJXN2LnyASiTIyMubNm+fOD8C1W i39Nc5R2SGfz1+9erWfn9+pU6dUKtVoXooxVqsVZlkww5lxU6l UycnJH3/8sTt/c+hjsVjgidMMsFqtMG7McM/QNTY2hoaGfvXVV257JqJdBsHcDp8/fx4XF5eSkvLkyROHnCIL8W64XG5sbOzu3bvh7QsE4jUUFBQEBg bevn3b1R1xAEzskKKoEydOhIaGbt26lX5KBwRSWFg4d+7cc+fO ubojEAjEMZhMppMnT86dO/fFixeu7stosdsOeTzeqlWrIiIicnNz5XL5WPTJLgwGA47jcMJh L2azWaFQOLl8gcViyc7Ojo+P97hCwK+A4zh8IsIAlUoF11yZod PpXLUgNSI6nW7ZsmVLlixpa2tzdV9ehaIoHMdpNrbPDu/cuZOUlDR//vx79+65iQOpVKqGhgav2bLoNCiKamhocMLO0lcQi8UZGRlJSUk ikcjJb+1Ampqa3OFe0ONob2+nf9oOpD8ikai9vd3VvRiS1tbW8 PDwrVu3utvBZyiKNjU10WxM1w4xDNuzZ09QUNDq1avdKv0F5h0 yw2l5hwNhs9kzZszYuHGjm9xRMQBWpWEGrErDGPepSjMUN2/eDA0NPXPmjKs78hMcn3dYXV29YsWKiIiI7Oxsd9snDavSMMM5V WmG4ubNm4GBgWfPnnXJu48eWJWGGbAqDWPcqirNUNjyqdxqKcS RVWn6apAmJCSUlJSMum+OB84OmeHC2SEAQKvVZmdn+/v7v3z50iUdGCVwdsgMODtkjPvPDgEAUqk0IyMjISHBJTnog+Kw 2SGCILYdpGvXrnXbmpMqlaqurg7aob2QJMnhcJy/dtiHSCRatWrVnDlzBAKBq/rAmMbGRnfLifYIWlpaPPHX7Q709vZ6xDZ+NpudmJi4atUqN8lE lMlk9Ff3BrdDi8XC4XDWrFkTEBBw4sQJFw6aI6LX6+VyueeuQr kKk8kkk8lcexvR2Ng4Y8aMrKwsd1t+HxEUReG5fQxQKBQe97t2 E9RqtUKhcHUvaHH79u2wsLCjR4+6uiMAAECSJP1DyAexQ5Ik79 27FxoaGhMTU15eDp0GMnaUlpb6+PjcuHED/plBIN6B1Wo9cuRIYGCgm5czHcirdojj+KFDh3x8fNauXes+z38 h3gpFUUePHg0JCamsrHR1XyAQiGNAEGTdunUJCQmeVen+J3bY1 dX1ySefvP/++4cPH/aUiTnE00FRNDMzMyMjo6ury9V9gUAgjqGuri45Ofmzzz5z57W2 V/iHHRYUFERFRSUmJhYVFXlQ5Qi4dsgMd1g77KO7uzs6Onrz5s2e sj8Frh0yA64dMsaD1g5tWCyW4uJif3//M2fOOOfknEFhsnaYnZ0dERGxceNG+gn8bgLcWcoMl+8sfYW7d+ 9OmDDh/Pnzru4ILeDOUma0trbCnaXM6O3tbW1tdXUv7MNgMGRnZ0+aNKm 2ttZVfZDL5XbvLI2Lizt79ix9F3UfYN4hM1ybdzgQs9m8cePG8 PDw8vJyV/dlZGDeITNg3iFjPCLvcCASiSQ5OTk1NdVVqXpM8g6LiorGrD9j C6xKwwzXVqUZFLFYnJiYmJSU5M61GW3AqjTMgFVpGOMRVWkGpb a21s/Pb/PmzfRLaTsQR1alcX/g7JAZ7jY7tFFZWRkUFLRmzRq3Ld5vA84OmQFnh4zx0NmhjRs3b kyYMOHUqVPOX0R0fM1Sd8Z2ooWTDyryAkiSdMmJFiNy+fJlf3//nJwcV3dkOOCJFsyAJ1owxs1PtBiRXbt2BQcHP3782Mnvi6Iol8 ul2djj7RCed8gMl5x3SJMdO3a4eSYiPO+QGfC8Q8a483mHdNBq tSkpKWlpaU7eSzWG5x1CIE5AIBBkZGQkJiZ6Vg4vBAIZhtra2q ioqE2bNrlJOdOBQDuEuCPl5eVxcXFZWVlwEgaBeA0XL14MCQnJ zc01m82u7ssgeLwdWq1W+KSUGe4cN6vVeuPGDT8/vwsXLrhhPy0Wi9VqdXUvPA+r1QrjxgzvCJ3JZNq5c2dERITTzk S0yyA83g4pipJIJO55r+HOGI1GsVjswmoRI2IwGPbv3z9t2jQ3 PBMRQRC4BsYAuVzubueHewoqlco7dm/hOL506dJZs2bx+XwnvJ1Wq0UQhGZjj7dDpVLJZrNhooW9kCTJZ rPdcGdpfyQSycqVK+Pi4twtWa2+vh6uazKgubnZOYOg9yEQCJq bm13dC8fA4XDmzJmzbNkyJ1Q6lEqldXV1NBt7vB3CvENmuGfe4 UAaGxvnzJmzY8cOt6p1yWazYd4hAxoaGmDeITN4PB79YmPuz50 7d2JjY8+dOzfWbzS+8g5hVRpmuGFVmkGxWq0lJSX+/v43b950n7QQWJWGGbAqDWM8tyrNoOh0uiNHjoSGhnI4nDF9I1i VBjIynjI7BACYTKb9+/eHhYW5zyIirErDDFiVhjEeXZVmUKRSaWZmZmJiIv21PQaMr9kh QRBNTU3uM2/wFCiKampq8pRTigiCSE5OTk5OdpMjqVtbWzEMc3UvPI/Ozk54G8EMiUTS2dnp6l44mPr6+pCQkI0bN47dQIRhWEtLC83GH m+HRqORIAg33Ivv5pjNZoIgPGhHbl1dnb+//9q1a91hD4tarXbnTblui0aj8ZQ7MHeDoiiNRuPqXjgYo9F469a tDz744Pjx43q9fizewmAw0N924PF2CBk/XL9+/d133z1y5IgHuTgEAhkGkiS/+OKL9957r7S01NV9gXYI8SiysrJCQ0Pd4ZsDgUAcAoZhiYmJqa mpLl9X9ng7tFqtcOGQAba4eVydCxRFExMTk5OTXXswgtlshs/nGQDjxhiLxeLFD0UaGhp8fX137tzp8M19dsXN4+0QAoFAIJDRA +0QAoFAIBDw/wF6+hARxYZaKwAAAABJRU5ErkJggg==

الدرّة المصونة
2013-01-02, 13:13
حل التمرين 1 ص 58

العبارة المبسطة لمساحة المربع هي: (x+1)( x+1)
// // // المستطيل هي: (2x+3)(x+1)

