subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
βŒ€
choices_pic
listlengths
2
4
βŒ€
answer_idx
int64
0
3
math
pre-k
classify-shapes-by-color
true
false
Which square is green?
null
null
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3
math
calculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 7,2)?
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"
[ "no", "yes" ]
null
1
math
kindergarten
compare-two-groups-of-coins-pennies-through-dimes
true
false
Which is more?
null
null
[ 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", 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" ]
1
math
grade-2
greatest-and-least-word-problems-up-to-100
false
true
The manager of a party supply store researched how many balloons it sold in the past 4 days. On which day did the store sell the most balloons?
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6w7e08uyARetadBrWnR0Hd2mUkTUyxbh5dRQKBdO/+IiaHZ0ZNmVkgfuoVCpZ9uP3tB30Juat7Wgz8A2+3bgCpVL1fv/vj8M4d3dVl+81qj/Wr9cu9D0DVZD+8MtPcO7ehNqdG/DuJ+NJSU1Rz3/R+aGtF+2DNuWOnjqOrJEpPf37cevubXym+WPXqS4NejZn7bYNGuu7+M8l+r43iBrtHXHoXJ8B47w5FXWmRPugS+U2Zp2Vvqqr04UMiZjs3OmtjMsmED9jamLKsD5D+Hr9Mi7m+Zn73pwP2Lxvq7rM46THrNu+kfsP49m7aju17Rzo9UYPwo8dZOv+nXRu+wYAZy6dI+FRAhZmFvR8o3up61fZlddxfJLyhOmjJjH4A18+XPIpv286VBbVJSs7izaD3uRazHX1tMmLZnL09G8awXLT3i3UrG5L0MeBGstfunaZMR+PQy6Xk5OTw/7jv9JhaDeuHbyAtaU1AEMmvaNeV80aNTlx/k8GTfQh5Ksf+E/foep1ZWZlMvLD//LzHlXeuZmLKwXxmeZP6C/bADA0MOTc5UjOXY7k+Nk/2PrNT+jr6WNXoyYxd2IBcKhpj51NzSLfh+Ct65EkSb0fwVvXc+N2DIc27ANefH5o60X7oG05gLOXz9Nm4Js8ePwAgPiH8bz7yXg6tmqHa4MmPE56zFv+/Yh/GE8tWztMq5my69Be0jLSOLhuj9b7oEvlemedlX7RP53yntilUc/RGYDrsdHqVtPcCbNZPG0+CSdjSTpzj6WzAwDYF7GfW3dvA+A/cDgA2w+EIUmqYBJ+7CAA/bv/H0aGRmVTwUquPI6jJEl0bfcmTeo35o9zJ9l9aB/mZmYlrKEmA7kBJ7dE8OfWo9hWt0WSJPYf/5V1i1Zy49Bl+nTtDaDOueZlbGTMpqXrSb/wkN83HcLQwJCHiQ/57ufVgKqFvuPgLmpY1SD6f5e4/8dNdn6nCrRzvl2Qb32b9m3h64++4OqBC4z9z+h883f+ulvV6pfJCFsRSsbFR4StCEUmk7Ft/0627d9Jtw5dObnliHqZjYFrOLez8F8RAHVfc+bUtmNkRD1Sf/YPn4xQ//oozvlRXMXZB23KPfM46TGd23bin/2RHNqwD2MjYyRJYu+R/QD8eeEM8Q/jMTUx5daRf7h2MIoToUf4eck6rer/MtDpsyasymjrz37WyGQydd6scb1GzPrvNFLT0thxcBd34++py0ffugGAZ4++1LCqwd34e/xx7iQA+4//CsAQD6+yqdwroKTHMSn5CQsmzwHg46DPsLawLpP6fPTedNq3fJ12Ldqq86l9uvbGf9Bw6r7mzBCPgQAFdr+qbefAsP8bglwup1PrDnTr0AVQ/VKC3C/q12o5sOzHlUxZ9CERfx5HLpdzPTY6X7pj5pgpTB45ARfnBthY5+/l8MvRAwB0bdcZzx59kclkePboS5fX39TYnra6d+jK683boK+vzwfDx2FqYqqxH8U5P4qruPtQkn1d9ulXNKzrQvcO7jR1aQLAvYS4p/vQEEMDQ1LTUuk7dhC7Du2lfcvXsa1uq1X9XwbllpoAOJqqCpB5T9S8Ocu8P29LI/r2TQBcnBugp6faWOydW/x3zgR+/f0w5qbmtGjUTF3+SWoyAIaGhvj0G8qyH79n+8FdNHVpwqmoM5ibmtO781tlUreqoLyOY0paKgN7edKuRVtORZ0pl9xeNeNqBUwzBihWFywbK1XwfPD4IQCxT1uLF65c5MKViy9cvrB0xDPXnuafnWvX0ZjuXLsOR4GreVIsJaWvr4+VuSWpaam5+1GM86O4irsPpd3XakaqY5mjUB0359ec2LtqG1MDZnPwt0Mc/O0Qrg2asGLu13Rt11mrfdC1AtsyzgalX7HGFXbT3BM1Ii33BLbSL/12nqQ8YdNeVa6rZaPm6uk9R/Xj4G+H+OyDT4g/EUPEj/sLXP5ZeiL82EF+O3sChUJBv+59qkRaorIcx4Bp8wFYEbImX+DU18tdeUZmhvpvpbJiHjoUfVvVOmxYtwEAjeq6ADDSyxfpn9R8LwszC63W36BOPQBu3f1XY/qz/xs41StV/UHVd/v+w3gAGjqr6l/c86M4irsP5bGvPd/owYVdJ9n9/VY6te7AX9f/xmvCfyq8H3ppFdxroracI86ar66m2v3+nJegeiMs9TT7o0ak5J5AA8xLnpuQJInL1/6i//tDSXiUgJGhEXMnzAYg5t9Y9cWa/+vqgZGhEXuO/FLgetxcW9KycXOu3PiHH3b8CFSdtERlOI4A3Tp0pdebPTh8MoL0jHSNefa2tdR/r922gXvxccwI/Ij4p4GlrD1MfMT5vy4AsDV8BycjTwHQo4M7AH26qPLLm/dt49ffcy8wXrhykbT0NK2359G5JwARp46pf5qHHzvI0dPHAXi7S68S7cela38Rl3CfnJwcPvp6Hjk5ORgaGNK5badinx+GBobqv5OSkwqdVtx9KOt9TU1L5at135CRmUG/7n349uMlgCq3/KxulUWhqQn3507YCFM9Jt9TFOtOqohUJbFPr6RPrqGvvtiTqJDYkKRqYTkZyHA2LNlP2tEfjSMjK4PUtFQAjAyNCPooEBdnVavFvmYtaljV4GHiQzp6d6O6lTVxCfcxNjLWaFU9M2rQCCYtnMGOg7swMzVTf2Cqgpf5OOa1eOp8fv39sPqi6TNtm7emlq0dcQn3mbRwBpMWzqCacTUa1nUplzsq09LTaO3VSeOz8kbrjvj08wagf4//w7vPYEJ/2UavUf2p51gXpVJJzJ1Y5k/6lE/HzdJqe4M9vBjs4cW2/Tvp864XJtVM1AHdq2d/hr49qET7cf6vCzh0ro+B3ICs7CwApo+eRN3XnMnMyizW+dHAqZ6610UX394knIwtcFpx96Gs93X20rks+/F75ny7gMb1GnItRpX66NGxG9WtqpfofdMVrZoyQfb6/ODw4rSyu6keI61Ur3k1c39ahj2R1LlFv1JcqXuY+BClUknLxs15p/9/uLDrJGP/M0Y938jQiN3fb6F101YYGhri4tSAA2t3q6+WP8+3n7f6m75ftz4YGxmXuG6VwctyHPNq3bRVgSeikaERO5ZtolWTFliYWfBWp+4c2RiOZ4//K5PtPm/R1HksmDwXO5uavFarNhPeGcvBdbs1bp7YtHQ9yz79itebtyH+UQIymYyRXr4M7j2gRNsM/XojX3/0Ba2atEBPT49WTVqwdHYA2779ucT7sT84jBEDfDA3Nce1QRO+/WQJC6fMA4p/fthWt+XLmQuxrW6Lvr4+cQn3C5ymzT6U5b4unvoZ8yZ+TJP6jbhy4yo21jWYOPx9tgRtLNmbpkOy8L6LJG1H/43MkHC/mU1Snr7ac231NU7W5yUqJOpeyyFRIWGpBzENDV7YLaqiKBQKHN0bci8+jp3fbWbAW/10XSWtlWQU56p2HAWhMirxKM6tjGVE1jdQP5u2OPzu5D50PO/PXF1TKBR8uTaIe/Fx1HFwpF+3PrquUoWpSsdRECqzEv+udDaUEeEsx9NcD0s9GGBR+KpisiR2PX3cYktjWZEtror08+7N2HSow+yvVH1Zl8xchL7+y1G3ilIVjqMgVHal6kdspS8jrM6LV+FsKKOrqR4xWRJhjuXadVkrJyJPkZKWQpP6jZn93jSGvD1Q11XSicp+HAWhsquwsynC+eU7cZfPWcryOUt1XY1K5WU8joJQ2en0FmdBEARBBGJBEASdE4FYEARBx2ThfRdVzE37giAIQoHkAB57Zuu6HkIp7e+3WBxHQaiE9vdbLFITgiAIuiYCsSAIgo6JQCwIgqBjIhALgiDoWIUE4pg0JXUPPMHtcDKJZTBysyAIQlVS6kAcdi+bz65kFBlgw+5mE5OmJDJJgf9Z7UcxEARBqMpKFYgnR6XjdTKVeX9nsD42q9Byfk6GtLRUPakr7F42YfdKMP66IAhCFVWiQJyYLeF1MpVvojM1phXGykDG+jYm6v9Fq1gQBCGX1oE4Jk1Jt+MpRbZqY9KUuB1OZkpU7kCQrSz1mdtYNQRRYrZUZAu6rB06dIhWrVpx4cKFIst99913dOvWrYJqJQiCoKJVII5MUuB2OJnIpKIHnlwfm0VkkoKg6EyCrue2mv2cckeA/exK/kE8X8Te3h6ZTJbv5eLiUuRyqampxMXFkZ6eXmS5uLg4Ll26pHW9BKEsxMfH4+Pjg4ODA05OTowZM4bHjx8XWHbjxo3IZDKmTJlSwbUUykOxHy67PjYL/3PFSyn4ORmqA+030ZlMbmAEgLOJHiPrGLLhVhYxaUpi0pQ4m2jXKPf09GTixIka06pVq1bkMv3796d///5abUcQKlJcXBzt27fH3t6eoKAgJEli0aJFhIaGMnbsWI2ySUlJzJw5E2trax3VVihrBQbi9bFZTLmYXuKuZs4mesxtbMxnVzKISVOyPjZL3Rp2t5Gz4ZYqLRGRkKPRSi4OR0dHevToUaJ6CcLLaunSpRgZGXH48GFMTFTXUzw9PTE2zj+i+Mcff4ybmxspKSkVXU2hnBTYHF1/K6vU/X2ftYIBIh7kqP9uZZU7zllMmpKyNHv2bPr160d0dDR9+/bFwMCA69evc+DAAWQyGZcvX1aXVSgUzJkzBxcXF+zs7PDz8yvwg33ixAl8fHxwcXHB2tqa/v37c/fuXQBu3bqFvr4+a9eu1VgmJycHa2trlixZUqb7J1RN6enprFy5knHjxqmDMFBgED537hyrV69m8eLFZGRon94TXk7ldkOHlYFM3WUtb8BtZVl+gRggJiaGwYMH06pVK5YtW0a9evUKLDdixAgCAwPx8/Pjhx9+oGbNmqxYsUKjTHJyMl5eXlSvXp3AwEBWrlzJ+fPneeeddwCoU6cOPXr0ICQkRGO5Y8eOkZiYyKBBg8p8/4SqJyoqiuTkZNzd3QHIzMwssJwkSYwbN47//ve/tGrVipycnALLCZVPuQ5AZmVQ9FDrJQnEy5cvZ/ny5RrTEhMTsbS0BODSpUusWbOGMWPGFLqOP//8k5CQEI1yffr0QV9fn+DgYHU5c3Nzbt68qZGDvn37NjNmzCAhIQFbW1tGjRqFr68vd+/excHBAYBdu3bRtm1b6tatq/X+Ca+e27dvA5CRkUH37t05fvw4ZmZmjB07ls8//xy5XHWaBgcHc+PGDcLDw3VZXaEc6PRZEy8K1AXx8vIiIiJC42VmZqaeb2FhwahRo4pcx6FDhzA0NGTkyJEa05994PN6FoSvXbvG1q1biYqKAnJPngEDBmBhYUFoaKh6md27dzNkyBCt9