aya99
2013-01-02, 13:14
انا لم افهم التمرين 15رقم200

free_math
2013-01-02, 13:17
http://im17.gulfup.com/A8Mo1.bmphttp://www.djelfa.info/vb/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAloAAAHjCAIAAAB 0FCadAAAgAElEQVR4nOy9aVRU2ZrnzVrd1VW91lv1pdfqqnqrb tXquu+tul198+bNNJV5nmcQVBxwVkTAAWfTNE01nUURRTNJNc1 MTU1FxQFlFCdA5imYAoh5OmPMc8R+P0RemosIEQci4pyI/Vv/D5lyImLH5rD/Z+/9PM/2ARAIBAKBeD0+7m4ABAKBQCDuh/F2SJJke3u70Wh0d0MYhlarbW9v12g0znjzH374ITIysqGhwRlv Tge6urqkUqm7W8E8WCwWl8udq3fTaDSVlZXJycnh4eGPHz+2Wq 1z9c40hMfjsVgsd7eCechksq6uLjsvZrwd6nQ6iURiNpvd3RCG YTKZxGKxkx4jZDLZ3r17ExMTx8bGnPH+bkcqlarVane3gnmgKC qXy+fqrS5cuBAcHLxlyxYOhzMn70lnFAoFiqLubgXzUKvV9j+5 Mt4OAQCe/VToPJzabz09Penp6Rs2bCBJ0nmf4i7gLUcNq9U6+66zWCxsNjs 3NzcwMPCHH35w0goH3ZiTrvNO7O83T7BDCA2xWCzPnj3z8/P75ptv9Hq9u5sD8RAsFktVVVVcXNzixYvfvHljMBjc3SKI5wDt EOIsjEbjlStXfH1937x54+62QDwBrVZ75syZoKCg/fv3e+o6PMSNMN4ODQYDhmEWi8XdDWEYZrMZwzCTyeTUTyFJ8sC BAwsXLvSwKAAcx3U6nbtbwTxIklSpVNRey2azV69eHRsb+9133 yEIMrcNoz9qtdoj9x2cjU6nw3HczosZb4dyubyrqwtGljqKVqv t6upywb6LQCDIysoqKCgQiUTO/iyX0dvb64Uj8uwZHBzk8/kUXvjgwYOkpKQVK1ZUV1d757OvQCAYHBx0dyuYB4Igvb29dl7M eDvEcbypqQnaoaNoNJqmpibXhEe2tLSEhYVdvnzZY2ZUra2tnu TuLqOrq2t0dNShl5AkefLkyejo6F27dg0MDDipYfRnbGzM/oQByDhisbilpcXOixlvhwRBvHv3Dtqho2g0mnfv3rksW+D7779 PSEh4/vy5az7O2bS3t4vFYne3gnn09PQ4tOfX0dGRk5OTkJBQUlLiJRG kH4LD4fT09Li7FcxDIpG0tbXZeTHj7RDODqnhytkhAMBqtebm5 qalpXnGnzScHVLD/tmh0Wi8f/9+ZmbmwoULa2trnd0w+gNnh9Twrtkh3Dukhlar7ezsdOUTd29v b2xs7KZNm2Qymcs+1En09vZ6wLdwPQMDA/bsHQqFwnPnzkVGRm7dulUgELigYfRHIBB481oxZRAEsf8RnPF2 qNfrURT1zt312WAymRAEcXZk6SSqq6sTExOLioqYXkUIwzCtVu vuVjAPgiCUSuX01/T19W3dujU0NLS0tBQmno+jUqkIgnB3K5iHVqvFMGz6axQKhe0/GG+HEGZx8eLFtLQ0uPwFeR+NRlNTU5OcnJyamgpzVSGuQSQSnT x50vbf0A4hLkWv12/fvn3hwoVCodDdbYHQCJIkL1686O/vv2vXLrhACnEBJpOpvb195cqVoaGhtn/xBDuEKyrUcFe/DQ4OZmdn5+TkMHfHF95yc8vo6GheXl5ISMj169fHV64gkDlhyr 9Wo9FYXl4eERGRnZ3d3d1t+0fG26FOp5PJZEzfi3I9JpNJKpW6 y5AqKytTUlK++eYbt3z67JHJZF4e908NDMMmuZ3Vaq2trY2Ojl 6+fHlDQwMsb/shlErljHtgkPfRaDTvR70pFIovv/wyODj4+PHjE5epGG+HJEl2dHQwd57hLpx63uGM6PX6y5cvBwUF vX371i0NmCXd3d3wvEMK9Pf383i88f9Vq9WnT58OCQn54osvYM mV6eHz+f39/e5uBfN4/7zDjo6OJUuWJCYm/vLLL5OOG2O8HcK8Q2q4OO/wfTAMKywszMzMZOJGEcw7pMbEvEMWi7V+/frY2NirV6/aX1XSa4F5h9SYlHf4448/RkVFrVu3rrGx8f2LGW+HsCoNNVxclWZKhoeH165du337dsZFkM OqNNTo7u629Vt5eXlCQkJ2drbHFCpyNrAqDTXEYnFnZycAAEXR L774IjY29ssvv/xQLQjG2yGcHVLD7bNDG01NTTExMVeuXGHWwXVwdkgNDofT2tp6 7ty5qKio7du3wwVS+4GzQ2oQBNHT0/PmzZs1a9akpKTcuHFjmv1pxtuhQqHo6elxcTq5B6DT6Xp6etye S240Gn/++eeYmJiGhgYGhWuyWCwURd3dCubx9OnTJUuWxMXFXbp0yWPqu bsGoVA4NDTk7lYwDxRFDx48mJSUtHz58qampukvZrwdGo1GkiR hVRpHMZvNBEHQ4TFCq9Xu3bt3+fLlDPprl8vlMAbSIUwmU0VFR Xp6elpaWlVVlbubwzy0Wi1MQXGUsbGxw4cPh4WF7du3z57nV8b bIcQDkEgkCQkJn3/++aRAL4hnIBaLL1++HBISsmXLFi6X6+7mQDwfq9Xa0tKycePG6 OjoW7du2fkqaIcQWlBTUxMYGFhaWgrX0DyM/v7+wsLC4ODgsrIyZu0QQxiKQqG4d+9eTExMVlaWQ/FHjLdDq9UKV0qpYbFYaLVdV1RUFBER8ejRI3c3ZGbo1nX0RKvV 1tTUpKampqenNzY22v5OYb9RAw50doIgyIkTJ/z8/L788ktHE3gYb4darVYoFMKqNI5iNBqFQiGtntZ1Ot26detWrFh B/4BDkUikUqnc3QpaQxDEpUuXFixYsH///vEFUplMxrikGppAkiSs/DA9FouFxWKtXLkyOjq6vLzcFieo0WjsDwJnvB2SJNnW1gYTLRx Fo9G0tra6PdFiEmw2Oz09fe/evbTy6ffp7OyUSCTubgV9GRkZyc3NDQ0NvXHjxkT/6+vrg3uH1ODxeH19fe5uBX2xWCzPnj2LiIhYt25da2vreJCgVC rt6Oiw800Yb4cEQTQ3N0M7dBSNRtPc3Ew3OwQANDQ0ZGVllZSU uLsh09HW1gbzDj/Es2fPkpKSli5d+urVq0l/mN3d3R/KgIZMz9jY2HilacgkVCpVaWlpdHT0sWPHJlYBBACIxeLW1lY73 8cT7BBWpaEAHarSfIjS0tKEhITKykp3N+SDwKo0U6LT6U6dOhU QELB79+4pC2z29PSMjY25vmEeAKxK8yH6+vpWrlyZkpLy008/vZ+LIpFI2tra7HwrxtshrEpDDZpUpZkSBEG2bt2anJxM26ETVq V5Hx6Pt23btqCgoFOnTr1/hoCNiTVLIQ4Bq9JMSVVVVUJCwtKlSz9U7W9SzdLpYbwdKpVKFo tFh3RyZqHT6Vgsltur0nwIFou1aNGigoICema7Dw4OwtN2JvL0 6dOsrKzFixffv39/mj/GkZER+BhBDbFYPDIy4u5W0AiZTHb8+PGUlJS9e/dOc9YHhmEDAwN2vifj7dBkMqlUKhi97SgWi0WpVNI5Ivf58+dh YWEXLlxwd0OmQKVSwQUJGyiKnj17Ni4ubuPGjbZaydOgVqthXi k19Ho9Pddy3EJbW1t+fn58fPzFixenD7szGAz2B4Ez3g4hnort TER/f//a2lp3twUyNV1dXVu2bAkICDhx4gSsKARxAUajsbKycvXq1WvWr GloaJjbN4d2CKEvCILs378/MTGR/pmI3obRaHz+/PnSpUsTExOfPn3q7uZAvAI+n19UVBQXF/fVV185o4Y+4+3QarWaTCa4WOooTOm3kZGRzMzM/Px8Wp0gYTKZvLlECIIg165di46OzsnJmRTXPj0mk4nO6/N0xmw2e3mEBIvFysvLmz9/fllZmf1dYbFY7L+Y8Xao0Wi4XC78G3MUg8HA5XLpGagyiZaWFn 9//6tXr9JnOODz+V57vMDw8PCuXbuCgoIuXLjgaGkekUgEQ5CogeO 410Yh6fV6W7W/5OTk+vp6h16rUCj4fL6dFzPeDgmCaGlpgXENjqLRaFpaWhixOW 80Gr///vvQ0NC6ujp3t+VXOjo6vDDvUK/Xv337NiMjIyYmpra2lsIfXW9vL22TZ2gOh8Pp7e11dyvcAEEQt 27dioiI2L9/P4fDcfTlEomkvb3dzos9wQ5hVRoK0LYqzZQolcpdu3ZlZ2fTZE Roa2vzNjvU6/UXL1709/cvKCgYHh6mtswOq9JQxgur0lit1sHBwU2bNqWkpFRUVFBbj5FI JLAqDWQG6FyVZkpEIlFqaurWrVuFQqG72+J1VWkkEklhYWF0dH RpaelsirXCqjSU8cKqNE+fPk1ISFi7dm1zczPl7TDvqkoDZ4fU YNbs0EZtbe28efPoUM7Uq2qWNjc3Z2ZmLlmy5Pnz57PMGoSzQ8 p41exQq9UWFRWFhoYeOnRolsUHvKtmqUqlGhoaok+QBVPQ6/WDg4PMyom2Wq2HDx8OCwv7UEEml8Fms73hoCKj0VhaWhoXF7dj x445GYs5HA48CYQaMpmMws4ZE2lpaVm9enV8fPw333zj6IGF70 MQBJvNtvNixtuh2WzWarX0TxigGxaLRaPRMC5bAEGQVatWJScn u/dJWavVevwTGIfDKSwsjI+PP3Xq1FydtKfT6Wh+dBdtMRqNzHp4 pcatW7cSEhKWL19eVVU1J29oMpnsL0XJeDuEeBtdXV3R0dEbNm yAIftOwmQy3b17d8WKFRkZGXfv3oXPmhAXQBDE6dOnw8PDd+zY MTw87JY2QDuEMI+KioqQkJBTp065uyEeiEgkOnHiRFhYWG5urv dsVkHcS1NT0+7du1NSUkpLS90Y0MB4O7RYLHq9Hj7AOorVatXr 9YxbLB3nzJkzQUFB7spE1Ov1Hln5oaOjY/PmzbbK6c5Y1TQYDB6/yOwkTCaTR64za7Xa27dvp6amLlu2rKmpac7f32w2219shPF2qF arR0ZG4N+YoxgMBjabzdzdCLFYvGXLlsTERC6X6/pPHxsbI0nS9Z/rPDQazePHj5OTkxMSEpz3kMHn8z90FCJkehAEsb+6ClMQCoVnz 54NCgrauXPnXO1PT0Iul9uf28N4O4SJFtRgYqLFJFpbWxcuXJi Xl+f6b+FheYcIgpSUlMyfP3/Tpk1OfbyAeYeU8by8w97e3oKCgoCAgO+++855B6/CvEPIzHiAHQIAnj9/HhwcXFpa6uIbwGOq0lgsFjabXVBQ4OfnV1xc7GgNUkeBdkgZT7 JDjUZTU1OzZMmShQsXdnR0OHXfweuq0kA7pIBn2KHZbC4rK1uw YEFNTY0rP9cz7NBoNFZVVUVHR6emptbV1bmgnnt3dze0Q2pwOB zPiGySy+UnT54MCgo6dOiQQCBw9sd5nR3CIm0UYFyRtg+B4/i+fftiYmJYLJbLPtQDFks1Gk1xcbGvr+/BgwddFtcOZ4eU8YzZ4eDg4OrVq+Pi4srLy11TyMK7FkvVavXo6 CgMpXEUg8EwMjLCiAOeZoTNZmdlZe3Zs8dlmYgcDofRh79zudw tW7aEhYVdu3bNlembfD4fQRCXfZwngaIo00Np7t+/n5CQkJub29bW5rKYdu8KpbFYLAaDASZaOArTEy0m0djYGBwcfP 36ddcYvMFgYG6ixcOHD+Pi4pYtW/bs2TMX3wAw0YIyjE60QBBk3759fn5+n3/+uYuXB8xms/39xng7hEBsfPPNN6GhoS7eRGQWSqWyqKgoOjq6sLCwq6vL3c2B eAXNzc2LFi0KDw+/cOHC7GuQOhVohxAPQafTrVu3LjU1tb+/391toSO2FPv4+PhLly5ROzoOAnGUW7duJSYmLl++vLq62t1tmR nG26HZbNZoNHCx1FEYWsJ7egYGBiIiInJycpwdsca4Et4VFRWZ mZkZGRkPHz50YzNgCW/KGAwGZhXNEAqFx44di4yM3LNnjwsiSD+Ed5Xwhgc8UYOJBzzZw 5MnTz766KNjx445NdiYQQc8SSSS8+fPh4WF5eXlzfLouNkDD3i ijFQqZdABT62trbm5ufHx8RcvXnTvXIUgCPsDpxlvhzDvkBqek Xc4JV999VVISMiTJ0+c9xFMOf63t7e3sLAwMDDw3Llzziv8YT/w+F/KMOX4X61W++jRo7S0tIyMDPszHJyHdx3/C/MOqeExeYfvI5fLs7OzU1NTnTfy0j/vUKfTVVVVLVq0KDEx8eXLl+5uzq/AvEPKMCLvUCQSFRcXh4WFbdu2jSbFab0r7xDODqnhwbNDAEBnZ 2daWlpOTo6Tqo7RvCoNhmFlZWW+vr579uyhVbIanB1ShuazQ6v VOjo6mpOT4+fnd/XqVfrsEHtdVZqWlhZoh46i0WhaWlo81Q4BAPfv3w8JCfn666+d ES7U0dFB2z2wsbGxHTt2BAUFlZWV0e3Yjd7eXgZtgNEKLpfb29 vr7lZMjV6vr6+vT0pKys7Obm1tpdVoLJFI2tvb7byY8Xao0Wh4 PB5zc6LdhcFg4HK5nlGVZkoMBsOpU6f8/PyeP38+52/O5/NpmKtgtVrfvHmzaNGihQsXvnjxgoa/XLFY7MoiOJ4EjuP0XJDQ6XSnT58OCAg4dOgQrZYibCiVSvtbxX g7tFqtJpMJJlo4ijf0G4IgBQUFSUlJc/5XajKZ6JajYjAYSktLQ0JC9u/fPzQ05O7mTI3JZIJPrtSwWCw0jJ8fHh7esmVLeHh4WVkZPVPsH eo3xtshBDINPT09S5cuLSgooOFkbg7hcDibN2+Ojo7+7rvvnHS MKgQyiZqamvj4+C1btrx48YI+m4WzAdohxMOprKz09/e/dOkS3eZzc0VlZWVGRsbSpUufPXvm7rZAvAK1Wl1cXBwVFbVnzx 63J7POIYy3Q5PJpFQqPXWkcx4Wi0WhUHjDypVGo7GtItbV1c3V 4rBSqaTD47BGozl//nxCQsKOHTvoH4UPAFCr1Z5X+cE16HQ6mgS+dXZ2bt68OTU1tbi 4mG6xWu9jMBiUSqWdFzPeDpVKJYvFouGqOs3R6XQsFosOqdkuQ KlU7tmzJzExkc1mz8kbDg4Ouj0kpL+/f/fu3XFxcUVFRUw5bWpkZIQR5QtoiFgspsM87NGjR5mZmVlZWU+f PnV3W+wCw7CBgQE7L2a8HeI43tTURKvQXkag0Wiamppo8rzpAv h8flxc3O7du+fkeba1tdW9w/qzZ89WrlyZmZnJrAXSrq4umHdIjbGxMfceQoIgSElJSXx8/LZt2xhUS0EsFre0tNh5MePtEFaloYYHV6WZEqvV+uLFC39//7Kystmv17mxKg2KomVlZXFxcTk5OQwalWzAqjSUcW9Vmu7u7t2 7d8fGxl66dIlZS3FeV5UGzg4p4NlVaabEYrGUlJRER0fPPhPRX TVLBwYGDhw4EB4eXlxc7KSCO04FVqWhjLuq0hiNxpqamvT09KS kpFevXrm+AbPEu2qWkiTZ1tYG7dBRNBpNW1ubV9khAECv169fv 37FihWzPBOxs7PTxVVpdDrdixcvsrKykpOTX79+zdCE0b6+Pi6 X6+5WMBIej9fX1+fiD0UQ5Pbt22FhYfn5+XTYuaSAVCrt7Oy08 2LG26FWqxWJRN4QITm3GI1GoVBIh/BIF8PlchMSEnbv3j2bRwGxWOzKyZlSqbx27VpwcHBeXp5QKHTZ 5845MpmM/rGI9EQul7uyKLbVah0eHs7Ly4uOjv7pp5/sD86kGyqVyv59DcbbodVqhVkW1LBYLAydZMySysrKyMjI4uJiy l/flV0nEAi2bt0aHh5+/fp1phyy+CG89pabPa4c6EwmU3V1dWpqakZGBtMjMxzqN8bbIQT iKCaT6dSpUwkJCZWVle5uywy8fv06LS0tMzOzrq6OhjVIIZ6HS qU6e/bs/PnzDx48aP/BuZ4BtEOIN4LjeE5OzqJFi2i7I6LX68+fPx8aGrp3795Z7nRCI HbS29ubk5MTHx///fffIwji7ua4GsbbocFgIEkSrpc6itlsJgiCWTHTcwuLxVq4cGF +fj6FTiBJ0qlzNTabvW7dusTExAsXLtDkGNU5QaFQaDQad7eCk Wg0GmfX3S0vL09KSlq/fn1DQ4NTP8iV6PV6+7erGW+HCoWip6fHm4d1auh0uu7ubi+pSv MhKioqIiMjL1686OgLWSyW856dHz58mJaWlpGR8fjxYw/baRsaGhIIBO5uBSMRCoXOO6hEJpMdPXo0MjJyz549tD0OhRooi tofkct4O4RVaajhbVVppkSv1xcXF4eEhDj6OOykqjQYhp0+fTo +Pn779u20Pet1NsCqNJRxXlWa1tbW9evXR0dHX7x4kSnV/uwHVqWBzIy3VaX5EGKxeMeOHSkpKQ6dieiMqjSdnZ0FBQWxsbH nz5/31DrXsCoNZZxRlcZoNJaXly9dunTZsmU1NTVz++Y0wbuq0sDZI TXg7HCc/v7+tLS0wsJC+3tjbmeHBoPh0aNHCxcujI+Pr66unqu3pSFwdki ZOZ8dcrnc48ePh4SE7Ny504PrqnvX7JAkyY6ODmiHjqLVajs6O mBcg426ujp/f//r16/bWc+hu7t7riJcxGLxpUuXwsLCNmzY4PFx7f39/Twez92tYCR8Pn+uAowtFktjY+OmTZtCQkKuXLni2YOATCazv7g d4+1Qr9fLZDIYWeooJpNJKpXCxwgbWq3222+/DQgIaGhosCd6BUGQORlEhoaGtm3bFhQUdOnSJW/4XWAY5uzwSE9FqVTOyZliarX63r174eHh6enp7j0iwzVoNBr7o 94Yb4cQyJyAYdi2bduysrJcE1mn0+levXq1ePHilJSUmpoaWGU Q4gIQBDl37lxQUNCOHTvgNP19PNMOrVag0QC1GnhWmDrEuXA4n Li4uAMHDjj6GG6xAJ0OaDR/oWkMTqFQlJSU+Pv7Hzp0SCAQeFg2BcQFWK1ArQYEATAMYBggST B9+WGLxdLb27ty5cr58+eXlZUxtwapU/FMO+RywbJlIDUV2H0MMgQCAAANDQ22TUSHXjU0BE6fBufPg+Ji UFwMzp0DZ88CDmfqi0dHR9evXx8YGFhWVgbrWUOoIZeD8HDw7/8O/uM/wH/8B5g/H5w5A3B86outVuvDhw/j4+NXr17d3NzsqXHLs4fxdqjX61EUnbR3ePcuCA4GAQGgrMxd7 aI7JpMJQRBv2K9yCKvVWlxcHBUVVVVVNc1lKIpOrGDQ0gJOnQI jI7+KzQZsNnh/b9FqtT59+jQuLm7lypW1tbVeOCoRBAHnJdRQqVQTC7hLpeAf/gEcPw6qq0F1Nfj2W5CcDE6enOKFBoPh7Nmz4eHhhw8f9sLTtbR aLYqidl7MeDuUy+WdnZ2ThvXNm0F+Pjh4EGRluatddEer1XZ2d np2UBk1FArF+vXrly9fPk0xi56enomRpe/egW+/neFtNRrNiRMnFixYsGfPngFvXbUYGBhwKL8TMo5AIJh420il4H e/AxPPtd24EaSkTH7V0NDQxo0b09LSrl+/jn9o8ujRIAhif74m4+3w/bxDqRRkZ4OrV8GDByAlBcAN4ymBeYfTMDQ0lJCQsGPHjg8tZk7 KO5zRDru6ujZv3pyamlpSUjIn8YEMBeYdUmZS3qHNDsfzyxUKc PIkKCr6i5fcvn07JSUlOzu7trbWa/envSvv8P2qNOXlYM8ewOEAqRTs3g1u3HBj6+gLrEozPY8fP46I iCgpKZnyp5Oq0nR1gaNHwf374MED8OABKC8H9+4BqRQAACwWy8 8//xwbG7t48eK6ujrXNJ62wKo0lJlUlQbDwG9/C+LjwZo1YM0aEBMDVqwAHR2//pTP5+/fvz84OHjr1q2Dg4PuaTE98PaqNDt3gk8+Abm5ID8ffPYZWLXKf Y2jMXB2OCOnT5+OioqaskzMpNlhVxc4cgTcuwfKy0F5Obh7F9y 9C1QqIBaLjx07FhoaunnzZo+sQeoocHZImUmzQwwD//ZvICYGrFwJVq4Ey5aB8HDwww8AANDS8m7t2rUxMTHnzp2DWZ7e NTuUy+Xd3d3jdqhUgkWLwJ/+BBITQWIi8PUF4eHAi1enPohWq+3q6oJ7h9OAYVh+fn5qaur7E 5q+vr6Jub1TLpZ2drbl5eVFRkZeunTJMH0UvNcwODgI9w6pIRA IJs7z3t87LCwE8fHK6up7mZkLly1b9vbtWze0kn4gCGL/kyjj7dBgMOA4Ph5ZWlUFVq8G9fW//rSrC2Rng19+AbBqzSTMZjOGYfBgrOnp6OhYvHhxQUGBSqWa+O8 4jk+MC51kh3o9+epVVUZGekJCAlwgnYhcLocLEtRQq9UTj5uYZ Idms2X7dvPf/V1lfHzgli0FnnRG5izR6XQTI3Knh/F2OIlt28DRo2D8wZ0kwYULYO1a4N3n+kGoY9tEvHLlyjTX2BIt uFwgkQCJBFRVsSMjN+TmFsJ9MoiTkErBP/4jOHUKvH4NWlrApUu6P/6x5z//s+jixdMGgxMPpvZsPMoOrVaQkwMePvyLf3zzBmRnA/hICqHMpUuXAgMDGxsbP3TB0BAoKgLnzoHdu4Xbt3O//lp74oRxZATWXYM4C1sa/h/+AH7zG+1//a/s//7fWyMjb1VW1nltBOmc4Al2OPEOUCrBpMxysxkoFLBa2xTAvxw7 kUgku3btSkpKGt/3slqtk3pPLjdWVzempa3IylrX1jaohw/oU/F+v0Hs5P2uUyrByIjyq6+u/Pa3AWvX7mazeVYr3PuYjEO3HOPt0GQy2l+wHDKO0WgUi8WwKo2 d9Pb2ZmRk7N69W6GQAwBQFNVPcDy1WnX9+rdJSbFnz57gcNgWC zTDqUEQxPPOW3cNarV60h7YyEhfXt6a5OTIO3e+J0mJuxpGc9R qtdSW82QHjLdDtVrR3d0BAAyVcQytVtve3g4jS+3EYrHU1NQEB AT89NOPRqNhYKAfRX99CBsbG8vNzQ0NDb1x44b9m/beCYvF8sI6YXOCSCQYGvq1Ko3Vaq2srAwJCVm2bFl9fT2MW54G mUzW2dlp58UMtkM2W5eXVx4Skj5v3sdLlqx6/rwersPYj0ajbW5uVquhHdqL2Wy6efNORsbOlC0JQo4AACAASUR BVJR1Cxb4hodHXrly9caNG0uWZK1cubKuvh5OtWeku7t7FIYXO UhtLbp06cWAgNAFCz4tLDxQX//q3LlzoaEhu3btmqsDgT0Yr8g77O/XZ2df/i//Jc7H52sfnzIfn92+vnE1tZXubhdjMAHQ1jsAx2+HuH2n8V/+JeB3v9sQFVUWEnLu448TP/nkD7v27WPzxTO/GAJA/yhPgHhj5UzK1NSTwcE7fHzSfXyKfXy++eu/3vTJJ59ER0eWll6yvzK1N0OlKg2PxxvPozIajSKRqH8CQqFw/MlXr9fz+fzxHw0MDEgkkvHDS7VaLZfLZbFY/f39LBZrcHAQQZDxpECVSjU6OtrX12f76dDQEI7j41M6uVzOZrN tr+3r62Oz2eMlFaxWK47jQ0NDtp/yeKNHjvz0V3+1yMenyMfH5OMDfHwwH589Ef6Rt3cuf/3F8vovVkBNr+p9WbdzYqv2ZtUfcH9j6K+XB5bf27kyOmLDAr8d mzcPHz8ODh8G8fE//utv5u3KiO04sfHFF9lubyT9dS8voWJbKrzl7NGLL1a8/GJFst86H5+VPj7lPj7Axwf4+PT4+CSHh4frdGoAAEmSE8fMkZG RiWMmhmHjYyaLxeJwOOObI2azWSqVDgwM2IZxFos1yQLEYvEkC xhfkp3SAsYzmOfKAlgsFpvNHt9pnmQBfX19o6Oj49nAFosFQZC BgYHx13K5XNuZMxKJpKmpSSwWj3/Z/v5+Pp8/vvdvMBiEQuFf2KFAIBj/sclkkkgkQ0NDg39mYsyFXq8XCoWDg4O2C4aHh2Uy2bgd6nQ6Pp 8//lM2m41h2HhfqNVqLpc7MDBg++nIyAhJkuN9oVAoRkdHba8dGBg YGxsbPwvGarUSBDEyMmL7qUDALSzc4uOz+M9eaBPi4/MvZ7MWNB1dU7d/KdR0+nxpzb4lj7el1uxdUv/5Mve3h/ZqPLTqu/XR//g//8+GnKEjR8DBg+DLL8HRo+BPf9yc+L//vunI6np3t5AB+nzp08L0Zzsz4C1nj14cWPb20IrP/vWffHwuThjlgI9P3aef+iqVqM0/phkzcRxns9njozGPxxu3Q5t/DA8Pj//Ufguw+cckCxi3w1lawNjY2Phrx8bGJro7SZLjFjAwMMDlcsdLO lgsFgzDJn4dPp9vc3ccx3t7e6VS6cSfTnR3m/f/hR0yjjNnDvv4ZE68S/71N/jf/e2faqp+AQCY9VqoaWQx6AwaNSoRGdQqi0Hv9vbQXCadFgAwMtj 7u//PPyeHbbPDL74A58+BBfM3rl+3FAAAu3FGWQw6QiZVEhjsK3sET AYAwJJFGT4+58dHub/5G/DP/9zw+9//AcdhKKld6PV6+wu3MtUOHzx4+I//uNDH50cfH8tf/zfwL7+R+y04ERsV1/LyuVWr0CAiqBmEinWYRIOK3d8S2suswIBOUVl+55/+39/Pm7dr2zbJ8ePg6BHL+nW3wkPjL507YdXItbAn7ZAWk8COsqujU DFQExpUlBSf4uMT4ePz2scH/N3fgt//fiwwcPvatWtVKm+vze0MmGqHcrn83Lnjv/lNrI/P9f/2N7V+C44FBQT8+F0JKeQYCKnb72ZGSIdJ3N4GmkuHSYCa1KKSp +W/rFq2NDwk8NOP50VHHcrKql6adfkf/uG3EaH+bW9eADXp9qYyQlpUDO1wRulxKVCTwmHW+VPHgwP9//P3//b3f5/t4/Pwf/59dWDgtrS0xKamRhhF7wyYaocAAIVCfv361Yhg/9/87V8lxETc/uGqXMQxkojb72amSCnhq2VCtzeDtjIQMgMhE48MfFtyPio8vLA gf6S7vfbJg9Urlv7hP/+3v+/8JRlpqYnxJWdOGklED58t7JBKKlBJBW5vBp1lJGRGEulva963o/CTP3505tiRttd1xw8f/ONv//l//Y//Z8OGdc3NTe4eepmE1WodD22ZEQbbIQDAYjGNvKq4nvhPgp4mLY Hq4FKMfdKiYoWYx+5qlYu4cI44pYwkYiBkra/r16/O9p0/7/zJYxh3xEjKtKgY47M739aN9bZrUdHxw18mxsVUVZSb5Ai896aX FhVz+jpFwyx4y32of4wkopIK6p4+zEhLjo2KvHPjKinkGAiZQa Oo+3p9eU6YTgcThR1DqVSOB47OCLPtEACAdLy8t/C3Kt6gSSV3+w3NFOlxKcYbaaypRLlsPQ7Xlv9CWlSsx6UGQvq0/E5ocGB0ZHh1xX25iGsiEduPTCTS9bZBMjIAdEqEx965NT8zLWW sr9NAyKAjTiM9Lm1/VTfY3gyXcN6XDpOY5AjKZX938YK/74KCTRs6377UYRIDIdVhEmC1tBZtq92W6O7hlnlIpdKOjg47L2 a8HQrf1f6c+m84u0cvx91+TzNFNjt8/fwxtMNJ0qJiAyEjBGNnvj7iN3/epvVr29826HHp+AhuM7zGmsqx3g4jiQCNvKWhLitz4da8XJVUY CBkbv8KtJUel7Y21PS3NkI7nCQdJgEqgt3dVrBpY3CA3zcXzvE GesxydPx2shj0b08VVBbEu3u4ZR5isbh14inJ0wLt0Btls8M3V U+gHf5lt0hMJDLY3rJq+dLwkOCLRaeEQyyzApvYRTY7bKp9xun rNJKIDpOYlNgvP16Pjgi/Ulykw8TQET/cvdK2l7UDbU3QDid1i0WBPn94LykuNi0p4dEvNxVinkWJT1xSh nZIGSpVaZgLtENqf4EYb+TVs0fQDsdllqNmJfbg5x8TYqMXL0x/ePsnNSIC72VQ2P73bfVT2+xQLROaFZhSKjh19JD/gs/qn1boMIkeh3tjUwjODt+XRYkrxfyi40eD/P0KNm1oflFjVmDv9w+0Q8p4Rc3ScaAdUpAOk5BCTtfbBkIwBu1 Qi4qBikC57GNfHYwIC9mSu7Gz8SVQESY5+n7krc0Oe5tfi4ZZ4 10HNHLeQM/m9WsT42JHuttNchRuIr4vHSbpb23k9HXCW87WG8CgYrU2bd64L jwk+PhXX/IGeoBWMWWcEbRDythKu9l5MbRDL5VKKkC5bJVU4M0Dt1omNJEI UJNtr1+sW5UdExV56uhXCIcNNPLpox8x3ohCzBvvOi0qBmqy42 1DTGTE9vzNKG/EqsI1MIllqn4jhRxvvuU0iEiLik1y1KJAH/3yc2ZqclJC7J0frupxqVVFfOgl0A4pYzQax2u5zQi0Q+8VjHcH WoUWFd+5cW1hSnJqUsLDOzdNJGJRYvZ03aQx3UDIdJjkwc8//emPH125UKRBROapJpdeLi9PhVLLhLbCDrKx4aLjR6Mjw9dkL2t 7XQ90iulnzNAOXQO0Q++VN9uhHpcAjVzEZp09fiQiLGTj2tUDH e+sKtzOdbwph3WzAlOIeUcO7A/wXfD8wV2zEoO5+fb0m/fILEeBiuh427Bn+9agAP8jBz+XcYaAZuYMMWiHrgHaoZdKLRPK RVzvnL6Y5KhJjra/fpGfsyE4wP/MsSNKKd9IOpBHLxdxp6yuYpIjkpHBVcuyVixZ1N30Gqg/uPzlnVKIeUoJ3+3NcL20qNiixLWI6NmDu0sXZ0RHhD+8c1OHSU xy1J6XQzukjMVisf9cbmiH3igtKpaLuANtTaSQ41VzRNuoJBdx K8t/SUmIj4uOqnpUbiIRPS610wttlw11vJOODr4/lbSlLQ51tqQkxH++q1A6NmT58IaQt0mLike62wSDvV4VSqOWif S41KLExSMDl8+fDQ8JXpO9rL+1yUQi9v/pQTukjEKh4HK5dl4M7dAb5Z15h3pcYpIj0rGhkjMn/RfML9i0cbirzUjKHFrSnJR3+P4FOkyix6V1TytioiIunDmpJxG Yifjn/vfGvEMjiRgJWX9b866tBZ99+mnRya9lY8NGR7xQA+1wFsC8Q6g Z5G1VaWyTNi0q7m9v3rxhXYDvgkvnTqPcESOJOJojOF6V5kN2a OteHSY5c+xIQkz0/Z9/hMc/jXdLa0ON99ih7a4zkLL6pxVpSQlx0ZGV938hhRyTHHV0SQbaIW UkEgmsSgM1nbxqdmirjKyWCasryqPCwjLTU549uKuWCallB844 O7TJSMgUIu6m9WuzMhd2Nb22KOHN6V2zQ5sXykXcS0WnA/wW5G5Y2/PujQ6TGCkVtoV2SBk4O4SaQd4zO7RtFqLckdNfHw708929bUvH 25dGEjHbF8Iw5RtqZpod2gRUBKutOSUhPm/jOpVU4Nn9bI+8pyqNLUZmrK9r07q1gf6+RSe+5g/2WZT2xi2/L2iHlIGzQ6iZ/1xJIafv3RtCMObBoTQGQmZRYG+qny1MSQ4PDb507rRwuN+qxA2 4VE31PW122N/aKGb3zzi6AQ1558a1qPDQM8eOUFgi8zDpMMlQxztef7dnPxkYC ZlVRTx7cC85Pi49OfHezRsKMQ+oydksmEM7pAxJkiMjI3ZeDO3 QS6WWCXH+qAdXpQFqUiUVXD5/Njw4OHtp1v1bP+pswe5z8X0JwZg9CQMGQqrBJMe/OhgfHVnz6IFVRXhqb9spUshRiHlub4aTZFuKUIh5RSe+jggL2b RuzbsXNRYlblZgs8xognZIGZPJpNPp7LwY2qH3ylMnKzpMAgxq dnd7YcHm0OCgA7t3Dne1AY3cOHcRnnamk6tlQquaFI0Mbt2cm5 GSMtrb4VB2o+fJU9Pw1TKhkZABNclqbcpdvzYmIvzIwf3CIdaH apA6KmiHrgHaoffKI+3QJEetKrzm8YNlSxbFRUdevVyiw+ZsUj ix6+x/Q6BXvWuoTU1M2LxxnVzE9ea8C0+1Q6AmjSTy8PZPSzLSk+Jib3 9/VY9LwNylnEI7dA3QDr1UnrdYqsMkQEMiXHZZyfnYqMjlSxY11l UB7QzVIKnJzsVSm7SoGKjwuz9en//Zp1fOn9WiEq91RM9bLNVhEqCVy8aGik+fiIkKX5O9rKvplVWJG wkZ5f3p9wXtkDJwsRRq5r9hDwulMRAyoCb725oP7tvt7zv/8107ROx+e6pBOiqHQmnGZZKjhIBz5tiRAF/fuicVRq/MzfewUBpbro5FiXc3v95RkBcSGHDkwH5cMGpWYHP+iAntkDIwl AZqBnlSooXtuBwNInpV9XT18mUhQQE3r31ryzXUok75OI19iRa TBNQEb6AnP2dDWlJiz7u3zhg0aS5PSrTQomKrilBJBdUV9xcvT IsMC624fdNAyJz0lAPtkDIw0QJqBnlMGr4el5rlqGxs6Oa1byN CQ1YuXdL6qt7oSA1SR2VnGv6UL7Qq8Y63LyNCgrfk5giG+rwtN 99j0vB1mMQsR1HeyLcl54MC/Natyu5vazLgUuf9KUE7pAxMw4eaQZ4xOzQQMpMcZXe3H9y7a94 nn5w4/CV/oNckR536jSjPDjWIyEBItaj4wa0f//iH/ywrOa9GREw3BofkGUXabBX4hrtbC/M3+87/7MyxwwiXbTvt0nkfCu2QMnB2CDXznzSjZ4daVGwgpCY52lRfvX hhekRYyL2fvsd4IyY56uwjBinPDm0ykjJCwCk6fjQ8OPjZ/btARXjG3q09Yvrs0FZ3TS0TvqqqTIyNSYyLqbhzUyXhm+ROT56 BdkgZODuEmvkPm7kHPI3XIP3+SmlIYMCGNasa66v+vFno9N246 Q94sufltlM1tm7etHLpko63L4FW4fYuddkvjrkHPGlRsVmOKsS 80vNnAv18t+TmtL6sNxAyytX+HBK0Q8rAA56gZhZDj//VomKgJrj9PYUFmwN9fY8f/nKku92qxF0cqPmh43/t/ApmOTrS0x4fHbUtL1fIZpkVmNs71jVi6PG/ekxiUWDs7ra8jetCgwPPHj/KG+ixqgjDnGZTTCNoh5SBx/9C2SXGzQttmYX1TyvSU5LiYqJ++u4bQsiZZTVIyi2ZzYfqMIlV RTy+ezs8JLj41HGz15QzZVwavi2bwqxAnz+8Fx8TnZmeeufGVZ VMAFSEDnPdF4F26BqgHXqvGDQEa1GxWYEZSeTSuTORYSErl2e9 ePbYqsJNLlmqmrLrZjms2w49OH/yeGxkxN2fvgcGlds7mRH95mIBnZIUcC6cPhkfHblp3ZrGuiqgI lyzQDpR0A5dA7RDL5VKKkC5bPpXpVHLhHpcCjRybn/P4QP7I8NC9u7YxmF1A73KjXaO8UYUYt4su852Ht6G1auSE+L7W t4CDen23nZBv5FCDs1vOZv0uBToVf1tzdvycmMiI04dPSQZGQB q94Q+QTukjNFoVKvVdl4M7dAbZatK0/W2gRCM0TyuwaLALEq87mnFulUrosLDrl+5pEXFQO0257AN5b3N r0XDrNl3HVCT7W8aUpMSc9auIYRjc1hknIbSYZL+1kZOXyfNbz kNIgIqwkgiT+7dXpSeFh8bffvGd1al25YiNNAOZwGO40NDQ3Ze DO3QG2VLtHj17BFtEy3UMpEOkwA1IRfzbl77Ni46Mj4muu5phU mOujdM32aHb6ufjvV2zElLgE7xyw/XI0JCTh/9yujk9DX3ihFVaWz702O9nReLTifGRq/JXt76qh5o5e79vUA7pIxYLG5pabHzYmiH3iia5x3a8tNNcpTd3 Xby6KHQoID8jeuHu9vMzk8rnFGzzDuc8ndhkmOnjnwV4Du/5vEDs8Jjw2ron3doJGUmOdrxpmHb5k3+C+YXnzqulPLpUE4P2i FlYN4h1AyieVUasxw1ENK3tVWrVyz3WzD/25JzhGDMRI+TAser0szV7FCDiCwKjDfQsyU3JyEuZrCzxSRH6f BN51x0nh3qMIlZgamk/LonD5dkpC/JSK978tBASA1Oq/bnkKAdUkYsFsOqNFDTyWaHjTWVdLNDHSYxkohaKnzw84/x0VEpifH1lY9UUqGRkNFhVNL82Q7f1VdxWV1zOKwDDdn8oiYtO XHjmlXSsSEjiWjd/U3nXHpc2v6qbrC9mW52aMClRhIRsvtvfHs5Kjz0yBf7x/q6TCRCnz8NaIeUkUqlHR0ddl4M7dAbpUXFCjGP3dUqF3HpszSn wyR6XCodGz55+JD/gvn7dmznsLpt/0gfb7DZ4WhPu2xsaA67To9LzQrs8d3bocFB508eI4Uczwur0aJ iTl+naJhFn1vO1vMmEul593bDmpV+C+Zfv3wJ4bKdXfnWUUE7p IxSqRQKhXZeDO3Qe6WU8GlSlUaLivW41EgiXU2vs7OWhAcHXS0 tkY0NWZS4HqfR0OnUrjPJUS0iuvFNaUhgQEPlI1upaLd/07mVSiqgXM1nzqVFxbZVhyf3bsdEhqckxD++97NCzKPhYjW0Q8 pYrVaz2WznxdAOvVc0GW1tlZGNJPLw9s3YqMilizKqKu6rZUKL kr6ly7So2BkjplWFi9n9WzdvWpic3N/+zqoi6DYu07PfqLXErECVEl5p0Zlgf/9d2wraXr8wEjK6LeTaBO3QNUA79F7RwQ51mMSiwPgDPXsKt4YE Buwt3NbX2mhRYCZajkrjctKwrkUlJjna8fZldGREfs4GwVAfUJ OuqYrJ6H6j0AygVQx2tuzckr8oPe1aaYlgqA+oCVotkE4UtEPX AO3QS6WSCqSjg0oJ343Dk1mOWhR47ZOH6cmJwYF+Z44dkXGG3Z 7jNb1s3SUbG3JSdRUjITMQsgc///jxHz+6cOaEUiqg53yFmhDOMM4fda8j2nJ47v10IyEmOjM99fnD uyY5alHidPDpDwnaIWUMBoNCobDzYmiH3igdJiEEY+2v6nD+qF ueiLWoGGhIuZhXeu5MWHBgRlrKw9s/6XEpUBFu75wZW65BRF1vGwSDvU45RkMmtJ1UdfzwwQC/BU/u3gZaBZ1HavulwyR9796M9rS7+PiR/9sAVAxUBMIdPnX0UEhQwKrlS5vqq4FWTttJ4bigHVIGw7D+/n47L4Z26I1yY1UatUxoIKRAqxjp7dizfau/7/zcDWuHu9qARm47W9XtnTO95rwqzZQyEDKMN7JxzaqszIUdbxuA Rq6hfc/MKD0ubXlR7a68QyOJAI284+3L7fm5kWEhR788IB4ZBDql27vFH kE7pAysSgM1g9xYlcaixEwk8uLZkxVZi4P8/S6cPkEIx8z0i+X7kOa8Ks2HPsVIyEZ6O9JTknLXrxEM9lnVhFr m/q8/G7mrKo0WFVtVuIGQPbt/d0328tSkhIc//2QgZBbmHDMJ7ZAysCoN1Axyy+zQVnpbLuLeuv5dbHRkXExU1cN ykxx119IZ5W+hmeuqNFPKFmRU9bA8OiL8xFcHdXTKCqcm11elU cuEBkJmUeKi4f4rF85FR4TnbVg32PHOqnLPwRSUBe2QMnB2CDW D9LgU54821T7DeCOuGWT1uNSiwMb6uk4cORQU4L89P5c30GMkE WaNSpo/22HLi2pef7ezh3XbA0TR8a+T4+Me3r4J1MzOu9Dj0s43L4Y63r nMDk1y1CRHu5pe7dpa8Nknn3y5b49kZNBCgxqkjgraIWVkMlln Z6edF0M79EbZqtJw+jpdUJXGtu6nRkTdTa/XZi8P8F1w/UqpFhUxNM3cNpJyWV0ol+2C9htwqUoqyN+0MTUpvr+tycyc9b0 pu44/0CMdHXRBv2lRsa3ge+2Th4sz0qPCQx/d/Vkh5hnpUfnWUUE7pIxarZZKpXZeDO3Qe+WCuBUdKjaSiFzEfXj nZnRkePbSJa9rKrWo2EjSpQYpbbtuXEBNvK2rio2KWLV8KSHkM Gtt+f1+c8Vdh0kMuFQu4l2/fDE8JDhv43pWa6Ot2gND7zpoh5SxWq1Wq9XOi6Edeq+cPTTY6n FLx4bOHDsaGhz0xd7dg52tRhLxgGqcrkwn16JikwK788O1uKjI s8eOGAiZ20+5onO/2e66oc6WbXmbosJDrxQXCYdYtKrHTUHQDl0DtEPvlVMHJltN6r 7WxuWLF8VERly/ckk6NmxWYIwelVzTde/LSCI6Eik+dTw6IuxVdaUelzBxndkF/abHJFYlXve0IiYyPC05sfbxA7mIy8TNwkmCdugaoB16o7SoWCn hC4f6nFSVxqoi5GLuNyXnoyPCN61b/fzBXQ0isigZPypp/jygi9n9hGDMZV9HLRMCNSkeGSgsyEuKj+MP9jFxD0yLiiUjAyi X7aSWG0lEh0lLz50JDgxYvXxZU321VUnQvNqfnYJ2SBmdTkcQh J0XQzv0RukwCc4fbW2omfPIUi0qBjrFaG/nts2bfD+bd2DPzsGOFqAiPKbSmG0ob39Vxx/oceU2nhYRAY28/fWLjNSU/Jz1GH/EJEfd3hsOSYdJeppesbta57zfbPWM2D3tW3M3xUZFHPvyi7HeT sZlU0wjaIeUQRCkt7fXzouhHXqjnJF3qJYJTXIEaOS1Tx5mpKX ERIRfKjpNCDlWJe4xo5LGVVVpPvRbMynQJ/fuBAf4l10s1iAikxxlUIFvJ1WlsSpxIyG7f+vH5UsWLU5Pu3Wt TC0TAq3C7d93DgXtkDIw7xBqBs15VRotKgYaOSnkfHvhXERYyO KM9LonD60q3GMmhRO/qcb5VWmmlFomNCtQlVRw+fzZIH+/2scPmBUhMudVaXSYBKhJhMs+dfSrQD/fnHVrOt++BCrCJEfoX+3PIUE7pAysSgM1g+Z2dqjHpUCnGO5q+ 3zXjgDfBYUFm8dYXUCn8KRJ4bjcODvU2DYRVYR0dGjdyhVLFy1 ktTQC5pyJOIezQ7VMaJKjQE12N77Kz9ngO3/ezq35CGcYaEim9IZDgnZIGTg7hJpBtr3Dd/VVs9w71KJiswIz4NIXlY/Xr8oOCw78tuScBhExOlt8xq+sQURtL2tdvHc4sQEGQtbf3pyRm rJvxzb+YJ9VyYw7X4dJuhtfDne2zL7fgJpUy4SP795etigzLCT 4xjel6j+fBOL2r+kMQTukDIIgPT09dl4M7dAbZYss5Q/0KMQ8anM4NSLS41KrEpeNDd+8+m1kWOiihWlva6usSswjJ4UTu 06DiIRDfW48t0+PS/WY5GXV08iw0OLTJ9QyASPCarSoWDTMQjjDs+k3PS6xqgiMP3r5/JmgAL9Vy7J6mt8wa9GYgqAdUkar1aIoaufF0A6hqMhIykxydKC 9+dD+vfPnfbJv53Zuf7fFs6Jm6Czb6F967mxKQnzF7ZsWNanz0 InRRBkImQ4VD3a2HNiz03/B/MMH9uH8UQMh8/i7Dtqha4B26L2i9pBuW6wzErKm+urUxAS/+Z+V37xBirhG0vNHpYmd4PZ1OQMhU0j4eRvXrVqW1dn4iv4nJ8 +m37So2CRH1TJhdcX9+OiouOiop/fuaBChkbF11xwStEPXAO0QygHpMLGRRBRi3i8/XI8MC8lemvW29rkWEZvkHrttQ2cZSWS4py05IW7HlgKFmO95cb w22arAy0W8m9e+9Vswf/XyZW2vXxgImad+3/cF7dA1QDv0Rtn2Dnn93Q7tHWpRsUWBidn9hz7f579g/tGDBwY7Wkwkwuii0hS6ToOI+AM9GG/E7bNhLSq2KPE7N66FBQedO3UMaOR0fijRomLhUJ9sbMihfrPVI B3r7cjftCE6MqzkzEneQI+33XXQDimj0WgQBLHzYmiH3ijbeYf Ndc/tjyzVYRKgU7a+rF+auTA2KuLn62XSsSGLpwfOvC+b37Q21PD6u +kwIutxqRaTfLlvT3hI8KNfbgE1fTMN9Li0622DQ5GlBkJmkqN va58nxESnJsbf++l7lUwAVIQ3bJROFLRDyshksu7ubjsvhnboj XI079CswJQS/uXzZ0KDgrKzlryofGQkEbMcpe3I6zy5N+9wSllVhJg9sGr5spT E+JHudtrmG+hxaWtDjf15h0Arl4u4JWdPJcbFbN6w7k3NM5Mc9 eAcnmkE7ZAyMO8QagbZX5VGh0mAVjHY0ZK7fu38eZ8UFuT1tzU DndLbJoXjcmNVmmkEdMrmF9WpSQkFmzZq/hx3SjfZX5VGj0utSqKr8fXmDeuiI8LOHj/CG+gBatJAyDys3IydgnZIGViVBmoG2Tk7WBNAxAAAIABJREFUN MlRoCKePbiblpwY6Od74cxJUsABGrnb2+9G0XB2aGsVUBH3f/4xJTH+yoVzRlrm4dlZlcaixIGKfPTLz6mJCQtTk3+6+o2BkFmU OD2nvK4RtEPKwNkh1AzSYRJCMNb2shbnj74/bqplQls1SDUi/P6b0tDgwNTE+NrHDy1K3MyEdG+nyjYod755IRjspcPe4bgMhMx AyMpKiiNCg6sf3TfKaeeIOkzS2/x6pLvtQ/2mRcVAp5SMDl46dyYpLnbD6pWdjS+BVk63L+J6QTukDIqifX19 dl4M7dAbpUXFKqlAzO5//7xDtUxkkqNWFcFqbTp8cH9kWOiW3ByO59YgpdB1GkQkGRlw5Xm HdsqqJvmDvdvzNyfExgx2tpjkKK1+ZVpULB0dxHgjU/abkUSAVtH+pmHX1oKI0OCvDx7A+WNW754UjgvaIWX0ej1JknZe DO3Qe/X+QKNFxbbzmGoeP1ixZJHv/M++K72gEPO8M35h+q6j5zANtPKOty8TY2N2bs2Xjg2ZFfSazU/Zb7bKtwoxr/5pxZKF6YmxMU/u3TZ6WSrF9IJ26Bp+tUO5XO7edlAG2iFlTRqY9JjErMAw/sj1KxdDg4LSkxJf1z7XYhIvKfzhaNfRs0/0mMSASyvLf/Gb/1nZxfNKCb1y89/vNz0utShxwVBfWcn5iJDgLbkbBztbrCpY7e8vBO3QNfxqhyUlJ Uaj0b1NoQa0Q8pSSQXj/23beRrt6/h8z46PP/rD7u1beAO9BkKmx+GoNHXX0TbE0UQihIBTfOq4//zPnpb/YiJR+uy9Teo3Ay41ELLBzta9hVuDA/wvFxchXLaRRKAXThK0Q8pYrVaLxWLnxb/aYXx8/JMnT5zWJCcC7ZCCtKhYIeaN9rTLRVw9LjUQMgOJvKl5lpGW4u8 7/9rliyiPbYKj0ge6ToOIOH2dCGeYpv2Dik1yVDjMyt+4PiMtpf1 Ng5UeuflaVMzr7xaz+3WYRIuKjSSikglrHj1IT0lOT0msr3ykR kS0TZp0r6AdUkalUonFYjsv/tUON23atGjRIvuz9+kDtEMKsiVaNNU+w/mjJjmqxyTlN38I9PNNT0l+U/NMJRXAGqQfkq1b3tVXcVldtFqHnNRIkxztb2+Oi47cunkTh9VN hzMR9bi043X9UMc7kxw1kohczLt25eKCzz7bnre5o/GlkURo259uF7RDykil0s7OTjsv/tUOORxOWlpaQUGBwWBwWsOcArRDChpPw5cLOfzBvsKCvKAAvy/27Bpof2eWo3BUmkY2O2ysqaRV3uH70uNSI4nUPanwWzC/5MxJIyF1+5KprSrNYHszMKj725rzN22Mi466XHyWw+q2KDCDu5 tHZ0E7pIxYLG5tbbXz4v8bWfrkyZPY2NgLFy44p1XOAtohBelx qVzEbamvqrhzMyk+NjjQ//L5syhvBGjkNF0ApI3oWZVmStn2g88cOxIZHlpx5ybQKd3bHj0u 7Xzzgsvqqn78IC46KiUxvuLOTbVMaIXHZM4kaIeUoViVxmg0nj 9/Pi4u7sWLF05pl3OAdkhBQCNXiPk7C/I++fijxRnpT+//osekVhXswJlFz6o0H2qqAZdi/NGNa1YtW5TZ/e4N0CncFQGkRcVAK+9+27B7W0F8dOSW3JzGuudWJW6E2RR2CNo hZahXpZHJZLt3705NTR0aGnJCw5wCtEP7pZYJ9bgUaEj+YO/eHdv/9NEf8nM2DHS8Axq5kURoGypJK9nssLvxpXCoj/6JcVpEZFUR/W3N6SlJm9atEY0MmNxh4XpcArSK7ndvVi1dMv/TT04e/lIyOggLO9gvaIeUwTBsYGDAzosnp+GzWKzk5OQNGzYwJe8C2qG dsq1KWRRYw/Mnq1Ysi44Iv3DmJCniAjUBo2bsl62vEM6wXMRlSr8Bg/ruj9/bjqgEalKHua7ZthMZgYqoLP9ledai6MjwG9+U6lCxhQahPQwSt EPKGAwGpVJp58VTVKW5f//+vHnzvv/++zltlbOAdmiPbNUg5SLuD2VX0lOSFi9Mq3380KrCTV5fg5Sab KkCbm+GndJiEhOJHNi9M8B3QVVFOdC4Iu9CLRPqcYlVhQuHWZf PnU1PTtq0bnXr63qgImDUjKOCdugaprBDhUJx8uTJBQsWvHr1y vUNchRohzPKQMisKmKg/d3BfbsjQkL2Fm6TjA5YFJjbQw2ZK2bZoQYRmRXYaF/XyuVL46IjBztaLArM2e03KzCgJrqb32zL2/ynP/7x5NGvMD6M1aIoaIeuYeqapSKRaMOGDYmJiWw228UNchRoh9PL rMDUiKjh+ZPFC9MWfPbptcslWkRk2/RSiHlwv5CalBL+xJo+jBDQKV9XP4uLili7cgXKG6FQe8+WzghU BFARFgX2IWPTomKLAlMjotrHD9atyg4PCb51rUwh4ZvkKBP7jQ 6CdkgZi8ViMpnsvPiDJbz7+vqioqJ27dqFYdgcNcwpQDv8kHSY xKxAMd7oz9e/Cw7wy0xLbWmoNRIyPSbRYRK5iDvU8Y4UcuDTukOyWQi7q1U2Ns SsrrMd2vXz9e98P5t37uTXKqnAoVAgHSrWYRLxyGB/+7v+9mZuf49GJnq/B/S41CxHZZzhK8VFAb4LNq5dzWpt0uNSPS7VYZKx3g7hUB+z+o0O gnZIGaVSyefz7bx4uhMt6urq5s2b98MPP9hf8831QDucUnpcai CkgsG+g3t3+3722Zf79nD7u42kzLZAakvDf1v9dPrjf6Hel80O m+ue0z/v8H3Z6qKdPX503icfNzx7bHMpO19rwKXDXW1HD32RlpqyMC1tS 15u04tatUw4cYppy3Qc6mzZsSX/T3/86OjBAyJ2//hZxHpc2v6qbrC9mXH95nZBO6SMRCJpb2+38+Lp7NBgMJw9ezY8 PPzly5dz0TCnAO1wkrSo2EDItIio7VX94vT0yLCQG9+U4rxR84 TT72x2+Pr5Y2iHFLpXg4gaayqZaIcaRGRVESO9Hbkb1iYnxA91 tZnt20TU49LRvs79u3ft3Lbl3cu67ndvzp48lpuzsf1Ng+bPO6 kGXGogkaqK8rjoqJioiMd3b+OCMdNf3nWtDTX9rY1M7Df3Ctoh ZSQSCZWqNFOC4/iqVauWL1/e398/64Y5BWiHE6VFxWY5qpQKbl37NjQwcOXSrPrKx7Z/nDjqjRdpg3ZIoYc1DKlKM6V0mMSqxJtf1MRGRRQW5EtHh2bMed BhErMcPfn14W0F+R1vX1qVONDIR/s6r1659OD2LULAMRIyAyHT49KSMyc//uij5Ysz39Q8M+DSSXHLelza9rJ2oK2Jif3mXkE7pAzFqjQfYmh oKCoqas+ePfTcRIR2OC4tKgZqksPq3rG1IDQo8KsD+1htTRYl9 n42BZwdzqaTNUyoWTqNjITMSCIP79yc9+knV4qLFBL+9Ln5Okx iUWD5uZuKz54COqUOkxgJGVCTSilfOjqkQUQWJSZmD+zftSPAd 8GB3TvY3W3mqWqQwtkhZUE7pAzFmqXT8PTp06CgoOLi4lm0yll AO7TJQMisKvzFs8dpSYmxUZHXSksw/ihQk3pc8n74qA6TkEJOT9MrQjAG4xocks0O+969EQ2zGPokoZY JzQpMLROePXbUb/5nj+/dNslRHfbB72Kzw635+WWlJcCoMauJ1tf1W/I2F27dcvHcWQ0qevn8aVbmwhVLFt/+/jucPwq0iikXYHWYZKCticvqYmi/uVHQDilDEMTw8LCdF9tlhwCAs2fPhoWFlZeXU22Vs4B2qJYJgZ rUIKLvLl0IDQpctnhRzaP7ZjlqnjbFXi0TYrwRlVTArPw5mgjn jyrEPEZ3nUmOyMaGNq5ZlRgX21RXZbuFptQkOzQq0IGOd99dvn Ti6OHw8PD9u3emJSZsXLvqXUMt0JAWJTZN9g7OH2VQNR/6CNohZUwmk1artfNie+1QLpfn5eVlZmba77SuwcvtUIeKgV7F7 e8+8sXnMZERu7YWDHW2Aq3CngdwOC+k3u1MS8Of8isYCVl/e3NcdNS2zZtE7H6rmpzSyWx2mLcp5/Txo2YVocMkQCMHwPKm9nlQUFCAn98Xe3YKhvqAduYUew/oN7cI2qFrsNcOAQAsFmvZsmXbt29XqVTOa5CjeLMdmuQoUBPNL 2o2rl0dGxlxtfSCDpPYGSuogXY4C3nGsG6LkamuKI8KC71w6oS elE2ZiWjLvv/ucknuxg3PHtwDWrkek5Tf+nHliuXLs5bcvF6mRoR21iD1jH5zv aAdugYH7BAAUFFRERMTc/nyZSe1hgLeaYdaVGxV4Rh/9O5P32dlpi9KT62uuA/UpP0Op5YJSSFnUt4YlJ2Si7hKCd/tzZi99JjEqsSPfXUwNjKy4s5NoJ66nKkOkyBc9vnTJ3du2/K0/JcrF87FREetXb3q+cNyAyGzPzRGLuIqxDy3f2vGCdohZcxms/1n2jtmhwCAoqKigIAA+pyJ6IV2aCRkViXO7m4/+uWBkMDAA7t3cAe6rUrcfmPTomK5iNvf2gir0jgqWycPtjdLRg Y8ICREi4h0mEQh4a1avjQlMb6n+c2Um4hqRARUOCnk7NtZ+O+/+/fY6OjP9+zuePvKll9hf9exu1r5Az0e0G8uFrRDysjl8rGxMTsv dtgO+Xx+Tk5OXFyc/Z/hVLzKDrWo2EQiOkzS/vpF7vp1Cz779PqVi0oJ30g6Vn8S5h3O5legYXLe4ZTfyKzA3tZ VRYeHrV+VjXLYk76XLW9VIxO9qHyUmZYSGRpSceemFhU7uvIJ8 w4pC9ohZeY47/B9WltbY2NjV61apVAoKLx8bvEeO9RhEiOJYPzR8ps/xMdEZWcteVX11FaP29EFT5h3SFlMr0rzoS9lURE/ll357NNPPt+1w0gitqMxzXLUlqQoF3JuXvs20M935bKs3ndv9b jEgEsp3HXQDqkJ2iFl5rIqzZRYLJby8vKPP/74+vXr9hcLdxJeYod6XGpWoBxW98G9u+d98qdD+/eye9qNJELt6Dhoh5TlebNDmwyETI/LPt9V6O+74NmDu6SAg/JGCP6oSirgDfR+uW93aHDgVwf2jfV1jtcgdVTQDikL2iFlnG6H AAC9Xn/69Ol58+a9e/eO2jvMFR5vh1pEpMelFiX27mXd0kUZ4cGBt66VSUYHzbM4sBAu llL/dXioHWoQkVVFjPV2Fhbk/cf/z957B8dxpfeirvvKfvZ9Lte1t+7bW752rX1391p37fVKYkbOgS ABMIAEg0iKFEkxRzFLpChGMYhRFHMQxZwjiETkHAbAYIDJuXOa 1JOn3x8tzZsFCHCmMZgA9Fe/Uql4zjT6+073+fUJ3+/8799/+J9//MMH/5aWnLh7x5bsjPSZ0/Ie3/mR1CqdFMJ5sZmnQ87g6ZCzDftkKWvsmYgzZswI7yLiiKdDJ4mY Ie3FMyfTU1JWL/+sougdGqSBgt1K091Uy2+l4RA6C6LvaakfGVtpfOE2ER0NNdOm Tv0v/+X/+p//9M+//e3v/vmf//nXv/5/s9JTi589chkwj3/ZFIOETtLexG+l4dI0PB1yteHdSuNrXV1d6enp69atQxBkKNcZi o1gOqRRgLGQ6p7OjatXjh8z5qvtW+VdbYyFDOiYuoHAJ1oMBaR OOTISLXzBOCznThz71a9+9cEHHyQlJaWnp8fGxv7mN7+Ji5nU2 VjL2M1DPyyaT7TgBp4OOZvL5bLZbH5WHhIdMgzz4sWLP/3pT+fOnbNarUO8FDcbqXRowyHGZqwsej53VkFOZsbFMydRtYyx vDstjBv4ceFQQjfyPiMYt23Pjm1/+Vd/lZKSkpycnJycnJqaGhcX+w9///evHt1jHBY+buECT4ehsaHSocfjOXz4cHx8fElJSVBuKFAbeXTI bnynMeDGxR9yJ2ctmFtY+eYFYyZdFGqGg/mHeDocSuhGXrfOMMzxQ/v/5r/+18SkpOTk5ISEhNTU1BnT8v/Hr3/94sEdng7DCJ4OQ2NDpUOGYcxm82effTZ//vze3t6hXy1QY+mQlAtdZoODRFjY/nwXuA2HvEV9SmkU6F/q/WGfUjsB+1IIe9Aut1IrBvYppVHADOvsOMSYSU1v15EDe3MnZ3+ 5/QuNuJtx0r53ZcMh39++1513ltpwCNfILb8shgXdnfc6O1BpJLT dIO6w+XaEVmGGdU4Kfa87fUqD0nbsZfs4O5S2cxkwhjZ0tTXOL 5z113/91//yr/+alJiUnZ2dnZU5acKEgml5wuZ6xm4eetsRWgWlV4Wr7QJ9FCOn 7RiPu/7ouqJ1OaHvYKPdnE6n/zOXP9MhhmEOh4P9f5fLRZKk3scIgnC5XGypw+HAcdxbBACA2Wy WSCSTJ0/euHEjCIIWi8VbCoKg0Wj0eDzsb61WK4IgOp3OW2o2m723QtM0B EFskU6ng2HYV4ncbDaDIOgtRRCEnRHWN5Xeyv1XdXudRtIj72x VdLXJO1u1vV2scD6NAiZIC8p62H9n/6uXdLPHEdAoYAQ1ekm3t0jR1QbKethzHtj9Jjqx0FuqFLZD8l5 vKalTano6fUsRpcRLMLhGrhZ1eEtV3QJMLfOWoiqpqlvgLVWLO gitwm3EnRRaV/pm05qVCTETD+35UtbRAkpFmp5OUqf0ugPJe33d0YmFvu4AUhH7 72wFQCoyghq21ACovc5KBc3tNW/1km52+ZB1Vtvb1ccd7+IioVX0cQdVSb3uYGqZb6la1OHLtYhSo hS2e0s1PZ2EVsH+UTOsgxVi31L/287XnXe2XR93YIXY6yyhVfjfdmpRR5+266yvEjXXsbfNth1bao Z1fZzt406ftuvzKA7edr6PoqKrrc+jyLntjKAGlIoe/nQ9b3J2YmzMtCmT//Sf//Hb3/7297///R//49//5m/+esWSRd3NdZBUJOto6f8o+jqrEwsHaju2dbqbatWiDjsBB7ftf N15b9v5vncBPYrvbTu24fq3XZ9uhEPbaZWK4t2LHy1NhlHMYrF 4e0WLxTJQn+nxeEwmk7fP1Ov1KIp6V9HcbrfBYAAAwFv6Xgrw5 tQ5nc4+FEBRlNvtZkvtdjuKogNRgM1mG5wCYBj2/tZPCmCdNRqNvu6gKMpqs5EkKRaLSZL0LcVx3NcdgiD+jA6lUqk 3yna7XalUtra2tvxiSqXSK/tG07RMJmtpaWErtLW1abVahmEePHiQlpZ26NAhuVzuLRUIBAAA eCNFUZRIJGpubmZLOzo6EATxRgrH8a6uLva3zc3NXV1d3rv0eD wwDHd0dHhLe3p6WBEAoLnsp6n/IqouaamprC993VBWVFfyqquhGlVJrRhoxUADoJa0NzWUFbGl9a WvRc117Dl/7LF/PS313qKGsiJxWyOlV7GlmFombKypK3nFljaWv5F1tBhBDVsKK8 QddZVsaV3Jq+aKElW3wAzr2BkhQCpqqy73lrZWlenEQssvU5Sa ns6WylJvaUddpQFQk3rVzSsXZk2fNnv6tPvXL7dXlzdXlLCliF LC/lEjqJF1tDSWv/E6291Ui2vkXnfEbY3s3bIVelsb2O2jVgzENfLuplrWkdril2XP HorbGr3usL2819mmt8VKYbsJ0rLuQPLe9pq33htuqSzV9HSyzl oQvU4sbK0q85a2VZfrJd3sQMoM61TdAtYRr7OQvJf9oyZIK+9s 9XXHt+0ovcrrTv+2I7QKUXPdQG2HqqRdDdW+bSfvbGXdsWIgJO 8dpO30ku6B2s4M6zQ9nZWvnla+etpY/qau5FV7zVtI3ss6a4K0SmF709tirzud9VW+j6JU0Ox1tr70dZ+ 2621t8G07cVtjn7Yb6FFElBJfd/q0HSjr6d92FkRvJ2DGTPS2Ne7duS12wvhZ0/If/XS9s77y6g9n5hTMSEtKnDNrxsJ5hZPGj/3u4L7WyrLG8jeC2gpYIR7oURQ21mBq2TvbrqGsSNLeVFv8UtzW 6DJg/dtO0t5kANR+tp2gtsK37dSiDt+2830U+7ed73snqK3wfRQVXW2 +7gTadmzD9W87TC0LqO1U3YI+bddUV/vki8Jbn0zq6pGgPsewoyjq22cKhUJvn+l2u0EQFAgE3t64p6fH aDR6CU+r1ba3t3tL+1CASqXypQCFQuHlHqvV2ocCNBqNl0rNZr NYLB6IAgwGg58U0NLS0tXVheO4lwIQBPGlAJFI5NWBcbvdAAD4 uiMWi1mihSCovr5erVb7lspkMu+Q0WazebeeBmGy1GvHjx/Pysp6/vx5EK/5XhsBa4fsJIlCKDh+cH98zKQv1q3RirtdBnT4Flr4vEPOoEdK3 qGdgJ0UIu1oOXbwm4y0lLPfHTGAGieFWjHQhkMsXBRK6JQrli4 pmJ7fXFXGWKih/EU+75Az+LVDzhaivMP+ZrPZVqxYMX36dJ1OF8TLDm4sHRKyLru BYCcfWPg+TL7/PqylfR7i95ayyzZ2Am6sKF326cLs9PRn927jGjm7fjB8N2wnYF wj769KM0R3uJWGrHWC0na0j0ibk0Ij1tlBbsmKgU4KMcG6mpLX ixfMm5mf+/rxfRoFHL88dewSGrug5aRQWVdbalLC5nWrUJXUbcA435KdgJsr SkTNdSwdhr7tIqd1AnXH47DzdMjNQqFKM5C1t7fPmDFj7dq13r HzcFv0jg5pFLDhEI0AD29ez0pP/XT+3PbaSguid5BI/1ciuGBHh7XFL/nRYaBgm6ahrChKR4dWDHSSCKqR37j0w8Rx45YvWdReV+kY4KRD yy+nBD+6dSMhbtJ3h/YPUQuptaqMHx1yAD865GwgCLa2tvpZOch06PF47t+/n5mZef78+eBeeSCLUjpkp6T0EtHu7VsTYmP27d6pEnU4AjkuZy igUYBd2uFVaTiEzoLopYJmdgkt7PcTENhz7dWizl1bN08YO+bo/r1yYbuTQuzEYE8du8T19a7tWempz+7d5jxlSqMAu90m6uIWdvB 0yNkMBoNGo/GzcpDpkGEYmqaPHTuWlJRUV1cX9Iv3t2ikQ/YLXdBQNbdgZmpS4vWL53Ctwh3IgYVDhxnWGQD10HVGRicMgNoE acN+GwHBhkMeE1FT8rpgWt7UyVk3L53H1DK3AfOHnJwUiqpli+ bPnZmf19Pa6KRQmtM9GEFN1MUtEsDTIWdzu93+nzMRfDpkGAZF 0TVr1uTl5YVAvC3q6NBJITYCuvz96ezM9KWfLih98YRG9R4TEf o74T/ShxK6UH67DB1uI2YEtedPHk9LTlq7Yll1yWsrCjgDmZZnaKqlu jwnK3P18qUWRG/j9PC8c22Mx3vB02FobFjokGEYgUCQl5e3efPm4RZviyI6tGKgx 0Roe4VfrF+bGBe7Y/NGsaCZsVAOAg7LKI2nw6GELlq6dSsGMnZzb3vT6uVLM1KSjh38 RiFsZ2hDoMq3NAowFurWlYvJ8fEnvj3g4TSZEUVxiyjwdBgaGy 469Hg8L1++jImJuXHjhjeFfzgsKujQDOvcBsxtwMtePJkzc8bU 7KwLp0+QWgVjocLVO5ggLawQs7nAYY9PFIH+RViATdAO+/0MDgeJeEz4q4f3ZuRNzcnOuHPtEjtlyu3O7QRsQYF9X+2Kj40p fvbIbcQD/aJCVVI27T3skYku8HTI2ex2u8lk8rPycNEhwzA0TZ85cyY+Pr6 2tnb4/krk0yGNAozVQAHqH04ez85Im1Mwo7LohcdE9NmzHkqwOeztNW9 xjZzfWRoQ2K68s75KJxYG5WiRYYIVAxkziavlJ749kJ6S/On8uQ3lxQxt4HZeNAszrGMslLq3a+XSJTlZmewB1P5zmxUDu5t qFV1tkRy3yARPh5wNw7Cenh4/Kw8jHTIMQ5Lk8uXL58yZo1Qqh+lPRDIdmmG9nYAZCyXtaN21dX NKYsLmdau14i5P4J/VwQWbaFH1+hmfaBEo2N6/tviloqstYhMGnBTKWEhBfdX2TRsSYmN2b98KynsZ2hCUizM2U2 NF6ZTszHUrPye0Sv+DYMOhprfF3rxDHv6Dp0POBgBAU1OTn5WH lw4ZhpHL5enp6bt376YoajiuH8l0yNLe21fPFs2bm5qUeO38WX ZPadhvjFel4Qw6slVpaBRwGzEaBYqePJhfWJCanPjg5jUrBrmC NxXBZms8ufPTxHHjLp05aUH0fj7SvCoNZ/B0yNnCpkrzTvN4PMXFxTExMZcuXfIKnwbRIpMO2V0zmFp24+IP qcmJBdPym6vKXRQaIbtXWDrsr0rD472gf1GlibTRoRnW2XDIY8 BAWe+F0yfSkhMXzC3saKh2GdCgN7GDRAid8sS3ByeOH1v64qmT RPyZ/7ThkK8qDQ//wdMhZwMAIGyqNO80t9t99OjR7Ozs4uLioF88AunQTkB2AlaKOv fs3D5+7Mc7t2wGZKI+57aEF+zpTnUlr3g6DBQsHTaWv1F1CyKq W3dSqIOERS0NOzZvGvvxx0f2fQ0pxE4KGaanzmPE1T2dK5ctmT ktr6up1p+NpjYcaqsu721tiKi4RQV4OuRsEAS1tbX5WTkUdMgw jMViWbRo0cKFCyUSSXCvHFF0SKOAg4TNsK6lqnzurIKUpIRbVy 4aQU1EcSF7nwZALetoYc9/CPv9RBHYTl/R1caeMRL2+7H8ciSenYArXj+fOS03PSX5+f07pE7pIBErNlx7O GkUcBuwjoaa1OSkHZs36iWi987H0iig6hYAUlGExC2KwNMhZzO ZTHq93s/KIaJDhmGkUmlWVta2bduCO2UaOXRIo4CDRCi96vbVS3GTJiyaP 6++vNiGQU5q2DVIuYHXBxlK6CJE0IeV2zYA6gunv4udOGHppws 76qtZPe7hfurYj7yXD+6OH/Px5bOnWFaOlrhFF3g65Gwej8d7vNR7LXR0yDDM48ePU1NTz549 G8RrRggd0ijgMqB6qWjbpg0Tx43d9+UOaUeLi0IjeV4oMkk6Kh Ah6ipWDHBSiErUuebzZZPGjzt2cJ+6p3MoKtuU/STmAAAgAElEQVSBgmXib/ftTUqIe/nw7nvzaCMkblEHng5DYyGlQ7vdvn///uzs7JKSkmBdMxLo0E7ALgptKC+emZ83NTvr+sVzmEbuMRFWDDS H+0UaBHzHNJTQhT16NhxiTETp88e5k7OnTs6+/+M1Uq9iuKbYc46Dg4QhuXjhvDlzZs3oqK8ePJ0jEuIWjeDpMDQ WUjpkGAYEwWXLls2cOVOlUgXlgmGnQ8ZMmGHdpTMnkxPily5aW P7qmYOC3cbwL2QODhOkBaQiI6jhu6eAwIYLlPUQOmW4QkejgIt CTZD29NHDyQnxyxYvrCsvdhmwIGZTBHYzBqyjsTYtJWnz2tWIW uak0IEqwwoxppbxj1yg4OmQs9lsNv9z/EJNhwzDCASC/Pz89evX+z+lO4iFkQ5pFGDsZoVQsHndmsT42F1bNkk6WhgLFfm iG6wqTUtlKa9KEyjYrry95q22tyv0Dc1mUzBmUtzevGrZZ2nJS Xt37VD1dDJWQxjbkZUzvf/j1YTYSae+PcSYyXcSnhUDuxqqZR0tkf+CRBp4OuRsKIp2d3f7W TkMdMgwzOPHj5OSki5evDj0S4WLDp0UypjJ8lfP5s2elZ2eduH MCTOsDfEhTZzBq9JwRnhVaRgT4TKgz+7dKpw5fUpW5s1L51kqC ntYrBjoMqBf79iWmpT44sEdxmrsX4dXpeEMng45W2Sp0rzTrFb riRMn4uLihn4mYujpkO2ACK3i0tmTWelp82YVVBa9YCzUUNQgQ wxelYYzwqVKY8VAxkKhKunpo4cz01MWzpvTUl3uMeEOEomQvZo OEgHlvYs/mZebk93T1tT/zDJelYYzeDrkbJGlSjOQ6XS6devWTZ8+XavVDuk6oaVDOwExFq qnrWn3jq0xEyds2bBWK+6OhM/zgMCPDjkj9KNDM6xzUqjHRHQ11H6xfk1ifOzuHVsQlTQCpyIY2 lD/tiR/Ss7KZZ9RepWdgH1PCeZVaTiDp0POFgWjQ9aEQmFOTs6OHTv8P4 Cjv4WMDtn9CzYMrC55vfiT+fGxk66dP0tjQDS+26wqTUNZEaaW 8XQYEFgGaq4oUYs6QrMGxpgIM6IvfvZwbsHMlIT4h7eu23AoMp 86GgUYm+n2tcuJ8XFnjn9rJ2DfU4JtONRe81bS3sSvHQYKng45 GwzDAoHAz8rhpEOGYUpKSiZOnPjTTz9xPhMxNHRowyGXAUMUkr vXLqclJ8+dNbPhbYmLCr4aZGhAo4AR1Ki6BQZAzUuEBBo6C6LX 9HRiatlwh45dkEPV8ktnTyXGxyycN6erqdZOwJH81NlwyIqBR/Z9HTdpYmXRc189JhoFdGIhrBDzj1yg4OmQs1ksFhiG/awcZjr0nolYU1PD7QohoEM7ATspVNbV9s1XO8d+9NHeXdtVPZ3 OqOVCLyJkzSkaEYLQ2XHIhkOyzrYtG9dNGDvmwJ4vYaXETkCRz yVuI64QClYvX5qTlSHrbAvoTEQe7w4pT4dDMI/H42fNMNMhwzAYhq1YsWLBggXc5EyHlQ69apCNlaVzZ81MjI+7e/0yppY5yeFSRg4l+E5qKKEbvuixT50Z1tWWFuXlZGempTy5c9MI aaOFV2gU8JjJuvI3eTmTN65dhaikTgoJQdxGMHg6DI2Fnw4Zhp HJZOnp6Xv27CEIItDfDh8dshqkZlj30+ULiXGxSxZ+UltaZEH0 zijplXhEI2gUcJKIEdJeOHMiduKEFZ8tbqosteHQILntEQh2Qu Xx7ZsTxo29cu6MEdQ4+PXCIYCnw9BYRNAhwzBFRUUxMTHXr18P 9IfDRIc0CnhMhLZXuHXDuknjxx3Y86VE0OI24iNjFwC7dqjt7T IAap7aAw2dBdHrxEJcIw966KwY6KRQRXf72hXLE2Infbvva5Wo I0qfOpcBMwDqE4cPTBw/rurNCyeJ2HBIL+lGlBL+kQsUPB1yNpqmMQzzs3Kk0KHH4zl06F BmZmZpaWlAPxwOOrRiIGM1Vpe8KsjPy0xLvn7hLKaWMWZiBEyQ eh3ENfKmt8X8ztJAwXblrVVlmp7O4LKUg0RcFFr24umUrMzpuV NuXb1o0Kuj+qlzGzBtr3Dppwtn5E8VtTYwVmNHXaVU0ByN7B7m SPJ0yNUQBOns7PSzcqTQIcMwOI4vWrRo3rx5vb29/v8quHTICjDaMPDS2VPpKckL5s4ue/nEZUBdUTVV9V7weYecMUx5h4zVSAGqk98eTE1KXL54UU3JK7cR d4dDgzSIsGKgk0Ta66pSkxO3bVoPq6TdjTXdTbWRmSUSyeDpkL NFTd5hf+vo6MjJydm8ebPBYPDzJ0GkQxsOMTQl62zbunF9SmL8 js0bZZ2tjM0YvZ/ng3jKq9JwQ9BVaWw4xFgNPa2Na1cuT0lK2Ltru7ZXyJhJGw5F8 nEofsKOQw4CeXr31sTx486fPtFWVS4TNPN0GCh4OuRs0aFKM5A 9fPgwNTX13LlzftYPFh06KdRlwIqfPVowtzA1KfHS2ZNmWBd1c jN+gh8dckYQR4dmWO82YC4D+vLh3ZnT8nKyM29ePu8gYBeFjpj VNTOidxCwnYD3796VlpJ8dN8eXW9XdG0LigTwdMjZonh0yNrBg wfT0tKqqqr8qTxEOjT/ogZpANQXz56ckp05Iz+3qvglY4rK/Qt+gl875IxgrR3SKMBYSEQpufL96cy0lHmzC5qryhkLNfKmIiy I3oZDhFaxcO6cpLiYqqIXjM0U9luKLvB0yNkQBOnq6vKzciTSI QRBK1euzM/P1+v1763chw7NsM5lwBgLxVhIxkIyFmqQowdZNUi3EZd2th7d/03shPHbNm3QirtDfIZq6MHuLNWJhfx5hxxCZ0H0ekn3UHaW2gm YMZPyrrbd27fEx0zcu2s7opSE5bTCkAXNQcKC+uqM1JQ1ny/DtYoR7OxwgKdDzma1WnEc97NyJNIhwzBNTU0FBQUbN26kaXrwm n3okMZAZXdHc9Xbxsqypsry+vISYXO95V0p5zQKuI04jejfvnq 2fPHClMSE21cvmSDt6EkrHCVuRlToaBRwUqgZ1tWVv1n26cKUh Libl8/bcMhOwCO7OdjMpbvXr6QlJ3136ICDQkfkOHiYwNNhaCxC6ZBhm MePHycmJl69enXwar50aMVAtxH/ase2lJSUeXPnzC0szMudumfXDisG9pkStOGgk0JIverGxXNJ8X HzC2e1VJfTKGDHoZHdK/li9Hg6HKHjED0bBjopFJT3/njpfHxszOwZ02tLi1gNUprTbUQX2Nfz653b05KTXj+67zZi/BPoJ3g6DI1FLh06nc7Tp0/HxcW1trYOUq0vHRqwtatWHj90ENOrNWKhuqcLlPf2ebZsOGTDI YWw/attX6QkJhw/tF8nFbH/GPbnPpTgNUtDGTpWWUYpbN/5xaaP//Sf+7/apRC2O0hkVD11DhKB5L2fLVwwbeoUpVDAS9X4CZ4Oh2LRpFk6i EEQtHXr1sLCwkEWEfvT4brVq65f+IFh3IyJ8JgI3+1/NArYcMhJIm9fP5+eO3VG3tSipw9IvcplwEbV1A2NAgZArRS28y dacAidBdGrRR2oSupn6LxPXWvN2wVzC6dNyXl8+yaukY8AFfhA Q6ft7TIC6uaq8sKZ09euWG4ENaMqApzB0yFnM5vNEAT5WTmi6Z BhmO7u7jlz5nzzzTcDZSL2p8P1a1ZfPneWcdLsWTO+byO7QnP5 +9OpSYnrV33e2VgTdWqQQQF/3iFnsHTY9LbYz/MOWeVbGw4+unUjJzNj+6b1zVXl7FM32qYK2fMOpYJmj9V4/8drU7OzLpw+MQpnZTiAp0POFk3nHb7XPB5PcXFxYmLi3bt3HQ5 H/wr91w53bPkiOytr1YrPF8ybd/bEcXZrDHt0nFYsXL96RWpS4rf7vtaIhYyFGp2vIp93yBkB5R3S iJ6xGpTdgk1rVyUnJhzdv1fVLWBMhJ0YjTG34VBzRYmouY6hKT OsPXZwX0pifHXxSysG8lMUg4OnQ84W9XmHfcxut587dy47O7uh oaF/af/R4ZaNG1avWHH/9s2r58+9ff3ChkMuA+o24iXPH80vLPhkzuzb1y6RetVITbH3B7 wqDWf4r0pjwyHGQpW9fDpt6pS05MQLZ07gWoXHiI+2QaFvQFoq S3ta6h0kwpgJdW/XprWrZk3LU3Z3RMvZVeECT4ecLbpVad5pZrN55cqVixcvVqlUf YreuXZ48/JFhmEYu4mxkAxNUXrVkX17M1NTVi5d0lr9lrGQLgM2mjeS8KND zvBndEijgMeIWWD9pbMnszPSFsydU/LssZNCR7k4mQ2Hmt4Wi5rr2DgwFqq9rjJvyuTtmzcQOqV7dL+S g4OnQ8420kaHrEkkkpycnK+//rrPmYjvXDu8ePY0YzU6SYQxEx0N1RtWr0xLTtq9fYtOKorqIwK CBSsGElpFa1UZrpHzdBgQWDoU1FZoe7veuXZoxyGGNkgFLXt2b Juanbl31w6VqHNEKt8GCisGChtr5J2tbNzYpf0nd27Gx066+sN ZGtWzGZlhv88IBE+HnA3DsO7ubj8rRw0dMgzz/PnzxMTEixcvOp1O7z/2oUOPEV+2ZMmZ40cZxmNFgSd3fppTMGNa7pSHt360EzCvheGFC dKCsh5elSZQsOGC5L2kTtkndOxxKHYcenbv1pIF86dmZ925dtl OQJ6BdZFGG2CF2FfNx2XADIDqyP698TGTSp49co2yrbb+g6dDz maz2fw/ECKa6JBhmL1792ZlZZWXl3v/xZcO2V18P5w+WfnmFQxqzx4/kp2etuKzxb1tTW4jxr9pfcAT4VBC5xs9M6yz4ZDHRMBKyflTxx PjYmZNz2+sKPWYCP6pGyRuFkTvNmB6qWjB3NmFM6YLG+sYMxn2 m4xA8HQYGosyOqRpetGiRXPnztVoNOy/9BFpsxMwYyKkna07Nm+Mj405sn+vBdGNeAUsbuCn7zijT7fOnt zb3VK/e8e2MR99uHPLZr20xzPSlW+HHjcLordioJ2ARa0NSfFx2zdvQF RSt4kI+31GGng6DI1FGR0yDNPa2pqVlbVhwwaLxcIwDN5R82j6 by1asdtiZDfI1JcXfzJndm5O9qtH92gMtI0m3bWAYAQ1/FINN5ggLRu6nydICbim5PWieYXJCfG3rlyk9ConxW+VfHfcTJC 2zz+yb+iDm9fHjx3z/YljdgodwYfJcANPh5zN4/G4XC4/K0cfHTIMc+3atZSUlHPnzlEU1VH04FzGP0ubq00ohCilt69dys 5I27xujbi9mVWDDPujHIFgVWmkgmZKr+LHiIGGzoLo5Z2tsEJs J2AHAVOA+u6NK5Mz0pd+uqCzsYZG9fxsxEChUwrb9ZLu/o+cDYfMsH775g0piQnP7t/2WCg+gL7g6ZCzmUwmnU7nZ+WopEOr1bpv374xY8ZMmzbtd//6m//+t38VM2HckX17ly5aOH7Mx0f37wXlvc5RpgYZENhEi7qSV3yiR aBgu+nG8jeank6PiVD1dG7/YuOYjz78eud2VU+ng0TsfDwHgA2HWqvKelsb3plw4iARQCqaNT 1/7qyZotaGQc5lG4Xg6ZCzQRDU1tbmZ+WopEOGYd68efOHP/zhb//2b3/7u9//8aMx/+u3v/0fv/71xx/+59UfzlKsBin/dTkwWDqsLnrO02GgYOmwoawIkIoaK0oKpuXlZGbcu3EVVkpGm/JtoPCq0gyUf+k2oG01FXk52Vs3rDWCmtGp3fPuyPB0yNUAAGhu bvazcrTS4ZUrV/7hH/7hgw8+SE5OTk9Pj42N/c1v/uWDf/vfTZVljMsa9sc3wsGr0nCGFQMdJNxSUXJ039dZaanLFy9qqii1 4ZDbgI2GQ5qGAl9VmndWoFHAY8Sf3P0pNyf79NHDDM1Pmf4Mng 452whUpelvBw4c+Mu//MvU1NTk5OTk5OSUlJTYmNhf/epXRY/vMw5L2B/fCAevSsMNVgz0mHClUPDZwk+SE+L27/lS1tnG0KNU+TZQvHd0yNaxk+jhb/ZkpaW8enSPMZM8I1p4OhyCjUxVmj525syZv/u7v0tISEhOTk5MTMzKypw/Z+4//eM/vnxwh6fD98KKgaROKait4FVp/IeTQhkz8frRvbwpk1OTEi9/f9oAahgLZUH4/tovWDFQ1FynFLYP/si5jbhO1rN62WfTpk6RdLTycqYWng6HYDiO9/b2+lk5KunQYrGsX7/+L/7iL/7pn/4pOTkpNSV57NixqclJ8+fM7qivdvOZvH7ABGkRpcQEafm+5r2g UYCxUEZQe/b40fSUpJnT8l49umcnYLcR5zNVAgKmlvVX8+kDM6xj7ObWmorp eVNXLl1iBLV83gVPh5zN4XCYzWY/K0cfHba3t2/btu2TTz5ZsmRJQkLC737/u3/8zb/85V/933//9//tyZ2fbDhsw/ntDH6B3/fxXphhnZNCGQvZ09q4Y/PGjNSUnVs2Kbs72KPBeC4MFFYM9Ofzi/3+uPfjtbhJE8+dOM6enxz2mw8jeDoMjUUTHbpcrufPn+fl5WVl Zb1+/ZphmJKSksWFMyf94/8zY0r2uLFjbl+9ZMVAXgjYT/B0+F4wZtIC6148uPPpJ/MmZ2TcuX7ZRkBuI+Znt86jD/yPm4NEKL362MF9CbExFa+fj/IMFp4OQ2NRQ4cIgly6dCkpKWnRokVCodD775ig6tmsD0hZ15mT 3+VOzi55/thtwvmO/r0wwzpKr+K/GwYCu2sGUUpOHT08acL4BXNmdzXWeZNZDYC6v7oKj/fCAKiNoMbPyoyZVIk6Nq1dNW9WgbSjxUWho/YThKdDzuZ2u995bvw7LTroUCqVbt26NSYm5ty5c6w2m9eA5vK7 +b81a8QEqFswZ86CeYVdjTW8EPDgoFGA0qt6WxtInZL/dOgPB4k4SKSntXHzutX/8Yc/bF67BpT32gnYO7iRtDdB8l7rKB6vcACNArKOFm1vl59xo1GAMR NtdVXZGWk7t2wEFWKXAQ27F2EBT4eczWAw9D8ldyCLdDq02Wxv 376dMWNGenp6UVFRf/U5VsKblHW5zIbOhuqEuJitG9fhGrmLGqVvjj/g8w4HAo0CTgoxQZrqNy9n5udNGj/++oVzFKD2Kt+y/60vfa0Uto/y43wDxXvzDvvDjkNWDHx676eP/vTHa+fPmmGdY1Ruq+HpkLONnLxDiqLOnz8/fvz4TZs29fb2ut3u/nW8J1o4jKQNh25fvRQfG3Pm2LcuA3+i04DgVWneCSsGOkjEAKh/OHV84vixSxZ+0lJVTqOAw0eDlP2fupJXPB0GCjbvMCA6tCB6J4 lgGvnBvbsT4mKLnz1yG0fjUghPh5wNBMGRoEojk8mWL18eExNz 9uxZBEEGquZ7wJMdh2gU2L1j6+TM9JcP7zI0FfbnODLBjw77w4 qBdgLSSbp3fLFh/JiPD+z5UtPb5aSQPsMRfnTIGRxGh5afx+uoRiz89JN582YXdDR UM5ZR917zdMjZRsLosKKiYsqUKXl5eaWlpTRND1Kzz3mHLgoF5 b3zZhVMz53S3VLvolBeOqs/+NFhHzhI2IqBxc8eZaenzcjLvf/jVVKn9LxrTxY/OuQMf1Rp3gl2u3h7XVViXOymtav1MpHLgIXdnVCCp0POFt2apS 6X6/Tp06mpqVu2bOno6Hhv/T50aEH0jIWsLn6VFB+78rPFNArwaYj9warSdDVUE1rFKJx66gP GRNAYcOn7UxPGjp03e1ZV0UuXARvoRAWWDkXNdYBUxH9JBAQrB orbGtWiDg5xs+GQg0RuXbn44X/+8cyxw55RNmXK0yFnI0lSJpP5WTmy6LC7u3vVqlWZmZknT54cZ ILU1/rTIY0CHhN+9YezSfFxp44e5g8lfyfMsA7XyEe5Ko0VAxkLJRY0 rV2xPCsjbf/uXeL2Zo8RtxPw4CkohFZhBDWjOXTcQOqUlF7FLW42HLLAuq+2f ZGWnPTywV3GZgq7OyEDT4eczel0Wq1WPytHEB0+fPgwPz9/5syZT58+9f9X/enQgugdJGJG9Ie+3p2RmlL64slo+5b0E6M5JmZY5zJgjIUqe/Ekf8rkzLSUKz+cseGQn5rRfBo+Nwwxbk4SgZXipYsWzptdIGyu Z2jKDIffqRCAp8PQWETQodlsvnDhQmJi4uLFi31T7P2xd9KhGd Z5zKRO1rNxzaqp2Vni9mZeCLg/Ri0d0ijA2E2oSvbDyWNZ6WmzpuVXFr3wmAj/tTF5OuSGoceNMZOdTXXTc6euWLoE08gd5KjIu+DpMDQWfjrs6e nZuXNnSkrKoUOHMAwL9OfvpEPLz0LApuaq8tzJk9etXEFoFfzG hz7xIbQKM6wbbd26HYdcBrSrqW7rxvWJ8THbN29QiToDPUiInS wNuy9RB1KnNADqIV6EcZjuXr+ckpjw3eEDbgM6Gr7qeDrkbC6X y2az+Vk5nHRos9lev369cOHC1NTUR48ecbvIQHRoQfRWDHQZsB cP7qYkJlw4fdIM63hG9EaG1CmFjTWjaisNjQJsNurLh3dn5E5N io/96eoFpwENdN+/BdH3tNTzW2kChRUDJe1N3LbS/Pl1AAeJHD+4PyMtpejJg9GQicjTIWcjSVIul/tZOWx0iCDI999/HxMTs3jxYqlUyvk6g9ChBdGzWdXnThwbN+bj0hdPnRRiJ/gubDQmWlgx0G3EAVnPrSsXU5MSZk7Lqyl57aSQQHtSPtGCM7il 4b8TTgqFFOL1q1ZkpqZIO9ucI13OlKdDzhYFafhyuXzz5s0fff TR4cOHDQbDUC41OB1aEL3HiKtEnSuWLpmRnydsrvMY8ZH95viD 0ZaG7yBgB4mIWht2bN445sMPD+3dDcnFDjJgLrTwafhDALc0/IHA0FRdefH0vNw1ny/DR/pSCE+HnC2i0/Dtdnt9ff2cOXOysrJKSkr8n9UdyN5Lh1YMdBnQ1pqK9JTkHZs3 6CWjLoe3P0bP6JBGAXaDTH1Z8ZTszOT4uNvXLpE6pSvwcaH3gh Z+dMgJQRwdWhC9FQfdRuzej1fjJk26cOo7I6gZwacE83TI2SJ3 dGiz2c6ePTtp0qS1a9dKpVKPxzP0a76XDi2I3k5AVgx89ej+mI/+dOnsSW8XOWoxSkaHrJoJqpZdOnsyZsL4RfPmNLwttmKgrwZpo OBHh5wR3NGhBdE7ScQIar47fHDcmI+q3rxgX/Owuzkc4OmQs0Xo6FCj0Xz++eexsbGnTp0CACBYl/WHDi3sIiKoOfD1V6mJiW+ePmQs1GieMmUPeOppqR/BBzzRKMCYSYWwfe2KZePGfHxgz1cSQbPLgA2xL2YfG3FbIyTvH cFfEsPUIuwBT0GMm8dEKISCFUsXT8udIhG0uEfoUghPh5yNoqi IO+CpsbExNzc3Ozv70aNHg2uQBmp+0iF7LgEo610wt7BgWl57b QVjNYb9KQ8jRvbxvzYcclNY6fMnU7OzstLTHty8jmnk79Qg5QZ Kr+KP/+WAgI7/9Qfs7vHmqrKs9NT1q1YAsh7GRITdzaCDp0POFlnH/9I0ffTo0ZSUlPXr1/s/h+u/+UmHll/22QvqqzJSU9Z8vkwnFY3yMxFH6riQFSE6e/zoxPHjFs2bW1n0gjERwT1LnU/Dj5y42QnYTsDP7t+eOG7s6WOHKUDlpEbaJDZPh6Gx4aXD7u7uz z//PD4+fvfu3TAMD8ef8J8OLb9MoL14cDc9JenE4QOjfJfpyKNDKw YyVqOwuW79qhVpyUm7t2+VCFoY2hB0T3k6jJy4sfnEVgz8/rujKYkJRU/uM+aRJlPM02FobBjpsKioKDc3Nycn5+7du/1PsQ+WBUSHll9Umw/v3Z2Znvr60f1RJQTsCxOkRVXSESPhTaOAk0TcRuzFwzv5U6fEx 8Rc+f60nYCHaeoMU8sMgHpkhC6UwDVyUqccjrix22qWf7po7qy CrsZaxmq0jKCFAJ4OOZvD4bBYLH5WHhY6pCjq4sWLOTk5CxYs6 OrqGo4/4bVA6dCC6B0ErJOKPv1kfu7k7O6WesY8AhcbBgerStNRVzkCVG nM7CeOmSS0inMnj2WkpRQWTH/76rnLgA7H/mG2K+9qqNZLuvmtNAHBioE9LfVKYftwxM2KAnYc6qivTktKWrt iOSjv9ZjJEbM0ztMhZ8NxXCwW+1k5+HTY3t6+bdu21NTUAwcOG I3GoF+/j3GgQwuiZ2hDbdmbjNSUzxZ+QuqVdgKm0fA/9CEDm2hR9frZCEi0cJCIy4AJ6qu/3LZl7Mcf79q6GVKIGdowTEM3b96hoquNT7QICJyP//UTVgx0G7A71y6PHzvm231fW0nEHuXPthc8HXI2AACampr8rBxM OrTb7W/evMnNzU1MTOSsQRqocaNDGgUYmrpx6Ye4mEmnjhyyE3C0s0JAG Bl5hzQKeIy4HYdKnj2eUzB90vhxF06foPSqYZVZ4PMOOSPoeYf 9YcVAB4l8uf2LlMT4p3dvjZh8Kp4OOVt48g5xHL9+/XpKSsqKFSuUSmWwLvte40aHFkTPHvF6YM+XiXGxIzuHtz9GgCo Nezw6opDevnIpOyNt9oxpTZWlNgy0E9Cw9oC8Kg1nDPfokIWdg BGlZNG8ubOm57OZpmF3fOjg6ZCzAQAQUlUaj8ej1+u3bds2adK kkydP+r9uGRTjTIcWRO8yYJreri0b1uZkZ4pa6h0EPEoYkaXD2 uKXUUqHDgJ2GVBRS+O6lZ+P+fDD08cOa8XdoRnis3TYUFak6hb wdBgQbDjUWlXW29ow3HFzUWhHQ/XsGdOWL/kUU8tGwJmIPB1yNgiCWltb/aw8VDp0Op1lZWX5+fnTpk17/fp1cFPs/bGh0CGNAoyZaKl+O6dgxorPlsBKiXN0ZCLSKGAA1JL2Jkqviq4 vABoF2HFhw9uSgml5E8aNuXXlEqFTOqkQnXvH0qG8sxVWiKMrd GEHjQJKYbte0j3ccaNRwGMiHt2+OTkj/dDXu/U44pQAACAASURBVB0kYovyluLpkLMZjUatVutn5SHRoc1mO3Pm zMcff7xx48bu7u6gaJAGakOhQwuit+GQy4C9engvKS726g9njK B69HzyG0FNdG29Y8VmzbDu+xNH42NiVi5dUldWbIJ0DhIJ8RJR 1IUuQmAENaFR87ETsJVEjh3Yl5GSXPr8iT3KJ354OuRsbrfb/zQ/7nSoUChWrlyZmpp65swZEAQ5X2eINkQ6NMM6lwEzQdoLp08kxc dWvXnpIKP7zfEf0eUmK8elFAnWrFg+5sMPv965XSXq9JiIsKix 0ygwMvZojNS4mWGd20RAcvEX69bmTZmsEnXYh6DbHnbwdBga40 iHz58/z87OnjVr1pMnT/xXhBsOGyId/vy0GXGdpHvB3MLJmemdDTWMmQz7CxACRBEd2gnYY8JfP34wdXL WlOysGxd/wDTyMO4b5FVpuCHEnxGM1VhX9iY9NXnpogVENJ+JyNNhaCxgOj Qajd9++21MTMyKFSsEAsFw3FNAFhQ6tGKgHYcbKkpSkxI2rVkF SEUeM2GGw/8aDB9MkBaS9xpBTYR362w2hQUBjh38ZtKE8bNnTK8oesGYCLcR D8t0JRsuWCEeJnWVkQ1EKcE18pDFzU7ANgy8ffVSzITxZ48fsS D6KN0cwNMhZ7Pb7f6fMB8YHba1ta1duzYjI+PQoUMIggR+b8G3 oNAh++a4KPT143vxMZMuf3/ahsN2Ivq2XPoJKwYSWkVbdTmukUfszlIzrLMTMGOhVN2CXVs3T xw/dsPqleL2ZsZMhvGe2a5cUFuhEwtH+amZgcKKgcLGGnlna8jiZo Z1bgNmhnVnjx1JiJ1UU/raQSI2PGomRbzg6ZCzYRgmEon8rBwAHb5+/To/Pz83N/fZs2ecbmxYLFh0aEH0DhJ2kPCR/d9kZ6QXP33EWI0j9fM/KlRpGDPppNDipw+XL15UMC3/4pmTBlDDWMjwNgr712uLX/KqNIHChkNNb4uHO++wD8ywjjETkLx39efLCmfOEAtaolGUkadD zhZ8VRqSJG/evJmVlbVkyRL/mTY0FkQ6ZN9YQqdcOG/OvNkFwpZ6hjaE/U0YDkS4Kg2rQYqoZBfPnJiSlbFw7hxBXZXHRERCAhmvSsMZIVC leSdoFHBRqLC5LiM1ZfvmjZBC7DEFoa8IJXg65GxBVqWRSCQHD x7Mzc09fvy4/5OwIbPg0iG7lV/U0jA5M33D6pWkTjkyVC36IGJVacyI3kEibiMmbKrbsGbVuDEf7 9yyCVVLnRRqxSJipM5rlnJGaFRp3v2nMdCKAm+ePpo0fuz5U99 ZMdARVYuIPB1ytqCNDq1Wa2Vl5aJFi/Lz8ysqKoJxb8G34NKhBdHTKOA24g9/upGTlXHq6CGnAYuiHZh+woZDuEZeX/oaU8siig7Zj4/q4lfzZheM+fDDC2dOsCuIkTNrzd5J09tiXpUmUNhwqL3mrbitM SxxcxCwCdKe+Pbg5MyMV4/uecxkFL3XPB1yNhiG29vb/aw8IB3iOH7p0qUJEyasWbNGIpEE6d6Cb0GnQwsrjW8ivty6OT0 lqfTFE7cBs0ZMdxwUsKo0iq62yFGlsWKgi0INgPqnKxfSkhI/KZzdXFluxUA7DtHhvrc+obMgelW3AFVJIyR00QIaBTQ9naCsJ1 xxc5AIpVfNnTVjwbxCYXOdZ3jOwhwO8HTI2cxms/9p8e+gQ4/Ho1Kptm3bFhsbe+bMGQzDgnp7QbbhoEMLondSqFYsXLl08bxZM +VdrQ4CjqhOOSiIHF0VGwZaMVAv6d731c7YiRP2794FynrsBBy xB/SYYV3kRC+KEN640SjgIBFBfVVuTvauLZtQlTRaxvc8HXI2j8fj v1zaO+iwuLg4Nze3sLCwsrIy9Bqkgdow0aEF0XuMeHtt1cK5c1 YuXUJoFRE1qRgURMIMJLtYS6NAdfGr/Kk52elpd65fJnRKd2TPUfOqNFEaN/Z5e/34QU5m5pH9e9nExLCH5b3g6TA09md06PF4Lly4MHbs2E2bNnV3 d4frngKy4aNDKwZ6zMSjWz9Ozc48+93RkXcmYtg7dHbLnwXR/3jph0kTxs8vnFX+6jkrxhb24ER46KIUYadDC6K34ZCdgI/s/yZvyuTn9+9ExZmIPB2Gxv5/OoQgaNeuXampqcePHwcAIIz3FJANHx1aEL2DRMwocOro4fSUpO riV1YMjOQhi/+gUcAIavSS7jCq0lgxkDEROkn3zi82xsVM2rpxnbCpzm3EI3z+ ig0XIBURWkXkd6MRBRoFQFkPqpKGPW5OCkU18jWfL507a6ZE0O wMuQR8oODpkLNZrVaCIPys/DMdlpWVLVy4cOHChS9evAivBmmgNqx0aIZ1jJnUS7s3rlk5LXe qRix0UsgIWERkVWmaK0rCsrPUDOucFOqk0OKnj6bnTp2eN/XimVOwUuIx4TYMjPA1ObbfbKsu1/R08qo0AcGKgZ31VVJBcyTEjaENgrqqgul561Z+bsUi/ehvng45G4qiXV1dflb+mQ4zMjJWrVrl/4bUyLFhpcOf3xwL1VxVlpWe+sWGtRSgYmWfwv6GDAXhVaVhrEY TpP3+u6NJ8XFzCmaWvXzqMeJuY6RPkLLgVWk4IyyqNIOAsRlvX buYGBf7/Ylj4VX+ey94OuRsXPIO9+3bF8ZDmoZiIaBDOw5bUeDejStjPvr w0tlTNKJ3UmhUM2K4VGlsGMhYDeL2ps1rV8dNmrhp7WppRytjJ qNIRpJXpeGMcKnSDAQHCVOgZu+XO2Imji9/9cwVwbu3eDrkbEFWpYlwCwEdmhG924CROtWBPV9NGj+u7OWTSH 5z/EFYRocuA+am0Ko3LxfMLUyMiz17/IgJ0rooNMKXbfqAHx1yRqSNDs2wjrFQCqHgs0ULcrIy5F1toT9 H2k/wdMjZgq9ZGsnG0iEpF7rMBjsBs7DhkO9jbcVAb9F7S315jkYBd h8ae7QCpJQsmj/nkzmzRK0NjJn0LWUvO9Bv3/lHh1I6RHecFGoA1K1VZb4JJIG647+zdgJmaAOslNy6cjF/Ss78ObPr35YwZoK9QkDu+Jb2+aODtN17S/13h0YBKwa217zVS7rdRjz0bRcUd4L4oPrvjoNEOuoqJe1NbGpN 6Nvune4wVmNd+ZvszLStG9fhGgV7oHSktR3jdtUfXfd67eRwd7 fRZwiCdHZ2+ln5Zzo0mUwul4v9f7fbbbFYCB8zm81ut5stdblc JpPJW0SSpMVi8eY5Op1Oo9HoW2q1Wr2lDofDYDB4SymKstls3l ux2+0URXlLDQaD3W73ltpsNt9So9HIbvnRNZbeyv1XfVcTolEC UhELRCkxghrLL9+AmFrmLQKkIlQlNUFattQEaVGV1LcUU8u8pU ZQgygl7L+Dsh5UJWmqLJ2ckbbvq12oWuYgYFgh9v4QlPUQWoX3 Oab0Kkje6y2F5L2kTuktJXVKUNbjW0rpVd4bJrQK31JYITYAam 8prpH73rCvsyZIO4izRlDDOgvKerS9XV0N1bBC7L0lI6jp7453 TtgAqH3dAWU9fdzp4yzrDo3obThkQXTCprodmzf++wcfLPt0YX dzHdsj0CjAuuPrrP/u+N927A3jGrmvOxzbDgVInVLUXCfvbGXrQPJe39bp33aDP4q+z vrvDiAVvdcdb2kfd/xsOxbvfRT9bztMLdP2diFKiRUD3+ms94aHq+36vXewQmyCtHYC fnL3ZnJi/I8Xz0PyXu+NRU7bYRBY/s2yp5+nGYwm28C9om+f6fF4rFZrnz7T6XR6S2maJknSWzpECvC WDpECfEsHpwCDweDd9ck66+uO11maphEEsVgsgzhrNpv/jA57e3stFov3nuRyeWNjY8MvJpPJvDdN07RYLG5oaGArNDU1KZ VKb5RNJpNIJPKWtrS06HQ67x8mSbKrq6u+vp4tbWtrgyDIGykU Rdvb29nf1tfXCwQCryCOx+MBQbCtrc1b2tXVRVEUwzBAc9nNKb 8RVr5prCyvefOi5s2L6qLngtoKVkPLioEGQN3b2sAWsRA21uAa OVtKaBXdTbW+pT0t9ax0mRUDMbWso66yuug5e9mGsiJ5R0vp88 eTMzMunDmBqaSd9VVVr595S5XCdjOsYzt6vaS7uaLE+9vG8jea nk7LL2fQq0UdjeVvvKUtlaWAVMSOPEyQVt7ZWl/62lvaXvMWVojZWzKCGkl7U23xS6+znfVVmFrGlrI9ta873U21p E7pdaerodpbVFv8UtzWaADUbCmilLTXvGX/aM2bF/Wlr+WdrSZIy7oDSEUtlaW+7qhFHayzFkSv6elselvsLW2uKNGJ hVYMdFKoEdQ8uHk1NTH+j3/4w57tW8qfP+qsq/R1Ryporit59c62o/Sqnpb6gdoO18iFjTUDtR2qkgpqK7zu1JW8kgqajaCGLQVlPW3V 5b4t69t2OrHQt+2a3hZ7284M6/xpO6877TVvWQJgH0VxW6O37WrevOhqqPZtuz6Poqi5zrftOuur vO7UFr+UtDd53YEVYm/bVRc996ftvI+ipqfT153mihK9pJt1xwzrlML2hrIib2lbdTkk7 x2o7TrqKr3u9G+77qZaQqsYqO16Wxu8j+J72661qsy37VTdAt+ 2830Um94Wa3u7Bmq71qoyQCpyUqgB1Ny4cC4hNub7Y982lBXVl 76uev3M/7br340Mpe0UXW192q6uqvLRplk/zZ8oEPYgKOplCARBfPvMjo4OHMe9vbxer29tbfX2xkKh0HsGg8 vlUqvVzc3N3tI+FKBQKHwpQCqVWq3WQSjAy0yDUwBFUYNTgEAg 8P5WIBCgvzjr8XggCHonBbDu6HQ6X3dEIpHJZPJysFKpbGpq8p aKxWKvwozVapVKpX9Gh06n03tPHo/H5XI5fKxPqdPp9C31uuottdvtDoeD/a9vqdvt7lPq/aZgS73//t5Sp9PJlrKTpWivwIRClF7FwgCofbe6GEGNt4jSq4ygxltqhnW DlxoAtW8pOz1y6Ovd2RnpT+/+5DBgvhW834PsB6NvkQFQB1Tq+0cHd8e39L3u+JYaQc3gzvreU p/S97pjQfROCsW1ins3rk4YN3ZKVkbZiyesRpcR1Pj+NljuvLftv N/y73X2va1jBDXeCn1aJ6C2ixB3QvYoWn5ZfB2oNFzOuo24Tty9a tlnM/Jy22oqHCRsANSR03Y2s6n60KoXqzIdv/R7/vSZbDfu22f6ypX5dvJ9SjlQQJ/SUFJAoM6+050/o8PoNZYOCVmXw0iyX1v9k+XZT10v+qyWB1TKrhCgatm82QXzZh f0tDYyZvKdv+3/w6GUDpM7fUqDdcN2AnYZMJ2k+9De3bETJxz+Zo+0o8VOwE4SCa WzQYz/6Gm7oZRGrzs0CjgptLOxNjU58avtWyGF2Lu2HQnOMk5H3ZG1/NrhcNsIocNh3VnaH24D1l5bOTkjfeOaVQZQHbFK0wOBRgEjqFG LOtjpqeBe3IZDTgpteFsyv3DW1Oys+z9exdRytxGP5LyugEJnQ fTa3i52oizs9xNFYGcy2XnysN9Mf9hwyIZDz+7dipkw/sKZE1YcjJwnlt9ZytksFguCIH5W5umQC6wowJiIny5fSIqLPXZ wn8dIRMjhtH6CPe+wsfxN0FVpXAbUgugvnT01fuyYwpnTS188s eFQ1GVTDALWkZbKUrWowx4B6ipRBBsOCWor2J2lYb+Zd8JOQCZ Iu3/3l0nxsc/u3WJoQ4RIUPF0yNlgGO7o6PCzMk+H3N9tCwp8vWNbamLCywd3o 0II2PfmhyPvkLEatWLh1o3rYiZO2LpxvaC+ik1FCLu/QQTN5x1yhQ2HmitKIifvsD9oFLATMCjrXTR/zqzp+YL6asZqiATBDZ4OOdtozDsMPR2aYZ3HTOplPcsXL8rJyu huaXBG0qHtgyPoqjQOAmashorXz+cUzEhLTvr+xDFCp4yuTwQ/QfOqNFwRaao07wSNAh4j3tlYk52RtmrZUlAhdlJo2O+Kp0POxq vShA6MzdhcVZ4/JWfppwtNoCZaRkJBHB3SKMCYCVKnvHz2VGZaSsG0/NdPHrAK3WF3czjAjw45I9JUaQYCjQIMbXh0+8fE2Ngj+75mTET Yv+p4OuRs/OgwhG8OAjBW4+PbN+NjJp07ecxGwDYcMof7fX4vrL+caIFr5EO hQweJMLShq6l2+6YNmWmpWzeuk3a0MHZTZO6VCApo/kQLrrBiYGd9layjJfLjRqMAY6EO7P4yNSnh1cO7DB3meQ6eDjk biqJCodDPyjwdDhUOEjYAmhOHD8TFTqooeuGk0MjZkDYQaBQwQ dqhnHdIo4DbgNlwqPjZowVzZ6cmJd69cdVBItFyMMVQQmdB9Kx 0SNgHDdEFGgUgeS+mlkVF3BwkAsh7P/9scf7UHGlHqyesY0SeDjkbq1bjZ2WeDoMAj4lQ93RuWrt65rS8 7pZ6B4VExfCI2+tthnU2HPIYcVAuvnT2VEZK8tzZM9tqK0ZMKs XwhY4HjQJRFDrGQjVWls+dNXP150tRtSyMg1qeDkNjPB0G6c0x kx311ZnpKWs/X6aXitzGcN6Mn+DWMTlJxEkhPa2Nu7dvHffxx/t37wRkPSMplcLP0I0qf0dn3GgUYGzGhz9dj5s08cj+b6woEK4P Pp4OQ2M8HQYHdhyy4eCjWzf+4w//5/r57y2IPvIXSHy1oPwBjQIOErHjUOWbl4Uzp6cmJTy5c5PSqxwk Yo2ePi44oYN1kbD/Pupgjra4OUjEBGn3fbVzzId/qi0t6nMYRcjA0yFn83g8vlpugxtPh0GDk0JRlfSrbVtiJk0off 7YbcQjdsqURgEDoJZ3tlJ6lZ83acVAOwFTetWVc2fiYyctXjCv va7Kgugj9oi44QudBdErhe2sznjY7yeKQKOAWtQBynqiK24eE9 HT1rho3pwpk7PkXe1OCg39/fN0yNnMZjMAAH5W5ukwaGBlD5WijsKZ06bnThHUVTE0FfaX+Z1 gVWnqS1/7qUpjxUAHiah7ujauXjl+7Jgj+/eqRB1OChk9i4VesHTY9LZY1S2I8ISBSIMNh9qqy8VtjdEVNysG uk141ZuXKYnxa1cshxUStyHU+8V4OuRsEAS1t7f7WZmnwyC/OS4D2lxVFjNh/MY1q/SyntC/Of6AzTusLnruT96hFQMZM1lR9CJ/ak5OZvrd61dwjTy8G+3CCNbrupJXfN5hoIh8VZqB4CAROwHfvn 7pT3/893MnjxsAdYhd4OmQswEA0Nzc7Gdlng6DDFbA+v6P18Z+/NGZ49+6DFgETg35qUpDo4CTRGhEf+7k8aSEuKWLPqkrK3KQiCs iOT404FVpOCMqVGkGgsuAUYD68De7x435qOzl0xC/1zwdcjZelSbMsOGQHYd2fLExNTnx1aP7jM0U9lvqf4eDq9KYfx kUyjrb1q5YlpKUsGfnNqWwnbEaRuEEqS94VRrOiBZVmoHgMmA6 cff8wlmzZkwTtTYyltAthfB0yNl4VZrww0HAekl34czpM/JzRS0NjIWKqA11rCpNW3X5QKo0HiPuMeKvHt0rnDk9Jyvj2vmz ZlgXyvc/YsHSYUddpU4sjPzNwxEFKwZ2N9UqutqiNG5WDHQQSGv128S42C/Wr4UVEo+ZDM17zdMhZ8MwrKenx8/KPB0OFxgLVVdalJGasmr5UkKvirQvYhOkhRViE6TtfxIpYyEJr eLcd0ezM9I+KZxVV/bGY8SdJBJRjB4usOFClBJKrxqdq6dDAaqSRrWaj52AnRRy78aV CePGnj52hMah0LzXPB1yNrvdbjQa/azM0+EwgrGbf7x8Pj425tjBfQ4y4vZh9ln8MMM6J4kwZlLYXLd 1w7rkhLidX2yCZL2RIGEcaeh/oDkPfxBdafjvhB2HnBS6Z+e25IT4R7d+ZMwkjQ77IiJPh6Exng 6HEVYMdBDw/t27YidOeHrvloNEIuqU4D50yJgJGgVKnj36ZM7spIT4O9cv2zD QGWGD2gjBCOjW+bhxdoHNU1owtzAvZ3JzVbnHRAz3H+XpMDTG0 +HwwmXAtOLuVcs+y0xN7W6pd5KRImdqhnUGQM3Of1ox0G3EMI3 8yrkzKYnx8wtnCeqr7QRsi4xbjUAYQU2gmj48RkzcWHmmjoaan KyMZZ8uRFSS4d5rzdMhZ3O73U6n08/KPB0OOxgL1fC2ZO6sgg2rVxBapSMC9hHQKEDpVZL2JkqvclKon YBlnW07vtg4YdzYvV/ugJUSGw5FCG1HGtjBjayjBVaI+RAFGjpFV5te0j0C4kajgMeEP 7x1Y2p21slvD7kM2LB+O/J0yNmMRqNWq/WzMk+Hww4rBrot1MOfbiTExFz94YwJ0oZ9Zx2baFFX8ooVaasv L56eOzU1KeHhT9eNkHa06a4FBDYyDWVFfN5hoLDhUGtVWW9rw8 iImw2HnEZ831e7MlKTS58/cQ7nW8PTIWeDIKi1tdXPyjwdhgJOA2oANScOH5w4fmzlm5dhH3 v9ItL2ClKIb1w8Fztp4tJPFzZVlloxcKSeYh8seFVpeDoMFNGr SjMQXEYckPd+vuTTKdmZ8q42OwEPEyPydMjZQBDkVWkiDoyZkH W2LZxXOCU7U9zW5DZgYRyBOUjECGqe37254rPFiXExh/buVokELgMW9mFr5INXpeGMqFalGQgMbagoep6RmrJ88SKDXj1M bxBPh5yNV6WJRLADr9rSooTYSZ8vWaTtFXrCdCaig4RdBuzty+ eJcTFTsjNvXblA6pSMmRgBKzohAK9Zyhkjb3TIOmWn0Gvnz475 8E+Hvt5tgXX2Ycin4umQs/GapZEIM6x3kIiDgO9cv/y73/6vH05+Z0H0DjLUozHGQplg7dnvjiYnxM8tmFH+8qnbgEXFYcUR ApYOhY01ekl3pCWSRjisGNjTUq8Uto+kuJlhnduIG0DN7h1b/88H/1b+8qkdh4LuIE+HnI0gCIlE4mdlng5DCheFGkHNzi82TRw39s3 Th4wldBnuNhxirAaJoGXD6pWpSQm7d2wVtdR7jLiDgHm5mUCBa +QGQM1vOOIQN1KnHHlxY2hKLmyfXzhrcka6rLPVFeylEJ4OOZv T6bRYLH5W5ukwpGAzlrRi4Yy8qQXT84VNdQxtsAwzG5lhnduIu QzYq0f3CqblT8nKvPbDWRsO8XIznMGr0vBx+zO/UMBtxGvLiuJjYzavW42qZMGdceHpMDTG02HI3xwMdBBwc1V5Yn zc2hXLIXlvQELAZlhnxUDGQlkx0PsrM6xzGzDGRPS/Do0CjNWIqqTnT32XkZoyd9bM+vJixkLZw727NaoxUrt1Pm6cwW 4rvX/z2scffnjm2BETrHMZsGDNu/B0GBrj6TAMsGKgy4DdunJxzEcffvvNHiuF+L8hzYaDmEbe8LYE 08ht+M98ZiPg3vamjoaaPosWdgL2mIjetqadX2yKnTThq21fQA qx24jRKGCGdaROyU+TcgOlVxlBTdhvI+owsuPmMmAGQL3vq11j Pvrw2b1bLiMWrEVEng45m8vlstvtflbm6TA8sGKgg0S2b9qQGB f79N5PjJn086vZY8JFrQ0zp08XtTZ4TD+7zNiMxw4f2Lxhnfc6 NAqwGYTlL5/On12QkhB/+9olBwmzvMuq0oia60idkh8jBgQ2vL2tDaCsZyRtCQlN6KSCZk 1P50iNG40CLgoBZD2FM6fPyJvaVlvh/3s9OHg65GwURSmVSj8r83QYNtgJGJD1LJgze9b0/J7WRpfBr/x3jwnvaWucXTCzp63Rlw6/O3Joy6YN7OvHjj5hpeT2tcsJsbGfzJndVvPW9/xuVpWm5s2LgY7/5TEQ+LxDzhiReYd9YMUAOwG111amJiVu3bgelImDImfK0yFn4/MOowYuA9ZYUZI/dfLKpUv8lDNl6XDO7FnSzlbGZnSQiINEGLf19HdHtm7eyJhJOw G7DJi6p3Pvrh0xEyYc3rtH09PlpFBf2mPpsLroOU+HgYJXpeEM Nu9wZNOhBdFbMdCKgU/u3EyMiz3x7UErDg09E5GnQ87Gq9JEDawo4DaTl8+dToyLPXX0s D/nXbB0WDirQFBfZUH1mEaOaeQ0iRw5tH/Hls2MzeggYUFD9ZIF81OTEu9dv0LolE4K7XNZfnTIGfzokDNGw +jQ6ymNAru2bEpLTnp+/w5joYY4ZcrTIWfjR4fRBAeJmBD9gT1fpiYl/n/tnWl4E1ea7zW3e27PM3du9/T0dE8+dPftziSdZDrpBAjY4H1fsNlsjG2MCeAQ0pgdsxMIhATi sAZs9s3sEBYTG2wDBmzwJsuLvC+yZC0lqUollZYq7ed+UOJ28F Yqy9p8fs//yZOHOpaOXlvnX6fOed9TdO87Ay4b3hGtGkU3t25GfHzCnNkLF6 Slp81PT5u/MH1BcEjwvi92mQks78wJ/6m+C1NTnhTkk6jErEIHfhXh7JCx4OyQscaPHerkYpNSLuW1L05 Pm5eYUFdRZhndI1Noh4yBs0MPE9Dikq7WzE8yoiNCBa2NwxcCt moU7fU1cxMSrpw/U/bo4eOC/McF+S+ePtq6acOSRQu3bczynTJ59/YtTTUvTSp0qKevFIaoxPzm6hdwK429sv1qWtkVcCuNvaIwpKOu 2ou30rwioFVyq1/EREV8mrFIKxOO5lNDO2SMUqnk8Xg0G0M7dAsBinjx6OH0qMjVy z8lJIJhbp+tGkULpzI1eV5vOxcAAyAJoNcAAK7nnX/vvfcSZs28eCoXE3QDzQg1SLUyES7kaWUib80DG1MpRT1enDAwp nEjJAKXd8NpAhSRd/p4cIDf4eyvRrPLFNohY8xms16vp9kY2qFbSK+QGnH5tQtnpvpM OZPzLYkhpiEcsW8rTSunCmgUFgKzENj182ciI8LSUlNePHoItD jNQ5rgvJCxvDidHMbNgTLgUq1c8vnWTcGBAY++v2tlWgcK2qFz gHboFrIVAlaJ+V9/sXOar8+zh98bJFoGNAAAIABJREFUcdmgT1eAFm9iV8TFxrZyqg Awd9TX7Nyyce6smRMmTNi5bSuwGuibHLRDxhpvwzqMGzNpZSKg U/FbuUsXfzRjegyvqZ7Z2drQDp0DtEO3kUwEtEphe9OS9LS5s2e2 19UADa7HEAMuMyrlJqXciMv0GGJSyUUdzedO5Mr5naUPCxakzA v0m3bhZO79W9dvX71sGmzjzFBfVEVvt0YqHFfDk6MES3gzEy7k qcT88RY3YNC+fFIcF/3DUgiDMxGhHTLGZDKRJEmzMbRDN5KtlEx9RVlIYMC2DetlvA4S lYg6WnqaG3qa64XtzQohT6+QAp1Kr5BePntyekzU7Blxj+7fNa lQoFVaaNdIpDBEKerhVpbhQh6cI9r7O9LJxc3VLySdLeNkS4ij RGFIW20lv7l+vMWNwhCrWnHj4rmpUyafyTlCYoi9jgjtkDE4jn d2dtJsDO3QvaRXSHWo+N71y1N9puQc3N9Y/bKs5OGDO7cKb9989P29uornSHdbG6d6/1dfRIaF7NiyobeNa9XgFIaQP47UNN8FJlowEzz+l7G88vhfmjK p5LiwJ3vP7qk+k58+uG9S2lGmWAftcBTA4389W0alnJAItm5YH x4asvuzbadzvt2/d8/+r/acPHr46vkzxw5+s3TxRzER4XevXtJIhSZGSxEwDZ+xYBo+Y42r vMOBAhqc11T3acbiubNntnKq7DoTEdohY2AavmeLRCVYb3fB7R ux0VGTJk78y5tv/OqXv/zlL381ZfKHKUlz/ab6JiXMLi95oJOLjcNmKA4jODsczW9HB9PwGWk8zw51cjGFSqw aRd3L5+Ehwds2rEe6Wunn5kM7ZAxMw/dgURiiRnq5NRXff3cjLSX5N7/5zWuvvTZp0qQPJ0/+4x//+Jv/+I+4mOiLp0/WvSzTSEWMl/1sdviiuADaob2y2WHl44fQDu3VOJ8d6uRiW82p+zeuTp444eLJ XFIupvnIFNohYxAEqa2tpdkY2qF7Sa+QKkX8Z0WF313J850y5b XXXvPx8QkLCwsLC/P19f397//gP23q7auXSgvvK3p5jJ3MdsBTW20lrErDIHQ6ubizvkba3QZDZ 2/ouhtrRe1N4zluRlymFPXs27UjONC/OP82zdx8aIeMIQhCIBDQbAzt0L2kV0hxIe/hvds38s6/9eYbr7/+ekRERHBwcHBwcGRk5Ftvv/2XN964euHsg7vfYYLu0VTK18pEhEQAj/9lJkIi0EiFLu+Gx4mQCMZ5NR8SlRiVcnFHc3rKvAXJ87hVLwBJ jPhT0A4ZY7FYTCYTzcbQDt1LeoUUF/Y8Krh359qlCe//7U9/+lNISEhISEhQUNDMGfHTfH3/+s471y6cLc6/gwm6R/mcczzfpI9S4y2d3FEiUQmMG4UhZhVa9/J5SFDA5nVr5IIu80hlpKAdOgdoh+4lCkO0MnFj1YtDX+99+62//O9f/OKdd96JiIgIDg7623vvTXj/b4vTF3x3Ja+s+AEuHO1zTmiHowkdHNZh3EYTB6sGv37hrP9U35 wD34CRirdBO3QO0A7dSCQqAVqlVio6/PVXEaGhyYkJ8dNj3nn7rf967b9+/etf//zn/zz5w4kXTh2/f+t6Rz17lAVlNFKhvKcDVqVhJpTfOQ6rq4xemKALF/Jg3HRyMYUhRqXss00bIkKCC2/fAHrNMI2hHTLGaDRqNBqajaEduoW0MpFRKQdaZXtdzedbN82Oi 123KvPq+TOXz51ev3rljOkxs+PjQgIDggIDjx3a31BZrkZ6RzO mUBiCC3l15aWK3tE+cR1vsoW9seK5qL0Jhs4uURjSXP2Cx+XAu NlkVMqRrrYFKfMSZs1or68BWuVQLaEdMkahULS1tdFsDO3QLQQ 0uAGXFd6+kZ4yLzY64vyJY9Ke9mZ2ZfH9O4V3bhXcvlly/+6Vc6fnJc6Ji41uqqkwKuWjedRpS7R4/iAfJlrYK5sdvigugFVp7NU4zzscVECnevmkOD42atXfl6klvUP lXUA7ZIxEIqmurqbZGNqhi0VhCNCplMKes7lHQ4MC46dHV5aWm FSoUSnXykU9LQ3s8qdlJQ+fFz9oqa26e+3y9OjIzevWKHq7hzo Bio5gVRrGglVpGAvmHQ4qoNfknT4eFOB/7EC2SYUOepsL7ZAxsCqNx8iolJtUaDe3bvf2LX5TfTetW9Pb1m TL1bU1sO3Eo1AJiUoMuMyklN+5kjd50qS8U8e1cjHjYQVWpWEs WLOUseDscKiw6DHki8+2Bkyb+qzo+0EdEdohY2DNUg+Q7fAKtV T44tHD9NTk8JDgm5fOa2UivUL6yqKgzRFtMhMoJuj+Zs9uv6k+ pYX3zSqUmZnZ7PBlSSG0Qwa/OJ1cXPWkiN9cD4d1u6RXSDllT9pqK2HcXpFVrehuqvv7x4vjYq J5zYOciQjtkDFSqZTD4dBsDO3QBaIwxIDLlKKe40cOTvOZ8vFH 6XUvntnmf8NvkCFRsYXAepoblixcMH/e3OaaihG3aA/xOhJCIuhqYKvEfJhuYW/odHIxj8uR93TA0NkbOn5zvaSzBcZtYGSATllWXDgzLnb9qhUKI e+VOwZoh4zRaDRisZhmY2iHzpZeIdUrpD3N9etXZb7z1lub160 RtDQaaR/48o8c3kD/zzZtQLrbzMQIObxDCdZVYSyNVAgL+sC4OVAGXGYisBuXzvtOmX zhZK5GKuw/IEA7ZIzVarVYLDQbQzt0qvQKqUEhrXhSHB8TE+g37eS3h2Q9HR a1wq77ZYNCqldI7167NOXDSWdzjxlxGbMHnjD9i7FgdRUYN4fL TGAqMf+bPbum+kx5+ehh/93j0A6dA7RD58mixjRS4bED2UH+fksXLXz0/V0SlVjUTLptwGUaqXD39i1hwUEP7t6iU/ZwoODAxFhwWIdxGwtZ1IqepoaPP0pPmDmjra7aqsF/+Hdoh04B2qEzRGEIIAlxR0vW6hXTfKfs3Lqpq7EWaJWmkWoVDi XbQqOkqzUlKWF+clILuxKQhF2PoTRSIdLVOsp0/nEoW7ik3W1KUQ8Mnb2S8doxQReM21CiMMSkQmuePQkLDtqStVb W02HV4FqZCNohY/R6vUqlotkY2uHYSisTmVSomcCeFOSnp8xLnDXj9LHDGqSX5sEu w4hEJVaNgl1WGh4anLV6BS7m09+wZ6tKU/v8MaxKwyDsOrm4rrxU2MaludwLZROFIdzKsq4GNozbMDLgMiMu u3P1ks+Hk87kHCExiQGXQTtkDIqizc3NNBtDOxxbAZJQS4Unjx wKDQxITUosL3kAdMrRZND3F4lKAEXknT4R6D/t6P6v6VssrEozmpjrYFUaRtIrpNWlxTDvcHjZ6jVSGLJ7+9bQw IDi/O8ASViNBmiHzIBVadxCtgek3VzOrm1bIsJCslav6GzkWO3cNUP jXSQmJbp9Y1ZYcGBx/m1Aquj8FKxKw1iwKg1jwao09GXAZZiga35SYmpSYjO7AgBQDu2 QEbAqjetlq7L29OH3SxamRYaFnD+Va1UrxmgUMKnQ3ramxQvmz 4qf3t1UZ1ErRpwjwtkhY8HZIWPBqjT0RaISo1JW9+JZWEjQ+lW ZSqWy9kgWtEMGwNmhK6XHEKDFsd6uu9cuRYQGz5weW17ywKLGx jT1GJBEWUnhzLjYVcuXqSWCEddm9Aqpore78vFDTNAF7dAu2ey w5mmJoKUBroHZJb1CWlde2s6pgnGjIwpDLAR25dyp0ODAk6dO1 xxa+2BVrKuHW89DJpPV19fTbAzt0JHSK6RGXNbNrdv/1e6woMCtWet4TfVmYmy9UPfjg9lLZ04G+k09fewwhSLDmxyJSt RIL7+5npAIYIkQu2SzQ0FLAybogqGzN3TCNq60uw3GjaYoDDET 6LaN62ckzP1qpm/phtmuHm49D51OJ5PJaDaGdugYkajEVmnwxaOHyQmzQ4MCb12+o JH29q/HPaYyKuUaqXDvrh1+vj4vHxcZFNIR3xfWB2EsGDoYN+fIqJRLe e0Zn3wa9K//XLE9xdXDrUditVpptoR26ABRqMSAy9RI78M7N8OCA+cnzX1SmG 8r0u3MFCurBu9sqF22ZNHMuFheU71JhZLocO1h+hdjwXRyGDen yarBHz16tDP6g4crYw20641BGADtcLQiUYlVg4s6mnZs3hjk73 dw35cd9TUGXOb8BRJbT8pLHsRGRWxavwbldzEuZwoFBeUmojBE r9VUH1yz/cN/P3X+oqtHXG8G2uGoRKISoNc0VJSlzk2Mjgg/fyIH6+22anBX7U8x4jKDUvbd5YuTP5x08dTxVwoB9++2GukVtn EJiQDerdslW7hE7U2K3m4YOntDJ+lskfd0wLjZK2A2dZzblf47 Vlh0bFU13dP7IAAAkiQxDKPZGNohc5kJlMKQy+dOxURGLElfUF qYT2GISfXqWWVOlUxkJjBCIti3e6ffVJ/nRYWWwTbyUBii6O2uLi2GO0vtle2XW/v8cW9rI9whaZcoDGl4+ayzvgbGzV5ZDPraI1knZ09YnbVxdkIC iqKuHnc9Brlc3tjYSLMxtEMmspWDEbU3b9+YFRYctG3j+tbaKk ARbvI9N6tQUXvzkvS0BSnz2jjVQPdqbj7MO2QsmHfIWLAqDWPZ irQ935zQ3NmdkJi4fft2vV7v6qHXM4B5h2MrAy4DOtXLxw+XpK fFx0SdzT2qEvNHX4PUgaIwxKiUN1aVT4+K/HzrJjm/01YIuK8BrErDWLAqDWPBqjSMZbPD4jXxAIDikkfh4eHXr1+nf4 zfeAZWpRkrkajEdvr8hZO5c+LjkhPmPH1wHxi1bjIp7C9bBuTd a5fCggNPHzusV/5kaw+cHTIWnB0yFpwdMpbNDgsyowEAFKXPycmJioqqqqpy9ejr AcDZ4ZjIqJQDrbK1tir7y13REWEbV6/kNdUDUuU+k8JXpFdIKQzZtX3LzOkxxfdu939kCtcOGQuuHTIWX DtkrFdOtMAwLDMzMyMjo6enx6WjrwcA1w4dLBKVmAlMr5A+fZC fkZ4WMM332vkzFIaYCczl35Phu61XSJVi/pL0tEVp8zsa2ECr7LsEd5YyjqpOLhZ3NMOdpQxCB3eWMtPAA57 4fH5cXNyXX36p1WpdOPy6PxRFKRQKmo2hHQ4nrVysxxAzgSlFP dcvnosIDU6YGf/s4fcUhhhwGenqL8mIstXKqX72aMb0mE3r12ikov5nS8FRCQrKI zTQDq1Wa2FhYVhY2JUrV4xGowtHYG8C2uFwMuAyo1LOa6rft3u H/7Spe3ZuF7Y3GZ1Vd80hIlGJVa24cDI3Kjw059B+W3JI3yWXd89 DBaurwLg5U4Me/2s2m/ft2xcfH//kyRNXDb9eBrTDIb+3BlxmVqGVpSWpSYlTp0w+f/wY1tttVqEe5IU22eqXbl63Jiw48EnBPfOPpeNgAUnGgqFjHDcY OgYa1A4BAGq1OjU19aOPPurq6nLJ8OsRwJqlo5Jt1Y3CkFuXLk SEBKUmJZaVFBISgUnp0hT70Xyd1IreVu7iBfNnx08XtTcblXI1 0tvTVAdPtLBX8ESL0YQOnmjBTEPZIQCgpaUlKipq27ZtJpPJ+c Ov+wNPtBjtl9aklEt57etWZgYH+B3Y+0Urp8pMYEYP3w4HSOJJ 4b2YyIjVyz814DJCzIfnHTIQPO+QseB5h4w1jB0CAK5evRocHH z69Gknj70eATzvcFTfWKBTVTwpnjt7ZlCA/5ncoyqJAGhxyjMnha98NAOBnTl2ZMqkiedP5KhEPS9LCuU9HdA O7RLMO2QsvUJa87QE5h0y0PB2SJLkpk2bwsLCnj596uTh1/2BeYdMRKISC4FpZaKj+7+eHh25eEFacf5tSiF182wK+tLKRBYN rujlbd+Q5T/V93HB3YqSQkVvN7RDuwSr0jAWrErDWMPbIQBAIBCkpqbOnTtXJ BI5c/h1f2BVGvuklYlsddc66tmrly+bOmXy5vVrepobAEUYFFKvWvmX iYBO1dXI+WTxR7PjYu9evkBIBAYc2qEdgrNDxoJVaRhrRDsEAF RVVc2ePXvr1q2weFt/xvXsUCsTA0oELMJ/yCg04kNamlYmsmoUJpW84LvrqUmJUeGhuYf2E4hgYNlr75At76 Lu5fP4mKilCxdIe9qBFtd5k+WPfQB1cnFdeamwjQvXwOwShSHc yrKuBjaMm72iY4cAgPv378fFxeXl5Tln7PUIUBRtbm6m2dir7J BExQZcXJKPHvlGufdzYt9u4usvVJfPKrBeiUkpGng0PIlKgE6l 6O3+9pu9QQH+s2fEVZQWWzW4USn3qknhT6VXSPW49MGdmwF+08 4dP0aiErMK9eLP61jZ7FDa3aYU9XjoNmMXSsZrh9V8GGgoOzSb wYsX4NgxcOUKEIkAAIazZ4+Hh4fDcqZ96PV6lUpFs7FX2aEeEw OdKDyE+u1/Wvz89NN8DB9ONLz/nvGrzwmUL9Er/vHnpZWJjEq5VYP3NNXv2LThg7+9t3r5p7ymOpMHphUykEmFqsT 8A3v3hAUHleTfNg92JiLUMILp5DBuztSgdmg0gkuXQFoaCAwEi xeD06dBTQ3o7BRnZa1LSkrq7e111ZjsuXidHWpFQQH6bRvUAPR a1SI1Ij6SrXrvr4bDXyuVIokB/+HPy6pWkKjkxaOHK5YtjQwLPXX0kEYmNHpsWiEDmVSoorf744/S01PmNVaV95UzhaIjOKzDuDlTA+3QYgHPn4PwcHD4MLAdfXj9O pg/HxQWgo6O1oSEOdu2bdNoNC4blz0TL7TDkCD99o1qAIQGXGxRi1 USSfYe1Rv/beqolwKtyFbGUynquXrudGRoyEdpqU01LykM0Suk4+qLSqISCp U011QEB/pv35iFCrrMKtTlvfIUaaRC+HgZxs1pGmiHBAGWLgV79wIU/eFfTCZw6xawJR8+elTs4+Nz48YNs9nsilHZjbBarfSD4J12uDV LDaxCnVxMomJgEJYWov/vj6ZWjhRQEgMu6+bWbVq7+sMJEz7fugnpajPgsvGWbECiEkIi4 HE5akRw6/KFIH//3EMHTEr5eIsDs9Dp5GIelyPv6YBPmO0NHb+5XtLZAuNmrwbaoU wGPvgAPHz4k8HQZAIUBQAAOp3uyJEjoaGh5eXlzh2P3Q6NRiMW i2k29nI71MnFwCAsK0Zf/7OpowEFpKS5piJx9syJH7x/8uhhpYhvVqFekGJvr2zH/74sKVSKeBSG7Nq6ee7smY++v+ut+2kdKJsdVj0p4jfXw4QBu6R XSDllT9pqK2Hc7NVAO5RKwVtvgWfPhhwYURRdvnz58uXLx/mZiFKplMPh0Gw8LuzweRH65hugrU726PsrcdFRixfML7l/VysTeU2Kvb2y2WHZw/sov9OqweU9HQtSkxfOT+lsqIWPTIeXzQ5flhTCvEN7BavSMNag s8MJE8CjRz8ZDK1W0P+sp46Ojujo6L1799LfWul9SCSSmpoamo 291w6BkETFRqVYrxTlndL97rdUxkdbZ00P+mrn9o56tkWtMI3j cd9mh+VF36P8Tr1CCrTKiidFkWEhazI/tZUvd3kP3VawKg1jwao0jDXQDlUqkJ4OcnJA/+0yZ8+CHTt+Mjzeu3fP19f3woULThqO3Y/xW5XGZofBgfrd2wkABMAqBFrxnavkX/9H/S//si8ues654wdwIQ9oleN89cJmh88f5NvskEQlQIufOnY4wG9a7q H9QKscV7uK7BKsSsNYcHbIWAPt0GwG+fkgLAz05dxfuwZCQkB2 9k+GR4vF8tlnn0VGRo7bcqbjtyqNLe8wwE//5z+ZUufrFqYaF84H77yFs1jZi9NXPy64bVTKxu0D0v6iMAQX8u pfPO2rWWpUygmpcNuG9WHBQaUP7gMtDh1xUNnC0ljxXNTeBKfR donCkJaalzwuB8bNXg2ad6jRgJ07wcyZIDUVzJ8PoqLAzp1ALn 91hJTJZOnp6QsXLuzs7HTeuOw2KBSKtrY2mo29yg4pVGxUiS6c VKz4VLfqUxAX0/uzn5369b/v2rTu8476F0CjgNWh+qSRCuU9HRqpsO8oYKBT8ZrrFy2YP3N6T FcjZ1xlYdorlN+pEvNhfOwVJujChTwYN3s1VFUalQpcvAiWLwf LloEzZwbxQht1dXUxMTHr168nCGLMR2Q3w2g0arVamo29yg51t pqlFjkAaGtt4c6tHy9Ojz55dCcu6ug7Ah6qTwOfGAODprTwfki g//KlGWqk19OPeBzT0ME/Jxg3p4lmzdJhyMvL8/X1zcnJceDY6314vB1qW1/eT3zDLO0GlIbCEKBTKXq7Lp85MSM2Zl7i7GdF31u1OHw4M6gG2 qEeQ4xK+fnjxyZPnHDu+DE9hsD59FChg8M6A8GqNPZKKxObVQg AgHt0XVlWPONx0mw2b9++PSQkpKKiwnGjr7fhwXZoNAIuV3b31 KHPA3715O5lmYBnIRTdXM6ubZunTJq4evmnvOZ6i1oBv35DfM1 EhEQwsESIrXjbN3t2Bwf4lxU/MMLc/MFESAQaqdDl3fA4ERKBGul1eTc8SBa1VNKF1FS0H/97/DeJ7zU1NVKUntmAKZFIMjMzk5OTEQRx7FDszlgsFmP/7JNh8VQ7JElw61bb//zPZhYrkMWa8Lvfhn62aVtZccGyJYsmT5x4/PABlZhvxGXQCwcViUpUYn5bbaVS1DNwjmjVKPgtjetWLE9JTGi trTITGAxj/9Dp5OKOumppd9s435/MIHTdjbWi9iYYN5qiMDHWK/186/e/+20Gi+XDYk14991ZFy/m6fUUs2GTw+Gkp6dnZWWRJOnYAdltIQhCIBDQbOypdvjwofCdd 1awWDNZLA6LpWWxSv7vv/m/8fqfMhanV5Q9NaqVZq3KQCj0KgxqoEwapRIRvnxSjEt6TRrlK1 cNhAIYdE211dHR0Vs2bRJ2tll0hF4Fg/lDcPQqrOrZY0F7i0VHuLw/HiSTRsl5+by9gQPjRkdGtcJKqvbufvrb/4xnsTJZLCGLRbBYR955J/jmTebFSPPz84OCgs6dO+fQ8dh9QRCktraWZuMf7NBsNlut1r5/NZvNpn70v2qriNr/av/Dl0d5dag3BQBYLJb+l7755iSLNYfFqmaxAIsFWCwLi5X/b//n7Tt5R4wKkaa3Q8lrgRpKakG7pLn26Z2r4uZataB9YANNbwfBb 7tz4ZT/pA+unTqqEXbCkNqk6mlV8lrK8m90VD3TCjtd3h8PklrQXvngTu OzIhg3euFq00u64qKWsFirWSz+jwOdmsU6HBMzXa1WvDIqDj9m 2q4CAIxGY25ubnh4OJvNtlgsfQPyiD/rHAvof5V+l4a5iiBITU3NiB/nJ3bY1tam0+ls/28wGLq7u6urq6t+pKurS6//4YE1SZIdHR1VVVW2BjU1NXw+32Qy2a5qNJrW1tbKysrq6urKyk o2my0SifreTKlUcrnciooK21UOhyOVSvu6hWFYfX297WcrKioa GhowDOvrMYIgHA7HdrW1tSUzcxGLlfrjnwhgscA/sYif/693d4f8oSD5nauz3oAaRtdmvXllxn+fi/79lRmvX5v15qBtbsz5y+X41/e8//OcoP+8NuvNG3P+MlTLcaVrs964OuuN89F/uBT352uzYUDsCt2bF2L+kDf9/8G40dGN2W/eTnjz/d/+K4t17h+j3D8BFqvszTffUSqlAAC5XN5/zGxsbFQoFH32IJFIamtr+0bj5uZmW6IFiqJbtmyJjIwsLCysq6 uzXX3FAng83isWQFE/PKGlKGqgBfStzw1vASqVangLaGho6PvZVyzAVn2078Nyudy+4n Nms1kkErHZ7L6fbW1ttZ1vJZPJKioqenp62Gx2X587Ojr6f5yu rq6f2CFBEH2WZrFYNBqNQqHAfkSj0fR5uNlsVqvVGIbZGigUCq 1W2/d5TCYTQRD9r5Ik2XfVYDCoVKq+qziO9/UJAKDX65VKZd9VpVJpMBj6rlIUheO47apaTezb9wWLNY/Fktv+Sn7+c+Dr2/r6n6fcOval6EVBb3kh1DASlBd2PL5dfOZAx6PbgqGbiSuKZOzH OxcnJvu9++jsIdHLhy7vuZvo8fnDdfl5gnL4l2aHBOWFz/KOVd06C+NGSy8KhS8KZkREsli7WSzKNtD95jdg8uRbvr5TcVw+/JhptVpJkuwbMzEMU6lUfabF5XKjo6NXrFjB5/NtbV6xAK1W+4oF9FnaoBbQZxDDW4DRaLTLAvqmYa9YwCsfx/Zh+96x/8dBEKSqqqrv49j+q1ar+3+cvoMhPXXtsKKi8q9/DWGxMlgs9Fe/Aj4+bRMmzFu5MlOG467ummdgBaBLiFhGbgjqWjqiZsz+cv9hyj py43FCDyLXmGA47EaE4gotw20g45M79wrffjuaxfqaxQK//z3w8fl+8uTob77J7u8TDLBYLAUFBf7+/jdu3Oj/yNH7wHG8b/I3Ih5ph1wud926dQkJ02NiEn7xiyQWa+57781ctmwxl1tvsXjz r9aBWCwWkiT7P7gfhvz8/ICAgFOnTo11rzwFiqL6bqUh9NHr9fR3vUMAACRJ5uWd8PFJYLG SfvazRD+/+M8/3yyTSUf/ygaD4eDBgwEBAd59JqLJZOo/AR0ez7PDa9euzZw5c/HixUVFRfX1NcePf/XFF2tycvZ3dHS4umvezM6dO6Ojo58/f+7qjkAg4wuDwfDsWdGBA1t2715z5cp5FEUd9coEQSxcuHDBgg V8Pt9Rr+nReJIdoih68ODB8PDwFStWNDc3u7o74wuZTLZ48eJ5 8+bB2w4IxGtoa2uLiIjYvHlz36aV8YzH2GFVVVVWVlZkZOTJky f7P6eyWCx6vd67H3+PBVarlaIomg9LbVRVVcXHx69cuVKpVI5d xzwCvV7POPFrPGMwGODDUmaYTKb+WwsdyL179wICAnJycug/VPQgzGYz/XVWD7BDgiC+++67+Pj4OXO2CovmAAAQrklEQVTmlJaWvnJVo9F 0dXXBhRx70ev1nZ2d9n4B7ty5ExMTAwsBd3d3w3sCBggEAplM5 upeeCRyuZx+dRV7OXDgwPTp0x88eDBGr+9ClEpld3c3zcbuboc 9PT3Z2dkhISGbN28Wi8UDG+A4XllZCW857UWn01VWVtI/+qSPnJycqKgo+idqeiVsNlsikbi6F55HQ0MDj8dzdS88kp6eno aGhjF6cYvFkpmZuXDhwt7e3jF6C1dhS8On2dh97dBoNLLZ7I8+ +ig8PLyoqGioBwU4jldVVUE7tBedTmdLx7H3B4VC4YoVKxISEq RSB2xv81Bqa2uhHTKgsbER2iEzenp6Ghsbx+71ORzOrFmz1q1b 15eM7x0gCMJms2k2dlM7pCjq6tWroaGhixcvbmlpGWaJC84Omc F4dggAqKysjI2NXb16tZd9c+gDZ4fMgLNDxozp7BAAYLVar1y5 EhQUdPjwYW/aiuHxs0MURbdu3err63vgwIERVxrg7JAZjGeHAACz2Xzr1q0pU 6ZcvHhxfK7awtkhM+DskDFjPTsEAFAUtWvXruDg4GfPno3pGzk Tz54d1tTUJCUlxcbG3rlzR61Wj9heq9XyeLzxOSiPBltlWsa1L SiKys7O9vPzq6+vd2zHPIKenp6+eokQ+giFQrlc7upeeCQoigq FwrF+F5lMtnTp0jlz5vTVPvV0VCpVT08PzcbuZYdnz54NCwtbu nQpfT+3WCwGg8GbZvfOwWq1jjJuMpls7dq1KSkp4/B+32AwwEQLBhiNRnjnygyTyeScZ2B1dXUpKSnr1q3zjrwLs9lM P0HFXexQJpOtX78+LCxsz5499M0c4lo6OztnzZq1ceNGmMMLgX gNDx48CA8Pz83NdXVHnI1b2OGzZ88WLFgwY8aMS5cujbI0LcTJ PH361N/fPy8vb4xyhCEQiJMhSfLEiROBgYFVVVWu7otTcbEdkiR5/vz5+Pj4hQsXVlZWMngFs9ms0+ngw1J7sZ3hYldVmqE4evRofHx 8WVnZ6F/KU9DpdPChHwNIkoS3TcwwGAwkSTrt7RQKxYYNG9LS0gbN9vYgj EYj/Q3wrrTD7u7u7du3R0ZGbt++nXFdWrVa3dbWBscme9Hr9a2trQ5 ZHjAYDAsXLkxOTh4/5Uw7Ojq8Zq+BM+HxeAiCuLoXHolUKnXyIn13d3dERMSmTZtshw Z7KDiO0x+XXGOHVqu1rKwsIyMjPDz8+vXro3kphUJRUVEBEy3s RafTVVRUMEu0GAibzQ4ODl6/fv04MQk2m+3pd80uoaGhgX7FLEh/eDzemOYdDsRkMt2+fXvixIlnz5713DUsiURCv4SWC+wQx/GrV6/GxMSkpaWN/mAKmHfIjNHkHQ5Kfn5+dHT0iRMnHPIA1s2BeYfMgHmHjHFC3uF ATCbTsWPHoqKinj596uS3dhRunXcol8t3797t5+e3a9cuOmmFI wKr0jBjNFVphmLv3r2JiYkvX7504Gu6J3B2yAw4O2SM82eHNki S/OSTT/7+97976H2MRCJxx6o0VqtVIBAsW7YsPDz87t27jpp94zheXV0N 7dBedDpddXW1Y+1Qo9EsXbo0LS3NgSeUuiccDgeugTGAy+XCNC pm8Pl8Lpfrkrfu7u6OioratWuXJz4ylUqltbW1NBs7yQ7NZnNp aWl0dPSCBQs4HI4DU5h1Ol1vby/MibYXo9EoEAgcvs2voaEhKSlpzZo13v3IVCgUOuTZxnhDIpGMk 9Vlh4PjuAufz9syEU+cOOGqDjBGrVbTr+bjDDs0GAxHjhzx8/PLyspy+IzbarXCbaUMsMVtLBJUbt26FR8ff+HCBYe/svtgNpu92+/HCBg3xlgsFhfe9JvN5n379iUkJDx58sRVfWCGXXEbczvk8/nLli2Ljo7Ozc0dz0cCjR90Ot3XX38dHBzM4XBc3RcIBOIYMAxb tGjR/Pnzve9MxD7G1g4LCwvj4uLS0tIePHgA53DjB5FI9Omnny5YsMD rFxEhkPFDTU3NrFmztm3b5q2D+VjZIUEQ2dnZYWFha9asGX02x TAYjUaCIOATGHsxm80EQYzd4xcul5uWlrZlyxbH7tZxE9RqNay uwgCNRuPM0ireBEVRGo3G1b0A9+/fnzVr1vHjx13dEboYDAb6y/xjYocNDQ2ZmZkxMTEHDx4c6x0HBEE0NTV5693K2EFRVFNT05iO TY8fPw4PD8/Ly/O+jU6tra2wajkDOjs7YYIKMyQSSWdnp6t7Acxmc05OTnR09PPn z13dF1pgGNbS0kKzsYPt0GKx3L9/f+7cuYmJiQUFBY598UGBVWmY4diqNINCkuTp06djYmLoV4XwFG pqauCwzoD6+nqYd8gMHo/nJmeLIgiyefPmlJQUj8g1cllVGgRBvv3229DQ0GXLljktZxNWp WGGw6vSDIpKpVq5cuWiRYu8bPkdVqVhBqxKwxiXVKUZiqampuT k5G3btrn/wOuaqjQtLS1ZWVkBAQEHDx50Zozg7JAZTpgd2uDxeBEREV9++a U3LSLCqjTMgFVpGOOqqjRDUVRU5Ofnd+vWLVd3ZAScPTukKOrp 06cJCQkzZsx4/Pjx6F/QLpRKJZvNhnZoLyRJstls+kefMMZisdy7d2/q1Kl5eXle82uqr6+HWUMMaG5u5vP5ru6FRyIQCMZ0T6K9qNXq/fv3BwQE0C+B5hKkUmldXR3NxqO1QxzHT58+PXXq1DVr1rik/BJFURKJxPs2a4w1RqNRLBY7Z3ukyWTavXt3ZGSk8++WxggEQbx psus0ZDKZUql0dS88EpVKJZPJXN2LnyASiTIyMubNm+fOD8C1W i39Nc5R2SGfz1+9erWfn9+pU6dUKtVoXooxVqsVZlkww5lxU6l UycnJH3/8sTt/c+hjsVjgidMMsFqtMG7McM/QNTY2hoaGfvXVV257JqJdBsHcDp8/fx4XF5eSkvLkyROHnCIL8W64XG5sbOzu3bvh7QsE4jUUFBQEBg bevn3b1R1xAEzskKKoEydOhIaGbt26lX5KBwRSWFg4d+7cc+fO ubojEAjEMZhMppMnT86dO/fFixeu7stosdsOeTzeqlWrIiIicnNz5XL5WPTJLgwGA47jcMJh L2azWaFQOLl8gcViyc7Ojo+P97hCwK+A4zh8IsIAlUoF11yZod PpXLUgNSI6nW7ZsmVLlixpa2tzdV9ehaIoHMdpNrbPDu/cuZOUlDR//vx79+65iQOpVKqGhgav2bLoNCiKamhocMLO0lcQi8UZGRlJSUk ikcjJb+1Ampqa3OFe0ONob2+nf9oOpD8ikai9vd3VvRiS1tbW8 PDwrVu3utvBZyiKNjU10WxM1w4xDNuzZ09QUNDq1avdKv0F5h0 yw2l5hwNhs9kzZszYuHGjm9xRMQBWpWEGrErDGPepSjMUN2/eDA0NPXPmjKs78hMcn3dYXV29YsWKiIiI7Oxsd9snDavSMMM5V WmG4ubNm4GBgWfPnnXJu48eWJWGGbAqDWPcqirNUNjyqdxqKcS RVWn6apAmJCSUlJSMum+OB84OmeHC2SEAQKvVZmdn+/v7v3z50iUdGCVwdsgMODtkjPvPDgEAUqk0IyMjISHBJTnog+Kw 2SGCILYdpGvXrnXbmpMqlaqurg7aob2QJMnhcJy/dtiHSCRatWrVnDlzBAKBq/rAmMbGRnfLifYIWlpaPPHX7Q709vZ6xDZ+NpudmJi4atUqN8lE lMlk9Ff3BrdDi8XC4XDWrFkTEBBw4sQJFw6aI6LX6+VyueeuQr kKk8kkk8lcexvR2Ng4Y8aMrKwsd1t+HxEUReG5fQxQKBQe97t2 E9RqtUKhcHUvaHH79u2wsLCjR4+6uiMAAECSJP1DyAexQ5Ik79 27FxoaGhMTU15eDp0GMnaUlpb6+PjcuHED/plBIN6B1Wo9cuRIYGCgm5czHcirdojj+KFDh3x8fNauXes+z38 h3gpFUUePHg0JCamsrHR1XyAQiGNAEGTdunUJCQmeVen+J3bY1 dX1ySefvP/++4cPH/aUiTnE00FRNDMzMyMjo6ury9V9gUAgjqGuri45Ofmzzz5z57W2 V/iHHRYUFERFRSUmJhYVFXlQ5Qi4dsgMd1g77KO7uzs6Onrz5s2e sj8Frh0yA64dMsaD1g5tWCyW4uJif3//M2fOOOfknEFhsnaYnZ0dERGxceNG+gn8bgLcWcoMl+8sfYW7d+ 9OmDDh/Pnzru4ILeDOUma0trbCnaXM6O3tbW1tdXUv7MNgMGRnZ0+aNKm 2ttZVfZDL5XbvLI2Lizt79ix9F3UfYN4hM1ybdzgQs9m8cePG8 PDw8vJyV/dlZGDeITNg3iFjPCLvcCASiSQ5OTk1NdVVqXpM8g6LiorGrD9j C6xKwwzXVqUZFLFYnJiYmJSU5M61GW3AqjTMgFVpGOMRVWkGpb a21s/Pb/PmzfRLaTsQR1alcX/g7JAZ7jY7tFFZWRkUFLRmzRq3Ld5vA84OmQFnh4zx0NmhjRs3b kyYMOHUqVPOX0R0fM1Sd8Z2ooWTDyryAkiSdMmJFiNy+fJlf3//nJwcV3dkOOCJFsyAJ1owxs1PtBiRXbt2BQcHP3782Mnvi6Iol8 ul2djj7RCed8gMl5x3SJMdO3a4eSYiPO+QGfC8Q8a483mHdNBq tSkpKWlpaU7eSzWG5x1CIE5AIBBkZGQkJiZ6Vg4vBAIZhtra2q ioqE2bNrlJOdOBQDuEuCPl5eVxcXFZWVlwEgaBeA0XL14MCQnJ zc01m82u7ssgeLwdWq1W+KSUGe4cN6vVeuPGDT8/vwsXLrhhPy0Wi9VqdXUvPA+r1QrjxgzvCJ3JZNq5c2dERITTzk S0yyA83g4pipJIJO55r+HOGI1GsVjswmoRI2IwGPbv3z9t2jQ3 PBMRQRC4BsYAuVzubueHewoqlco7dm/hOL506dJZs2bx+XwnvJ1Wq0UQhGZjj7dDpVLJZrNhooW9kCTJZ rPdcGdpfyQSycqVK+Pi4twtWa2+vh6uazKgubnZOYOg9yEQCJq bm13dC8fA4XDmzJmzbNkyJ1Q6lEqldXV1NBt7vB3CvENmuGfe4 UAaGxvnzJmzY8cOt6p1yWazYd4hAxoaGmDeITN4PB79YmPuz50 7d2JjY8+dOzfWbzS+8g5hVRpmuGFVmkGxWq0lJSX+/v43b950n7QQWJWGGbAqDWM8tyrNoOh0uiNHjoSGhnI4nDF9I1i VBjIynjI7BACYTKb9+/eHhYW5zyIirErDDFiVhjEeXZVmUKRSaWZmZmJiIv21PQaMr9kh QRBNTU3uM2/wFCiKampq8pRTigiCSE5OTk5OdpMjqVtbWzEMc3UvPI/Ozk54G8EMiUTS2dnp6l44mPr6+pCQkI0bN47dQIRhWEtLC83GH m+HRqORIAg33Ivv5pjNZoIgPGhHbl1dnb+//9q1a91hD4tarXbnTblui0aj8ZQ7MHeDoiiNRuPqXjgYo9F469a tDz744Pjx43q9fizewmAw0N924PF2CBk/XL9+/d133z1y5IgHuTgEAhkGkiS/+OKL9957r7S01NV9gXYI8SiysrJCQ0Pd4ZsDgUAcAoZhiYmJqa mpLl9X9ng7tFqtcOGQAba4eVydCxRFExMTk5OTXXswgtlshs/nGQDjxhiLxeLFD0UaGhp8fX137tzp8M19dsXN4+0QAoFAIJDRA +0QAoFAIBDw/wF6+hARxYZaKwAAAABJRU5ErkJggg==