014NaWmpgIwevRoZs6cycOHD1m3bh1BQUHqRsfDhw+ZPXs2X3zxhbhIVwWVa4v46NPccN6Amzf3nDdNUVy1a9ema9euhc43NDRET6/o75fo6GgcHBwwMDB44fYOHjzIJ598QnZ2Nm+99Ra1a9cGIDtb1Y/a2NgYHx8fQkJCmDJlClFRUer0iCAUR61atQDYsmULTZs2BVQNjmHDhrF9+3YmT57MrFmzqF69Oh06dOCff/4BVC3oR48e8c8//1C/fv0CGxJC5VDgkXM20eNoKVec94YNd5vczeS9cFeSFnFZsLGxISEh4YXlTp8+Tb9+/fj555/VgfX3338nICBAo5y/vz8rVqwgOjqaPXv20KZNm0Jz04LwPGdnZ4B8F98cHR05fvw4ANu2bSMxMRFXV1eNMleuXGHjxo38+++/6kaCUPkU3GuijQlHOptpvLraaPdtO+9v1YfKUq55I0dEQm4gHuDw4hZpeXBzcyM1NZUDBw5oTL93757G/3v37sXMzEzjoltiYmK+9bVt25ZmzZqxc+dOwsPDRVpC0ErDhg1p2rRpvou+586dUwfex48fI0mSxqtVq1ZMnjwZSZJEEK7kCo2u7s8F3ojOZkyOStd4vkRhIh7kEJuuuhA3uYGxuuWbmC2p+xA7VdPT+maOsjJkyBDmz5/PiBEjCAgIwN7enpCQEHbs2KFxYc7R0ZFHjx6xYMECevbsSUREBN9++22B6xw1ahRr1qzh6tWrbNiwoaJ2RagCZDIZCxcuxNvbG3t7e3r16sW+ffsIDw8nIiJC19UTKoBWkTCoRTV+aG3ywnLuNnJG1jFkZB1D5jXJ7QsZdjdbnSPW9kaOsqSvr09ERATdunXjww8/ZMKECTg6OvLDDz9olPP392fixIkEBQUxbNgwbt26xalTpwpc5zvvvMP169dp2bIl9evXr4jdEKoQT09PduzYwfbt23nzzTfZtm0be/bsoXPnzrqumlABZOF9F0najv4bmaTA/VgySXm6Mc5tbKwRdJ+XmC1R98ATErMlLOUQ42GpsxxxeZAkiVq1ajFlyhRmzZpV4dsXozgLQuVU4lGcW1nqE9nDQn3DRnH4nU1Tt4bzpiuqis2bN/Po0SOGDx+u66oIglDJlLi/i7OJHhGdzfA7m0ZEQnaRF94ikxTsevrYzJaW+kW2nCubqKgobty4wfTp0xk7dqy4aCIIgtZK1fHQykBGWAfTF5ZrZalPVxs5ManKYpWvTCZNmsSlS5fw9vbmyy+/1HV1BEGohCqsB3hEZ7MXF6qEjhw5ousqCIJQyen0FmdBEARBBGJBEASdE4FYEARBx0QgFgRB0DFZeN9FpRuKQxAEQSgVOSDuyKoCxJ11glA5lfjOOkEQBKHsiEAsCIKgYyIQC4Ig6FiFBOJnT15zO5ysMVSSIAiCUAaBOOxeNp9dySgywEY8yCEmTUlkkgL/s2ml3aQgCEKVUqpAPDkqHa+Tqcz7O0NjjLrnudvI1Y/MDLuXTdjTJ7EJgiAIJQzEidkSXidTNYZNKqpFbGUgY32b3JE9pkSll2SzgiAIVZLWgTgmTUm34ylFtmpj0pS4HU7WCLitLPWZ29hYPb+oFrQgCMKrRKtAHJmkwO1wMpFJiiLLrY/NIjJJQVB0JkHXc1vNecepK84gpFXBd999R7du3XRdDUEQXmLFDsTrY7OK3euhsIDrbKLHyDqqeZFJCmLSlNrUlczMTAICAnB1dcXc3Jz27dszb948MjO1C+o3b95k1apVWi1TUnFxcVy6dKlCtiVUbvHx8fj4+ODg4ICTkxNjxozh8ePH6vnZ2dnMnTuXunXrYmFhgbu7O6dPn9ZhjYWyUmAgXh+bhfXeJGQ7E9Uv/3PF7+3gbKJXaBrC3Sb3WfQRCTn5li3K2LFjWbBgAV27duX777/n7bffZu3atfj6+mq1nhMnTvDJJ59otYwglKe4uDhef/11bty4QVBQEIGBgZw+fZrQ0FB1mTlz5rB69WpWrlzJ6dOnadq0Kb179+b+/fs6rLlQFgocoWP9raxS9/ed3MCIz65kAKrua89aya2scgcc1aZFnJSUxIYNG1iyZAlTp05VT586dapGq6E4Hjx4oFV5QShvS5cuxcjIiMOHD2Niorqw7enpibFx7viOmzZtYvLkyfTu3RuAZcuWsXPnTg4ePCgGra3kyu2GDisDmbrLWt6A28qyZIE4JSUFSZJQKjWXsbCwwMnJSaNcQEAAXbp0wdLSksaNG2ukId544w2mTJnCgwcPkMlkyGQyDhw4AICjoyNTpkzRWP9XX32FTJY74nRmZiYymYyzZ8+ydOlSnJyceOeddwBQKBTMmTMHFxcX7Ozs8PPzIyUlJd++nDhxAh8fH1xcXLC2tqZ///7cvXsXgFu3bqGvr8/atWs1lsnJycHa2polS5YU+z0TKof09HRWrlzJuHHj1EEY0AjCADVq1CAtLfeXqZ6eHoaGhlqn5oSXT7neWWdlICtyvjaBuHbt2rz55pvMnTuXwMBAjQ9kXkuXLiU0NJShQ4eydetWunfvztixYzl27BgA69atY+TIkVhZWREZGUlkZCSdOnUq/k49FRgYyJYtW/j0008ZN24cACNGjCAwMBA/Pz9++OEHatasyYoVKzSWS05OxsvLi+rVqxMYGMjKlSs5f/68OpjXqVOHHj16EBISorHcsWPHSExMZNCgQVrXVXi5RUVFkZycjLu7O0ChgdXf35+vv/6affv2Aaov9EePHtG/f/+KqqpQTips8NCCvChQP2/37t3MmDGDWbNmERAQgL+/P7Nnz8bGxkZdZtasWXzyySfo6am+Y9566y1+/vlnQkND6dKlC40aNcLOzg65XE7Lli1LXPfz588TGRmpbsH8+eefhISEsGbNGsaMGQNAnz590NfXJzg4WL2cubk5N2/epFq1auppt2/fZsaMGSQkJGBra8uoUaPw9fXl7t27ODg4ALBr1y7atm1L3bp1S1xn4eV0+/ZtADIyMujevTvHjx/HzMyMsWPH8vnnnyOXq07TCRMmcOrUKfr27csbb7zBv//+y44dO6hZs6Yuqy+UgXJtER99oLoYlzfg5s09501TFIe1tTXBwcFERkbi5eXFsmXLcHV1JSwsTF3G0NAQPT09UlNTOXr0KCtWrMDU1FT9YS8r//3vfzV+Rh46dAhDQ0NGjhypUe7ZSZTXsyB87do1tm7dSlRUFJB7Qg4YMAALCwuNCzW7d+9myJAhZboPwsshNTUVgNGjRzNz5kwePnzIunXrCAoKYvny5epyP/74I3/88QdbtmzB0tKS2NhY9u/fny9dJ1Q+BQZiZ5PSx+dCe0o8yO0poW2L+JkWLVqwdu1a/vrrL1xcXPDx8SEuLg6AtLQ0JkyYgIuLC6tWrSIzMxMbGxuys8v2tuq8LVqA6OhoHBwcMDAweOGyBw8epF27dgwdOpRTp05Ru3ZtAHUdjY2N8fHxUacnoqKiiImJYfDgwWW6D8LLoVatWgBs2bIFDw8PLCws8PLyYtiwYWzfvh1QfQb8/PwIDQ1lyJAh7Nu3j6NHj7Jq1SoWLlyoy+oLZaDg7mttTDjS2Uzj1dVGuyzGvL9VPSYs5Zr9ivN2WRvg8OKgVZQGDRoQGBhIeno6586dA8DHx4fIyEj+/vtvQkJCmDZtGnZ2dsVan56eHjk52nWpe8bGxoaEhIQXljt9+jT9+vVj5syZnD9/ni+//JK+ffvmK+fv78+ZM2eIjo5mz549tGnThnr16pWobsLLzdnZGVClJvJydHTk3r17AISHh1O7dm3atGmjnt+lSxeNYC1UXoU2fd1t5BqviM5mTKpvVKyVRjzIITZd9XNpcgNjdcs3MVtiwy1VS9mpmp5WLe/r16/z9ddf5/sZFhsbq1qfkxNZWVn88ssvDB06FEtLSwCUSiVPnjzRWMbU1JSkpCTS0zWfeWFra6teH6haqIcOHSpW/dzc3EhNTVX3wHjm2Yn0zN69ezEzM9O46JaYmJhvfW3btqVZs2bs3LmT8PBwkZaowho2bEjTpk3zXaA9d+4crq6ugOqLPjExMV8vnPT0dMzNzSusrkL50KqZG9SiGq0s9V94c4e7jVx9B928JrldcMLuZqtzxHlbycVx4sQJZs+eTWhoKJ6enjRq1IhLly6xdOlSBg4cSNOmTQGoWbMmwcHBuLq6kp6eztdff82VK1c0eka4ubmRnZ3Nxx9/TP/+/alXrx516tShW7dufPPNNwQFBWFnZ0dwcLA6f/ciQ4YMYf78+YwYMYKAgADs7e0JCQlhx44dGmkMR0dHHj16xIIFC+jZsycRERF8++23Ba5z1KhRrFmzhqtXr7Jhwwat3i+h8pDJZCxcuBBvb2/s7e3p1asX+/btIzw8nIiICAC8vLz4/PPPGTBgAAsXLsTOzo5du3axefNmfvzxR93ugFB64X0XSdo6n5gjWe5+LLEj9zX3r/Qil3mcpZSs9iRK7HgsWe5+LD3OUmq93YsXL0p+fn5Ss2bNJFNTU6l58+bS4sWLpfT03G3/8ccfkpubm2RmZiZ16dJFCgsLkz788EPJw8NDXUapVEqTJk2SbGxspNq1a0ubNm1S1fHxY2ngwIGShYWF1KZNG2nNmjXSkSNHJEC9bEZGhgRIy5cvz1e/+/fvS97e3pKtra1Uv3596aOPPpK2bNki2djYqMvk5ORIEydOlKpXry45OTlJ77//vnT79m0JkE6ePKmxvvj4eMnAwEBq3br1C9+bkhxH4eWyb98+qUOHDpK5ubnUunVrad++fRrzY2JipHfeeUeqXbu2ZG5uLrVv317atm2bjmorlJXwvoskWXjfRVJJRv+NSVMy4GQqF54+AGhuY2ON1u/zBpxMZdfTJ7a9qKygIkkStWrVYsqUKcyaNavIsmIUZ0GonEo1irOziR4Rnc3wtDfAUl70hbeYNKU6CLe01BdBuJg2b97Mo0ePxO2rglDFleqGDisDGWEdTF9YztlEj642cmJSlcUq/6qLiorixo0bTJ8+nbFjx6q7twmCUDVV2J11EZ3NKmpTld6kSZO4dOkS3t7efPnll7qujiAI5UyntzgLBTty5IiuqyAIQgUq11ucBUEQhBcTgVgQBEHHRCAWBEHQMVl430WlG4pDEARBKBU5IG4EqALEDR2CUDmV6oYOQRAEoWyIQCwIgqBjIhALgiDomAjEgiAIOlYhgTgxW6LugSe4HU7WGLNOEARBKINAHHYvm8+uZBQZYCMe5BCTpiQySYH/2aIfKi8IgvCqKVUgnhyVjtfJVOb9naExWOjz3G3ktHw6YnPYvWzC7pXtQJ6CIAiVWYkCcWK2hNfJVL6JztSYVhgrAxnr2+QOPT8lKr3QsoIgCK8arQNxTJqSbsdTimzVxqQpcTucrBFwW1nqM7exsXp+US3ol913331Ht27ddF0NQRCqCK0CcWSSArfDyUQ+HR6pMOtjs4hMUhAUnUnQ9dxWc94BQ/O2posrMzOTgIAAXF1dMTc3p3379sybN4/MTO3XVRpxcXFcunSpQrcpVH3x8fH4+Pjg4OCAk5MTY8aM4fHjx+r5p0+fZtiwYdSqVYs6deowfvz4fCOUC5VTsQPx+tisYvd6KCzgOpvoqUd3jkxSEJOm1KaujB07lgULFtC1a1e+//573n77bdauXYuvr69W6xGEl01cXByvv/46N27cICgoiMDAQE6fPk1oaCgABw4cwN3dnRo1avDTTz/x2WefsXXrVvz8/HRbcaFMFPhg+PWxWUy5mF7irmbOJnrMbWzMZ1cy1GmIZ8HZ3UbOhluqtEREQo5G0C5KUlISGzZsYMmSJUydOlU9ferUqRqtBkGojJYuXYqRkRGHDx/GxER1PcXT0xNjY1U67/XXX+enn37Cy8tLvYwkSYwePZr79+9jZ2enk3oLZaPAFvH6W1ml7u87uYGR+u+IBznqv1tZ6av/1qZFnJKSgiRJKJWay1hYWODk5KT+f/jw4bi5uWmUOXv2LDKZjKNHj6qndezYkS+//JKIiAg8PDywsrKiY8eOXL58WWNZhULBnDlzcHFxwc7ODj8/P1JSUvLV78SJE/j4+ODi4oK1tTX9+/fn7t27ANy6dQt9fX3Wrl2rsUxOTg7W1tYsWbKk2O+DUPWkp6ezcuVKxo0bpw7CgDoIA1SvXl0jCAO4uroC8O+//1ZMRYVyU243dFgZyNRd1vIG3FaWJQvEtWvX5s0332Tu3LkEBgaSllb6/sjr16/n/fffx8PDg6CgIG7evIm/v79GmREjRhAYGIifnx8//PADNWvWZMWKFRplkpOT8fLyonr16gQGBrJy5UrOnz/PO++8A0CdOnXo0aMHISEhGssdO3aMxMREBg0aVOp9ESqvqKgokpOTcXd3Byj2NY8LFy6gr69P48aNy7F2QkUo1zHrrAxkRc7XNke8e/duZsyYwaxZswgICMDf35/Zs2djY2NTovrJZDJ+//13qlevDsCDBw+YMWMGycnJmJub8+effxISEsKaNWsYM2YMAH369EFfX5/g4GD1eszNzbl58ybVqlVTT7t9+zYzZswgISEBW1tbRo0aha+vL3fv3sXBwQGAXbt20bZtW+rWrVui+gtVw+3btwHIyMige/fuHD9+HDMzM8aOHcvnn3+OXJ7/NFUoFKxevZq+fftiaipGRq/sdPqsiRcF6udZW1sTHBxMZGQkXl5eLFu2DFdXV8LCwkq0/SZNmqiDMED9+vUB1YUTgEOHDmFoaMjIkSM1livoxHgWhK9du8bWrVuJiooCck+yAQMGYGFhob74AqovliFDhpSo7kLVkZqaCsDo0aOZOXMmDx8+ZN26dQQFBbF8+fICl1m2bBlRUVEEBARUZFWFclKugfjo09xw3oCbN/ecN02hjRYtWrB27Vr++usvXFxc8PHxUQfP0jA0VF04fJaHjo6OxsHBAQMDgxcue/DgQdq1a8fQoUM5deoUtWvXBiA7W9Xf2tjYGB8fH3V6IioqipiYGAYPHlzqeguVW61atQDYsmULHh4eWFhY4OXlxbBhw9i+fXu+8seOHePDDz8kMDBQpCWqiAIDsbNJ6eNz3hs23G1yW5B5L9xp2yJ+XoMGDQgMDCQ9PZ1z584BoKenR05OzguWLB4bGxsSEhJeWO706dP069ePmTNncv78eb788kv69u2br5y/vz9nzpwhOjqaPXv20KZNG+rVq1cmdRUqL2dnZ0CVmsjL0dGRe/fuaUy7fv06AwcOZMCAAUyZMqWiqiiUs4J7TbQx4UhnM41XVxvt0snz/lZ9qCzlmv2KIxJyg+QAhxe3NJ+5fv06X3/9db5eE7GxsQDqnhO2trbcuXNHIxiHh4drVfdn3NzcSE1N5cCBAxrTnz859u7di5mZmcZFt8TExHzra9u2Lc2aNWPnzp2Eh4eLtIQAQMOGDWnatGm+i7nnzp1T94wAVe+It956i8aNG7Nhw4aKrqZQjgqNru7PBd6IzmZMjkov1h1xEQ9yiE1XBczJDYzVLd/EbEndh9ipmp5WLe8TJ04we/ZsQkND8fT0pFGjRly6dImlS5cycOBAmjZtCkC3bt346quvmDhxIh4eHuzbt0+dr9XWkCFDmD9/PiNGjCAgIAB7e3tCQkLYsWOHxoU5R0dHHj16xIIFC+jZsycRERF8++23Ba5z1KhRrFmzhqtXr4qTSQBUF40XLlyIt7c39vb29OrVi3379hEeHk5ERASguuuuR48epKenM3/+fE6fPq1ulJiamtK2bVsd7oFQauF9F0na+CEmU2LH43yvuX+la5QbeSZVGnkmtdBlny9fHBcvXpT8/PykZs2aSaamplLz5s2lxYsXS+npuetSKpXSrFmzJDs7O6levXrS9OnTpbS0NEkmk0kRERHqch06dJAGDx6ssf69e/dKgHTlyhX1tPv370ve3t6Sra2tVL9+femjjz6StmzZItnY2KjL5OTkSBMnTpSqV68uOTk5Se+//750+/ZtCZBOnjypsY34+HjJwMBAat26tdb7XxRtj6Pw8tm3b5/UoUMHydzcXGrdurW0b98+9byZM2dKQIGvZs2a6bDWQmmF910kycL7LpK0Hf03MkmB+7FkkvKkYuc2NmZeE+NCl3n2cPjEbAlLOcR4WJY6R1wZSZJErVq1mDJlCrNmzSqz9YpRnAWhcirxKM6tLPWJ7GGhvmGjOPzOpql7TORNV7xqNm/ezKNHjxg+fLiuqyIIwkuixDd0OJvoEdHZDL+zaUQkZBd54S0mTcmup4/NbGmpX2TLuaqKiorixo0bTJ8+nbFjx6q7twmCIJTqzjorAxlhHV58V4+ziR5dbeTEpCqLVb4qmjRpEpcuXcLb25svv/xS19URBOElUq63OOcV0dmsojb1Ujpy5IiuqyAIwktKp7c4C4IgCCIQC4Ig6JwIxIIgCDomC++7qHRPgBcEQRBKRQ6IGwGqAHFDhyBUTiW+oUMQBEEoOyIQC4Ig6JgIxIIgCDomArEgCIKOVUggfvbkNbfDyRpDJQmCIAhlEIjD7mXz2ZWMIgNsxIMcYtKURCYp8D+bVtpNCoIgVCmlCsSTo9LxOpnKvL8zNMaoe567jVz9yMywe9mEPX0SmyAIglDCQJyYLeF1MlVj2KSiWsRWBjLWtzFR/z8lKr0kmxUEQaiStA7EMWlKuh1PKbJVG5OmxO1wskbAbWWpz9zGxur5RbWgKxOFQoGbmxuhoaG6roogCJWUVoE4MkmB2+FkIpMURZZbH5tFZJKCoOhMgq7ntprzjuZcnEFIn2dvb4+BgQEPHjzIN+/+/fvI5XIcHR21Xm9pRUZGFlgnQdBGfHw8Pj4+ODg44OTkxJgxY3j8+LFGme+//54WLVpQq1YtRowYQXJyso5qK5SlYgfi9bFZxe71UFjAdTbRY2Qd1bzIJAUxaUpt6qq2devWAqfJZK/m8EtC5RcXF8frr7/OjRs3CAoKIjAwkNOnT2v80lqzZg2TJk3i/fffZ+PGjVy4cIG3335bh7UWykqBD4ZfH5vFlIvpJe5q5myix9zGxnx2JUOdhngWnN1t5Gy4pUpLRCTkaATt4ujatSubNm3i/fff15i+adMmunTpwtWrV0tU55ISwV8oC0uXLsXIyIjDhw9jYqK6nuLp6YmxsSqdJ0kSAQEBTJ8+Xf3Zr1OnDk2aNOH48eN07txZZ3UXSq/AFvH6W1ml7u87uYGR+u+IB7nDPbeyyh1wtCQtYg8PD37//Xdu376tnnbr1i1Onz5Njx498pVXKBR88cUXNG/eHEtLS7p06cLhw4c1yhw4cAATExPS09OZOXMmDRo0wN7enk8++QRJ0nwfIiMjeeutt7CyssLNzY3t27djYKA5Xl9KSgoBAQF06dIFS0tLGjduzKpVq9Tz3333XerUqZNv3V999RXW1tZkZ4teJa+S9PR0Vq5cybhx49RBGFAHYYCzZ89y48YNBg4cqJ7WuHFjXF1d2bJlS4XWVyh75XZDh5WBTN1lLW/AbWVZukBsZWVF+/btNX6ybd68mW7dumFomL91PWLECObPn4+fnx+hoaE0bNiQt956K9+HNz09nQ4dOvDgwQMWLFiAh4cHCxcuJDw8XF3m4sWLdOzYkczMTNauXcvUqVNZvHhxvsC5dOlSQkNDGTp0KFu3bqV79+6MHTuWY8eOAeDv78/t27f57bffNJbbtWsXnp6e+QK7ULVFRUWRnJyMu7s7AJmZ+a+fxMbGAtCwYUON6S4uLup5QuVVrnfWWRkU/bO9JIE4NTUVX19fNm3apJ62efNmfH19SU1N1Sh75MgRQkJCCA4OZtq0aXh4eBAcHIy3tzcffPBBvg/8+PHjWbduHcOGDWP16tVYWVlx6NAh9fyZM2dib2/PoUOHGDRoEMOHD+fEiRP56jhr1izOnj3LhAkT6NWrF8uXL8fCwkL95dGpUycaNWpESEiIepkHDx7wxx9/MGTIEK3fE6Fye/brLiMjg+7du2NmZoa1tTWzZ88mJ0f1a/LevXvI5XIsLCw0lq1Rowb37t2r8DoLZUunz5p4UaAuzNChQ4mKiuLq1atcu3aNK1eu4OXlla/cs3ybt7e3xnR/f3/u37/PX3/9pTH9jTfeUP9tYGBAnTp1iIuLA0CpVBIREYGfn59Gy1suz59mNzQ0RE9Pj9TUVI4ePcqKFSswNTXVSKf4+/uzdetWdWt67969mJmZ0bNnzxK8I0Jl9qwBMXr0aGbOnMnDhw9Zt24dQUFBLF++HFBdi5AkKV86S5IkcZ2iCijXQHz0aW44b8DNm3vOm6bQhq2tLb1792b79u3s2LEDT09PzM3N85W7ceMG9vb26Olp7uazLm7R0dFFbsfQ0BClUtVqv3PnDhkZGTg5Ob2wfmlpaUyYMAEXFxdWrVpFZmYmNjY2GimMESNGkJiYyMGDBwHYvXs3np6eBaZXhKqtVq1aAGzZsgUPDw8sLCzw8vJi2LBhbN++HVB13VQoFDx58kRj2YcPH+Lg4FDhdRbKVoGB2Nmk9PE57w0b7ja5rca8F+5K2iIG8PX1Zdu2bYSFheHr61tgmbp16xIXF5evFXHnzh31/OKqUaMGoOrr+SI+Pj5ERkby999/ExISwrRp07Czs9MoY29vj4eHB6GhoWRlZXHw4EGRlnhFOTs7A6rURF6Ojo7qtMOzMv/8849GmX/++Uc9T6i8Cu410caEI53NNF5dbQrs6VaoeX+rPlSWcs1+xREJuYF4gEPJL0p5enpy9epVrl+/Tu/evQss061bN1JTU9Wtimc2btyIra0tTZs2Lfb2TExMaNSoETt37tSY/nx+Lisri19++YWhQ4diaWkJqNIaz7dkQJWe2LNnD//73/+Qy+X06tWr2PURqo6GDRvStGlTjWsGAOfOncPV1RWA1q1b4+LiovFZvnz5Mv/88w9Dhw6t0PoKZa/Q6Or+XOCN6GzG5Kj0Yt0RF/Egh9h01U/6yQ2M1S3fxGxJ3YfYqZpeqVreJiYmvPfee5iYmBTay6BHjx54e3szatQo7t27h6urK9u3b+enn37i559/1ugeVBxz5szB19eX4cOHM2LECG7cuMHixYs10gmGhobUrFmT4OBgXF1dSU9P5+uvv+bKlSt06tRJY339+vVDLpfz4Ycf0r9/f5GWeEXJZDIWLlyIt7c39vb29OrVi3379hEeHk5ERIS63OzZs3nvvfeoX78+9evXZ+rUqXTt2jXf50qofLRq5ga1qEYrS338zxX9KEt3G7n6Drp5TXKDXdjdbHWOWNsbOQqyZMmSF5b5+eefCQwMZOXKldy+fZsWLVpw4MCBEl0U8/HxQalUsmTJEgYPHky7du3YunUr7733nka5rVu3Mn78eLy8vGjdujVTp07lxIkTXLhwQaOcoaEhvr6+fPPNNyxatEjr+ghVh6enJzt27ODzzz9n/vz5uLi4sGfPHo0bNfz9/cnKymL58uXcv3+f3r1789133+mw1kJZkYX3XSRpO/pvZJIC92PJJOVmGZjb2Fgj6D7v2cPhE7MlLOUQ42FZqhxxVbFixQpmz55NfHw8RkZGL16gEGIUZ0GonEo8inMrS30ie1iob9goDr+zaerWcN50xatMoVCwfPlyfH19SxWEBUGo3EqcpHU20SOisxme9gZYyou+8BaTpmTX08dmtrTUL7Ll/Cp48uQJx44dY/z48fz777/MnDlT11USBEGHtOsK8RwrAxlhHUxfWM7ZRI+uNnJiUpXFKl/VnThxgkGDBtGwYUP27dsnuh8JwiuuVIFYGxGdzSpqUy+93r17k5KSoutqCILwktDpLc6CIAiCCMSCIAg6JwKxIAiCjolALAiCoGOy8L6LSjcUhyAIglAq/w+BKqhoSNLTNgAAAABJRU5ErkJggg=="
[ "Monday", "Sunday", "Friday", "Saturday" ]
null
3
math
grade-1
ordinal-numbers
false
true
The first picture is a house. Which picture is fourth? first
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"
[ "paw", "dog", "house" ]
null
0
math
calculus
domain-and-range
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\leq-1\\}$", "$\\{x \\mid x<-1\\}$", "$\\{x \\mid x<0\\}$", "$\\{x \\mid x \\leq 0\\}$" ]
null
3
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 3,4)?
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"
[ "no", "yes" ]
null
1
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ 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", 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", 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" ]
2
math
grade-2
purchases-do-you-have-enough-money-up-to-5-dollars
false
true
A bowl of clam chowder costs 1 dollar and 2 cents. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
0
math
grade-2
which-table-is-correct
true
true
Kevin went shopping at the farmers' market and bought the following fruit:He wanted to know if there was enough fruit to make a batch of miniature fruit tarts, so he made a table of the fruit he bought. Which is his table?
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"
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[ 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", 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" ]
0
math
grade-2
how-much-more-to-make-a-dollar
true
true
You have these coins:Which coins do you need to make a dollar?
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"
null
[ 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", 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pAz2XYfOu66iKlLJ6TTujM/OUBnyYlo3X50FVFWzbRlFdWLYFeh6314/oceFSBQSXAgLYuoFl2tiWjayqlIQ8aIZGXlTwygJ33nwd/+fT/4P5qYlrtge6rvMv//yPRCIRlq9YxZGjhwmFSkgmEzz8nvcwPDTEiy8+Tzhc9prXGR8fpaf7ArfddjuqS8W2LDQtRyoVJ5GYJ5/PAjAzM7XYnbZ4JrO/v5fe3gvMzkyzsLCAy+XB5w+iKCqG8ZOztitXrkYQBBoaG7AsuPnmW9H0Al/+8r8RnZ1hy9btVFVX8i///E8UCoVrtlcOh8PhcDgcjl8c8k//ljeXbdsUCgWGey9wbP9LuGURWVEpL4+QzxdQVAVME0l1gWWwMD2BbpjILhfZdIZCPk9VQxMrNm4hXBr5mXQR/UWnFfK8sPdZ7rpxN4pZIBjwYZrFQFJVFUzTwrAMgkE/AIoio6oKmVweWZKYTWfZUVFJT08fWzZvYOjYK6zafh2xgS6S6RyrO5qxLQNPWRnZ7ASmaTIyNkVY02msbEYTJBSzgG4KyKaOsJjJtHQD2zCQZBtBkiioQbx6Ctu2WNfZzED/MN/6ypf4yO//0Rtu9mLbNvv372PHjm14vX4Mw0SSZJLJJI8/9h0eed+v0NbeznW7di11ev1J0uk0f/3Xf83v/97v4PG4MQ2DeDZDPpfHtm1kWUYNepifn0aUREzLJBIqwbR03G4PqqqysBDj9KlT7Ny5Ey82oiRjGgaybP/n67Rh2/YdLMSi9HR3c/87HuTw4UPce9/91NbWc/MeL3v3Pssdd9z5C9cIyOFwOBwOh8PxxrxlQaZh6CQW5jl38EX2PvUE23btZueO7ej5LAuj/QydOUosHmMhkSGRSuFWZVI5nfrKEiKlZdQ1NtDRuYJAVQPpVJLHP/t3+MrK2bHnbVTW1OHyeN+qpf3cmx4boa/nInZzI+++fiO6bmAYxYyyoZsoqowiS4iiiGVZiKKIYRjolo1pWZS5XViBUlKTk7z88iE8gsGjn/8S77r3FtL5LrovjeLzeog0NePxejjXP8LZwTFWtTXzmS89xkPvvI9lDRW4XQKmocLlmZKSjGiZIEmYpoWrkMCQFEzBQ2lFKfW1VZw6d4aF6CxlFZVvaA8SiQS9vT10tLehG0m++KUv8slP/gnnz51j53U7eeXgftauXf+aASbA4cOv8N5feg+hUBhBEMjn82SzWZKpJB63h0AggCSJZNIZZmdnCfiDRKOzeH0e+vp6mZ2NsnLlSjZv3oxh6GSzafKFPKrqQZFlROknjzpp71jGkcOvIMkiZWUVuFSVu++5j8nJMWpq6kklEwwNDjI7O0t1dfUb2iuHw+FwOBwOxy+Wn3mQadsW85NjHHzu+5iZJDUVZdxz+x4uXrjAU+fPUFZVxezkBAom4YCX9vZW9GyGnG6yZvVKTh4/hmnbuCWBS+fPYF7oIpdOU1UWpmPVMka7TnHmlX3UNbeydvsuJFn5WS/xdcnn8xiGTiaTIZfLIkkSuVwOWZJRFruMen1+AoEAoii9dfMMbZvHv/1tOpsbMXNpfG43tm1hWRYFTQNBwKWqGIaBIAgoSjGzKcvFMR4uRaHU5yU53M+uXTvpGRwhVFrKLtNCMwUS6TQtG1cxPBcjOT2FbRjk8hpuWWIuW6C9phK/lsElmICMKEIBGTcGhiDjksGwRSTbQMBCMAtga1iCzLLmGo6d72awv+8NBZmWZfH97z2NJAqsXLWWF194jvc98j50XWfV6tXMz89RUVFBc0vra2yjzfxclBPHj/Frv/ZRZFnGsiwM0yCXz+H3BaiqqiEWmy9+3jDwuD20tS9joL8byzJoa2tny5ZtHDlyiNnZGdweN4pSLLcNBAO4XW483v/8+b9t+06+9tUv8fb7H0RVFc6dPc3evc/y/g98iOaWNqamp3n66Sd5//s/6FQIOBwOh8PhcDiu2M80yDQNg5ee+g4vP/EoH/7oB1lYiPPYN/+d9voa7n7/b7D/0S+yor0RVnXSdfI4GzZuwOt288JL+7g0Oons8uDz+Fm5ZiUBjwc1VArYWAiY7hBPfePL+F0Ku+5/mNHxSb7wqd/ngd/8Q0rKKn6Wy7xihmFw4cJ5enu6QRCoqa5mbm6O4eFhCoU8iUQSVVWJlEdwudxUVVbi8/mYnJzC7XGzYf0G6huaUJSfXSCtFXK88twPaGtp4j237V48E1ts8CMsBpi2bSFJIrZtoesmHo8LUZGJlBSzchtWtBAOBUinUsxOTVNdUUZZZSUT/X1sWrWc6egCJS6VaDRGpKKEPTvWY1om3tIKFmamiKWyzCZ0ykokdMGFRzAAAVUwsRGQtDyGJaCIFpamI6oKSCoNHa2EA0d57MufY9OO6153yez4+Dj9/b287W13YNs2Y2PjFAoageAgK1esorS0jEik/LX3UdP4q7/6nzz4zgfw+YNYlklmsUw24A/gD/hRVQW3x4Vtg8/nw+vzkogvYFoWmqYjijkMw2D1mnWoikIiGSc6O0t9QwPZbJbJqTEqK6rxB0L/6Vrf8cA7GRkZYqC/j3xe473v/WXGx8YoK4vQ0tLKyPAw586dZe3adc48SYfD4XA4HA7HFfmZpCds22aw5wLf+te/x0jO87Z77uX5Z/ay7/nnWLusDSSZzEg3pq5x4uQpBNOgo7OT+Nw8oiRRWV7KA/fdyZr2RuKoxBdi6ILEiSOHOXX8OCkdXvne41Q2trF+23ZOvrQXIzrGDXfew/4nv8MrzzxJPpf9WSz1p7Isi3Q6RW/PRT7+sY8wOjJMdU01586e5Xd+53f42te+RjKZJBIp58abbmTV6lUAjI+N8dnPfpa//Mu/pL+/D7/Px9FjR/iT//5H9PZeJJvJ/EwaIF04d55YKkPAraIqCooiY9s2fp8Xl6oCYJrFWY3SYrdX24ZsKouqqnjdLkYnZzk7MoNRyKIIMDg9j8elcKZvmI72FgbGZxmajDKzkOCFV04zNT2LKMmIqkCwLERpeYRI0E8mliwGmJYF2AhQ/KMoSJKNVdARFRlJcRezv5LNypUdnDh1hnQy8brWb1kWL7zwHHfceRcej5eXX3qBR973Pu648y527bqB73//e8TjCz/1Ol3nz2HbFpWVVciyim3bZDJpZFlBkiS8Hv/S4ynLEpIsoSoqwWCA5uY2/H4fiqpy8WIXiqJQKOTI5bJEIhFmZmbI5XO0tHQyMjLymvfD7fagKirrN2wkm83wx//9T6hvaMC2Laqqqqmrq6W7+wKWZb6u/XI4HA6Hw+Fw/OIR7J9BZHL+xBGOPvNdbr71Nr7z9a/gdrtZs3Y1s8ODSC4XopZj5023cHjfC5y+0EdbYz0Nq9YxeOY4u3fu4NN//zlkSeKmLavoG5misrycjVs2k52bQnW5icdjjIxPs2nTRppaW5BcXmbjSZ773tOsW7OaipWbePQLn+Njf/qXhEojb/Zy/1PT05McP3YUTdMYGhoCwO12U1lZSXtHO6UlpaRSKWLxGLOzs4RDYZqamzhz+gyarvH2t78dwzAYHhrmfNd5YgsxUukUyUSSlpYWqqtr2LhpExUVVW/aGp74yud5+jvf4r4bt9NZU75YEiuhaTqWZSNJIvmCht9XPBNrmiby4vlM27b5wcFT5HUDSRC4757bEbQMPaNRgkE/g2PTXLduGZe6e8kWNFYsa+aLjz9HPJXhgw/cTt3q9RSyKSYHBokuxGhobyfgskGSEAEb0IViuagLDaugI7hVREHAlH1IZp6TZy7wjSee49c+8cdsveHmq17/3Nwcjz32bdraWqira+K7TzxOdXUFDQ1NNDW3IMs/+Qzkj+3j44/h9brp6upi587rWLd+PbHY3FJZqizLqIqKbugosko6k8Lt8iJKAqIgYZgmuVwOQQBd18jlCiTiMdxuN6IokMlkmJiYoKmpmYaGJsp+Smb1hef3sn3HDkzT5NKlAXp7enngwYeYmZmmq+s8N954Ew0NjVe9X/+vmNZgIAspEwynWbXD4XA4HA7HVZEFCEjQ7oVK9U0OMg1D59BzP2Cq6zjtLY0cP3GatuXLOfTSCzQ2NrLj+t24ZZlDLz3PunVrOXH6LKtWLmculqQmUoppmZT7FASXBwQZ0eUGQFRc2LbJtx97mta2ViZn59i6sh23P4CkKMzOzjI/H2PDtu2cP3ceW9eoWbmB3u4eNl5/C9WNzT/z0r+DB15ieHiElpYWvvCFL/Cud72LLVu34Ha7+bvPfAbDMHF7PNTX1TE1NcmNN96Ez+8jlUoxOjLKtm3b8AeK2S1d10kkEszPzdPY2Mj58+f5/Oc/xwMPPMjo6Cjr1q1lx87rr/kabMvkX/73X5CZn6G+1M/2Ve2L5wXNxf