free_math
2013-01-02, 13:20
استاد باي نظرية نخدم
كل النظريات..........

الدرّة المصونة
2013-01-02, 13:25
ايمكنك ان توجهنا باعطائنا تلميحات

تمثال تفاؤل
2013-01-02, 13:26
خولة كيفاه لقيتيها اعتيني طريقة

ran mori
2013-01-02, 13:27
المعطيات
ef\\bd
e منتصف ab
ومنه af=1.5 حسب نظرية مستقيم المنتصفين
في المثلث القائم afe بتجسيد نظرية فيثاغورث نجد: fe^=^ae+^af
fe=2.5
يتبع
ملاحظة:^هي اس تربيع

0Girl0
2013-01-02, 13:28
في المثلث ABD
ef //db
ومنه
EF/DB = AF/AD = AE/ AB
=
EF/5 =2/4
EF = 2*5/4 = 2.5

الدرّة المصونة
2013-01-02, 13:29
تنقصي
(3x+4)- (2x+3
تلقايها
(x+1)
من بعد تحسبي برك


استاذ اظن انني وجدت الحل

aya99
2013-01-02, 13:30
بليز فهموني في التمرين 15رقم200
عندي الحل بصح منيش فاهماتو

الدرّة المصونة
2013-01-02, 13:34
لا داعي لتكرار الاجابة
و ساكمل الحل

ran mori
2013-01-02, 13:35
استاذ ارجوك كيف نحلها

free_math
2013-01-02, 13:35
بقي لكم حساب eg او fh

aya99
2013-01-02, 13:37
ارجوكم فهموني التمرين

الدرّة المصونة
2013-01-02, 13:40
ايــــــــــــــــة انتظري حتى نكمل بعدها سنشرح لك اوووك

0Girl0
2013-01-02, 13:41
NA3M KIFEH NAHASSEBOU MOUMKIN FIKRA
WE HAL IJABATI SAHIHA OUSSTAD,,?
ef = 2.5????

free_math
2013-01-02, 13:47
NA3M KIFEH NAHASSEBOU MOUMKIN FIKRA
WE HAL IJABATI SAHIHA OUSSTAD,,?
ef = 2.5????
صحيح............3
اكملي

0Girl0
2013-01-02, 13:49
chokran ousstad lam iajid lfikera moumkin moussa3ada

free_math
2013-01-02, 13:52
استعملوا درس حساب المثلثات..............

0Girl0
2013-01-02, 13:58
chokran saouhawil*lakin ata9ssid cos sin et tan ??

الدرّة المصونة
2013-01-02, 13:59
ممكن اسم النظرية فقط؟

free_math
2013-01-02, 14:00
نعـــــــــــــــــــــــــــــم

فاطمة الزهراء 29
2013-01-02, 14:04
مرحباا

هل يمكنني ان أعرف ماذا تفعلون علني اشارككم

الدرّة المصونة
2013-01-02, 14:05
Cos=المجاور /الوتر=fh/fd
0.7=fh/1.5
fh=0.7*1.5=1.05

الدرّة المصونة
2013-01-02, 14:07
الطول*العرض
2.5*1.05=2.625m²

0Girl0
2013-01-02, 14:09
Cos=المجاور /الوتر=fh/fd
0.7=fh/1.5
fh=0.7*1.5=1.05

mnin jatek 0.7 khawla ?

ran mori
2013-01-02, 14:13
لكن خولة نحن لا نعلم قيس°f ولا fh فكيف وجدت cos

الدرّة المصونة
2013-01-02, 14:13
تـــــاع cos

chamchouma
2013-01-02, 14:14
هل يمكنني مشاركتكم؟
ما الذي تقومون بحله؟

الدرّة المصونة
2013-01-02, 14:16
نعم شيمومة

فاطمة الزهراء 29
2013-01-02, 14:16
مرحباا

هل يمكنني ان أعرف ماذا تفعلون علني اشارككم

هاااي
ايين انتم .....

كأن لا أحد يسمعني

الدرّة المصونة
2013-01-02, 14:18
اعطانا الاستاذ مسالة و نحن نتشارك في حلها

free_math
2013-01-02, 14:19
هاااي
ايين انتم .....