20FzvMqoiigGkWy2bz+QKiKCKKIpqu84MjXYzMzHL7lrWsW7+GCdNN77FX2HLDjeQHu4nOLaD6A7R1NjIzPMbLx7tY1d5E66pVpOIJvvat71IQBdasWsVt21chioAgYtgisiSCZSAAlqZhy3IxcBNAUbz09A/w1//ydW65824+8rt/eNV7cPDgfi5e6OK22+5gYmKMxqZmDMMkOjvDCy88zwMPPoTX+9ObTp06eZSGxgYOHniFdDrFvffdh9vlIZVOYOgGoiSiFTSCoSC6rhOPxQkEQng8btweP6lUjFQqRT5XQNcLXLhwgbVr16GqColkgvr6RjwePyPDlzh58iQPv+eXX/M5XyjkGRsd4tSp0yiqi1tvvR2v14sgCDzx+LfpXLaMm2665ar36/8FMxocS77V98LhcDgcDofj58PW4JscZB574QfEhrqpKgvx0v5D3Pue9xIJeDh34HkOHj9LWdDP9bt30T8wgCCKtHd2EgqFEGwLQSzmpoz4HLakgOxCkmUQBCRVRc/lECUJRImUYeMXLdKZDH1DY+i6gd/vY8269Qz0XET1BTh76gzX3XYHp7p62Hr9zTR2LH+zlv0q01OTnDlzimQyQTyeoKAVeM/D7yGRTDB4aZDOZZ3omkZPby+WabFjxw4effRRFEWhsamJ9evXse/ll6mpqWHN2rXIssz3v/d9Lly4QHNzM2VlZTQ2NeF2ufjmN7+5mAmzaWvr4Lpdu3/q2cCrkc9meOyf/i+SIuDVMqxpb0TXTVwuBdM00TQDr9eNZdnouoa6WD5r28VRGoZhYhgm+051kc5qrGxtYMXKdvyNy1jI6vzZJz7B7zx8D/l8gUhVBe7SMGQy+CpqOHP4KLphUF9fgztSTdDvwdKyGHoOTVAXGwEV5SwJj2BgY2MXdES3iiAISKqP6MwUn/n8o7hKq/jff/9PKFfRQCmfz/OXf/Hn3HXXHVRV1/GtR79JMBggGAyydt0GgsHgT33zwrIsfvCD7xMOhdm6dTN79z6LrmsEg0E6Ojrw+rzIsoLX40c3NLCLzbKy2WJ32ZrauuIZWE1HwELTCsQTCVpaWujv72N8bILKqko8bjeFQoHKqioy6QzV1bX4A8HXXNvBg/vZumUr8/NzpDMZWlpa8Xp9jIwM8dSTT/LJP/6TKwqg/19zMA4xA6pV6PQV34VzOBwOh8PhcFy5lAm9GZjSoER+k85k2rbN+RNH6Dr0ElVlIZ548gfUV1dw9qVnScxFWb56PXfddWex1DWZYuuWDaxcs7ZYaiiKxONJktk8eqFAxpLImzbJgk4inSYWizO/ECeTyzMXi5HP58nNR9EKGsl4HEuQ6O4doKa8lDMnTyK4vNRURLjxtlvpO3mErRvWcPrgiyzMzrwZS3+VocEBnn76SdLpFAcPHuSmm2/mhuuv55lnniGXyzE6Okr3xW5kWaE8Uk5JSQnxeAxZloiUlzM9PcVAfz+apvPU00//8LpDg7zzne+kpaUFwzDoOn+OL33pS9TV17Fr9y7OnTvP6OgIj37z60Sj126dpqGjYJJOZ6ipKseybNwe11JgVWz2Y2PbFoqiICyeybz8dUEQcLtVwqEgRy/04iuvwHZ5MGPTVLrhU7/9EYYmZvC4XViiTCxn4wqHUUJlZPMFyktD7D9xgZ5Tp0guzKFn09gFHbf0oz+D4jlNu3hGE1FAMwVsy0LTNTxuN3OJNLl0isJVntOdmBhH1wu43B5s22L37uvw+30cOvQKf/1//he2Zb3m7W3b5sD+fSxfvpwdO3ciyQqKorJq1VpqamqQJIVgsBS/P4Qoyaiqh7n5OcbGRhfHmxR49pkfkEom6Om+wKnTp+jvHyAYCDIXjVJf38SmzVtpaGhClIpnZSfGxwmGwui69ppndt1uN3v23Mq5c2founCBiooqXjl4EE3TUBSV1rZWTp44cVX79f+KpFH82wkwHQ6Hw+FwOF6fgFR8LQWQNt+k7rJDvRcZOPQ8a1ctY+/LB1nR1kBzbTVJ3eLSmeOs3LAR1dZYt3ED1RURBNVF76nDKJJMLJUm6PUwOjHBxrWrWViIEwz6GR4dIxgKk81mMA0Dvz+IoWv4fF7OXezjput3Ul1RQX2jl7amel58/kVWdLSQmplkKB3H5/dR3dDAmZeeYdWOG3nyK5/l9oceoaqu4c3YAoaHBzlwYD/BUJBodI4/+qNPcujQIVRVZfv27QSCAWRZprevl3w+T0NDA88++yzve9/7uOWWWxkZHWHN6tVUVFaQTKb48Ic+jKIo2LZNR2cniWSCixcv4vN5cbs9XH/99czNzdHZuYx/+exn+fu/+wyBQJB/+8LneOc7301Tc8sbXpOpFSjzyEQLGv6SMKoItlnMIIqiiKYVX61LkoQoy1iLY0wEUcS2LGS5+Aq+oaKM9R0tdJ09z/L2ZlS3B/QC3oCC2+8DBFQMdFFivKePqkKe+roaqhpquXvVeo49+wzpvI7gdaEIOnpBQ1GL19ZsEUUwQRCwNR0EAfVyEyCXgFuVkCWBXDZDPpfDHy65orXbts3Ro0d58MGHsC2bj/3aR7nn3ns4dvQon/jEH+LzB35qFjObzZLPZ2luulyuLRAIBPB4PChqkGAwhCiKmKaJrmtoWg6v142m5bFtaGhopLSshNGxESKRMmpq6/D7AtjAwsI8Z8+eIpfNMTe3gNdbzGS2tbXR29PN1m07fur9y2UzlJdXsPO6Yqm16nIxPT1FZWUldbX1dHdf4Lpdu37uusxezoE7AabD4XA4HA7H63f5tZRuvwmZTF3XOPHSs2zesJbTJ05y/a4dRFqW0dXdQ5UX5mJxyMQojZRTWxlB0HPYiy+iLRs2r12BYVls3raD8z39IEl09Q2SyesMT86S03R00yKTyzIzH2MhkURWFQq6AQKY+RwlPjd7bt2DKEmMTkzQ39fH1OQU7mCYuvp65od7uPvuuznx8nMYhn6tt4BDhw5y4sRxotEotm2zfsN6jh8/TjgcYmBgAE3T8Pl8ZDIZ7rv3XjZt3kRDYwO//4nfp7yinKrqKjZs2IAsy8xMz1BTW8vc3ByJRIJkMsn27duRJZnlK5aTyWQpFPKES8LcdffduN0ubNvifb/yq3h9PqLRKM8++33OnT39htdlWRYIAon5Bbx+L5JbRZBEBFle6ihrGMWX7JZRDDgFSeRy/sxYnFlaU1nGlo0r6R+dpP/SCJlYMdvqC5SzbdsWpudjnDrXy9jZ01gWaKaEmctgmwZCPkVZdRUuwUa1NATbZjF2xQYULEzDxloMMLEszFweUS2WzNqWTcjnJeTzkte0K167bdvMTE8xPx+lpLSU3//EH7J82Up++ZFHePrpJ8nncz/19s/84Hu0d3QWy3jt4h/T1IlGpwkEgsiSSD6XIZ2Ok4gvIIkyPl8Qt8uDrEiUlEaoq2ti5crVRCKV+Lw+4vEF+novYugaGzduoba2FrAJBoP4/X5Onz5DRUV5scXvT+H2eOnp6Vlay5o1awmHwqiqi3gihiQVy6IdDofD4XA4HI7Xck0zmbZt88SXPktNiY8f/OAZwsEgsZkp/D4PdY1NPH/oNHU1VcUX/6YOsgsEEQSRlatXYlngCQRYuUJmcGSSFZ0dLGQLLF++jNnZKA0N9czPTuP1B3G5VMorKpAliUwmjdfrRTLymJYNepYSX5hwXQTdglw+T2kkwlj3OaILSUJuCVfXcaqqqnjluWfYddud12zY/OTkBMNDgwiCQGtrK+vWr+PkiZPcvOdmREFk5apVPPnd73LTTTdx5113Uln16k6wAgI2Nt3d3VRVVhUb5ggCkiQyOTnJ0OAQd9x5BytWrgCgqamJSCRSDAABXTeYnJikt7eX7du34XG7iUaj7Nv3MlXVNVRUVL7utUmLHWIjqoBsaICAuDijU5YlZFlC140frkWSillMvRjIK1gIarH7ajaRZjw6h0/Q0dMZ9EAeRfGghCOs27qWz33xcQRBYNOmdZRkEswns1QYBRRFom3nrRzb+xSblzeAbYEoLcVQNiBaRvE5drmM1+MGyyJjufBJkMrmCaoeruYwciKRQF5sInTm9ClswO1SqKtr5J5778Pt9vynt7Vtmwtd5+nr6+Pt9z9AKhVDkmRkqTiupLW1HVEUyGbTaLqGsbiHgiiRSsYRBAHTsMikk/j8QQzDZH4+itfnJlxShiAITE5O4vZ4WLV6HavXbGBhIcrRI4epra3lzJkztF/BGWRBELj9bW8jlUrhcrkpKflhljcYDOP3+YvnQmtqrmLnHA6Hw+FwOBy/aK5pJnNqZJCFwW5UTCwbBEunLuwinysgCyZrOlrZunEtaDnsxQyi6PYhSBJutwdfIMDAxQtkCzpz0Wl0wyA6PszFCxfIphIU8lmS8TinTp9hdnqG9HyU2MIcwVCouBDViyDKiKobUy9gWzbrNm7E43aTK2h0XehhWVMtte0r6Dl3jupwgItHD7AwM3lN1m/bFs8+830KhQKGaXDLrbcQCoYwLZMnv/skXV1dmIbJ9TfcQEVlJVWLAeaPlh9Oz0wzOTlJ1/mu4nUMA4/HQ2lpGeFQmMmpqaWzdYIgUFZWtvTfLzz/At/+1rcYuDRAJpMmGAxy62234nIXz00+9eQTb2jeoWkYpAo6c5kcpigxOjNHzrSYmosxNZ8gndOYS2XJFDQuTc2RzhUYGJsmms4xNLvATDJHIZunUND4yjMvc9v2jVTUVBOsbUQUZWzbxMwmkZDZtLqd26/bwKW+fo5eGEQOBBkfm2VhYoYXn/wOjWV+TERs06KQXzyDaVuYiOhKsQuxoVsIkoilG9imhVfQ4apCyx/KZrPFBkseL21tHZiGhcvt4+LFLo4ePfya+2oYBo8//ji/+3u/jyiKBPwhotEoY2PDrFq1Go/XRyGfJZfLYejG0uNpmQbz8/PkclmGR4YYnxjFNA0sU6equppsJothaJw5cxp/wI8kSQxeGmAuOkNJSYSNGzexfMVydu2+8YpLXE3T5PnnnmN8fJR8PreUcV22bBlzc3NvSubf4XA4HA6Hw/Hz5ZoFmYamcfLlvbzj7fcw0NtHTdhLTXUlQ5NznLvQTXdPPxUlHhQjV8xg2iZ2PgUIIIgIkoyguOhYu56ySIS8LaPpBoKsUtXSSUNzM9MTE6iqi6ryCIIgECqvIBgMAT+SNbMtbElFAGxJxUzOEw6H6O/p4f6338tUPEVydpJgSSnjved5+y89wqHnvo9eKLzhPfj6179CVVUV8/PzPPTQQ6iqij/g5/7772f7ju2kUik8Xg/Nzc243e6l7OOPNmQZGBjgqSefpL29nWg0Si6XQxRFMpkMf/M3f81NN92IsViKerlrKxQDzptuvol3P/wwolA86xcOh5mcnGTPnj1Eo1FM0+S5vT943esTJQlXSYTyQIB0OkchlkTP5cnFkoyOz9A7OEYqkSKRSJOOJzl88gK66kPL5knMLTB8aRTLshidnKWtpoodazqwLAOtkEZLJ0nPT5PPxnH5Q9TXVyMJAo2N9bRv2cn+w8f5q3/9On/4fz+PoeuUlQaRDA0BEFUZWxCQVC8iNioGgiQi2ia2DfZikGkbJpauY9kW8UwOSbryRH48HiM6O0tlZQWmqbN27Vra2trYsnU7Pq//Na9lmgb