كأن لا أحد يسمعني
حل هته المسألة
************************************************** **
أرسم مستطيل ABCD طوله AB= 4 cm و عرضه BC= 3 cm.
علم النقطة E منتصف القطعة [AB].
أرسم المستقيم (X) الذي يشمل النقطة E ويوازي المستقيم (BD) يقطع المستقيم (AD) في النقطةF .
أرسم المستقيم (Y) الذي يشمل E و يعامد المستقيم (BD) في النقطة G.
أرسم المستقيم (Z) الذي يشمل F و يعامد المستقيم (BD) في النقطة H.
أحسب مساحة الرباعي EGHF.
************************************
ارجعي الى الصفحة 34

ran mori
2013-01-02, 14:19
تـــــاع cos
اشرحي لي اكثر

free_math
2013-01-02, 14:20
خولة كيف تحصلت على 0.7؟

ran mori
2013-01-02, 14:20
عذرا فاطمة لم اشعر بوجودك نحن نحل مسالة من تاليف الاستاذ

الدرّة المصونة
2013-01-02, 14:21
استاذ هل انا صحيحة؟؟؟؟؟؟؟؟؟؟؟؟؟

الدرّة المصونة
2013-01-02, 14:22
0.7 هي cos الزاوية h

free_math
2013-01-02, 14:23
أخبريني كيف تحصلتي على 0.7؟

0Girl0
2013-01-02, 14:23
mais fd =/= 1.5 KHAWLA kifech jetek?
mahich montasaf ad

free_math
2013-01-02, 14:24
لكن الزاوية h قائمة........

free_math
2013-01-02, 14:25
أرسم المستقيم (z) الذي يشمل f و يعامد المستقيم (bd) في النقطة h.

الدرّة المصونة
2013-01-02, 14:27
نعم نعم انا خاطئة ياحاول مرة اخرى ادركت خطاي

ran mori
2013-01-02, 14:28
0.7 هي cos الزاوية h
h هي زاوية قائمة ونحن لم ندرس بعد cos لزاوية قائمة فقط الحادة.

0Girl0
2013-01-02, 14:29
ousstad mafhemtech kifeh nkemel
EST CE QUE
FD=AD= 1.5 AW LA,

الدرّة المصونة
2013-01-02, 14:31
ساصحح خطئـــــــــــــــــــــــــــــــــــــــــــــــ ـــــي

free_math
2013-01-02, 14:34
ousstad mafhemtech kifeh nkemel
EST CE QUE
FD=AD= 1.5 AW LA,
fd=fa
لقد بينت ذلك خولة باستعمال النظرية العكسية لمستقيم المنتصفين

ran mori
2013-01-02, 14:35
:confused::confused::confused::confused::confused: لقد عجزت عن اكمال الحل

chamchouma
2013-01-02, 14:37
فاطمة الزهراء
انهم يقومون بحل مسألة

free_math
2013-01-02, 14:37
طيب، لاحظوا المثلثين:
abd
geb

chamchouma
2013-01-02, 14:39
لم استطع فهم الحل هكذا اذا ممكن بعدها تقومون بوضع موضوع
او رد مستقل
لهاته المسألة وحلها

الدرّة المصونة
2013-01-02, 14:40
لقد لاحظت لكن؟؟؟؟؟؟؟؟

free_math
2013-01-02, 14:43
http://im17.gulfup.com/A8Mo1.bmp

الدرّة المصونة
2013-01-02, 14:44
اظن انها منصف زاوية

free_math
2013-01-02, 14:44
ركزوا جيدا................فإن الحل بين أيديكم............

free_math
2013-01-02, 14:45
اظن انها منصف زاوية
لقد أخبرتكم بأن الحل باستعمال حساب المثلثات

0Girl0
2013-01-02, 14:48
fd=fa
لقد بينت ذلك خولة باستعمال النظرية العكسية لمستقيم المنتصفين

oui oui c vrai merci

الدرّة المصونة
2013-01-02, 14:48
Bdهومنصف زاوية اذا b=45°
sin=المقابل /الوتر
eg/eb
0.7=eg/2
eg=2*0.7
eg=1.4cm
الطول*العرض
1.4*2.5=3.5cm²

free_math
2013-01-02, 14:50
استاذ اعذرني لكن الا يجب ان يكون هناك قيس زاوية في المعطيات
نعم، و لكن ليس دائما.........في بعض الاحيان يمكنك حساب cos او sin زاوية بدون معرفة قيسها:19:

0Girl0
2013-01-02, 14:50
لاحظت لكن لم اجد الفكرة

free_math
2013-01-02, 14:51
Bdهومنصف زاوية اذا b=45°
sin=المقابل /الوتر
eg/eb
0.7=eg/2
eg=2*0.7
eg=1.4cm
الطول*العرض
1.4*2.5=3.5cm²
خطأ bd ليس منصف للزاوية.................

الدرّة المصونة
2013-01-02, 14:52
استاذ ساعود لك قريبا بالحل انتظروني

chamchouma
2013-01-02, 14:53
لم أرى حتى نص المسألة
ولكن عند رؤيتي هذا

نعم، و لكن ليس دائما.........في بعض الاحيان يمكنك حساب cos او sin زاوية بدون معرفة قيسها

جائت في بالي هاته المعلومة
sin2+cos2=1

2 اقصد بها اس

free_math
2013-01-02, 14:53
bdهومنصف زاوية اذا b=45°
sin=المقابل /الوتر
eg/eb
0.7=eg/2
eg=2*0.7
eg=1.4cm
الطول*العرض
1.4*2.5=3.5cm²
لقد أخبرتكم بأن الحل باستعمال حساب المثلثات

free_math
2013-01-02, 14:55
الحل هنا:
طيب، لاحظوا المثلثين:
abd
geb

0Girl0
2013-01-02, 14:55
azawya ADB= 45

sin45=fh/1.5
fh=sin45*1.5
fh=1.06

0Girl0
2013-01-02, 14:56
azawya ADB= 45

sin45=fh/1.5
fh=sin45*1.5
fh=1.06

free_math
2013-01-02, 14:58
azawya ADB= 45

sin45=fh/1.5
fh=sin45*1.5
fh=1.06
خطــــــــــــــــــــــأ
bd ليس منصف

0Girl0
2013-01-02, 15:02
خطــــــــــــــــــــــأ
bd ليس منصف

lam ajid el fikra moumkin twadahena akthar ousstad

free_math
2013-01-02, 15:02
لم أرى حتى نص المسألة
ولكن عند رؤيتي هذا

نعم، و لكن ليس دائما.........في بعض الاحيان يمكنك حساب cos او sin زاوية بدون معرفة قيسها

جائت في بالي هاته المعلومة
sin2+cos2=1

2 اقصد بها اس
نص المسألة في الصفحة 34

free_math
2013-01-02, 15:03
lam ajid el fikra moumkin twadahena akthar ousstad
الحل هنا:
لاحظوا المثلثين:
abd
geb

ran mori
2013-01-02, 15:06
اسفة استاذ ولكن علي الرحيل لظرف طارئ لكني ساعود بالحل

free_math
2013-01-02, 15:08
السلام عليكم............
سأعود لاحقا..........بالتوفيق

chamchouma
2013-01-02, 15:13
اذا ممكن رقم المسألة

0Girl0
2013-01-02, 15:17
اذا ممكن رقم المسألة

في صفحة 34 من المنتدىhttp://www.djelfa.info/vb/showthread.php?t=1180084&page=34

free_math
2013-01-02, 15:36
السلام عليكم.................
من وجد الحل؟؟؟؟؟؟؟

الدرّة المصونة
2013-01-02, 15:39
و الله لم اعرف كيف لقد لاحظت لكن؟؟؟؟؟؟؟؟

0Girl0
2013-01-02, 15:40
walah lam iajid lhal fel lmoutalet adb egb
moumkin nadaria :)

free_math
2013-01-02, 15:42
لا بأس.......
تستعملون sin b

الدرّة المصونة
2013-01-02, 15:44
كيف استاذ؟

free_math
2013-01-02, 15:47
خمني قليلا....................

المثلثين:

abd
geb

الدرّة المصونة
2013-01-02, 15:48
وجدتهـــــــــــــــــــــــــا

الدرّة المصونة
2013-01-02, 15:50
Sinb=ad/bd
sinb=3/5
sinb=0.6

free_math
2013-01-02, 15:51
Sinb=ad/bd
sinb=3/5
sinb=0.6
جيــــــــد.......تابعي

الدرّة المصونة
2013-01-02, 15:54
0.6=eg/eb
0.6=eg/2
eg=0.6*2
eg=1.2

الطول*العرض
s=1.2*2.5
s=3cm²

free_math
2013-01-02, 15:56
0.6=eg/eb
0.6=eg/2
eg=0.6*2
eg=1.2

الطول*العرض
s=1.2*2.5
s=3cm²
جيد......
أعطينا تلخيصا عن الحل........

الدرّة المصونة
2013-01-02, 16:01
0.6=eg/eb
0.6=eg/2
eg=0.6*2
eg=1.2

الطول*العرض
s=1.2*2.5
s=3cm²

sinb=ad/bd
sinb=3/5
sinb=0.6

المعطيات
ef\\bd
e منتصف ab
ومنه af=1.5 حسب نظرية مستقيم المنتصفين
في المثلث القائم afe بتجسيد نظرية فيثاغورث نجد: Fe^=^ae+^af
fe=2.5
يتبع
ملاحظة:^هي اس تربيع

اليكم هذه المسألة...........من انشائي.......
أرسم مستطيل abcd طوله ab= 4 cm و عرضه bc= 3 cm.
علم النقطة e منتصف القطعة [ab].
أرسم المستقيم (x) الذي يشمل النقطة e ويوازي المستقيم (bd) يقطع المستقيم (ad) في النقطةf .
أرسم المستقيم (y) الذي يشمل e و يعامد المستقيم (bd) في النقطة g.
أرسم المستقيم (z) الذي يشمل f و يعامد المستقيم (bd) في النقطة h.
أحسب مساحة الرباعي eghf.

http://im17.gulfup.com/a8mo1.bmphttp://www.djelfa.info/vb/data:image/png;base64,ivborw0kggoaaaansuheugaaaloaaahjcaiaaab 0fcadaaagaeleqvr4noy9avru2zrnzvrd1vw91lv1pdfqqnqrb txquu+tul198+bnnjv5nmcqvbxwvktaawftne01nuurrtnjnc1 mtu1fxqflfcda5imyaoh5ompmc8r+p0remosieqci4pyi/vv/d5lyimlh5rd/z+/9pm/2araibakbed0+7m4abakbqcduh/f2sjjke3u70wh0d0myhlarbw9v12g0znjzh374itiysqghwrlv tge6urqkuqm7w8e8wcwwl8udq3ftadsvlzxjycnh4egphz+2wq 1z9c40hmfjsvgsd7ecechksq6uljsvzrwd6nq6iurinpvd3rcg ytkzxgkxkx4jzdlz3r17exmtx8bgnph+bkcqlarvane3gnmgkc qxy+fqrs5cubachlxlyxyohzmn70lnfaofiqlubgxzukvv9j+5 mt4oaqce/vtopjzabz09penp6rs2bcbj0nmf4i7glucnq9u6+66zwcxsnjs 3nzcwmpchh35w0goh3zitrvno7o83t7bdca2xwczpnj3z8/p75ptv9hq9u5sd8rasfktvvvvcxnzixyvfvhljmbjc3ski5wdt eoisjebjlstxfh1937x54+62qdwbrvz75syzokcg/fv3e+o6pmsnmn4odqydhmewi8xddweyzrmzwzctyetutyfj8sc bawsxlvswkaacx3u6nbtbwtxiklspvnrey2azv69ehrsb+9133 yeimrcnoz9qtdoj9x2cju6nw3hczoszb4dyubyrqwtgljqkvqv t6upywb6lqcdiysoqkcgqiuto/iyx0dvb64uj8uwzhbzk8/kuxvjgwyokpkqvk1zuv1d757ovqcayhbx0dyuyb4igvb29dl7m edvecbypqqnaoanonjqmpibxhee2tlsehyvdvnzzy2zura2tnu tulqorq2t0dnshl5akeflkyejo6f27dg0mddipyfrnbgzm/oqbydhisbilpcxoixlvhwrbvhv3dtqho2g0mnfv3rksw+d7779 pseh4/vy5az7o2bs3t4vfyne3gnn09pq4tofx0dgrk5otkjbqullijrg kh4ld4ft09li7fcxdipg0tbxzethj7rdodqnhytkhambqtebm5 qalpxngnzschvld/tmh0wi8f/9+zmbmwoula2trnd0w+gnnh9twrtkh3dukhlar7ezsdoutd29v b2xs7kznm2qymcs+1en09vz6wldwpqmda/bshqqfwnpnzkvgrm7dulugeligyfrhibb481oxzraesf8rnpf2 qnfrurt1zt312waymraecxzk6ssqq6stexolioqyxkuiwzctvu vuvjapgicusux01/t19w3duju0nls0tbqmno+juqkignb3k5ihvqvfmgz6axqkhe0/gg+hegzx8elftlq0upwfer+nrlntu5ocnjyamgpzvsguqsqsnt x50vbf0a4hlkwv12/fvn3hwovcodddbyhqcjikl1686o/vv2vxlrhacnebjpopvb195cqvoaghtn/xbduekyrucfe/dq4ozmdn5+tkmhfhf95yc8vo6ghexl5ismj169fhv64gkdlhyr 9wo9fyxl4eergrnz3d3d1t+0fg26fop5pjzezfi3i9jpnjkpw6 y5aqkyttulk++eybt3z67jhjzf4e908ndmmmuz3vaq2try2ojl 6+fhldqwmsb/shlerljhtgkpfradtvr70pfiovv/wyodj4+phje5epgg+hjel2dhqwd57hlpx63ugm6px6y5cvbwuf vx371i0nmcxd3d3wvemk9pf383i88f9vq9wnt58ocqn54osvym mv6ehz+f39/e5ubfn4/7zdjo6ojuuwjcym/vlll5oog2o8hck8q2q4oo/wftamkywszmzmzojgecw7pmbevemwi7v+/fry2nirv6/ax1xsa4f5h9sylhf4448/rkvfrvu3rrgx8f2lgw+hsconnvxclwzkhoeh165du337dszfkm oqnnto7u629vt5exlcqkj2drbhfcpynraqdtxeynfnzycaaexr l774ijy29ssvv/xqlqjg2ygchvld7bndg01nttexmveuxghwwxvwdkgndoft2tp6 7ty5qkio7du3wwvs+4gzq2oqbnht0/pmzzs1a9akpktcuhfjmv1pxtuhqqho6elxctq5b6dt6xp6etye s240gn/++eeymjighgyghwuywcwurd3dcubx9ontjuuwxmxfxbp0ywpqu bsgova4ndtk7lywdxrfdx48mjsuthz58qampukvzrwdgo1gkir hvrphmzvnbehq4tfcq9xu3bt3+flldpprl8vlmabsiuwmu0vfr xp6elpawlvvlbubwzy0wi1mqxgusbgxw4cph4wf7du3z57nv8b bicqdkegkcqkjn3/++aral4hniball1++hbissmxlfi6x6+7mqdwfq9xa0tkycepg6 ojow7du2fkqaicqwlbtuxmygfhawgrx0dym/v7+wslc4odgsriyzu0qqxikqqg4d+9etexmvlawq/fhjlddq9ukv0qpybfyalvdv1rufber8ejri3c3zgbo1nx0rkvv 1ttupkampqennzy22v5oyb9raw50doigyiktj/z8/l788kthe3gyb4darvyofmkqni5inbqfqigtntz1ot26detwrfh b/4bdkuikuqnc3qpaqxdepuuxfixysh///vefuplmxrikgppakiss/da9foufxwktxlkyojq6vlzcfieo0wjsdwjnvb2sjnnw1gytlrx fo9g0tra6pdfiemw2oz09fe/evbty6ffp7oyusctubgv9grkzyc3ndq0nvxhjxkt/6+vrg3uh1odxeh19fe5ubx2xwczpnj2liihyt25da2vrejcgvc rt6oiw800yb4ceqtq3n0m7dbsnrtpc3ew3owqandq0zgvllzsu ulsh09hw1gbzdj/es2fpkpksli5d+urvq0l/mn3d3r/kgizmz9jy2hilacgkvcpvawlpdht0swphjlybbacixelw1ly73 8ct7bbwpaeaharsfijs0tkehitkykp3n+sdwko0u6lt6u6dohu qelb79+4pc2z29psmjy25vmeeakxk8yh6+vpwrlyzkply008/vz+lipfi2tra7hwrxtshrepddzpupzksbeg2bt2anjxm26etvq v5hx6pt23btqcgofontr1/hocnitvliq4bq9jmsvvvvujcwtklsz9u7w9szdlpybwdkpvkfo tfh3ryzqht6vgsltur0nwifou1angigoicema7dw4owtn2jvl0 6dosrkzfixffv39/mj/gkzer+bhbdbfypdiy4u5w0aizthb8+pguljs9e/doc9yhhmedawn2vifj7dbkmqlukhi97sgwi0wpvni5ivf58+dh ywexllxwd0omqkvswqujgyiknj17ni4ubupgjbzaydogvqthxi k19ho9pddy3ejbw1t+fn58fpzfixend7szgaz2b4ez3g4hnort ter/f//a2lp3twuynv1dxvu2bakicdhx4gsskarxauajsbkycvxq1wvwr gloajjbn4d2ckevcils378/mtgr/pmi3obrahz+/pnspustexofpn3q7uzavai+n19uvbqxf/fvv185o4y+4+3qarwatca4woootom3kzgrzmzm/px8wp0gytkzvlleciig165di46ozsnjmrtxpj0mk4no6/n0xmw2e3mebivfysvlmz9/fllzmf1dybfy7l+y8xao0wi4xc78g3mug8ha5xlpgagyizawfn 9//6txr9jnoodz+v57vmdw8pcuxbucgoiuxljgagkekugeq5cogeo 410yh6fv6w7w/5otk+vp6h16rucj4fl6dfzpedgmcaglpgxenjqlrafpawhixow 80gr///vvq0nc6ujp3t+vxojo6vddvuk/xv337nimjiyympra2lsifxw9vl22tz2goh8pp7e11dyvcaeeqt 27dioii2l9/p4fdcftleomkvb3dzos9wq5hvrok0lyqzzqolcpdu3zlz2ftze roa2vznjvu6/uxl1709/cvkcgyhh6mtswoq9jqxgur0lit1shbwu2bnqwkpfruvfbbj5fi jlaqdwqg6fyvzkpeilfqaurwrvufqqg72+j1vwkkeklhywf0dh rpaelsirxcqjsu8ckqne+fpk1isfi7dm1zczpl7tdvqkodz4fu ynbs0eztbe28efpoum7uq2qwnjc3z2zmllmy5pnz57pmgoszq8 p41exqq9uwfrwfhoyeonrolsuhvktmquqlghoaok+qbvpq6/wdg4pmyom2wq2hdx8ocwv7ueeml8fms73hockj0vhawhoxf7dj x445gys5ha48cyqampmmws4ze2lpavm9env8fpw333zj6igf70 mqbjvntvnixtuh2wzwarx0txiggxalraprmc5baegqvatwjscn u/djwavvevwtgifdkswsji+pp3xq1fydtkft6wh+dbdtmrqnzhp4 pcatw7csehkwl19evvu1j29ompnsl0xjedueebtdxv3r0debnm yaiftowmqy3b17d8wkfrkzgxfv3oxpmhaxqbde6donw8pdd+zy mtw87jy2qduemi+kioqqkjbtp065uyeeiegkonhirfhywg5urv dsvkhcs1nt0+7du1nsukpls90y0mb4o7rylhq9hj7aoorvatxr 9yxblb3nzjkzqufb7spe1ov1hln5oaojy/pmzbbk6c5y1tqydb6/yowktcatr64za7xa27dvp6amllu2rkmpac7f32w2219shpf2qf arr0zg4n+yoxgmbjabzdzdclfyvgxllsterc6x6/pphxsbi0ns9z/rpdqazephj5otkxmsepz3kmhn8z90fcjkehaesb+6clmqcovnz 54ncgrauxpnxo1pt0iul9uf28n4o4sjftrgyqlfjfpbwxcuxji xl+f6b+fheycigpsulmyfp3/tpk1ofbyaeyeu8by8w97e3okcgocago+++855b6/cvepizhiahqianj9/hhwcxfpa6uibwgoq0lgsfjabxvbq4ofnv1xc7ggnukebdkgzt7 jdjuztu1ozzmmshqsxdnr0ohxfweuq0ka7pibn2khzbc4rk1uw yefnty0rp9cz7nbonfzvvuvhr6emptbv1bmgnnt3dze0q2pwob zpigysy+unt54mcgo6doiqqcbw9sd5nr3cim0uyfyrtg+b4/i+fftiymjyljblptqdfks1gk1xcbgvr+/bgwddftcoz4eu8yzz4edg4orvq+pi4srly11tymk7fkvvavxo6 cgmpxeug8ewmjlciaoezotnzmdlze3zs8dlmygcdofrh79zudw tw7aehyvdu3bnlembfd4fqrcxfzwngaio00np7t+/n5cqkjub29bw5rkydu8kpbfylaadaszaoartey0m0djygbwcfp 36ddcyvmfgyg6ixcohd+pi4pytw/bs2tmx3waw0yiyje60qbbk3759fn5+n3/+uyuxb8xms/39xng7hebsfppnn6ghos7ergqwsqwyqkgoojq6slcwq6vl3c2b eaxnzc2lfi0kdw+/cohc7guqohvohxapqaftrvu3lju1tb+/391toso2fpv4+phlly5rozooanguw7dujsymll++vlq62t1tmr ng26hzbnzonhcx1feywsj7egygbiiiinjycpwdsca4et4vfrwz mzkzgrkphz50yzngcw/kgawgzhxneaqfx44di4ym3lnnjwsisd+ed5xwhgc8uyojbzzzw 5mntz766knjx445ndiyqqc8ssss8+fph4wf5exlzflounkdd3i ijfqqzdabt62trbm5ufhx8rcvxntvxiugcpsdpxlvhzdvkbqek xc4jv999vvismitj0+c9xfmof63t7e3slawmddw3llzziv8yt/w+f/kmox4x61w++jro7s0tiymdpszhjyhdx3/c/moqeexeyfvi5fls7ozu1ntntfy0j/vukftvvvvlvq0kdex8exll+5uzq/avepkmclvucqsfrcxh4wfbdu2jsbfab0r7xdodqnhwbndaebnz 2dawlpoto6tqo7rvconhmflzww+vr579uyhvbianb1shuazq6v vojo6mpot4+fnd/xqvfrsehtdvzqwlhzoh46i0whawlo81q4bapfv3w8jcfn666+d es7u0dfb2z2wsbgxhtt2bauflzwv0e3yjd7exgztgneklpfb29 vr7lzmjv6vr6+vt0pkys7obm1tpdvoljfi2tvb7byy8xao0wh4 pb5zc6ldhcfg4hk5nlgvzkombsopu6f8/pyep38+52/o5/npmktgtvrfvhmzangihqsxvnjxgoa/xlfy7moioj4ejup0xjdq6xsnt58ocag4dogqrzyibcivsvtbxx g7tfqtjpmjjlo4ijf0g4igbqufsuljc/5xajkz6jajyjaysktlq0jc9u/fpzq05o7mti3jzijprtswwcw0jj8fhh7esmvlehh4wvkzpvpsh eo3xtshbdinpt09s5culsgooofkbg7hcdibn2+ojo7+7rvvnhs mkgqyizqamvj4+c1btrx48yi+m4wzadohxmoprkz09/e/doks3ezzc0vlzwvgrsbspuufpxvm7rzavak1wl1cxbwvfbvnzx 63j7poiyy3q5pjpfqqpxwkcx4wi0whuhjdypvgo7gtitbv1c3v 4rbsqatd47bgozl//nxcqskohtvoh4upafcr1z5x+ce16hq6mgs+dxz2bt68otu1tbi 4mg6xwu9jmbiusqwdfzpedpvkjyvfougqos3r6xqsfosoqdkuq klu7tmzjzexkc1mz8kbdg4ouj0kpl+/f/fu3xfxcuvfruw5bwpkziqr5qtoifgspsm87ngjr5mzmvlzwu+f pnv3w+wcw7cbgqe7l2a8hei43tturkvqxkag0wiamppo8rzpav h8flxc3o7du+fkeba1tdw9w/qzz89wrlyzmznjraxsrq4umhdijbgxmfceqoigseljsxx8/lzt2xhus0esfre0tnh5meptefaloyyhv6wzeqvv+ulfc39//7kystmv17mxkg2komvlzxfxctk5oqwalwzaqjsucw9vmu7u7t2 7d8fgxl66dilzs3fev5ugzg4p4nlvaabeyrguljrer0fpphprx tvlbwygdhw4eb4exlxc7ksco04fvqwhjluq0hinxpqamvt09ks kpfevxrm+abpeu2qwkitz1tyg7dbrnbpnw1ubv9khaecv169fv 37fihwzpboxs7ptxvvpddrdixcvsrkykpotx79+zdce0b6+pi6 x6+5wmbiej9fx1+fid0uq5pbt22fhyfn5+xtyuasavcrt7oy08 2lg26fwqxwjrn4qitm3gi1govbih/bif8plchmsenbv3j2brwgxwozkyzlsqbx27vpwchbexp5qkhtz 5845mpmm/rgi9equl7uyklbvah0ehs7ly4uojv7pp5/sd86kgyqvyv59dcbbodvqhvkw1lbylaydzmysysrkymji4ujiy l/flv0neai2bt0ahh5+/fp1phyy+cg89pabpa4c6ewmu3v1dwpqakzgbtmjmxzqn8bbiqt ikcat6dspuwkjczwvle5uywy8fv06ls0tmzozrq6ohjviiz6hs qu6e/bs/pnzdx48ap/buz4bteoin4ljee5ozqjfi2i7i6lx68+fpx8agrp3795z7nrci hbs29ubk5mthx///fffiwji7ua4gsbbocfgieksrpc6itlsjgicwthtcwulxvq4cgf +fj6ftibj0qlzntabvw7dustexasxltdkgnu5qafqadqad7eck wg0gmfx3s0vl09kslq/fn1dq4ntp8iv6pv6+7ergw+hcowip6fhm4d1auh0uu7ubi+psv mhkioqiimjl1686oglwsyw856dhz58mjawlpgr8fjxyw/barsaghiibo5ubsmrcoxoo6hejpmdpxo0mjjyz549td0ohrooi tofkct4o4rvaajhbvvppksv1xcxf4eehdj6ooykqjqyhp0+fto +pn779u20pet1nscqnjrxxlwa1tbw9evxr0dhx7x4ksnv/uwhvqwbziy3vax5egkxemeohskpkq6dieimqjsdnz0fbqwxsbh nz5/31drxsconzzxrlczonjaxly9duntzsmu1ntvz++y0wbuq0sdzi txg7hcc/v7+tls0wsjc+3tjbmehboph0anhcxcuji+pr66unqu3psfwdki zoz8dcrnc48eph4se7ny504prqnvx7jakyy6odmihjqlvajs6o mbcg426ujp/f//r16/bwc+hu7t7rijcxglxpuuxwslcnmzy4pfx7f39/twez92tycr8pn+uaowtfktjy+omtztcqkkuxlni2yoatcazv7g d4+1qr9flzdiyweoojpnjkpxcxwgbwq3222+/dqgiaghoscd6bugqorlehoagtm3bfhqudonsjw/4xway5uzwse9fqvtoyzliarx63r174ehh6enp7j0iwzvonbr7o 94yb4cqyjyaydi2bduysrjce1mn0+levxq1ephiljsumpoawgu q4giqbdl37lxquncohtvgnp19pnmorvag0qc1gnhwmdreuxa4n li4uamhdjj6gg6xaj0oadr/owkmtqfqljsu+pv7hzp0scaqefg2bcqfwk1arqyeatamybggst b9+wglxdlb27ty5cr58+exlzuxtwapu/fmo+rywbjliduv2h0mmgqcaaandq22tushxju0be6fbufpg+ji ufwmzp0dz88cdmfqi0dhr9evxx8ygfhwvgbrwuooized8hdw7/8o/um/wh/8b5g/h5w5a3b86outvuvdhw/j4+nxr17d3nzsqxhls4fxdqjx61eunbr3epcuca4gaqggrmxd7 ai7jpmjqrbv2k9yckvvwlxchbuvvvvvnc1lkiporgdq0gjonqi ji7+kzqzsnnh/b9fqtt59+jqulm7lypw1tbveocorbahnjdrqqvqtc7hlpeaf/gecpw6qq0f1nfj2w5ccde6enokfboph7nmz4ehhhw8f9slttbr alyqidl7meduuy+wdnz2thvxnm0f+pjh4egrluatddeer1xz2d np2ubk1farf+vxrly9fpk0xi56enomrpe/egw+/neftnrrnirmnfixysgfpngfvxbuygbhwkl8tmo5aijh420il4h e/axpptd24easkth7v0ndqxo0b09lsrl+/jn9o8ujriahif74m4+3w/bxdqrrkz4orv8gdbyalbcan4ymbeyftmdq0ljcqsgphjg8tzk7 ko5zrdru6ujzv3pyamlpsujin8yembeydumzs3qhndsfzyxukc pikkcr6i5fcvn07jsulozu7trbwa/envsvv8p2qnoxlym8ewoeaqrts3g1u3hbj6+glreozpy8fp46i icgpkznyp5oq0nr1ganhwf374med8oabkc8h9+4bqrqaacwwy8 8//xwbg7t48ek6ujrxnj62wko0ljlulqbdwg9/c+ljwzo1ym0aebmdvqwahr2//ptp5+/fvz84ohjr1q2dg4puate98paqndt3gk8+abm5id8ffpyzwlxkf y2jmxb2ocont5+oioqaskzmpnlhvxc4cgtcuwfky0f5obh7f9y 9c1qqibaljx07fhoaunnzzo+sqeoochzimumzqwwd//zvicygrfwjvq4ey5ab8hdwww8aands8m7t2ruxmthnzp2dwz7e ntuuy+xd3d3jdqhugkwlwj/+bbitqwii8puf4ehai1enpohwq+3q6oj7h9oayvh+fn5qaur7e 5q+vr6jub1tlpz2drbl5evfrkzeuntjmh0uvncwodgi9w6pira ijs7z3t87lcwe8fhk6up7mzklly1b9vbtwze0kn4gcgl/kyjj7dbgmoa4ph5zwlufvq8g9fw//rsrc2rng19+abbqzstmzjogyfbgronp6ohyvhhxqugbsqwa+o8 4jk+mc51kh3o9+epvvuzgekjcalwgnyhclocletrqq9utj5uyz idms2x7dvpf/v1lfhzgli0fnnrg5izr6xqti3knh/f2oilt28dro2d8wz0kwyulyo1a4n3n+kgoy9tevhllyjtx2bit ufwgkqcjbfrvssmjn+tmfsj9moitkerbp/4johukvh4nwlrapuu6p/6x5z//s+jixdmggxmppvzspmoorvaqkwmepvylf3zzbmrna/hicqhmpuuxagmdgxsbp3tb0baokglnzohdu4xbt3o//lp74orxzatwxym4c1sa/h/+ah7zg+1//a/s//7fwymjb1vw1nltbomc4al2opeoucrbpmxysxkoflba2xtavxw7 kugku3btskpkgt/3slqtk3ppljdwvzempa3iylrx1jaohw/ou/f+v0hs5p2uuyrbyijyq6+u/pa3awvx7mazevyr3puyjeo3hopt0gqy2l+whdko0wgui8wwko2 d9pb2zmrk7n69w6gqawbqfnvpcdy1wnx9+rdjsbfnz57gcngwc ztdqueqxppow3cnarv60h7yyehfxt6a5otio3e+j0mjuxpgc9r qtdsw82qhjlddtvrr3d0baayvcqytvtve3g4js+3eyrhu1nqeb at89noprqnhykafrx99cbsbg8vnzq0ndb1x44b9m/becyvf8si6yxocscqygvq1ko3vaq2srawjcvm2bfl9ft2mw54g muzw2dlp58umtkm2w5exvx4skj5v3sdllqx6/rwerspyj0ajbw5uvquhhdql2wy6efnorsbolc0jqo4aacaasur bvjr1cxb4hodhxrly9cang0uwzk1cubkuvh5otweku7t7fiyxo uhtlbp06cwagnafcz4tldxqx//q3llzoaehu3btmqsdgt0yr8g77o/xz2df/i//jc7h52sfnzifn92+vne1tzxubhdjmahq1jsax2+huh2n8v/+jeb3v9sqfvuwenlu448tp/nkd7v27wpzxto/gaja/yhpghhj5uzk1nstwce7fhzsfxykfxy++eu/3vtjj59er0ewll6yvzk1n0olkg2pxxvpoziajskrqh8cqqfw/mlxr9fz+fzxhw0mdegkkvhds7valzflzbfy/f39lbzrchaqqzdxpecvsju6otrx12f76ddqei7j41m6uvzozrn tr+3r62oz2emlfaxwk47jq0ndtp/yeknhjvz0v3+1ymenymfh5omdfhwwh589ef6rt3cuf/3f8vovvkbnr+p9wbdzyqv2ztufch9j6k+xb5bf27kyomldar8d mzcphz8odh8g8fe//utv5u3kio04sfhff9lubyt9ds8vowjbkrzl7ngll1a8/gjfst86h5+vpj7lpj7axwf4+pt4+cshh4frdgoaaemse8fmkzg riwmmhmhjyyalxejwooobi2azwsqvdgwm2izxfos1yqleyvekc xhfkp3sasyzmofkalgsfpvnht9pnmqbfx19o6oj49nafosfqzc bgyhx13k5xnuzmxkjpkmpsswwj3/z/v5+pp8/vvdvmbiequff2kfaibj/sclkkkgkq0ndg39mysyfxq8xcowdg4o2c4ahh2uy2bgd6nq6pp 8//lm2m41h2hhfqnvqlpc7mdbg++niyahjkun9ovaorkdhba8dgbg ygxsbpwvgarusbdeymml7qudalszc4uoz+m9eabpi4/mvz7mwnb1du7d/kdr0+nxpzb4lj7el1uxduv/5mve3h/zqpltqu/xr//g//8+gnkejr8dbg+dll8hro+bpf9yc+l//vuni6np3t5ab+nzp08l0zzsz4c1nj14cwpb20irp/vwffhwuthjlgi9p3aef+iqvqm0/phkzcrxns9njozgpxxu3q5t/da8pj//ufguw+cckcxi3w1lawnjy2phrx8bgjro7szljfjawmmdlcsdlo lgsfgzdjn4dpp9vc3ccx3t7e6vs6csftnr3m/f/hr0yjjnndvv4ze68s/71n/jf/e2faqp+aqcy9vqoawqx6awansorgdqqi0hv9vbqxcadfgawmtj 7u//ppyehbbpdl74a58+bbfm3rl+3faaau3fgwqw6qizvehjsk3set ayawjjfgt4+58dhub/5g/dp/9zw+9//acdhkkld6pv6+wu3mtuohzx4+i//undh50cfh8tf/zfwl7+r+y04ersv1/lyuvwr0caiqbmeinwyriok3d8s2suswibouvl+55/+39/pm7dr2zbj8epg6bhl+nw3wkpjl507ydxitban7zawk8cosquju dfqexpulbsf4umt4epz2sch/n3fgt//fiwwcpvatwtvkm+vze0mmgqhcrn83lnjv/lnri/p9f/2n7v+c44fbqt8+f0jkeqycknb72zgsidj3n4gmkuhsyca1kksp +w/rfq2ndwk8nop50vhhcrkql6adfkf/ug3eah+bw9eadxp9qyyqlpudo1wrulxkvctwmhw+vphgwp9//p3//b3f5/t4/pwf/59dwdgtrs0xkamrhhf7wyyaocaaivcfv361yhg/9/87v8lxetc/ugqxmqxkojb72amscnhq2vctzedtjiqmgmhe48mfftypio8vla gf6s7vfbjg9urlv7hp/+3v+/8jrlpqynxjwdogkled58t7jbkklbjbw5vbp1ljgrgeulva963o/ctp3505tirttd1xw8f/onv//l//y//z8ogdc3nte4eepme1wodd22zeqbbiqdayjgnvkq4nvhpgp4mly hq4fkmfdkiyowyx+5qlyu4ci44pywkyibkra/r16/o9p0/7/zjyxh3xejktkgy47m739an9bzrudhxw18mxsvuvzsb5ai896ax fhvz+jpfwyx4y32of4wkopik6p4+zehljo2kvhpjkinkgaizqa oo+3p9eu6ytgcthr1dqvsob47oclpteacadly8t/c3kt6gssv3+w3nfolxkcybaayprllspq7xlv9cwlssx6ugqvq0/e5ocgb0zhh1xx25igsieduptcts9bzbmjiadeqex965nt8zlww sr9naykajtim9lm1/vtfy3gyxcn6xdpoy5ajkzx938yk/74kctrs6377uyrididvhemc1tbztq92w6o7hlnlipdkojg47l2 a8hqrf1f6c+m84u0cvx91+tznfnjt8/fwxtmnj0qjiayejbgnnvj7in3/epvvr29826hhp+ahum7zgmsqx3g4jiqcnvkwhlitz4da8xjvuy cbkbv8ktjuel7y21ps3nki7ncqdjgeqgt3dvrbpy3ca3zcxzve gesxydpx2shj0b08vvbbeu3u4zr5isbh14inj0wlt0btls8m3v u+ghf5lt0hmjdly3rjq+dlwkoclraeeqyyzapvyrty7bkp9xun rnjkidpoylngvp16pjgi/ulykw8tqet/cvdk2l7udbu3qdid1i0wbpn94lykuni0p4devnxvinkwjt1xsh nzigspvazgltenqf4eyb+tvs0fqdsdllqnmjfbg5x8tyqmxl0x/epsnnsic72vq2p73bfvt2+xqlroafzhskjh19jd/gs/qn1bomikeh3tjuwjodt+xrykrxfyi40ed/p0knm1oflfjvmdv9w+0q8p4rc3scaadupaok5bcttfbbkiwbu1 qi4qbikc57gnfhywic9msu7gz8svqesy5+n7krc0oe5tfi4zz4 10hnhleqm/m9wst42jhuttnchruir4vhsbpb23k9hxcw87wg8cgyru2bd64l jwk+phxx/igeobwmwwcebrdythku9l5mbrdl5vkkkc5bjvu4m0dt1omnjei ujntr1+sw5udexv56uhxcicnnplpox8x3ohczbvvoi0qbmqy42 1dtgte9vznkg/eqsi1millqn4jhrxvvuu0ieilik1y1kjah/3yc2zqcljc7j0frupxqvvffogl0a4pyzqax2u5zqi0q+8vjhch wouwfd+5cw1hsnjqusldozdnjgjryvz03aqx3udidjjkwc8//emph125ukrbroapjpdeli9phvllhlbcdrkx4aljr6mjw9dkl2t 7xq90iulnznaoxqo0q++vn9uhhpcajvzezp09fiqilgtj2tudh e+sktzodbwph3wzaloieuco7a/wxfd8wv2zeoo5+fb0m/fileebiuh427bn+9agap8jbz+xcyaazuymmwihrghaozdklrpk rvzvnl6y5khjjra/fpgfsye4wp/mssnkkd9iopbhlxdxp6yuypijkphbvcuyvixz1n30gqg/upzlnvkieuoj3+3ncl20qniixlwi6nmdu0sxz0rhhd+8c1ohsu xy1j6xqzukjmvisf9cbmih3igtkpaluanttasq41vzrnuojbdx k8t/sumij4uoqnpubiirps610wttlw11vjoodr4/lbsllq51tqqkxh++q1a6nmt58iaqt0mlike62wsdvv4vsqowif s41klexsmdl8+fdq8jxpo9rl+1yuqi9v/pqtukjekh4hk5dl4m7dab5z15h3pcypij0rghkjmn/rfml9i0cbirzujkhfrsnjr3+p4fokyix6v1tytioiiundmpjxg yifjn/vfgvemjirgjwx9b866tbz99+mnrya9ly8ngr7xqa+1wfsc8q6g z5g1vawytni0q7m9v3rxhxydvgkvntqpcesojojojof6v5kn2a otehsy5c+xiqkz0/z9/hmc/jxdla0on99ih7a4zkll6pxvpsqlx0zgv938hhrythhv0sqbaiw ukegmssgm1nbxqdmirjkywcasryqpcwjltu549ukuwcallb844 o7tjsmguiu6m9wuzmhd2nb22kohn6v2zq5sxykxcs0wna/ww5g5y2/pujq6tgckvtov2sbk4o4saqd4zo7rtfqlckdnfhw708929buvh 25dgejhbf8iw5rtqzpod2grubkutosuhpm/jopvu4nn9bi+8pyqnluzmrk9r07q1gf6+rse+5g/2wzt2xi2/l2ihligzq6iz/1xjiafv3rtcmobbotqgqmzryg+qny1msq4pdb507rrwun+qxa2 4ve31pw122n/akgb3zzi6aq1558a1qpdqm8eoufgi8zdpmmlqxztef7dnpxkyc zlvrtx7cc85pi49ofhezrskmq+oydksmem7paxjkimji3zedo3 qs6wwcxh+qadxpqfquiuvxd5/njw4ohtp1v1bp+pswe5z8x0jwzg9cqmgqqrbjme/ohgfhvnz6ifvrxhqb9spushrihlub4atzfukuih5rse+jggl2b ruzbsxnrylblzgs8xognzigzpjpnpp7lwy2qh3ylmnkzpmagxq dnd7ychm0ocga7t3dne1ay3cohcrnnamk6tlqquafi0mbt2cm5 gsmtrb4vb2o+fju9pw1tkhkzabnclqbcpdvzymivziwf3cidah apa6kmihrghaoffki+3qjeetkrzm8ynlsxbfrudevvyiw+zsuj ix6+x/q6bxvwuotu1m2lxxnvze9ea8c0+1q6amjsty8pzpszlsk+jib3 9/vy9lwnylnei7da3qdr1unrdyqsmkqemixhzzyfnyqmjlsxy11l ub7qzviknjzsvsm7sogkjwuz9en//zp1fon9wieq91rm9blnvheqcvy8agik+fiikkx5o9rkvplvwjg wkz5f3p9wxtkdjwsrrq5r9hdwulmrayocb725op7tvt7zv/8107rox+e6pboiqhqmngzzkjhibz5tiraf/fuicvrq/mzfewubpbro5fixc3v95rkbcsghdkwh5cmgpwyhp+iantkdiwl azqbnlsooxtubwninpv9xt18muhqqe3r31ryzxuok75oi19ira tbnqeb6anp2ddwljiz7u3zhg0as5psrtqomkrilbjbduv9xcvt ismc624fdnayjz0laptkdiw0qjqbnlmgr4el5rlqgxs6oa1byn cq1yuxdl6qt7osa1sr2vngv6ul7qq8y63lyncgrfk5gig+rwtn 99j0vb1mmqsr1heylcl54mc/natyu5vazlguuf9kue7paxmw4eaqz4xozqqmpmczxe3h9y7a94 nn5w4/cv/onckr536jsjpdjwiyebitaj4wa0f//ih/ywroa9grew3bofkguxabbx4hrtbc/m3+87/7myxwwixbtvt0nkfcu2qmnb2cdxznzsjz4davgwgpcy52lrfvx hhekryyl2fvsd4iyy56uwjbinpdm0ykjjcwck6fjq8opjz/btarxjg3q09yvrs0fz3ts0tvqqqtiynsyylqbhzuyxhm+rot56 bdkgzoduemvkpm7khpi3xip3+smliymcgnasa66v+vfno9n246 q94sufltlm1tm7ethlpko63l4fw4fyuddkvjrkhpglrsvmokss 80vnnav18t+tmtl6snxayytx+hbk0q8raa56gzhzdj//vomkgjrj9pyufmwn9fy8f/nkku92qxf0cqpmh43/t/apmotrs0x4fhbutl1fizpkvmns71jvi6pg/ekxiuwds7ra8jetcgwpphj/kg+ixqgjdngzttcnoh5sbx/9c2sxgzqttmyx1tyvsu5liyqj++u4bqsizztviyi2zzyfqmilv rty+ezs8jlj41hgz15qzzvwavi2bwqxanz+8fx8tnzmeeufgvz vmafsednpdf4f26bqghxqvgdqea1gxwyezsetsutoryserl2e9 epbyqsjnllmqmrlrzjms2w49oh/yegxkxn2fvgcglds7mrh95mibnziucc6cphkfhblp3zrguiqgi lyzqdpr0a5da7rdl5vkkkc5bppxpvhlhhpccjrybn/p4qp7i8nc9u7yxmf1a73kjxao8uyuyt4su852ht6g1ause+l7w t4cden23nzbv5fcds1vozv0ubtovf1tzdvycmmii04dpsqzgqb q94q+qtukjnfovkvvdl4m7dabzatk0/w2grcm0tyuwalaleq87mnfulurosldrl+5pexfqo0257an5b3n r0xdrnl3hvct7w8aupmsc9auiyrjc1hknibsyzl+1kzoxyfnbz knigiqwkgit+7dxpsefh8bffvgd1al25yinnaozwgo40ndq3ze do3qg2vlthj17bftey3umpeokwa1irfzbl77ni46mj4muu5phu moujdm32ahb6ufjvv2zellge7xyw/xi0jcth/9yujk9dx3ihfvawz702o9nreltifgrq/jxt76qh5o5e79vua7pixylg5pabhzymih3iia5x3a8tnncptd3 xby6khqoid8jeuhu9vmzk8rnfgzzduc8ndhkmonjnwv4du/5veds8jjw2ron3dojgumodrxpmhb5k3+c+yxnzqulplpue4p2i flyn4h1ayievuasxw1enk3tvwrvyz3wzd/25jzhgdmri+taser0szv7fcdicwkjdfqsyu3jyeuzrczxsrh6f bn51x0nh3qmilzgamk/lond5dkpc/jsk978tbasa1oq/bnkkadukysfsoqnfdtywahjtwvdlndhsyxkohaknzw84/x0vepifh1ly9uuqgrknfhvnl82q7f1vdxwv1zokwdddn8oiyto xhjmlxsssejiwjd/u3nxhpc2v6qbrc9mw52amclrhirsvtvfhs5kjz0ybf7x/q6tcrcnz8naieukuqlhr0ddl4m7dabpuxfcjgp3duqf3hpszsn wyr6xcodgz55+jd/gvn7dmznslpt/0gfb7dz4whpu2xsaa67to9lzqrs8d3bocfb508ei4uczwur0aj itl+najhfn1vo1vmmeul593bdmpv+c+zfv3wj4bkdxfnwuue7p ixsqrqkhxzedo3qe6wu8glslualivw41egixu2vs7owhachxs0 tky0nwzs4hqfr0onurjpjus0iuvfnauhgqepli1upald/07mvsiqgxm1nzqvfxbzvhyf3bsdehqckxd++97nczkphyjw0q8 pyrvaz2wznxdaovvc0gw1tlzgnjplw9s3yqmilizkqku6rzukl kr6ly7so2bkjplwfi9n9wzdvwpic3n/+zqoi6dyu07pfqlxerecvel5p0zlgf/9d2wraxr8wejk6letabo3qnua79f7rwq51mmsiwpgdpxskt4ye buwt3nbx2mhryczajkrjctkwrkuljjna8fzldgrefs4gwvafuj ouqyrj6h6j0aygvqx2tuzckr8ope1aaylgqa+ocvotke4utepx ao3qs6wscqsjg0oj343dk1mowhr47zoh6cmjwyf+z44dkxgg3z 7jnb1s3subg3jsdrujitmqsgc///jxhz+6coaeuiqg53yfmhdomm4fda8j2nj47v10iyemojm99fnd uyy5alhidpdpdwnaiwumboncobdzymih3igdjieey+2v6nd+qf ueilwogghiuzhxeu5mwhbgrlrkw9s/6xepubfu75wzw65brf1vgwsdvu45rkmmtj1udfzwwqc/bu/u3gzabz1havulwyr9796m9rs7+pir/9savaxubmidpnx0uehqwkrls5vqq4fwtttj4bighvigw7d+/n47l4z26i1yy1uatuxoikraqxjp7dizfau/7/zcdwuhu9qarm47w9xtnto95rwqzzqyedkmn7jxzaqsziudbxua rq6hfc/mkd0ubxlr7a68qyojai284+3l7fm5kwehr788ib4zbdql27vfh ke7payssgm1g9xylcaixewk8ulzkxvzi4p8/s6cpkeix8z0i+x7koa8ks2hpsviyez6o9jtknlxrxem9lnvhfr m/q8/g7mrko0wfvtvuigqpbt/d0328tskhic//2qgzbbmhdmj7zayscon1axyy+zqvnpbluleuv5dbhrkxexu1cn ykxx119iz5w+hmeuqnfpkfmru9ba8oil8xfchdxtkcqcm11elu cuebkjmueki4f4rf85fr4tnbvg32phoqnlpwrsube2qmnb2cdw d9lgu54821t7decougwt1unsiwmb6uk4corqu4l89p5c30gmke wanspo/22hli2pef7ezh3xba0tr8a+t4+me3r4j1mzou9dj0s43l4y63r nmdk1y1crhu5pe7dpa8nknn3y5b49kznbcgxqkjgraiwvkmlln z6edf0m79ebzqtjw+jpdujxgtu6nrktdta/xzi8p8f1w/uqpfhuxnm3cnpjywv0ol+2c9htwquoqyn+0mtupvr+tycyc9b0 pu44/0cmdhxrbv2lrsa3ge+2th4sz0qpcqx/d/vkh5hnpufnwuue7pixarzzkpxzedo3qe+wcubudkjasifzefxj nznrkepbsja9rkrwo2ejspqypbbtuxebnvk2rio2kwlv8kshkm gtt+f1+c8vdh0kmufqu4l2/fde8jdhv43pwa6ot2gnd7zpoh5sxwq1wq9xoi6edeq+cptty6n flx4bohdsaghz0xd7dg52trhlxggqcrkwn16jikwk788o1ukji s8eogaiz20+5ono/2e66oc6wbxmbosjdrxqxcydytkrhtuhqdl0dtepvlvmhjltn6r 7wxuwlf8verly/ckk6nmxwyiwelvztde/lsci6eik+dtw6iuxvdauelzbxndkf/abhjfylxve0iiyypc05sfbxa7miy8tnwkmcdugaob16o7sowcn hc4f6nfsvxqoi5glunyxnoypcn61b/fzbxq0isigzpypp/jygi9n9hgdmzv9hlrmcnskegsgsyeukj+mp9jfxd0yliiujayi x7aswg0leh0llz50jdgxyvxxzu321vunqvnqfnyj2sbmdtkcqh j0xqzv0rukwcc4fbw2omfpiui0qbjrfag/nts2bfd+bd2dpzsgofqaipkbsmg0ob39vxx/oceu2nhyray28/fwljnsu/jz1gh/ejefd3hsosydjeppesbta57zfbpwm2d3tw3m3xuzfhpvyi7het szlu0wjaieuqrckt7fxzouhhxqjnjf3qjyjtxieaos1tx5mpkx erirfkjpncdlwje4xo5lgvvvppvrbmynqj/fubaf4l10s1iaikxxluifvj1wlsspxiyg7f+vh5uswlu5pu3wt tc0taq3c7d93dgxtkdiw7xbqbs15vrotkgyaosnkfhvhxeryyo km9lond60q3gmmhro/qcb5vwmmlfomnctqlvrw+fzzih+/2scpmbuhmudvaxsybkhjhms+dfsrqd/fnhvrot++bcrcjefox+3piue7payssgm1g+z2dqjhpucngo5q+ 3zxjgdfbyufm8dyxucn8krj4bjcodvu2dyrvyr0dgjdyhvlfy1 kttqc5pyjoiezq7vmajkjqe12n77kz9ngo3/ezq35cgcyaeim9izdgnzigtg7hjpbtr3dd/vvs9w71kjiswiz4nixly/xr8oocw78tuscbhexolt8xq+squrtl2tdvhc4sqegqtbf3pyrm rjvxzb+yj9vyyw7x4djuhtfdne2zl7fgjpuy4sp795etigzlct 4xjel6j+fbol2r+kmqtukdiigpt09dl4m7dabzyss5q/0kmq8anm4nsls41krependd+8+m1kwoiihwlva6ussswjj4utu 06diirdfw48t0+ps/wy5gxv08iw0oltj9qyaspcarsowdtmqjjds+k3ps6xqgimp3r5/jmgal9vy7j6mt8wa9gygqadukar1aioauff0a6hqmhiykxydkc 9+dd+vfpnfbjv53zuf7ffs6jm6czb6f967mxkqnzf7zswnanz0 inrrbkimq4vd3a2hniz03/b/mmh9uh8uqmh8/i7dtqha4b26l2i9pbuw6wzerkm+uruxas/+z+v37xbirhg0vnhpymd4pz1oqmhu0j4ervxrvqw1dn4iv4nj8 +m37so2crh1tjhdcx9+oiouoiop/fuabchkbf11xwstepxao0qyghpmlgrrbri3i8/xi8mc8lemvw29rkwezvkhrttq2czsws4py05iw7hlgkfmo95cb w22aray0w8m9e+9vswf/xyzw2vxxgimad+3/cf7da1qdv0rtn2dnn93q7thwprsuwbidn9hz7f579g/tgdbwy7wkwkwuii0hs6tooi+am9gg/e7bnhlsq2kpe7n66fbqedo3umaor0fijromlhuj9sbmihfrpvi b3r7cjftce6mqzkzeneqi+33xxqdimj0wgqblhzymih3ijbeyf ndc/tjyzvyrkgu7a+rf+auta2kuln62xsssglpwfovc+b37q21pd6u +kwiutxqratfllvt3hi8knfbge1ftmn9li0622dq5glbkjmkqn va58nxesnjsbf++l7luwaviq3bjroflrdyshksu7ubjsvhnboj xi079cswjqs/uxzz0kdgrkzlryofgqkebmcpe3i6zy5n+9wsllvhjg9sgr5spt e+jhudtrmg+hxawtdjf15h0arl4u4jwdpjcbfbn6w7k3nm5mc9 eacnmke7zaymo8qagbzx5vgh0mavjhy0zk7fu38ez8ufut1tzu dndlbjoxjcmnvmmkedmrmf9wpsqkfmzzq/hx3sjfzx5vgj0utsqkr8fxmdeuii8lohj/cg+gbatjaydys3iydgnzigvivbmog2tk7wbnaxaaaiabjrefun mlrockepbiblpwy6od74cxjusabgrnb2+9g0xb2agsvubh3f/4xjth+yovzrlrm4dlzlcaixigkfptlz6mjcqttk3+6+o2bkfmu od2nvk4rtepkwnkh1azsyrjcmnb2shbnj74/bqplqls1sdui/p6b0tdgwnte+nrhdy1k3myedg+nyjyod755irjspcpe4bgmhmx aympkiincg6sf3tfkaeeiokzs2/x6plvtq/2mrcvap5smdl46dyyplnbd6pwdjs+bvk63l+j6qtukdiqifx19 dl4m7dabpuxfkqlazo5//7xdtuxkkqnwfcfqbtp8ch9kwoiw3byo59ygpdb1gkqkgrlw5xm hdsqqjvmdvdvznyfexgx2tpjkkk1+zvpulb0dxhgju/abkusavth+pmhx1oki0ocvdx7a+wnw754ujgvaiwx0ej1jknze do3qe/x+qknfxbbzmgoep1ixzjhv/m++k72gepo8m35h+q6j5zantpkoty8ty2n2bs2xjg2zffsazu/zb7bktwoxr/5pxzkf6ymxmu/u3tz6wsrf9ij26bp+tuo5xo7edlag2ifltrqy9jjermaw/sj1kxddg4lskxjf1z7xyhivkfzhanfrs0/0mmsasyvlf/gb/1nzxfnkcb1y89/vnz0utshxwvbfwcn5ijdglbkbbztbrcpy7e8vbo3qnfxqhyulj uaj0b1noqa0q8pssqxj/23berrt6/h8z46pp/rd7u1beao9bkkmx+gonhxx0tbe0uqihibtfoq4//zpnpb/yijr+uy9teo3ay41ellbzta9hvuda/wvfxchxlarrkaxthk0q8pyrvalxwlnxb/ayxx8/jmnt5zwjccc7zcctkhyiean9rtlrvw9ljuqmgojvkl5lpgw4u8 7/9rliyipbykj0ge6tooioh2dcgeypv2dik1yvdjmyt+4pimtpf1 ng5ueuflavmzr7xaz+3wyriukjssikglrhj1it0lot0msr3ykr ks0tzp0r6adukaluonfyjsv/tuon23atgjrivuz9+kdtemksivannu+w/mjjjmqxytln38i9pnnt0l+u/nmjrxagqqfkq1b3tvxcvldtfqhnnrikxztb2+oi47cunkth9vn hzmr9bi043x9umc7kxw1kohczlt25ekczz7bnre5o/glkuro259uf7rdykil0s7otjsv/tuoorxowlpaqugbwwbwwsocarrdchppw5clofzbvskcvkaavy/27bpof2ewo3bumky2o2ysqarv3uh70unsi4nupanwwzc/5mxjiyf1+5kprsrnyhszmkj725rzn22mi466xhyww+q2kdcdu5 thz0e7pixylg5tbbxz4v8bwfrkyzpy2nglfy44p1xoatohbelx qvzebamvqrhzmyk+njjq//l5syhvbgjknf0api3owzvmstn2g88coxizhlpx5ybqkd3bhj0u 7xzzgsvqqn78ic46kiuxvulotbvmaixhzm4kaieuovivxmg0nj 9/pi4u7swlf05pl3oadkhbqcnxipk7c/i++fijxrnpt+//osekvhxswjlfz6o0h2qqazdi/ngna1ytw5tz/e4n0cncfqgkrcvak+9+27b7w0f8dosw3jzguudwjw6e2rr2cno hzahxpzhjzlt3705ntr0agnjcw5wctep7pzyj9bguaej+yo/ehdv/9nef8nm2dhs8axq5kurogypjk9nsslvxpxcoj/6jcvpezfur/w3n6sljm9atey0mmnxh4xpcarsk7ndvvi1dmv/tt04e/liyogglo9gvaieuwtbsygdazosnp+gzwkzk5oqngzywje8c2qg dsq1kwrryw/mnq1ysi44iv3dmjcniajubo2bsl62vem6wxmrlsr8bg/ruj9/bjqgealkhua7zthmzgyqolp9ledai6mjwg9+u6lcxhqahpqwst epkgawgpvjp58vtvkw5f//+vhnzvv/++zltlboadmipbnug5slud2vx0losfi9mq3380krctv5fg5sab kkcbm+gndjiehojhni9m8b3qvvfodc4iu9clrpqcylvhquhwzf pnu1pttq0bnxr63qgimdujkocdugaprbdhujx8utjbqswvhr1y vunchrohzpkqmiskmkg/d3bfbsjqkl2fm6tja5yfjjbqw2zk2bzoqyrmrxyaf/xyuvl46ijbztalarm2e03kzcgjrqb32zl2/ynp/7x5ngvmd6m1aioaieuyeqapskramogdymjiww228unchroh9pl rmduikjh+zpfc9mwfpbptcslwkrk2/rsihlwv5calbl+xjo+jbdqkv9xp4ulili7cgxkg6fqe8+wzghu bfarfgx2iwptomklalmjotrhd9atyg4pcb51ruwh4zvkkbp7jq 6cdkgzi8vimpnsvpidjbz7+vqioqj27dqfydgcncwpqdv8khsy xkxamd7oz9e/cw7wy0xlbwmonriypsbryrk5idvu8y4ucudtukoywqi7q1u2ns ssrrmd2vxz9e98p5t37utxkqnaovaghsrwyrlxygb/+7v+9mzuf49gjnq/b/s41cxhzzzhk8vfab4lnq5dzwpt0unsps7vyzkx3g7hub+z+o0o gnzigavsyefz7bx4uhmt6urq5s2b98mpp9hf8831qducunpcai ckgsg+g3t3+3722zf79nd7u42kzlzaakvdf1v9dprjf6hel80o m+ue0z/v8h3z6qkdpx503icfnzx7bhmpo19rwkxdxw1hd32rlpqymc1ts 15u04tatuw4cyppy3qc6mzzssx/t3/86ojbayj2//hzxhpc2v6qbrc9mxh95nzbo6smrcjpb2+38+lp7nbgmjw9ezy8 ppzly5dz0tcnao1wkrso2editiio7vx94vt0ylcqg9+u4rxr84 tt72x2+pr5y2ihflpxg4gaayqzaicargrveso9hbkb1iynxa91 tznt20tu49lrvs79u3ft3lbl3cu67ndvzp48lpuzsf1ng+bpo6 kgxgogkaqk8rjoqjioimd3b+ocmdnf3nwtdtx9ry1m7df3ctoh zsqsczwqnfoc4/iqvauwl1/e398/64y5bwihe6vfxwy5qpqkbl37njqwcoxsrprkx7z/ndjqjrdpg3zioyc1dklkm6v0mmsqxjtf1mrgrrqw5ethh2bmed bhermcpfn14w0f+r1vx1qvondir/s6r1659od2lulamriyayht49ksmyc//uij5ysz39q8m+dssxhlelza9rj2ok2jif3mxke7pazfqjqfymh okcoqas+epftcrir2oc4tkgzqkspq3rg1idqo8ksd+1httryl9 n42bzwdzqatnuyowtqnjitmscip79yc9+knv4qlfbl+9ln5okx iuwd5uzukz54coquokxgjgvctsilfojqkquqwjszmd+zftspad 8gb3tvy3w3mqwqqwtkhzue7pazfmqxt8ptp06cgooli4lm0yll ao7tjqmiskvzfs8dpsymxuzhxsksw/ihqk3pc8n74qa6tkejot9mrqjag4xocks0o+969eq2zgpokozy jzqpmlroepxbub/5nj+/dnslrhfbb72kzw635+wwljccomauj1tf1w/i2f27dcvhcwq0qevn8avbmwhvlft/+/jucpwq0iikxyhwyzkcticvqymi/uvhqdildemtw8lcdf9tlhwcas2fphowflzexu22vs4b2qjyjgz ruiklvll0idqpctnhrzap7zjlqnjbfxi0tyrwrlvtarpw5mgjn jyrepez3numoymagnq5zlrgx21rxzbufptqkozqq0igod99dvn ti6ohw8pd9u3emjszsxlvqxumt0jawjtzn9g7oh2vqnr/6cnohzuwmk1artfnie+1qlpfn5evlzmba77suwcvtuiekgv7f7 e8+8sxnmzeru7ywdhw2aq3cngdwoc+k3u1ms8of8isycvl/e3ncdns2zzte7h6rmpzsywx2mlcp5/txo2yvocmkqcmhwpkm9nlqufcan98xe3ykhvqaduyuew/on7ci2qfrsncoaqasfmvzsmxbt29xqvtoa5cjelmdmuqoubpnl 2o2rl0dgxlxtfscdppygsuogxy4c3ngsg6lkamuki8kc71w6os ele2ziwjlvv/ucknuxg3phtwdwrkek5tf+nhliuxls5bcvf6mror21id1jh5zv aadugyh7baauffrermtc/nyzse1hgleaydavgxv4rh/9o5p32dlpi9kt62uua/upp0op5yjssfnut4ylj2si7hkcd/tzzi99jjeqsspfxuwnjky4s5noj66nkkokybc9vntj3du2/k0/jcrf87freetxb3q+cnyaygzpzrgluiqxdy3f2vgcdohzcxms/1n2jtmhwcaoqkigiaa+pyj6iv2acrkvixo7m4/+uwbkmdaa7t3cae6rurcfmptomk5invf2gir0jgqwycptjdlrg y8icrei4h0meqh4a1avjqlmb6n+c2um4hqraruocnk7ntz+o+/+/fy6ojp9+zuepvkll9hf9exu1r5az0e0g8ufrrdysjl8rgxmtsv dtgo+xx+tk5oxfyc/z/hvlzkdrwo2eqiokzs/vpf7vp1cz779pqvi0oj30g6vn8s5h3o5legyxle4ztfykza3tz vryehrv+vjxlyk76xlw9vixo9qhyumzysgrpsceemfhu7uvij8 w4pc9ohzey47/b9wltby2njv61apvaoklx8bveeo9rheiojypzr8ps/xmdezwctevx11fap29eft5h3sflmr0rzos9lure/ll357nnppt+1w0gitqmxzxlulqqof3juxvs20m935bks3ndv9b jegesp3hxqdqkj2ifl5riqzzryljby8vkpp/74+vxr9hcldxjeyod6xgpwobxw98g9u+d98qdd+/eye9qnjelt6dhoh5tlebndmwyeti/lpt9v6o+74nmdu6sag/jgcp6osirgdfr+uw93ahdgvwf2jfv1jtcgdvtqdikl2iflng6h aac9xn/69ol58+a9e/eo2jvmfr5vh1pepmelfix27mxd0kuz4cgbt66vsuyhzbm4sbau lll/dxiohwoqkvvfjpv2fhbk/cf/z957b8dxpfeirvvkfvz9lte1t+7bw752rx1391p37fvkykbogs abmiaeg0ikfekxrzflpchgmyhrfhmqxzwjietkhabayidjuxoa 1jon3x8tzzsfchcmmzga9fe/uql4zjt6+073+fuj3+/8799/+j9//mmh/5awnlh7x5bsjpsz0/ie3/mr1cqdfmj5szmnq87g6zczdftkkwvsmygzzswi7yliikddj4my ie3fmyftu1jwl/+sougdgqsbgt1k091uy2+l4ra6c6lvaakfgvtpfoe2er0nndom tv0v/+x/+p//9m+//e3v/vmf//nxv/5/s9jti589chkwj3/zfioettlexg+l4di0pb1ytehdsunrxv1d6enp69atqxbkknczi o1goqrrglgq6p7ojatxjh8z5qvtw+vdbyyfdoiyuohaj1ombar ootislxzbocznthz71a9+9cehhyqljawnp8fgxv7mn7+ji5nu2 vjl2m1dpyyat7tgbp4oozvl5blzbh5whhidmgzz4swlp/3pt+fonbnaruo8fdcbqxrowyhgzqwsej53vkfozsbfmydrtyyx vdstjbv4cefqqjfypimyt23pjm1/+vd/lzkskpycnjycnjqaghcx+w9///evht1jhby+buect4ehsahsocfjoxz4chx8feljsvbukfabexti bnynmedgxr9yj2ctmfty+eyfyyzdfgqgg/mhedocsuhgxrfommzxq/v/5r/+18skpotk5isehntu1bnt8v/hr3/94sedng7dcj4oq2ndpuogycxm82efftz//vze3t6hxy1qy+mqlatdzoodrfjy/nwxua2hvev9smku6f/q/wgfujsb+1iie9aut1irbvyppvhadovsomsysu1v15ede3mnz3+ 5/qunujtx0r53zcmh39++1513ltpwcnfilb8shgxdnfc6o1bpjlt dio6w+xaevmggdu4kfa87fuqd0nbszfs4o5s2cxkwhjz0ttxol 5z113/91//yr/+aljiunz2dnzu5ackegml5wuz6xm4eetsrwgwlv4wr7qj9fcon 7ripu/7ouqj1oahvykpdne6n/zoxp9mhhmeoh4p9f5flrzkk3scignc5xgypw+hacdxbbaca2wy wscstj0/euhejciiwi8vbcokg0wj0edzsb61wk4igop3ow2o2m723qtm0b efsku6ng2hyv4ncbdadiogtrrcenrhwn5xeyv1xdxudrtij72x vdlxjo1u1vv2scd6naizic8p62h9n/6uxdlphedaoyaq1ekm3t0jr1qbkethzhtj9jjqx0fuqflzd8l5 vkaltano6fusrpcrlmlhgrhz1eetv3qjmlfowoiqpqlvglvwlo gitwm3enrrav/pm05qvctetd+35utbrakpfmp5ouqf0ugpje33d0ymfvu4auhh7 72wfqcoyghq21acovc5kbc3tnw/1km52+zb1vtvb1ccd7+iiovx0cqdvsb3uygqzb6la1ohltyhso hs2e0s1pz2evsh+utosgxvi31l/287xnxe2xr93yixy6yyhvfjfdmprr5+266yvejxxsbfnth1bao z1fzzt406ftuvzka7edr6poqkrrc+jylntjkaglioe/nq9b3j2ymzmtcmt//sf//hb3/7297///r//49//5m/+eswsrd3ndzbujoto6f8o+jqrewshaju2dbqbatwidjsbb7ftf n15b9v5vncbpyrvbtu24fq3xz9uhepbazwk4t2lhy1nhlhmyrf 4e0wlxtjqn+nxeewmk7fp1ov1kip6v9hcbrfbyaaawfv6xgrw5 tq5nc4+febrlnvtzkvtdjukognrgm1mg5wcybj2/tzpcmcdnrqnvu6gkmpqs5ekkralszl0lcvx3ncdgid+ja6luqk 3yna7xalutra2tvxisqxsk/tg07rmjmtpawertlw1abvahmeephiqlpz26nahuvzulruibaaa ecnfuzrijgpubmzlozo6eatxrgrh8a6ulva3zc3nxv1d3rv0ed wwdhd0dhhle3p6wbeaolnsp6n/iqouaamprc993vbwvffyqquhglvjrrhoxuadoja0nzwufbgl9a wvrc117dl/7lf/ps313qkgsijxwyolv7glmfombkypk3nfljawv5f1tbhbdvskk8 qddzvsav3jq+akelw3wazr2bkhqcpqqy73lrzwleneqssvu5sa ns6wyljvauddpqfqk3rvzssxzk2fnnv6tpvxl7dxlzdxllclif lc/lejqjf1tdswv/e6291ui2vkxnfeby3s3bivelsb2o2jvgzenfluplrwkdril2xp horbgr3usl2819mmt8vkybsj0rluqple9pq33htuqszv9hsyzl oqvu4sbk0q85a2vzfrjd3sqmom61tdatyrr7oqvjf9oyzik+9s 9xxht+0ovcrrtv+2i7qkuxpdqg2hqqrdddw+bsfvbgxdswigjo 8dpo30ku6b2s4m6zq9nzwvnla+etpy/qau5fv7zvti3ss6a4k0smf709tirzud9vw+j6ju0ox1tr70dz+ 2621t8g07cvtjn7yb6ffelbjfd/q0hsjr6d92fkrvj2dgtps2ne7dus12wvhz0/if/xs9s77y6g9n5htmsetkndnrxsj5hzpgj/3u4l7wyrlg8jec2gpyir7ourq21mbq2tvbrqgssnlevfv8utzw 6djg/dto0t5kanr+tp2gtsk37dsidt+2830u+7ed73snqk3wfrqvxw2 +7gtadmzd9w87tc0lqo1u3yi+bdduv/vki8jbn0zq6pggpsewoyjq22ckhujvn+l2u0eqfage3t64p6fh adr6cu+r1ba3t3tl+1casqxypqcfquhlhqvv2occnbqnl0rnzr nylb6iagwgg58u0nls0txvheo4lwiqbpglajfi5nwbcbvdaad4 uimwi1mihscovr5ervb7lspkmu+q0wazebeebmgy1gvhjx/pysp6/vx5ek/5xhsba4fsjilckdh+ch98zkqv1q3rirtdbnt4flr4vepooedk3 qgdgj0uiu1ooxbwm4y0llpfhtgagiefwjhqhkmsxbrk6jqrli4 pmj7fxfxgwkih/eu+75az+lvdzhaivmp+zrpzvqxymx36dj1of8tldm4shrkylru byccfwpg+tl7/pqylfr7i95ayyzz2am6skf326cls9prn927jgjm7fjb8n2wnyf wj769km0r3ujwgrhwc0na0j0ibk0ij1tlbbsmkgu4kmcg6mplx ixfmm5mf+/rxfrofhl88dewsgrug5arqwvdballc5nwrujxubca435kdgjsr sktndswdhr7tiqd1anxh47dzdmjnqqfkm5c1t7fpmdfj7dq13r hzcfv0jg5pfldhei0ad29ez0pp/xt+3pbasguid5bi/1ciugbhh7xfl/nryabgm6ahrchkr4dwdhssckqr37j0w8rx45yvwdrev+ky4krd yy+nbd+6dsmhbtj3h/ypuquptaqmhx1yad865gwgcla2tvpzoch06pf47t+/n5mzef78+ebeesclujpkp6t0ethu7vstymp27d6penu4ajkuzy iguybd2ufvatiezolopyjmdgkt7pctenhz7dwizl1bn08yo+bo/r1yybutquzeye8du8t19a7twempz+7d5jxlsqmau90m6uiwdvb 0ynkmbongo/gzcpdpkgeymqaphtuwljruv1cx9iv3t2ikq/ylxdbqnbdgzmps4vwl53ctwh3igyvdhxnwgqd10hvgricmgnoe acn+gwhbhkmee1ft8rpgwt7uyvk3l53h1dk3afohnjwuiqpli+ bpnzmf19pa6krqmtm9gefn1mutesdtiwdzu93+nzmrfdpkgazf 0tvr1utl5yvavc3q6nbjitycuvz96ezm9kwflih98yrg9r4tef o74t/shxk6uh67db1ui2yetedphk9ltlq7yll1ywsrcjgdmzznakqlu jwnk3p18quwrg/j9pc8c22mx3vb02fobfjokgeygucql5e3efpm4rzviyi6tgkgx 0roe4vfrf+bgbe7y/ngsaczsvaoag7lki2nw6gellq6dssgmnzzb3vt6uvlm1ksjh38 rifsz2hdomq3naowfurwlyvj8fenvj3g4tszeuvxiyjwdbgagy 469hg8l1++jimjuxhjhjeffzgskujqdovcbsxtwmtepjkzc8bu 7kwlp0+qwgvjoclvo5gglawqs7nayy9pfih+rviatdao+/0mdgejeez4q4f3zurnzcnouhptejtlyu3o7qrsqyf9x+2kj40p fvbibcqd/ajcvvi27t3skyku8hti2ex2u8lk8rpycnehwza0tz85cyy+pr6 2tnb4/krk0ygnaozvqahqh04ez85im1mwo7lohcde9nmzhkqwoeztnw9 xjzzfwroq2k68s75kjxyg5wiryyivaxkziavlj749kj6s/on8uq3lxqxt4hzenaszrgmsllq3a+xsjtlzmewb1p5zmxudu5t qfv1tkry3yarph5wnw7cenh4/kw8jhtimq5lk8uxl58yzo1qqh+lprdidmmg9nyazcyxtan21dx nkyslmdau14i5p4j/vwqwbafh1+hmfabeo2n6/tviloqstyhmgnbtkwehbfdx2trssymn2b98kynsz2hcuizm2u2 nf6ztszhurpye0sv+dymohprff3rxdhv6dp0pobgbau1otn5wh lw4zhphl5enp6bt376yoajiuh8l0ynle21fpfs2bm5queo38wx zpadhvjfel4qw6slvpabrwgzeabyqepjhfwjcanpjg5jurbrmc nxxbzms8ufptxhhjlp05auh0fj7svconz/b0ynncpkrztvn4pmxfxtexmzcuxfiknwbripmo2v0zmfp24+ip qcmjbdpym6vkxrqaibtxwdrsr0rd472gf1glibtrornw2xdiy8 bawe+f0yfskhmxzc3sakh2gdcgn7gdraid8ss3byeoh1v64qmt rpyz/7thkk8qdq//wdmhzwmaigyqno80t9t99ojr7ozs4uliof88aunqtkb2alakov fs3d5+7mc7t2wgzki+57aef+zptnulr3g6dbqshtawv1f1cykq w3dsqioers0nozzvgvvxx0f2fq0pxe4kgaanzmpe1t2dk5ctmt ktr6up1p+npjycaqsu721tiki4rqv4ourseas1tbx5wtkudmgw jmviwbro0ckfcyussxcvhff0skoag4tnsk6lqnzurikupirbvy 4aqu1ecsf7nwzaletoyc9/cpv9rbhytl/r1caemrl2+7h8cisenyarxj+fos03psx5+f07pe7pibernlx7o gkucbuwjoaa1oskhzs36iwi987h0iig6hyaulgexc2kwnmhzzo zthq93s/kiajdhmgkumlwvta2bduco2uaoxrio4cdrci96vbvs3gtjiyap 6++vnigqu5q2dviuyhxbxlk6cje0iev2zya6gunv4udoghppws 76qtzpe7hfuryj7yxd+6oh/px5bonwfaolrhff3g65gwej8d7vnr7lxr0yddm48epu1ntz549 g8rrrggd0ijgmqb6qwjbpg0tx43d9+uoaueli0ijev4omkk6kh ah6ipwdhbsieruuebzzzpgjzt2cj+6p3moktuu/stmaaagaeleqvsbgmxib/fttuqie/nw7nvzacmkblehng5dyyglq7vdvn///uzs7jkskmbdmxlo0e7algptkc+emz83ntvr+svzmebumrfwdds h+0uabhzhnjtqht16nhxitetp88e5k7onts6+/+m1uq9iukbyc46dg4qhuxjhvdlzzs3oqk8epj0jeuiwjedpmdq wujpkgayewwxlls2covolugxlgmgnq8zmmghdptmnkxpily5aw p7qmyoc3cbwl2qodhokbaqii6jhu6eawiyllpuqomw4qkejgit ctzd29nhdyqnxyxyvrcsvdhmwigztbhyzbqyjstytjwnz2twiw uak0ieqwwoxppbxj1yg4omqs9lsnv9z/ejnhwzdcasc/pz89evx+z+lo4ifkq5pfgdszovqshndmst42f1bnkk6whglffm ig6wqtutlka9keyjyrry95q22tyv0dc1muzbmutzevgrzz2njs xt37vd1ddjwqxjbkzuzvf/j1ytysae+pcsyyxcsnhuduxqqzr0tkf+crbp4ourskip2d3f7w tkmdmgwzophj5oski5evdj0s4wldp0uypjj8lfp5s2elz2eduh mctosdfehtzzbq9jwrnhvargt4tkgz+7dkpw5fupw5s1l51kqc ntyrbjomqbf79iwmpt44sedxmrsx4dxpeemng45w2sp0rztrfb rirmn4ulihn4myujpko2ack3i0tmtwelp82yvvba9yczuunqgq wxelyyzwqvky8vaxkkhkunpo4cz01mwzpvtul3umeeoeomqvzo oeghlvys/mzebk93t1tt/zdjelyyzedrkbjglsjoq6xs6devwtz8+xavvduk6oavdowexfq qnrwn3jq0xeyds2bbwk+6ohm/zgmcpdjkj9kndm6xzuqjhrhq11h6xfk1ifozuhvsqltqcpyiy2 ld/tir/ss7kzz9repwdgh1pcezvatidp0pofgwjq9aeqmfots6ohtv8p4 cjv4wmdtn9czymrc55vfit+fgxk66dp0tjqds+26wqtunzeaaw 8xqyefggaq4ouys6qrmgxpgim6ivfvzwbshmlit4h7eu23aomp 86gguym+n2tcuj8xfnjn9rj2dfu4jtonre81bs3ssvhqykng45 gwzdaohaz8rhpeogyupksizonpjttz9xphmxnhrowygxaumukr vxlqclj8+dnbphbymlcr4azghao4ar1ki6bqzazuuebbo6c6lx 9hriatlwh45dkepv8ktntyxgxyycn6erqdzowjh81nlwyiqbr/z9htdpymxrc189jhofdgihrbdzj1yg4omqs1ksfhig/awczjr0nolyu1pd7qohoem7atspvnbv9s1xo8d+9nhexdtvpz3 oqovclyjkzskaeylq2xhihkoyzrytg9dngdvmwj4vyaxetkcrz yvui64qclyvx5qtlshrbavoteqe7w4pt4ddmi/h42fnmnmhwzayhq1yswlbggxc5eyhlq69apcnlavzz81mji+7e/0yppy5yefsrg4l+e5qkkebvuixt50z1twwfuxlzgempty5c9mi aaofv2gu8jjjuvi3etmtn65dhaiktgojqdxgmhg6di2fnw4zhp hjzonp6xv27ceiitdfdh8dshqkzlj30+ulixgxsxz+ultazeh0 zijplxhei2gucjkiedjeohmidukefz8tbqostehqilnteqh2qu xx7zstxo29cu6medq4+pxciycnw9byrnahwzbfruuxmthxr18p 9ifdric0cnhmhlzxuhxduknjxx3y86ve0oi24injfwc7dqjt7t iaap7aaw2dbdhrxejciw966kwy6krqrxf72hxle2infbvva5wo i0qfopcbmwdqe4cptbw/rurncyej2hbil+lglbl+kqsupb1ynpqmmqzzs3kk0khh4zl06f bmzmzpawlapxwoorriigm1vpe8ksjpy0xlvn7hlkawmwzibeyq eh3enfkmt8x8ztjawxblrvvlmp7o4lkug0rcffr24umurmzpuv nuxb1o0kuj+qlzgzbtr3dppwtn5e8vttywvmnhxavu0byn7b7m spj0ynuqbons7pszcqtqicmwoi4vwrro3rx5vb29/v8quhticjdampds2vppkckl5s4ue/nezubdutvv9v7weyecmux5h4zvsagqk98ete1kxl54uu3jk7cr d4ddgzsisgkgk0ta66pskxo3bvopq6tdjtxdtbwrmsusyedpkl nftd5hf+vo6mjjydm8ebpbypdzj0gkqxsomtql62zbunf9sml8 js0bzz2tjm0yvz/ng3jkq9jwq9bvaww4xfgnpa2na1cut0lk2ltru7zxyjhjgw5f8 neofskoqw4cexr31stx486fptfwvs4tnpn0gch4ours0afkm5a 9fpgwntx13llzftypfh06kdrlwiqfpvowtza1kfhs2znmwbd1c jn+gh8dckyqr4dmwo82yc4d+vlh3znt8nkym29epu8gybefjpj vntoidxcwnyd3796vlpj8dn8exw9xdg0ligtwdmjzonh0ynrbg wft0tkqqqr8qtxeojt/ogzpanqxz56ckp05iz+3qvgly4rk/qt+gl875ixgrr3skmbyseqpufl96cy0lhmzc5qryhklnfkmiiy i3ozdhfaxco6cpliyqqixjm0u9luklvb0ynkqbonq6vkzcitsi qrbk1euzm/p1+v1763chw7nsm5lwbglxvhixkiyfmqqowdznui3ezd2th7d/03shphbnm3qirtdfizq6mhulnwjhfx5hxxcz0h0ekn3uhaw2gm