19XUMDPTz79/4CiMjgyQTCRKJJP5AGEEQKWgFLMvCsixs20ZRFURRoL6hmXBJhNmZWeKxOMeOHcbj9aOqKppW4Lm9e2lsasQyTSbGxwkEAwwODjA/N43b7SabyTI02E+hkH/Nxj+XeTw+3vnQuzl39gyPP/ZtvvnNrzE5OYEiK8zPz5FKpa54zxwOh8PhcDgcv5iuWblsfCGKR08zNTpELB6nMtLK7NQ0G1d3sqylDkHxEAqHsDMJhEAEUZKQfaEfu45tGtiCwF333gu2xRpRKn7Otulcsx4zm8Q2dRAkJI8f2zQRRBEzn10KugRBAFlGdHmwknPUV5Yhb9nEsRMnUb0BAqXljI8cx+PxICWmKSmvYnZ6ktrG5te9/lMnT6DICsPDw9x2223MzkYRAH8ggNfrQVVVmpqb8Pl8S7dJJBIEg6GlrqyCIJBJZ7AsG1EUCQaDiKJIIpEglUrytrfdwUsvvsR7f/m9xfOFi1mmy2RZRtM0EAQaG5s4cuQIqWSKyspKPv7rH+frX/s6fX391NSeZfXqtVe/SFGiRBWYMA2ymQwF3SCVSBFLZxEVGcsszsuUJZFkwaCkvJy2ch+JpM3KshZmogu43C5OdvVxz83bKKmrAgSMTAbF6wdTwMxk0UQXpZESusamaYiEycZnWdFUyy/dsRtZURBlCcG2QSyWxMpYWLaEoecRANMWkCieB8Wyis8H20aQRHKZLFXhEClLwOdWr3jpglDsnqsobgYGzjIzOwM2eDxuGhpfu6mSy+Vm1+7r6e/vZ34+Rk9PLwsLC7S1tQFgmToet4e8kMc0TAoFDVE0wCWQTCaYnpqkta2VdDrNpYFBLl64iGWZVFVVoygyCwsLlJSUoGkFRkaGcbndnD17jkikjJLSUg4fPkxtXR319c3I8mv/ytu2TTqVIJvNoKoubrzpZkpLywAIBAJOJtPhcDgcDofD8VNdkyDTtm0OP/sUjVVVjPZepKO1ifKqKiZnZnl87wF2bd1AfXkIJBnTE+LfvvBVVne2Mjg2RaQkhM/rQVEkTMNElKTii3lZLvZtQSARi4MgoOk6Aa+bdCaLYZrFERWCQCjgI1fQkEQJRZExdBPN0Nm+fSse1YNtGJSF/LhVhamRwcXsZrEJUNep4zSs30HXoZeoaWh6XZ0zTdNkYWEOl0vFNE2OHDnCiRMnWLt2Lddffz3Nzc1L59guZy8vdF3ABiorDTStsNiwBWpqazh06BVs2176XsMw6Ovr59KlAX7zt34LZfEcpGEUyym9Xh9eb/FMoCzL3HDDDXz1q1+lPFJOKByipaUFj9dLXX0dhm4wOjrMihUrryqTV7y2giTKhMpKiSdSVDTVIpkWTW4XpiihCKAbFh5VYnlrHZJczC57vR7kgJ+wIJCSvczGEoxORmld3gGAEvSSj89jFgrIXi9zI8MobpXWjkbSsRTDFy+wcVV7Me1umtgUi14lVVksk7WxdA1RFotzVCl2k106qCkICLIEgkB0IcHwdJS61g7c/sAVr/3SpUu43e5id+Adu65q34rnc9toaWnli5OT+P0+IpEI/EgDoMvfJ0oibo8LURTRDY1YbA7LMjl65Bi33XYr1dU1+Lxe/umf/pl4PEFrayuKrCAKIhMTEwCUlUU4ffoMa9euQRRFWltb6O/rp7KiGln2v+Z9tW2bp55+mvXr17N8+cpXfS0ULqG7u5u1a9df1fodDofD4XA4HL9YrkmQmU7GuXTmKKvvvgNJFvG4VCJui1uu20zWEvD6fAgi2FoeV6AUn1vBsgxWr+hgZGSEdDpFXXUFc/ML+HxuBEEgncnRuWwZ3RcvEvT7ESUBtyrT2tzC0MgI2XyedDoDQEHTicWTyJJIZXk5iVScYMCPJCvYlomoupCzKXasauWVQo629jbC5ZUk5ucwNA23rTMxOkIiNke4tPyq1z8w0MvY2CiHDh3mIx/9CN0Xu/nUpz7FwKUBotEoDQ0NKBQDw/n5ecZGx+jv72fz5s3kslkuXbpEXW0dAHV1dYyOjjI3N4coiiiKQiKRYGxslLJIBK/XCxSDgVgsxujIKJFIBJfLRWSxjFhRFB5++GHy+TxPfvdJorNRstksW7Zs4U/+9E+4+aabGBkZpqWl7arWqXo85JFIZvOUhrxUhAPYlg2X50MudnO1bZtAYLESWxSKI00MA1kS2b/vIB984HYkVeGpp1+itbmWzrYGJNVFOpZET6SZS6QojZTic6kEauqpShcYGp2koaoc12L2UZKlYoBGsSmOJBZnYYqyVLxPogDmYvAmiUsjTVK5Ap0NtSjhIKqqXPHa5+bmqSiPXNV+/UfFclgT27aprKrA7So+lpZtYV4+02kXR8Doms7C/ALhUCnBgMHk5DSnT59l53U7eeH5F1ixYjkul5v5+Rijo+MYhn65zxFnzpyhtbUZsBkaGqJQ0GhoaCCXS+P1vXaQKYoiDz/8Sz/xa+FQiN7evje0Bw6Hw+FwOByOn3/XJMg8d+wwN2zbTCaZpK65na6eXkbGJ1Fkme3bt+AOhMmlkliSB0X2sGbtGlzBMLpu0LxqLYIgIhl5KprbKeg6gmUX5wSKEm1rNxabBMkKhUyajGHhrm+nRAIjm0EQRTxeH7WFPJJgI4oy5W3LsZILZDIZFFnGZYMgKogulXReJ1/QOPLKKwS9bjpXr2Oiv5sbbnsbh57fyx3vfM9Vr//ggQPk83k++tGPUlNTg6qqfOc736GtrY14PIbLXcxMWZbFhQsXSMTjtLa2AqDrOpqmoekaLpeLkpIS1qxZu9TFU5IkPB43Xq+P63fvRlF+OEbiyOHDrFmzFtM0SSQSTM/MYNsWmzZtQlEUpqencbtdmKbJli1bMC2Tv/jzv+DLX/4yJ04cu+ogU1JUJMWFYpvoSFgFvRjYKXIxWygK2LaAbZpYdjErLdhiMaEoCgwMjLJ5wwo8AT+iIvO2W3cyMTHNgYOn2LV7B4HyErLzcfqHp2hX3SzMJ0hlB1m+rJlQ7RYSC/OIuRiIYjGQLB7nBdvG1g2QZAqWhKLrcDkhLUvYpoWoqli5PPPJFKPTs9x1w20I4pU//QuFwlKA/3rZts3M7Awul0pPTy/v+5UPYFsmulZAlmQEBHSK5aiyIuP2uOnpucjU1DT5fJ7h4WH+7M/+B3/6p/+dzs4OPB4vx44d49ixY7S0NJNKpWlra8Pj8aBpGkePHqOzs4N0OsPCwjy2/erH++iRV+js7CSTzdHX282NN936mve/+Nyz3tAeOBwOh8PhcDh+/r3hINM0DaYu9bJrRQOjo+McOnmOltpKSpuaKCkJ4wmVks/nOHTwALKscLJnCC1foLKijJmFBCUBHwGfh4AqEQyHAZuFWIJCvkBONwgHA2CZIEqU1jUym9FQZBMEi2QsRjab5vzgBIZuYBo6iqJg2AKSZdBYWYJh2ZT4vdRUl7Oyo4WtK1t48uVjLFveiSJYJJNJZFnC55IxskkMw/ip59Z+1PnzZzAXzyKOjo5y7tw5WltbeeR9j3Du3Dmuv+F6BEFYKn31eDz09vRSXV2zVO46MzuDLMuYpkkykUQURa677josyyIQDKJrGnfffTemWWz48/RTT7Nq9WpM02JqaoqysjIsy8K/OHvTMAxEUaS+vp7BwUFCoRADA/2cPHmK97///ZSWltB9sZuR4SEam678HKoAVLR2QmKa7kujrKotAxuEy2cbbRBkGcGykCQJJBFBlhA0g4xlMzQ1y9rVHYiKjKSquL0lNDSphMKlHD98nG27tyNl8uzasJxDl6YopJLcsHUN3/jBAUrUozRXlbJ27TJM00KUREAoPl6ShC0KIEmo6OQUL24zD1jotoQiWFiFAtg2o2PTTC/E2LFz5xWv+zL7dXamvUzTNDLpNPff/w4ef/wxTFMnn8tjmD8c+3K5TNq2bURBpLm5mdbWNrK5DMuXL+MP/+iTZDMpZmZnGBwcRBRF7r33HhYWFjhx4iT79u2jqamRwcFBKirKmZubp6ysjJnZWdwe36vuTy6Xw+X2cv78eTxXEEDbto1hXPlsUYfD4XA4HA7HL6Y3HGTms1lckkBBNymvqeXh5as48PxeQmURYnNRKuobcCkqqazGdVtW09begWKkSdruYvdP08RfEiYTi4OsIqgqHZJI3jCx/aVkBs6hlFahllZgTQ3hCYbwet3EolGa21rJWwJ1tTWokWoELY+lawilVbhSUXKSh9KAByWXwMimsbQ8Yb+b69Z3YooqgyPjdF8aYs2K5RjxWSKV1WRTCYIlZVe4epue7m5WrFjBiZMnOHXqFDfffDOyLDM8NExrayuSJL2qOc/69et58rtPUldXRzAYZH5+nprqaqLRKLOzs9TW1NLb20NjYyOBQIDKykpisRiJRALDNGhta6O6uppcNktpWRmqS11qGvToo4+y55Y9AEuNgXxeL9NT08TicXbt3sWZs2cor6igsbGJp55+ko9//Dev/MEWBGpbO7j0ynNogkjBArcsYekG4uXS08VGTAC2aSFIErGcxj9+8du87749SG4Vt6+kmMHTc2jZHGWRUlo6mjh1+DhrN60hFUswdmmQtWtWkIjOc8/ODWQNi6DfSyqewh/yY5kmqazG0VMXqKkpp2BYuBWZ8rIwozMx2ppqGB0Zw+1109lYW2wA5FI4dr6XikiEupb2K1/35eVz9ed1f5QkSYRCIaanJ/F43MQW5nC5Xa8aW2KaJoVCgdzi+BAojk+ZnZll27adYJtYtkU4FCY6G0WWJbq6LlBaWsL27dvY+9zzDA4OoaoqExOTyLJMd3c373vfr+D7D6WyuXyeeHyBuroGDh06yObN217znG5B05DlKy8xdjgcDofD4XD8YnrDI0yy6TRhr4JpGIyNjpKJThMJ+cnkCzR0dCKaBgI2KzuaEQJh+scmMKqXE12IMzQVxVtZx/HDx5iKRjE8fg6+8Dzj4+PE8wYnn3mCqtYOZqNRvv1vnyNV0Onr7eXbjz+N4A3S0z/AyQMvEoxUMN7fw9DwCKZlcua5p1hIFxjtPs/p4yeIKyXFzNqiVDaPreW5futaOuqrmIqnyecLKKpCfGHhiteez+dRVRfpdJrly5Zz3333cejQIY4cOUIylfyxDrC2baMoCh0dHTz//POIksT09DSKoqIVNCrKKxgfH1vsOhukuroaf8BPdXU11dXViIvBWzKV5K/+6q/w+3yMDI8gyzKKovCOBx7g4oULDPQPMDoyyqmTp6iuqaF/oJ+HHnqIdevWsXz5Curr6otlvItjMK6Gxx/ECkSoC/nZf+QMlmliGcVMLpaFbVlg2+RkL4KqYBU0vvvcfn71nptp7mjD4ytFEmX0Qh7T0EiYMt9+6gWCkWrW3HQLF3tHaFi5imQ2y9jIKOVVlQxNLWDKLmLROXxVleQtEUEQ8HtVNi5vZnxsGqGQR8HmyLFzBAMepkfGmZ6ep7G6stgcSJU5cqyLfKHAHXffi6RcXbCkKkqxc+8bkEwmqaurw7IsqquryWSzFAoFstks6XSaVDrNzMwMMzMzLMwvEI/FiS3ESCVTVFVVEQoVg0RRFJFlmYqKCgqFArIsMztbHHdz6y172Lp1Cy6XmxUrltPU1Myf/8X/JFJezoULXcTjMU6dPElX1zluvPFmYrE4