ymzpyrrbd27fex0zcu2s7opse5btckaxnqckc+uqm1jq1ny/dtyor7oxwgkddzma1wnec97nyjnihwzbntu0fbqubn26kaxrwm n3okmzazxdhc9xbxsqypsry+visyxo95v0p5zqkui04jejfvnq 2fphclmse21cvmsdt6ekrhcvurltoabrwuqgz1twvv1n26ckuh libl8/bcmhowco7odjmpbvxr6qlj3136icdqkfkohiywnnhacxc6zbhm mephycmjl69enxwar50amvatxh/ase2ljsuexpnzc0szmudumfxdisg9pkstoggk0jivergxxnj8x hzc2e1vjftkgdhozhdk/li9hg6hkhjed0bbjopfjt3/njpfhxszowz02tli1gnuprtbuqx2nfz653b05ktxj+67zzi/bpoj3g6di1flh06nc7tp0/hxcw1tryouq0vhrqwtatwhj90enornwkhuqcllpf2ebzsogtdi yww/attx6qkjhw/tf8nfbh/gpbnpptgnutdgtpwwuypbn/5xaap//sf+7/aprc2o0hkvd11dhkb5l2flvwwbeoupvdas9x4cz4oh2lrpfk6i eeqthxr1slcwkewefvt4brvq65f+ifh3iyj8jgi3+1/narycmhjim9fp5+eo3vg3tsipw9ivcplwebv1a2nagzarrs28y dacaidbdgrrr2osupn6lxpxwvn2wvzc6dnyxl8+yauky8affha q6ft7tic6uaq8skz09euwg4enamqapzb0yfnm5vneat5wtmi6z bhmo7u7jlz5nzzztcdzsl2p8p1a1zfpnewcdlswto+byo7qnp5 +9opsynrv33e2vgtdwqqqqf/3ifnshty9lbyz/mowevbgw4+unujjznj+6b1zvxl7fm32qyk2fmopyjmj9v4/8dru7ozlpw+mqpnztiap0pofk3nhb7xpb5pcxfxymli3bt3hq5 h/wr91w53bpkioytr1yrpf8ybd/becxzrdht0nfysxl96rwps4rf7vtaihyyfgp2vip93ybkb5r3s ij6xgptdgk1rvyunjhzdv1fvlwbmhj0yjtg34vbzrymouy6hkt ospxzwx0pifhxxsysg8lmug4onq84w9xmhfcxut587dy47o7uh oaf/af/r4zang1avwhh/9s2r58+9ff3chkmua+o24ixph80vlphkzuzb1y6retvitbh3b7 wqdwf4r0pjwyhgqpw9fdpt6ps05mqlz07gwoxhii+2qafvqfoq s3ta6h0kwpgjdw/xprwrzk3lu3z3rmvzveect4eclbpvad5pzrn55cqvixcvvqluf yreuxz48/jfhmeyu4mxkaxnuxrvkx17m1ntvi5d0lr9lrgqlgm2mjes8knd zvbndeijgmeiwwd9pbmnszpsfsydu/lsszncr7k4mq2hmt4wi5rr2dgwfqq9rjjvyuttmzcqoqv7dl+s g4onq8420kahrekkkpycnk+//rrpmyjvxdu8epy0yzu6syqxex0n1rtwr0xlttq9fytokorqiwk cbssgelpfa1uzrphzdbgqwdou1fzoe7veuxzoxyggnkgflxt2b juanbl31w6vqhnekt8gcisgchtr5j2tbnzypf0nd27gx066+sn zgtwzgzlhv88ibe+hna3dso7ubj8rrw0dmgzz/pnzxmteixcvop1o7z/2ouopev+2zmmz40czxmnfgsd3fpptmgna7psht360ezcvhegfc dkcsh5elszqsogc5l2kttkndoxxkhycenbv1pif86dmz925dtl oqj6bdzfgg2cf2ffnx2xadidqyp698tgtsp49co2yrbb+g6ddz maz2fw/ecka6jbhml1792zlzzwxl3v/xzco2v18p5w+wfnmfqxqzx4/kp2etukzxb1ttw4jxr9pfcat4vbc5xs9m6yz4zdhrmbkyfltxx pjymznz2+skpwycp6pgyrufktvnmb6qwjb3nmfm6ylg+symxn2 m4xa8hqygosyoqrpetgirxpnztvonoy/9bfpsxmwyykkna07nm+mj405sn+vbdgneausbucn7zijt7font zb3vk/e8e2mr99uhplzr20xzpslw+hhjclordioj2ara0nsffx2zdvqf rst4ki+31ggng6di1fgr0ydnpa2pqvlbvhwwalxciwdn5r82j6 by1asdtizdfi1jcxfzjndm5o9qth92gmti0m3bwayaq1/finn5gglru6nydicbim5pwieyxjcfg3rlyk9conxw+vfhfctjc 2zz+yb+idm9fhjx3z/yljdgodwyfjcanph5zn4/g4xc4/k0cfhtimc+3atzsulhpnzleu1vh04fzgp0ubq00ohcilt69dys 5i27xujbi9mvwddpujhifgvwmkgmzkr+lhiiggzolo5z2tsejs j2ahavoa+u6nk5mz0pd+uqczsyzg9fxsxechuwrb9zlu/o+cdyfmsh775g0piqnp7t/2wcg+gl7g6zczmuwmnu7nz+wopeor1bpv374xy8zmmzbtd//6m//+t38vm2hckx17ly5aoh7mx0f37wxlvc5rpgyzenhei7qsv3yir abgu+ng8jeank6pivd1dg7/yuoyjz78eud2vu+ng0tsfdwhga2hwqvkelsb3plw4iarqcqant 1/7qyzotagqc5lg4xg6zczqrdu1tbmz+wopeogyd68efohp/zhb//2b3/7u9//8amx/+u3v/0fv/71xx/+59ufzlksbin/dtkwwdqslnro02ggyomwoawikioak0okpuxlzgbcu3evvkpgm/jtopcq0gyuf+k2og01fxk52vs3rdwcmtgp3fpuypb0ynuaaghu bvazcrts4zurv/7hh/7hgw8+se5otk9pj42n/c1v/uwdf/vftzvljmsa9sc3wsgr0ncgfqmdjnxsuxj039dzaanlfy9qqii1 4zdbgi2gq5qgal9vmndwofhay8sf3p0pnyf79nhddm1pmf4mng 452whupelvbw4c+mu//mvu1ntk5otk5osuljtymnhf/epxry/vmw5l2b/fcaevssmnvgz0mhclupdzwk+se+l27/ls1tng0knu+tzqvhd0ynaxk+jhb/zkpaw8enspmzm8i1p4ohycjuxvmj525syzv/u7v0tisehotk5mtmzkypw/z+4//em/vnxwh6fd98kkgarokait4fvp/ietqhkz8frrvbwpk1otei9/f9oaahglzuh4/tovwdfq1fynflyp/si5jbho1rn62wftpk6rdltycqywng6hydio9/b2+lk5kunqyrgsx7/+l/7il/7pn/4potkpnsv57nixqclj8+fm7qivdvozvh7abgkrpcqeafm+5r2g uycxuezqe/b40fsupjnt8l49umcnylcr5znvagkmlvvx8+kdm6xj7obwmorp evnxll1iblv83gvph5zn4xcyzwy/k0cfhba3t2/btu2ttz5zsmrjqklc737/u3/8zb/85v/933//9//tyz2fbdhsw/ntdh6b3/fxxphhnzncgqvz09q4y/pgjnsunvs2kbs72kpbec4mffym9ofzi/3+upfjtbhje8+dom6enxz2mw8jedomjuuthbpcrufpn+fl5wvl zb1+/zphmjkskswfmyf94/8zy0r2ulfjbl+9zmvaxgjyt/b0+f4wztic6148upppj/mmz2tcux7zrkbui+znt86jd/ypm4nekl362mf9cbexfa+fj/imfp4oq2nrq4cigly6dckpkwnrokvcodd775ig6tmsd0hz15mt 3+vozi55/thtwvmo/r0wwzpkr+k/gwycu2sguupoht08acl4bxnmdzxweznzdyc6v7okj/fcakinombpyoyzvik6nq1dnw9wgbsjxuwho/ythkddzuz2u995bvw7ltroucqvbt26nsym5ty5c6w2m9ea5vk7 +b81a8qeqfswz86ceyvdjtw8epdgofga0qt6wxtinzl/dogpb4k4sksntxhzutx/8yc/bf67bpt32gnyo7irtddb8l7rkb6vcacnarkofm1vl59xo1gamr ntdvxzgwk7t2wefwkxaq27f2ebt4eczwaw9d8ldyclddq02wxv 376dmwngenp6uvfrf/u5vskblhw5zibohuqeujitg9fhgrmlgqvvjj/g8w4hao0ctgoxqzrqny9n5udngj/++ovzfkd2kt+y/60vfa0uto/y43wdxxvzdvvdjknwdhx676ep/vtha+fpmmgdy1ruq+hpklonnlxdiqlonz8/fvz4tzs29fb2ut3u/nw8j1o4jkqnh25fvrqfg3pm2lcua3+i04dgvwnecssgokjeakh/ohv84vixsxz+0ljvtqoaw0edlp2fupjxpb0gcjbvmca6tcb6j4 lggvnbvbst4mklnz1yg0fjughph5wnbmgroeojk8mwl18eexnz 9uxzbeegquz7wjmdh2gu2l1j6+tm9jcp7zi0ffbnodlbjw77w4 qbdglssbp3flfh/jipd+z5utpb5asqpsmrfntigrxgh5afx+uoriz89jn582yxddr um5zr917zdmjzrsloskkiysqukxl5eawlptrnd1kzz3mhlgof5 b3zzhvmz53s3vlvolbeoqs/+nfhhzhi2iqbxc8ezaenzcjlvf/jvvkn9lxrtxy/ouqmf1rp3gl2u3h7xvvixoymtav1mphlgixdnvccp0poft2aps 6x6/tp06mpqvu2bono6hhv/t50aeh0jiwsln6vfb+78rpfnarwayj9warsddvue1rfkjx66gp grnaycon7uxpgjp03e1zv0uuxarvorawwdkxndybuxh9jbaqrb orbgtwidg5xs+gqg0ruxbn44x/+8cyxw55rnmxk0yfni0lsjpp5wtmy6lc7u3vvqlwzmzknt54cz ilu1/rtiy0chhn+9yezsffxp44e5g8lfyfmsa7xyee5ko0vaxkljry0 rv2xpcsjbf/uxel2zo8rtxpw4ckohfzhbdwjoxtcqoqulf7flw42hllauq+2f zgwnptywv3gzgq7oyedt4eczel0wq1wpytheb0+fpgwpz9/5syzt58+9f9x/enqgugdjgjg9ie+3p2rmll64slo+5b0e6m5jmzy5zjgjiuqe/ekf8rkzlsukz+csegqn5rrfbo+nwwxbk4sgzxipyswzptdigyu z2jkdiffqrcap8pqwetqodlsvndhqmji4ulfi31t7p2xd9khgd z5zkro1rnxzaqp2vni9mzeclg/ri0d0ija2e2osvbdywnz6wmzpuvxfr3wmaj/ttf5ousgocenmzodtxxtc6euwloe08gd5kjiu+dpmdqwfjrs6e nzuxnnskrkouohmawl9ofvpeplz0lapuaq8tzjk9etxefoffzg hz7xibqkm6wbbd26hydcbrsrqw7rxvwj8thbn29qitodpuiins wnuy9rb1knnadqiv6eczjuxr+ckpjw3eedbgm6gr7qedrkbc6x y2az+vk5nhros9lev369cohc1ntur48ecbviqhroqfrwdhqzsb cp7qykjlw4fdim63hg9eag1cmfjtwjaisnjqjsnurlh3dn5e5n io/96eofpwendn+/bdh3tntzw2kchrudje1n3lbs/pl1aaejhd+4pymtpejjg9gqicjtiwcjsviul/tzowx0icdi999/hxmts3jxyqluyvk6g9chbdgzwdxnthwbn+bj0hdpnrrij/gubdqmwlgx0g3eavnprssxu5mszk7lqyl57asqqhtsptgcm7il 4b8ttgqffol1q1zkpqzio9uci13olkddzhyfafhyuxzz5s0fff tr4cohdqbduc41ob1ael3hiktensuwlpmrnydsrvmy8zh95vid 0zag7ybgb4miwht2bn445smpd+3ddcnfdjjglrtwafhdalc0/iha0frdefh0vnw1ny/dr/psce+hnc2i0/dtdnt9ff2coxoysrjkskr8n9udyn5lh1ymdbnq1pqk9jtkhzs3 6cwjloe3p0bp6jbgaxadth1z8ztszot4unvxlpe6psvwcah3gh z+dmgjqrwdwhc9fqfdruzej1fjjk26coo7i6gzwace83ti2sj3 dgiz2c6epttp0qs1a9dkpvkpxzp0a76xdi2i3k5avgx89ej+mi/+donssw8xowoxskahrjojqpzdonsyzsl4rfpmnlwttmkgrwzpo obhh5wr3nghbde7scqiar47fhdcmi+q3rxgx/owuzkc4omqs0xo6fcj0xz++eexsbgntp0cacbyl/whdi3siikoofd1v6mjiw+epmqs1giemmupeoppqr/bbzzrkmcysywwfe2kzepgfhxgz1csqbplga2xl2yfg3fbiytvh cffespuiuwbt0gmm8dekiscfusxt8udihg0uefoughph5ynoqi io+cpsbexnzc3ozv70anhg2uqbmp+0if7lgeo610wt7bgwl57b qvjnyb9kq8jrvbxvzycclny6fmnu7ozstlthty8jmnk79qg5qz kr+kp/+wagi7/9qfs7vhmqrks9nt1q1yash7gritdzacdp0poflnh/9i0ffto0zsulpxr1/s/h+u/+umhll/22qvqqzjsu9z8vkwnfy3ymxfh6riqfse6e/zoxphjfs2bw1n0gjerwt1lnu/dj5y42qnytsdp7t+eog7s6wohkudlpebajdzph6gx4axd7u7uz z//pd4+fvfu3tamd8ef8j8olb9mol14cdc9jene4qojfjfpykndkw yyvqowuw79qhvpyum7t2+vcfoy2hb0t3k6jjy4sfnevgz8/rujkykjru/um+arjlpm02fobbjpskiokdc3nycn5+7du/1psq+wbushll9umw/v3z2znvr60f1rjqtscxokrvxsesphtaoak0tcruzfwzv5u6fex 8rc+f60nychaeomu8smghpkhc6uwdvyuqccjrix22qwf7po7qy crszaxmq0jkcfaj4oozvd4bbylh5whhy6pcjq4swlotk5cxys6 orqgo4/4bva6dcc6b0erjokpv1kfu7k7o6wesy8ahcbbgerstnrvzkcvg nm7ceomss0inmnj2wkprqwth/76rnlga7h/mg2k+9qqnzluvmtnahbioe9lfvkyftwxm2kanyc6qivtktkwrt iosjv9zjjebm0ztmhz8nxxcww+1k5+hty3t6+bdu21ntuawcog i3gof+/j3ggqwuiz2hdbdmbjnsuzxz+quqvdgkm0fa/9cedm2hr9frzcei0cjciy4aj6qu/3lzl7mcf79q6gvkigdowtem3b96hoqunt7qicjyp//utvgx0g7a71y6phzvm231fw0nehuxpthc8hxi2aacampr8rbxm ortb7w/evmnnzu1mtossqrqocandgguymrpx6ye4memnjhyye3c0s0jag bl5hzqkeiy4hydknj2euzb90vhxf06fopsqyzvz4pmoospoeyf 9ycvab4l8uf2llmt4p3dvjzh8kp4oovt48g5xhl9+/xpkssqkfsuusmwwlvte40ahfktphvf6ym+xixgxizuhtz9ggco nezw6opdevnipoynt9oxptzwlngy0e9cw9oc8kg1ndpfokiwdg bglzng8ubom57ozpmf3fojg6zczaqaquluaj8ej1+u3bds2adk kkydp+r9ugrtjticwro8yyjreri0b1uzkz4pa6h0epeoykaxd2 ukxuuqhdgj2gvbrs+o6lz+p+fdd08coa8xdornis3tyufak6hb wdbgqbdjuwlxw29ow3hfzuwhhq/xsgdowl/kuu8tgwjmipb1yngicwltb/aw8vdp0op1lzwx5+fntpk17/fp1cfps/bgh0cgnaoyzakl+o6dgxorplsbkixn0zclskgaa1jl2jkqviq4 vabof2hfhw9usgml5e8anuxxleqftoqkqnxvh0qg8sxvwikmrd gehjqjkybte0j3ccanrwgmiht2+otkj/ddxu/u44pqaacaasurbvb0kyovylulpklmzjuatvutn5shroc1mo3pm zmcff7xx48bu7u6gajagakohqwuit+gqy4c9engvks726g9njk b69hzyg0fndg29y8vmzbdu+xnh42nivi5duldwbij0dhij8rjr 1iuuqmaenafr87etsjvejh3yl5gsxpr8it3kj354oursbrfb/zq/7nsouchwrlyzmpp65swzeaq5x2einkq6nmm6lwezqdolp08kxc dwvxnpikp7zfef0eumk8elfanwrfg+5smpv965xsxq9jiiskix 0ygwmvzojns4mwgd20racvex69bmtzmsenxyh6dbhnbwdbga40 ihz58/z87onjvr1pmnt/xxhbsogyid/vy0gxgdphvb3mljmemddtwmmqz7cxacrbed2gnyy8jfp34wdxl wloysgxd/wdtymo4b5fvpuchenxgm1vhx9iy9nxnpogvenj+jynnhacxgoj qajd9++21mtmykfsseasfw3fnafhq6tgkghycbkkpskxi2rvkf seuem2ggw/8adb9mkbas9xpbtyr362w2hqubjh38ztke8bnntk8oesgyclcr d8t0jrsuwceejnwvkq1ekce18pdfzu7angy8ffvszitxz48fss d6kn0cwnmhz7pb7f6fmb8yhba1ta1duzyji+pqoumiggr+b8g3 onah++a4kpt143vxmzmuf3/ahsn2ivq2xpojkwyswkvbdtmukufszlizrlmtmgohvn2cxvs3t xw/dspqlel2zszmhvge2a5cufuhewth+amzgckkgclggnlna8jizo z1bgnmhnvnjx1jij1uu/raqsi2pgomrbzg6zczyrgmeon8rbwahb5+/to/pz83n/fzs2ecbmxylfh0aeh0dhj2kpcr/d9kz6qxp33ewi0j9fm/klrpgdpppndipw+xl15umc3/4pmtblddwmjwngr712ulx/kqnihchknnb4uho++wd8ywjjetklx39eflcmfoeataolgukadd zhz8vrqsjg/evjmvlbvkyrl/mty0fkq6zn9yqqdcog/ovnkfwpz6hjae/u0ydks4kg2rqyqozbfpnjislbfw7hxbxzxhrercahmvssmzivc lesdofhbrqlc5lim1zfvmjzbc7defoa8ijxg65gxbvqwrscqhd x7mzc09fvy4/5owibpg0ig7lv/u0ja5m33d6pwktjkyvc36igjvacyi3keibimmbkrbsgbvudef7 9yycvvlnrrqxsjipm5rlnjgafrp3v2nmdckam+eppo0fuz5u99 zmdarvyuipb1ytqcndq1wa2vl5ajfi/lz8ysqkojxb8g34nkhbdhtkoa24g9/upgtlxhq6cgnayuihzh+wozduezex/oau8siig7zj4/q4lfzzhem+fddc2doscuiktnrzd5j09tixpumunhwql3mrbitm sxxcxcwcdke+pbg5mymv4/uecxkfl3xpb1ynhig29vb/aw8ib3ioh7p0qujeyaswbngipee6d6cb0gnqwsrjw8ivty6ot0 lqftfe7cbs0zmdxwusko0iq62yfglswkgi0ingpqnkxfskhi/kzzdxfluxua7dthhvrc+obmgelw3afvjiyr00qiabtq9nacsj1 xxc5aipvfnntvjwbxcyxodz3jowhwo8hti2cxms/9p8e+gq4/ho1kptm3bfhsbe+bmgqzdgnp7qbbhoemlondsqfysxll08bxzm +vdrq4cjqhoosiihf0vgwzamvav6d731c7yirp2794fynrsbby xb/syyv3krc+ken640sjgibfbfvvutvaulztqltraxvc8hxi2j8fj v1zao+iwulg4nze3slcwsriy9bqkgdow0aef0xumehtt1ck5c1 yuxujofre1qrgurmimjltys6nadfgr/kk52elpd65fjnrkd2tpufoqnfean/z5e/34qu5m5ph9e9nexlch5b3g6ta09md06pf4lly4mhbs2e2bnnv3 d4frngky4andkwz6zmsjwz9ozc48+93rkxcmytg7dhblnwxr/3jph0ktxs8vnfx+6jkrxhb24er46kiuyaddc6k34zcdgi/s/yzvyutn9+9exzmipb2gxv5/ooqganeuxampqcephwcaiiz3fjanhx1ael2drmwocoro4fsupo riv1ymjoqhi/+gucaiavss7jcq0lgxkderokn3zi82xsvm2rpxnbcpzm3ei3z+ ig0xiburwkxkd6mrbrofqfkpqpkgpw5ocku18jwfl507a6ze0o wmuqr8oodpklnzrvacipys/dmdlpwvlvy4cohchs9evaivbmmgnqx0aiz1jjnus7s3rlk5lxe qrix0usgiwerkvwmak0rcsrpudoucfoqk0oknj6bntp2en/ximvowuuix4tymjpa1obbfbksu1/r08qo0acgkgz31vvjbcytejaengrqqgul561z+bsui/ehvng45g4qixv1dflb+mq4zmjjwrvrl/4buylfhpcof3xwl1vxvlpwe+swgtrsgymwfwv6gdaxhvavhrey tpp3+u6nj8xfzcmawvxzqmejuy6rpkllgvwk4iyyqnioasrlvx buygbf7/ylj4vx+ey94oursxpio9+3bf8zdmoziiabdow5buedejstjpvr w0tltnkj3umhum2k4vglsgmhydel2ps1rv8dnmrhp7wpprytjj qnirpjxpegmcknsdaqhcvogzu+xo2imji9/9cwvwbu3edrkbefwpylwcwedmhg924crotwbpv9ngj+u7owtsh 5z/efyrocua+am0ko3lxfmluymiz17/igj0roonmkxbfqahx1yrqsnds2wjrfqcqhgs0ulcriy5f1tot9 h2k/wdmjzgq9zgsng0iepf7rmbjsbs7dhko9jbcvab9f7s315jkybd h8ae7qcpjqsmj/nkzmzrk0njjn0lwuvo9bv3/lhh1i6rhecfgoa1k1vzb4jjig647+zdgjmaaoslny6cjf/ss78obpr35ywzok9qkdu+jb2+aodtn17s/13h0ybkwa217zvs7rdrjz0brcud4l4oprvjoneouoqje1nbgpn 6nvune4wvmnd+zvszlstg9fhggv7ohsktr3jdtufxfd67erwd7 frzwicdhz2+ln5zzo0muwul4v9f7fbbbfycb8zm81ut5stdblc jppjw0sspmvi8ey5op1oo9how2q1wr2ldofdydb4symkstls3l ux2+0urxlldqad3w73ltpsnt9so9hibvnrnzbeyv1xfvctolec uhelrckxghrll9+amfrmlqkkilqlnufattqeavgv1lcuu8u8pu zqgygl7l+dsh5ujwmqlj2ckbbvq12owuygyfgh9v4qlpuqwox3 oab0kkje6y2f5l2ktuktjxvkunbjw0rpvd4bjrqk31jyityaam 8prph73rcvsyzio4izrlddogvkers9xv0n1bbc7l0li6jp7453 ttgaqh3dawu9fdzp4yzrdo3obthkqxtcprodmzf++wcflpt0yx dzhdsj0cjauuprrp/u+n927a3jgrmvoxzbdgvinvluxcfvbgxrqpje39bp33adp4q+z vrvdiavvdcdb2kfd/xsoxbvfrt9bztmldp2difkirud3+ms94ahq+36vxewqmycthyc fnl3znji/i8xz0pyxu+nru7byrby/s2yp5+ngywm28c9om+f6ff4rfzrnz7t6xr6s2majknswzpecvc wdpecfeshpwcdwedd9ck66+uo11mapheesvgsgzhrnpv/ja57e3stfov3nuryewnjy8mvjppjvddn07rylg5oagarndu1kz vkb5rnjpnijpkwtrs06hq67x8msbkrq6u+vp4tbwtrgydigyku rdvb29nf1tfxcwqcrycox+mbqbctrc1b2txvrveuwzbac9nnkb 8rvr5prcyvefoi5s2l6qlngtokvkplioegqn3b2sawsra21uaa ovtkabxdtbw+pt0t9ax0mrudmbwso66yuug5e9mgsij5r0vp88 etmzmundmbqasd9vvvr595s5xcdjosyzt6vas7uale+9vg8jea nk7ll2fqq0udjevvvkutlawavmsopeyqvt7zwl/62lvaxvmwvojzwzkcgkl7u23xs6+znfvvmfrglri9ta873u21p e7pdaerodpbvfv8utzwaadubcmilltxvgx/am2bf/wlr+wdrsziy7odseutlaw+7qhfhayzfksv6elselvslw2ukngj hvymdfkoedq8uhk1nth+j3/4w57tw8qfp+qsq/r1ryporit59c62o/sqnpb6gdoo18ifjtudtr2qkgpqk7zu1jw8kgqajacglqvlpw3v 5b4t69t2orhqt+2a3hz7284m6/xpo6877tvvwqjgh0vxw6o37wrevohqqpztuz6poqi5zrftouur vo7ufr+utdd53yevym/bvrc996ftvi+ipqft153mihk9pjt1xwzrlml2hriib2lbdtkk7 x2o7trqkr3u9g+77qzaqqsyqo16wxu8j+j72661qsy37vtdat+ 2830um94wa3u7bmq71qoyqcpyuqgb1ny4cc4hnub7y982lbxvl 76uev3m/7br340mpe0uxw192q6uqvlrplk/zz8oepygkoplcarbfpvmjo4ohme9vbxer29tbfx2xkkh0hsgg8 vluqvvzc3n3ti+fkbqkhwpqcqvwq3wqsjay0yduwbfuyntgeag 8p5wibcgvzjr8xggchonbbdu6hq6x3deiphjzpjysfkpbgpq8p akxwkvwozvapvkpx9gh06n03tpho/h5xi5fkxpqdpp9c31uuottdvtdoed/a9vqdvt7lpq/azgs73//t5sp9pjlrktpwivwirclf7fwgcofbe6gegnt4jsq4ygxltqhnw dlxoatw8poz1y6ovd2rnpt+/+5dbgvhw834psb6nvkqfqb1tq+0chd8e39l3u+jyaqc3gzvreu p/s97pjqfrocsw1ins3rk4yn3zkvkbziyesrpcr1pj+nljuvlftv n/y73x2va1jbdxecn1aj6c2ixb3qvyown5zfb2onfzouo24tty9a tlnm/jy22oqhcrsansr03y2s6n60koxqzidv/r7/vszbdfu22f6ypx5dvj9sjlqqj/sufjaom6+050/o8ponzyocvmxw0iyx1v9k+xzt10v+qywb1tkrhcgatm82qxzzh f0tdyyzvkdv+3/w6gudpm7fuqddcn2anyzmj2k+9de3betjxz+zo+0o8vowe4sca wzqyz/6gm7ozrgrzs0cjgptloxnju58avtwygf2lu2hqnomk5h3zg1/nrhcnsiocnh3vnah24d1l5botkjfeoavqzqhbfk0wobrgejqfg lotjpqebe3izdtgptefsyv3dw1oys+z9exdrytxgp5lyugejnq fta3i52oizs9xnfygcy2xnysn9mf9hwyizdz+7dipkw/skze1ycjjwnlt9zytksfgucih5w5umqc6wowjiiny5fsiqlpxz wn8dirmjhth6cpe+wsfxn0fvpxabugugvnt01fuyywpnts188s efq1gvtdalwkzbkurwowx4b6iprbbsocwor2j2lyb+zd8joqcz iu3/3l0nxsc/u3wjoq4riupf0ynlggo7o6pczmk+h3n9tcwp8vwnbamlcywd3o 0ii2pfmhypvkleatwlh1o3ryizo2lpxvac+ik1fclu/qqtn5x1yhq2hmitkiifvsd9oflatmcjrxtr/zqzp+yl6aszqiatbdz4oodtozdsmpr2ayz3htoplpcsxl8rjyu huaxbg0qhtgypoqjqoamashorxz+cuzehltvr+xdfcp4yutwq/qfoqnfwraao07wsnah4j3tlyk52rtmrzulahdljo2o+kp0poxq vsha6mzdhcvz4/jwfppwtnoczarkjbhb3skmcycvknvhz2vgzassg0/ndphrak3wf3czjajw45i9juaqycjqimbxh0+8fe2ngj+75mtet yv+p4ours/ogwhg8oajbw4+pbn+njjp07ecxgwdycmof7fx4vrl+caifr5eo hqwejmlshq6l2+6ynmwmpwzeuk3a0mhztzo6vcapo/kqlrrbiygd9layjjfljrqmay6eo7p4ynsnh1co7db3meq6edjk biqjcoddpyjwddhuoejyamhohd8tftqooeugk0mjzkdyqabqwq dqhnhdio4dbgnlwqpjzowvzz6cmjd69cdvbitfymmvqqmdb9kx 0snghddefgguges+mlkvf3bwkash7p/9scf7uhglhqyesy0sedjkbq1bjz2wedomaj4lq93ruwrt65rs8 7pz6b4vexfci2+tthnu2hpiycvauvnt2vezk8tzzm9tqk0zmks xwhy4hjqjrfdrgqjvwls+dnxp150trtsymg1qedknjpb0g6c0x kx311znpkws/x6axitzgcn6mn+dwmtljxekhpa2nu7dvhffxx/t37wrkpsmplclp0i0qf0dn3gguygzghz9dj5s08cj+b6woek4p pp4oq2m8hqyhdhyy4ecjwzf+4w//5/r57y2ipvixshy1opwbjqioerhjuowbl4uzp6cmjty5c5psqxwk yo2epi44oyn1kbd/pupgjra4oujebgn3fbvzzid/qi0t6nmyrcja0yfn83g8vlpugxtph0gdk0jrlfsrbvtijk0off 7ybcqjdsqurgedojz3tlj6lz83acvaowftetwvc2fiyyctxjcv va7kgugj9oi44qudbderhe2sznjy7yekqkoawtqbynqik24ee9 ht1rho3pwpk7pkxe1ocg39/fn0ynnmzjmaah5w5ukwagbld5wijskz06bnthhuvte0ffax+z1 gvwnqs1/7qupjxuahiah7ujauxjl+7jgj+/eqrb1ochk9i4veshty9lzy1s2i8isbsimnh9qqy8vtjdevnysg uk141zuxkynxa1cshxustyhu+8v4ourseas1t7f7wzmnwyc/os4d2lxvfjnh/my1q/syntc/of6aztuslnrut96hfqmzm1lr9cj/ak5ozvrd61dwjty8g+3ccnbrupjxfn5hoih8vzqb4carowhfvn 7pt3/893mnjxsadyhd4omqswea0nzc7gdlng6ddfba+v6p18z+/ngz49+6dfgetg35qupdo4ctrghef+7k8aseukwlpqkrk3kqics iot404fvpocmqvgkggsuauyd68de7x435qozl0xc/1zwdcjzelsbmsogqhyd2flexntnx1ap7jm0u9lvqf4edq9kyfx kuyjrb1q5ylpkusgfnnqwwnbearueeqs94vrroibzvmohgmma6 cff8wlmzzkwtttyyltathfb0ynl4vzrww0haekl34czpm/jzrs0njiwkqa11rcpnw3x5qko0hipumekvht0rndk9jyvj2vmz zlgxyvc/yshsyuddpu4sjpznwxefkwz2n9uqutqing5wdhqqsgv128s42c/wr4uveo+zdm17zdmhz8mwrkenx8/kpb0ofxglvvdaljgasmr5ukkvirqvyhokhrvie6ttfxipyyejr elcd0ezm9i+kzxvv/bgy8sdjbjrjb4usofclbjkrxqdq6ddaaqsrrwaj52anrry78av cepgnj52hmah0lzxpb1ynrvdbjqa/azm0+ewgrgbf7x8pj425tjbfq4y4vzh9ln8mmm6j4kwzllyxld 1w7rkhlidx2yczl2rigecaeh/odkpfxbdafjvhb2hnbs6z+e25it4r7d+zmwkjq77iijph6exng 6hevymdbdw/t27yidoehrvloneiuqu4d50yjgjggvknj36zm7spit4o9cv2zd qgwgd2gjbcojw+bhxdohnu1owtzavz3jzvbnhraz3h+xpmdtg0 +hwwmxatoluvcs+y0xn7w6pd5krimdqhnugqm3of1ox0g3emi3 8yrkzkynx8wtnceqr7qrsi4xbjuayqu2gmj48rkzcwhmmjoaan kymzz8urfss4d5rzdmhz3o73u6n08/kpb0ooxgl1fc2zo6sgg2rvxbapsmc9hhqkedpvzl2jkqvclkon yblnw07vtg4ydzyvv/ugjusgw5fcg1hgtjbjayjbvai+rafgjpfv5te0j0c4kajgmeep 7x1y2p21slvd7km2lb+o/j0ynmmrqnwq/wzmk+hww4rbrot1mofbitexfz94ywj0oz9zx2baffx8oovaasv l56eozu1kehht9enkha06a4fbdyydwvffn5holdhugtvww9rw8 iimw2hnez831e7mlkts58/cq7nw8ptiwediki1tdxpyjwdhgjoa2oanscoh5w4fmzlm5dhh3 v9itl2clkib1w8fztp4tjpfzzvlloxckseyh8sefvpedomfngr sjmqxeyckpd+vuttkdmz8q42owepeypydmjzqbdkvwkidoyzkh w2lzxxocu7u9zw5dzgyryboujecgqe37254rpfixexh/buvokelgmw9mfr5inxpegmqfalgqgmbagoep6rmrj88skdxj1m bxbph5ynv6wjrladr9rsootysz8vwattfxrcdcaig4rdbuzty+ ejctftsjnvxbla6psmmrgbkzohak9zyhkjb3tiomwn0gvnz475 8e+hvt5tgxx2ycin4umqs/gapzeim6x3kiidgo9cv/y73/6vh05+z0h0djluozhgqplg7dnvjiynxm8tmfh+8qnbgexfycur apyohy01ekl3pcwsrjisgnjtuq8uto+kujlhnduig0dn7h1b/88h/1b+8qkdh4luie+hni0gcile4mdlng5dchefgkhnzi82trw39s3 th4wldbnunhxiraajogxd6pwpsqm7d2wvtdr7jlidghm5mucba +qgqm1vooiqn1knhhlxy2hklmyfxzhrcka6rlpvfeylej4oozv t6brylh5w5ukwpgazlrri4yy8qqxt84vndqxtsawzg5lhnduiu qzyq0f3cqblt8nkvpbdwrso8xiznmgr0vbx+zo/umbtxgvliujjyzavw42qzmgdcehpmdtg02hi3xwmdbbwc1v5yn zc2hxlixlvqelazlhnxudgqlkx0psrm6xzgzdgrps/do0cjnwiqqtnt32xkzoyd9bm+vjixklzw727naoxurt1pm6cww 4rvx/z2scffnjm2betrhmzsgdnu/b0gbrj6tamsgkgy4ddunjxzecffvvnhiuf+l8hzyadmebe8lye 08ht+m98zipg3vamjoaaposwdgl2mijetqadx2ykntthq21fqa qx24jrkgcgdaroyu+tcgolvxlbtdhvi+owsupmmmagql3vq11j pvrw2b1blimwreveng45m8vlstvtflbm6ta8sgkgg0s2b9qqgb f79n5pjjn086vzy8jfrq0zp08xttz4td+7znimxw4f2lxhnfc6 naqwgytll5/on12qkhb/+9olbwmzvmuq0oia60idkh8jbgq2vl2tdacszyrtcqln6ksczk 1p50ing40clgobzd2fm6fpyjvavlvh/3s9ohg65gwursmvsj8r83qyntgjgjd1ljgze9b0/j7wrpfbr/x3jwnvawucxtczp63rlw6/o3joy6yn7ovhjj5hpet2tcsjsbgfzjndvvpw9/xuvpwm5s2lgy7/5teq+lxdzhireyd9ymuaowg111amjivu3bgelimdimfk0yfn4/moowyua9zyuzi/dflkpuv8ldnl6xdo7fnszlbgznsqiineglf19hdhtm7eyjhjow g7dji6p3pvrh0xeyyc3rth09plpfbf2mppslroou+hgyjxpeem nu9wznohbdfbmdckgu/u3eymiz3x7uerdg09e5gnq87gq9jedawo4datl8+dtoylpxx0s d/nxbb0wdirqfbfzuh1meaoaeq0irw5th/hls2mzeggyufd9zif81oteu9dv0lole4k7xnzfntigfzokdngw +jq6ymnaru2bepltnp+/w5joyy4zcrtiwfjr4frbaejmbd9gt1fpiyl/n/tnwl4e1ea7zw3e27pm3du9/t0de8+dpftzisdzdrpbajy4h1fsnlsjg2mceaq0pgdsxmihati sazs9s3sebytg2wdbmzwjsulvc+yzc0lquollzyq7ed+uoj28f yqy9p8fs//yzohopaoxlvnx6foed9tdo87ay4b3hgtgku3t25gfhzcnnklf6 slp81pt5u/mh1bcejwvi92mqks78wj/6m+c1ntnhtkk6jereihfhxh7jcx4oyqscapherkypnsluw1l05 pm5eyufdrzhndi1noh4ybs0mpe9dikq7wze8yoincba2nwxcct mou7fu1cxmsrpw/u/bo4eoc/mcf+s+eptq6acosrqu3bczyntj59/ytttuvtsp0qkevfiaoxpzm6hdwk429sv1qwtkvccunvaiwpkou 2ou30rwiofvyq1/erev8mrfikxoo5lndo2smuqnk8xg0g0m7dasbinjx6oh0qmjvy z8ljijhbp+tgkulpzi1ev5voxcaayajoncaak7nnx/vvfcszs28ecoxe3qdzqg1sluyes7kawuib80dg1mprt1endawp nejjakxd8npahsrd/p4cidf4eyvrrplfnohy8xms16vp9ky2qfbsk+qgnh5tqtnpvpm ozpzlykhpiecsw8rtsuncmgufgkzenj182cii8lsulnephoitd jnq5rgvjcxvdidhmbngtlguq1c8vnwtcgbay++v2tlwgck2qfz ghbofrivalaj+v9/sxoar8+zh98bjfognaaaiabjrefucdmgt1eafm9iv8tfxrzyqg awd9tx7nyyce6smrmmtni5bsuwguibhlrdxhpvwzqmgznpzskg u/fbuusxfzrjegyvqz7z2drqdp0dteo3kuwetephe9os9ls5s2e2 19uada7heamumyrljqxcimv0ggjsyuudzedo5mr5naupcxakza v0m3bhzo79w9dvx71sgmzjzfbfvevvt0yqhffdk6mes3gzey7k qct88ry3ync+fficf/3dugidmxghhtlgzdkrjemzmbrdn5ktlex9rvliymc2detlva4s lyg6wnqag3qa64xtzqoht6+qap1kr5bepntyekzu7blxj+7fna lqofvaandipdbekerhvpbhqh6ci9r7o9ljxc3vlysdlenks4ij rgfiw20lv7l+vmwnwhcrwnhj4rmpuyafytlcyoi9jgjtkde4jn d2dtjsdo3qvarxshwo+n71y1n9puqc3n9y/bks5ogdo7ckb9989p29uornshdbg6d6/1dfriaf7niyobena9xgfiaqp47unn8fjlowezz+l7g88vhfmjk p5liwj3vp7qk+k58+ug9s2lgmwaftcbta4389w0alnjaitm5yh x4asvuzbadzvt2/d8/+r/acphr46vkzxw5+s3txrzer4xevxtjihszgsxewdz+xybo+y42r vmobahqc11t3acbiubnntnkq7dotedohy2aavmelrcvyb3fb7r ux0vgtjk78y5tv/oqxv/zll381zfkhkulz/ab6jixmli95ojoljcnmka4jodsczw9hb9pwgwk8zw51cjgfsqw ard3l5+ehwds2ree6wunn5km7zaxmw/dguriirnq5nrxff3cjlsx5n7/5zwuvvtzp0qqpj0/+4x//+jv/+i+4moilp0/wvsztsewml/1sdviiuadaob2y2whl44fqdu3voj8d6uriw82p+zeutp444elj xfiupvnifnohyxaeqa2tpdky2qf7sa+qkkx8z0wf313j850y5b xxxvpx8qklcwslc/p19f397//gp23q7auxsgvvk3p5jj3mdsbtw20lrerdihq6ubizvkba3qzdz 2/ouhtrre1n4zlurlymfpxs27ujonc/op82zdx8aiemiqhcibdqbazt0l2kv0hxie/hvds38s6/9eybr7/+ekrerhbwchbwcgrk5ftvv/2xn964euhsg7vfyylu0vtk18peheqaj/9ljkii0eiflu+gx4mqcmz5nr8slrivcnfhc3rkvaxj87hvlwbj jpht0a4zy7fytcytzcbqdt1leouuf/y8krh359qlce//7u9/+lnisehisehqundmgfhtfh3/+s471y6clc6/gwm6r/mcczzfpi9s4y2d3feiuqmmg4uhzhva9/j5sfda5nvr5iiu80hlpkadogdoh+4lcko0mnfj1ytdx+99+62//o9f/okdd96jiigidg7623vvtxj/b4vtf3x3ja+s+aeuho1ztmihowkdhnzh3eytb6sgv37hrp9u35 wd34crirdbo3qo0a7dscqqavqlvio6/pvxeaghyykj8dnj3nn7rf967b9+/etf//zn/zz5w4kxth2/f+t6rz17lavlnfkhvkcdvqvhjptfoq6rq4xemkalf/jg3hrymyuhrqxss00bikkcc2/fahrnmi2hhtlgadrqnbqajaeduow0mpfrkqdazxtdzedbn82oi 123kvpq+toxz51ev3rljokxs+pjqgidggidjx3a31bzrkz6rzo mubicc3l15awk3te+cr1vsow9sek5ql0jhs4uurjsxp2cx+xau nlkvmqrrryfkfmszs1or68bwuvqlaedmkahuls1tdfsdo3qlqq 0uagxfd6+kz4ylzy64vyjy9ke9mz2zfh9o4v3bhxcvlly/+6vc6fnjc6ji41uqqkwkuwjedrps7r4/iafjlryk5sdvigugfvp7nu4zzscvecnevmkod42atxfl6klvup lxua7zixeiqmurqbzgnqhi0vhcncplmkes7lhq4mc46dhv5awm fsousnxyku9lq3s8qdljq+ffz9oqa26e+3y9ojizevwkhq7hzo bio5gvrrgglvpgavmhq4qonfknt4efob/7ec2syuoepsl7zaxscqnx8ioljtuade3bvf2lx5tftetw9pb1m tl1bu1so3eo1ajiuomumykln+5kjd50qs8u8e1cjhjyqvwpwes wlousedsckiw6dhki8+2bkyb+qzo+0ededohy2dnug+q7faktv t44thd9ntk8jdgm5foa2uivul6yqkgzrftmhmojuj+zs9uv6k+ pyx3zsqumznz7pblssg0qwa/oj1cxpwkin9cd4d1u6rxsdllt9pqk2hcxpfvrehuqvv7x4vjyq j5zyociqjtkdfsqztd4dbsdo3qbaiwxidllkke40cotvoz8vfh 6xuvntnmf8nvkcfrsyxaepoblixcmh/e3oaaihg3aa/xohjciuhqykvefjhuyw/odhixj8ur93ta0nkbon5zvaszbcztygsatllwxdgzlnb9qhuki e+vowzoh4zradriszhmy2ihzpzeidurpd3n9etxzb7z1lub160 rtdqaar/48o8c3kd/zzztqlrbzmqiobxdcdzvysynvagl+sc4ovagxgyisbuxzvtomx zhzk5gkuw/iea7zizvarvyldqbqzt0qvqkquehrxhshb8te+g37es3h2q9hr a1wq77zyncqldi7167noxdswdzjxlxgbmhnjd9i7fgdruyn4fl tgaqmf+bpbum+kx5+ehh/93j0a6da7rd58mixjrs4bed2uh+fksxlxz0/v0slvjutlptwguaqxd39i1hwuep7t6iu/zwoodaxfhwwidxgwtz1iqepoapp0ppmdmjra7aqsf/+hdoh04b2qezrgeiialxr0vw6hxtfkfs3lqpq7ewajwmkwovdi xbqqokqzulkwf+cliluxkqhf2potrsidlvosp0/neow7ik3w1kuq8mnb2s8doxqrem21cimmskqmuepqkldtqstvb w02hv4fqzcnohy/r6vuqlotky2uhysistmvsomccefosnp8xlndxj9lhdgqsx5seu w4hejvangl1wgh4anlv6bs7m09+wz6tku/v8maxkwydsorm4rrxu2maludwlzrofidzksq4gnozbmdlgmimu u3p1ks+hk87khcexiqgxqttkdiqizc3nnbtdoxxbazjqs4unjx wkdqxituosl3kadmrrznd3f4lkaexknt4r6d/t6p6v6vssreozmpjryfuartirpnwlxtdvchjz6jvsglj7+9bqw idi/o8asvinbmihzibvadxctgek3vzorm1bisjcslav6gzkwo3cnup jxsqmjbp9y1zycgbx/m1aquj8fkxkw1iwkg1jwao09gxazziga35sympsyjo7agbqdu2 qebaqjetlq7l29oh3sxamryafnd+va1urxmgumknq3ramxqvmz 4qf3t1uz1errpwjwtkhy8hziwpbqjt0raiso1jw9+jzwejq+lw zsqwy9kgwtemgwnmhk6xhekdfsd6uu9curyqgz5wew17ywklgx jt1gjbewunhzljyvcuxqswceddm9aqpore78vfdtnaf7dau2ey w5mmjokubrohzjb1cwlde2s6pgngjiwpdlar25dyp0odak6do1 xxa+2bvrkuhw89djppv19ftbazt0jhsk6rgxnbnrdv/1e6womctwet4tfvmymy9upfjg9llz04g+k09fewwhsldmxyjst ril7+5npaiyikqu2szq0flaybogqgzn3tcnq60uw3gjayoddet 6lan62ckzp1qpm/phtmuhm49d51oj5pjadagdugykajevmnwxaohyqmzq4mcb12+o jh29q/hpayykuuaqxdvrh1+vj4vhxczfnir3xfwb2esgdoyn+fiqjrle e0zn3wa9k//xle9xdxdruditvpptor26abrqmsay9ri78m7n8oca+cnzx1smg 8r0u3mfcurbu9sqf22znhmufheu71jhzloco1h+hdjwxrygden yarbhz16tdp6g4cryw20641bgadtclqiuylvg4s6mnzs3hjk73 dw35cd9tugxob8brjbt8plhsrgrwxavwbldzeuzwofbeumojbe r9vuh1yz/cn/p3x+oqthxg8g2ugorkisonc0vjslzk2mjgg/fyih6+22anbx7u8x4jkduvbd5yutp5x08dtxvwob9++2gukvtn ejiqderdslw7he7u2k3m4yontdj+lskfd0wljzk2a2dzzblf47 vlh0bfu13dp7iaaakiqxdkpzgnohc5kjlmkqy+doxurglelfuf qyt2gisfxqwwvoluxkjjbciti3e6ffvj/nrywwwtbyubii6o2uli2go0vtle2xw/v8cw9ri9whazcodgl4+ayzvgbgzv5zdprai1knz09ynbvxdkic iqkuhnc9brlc3tjyslmxtemmspwdebu3b9+yfryctg3j+tbakk arbvi9n6tquxvzkvs0bsnz2jjvqpdqbj7mo2qsmhfiwlaqdwpz irq935zq3nmdkji4fft2vv7v6qhxm4b5h2mray4dotxlxw+xpk ffx0sdzt2qevnhx4pugaiwxkiun1avt4+k/hzrjjm/01yiuk8brerdwlaqdwpbqjsmzbpd4jxxaidikkfh4ehxr1+nf4 zfeazwprkrkajedvr8hzo5c+ljkhpmph1whxi1bjip7c9bbutd a5fcggnphzusv/5kaw+chtiwnb0yfpwdmpbndgsyoweafkxpycmjioqqqqpy9ejr acdz4zjiqjqdrbk1tir7y13rewebv6/knduduuu+k8jxpfdikqzztx3lzokxxfdu939kctcogquuhtiwx dtkrfdotmawldmzmymjo6enx6wjrwca1w4dlbkvmalmr5a+fzc fkz4wmm332vkzfiaycczl35phu61xsjvi/pl0tevp8zsa2ecr7lsed5yyjqpolhz3nmodpqxcb3ewmtpaa57 4fh5cxnyxx36p1wpdopy6pxrfkrqkmo2hhq4nrvysxxazgslfp dcvnosidu6ygf/s4fcuhhhwgenql8mistxkqx72amb0me3r12ikov5ns8frcqrki ztqdq1wa2fhyvhy2jurv4xgowthyg8c2ufwmuayo1loa6rft3u h/7spe3zuf7y3gz1vd80hilgjva24cdi3kjw059b+w3ji3ywxd89 dbaurwlg5u4me/2s2m/ft2xcfh//kyrnxdb9ebrtdib+3blxmvqgvpswpsyltp0w+f/wy1tttvqee5iu22eqxbl63jiw48enbpfoppengaunggqfjhdcy ogya1a4bagq1oju19aoppurq6nlj8osrwjqlo5jt1y3ckfuxlk sebkumjzavfbisgunp0ht70xyd1irevu7ibfnnx08xttcblxi1 0tvtvadptlbx8esl0yqonmjbtepziqcgpaulkipq27ztjppj+c ov+wnptbjtl9aklet57etwzgyh+b3y+0urp8pmyeyp3w4hsojj 4b2yyijvyz814djczifnhtiqpo+qseb5h4w1jb0cak5evrochh z69gknj70eatzvcftfwkbtvtwpnjt7zlca/5ncoyqjaghxyjmnha98naobntl2zmqkiedp5kheps9lcuu9hda o7rlmo2qsvuja87qe5h0y0pb2sjlkpk2bwslcnj596uth1/2beydmrkisc4fpzakj+7+ehh25eefacf5tsif182wk+tlkrbyn rujlbd+q5t/v93hb3yqsqkvvn7rduwsr0jawrerdwmpbiqbaibckpqbonttxj bi5c/h1f2bvgvuklylsddc66tmrly+bomxy5vvrepobaeuyffkvwvmx iybo1dxi+wtxr7pjyu9evkbibayc2qedgrndxojvarhrrdseaf rvvc2epxvr1q2weft/xvxsucsta0oelmj/ycg04knamlymsmoujpw84lvrqumjueghuyf2e4hgynlr75at76 lu5fp4mkilcxdie9qbftd5k+wpfqb1cnfdeamwjqvxwowshshc yrkubjamm72iy4cagpv378ffxexl5tln7puiubrtbm6m2dir7j bexqzcxjkphvlgufdzyt9u4usvvjfpkrbeiukpgng0pilkge6l 6o3+9pu9qqh+s2fevzqwwzw4usn3qknht6vxspw49mgdmwf+08 4dp0aiermk9elp61jz7fda3ayu9xjonmmxsszrh9v8gggoozsb wysx4ngxcoukeikaaiazz4+hh4fdcqz96pv6lupfs7fx2aeeew odkdye+u1/wvz89nn8db9onlz/nvgrzwmul9er/vhnpzwjjeq5vyp3nnxv2lthg7+9t3r5p7ymopmhphuykemfqst 8a3v3hauhletfng92jilumilp5dbuztsgdmg0gkuxqfoacawei xed06dbtq3o7brnza1lskrq7e111zjsuxidhwpfqqh6brvuapr a1si1ij6srxrvr4bdxyuviokb/+hpy6pwkkjkxaohk5ytjqwlpxx0keymnhpswiedmvsoorf744/s01pmnvav95uzhaijokzdudlta+3qyghpn4pwchd4mladfxj9o pg/hxqwgo6o1oseodu2bdnonc4blz0tl7tdkcd99o1qaiqgxgxri1 ussfye1rv/beqolwktyfbguynquxrudgroyedpqu01lykm0suk4+qlsqiscp u011qeb/pv35ifcrrmkttlvfiuaarc+hgzxs1pgmihbagwlgv79wiu/efftczw6xawjr8+elts4+nz48yns9nsilhzjbbarfsd4j12udv ldaxcnvxmomjgejywov/vj6zwjhrqegmu6+bwbvq7+smjez7fugnpajpgsvgwbeciekii4 he5akrw6/kfih//3emhter5eisds9dp5gielypv6ybpmo0nhb+5xtlzaunmrwbaou wgpvgaphz4k8hqzaiubqaaop3uyjejoagh5exlzh2p3q6nrimw i2k29ni71mnfwcask0zf/7opowefpks5pijx9syjh7x/8uhhpyhvvqfekgjvr2zh/74skvskebsg7nq6ee7smy++v+ut+2kdkjsdvj0p4jfxw4qbu6r xsdllt9pqk2hc7nvao5rkwvtvgwfphhwyurrdvnz58uxlx/mzifkplmph0gw8luzwerh65hugru726psrcdfrixfml7l/vysteu2kvb2y2whzw/sov9oqweu9hqtskxfot+lsqiwptiexzq5flhtcven7bavsmnag s8mje8cjrz8zdk1w0p+sp46ojujo6l1799lfwul9scssmpoamo 291w6bketfrqvyrxtlndl97rduxkdbz00p+mrn9o56tkwtmi3j cd9mh+vf36p8tr1ccrtkiidfkwehazi/tzuvd3kp3vawkg1jwao0jdxqdluqkj4ocnja/+0yz8+chtt+mjzeu3fp19f3woulthqo3y/xw5xgzofbgfrd2wkabmaqbfrxnavkx/9h/s//si8ues654wdwiq9olen89cjmh88f5nvskeqlqiufony4wg9a7q h9qkscv7uk7bksssnychbiwapt0gwg+fkglaz05dxfuwzcqkb2 9k+gr4vf8tlnn0vgro7bcqbjtyqnle8wwe//5z+zuufrfqyaf84h77yfs1jzi9nxpy64bvtkxu0d0v6imaqx8u pfpo2rwwpuygmpcnug9whbqaup7gmtdh1xunnc0ljxxntebkfr donckjaalzwub8bnxg2ad6jrgj07wcyziduvzj8poqlazp1aln 91hjtjzonp6qsxluzs7hteuow2kbsktry2mo29yg4pvgxuis6c vkz4vlfquxax0/uzn5369b/v2rtu8476f0cjgnwh+qsrcuu9hrqpso8oykbt8zrrfy2yp3n6t fcjz1xlydorln+pevnhfowvjujchtwyn3s1vfualqpcvaiwlwf lloezzwbxqht1dxuxmthr168ncglmr2q3w2g0arvamo29yg51t pqlfjkaagtt4c6thy9ojz55dccu6ug7ah6qtwofgaodprtwfki g//klgwqk19opebzt0me/jxg3p4lmzdjhymvl8/x1zcnjcedy6314vb1qw1/et3zdlo0glibcekbtkxq7lp85msm2zl7i7gdf31u1ohw4m6gg2 qeeq4xk+fnjxyzpnhdu+de9hsd59fchg8m6a8gqnpzkkxobvqg aght0xvlwponx0mw2b9++psqkpkkiwngjr7fhwxzonaiuv3b31 khpa3715o5lmybnirtdxm6ubzuntjq4evmnvoz6i1obv35dfm1 eheqwsesirxjbn3t2bwf4lxu/mmlc/mfesaqaqddl3fa4erkbgul1etc8sba1vnkf1fs0h/97/dej7zu1nvkuntmakzfimjmzk5oteqrx7fdszlgsfmp/7jnh8vq7jelw61bb//zpzhyrkmwa8lvfhn62avtzccgyjysmt5x4/pablzhvxgxqcwcviupuyn5bbavs1dnwjmjvkpgtjetwle9jtgi trtitgaxj/9dp5okoumppd9s435/mihtdjbwi9iyyn5qimdhwk/186/e/+20gi+xdyk14991zfy/m6fuus2gtw+gkp6dnzwwrjonyadltiqhcibdqboypdvjwofcdd 1awwdnzla6lpwwxsv7vv/m/8fqfmhanv5q9naqvzq3kqcj0kgxqoewaprirvnxsjet6trrlk1 cnhaiyde211dhr0vs2brj2tll0hf4fg/ldcpqqrorzy0f7i0vhulw/histrsl5+by9gqpjrkdgtcjkqvbufvrb/4xnstjzlcglrbbyr955j/jmtebfsppz84ocgs6do+fq8dh9qrcktrawzumf7nbsnlut1r5/nzvnpn70v2qrinr/av/dl0d5dag3bqbyljb+l7755islnyffqmaxaisfwcwli5x/b//n7tt5r4wkkaa3q8lrgrpkakg7pln26z2r4uzatab9yannbwfbb 7tz4zt/pa+untqqexbcknqk6mlv8lrk8m90vd3tcjtd3h8pklrqxvngtu ozihg3eufq00u64qkwsfirwsz+jwodmsu6hbmzxa1wvdiqdj9m 2q4caixgy25ubnh4ojvntlgsfqpyid/rhavof5v+l4a5iibitu3nib/nj3by1tam0+ls/28wglq7u6urq6t+pkurs6//4ye1szidhr1vvvw2bju1nxw+32qy2a5qnjrw1tbkysrq6urkyk o2my0sifretklucrnciook21uohyovsvu6hwfyfx297wcrkioa ghowdovrmyigha7hdrw1tsuzcxgllfrjnwhgsca/syif/693d4f8osd5nauz3oaartdmvxllxn+fi/79lrmvx5v15qbtbsz5y+x41/e8//ocop+8nuvng3p+mltlcavrs964ouun89f/ubt352uzyudsct2bf2l+kdf9/8g40dgn2w/etnjz/d/+k4t17h+j3d8bfqvsztffusqlaac5xn5/zgxsbfqofh32ijfiamtr+0bj5uzmw6ifiqjbtmyjjiwslcysq6 uzxx3fang83iswqfe/pkglkgqgbfstzw1vasqvanglagho6pvzvyzavn2078nyudy+4n nms1kkerhz7l6fbw1ttz1vjzpjkioqenp62gx2x587ojr6f5yu rq6f2cfbeh2wzrfynbqnqqhafksj0fr5unlsvqvvgibzgigucq 1w2/d5tcytqrd9r5ik2xfvydcovkq+qzio9/ujakdx65vkzd9vpvjpmbj6rliuheo47apatezb9wwlny/fktv+sn7+c+dr2/r6n6fcoval6evbb3kh1daslbd2pl5dfozax6pbgqgbisukzozh oxcnjvu9++jsidhlhy7vuzvo8fnddfl5gnl4l2ahbowfz/kovd06c+ngsy8khs8kzkresli7wszkntd95jdg8urbvr5tcvw+/jhptvpjkuwbmzemu6lufabf5xkjo6nxrfjb5/ntbv6xak1w+4of9fnaobbqzxddw4draltlavqmya9ywcsfx/zh+96x/8dbeksqqqrv49j+q1ar+3+cvomhpxxtskki8q9/dwgxmlgs9fe/aj4+brmmzfu5mlog467ummdgbablifhgbgjqwjqizsz+cv9hyj py43fcdylxmga47eae4gotw20g45m79wrffjuaxfqaxqk//z3w8fl+8utob77j7u8tdlbylaufbf7+/jdu3oj/ynh7whg8b/i3ih5ph1wud926dqkj02nien7xiyqwa+57781ctmwxl1tvsxjz r9abwcwwkit7p7gfhvz8/icagfonto11rzwfiql6bquh9nhr9fr3vumaacrj5uwd8pfjylg sfvazrd+/+m8/3yytsuf/ygad4edbgwebad59jqljzoo/ar0ez7pda9euzzw5c/hixuvfrfx1ncepf/xff2tycvz3dhs4umvezm6do6ojo58/f+7qjkag4wudwfdswdgba1t2715z5cp5feud9coeqsxcuhdbgg v8pt9rr+nrejidoih68odb8pdwfstwndc3u7o74wuztlz48ej5 8+bb2w4ixgtoa2uliijyvhlz36av8yzh2gfvvvvwvlzkzotjky f7p6eywcx6vd67h3+pbvarlaiomg9lbvrvvcxhx69cuvkpvi5d xzwcvv7popfrpgmwgoddumaytkb+wwsdyl179wicanjycug/vpqgzgyz/xvwd7bdgic+++67+pj4oxo2covmaaaqrkleqvtmljawvnjvo9f 0dxxbhrx70ev1nz2d9n4b7ty5exmtawsbd3d3w3scbggeaplm5 upeecryuzx+drv7oxdgwptp0x88edbgr+9clepld3c3zcbuboc 9pt3z2dkhisgbn28wi8udg+a4xllzcw857uwn01vwvti/+qspnjycqkgo+idqeivsnlsikbi6f55hq0mdj8dzds88kp6eno aghjf6cyvfkpmzuxdhwt7e3jf6c1dhs8on2dh97dbonllz7i8+ +ig8plyoqgiobwu4jldvvue7tbedtmdlx7h3b4vc4yovkxiseq rsb2xv81bqa2uhhtkgsber2iezenp6ghsbx+71orzorfmz1q1b 15em7x0gcmjms2k2dlm7pcjq6twroaghixcvbmlpgwajc84omc f4dggaqkysji2nxb16tzd9c+gdz4fmglndxozp7baaylvar1y5 ehqudpjwyw/aiuhxs0murbdu3err63vgwiervxrg7jazjgehaacz2xzr1q0pu 6zcvhhxfk7awtkhm+dskdfjptseafautwvxrudg4gfpno3pgzk tz54d1ttujculxcbg3rlzr61wj9heq9xyelzxosipbltlwsa1l sikys7o9vpzq6+vd2zhpikenp6+eokq+gifqrlc7upeecqoigq fwrf+f5lmtntp0jlz5vtvpvv0vcpvt08pzcbuzydnz54ncwtbu nqpft+3wcwgg8gbzvfowwq1jjjumpls7dq1kskp4/b+32awweqlbhinrnjnygytyescz2b1dxupksnr1q3zjrwls9lm p0hfxexqjpotx78+lcxsz5499m0c4lo6oztnzzq1cengmmmlgx gndx48ca8pz83ndxvhni1b2ogzz88wlfgwy8ams5cujbi0lctj ph361n/fpy8vb4xyhceqijmhsfleirobgyfvvvwu7ottcbedkir5/vz5+pj4hqsxvlzwmngfs9ms0+ngw1j7sz3hyldvmqe4evrofhx 8wvnz6f/ku9dpdpchhwnikos3tcwwgawkstrt7rqkxyyng9ls0gbn9vygj eyj/q3wrrtd7u7u7du3r0zgbt++nxfdwrva3dbwbscme9hr9a2trq5 zhjaydasxlkxoth4/5uw7ojq8zq+bm+hxeaiculoxholuknxyin13d3dermsmtztshw z7kdio0x+xxgohvqu1rkwsiymjpdz8+vxro3kphujruvebey3s raftvvrumeu0gaibzq4odl6/fv04mqk2m+3pd80uoaghgx7fleh/edzemoyddsrkmt2+fxvixilnz5713dusiurcv4swc+wqx/grv6/gxmskpawn/makmhfijnhkhq5kfn5+dht0irmnhpia1s2beyfmghmhjhfc3uf atcbtswphoqkinj596us3dhrunxcol8t3797t5+e3a9cuommfi wkr0jbjnfvphmlv3r2jiykvx7504gu6j3b2yaw4o2sm82ehnki s/ostt/7+97976h2mrcjxx6o0vqtvibasw7yspdz87t27jpp94zhexv0n 7dbeddpddxw1y+1qo9esxbo0ls3ngseuuiccdgeugtgay+xcnc pm8pl8lpfrkrfu7u6oioratwuxjz4yluqltbw1nbs7yq7nznnp awl0dpscbqs4hi4du5h1ol1vby/mibyxo9eoeagcvs2voaehkslpzzo13v3ivcguoutzxnhdipgmk 9vlh4pjuaufz9syeu+coogqdjbgrvbtr+bjdds0gaxhjhzx8/plyspy+izbarxcbaumsmvtlbjubt26fr8ff+hcbye/svtgnpu92+/hcbg3xlgsfhfe9jvn5n379iukjdx58srvfwcgxxebczvk8/nlli2ljo7ozc0dz0ccjr90ot3xx38dhbzm4xbc3rciboiymaxb tgjr/pnzve9mxd7g1g4lcwvj4uls0tiephga53djb5fi9omnny5ysmd rfxehkpfdtu3nrfmztm3b5q2d+vjziueq2dnzywfha9asgx02x tayjuacioatghsxm80eqyzd4xcul5uwlrzlyxbh7tzxe9rqnay uwgcnrupm0irebevrgo3g1b0a9+/fnzvr1vhjx13deboydab6y/xjyocndq2zmzkxmtehdx4c6x0hbee0ntv5693k2efrvfnt05io ty8fpw4pd8/ly/o+ju6tra2wajkdojs7yyikmyqsswdnp6t7acxmc05otnr09ppn z13df1pggnbs0kkzsypt0gkx3l9/f+7cuymjiqufby598ugbvwmy4diqninckutp06djymlov4xwfg pqaucwzod6+nqyd8gmho/njmeligiyefpmljquj8g1cllvggrbvv3229dq0gxlljktzxnwp wggw6vsdipkpvq5cuwiryu8bpkdvqvhbqxkwxixvkuziqamput k5g3btrn/wouaqjqtls1zwvkbaqehdx50zozg7jaztpgd2udxeberev9++a u3lslcqjtmgfvpgooqqjrduvru5ofnd+vwlvd3zascptukkorp 06cjcqkzzsx4/pjx6f/qlprkjzvnhnzolyrjstls+kefmmzisdy7d2/q1kl5exle82uqr6+hwummag5u5vp5ru6fryiqcmz0t6k9qnxq/fv3bwqe0c+b5hkkumldxr3nxqo1qxzht58+pxxq1dvr1rik/bjfurkjxps2a4w1rqnrlby7z3ukywtavxt3zgsk8++wxggeqbx psus0zdkzuql0ds88epvkjzpjxn2lnyasitiymubnm+fod8c1w i39nc5r2sgfz1+9erwfn9+pu6duktvoxooxvqsvzlkww5lxu6l uycnjh3/8stt/c+hjsvjgidmmsfqtmg7mcm/qnty2hoagfvxvv257jqjdbshcdp8/fx4xf5eskvlkyrohncil8w64xg5sbozu3bvh7qse4juufbqebg bevn3b1r1xaezskkkoeydohiagbt26lx5kbwrswfg4d+7cc+fo ubojeajemzhmppmnt86do/ffixeu7stosdsoetzeqlwriiiicnnz5xl5wptjlgwga47jcmjh l2azwafqoll8gcviyc7ojo+p97hcwk+a4zh8isialuof11yzod ppxlugnsi6nw7zsmvllixpa2tzdv9ehaiohmdpnrbpdu/cuzouldr//vx79+65iqopvkqghgav2bloncikamhocmlo0lcqi8uzgrljsuk ikcjjb+1ampqa3ofe0onob2+nf9oopd8ikai9vd3vvris1tbw8 pdwrvu3utvbzyiknju10wxm1w4xdnuzz09qundq1avdkv0f5h0 yw2l5hwnhs9kzzszyuhgjm9xrmqbwpwegrerdgpepsjmun2/eda0npxpmjks78hmcn3dyxv29yswkiiii7oxsd9sndavsmmm5v wmg4ubnm4gbgwfpnnxju48ewjwggbaqdwpcqirnunjyqdxqkcs rvwn6apamjcsuljsmum+ob84omehc2seaqkvvzmdn+/v7v3z50iudgcvwdsgmodtkjpvpdgeauqk0iymjishbjtnog+kw 2sgcilydpgvxrnxbmpmqlaqurg7aob2qjmnhcjy/dtihscratwrvndlzbakbq/rammbgrnflifyiwlpapphx7q709vz6xdz+npudmji4atuqn8le lmlk9ff3brddi8xc4xdwrfktebbw4sqjfw6ai6lx6+vyueeuqr kkk8kkk8lcexvr2ng4y8amrkwsd1t+hxeureg5fqxqkbqe97t2 e9rqtukhchuvahh79u2wslcjr4+6uimaaecsjp1dyaexq5ik79 27fxoaghmtu15edp0gmnaulpb6+pjcuhed/plbin6b1wo9curiygcgm5czhcirdojj+kfdh3x8fnauxes+z38 h3gpfuuephg0jcamsrhr1xyaqignaegtdunujcqmeven+j3by1 dx1ysefvp/++4cph/auitne00frndmzmymjo6ury9v9guagjqguri45ofmzzz5z57w2 v/ihhryuferfrsumjhyvfxlq5qi4dsgmd1g77ko7uzs6onrz5s2e sj8frh0ya64dmsad1g5twcyw4ujif3//m2fooofknefhsnaynz0dergxceng+gn8bglcwcoml+8sfyw7d+ 9omddh/pnzru4iledouma0trbcnaxm6o3tbw1tdxuv7mngmgrnz0+ankm 2ttzvfzdl5xbvli2lizt79ix9f3ufyn4hm1ybdzgqs9m8cepg8 pdw8vjyv/dlzgdeitng3ifjpclvccasisq5otk1ndvvqxpm8g6liorgrd9j c6xkwwzxvquzflfynjiymjsu5m61gw3aqjtmgfvpgomrvwkgpb a21s/pb/pmzfrlatsqr1alcx/g7jaz7jy7tffzwrkuflrmzrq3ld5va84omqfnh4zx0nmhjrs3b kyymohuqvpox0r0fm1sd8z2oowtdyryakisdmmjfiny+fjlf3//njwcv3dkoocjfsyaj1owxs1ptbirxbt2bqchp3782mnvi6iol8 ul2djj7rced8gml5x3sjmdo3a4esyipo+qgfc8q8a483mhdnbq tskpkwlpau7eszwg5x1cie5aibbkzgqkjiz6vg4vbaizhtra2q ioqe2bnrljodobqdueucpl5evxcxfzwvlwegabea0xl14mcqnj zc01m82u7ssgelwdwq1w+ksuge4cn6vveupgdt8/vwsxlrhhpy0wi9vqdxuvpa+r1qrjxgzvcj3jznq5c2derittzk s0yya83g4pipjijo55r+hogi1gsvjswmori2iwgpbv3z9t2jq3 pbmrqrc4bsyauvzubuehewoqlco7dm/hol506djzs2bx+xwnvj1wq0uqhgzjj7ddpvljzrnhoow9kctjz rpdcgdpfyqsycqvk+pi4twtwa2+vh6uazkgubnzoyog9yeqcjq bm13dc8fa4xdmzjmzbnkyj1q6leqldxv1nbt7vb3cvenmugfe4 uaagxvnzjmzy8cot6p1ywazyd4haxoagmdeitn4pb79ympuz50 7d2jjy8+dozfwbzs+8g5hvrpmugfvmkgxwq0ljsx+/v43b950n7qqwjwggbaqdwm8tyrnooh0uinhjosghni4ndf9i1i vbjiynji7bacytkb9+/ehhyw5zyiirerddfivhjeexzvmukrsawzmzmjiiv21pqamr9kh qrbntu3um2/wfcikampq8prtigicse5otk5odpmjqvtbwzemc3uvpi/ozk54g8emiuts2dnp6l44mpr6+pcqki0bn47dqirhwetlc83gh m+hrqoriag33ivv5pjnzoigpghhbl1dnb+//9q1a91hd4tarxbntblui0aj8zq7mhedoiinrupqxjgyo9f469a tdz744pjx43q9fizewmaw0n924pf2cbk/xl9+/d133z1y5ighutgeahkgkis/+okl9957r7s01nv9gxyi8siysrjcq0pd4zsdguacaozhiymjqa mpll9x9ng7tfqtcogqaba4evydcxrfexmtk5otxxswgtlshs/ngqdjxhilxelfd0uaghp8fx137tzp8m19dsxn4+0qaofaijdra +0qaofaibdw/wf6+harxyzakwaaaabjru5erkjggg==
http://im17.gulfup.com/A8Mo1.bmp