/kCAdz/8XtKpJLHYPLOzM5imSV9vz9K4nMs/1+f3/WfLczgcDofD4XA4gGsQZKaTCfKZNLbbhz8Y5NDhI+w7dZHuM2eIDl/CyqWwdY1Dpy/y3Pe+h63lOf/C98hrOq5AmB889m0iHasxZTdPfOMb7LxpD/MLMS4cOcBEUmPgwnmGLg2xYe0qRkbH6R4cI6VZDPX20Nd3iemkxqljxxBklUNHT9IzMEJN5xqe/N4zaJKbQEmEr/7rv4LiRpBkQKC2vISDpy6g5zKsWdbK9k2rSUyPYRdyaPnsFa89mUhiWSbPPvssqqoyPj7Ob/233+Khd70Lr8dLMBhc+t5CoRigmKbJjp078Hjc7N+3j1AoRGlpKel0mosXLzI7O8vMzCypVIpEMkEqmWJicoKp6amlzrc333wzv/3bv03XhS5Onz7Fs88+y4ULFxgfG6Ozs5PBwUskk0mi0VkEBFasWMFXv/JVDh44wN5nn0WSJI4dO47b7WZ2ZvbqHnBBYP3O3cwm0igeH7NzMQq5PJZh/rA8VlXwChpWvsBMKkdIValprMEyDQzDoJDPoGfSZGMxKgJedu/Zw/HTXRjxKHlNJ5ucR5VlTnZfAkVm+9a1xKOzSF4/ouIlVFqGYZikUlleONaFKUnMpPIMjk/hUhUKmTxpTaO5uZ5zPZcA0G2Rr33vBfz+ADtvedvVrRmIRCLE47Grvt2POn/uDC2tbQQCAdxuN0ODg2TSGfKFPLFYjJHhYSYnJ8nlcqiqiqIoqKpKWVkZq1atLu5doYBtFUtqQ6EQbW1tNDQ24HK5lrKQa9eu5YYbdnPrbbfyq+//IMFgiLm5Oerq6hgZvkQg4Mft9pCIx8llMyQTCQRBYGh4iJdffpn9+17GNE2effYHFH5kfmwmk6YkHH5De+BwOBwOh8Ph+Pn3hstlk9EpgsEgtqExOzaKx+uhob6WFc31NLW3YRsFBMVFR2MNFTV1NLW1M3mpj7LmZYTKShGycXbcdhfzPSfJz8+wcsf1aJkklaUhNl1/M2OXBmjbspvGpkbGTh8hnclQ1tTO4b1Pc+POzchlNcz2X6Rj1Qr0fJ6qqipWbdjI9MQE65c1k5W8NNRVoXi8oKUQfGH8hQJZzWA2kSOtCfhFL6lkmvJaL6nYlWcyEYpnLGdmZtB1jcOHD+FyuVi+fDnhkvBS5nF+fp5zZ8+xfv16enp6sGyLj3/81/nTP/tT1q9bz4YNGxgbG6WpqYkzZ85QV1dHNDpbnJUZCKJrOpcGBli/fgOCIGCaJhcvXqS9rZ1UMsW+ffvw+32oqsp73vNLVFZWMT8/z969z7Fh40Y2b97Mpk2bGB0ZpaWllYWFBVKpFF6vl1w+d9WPeUl1Pc2trYxNTjIXT1FRFsbSdERFXsxomli2jW1a/Onffo77rt+KbdvIqhvV5QG3D9XrJzUX5fNf/ga/9rEPE7npBnr2Pcd0ooAvVM6t29fz5194lPh8DMWlsGbLNrSFWQJeNxY2wYYOCgMX2L62A28oQDaRAhvKy0s41z3EqvXLOXHsHM1NtSDA2XMXaamugpIK6hobr3rNzc3NnDlz6qpv96Pa2tv50hf/jZKSEsbGxkmlkvh8fhoa6ou/Q7ZNWVnpUom1aZqIokhJaQmGoVPQCuiajq4X/wB4vV5KLJOF+QV6enqor6/H5/NhWRbm5Qwz4FIVotEoNgLzC3PIsoKu6+RyWcYnJmlta6exoYlMOo3P50eWZdav34jL9cNZoslEnDXO+BKHw+FwOBwOx0/xhjOZpl5AF2TcXj8bb7iZPfc9wG133cVcdI6F6QkQBCy9wEx0Hj2fQdM1bMtEFm0s0yiWVwoipq7jdSugF5hbiBMOhpZ+hpCcY/DsCbL5PImFBWzbYmEhgVYonsHMJBYo5PNouo4ogG2ZlHtlpMVGLZb9w5YtdiGH26Xy0Qdu4dLwKL0Dg8RTGTK5DIqsoBXyV7z2+bk5Mpk0y5YvIxaL8zu/+7uUlpVy7vw5QqEQ0dkoQ4NDDA4OEQqFGB0dpaysjH379nPh4gXWrlmD3+8nGo0yODjEM888w7JlywiHwwQCQdxuN5IkUV5ezl133011TQ3DQ8McO3aMTZs24fX5WLV6Nf/rf/0vOjs7efjhh5FlmYGBAfr6+vj13/h1KioqcLvc7Ht5H719fXR1dS12sF3D/Pw8iUT8qh9z1eMl1NAG2QyJrEYmmyeVSGFoxW6ztm1j6Qa9IxOUBvzctHMToiyj5TJohQxmJoGRzRCoruPd972Nf/6nz5GcHGT5lq34BRvR7aOhoYY7t2/i5aOn0RIJfKrEzHyM6WSB1Nwcqj+IJ1hCdVWESChAXU0FvlCAmfkEG1e3I+ZyNNZUUFdRimWYnO4epHd0nHvuvRfV5b7qNStq8eyrtdjZ9/Wor2/k/e//ENffcBOyLNPXN4CmFUgmk0sdg1VVRdM0YrEYmqbh9XlxqS4ymQy6pqNperHxkSihqioulwuvx0tdXS2JRAJBgNHRMRRFIRD4YSZ9+YpVRCIRNE2jrraWQMBPa2sbFRVVbNu6Da2QZyG2wIoVK0Cw6e29wOo1axCE4j8RlmUSi8VR1avfO4fD4XA4HA7HL5Y3fiYzEUM1C+QEN0eef5bnn3yCU/tfwgL8wSAYOtgWYCO5vJiGyUI6SyGbxszniMcT2NkE2XyBgm4APzy/CBBdiJHIG3jdLuLJNPO2QqGg4fd7EQQRt5FD001cqguvS8HMpVF9AQIlJeiLZ+jcsoyZzxbnOBrFIPKJl47jCZZgAWI+gU9VcIk2qnLlyd3e3m6y2RxtbW20tLQAAi3NLaxdsxa/34/X6+Vb3/oWqWSSyclJXC4Xtm1z9913EQ6FqK6uJpGIc+TIES5dusTyFcuZmJigoqICl8tFPp9H13WGh4e4eOEitmURDIWKcydFERaDnomJCdav38C5c+fZu3cvHo+Ht93xNpqamhAEAVmRKSsro7mpiXA4zMjICM3NzaRSSfr7e6/6MRcEgVU7bqB3bIJELs+FS6NIkohlGNiWjVnQsIGDJ8/z8K27CFdW4vaGsDQNQy+Qz8bJJubJTo5QUlnNAw/ezyv7j2BkE6geN6nkHJLbx8blrew9eprR6SiyJFLT3EJichS3P4SVSSD5Q6TVcLFzryAwPzvP+EyMoeEJFEmioaYCWzeYyxv0Doywcv1Gtt6w56rXC1BeXkFpWSmZbOZ13f7yvtXU1rJ69Rr+7H98igcffADDMJmZmSGdTmOaJuPjE3R3d+N2u6mqrqJ0sQlVsbNrsdz48jlfWZZRVAWv10soFCIeL5a9+v0+IpEIPv8P36iRJJmSklJCwQCyLNPT3UNfXzf9/f3ML8wTjUaZnBjH6wtgGBYBf4BQKLx0lvlyo6lgIPC61+9wOBwOh8Ph+MXwhstlDU0n7PUgKQrrN21EkSUQZRS3F312BFsE0V+CIMoY+SwFwyRlili6hmlooOewMzGiMzNoWrEEEJvibElZpsQlMRud5ciLZ1i/Yxfy3CBut4pLVTBtyOs6giAgWia5dBr8PizLJJ/Lkw8EUGUJRVXIFwzcnmLDGCSFu3ZvQA5GEPNJCJQzf/7C4s++8jEVgiig6xr19S3sP3CA06dPA8US2ne9+134A37AJhQK8cwzzywFfbqmU9/QwKlTp5dmL27atAlJkqipqaWuro58IU82k0VRFDweL36/n2w2SyGfZ2pyitKSUvL5PC+88EKxoUx9He9+97sJh8Pour40hsW2bURRZHpmeinzVVpWSkNDPefPn6fpKkaY/CiXx8Nv/Mlf8D//+BOs7mxjdiFJTUUplmEgqQqZXIFUOseyjmZkxYMgCHhKK9BySWTZjakUyCZT2KLI2MAIrfU1fOe7z3HXvXfx+X/9Gr/+a++nbFcVD83OMTEVZaNtEYmUMXDhIoIviBQMY2bGWEjn8ZeFEVPz2LaNls9Svbxp6fGJp/P8/z7/KKHSUn77k3+KdBXjaX6ULEuYhkUul3lVhvD1UhSVD334o0xNTXL+3FkOHz6Mrus0NTXS3t5GXV09Ho97qdwVfvhYvopdbMjj9/t55JH3cv78ecrLy5FlBdsy4T98fzAYxh8IkcmkmZqcpLa2hgMHDnD7bbczODhMXX0DuqYRKa961e36+opjdyRZwuFwOBwOh8PheC1vOMh0BwKkY1PU+N2YeRlySbBNjHihmCaVXNiWiW2ZmIaOXciSHr9Erq4Kt5rGNExMXcO2oaSkjEIiTnQ+RlNNJfl0irGkRmt5mLZ77iGZiBMXwDIMamtq0S0L2e1jOjpHJp2koq4OLZehEJvD0HXy6RSWN0w+X0AvZBA8fmxbQDA0XKqCoCiYlg9RVrAsm4JhoptXPqYik86QzxfweL1s37YVn8+Py+Wip6cHKAYF73zoIV568UUefPBBTp8+xe7d1xONRgmHwwwODrJjxw5uu/02jh09htfrpZDP4/P56OnpoaSkBMuy8Hq9fOMb3yAQCPDAA+/A7/ejaRqSJHHffffRP9DP8mXLeeYHz3DdddcxNDREQ0MDK1etBIoZNJ+3eM1cLse6desIBopnALPZK2909B9VtnaybdcNHHhhL6K0mpKSALKqIMgSyUIBQRAoaDqC6sYqZFECpeiFDLZl4CupIp/ox8wXkMqqKMyMUxspwa3IzCdS9AwMsWrjZlas38QL3/9+sVQ1l6ZuxWpGxybpXOZnfj5OcmGOeY+bgG7RUl9FS30VgiQtBvMaB0924XN7uP72OwlHyl/3WgOBILphkM38MJOpaRqKoiAIwtLH1uKMUNu2i11tRXEpK/+jASOAbVvU1NRSXV1DOFzK5OQY27ZtRRRFFEVBkqRXPT6maaEoCrqu4XK5ANB1fen6lZVVLCwsYBgGqVRyaZTMjyqvqEIQBB5857uwLAtZlmnvWIZLdfHQQ+9CUVWqq6uXrl+8nza5XJaZmVmuv/6G172HDofD4XA4HI5fDG+4XFb1eJGwKRgWlihj2YBRQAB008a0RMx8DkGAyYlJQCCeSJHMFUjPzzI1nyCa0TEsk1hsAbBJZfPMzk6DZVIiaLjcboKhALlsloJWQLIsXjpyCtM0MXNphqbmMC2bV46fZSEWwwYGh0ZJptIIgoBblVBVNwI2YGEvzju0jQKikUOwDETBwtA1TNP4T9f6H83PzxcDgUyWs2fPsbCwwP79+2lpbS2+MM/mUBUVl8vNmTOnKSuL8O///g0sy8KyLOrq6tiydQvDwyNYlkWhUMDtdpPP55mZmcG2i59TVZVIJEIun+NTn/o0Q0ND/M3f/A0XLlxAlETm5+YZHR3l5j17yGazVFdXk86kWZhfIJlMous6AwMD/Mqv/Aqf+INPMDMzQz6fQxAEcrmrb/xzmSAI3P6Oh9CQOHLuIhcGJ9FNEyOTI5/O4lZV0olUsbOvKGHl0njLm1A8QUxLp7ShhXQuh5pLUtfcwPK2BkYmZmisqmD/sdOYQHt7KwPTUUxdx7IMyr0yfsnGti0so0CkspZCMo67rAzTBkGSsE0TyzQ5MzTFgTM9iF4/d77joR/PAl7lWsvLI8WGOovPkbGxEQxDw7JMDux/iXg8Rtf5M/T19RCPxzh4cB8nTx5namqC5557Bl3X+PrXv8bBg/vZu/cZ/