ملخص لحل المســــــــــألة
ملاحظة: ابدأ القراءة من الاسفل الى الاعلى

free_math
2013-01-02, 16:02
ما رأيكم في المسألة؟

الدرّة المصونة
2013-01-02, 16:03
نودّ مسالة اخرى
مسالة جد ممتازة

الدرّة المصونة
2013-01-02, 16:11
استاذ ما رايك في حلول الاعضاء؟

free_math
2013-01-02, 16:17
طيب.......
اليكم هته:
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db

aya99
2013-01-02, 16:20
ايــــــــــــــــة انتظري حتى نكمل بعدها سنشرح لك اوووك
لقد اكملتم المسالة اشرحو لي بليز

الدرّة المصونة
2013-01-02, 16:20
جــــــــــــــــاري

الدرّة المصونة
2013-01-02, 16:32
استاذ هل بنظرية فيتاغورث؟

الدرّة المصونة
2013-01-02, 16:33
اية ممكن رقم التمرين؟؟؟؟؟؟؟؟؟

أنا جسر السعادة
2013-01-02, 16:36
ممكن تقولولي الموضوع من اجل المشاركة

الدرّة المصونة
2013-01-02, 16:40
Ad=1/2bc
نفرض ان طول bcهو 5 اي
db=2.5
dc=2.5
ad=2.5
و منه نستنتج العلاقة ad²=cd*bd
2.5²=2.5*2.5

free_math
2013-01-02, 16:41
استاذ هل بنظرية فيتاغورث؟
جربــــــــــــــــــــــــــــــــــــــــــي.... ........

الدرّة المصونة
2013-01-02, 16:42
ممكن تقولولي الموضوع من اجل المشاركة
طيب.......
اليكم هته:
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db

تفضـــــــــــــــــــل

free_math
2013-01-02, 16:42
Ad=1/2bc
نفرض ان طول bcهو 5 اي
db=2.5
dc=2.5
ad=2.5
و منه نستنتج العلاقة ad²=cd*bd
2.5²=2.5*2.5
لا تفرضي شيئا....................

الدرّة المصونة
2013-01-02, 16:44
Ad=1/2bc

و منه نستنتج العلاقة ad²=cd*bd
لانه متوسط

هل اجابتي صحيحة؟

الدرّة المصونة
2013-01-02, 16:45
لا تفرضي شيئا....................
للتوضيح فقط

free_math
2013-01-02, 16:46
Ad=1/2bc

و منه نستنتج العلاقة ad²=cd*bd
لانه متوسط

هل اجابتي صحيحة؟
من قال أن ad متوسط؟
اقرئي التمرين جيدا و ارسمي الشكل.......

0Girl0
2013-01-02, 16:48
sinb=ad/bd
sinb=3/5
sinb=0.6

wa minhou
sinb= ad/bd=3/5
=0.6
0.6=eg/2
eg=0.6*2=1.2
el missah = 2.5*1.2=3cm 2

free_math
2013-01-02, 16:50
sinb=ad/bd
sinb=3/5
sinb=0.6

wa minhou
sinb= ad/bd=3/5
=0.6
0.6=eg/2
eg=0.6*2=1.2
el missah = 2.5*1.2=3cm 2

جيد..............................

الدرّة المصونة
2013-01-02, 16:51
اوووووووووووووووووووووكــ

free_math
2013-01-02, 16:51
هل المسألة السابقة مفهومة؟

الدرّة المصونة
2013-01-02, 16:53
نعم مفهوووومة جدااا

0Girl0
2013-01-02, 16:54
na3am chokran ousstad
we khawla aydan chokran

الدرّة المصونة
2013-01-02, 16:55
العفووووووووووووووووووووو

0Girl0
2013-01-02, 16:56
al mo3adala hya ad 2=cd*db haka ousstad?

0Girl0
2013-01-02, 16:59
ad2=ab2-bd2
ad2=ac2-cd2
hal el bdaya sahiha

free_math
2013-01-02, 17:02
ad2=ab2-bd2
ad2=ac2-cd2
hal el bdaya sahiha
نعم..............أكمل

أنا جسر السعادة
2013-01-02, 17:02
رقم التمرين من فضلكم

دلع المنتدى
2013-01-02, 17:06
مساء الخير
انا جيت واريد ان استفيد وافيد

دلع المنتدى
2013-01-02, 17:08
freu mat




هل انت/ي استاد/ة في الرياضيات؟
ارجو ان ترجعيلي درس الاشعة والانسحاب

دلع المنتدى
2013-01-02, 17:10
لايوجد احدا هنا؟الى القاء

0Girl0
2013-01-02, 17:17
ousstad el hal ykoun belmou3adalet aw issti3mal nadaryet?

الدرّة المصونة
2013-01-02, 17:23
استاذ لم افهم الاجابة التي قلت انها صحيحة

free_math
2013-01-02, 17:23
استعمال نظرية فيثاغورت..................
سأعود بعد قليل
أتمنى أن أجد الحل.............

الدرّة المصونة
2013-01-02, 17:25
اووووووووووووووووووك

0Girl0
2013-01-02, 17:27
nadaryet fithaghoures ok mé bel mou3adala??

الدرّة المصونة
2013-01-02, 17:32
كيفاه بالمعادلة؟؟؟؟؟؟؟

ran mori
2013-01-02, 17:32
ماذا تفعلون اريد المشاركة

الدرّة المصونة
2013-01-02, 17:36
طيب.......
اليكم هته:
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db

نحلوووا المسالة هادي

ran mori
2013-01-02, 17:46
اليست هذه نظرية المتوسط المتعلق بالوتر؟

free_math
2013-01-02, 17:54
السلام عليكم.....

ran mori
2013-01-02, 17:59
وعليكم السلام استاذ اهلا بقدومك اريد ان اسألك شيئا في المسالة السابقة كيف وجدت زميلاتي bd =5

free_math
2013-01-02, 18:01
لقد استعملوا نظرية فيثاغورت

ran mori
2013-01-02, 18:05
نعم صحيح لا ادري كيف غفلت عن هذا الامر التافه شكرا

الدرّة المصونة
2013-01-02, 18:07
و علسكم السلام استاذ انا اعلم انها فيثاغورث لكن كيف؟

free_math
2013-01-02, 18:09
أكتبي نظرية فيثاغورت للمثلثات ال 3

ran mori
2013-01-02, 18:10
اليست هذه نظرية المتوسط المتعلق بالوتر؟

الدرّة المصونة
2013-01-02, 18:11
قلتها لكن لالالالااا

الدرّة المصونة
2013-01-02, 18:14
Ab²=bd²+ad²
bd²=ab²-ad²
ad²=ab²-bd²

free_math
2013-01-02, 18:17
Ab²=bd²+ad²
bd²=ab²-ad²
ad²=ab²-bd²
خـــــــــــــــــــــــــــاطئ

الدرّة المصونة
2013-01-02, 18:19
لـــــــــــــــــماذا؟

free_math
2013-01-02, 18:20
ماذا تقول نظرية فيثاغورت؟

الدرّة المصونة
2013-01-02, 18:23
الوتر² =(مجموع الضلعين)²

ran mori
2013-01-02, 18:24
bc²=ab²+ac²
ac²=ad²+dc²
ab²=bd²+ad²

الدرّة المصونة
2013-01-02, 18:28
bc²=ab²+ac²
ac²=BC²-AB²
ab²=BC²-AC²

free_math
2013-01-02, 18:33
bc²=ab²+ac²
ac²=ad²+dc²
ab²=bd²+ad²
جيـــــــــــــــــــــــــــد

free_math
2013-01-02, 18:35
ماذا يساوي bc باستعمال النقطة d؟

الدرّة المصونة
2013-01-02, 18:35
مممممممم فهمت الا الوتر في 3 مثلثات
انا كتبت النظرية لمثلث واحد حدث سوء تفاهم فقط

الدرّة المصونة
2013-01-02, 18:37
لــــــــم افهم قصدكـ استاذ

free_math
2013-01-02, 18:39
أكملوا:
bc=.........+.........

الدرّة المصونة
2013-01-02, 18:42
Db+dc=bc

هكـــــــــــذا

ran mori
2013-01-02, 18:45
هل هذه هي
bc=bd+dc

free_math
2013-01-02, 18:45
Db+dc=bc

هكـــــــــــذا
جيد..........
قوموا بالتعويض في:
bc^2=ab^2+ac^2

free_math
2013-01-02, 18:48
bc²=ab²+ac²
ac²=ad²+dc²
ab²=bd²+ad²

هل هذه هي
bc=bd+dc
استعملوا هته المعلومات

الدرّة المصونة
2013-01-02, 18:50
كيفــــ؟؟؟؟؟

شيماء200
2013-01-02, 18:53
استعملوا هته المعلومات

شكرا على المعلومات القيمة

free_math
2013-01-02, 18:54
عندكم bc^2=ac^2+ab^2
و عندكم bc =...... و عندكم ac^2=........ و عندكم ab^2=........

free_math
2013-01-02, 18:55
سأعود لاحقا..........................
السلام عليكم...........

star maria
2013-01-02, 18:56
مرحبا
هل يمكنني المشاركة ؟؟
من فضلكم انسخوا لي المسالة او التمرين الذي تناقشون فيه و بينوا لي اين انتم لاكمل معكم

الدرّة المصونة
2013-01-02, 19:11
طيب.......
اليكم هته:
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db

ماريا هذه المسالة

الدرّة المصونة
2013-01-02, 19:35
الا توجد لديكم افكار حول المسالة؟

الدرّة المصونة
2013-01-02, 19:42
اوووووووووووووووووووووك

غيدآ اء
2013-01-02, 19:48
السؤال مش واضح
اثبت ان ... ???
الرجاء وضحولي هدي المعادلة

الدرّة المصونة
2013-01-02, 20:16
و الله انا مثلك

free_math
2013-01-02, 21:21
السلام عليكم............

free_math
2013-01-02, 21:30
اليكم الشكل:
http://im16.gulfup.com/S1JY1.bmp

شَمعة أملْ
2013-01-02, 21:43
مرحبا
هل بوسعي الانظمام لكم؟
..
استاذ هل لنظرية طالس دخل في البرهان
اظن انه قد مر علي من قبل
شهادة 2011 اظن!!

free_math
2013-01-02, 21:47
نظرية فيثاغورت فقط............

شَمعة أملْ
2013-01-02, 21:51
اسفة قصدت فيتاغورث استاذ

free_math
2013-01-02, 21:52
أجــــــــــــــــــــــــل

شَمعة أملْ
2013-01-02, 22:03
حسنا استاذ
ممكن مساعدة؟
و انا اراجع درس الاشعة و الانسحاب
كان كل شيئ تحت السيطرة
لكن في التمارين اعجر عن البرهان و عندما اعود للدرس اتذكر البرهان
فهل يحتاج للحفظ علما انني افهمه لكنني لا اتقن تطبيه على التمارين
و شكرا لك

شَمعة أملْ
2013-01-02, 22:06
B=(15x²-4-3)-(-x+1)(3x+1)
ممكن تحليلها
انا رايي هو استخدام الجذور التربيعية لتصبح جداء مجموع و فرق
ام نبسطها اولا؟؟

free_math
2013-01-02, 22:11
أين وجدتي هذه الجملة؟

free_math
2013-01-02, 22:13
وهل أنت متأكدة من الكتابة: 15x²-4-3 ؟

شَمعة أملْ
2013-01-02, 22:15
الكتاب المدرسي
15x²-4x-3

free_math
2013-01-02, 22:20
صفحة كم؟؟؟؟؟؟؟؟؟؟؟؟

free_math
2013-01-02, 22:23
حسنا، لقد وجدت التمرين......

شَمعة أملْ
2013-01-02, 22:23
ص58 رقم 07 الجزء الثاني
..

أنا جسر السعادة
2013-01-02, 22:24
أستاذ أنا عارفة انو الرياضيات تحتاج للتركيز لكن نقعد نةكز من الاستاذ ثم ثم يروح مخي ما هو الحل

free_math
2013-01-02, 22:24
لا بد من استعمال السؤال الذي قبله...................

شَمعة أملْ
2013-01-02, 22:25
حسنا استاذ
مظطرة للذهاب الـآن
غدا باذن الله تعالى.

free_math
2013-01-02, 22:26
أستاذ أنا عارفة انو الرياضيات تحتاج للتركيز لكن نقعد نةكز من الاستاذ ثم ثم يروح مخي ما هو الحل
أين يذهب؟؟

free_math
2013-01-02, 22:27
حتى أنا سأذهب.............
السلام عليكم.......

شَمعة أملْ
2013-01-02, 22:28
حسنا استاذ
لم اكن اعرف انه بامكاننا استغلال المعطيات السابقةة
شكرا لك

أنا جسر السعادة
2013-01-02, 22:29
يفكر في أشياء أخرى

أنا جسر السعادة
2013-01-02, 22:30
احنا حليناه و لابد من استعمال العبارة التي قبلها

أنا جسر السعادة
2013-01-02, 22:31
كاين تمرين 3ص58 جد مهم حابة الحل نتاعو

free_math
2013-01-02, 22:57
دعيه للغـــــــــــــــــــــــــــــــد

أنا جسر السعادة
2013-01-02, 23:00
مثل ما تحب على العموم شكراااااااااا

motdepasse
2013-01-02, 23:18
ربي يوفقكم

شَمعة أملْ
2013-01-03, 09:36
مرحبا
لقد حللت التمرين 03 ص 58 لكن باقي لي سؤال واحد فقط
كيف اعرف قيمةx من اجل f=125

aya99
2013-01-03, 11:37
ارجوكم اريدكم ان تفهموني في التمرين15ص200من كتاب الرياضيات عندي الحل بصح مفهمتوش

aya99
2013-01-03, 11:43
هيا الا تريدون مساعدتي

شَمعة أملْ
2013-01-03, 11:57
اية
التمرين خاص بدرس علاقةة شال

free_math
2013-01-03, 12:19
اية
التمرين خاص بدرس علاقةة شال

السلام عليكم..........
أحسنت...........يحل بعلاقة شال.

imen 20
2013-01-03, 12:25
استاذ اي مسألة انتم تناقشون

غيدآ اء
2013-01-03, 12:30
اانا ايضا اريد مشاركتكم

free_math
2013-01-03, 12:33
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db
البارحة لم يكملوا حلها، هل تستطيعون اكمالها؟

free_math
2013-01-03, 12:34
اليكم الشكل:
http://im16.gulfup.com/S1JY1.bmp

aya99
2013-01-03, 12:37
اية
التمرين خاص بدرس علاقةة شال

علابالي يصح مفهتش كيفاش
نبين ان الشعاع ac+bd=ad+bc

free_math
2013-01-03, 12:38
بدأت المناقشة في هذا التمرين من الصفحة 40
http://www.djelfa.info/vb/showthread.php?t=1180084&page=40
سأعود بعد قليل................

aya99
2013-01-03, 12:39
استاد هل يمكنك مساعدتي

غيدآ اء
2013-01-03, 12:51
abc مثلث قائم في a
d نقطة تقاطع المستقيم الذي يشمل a ويعامد (bc)
أثبت أن:
ad^2=cd*db

استاذ المعادلة غير واضحة
ارجوا ان توضحوها وساحل التمرين معكم

شَمعة أملْ
2013-01-03, 12:56
nassania (http://www.djelfa.info/vb/member.php?u=452535)
2^هو اس² و * هي ×
+
حللناه
طبقي نظرية فيتاغورث على المثلثات الثلاثة و استخرجي العلاقة منهم

غيدآ اء
2013-01-03, 12:57
حسناا
شكراا جدااا اختي
^_^

شَمعة أملْ
2013-01-03, 13:00
استاذ كيف سيكون شعاع الرسم الثاني من التمرين رقم 18 ص 198؟؟

free_math
2013-01-03, 13:05
استاذ كيف سيكون شعاع الرسم الثاني من التمرين رقم 18 ص 198؟؟
أولا:
هل درستم الأشعة في القسم؟

free_math
2013-01-03, 13:06
استاد هل يمكنك مساعدتي
أولا:
هل درستم الأشعة في القسم؟

aya99
2013-01-03, 13:07
نعم لقد درسنا الاشعة

free_math
2013-01-03, 13:09
نعم لقد درسنا الاشعة
ما هي خصائص الشعاع؟

غيدآ اء
2013-01-03, 13:11
المنحي الطول الاتجاه

شَمعة أملْ
2013-01-03, 13:11
نعم استاذ
خصائص الشعاع؟
-له منحى و جهة و طول

free_math
2013-01-03, 13:12
ما هي علاقة شال؟

غيدآ اء
2013-01-03, 13:13
بالنسبة لنا لم ندرش علاقة شال بعد

أنا جسر السعادة
2013-01-03, 13:15
علاقة شال هي مثلا ab+bc=ac

aya99
2013-01-03, 13:15
ما هي علاقة شال؟
الشعاعان المتعاكسان

free_math
2013-01-03, 13:16
علاقة شال هي مثلا ab+bc=ac
و العكس أيضا ممكن:
ac=ab+bc

أنا جسر السعادة
2013-01-03, 13:20
طبعا انا لم افهم كيفية اثبات ان الربعي متوازي اضلاع بواسطة الشعاعان المتساويان

aya99
2013-01-03, 13:21
استاد افهمني في التمرين

free_math
2013-01-03, 13:24
طبعا انا لم افهم كيفية اثبات ان الربعي متوازي اضلاع بواسطة الشعاعان المتساويان
متى نقول أن شعاعان متساويان؟

free_math
2013-01-03, 13:25
استاد افهمني في التمرين
ت رقم؟؟؟ ص؟؟؟؟

aya99
2013-01-03, 13:28
تمرين رقم15صفحة 200
مفهمتش التبيين

aya99
2013-01-03, 13:29
نقول ان الشعاعان متساويان ادا كان الباعي متوازي اضلاع

free_math
2013-01-03, 13:30
استنتج أن
ab+cd=ad+cb
اريني كيف حللت هذا

أنا جسر السعادة
2013-01-03, 13:35
نقول ان الشعاعان متساويان اذا كان لهما :
-نفس المنحى
-نفس الاتجاه
-نفس الطول

aya99
2013-01-03, 13:37
ab+cd=ad+db+cb+bd
ad+cb+db+bd
ad+cb+0
ومنه ab+cd=ad+cd

free_math
2013-01-03, 13:38
متى نقول عن رباعي أنه متوازي أضلاع؟

free_math
2013-01-03, 13:40
طيب، من هذا الاستنتاج ab+cd=ad+cd
تبينين السؤال الذي بعده

free_math
2013-01-03, 13:41
نكمل في المساء.............
اسمحوا لي...........
السلام عليكم............

aya99
2013-01-03, 13:41
لكن كيف لم افهم

أنا جسر السعادة
2013-01-03, 13:42
نقول عن رباعي متوازي اضلاع اذاكان شعاعان متساويان

aya99
2013-01-03, 13:44
جسر السعادة كم احدت المعدل

أنا جسر السعادة
2013-01-03, 13:46
اخذت المعدل 17.49 و انت و انا بنت

aya99
2013-01-03, 13:50
الله يبارك انا ديت15.75

aya99
2013-01-03, 13:54
لكن هادا المعدل كان المعدل السنوي للعام الماضي اما هادا العام فنقص معدلي12

فاطمة الزهراء 29
2013-01-03, 13:54
اخذت المعدل 17.49 و انت و انا بنت

ما شاء الله و انا ايضا اخذت 17.00

هل من تمارين نشارك في حلها

أنا جسر السعادة
2013-01-03, 13:55
اه للاسف نتمنالك للفصل الثاني ان شاء الله

اذا راكي حابة نقدرو نحلو تمارين انا و ياكي

أنا جسر السعادة
2013-01-03, 13:57
يا فاطمة الزهراء ما اجمل اسمك الله يبارك عليك ايضا نقدرو نحو تمارين مثلا التمرين 7 ص 199

غيدآ اء
2013-01-03, 14:00
حنا مزالنا مقريناش الانسحاب من غير الدرس الاول فقط
منقدرش نشاركم في تمارينو

اذا وافقتوني الراي وش رايكم نديرو تاع التحليل
لانو التحليل مهم جدا واكيد اكيد رح يكون في الشهادة

أنا جسر السعادة
2013-01-03, 14:06
okkkkkkkkkk راني موافقة يلا لنبدأ اعطيني عبارة ولا تمرين نحلوه

شَمعة أملْ
2013-01-03, 14:08
اكاد اجن
ممكن كيفية رسم ممثل للشعاع s+m في التمرين رقم 18 ص 198 الرسم الاول و الثاني
لو سمحتم

غيدآ اء
2013-01-03, 14:12
حلل ما يلي
2x-3)²-(x+1)²)
x²/8 - 8
7x² + 14x -7-

أنا جسر السعادة
2013-01-03, 14:12
احقيقة انا منعرفش كيفاه نستعمل ااشكال او نرسم في اضافة رد قولولي الطريقة و انا راح نقولك الحل لانا حليناه في قسمنا

أنا جسر السعادة
2013-01-03, 14:13
قولولي كيفاه نكتب (مربع) في الرد باش نحللك العبارة

غيدآ اء
2013-01-03, 14:16
جسر السعادة
شوفي في اليسار فوق
الزر قبل الاخير نضن فيه حرف ذ اذا كان عندك
هدا هو الي نخدم بيه اس 2