r9/+HtyuSxf++pXsGyDSCSCLMuIoriUMbwcsOq6gSgKS2NwBEFYeh4JgoBhGLjcXkRRJJvNIkkSszOTP7YOWZaRJAll8XkpSXKx0Y+i4PZ4kCQJt9v7qoA4n89RUlqKYeooivpj13Q4HA6Hw+FwOH7UG85kyqqbrKbj1tJkcxlkQQAEbNtCkQSQBXREQsEAAZeLZDpLMq+Tn58hWRpBVhQuHX4eVB9et4fxoUF8bgXLFhjs62ciOkdO9RGJx1lYWEAzoLd/gM6WBrLZPKqSZVVbIws5g7BsFcefnDmN1+sil06xMHKJkM/L1NwCvsYaFLsYINiKBxGwbBBEGQSBvGYS/g9lgq+luroKTdOJJ+Js3rwZURRZvnw50egsJSVhRoZHkCSJFStWMD8/z6XBS0Tn5nj22WdpaW2hsbGRYDDI6MgIhmFQW1vL6OgoiUScrVu3kkgkkCQJy7IwDIO//du/pa+3j5HREUpKS+jq6qKjowNN0/D5fMzOzDA/P09XVxe7d+/mySefpKGxge3bt7NmzRrExaxaWVkZ0zMzeL1eyiJlb+jxL6mq4ZN/9dd88jd/jQNnLpItFLhuTQchjxvLtphLJGmcn8JdUYet5SGXRPL4EC0PVj5NpLaGgVMXyRo2DWVeJgZGWb1hHWNDw4wPD9PUsYzO9nbSiRjB0jJsM0/I78ZIztHS3ETX0aOEyyMMXeimorEBUc8hCgL7z1zk+Pl+Gppb+L1P/xVev/8NrVMQBCorKhmfGEXXdSRJXsw4urBti3g8gWWZNDQ28eR3n+CGG29CdblYsWIls7OzlJVGOHvmJHfffRfHjh7hphtvprOjnce+8y3y+RyFvE4+n2EhtoAgCISCIQSxGDzm88VzxLKsIIoiglDMLgqCsBQ4i6KIYeQRBIFgMEg8Hqdz2Upy2TTpdArTNEln0lRV1eL3X925ytjCArlsltaWth/Lxjp+9kzTJJlMkslkSCaTJJNJstkspmkyNTVFLBYjGAxiGAarVq2itLQUt9uNx+MhFAq9KkvtcDgcDofD8WZ4w0FmsLyaqTOvkEklkSwdtAxZ3UISwe1S0HST/v7zqKKNIACZOLfdcB2K14/X46Fz+XJK/F7cwRBptwqWxbZNG/DIAjnDZnlHO6LqppCMUVFdQ01lJYIoULliJYIkgmWxsqSScCBAaSiAPxTGHwzRUl9LPp/DI1j4KiqYjs6iaQUaGxoIyBaSngc5AKobUXUhKi40wyDo9lzx2ktLIySTCXp7exkZHmF2dpbq6moamxpJpVLs3buXTZs2MTExwcGDB9m1exf/5//8HzRN46WXXqKqqmqxtDGN3+/n6aefJp1Os379ek6fPkVjYyOqqpLNZgkvzicMhUPsatzF9NQ0NdXVHD16lLvuvouzZ87idruJRqOsX7+ew4cPEw6H2bNnD7Ozs3z3u0/Q2NSEoqrsueUWvvSlL1FbW/uGsnuXNXcs4yMf+zif/tSnUFwuBAF2rmrn3t2b+coP9lGwBTZtzuPzBRH8JQiFDFgWplYgNzdLiWQTjy1gBBQiLgl/eRkLqRxf+PLX+cQnfpetq5dhGRpaIYPi8iLYJvmFeZTSctpXtvH1bzxJa101U6fPsWlFG0NzC5ztGWY6leWPP/FhwqVvLJC+rKm5hRMnjlNTXYfb7VnqCGvbNghgGAa5XI7SsjL8/gBTk6doqG/EMAxOnTrBdbuuR5YVhoaGuXmPQkNjCyUXL/KOm/Zw9MhRTMuksFhmrKoquVyOQqGAKBbLfxVFRpIlbKsYYCIANsXGR4Bl2rg9PoaHBuns7OD8+XNUlJcTDAY4evQIpmmRTqVZu27jVQWL+UKeEydO8Hu//wfXZB8dr08ymeTQoUP09/fT2NhIIpHg+PHjjI6Okkwm8Xg8RCIRDMMgnU5TKBR47rnnCIfDrFmzhvr6eqLRKIlEgnvvvZe2tra3ekkOh8PhcDh+Tr3xILOkhFB5JVo+j9frx9Q1TCND1rCZmI2RyORQRSgvLaOga1iWjWDbLExN4GrtYGZ2DrIuOktC1K1ajSgWXzlLskqpohR/iGVh2/VLPXkMy0bUsliKB0UWKTUFzp84SllZGTkLzg+MUiKbVFZWEJubQ5ZlSssieP0BCrqJlskyl8jQ0Sggu72k4zEi5eVkZAWP/8qbutQ3NHDyxHFmZmZ4+D0Pc2ngEqrLVWyQa8NHf+2jdHV1sXHTRj7wwQ9w6uQpuru7GR8bJ5fLMT4xTlt7GzMz0zzzzBkqKytRFIXvfe9pQKCzcxn5fJ5sNktpaSnj4+MM9PczOjrK6tWrmZubp66unvn5eQ4dOoQoirhcxREYO3buYNmyZdi2jc/n55cfeYTz588Rjzfg9/vo6jrPrut20dJybV5o7rjtLn4jneWz//B3SLKMIiu010Z45PbrOTc4yte+8V02re6ktrqCSGMLisePHo8iuV1UVUcwJuZwe300rqhE1NLsHR/nox/7GN959Nvcd/tuZNtEkEQk2YVl5nCHyxi/dIljZ87j93uRg342N1bzwisnGZ6aJyfI/PGf/xUr1m+8JusDcLs9tHd0Mjc3R0lphOPHjvOFz3+eysoqBgb6Wb16Lc8//xyXBgaor29gZmaa557fy4b161mzdi2f/Zd/5pOf/CTHjx/nAx/88FLgKAgC9Q11HNh/ifr6OhS5+Ly/fN7Stk28Xi/yYudjwzQQJXHpDQJh8RyxZZusXr2KZCLG6dNnePv9D1DI5/jVX/0Av/EbHyMWi3HxYjerVq9bagx1JYYGL7F+/Ua8Xt8120vHlTEMg4mJCfbv38+pU6dYuXIlx48fX3qT6O1vfzsPPfQQoVAIj8eDrusYhrHUFbhQKDA7O8vx48d5/vnnaWtr44YbbuAf/uEfcLlc3HrrraxcuZKKiopr8oaTw+FwOBwOB1yLxj9uD/FsgYqgD72QJ2eCZFkIgk2hoNNQV0t5dQ2IMtlcniOHDzOXzFBRUU7y4gVEAfYdP0t9XS3G1AT5TLHsVpJkRNUFCKiSiCJJ6IZOoVBA9gaIzc2iyDIBnw/Z48fS8vRdGqaqoozZiVladu7g2Lku/IpAeWmYWCKBPjnNzq0bSGtZXjx0HKOwijWbNpOPJwgGg4xH06wsKbnitft8PgRBwDRNWlpaaG1txbJsRoaHmZqapL2jnRtuuGHp+y9evMi3vvUt/u2L/0ZJSQmf+h+fYs2aNVRVV/Pe1auJLcSorKyktq6WP/vTP8MwdBRFQdMKRMojDA8P89u//Tu8853v5L63vx2P18vCQozvfPs7fPKPP0kgEFjKUF0+e2eaJgcPHqC/f4D+vl4qKiq57777yOdyyLK81N32jZIVlbvf9Uv4g0E+9cd/hKVr9I9P88Cu9VSWlLC6tYFnDp/BNG02Lm9hxco2QqVliLKMO1RKsCyCrLpQPAG0rAtMnaryEloaahkZnaa1oRxDLyBKKrmFWQINnZwbHKNgS9x283bcosXff/ExUNz0Do/zN//0WRrbO6/J2n5UR8cyDh54Ca2Q5/7738Hb7rgDl8tNPp8lEAjx8MOV+P0+BEGktqYWr8+HoqjYtsXq1etwuVx8+s8/vXS9jRu3IAgCkUiES5cu0dnZgavEhaZpmKaJbdu43T+cTWlbNvJiYCoKIrIsY0omVt7CNEwy6RSr16xjZnaWY0cPobrc/Pc/+SRer5/Va9aRSqYW38i5Mj09F5FkmbXr1l3LbXRcgZ6eHh5//HEUReHxxx9n9erVWJbFu971Lurq6pZ+v23bJp/PYxhG8Zz64ucud5Ouq6ujrq6O+++/n0KhwPDwMB0dHZw8eZJHH32UsrIyAoEAH//4xwk4I2ocDofD4XBcA284yPT4/KQLJopLQVJciKk4giQiaBrTc/Okc3li8RRZS0S2NdyKTKSikrHBATrXrqcWi0JtBVNTE1hW8QW1KIgYgo6i6diAoKpkFssIbdsmEYvh83gRgUImw0JWozQYRHF7CIbC3NjazvGz51mzchmxhRiJVAKfx0Uw7OPx7z1Pe1Mdj9x7E4+9eILVW7ajFQooZTVkUzP4riKTqaouZFmms7OTQ68cwu12k81mSSQS7Nq9a+nc3GXv/eX38t5ffu9SN1DDMBgbHWPPnj1L33v573A4tNQMKJlMsXLlSlatXsXpM8UxKbZtE4/HOXL4MH/wB39AJBL5sWtc/tvr8XDjjTfwwQ9+AF03FjOhaxBFAfdVlAdfietvv4tPSSJ/95nPUJLO8JW9h1jf1kCFEOSBm7eTyOS4NDHDiweOEwz66aivIRzyIwoCkupC8qRweb1YmTSx/i5WNNdy7PhpxEycjGkwtZABU0PtHmFFcw1lQR/PHThK/9A4M7EkDR11/P3nP0V1Q9M1XddloVCIkpIy+vt7WLlqHa7FANDjKe7j5bJmgPKKyp94jYqK6qWPS0pKwbaxVZPly1fwxS9+iY//+sfRNG2pKZOqqkiShKEXzxOLiEiShMvlQpJkMpn00mNtGAaBYIgVy1fg9rhwu9xUVFbzta9+hZtv3oOiKIjilY0hKRQKFAoFDMOktrb2qvfK8frE43Geeuopenp66O7uJh6P89d//deEQqHFxlM/LNO+/G+JpmnFEUeFAvPz86TTaTKLnZBLSkqorq6mpKQEVVVpaGigra2NO+64gxdffJEjR44QDofZvXs3f/u3f8t11113VZluh8PhcDgcjv9IsC+/SnmdbNum68QREhePUNvUgpBLYGTTfOOp5ynoBrpuYFnF0Qs1VRXMRucoKwmDICCIIpZR/Lqma+iGiUtVcKkuBEFAkmVMXf/hzwLsxfNnP3anRalYQigIyIqKpuvYpkk2l0M3TIJ+H8Pjk3hcCh63C5fq4o4btlHX1sFQXy9qZSN5JcDm6/dc8dpzuRzf/PevU1lZwdzcHJs2b8Lv91NWVoaiKExNTtLX109rWytnz5wlEomQyWRoaGhgfn6eU6dOsmzZMmLxOK0trSwsLACgqgoXLlykvr6OkpJSZmZmqKiooKSkOPakubkFURIZGR4hn89TVVVFIBigkC8gigLxeJyVK1cxMjqCKAisWbsWwzCXshz7Xn4ZUZIYGhziwx/56DUPNG3bZj46y5/+3m9z7uxp7ti1jYxusqa+nPWdLVimBbJEOpPjuy8e4XT/EPfcuI3V7c2UhMPUtbbx9GNP0l5fSdbl5aUjp5mZmmHn1o1sXdeOYpmItkDX8AT/+LXH6Gxr42JvH7/0gQ9z/8PvRXW5f/qdfAOGhgbpOn+G9o5lhEJXnvn+SYqBgsXw8BBaIc9TTz3FXXfdRS6fxTIt3B43oWDoVeNRVFXF6/UhiiKmaZDJZtA1HdM0ixlsWSoGn+k0lm0zPTVNXV0dExPjyLLCmrUblsopX8vIyBCDly7R0bGMjZs2/dw2/Xlqrvj33ZG39n5YlsW+ffu4ePEiTzzxBO3t7ezYsYP169cvdRG+/H2XP9Z1nWeffZZEIoFnsTtwOBxGlmX8fj9er5d4PE4mk0GSJEKhEGVlZdTX1y8Fq6Iocvr0afr6+kilUiQSCf78z//8v/wbC7ZlkstmyaSSpFNJEvE42fg8mXxxfFagpJRAuAy/z4fb5yMUCqOo6uJ55p/P57LD4XA4HG+1y6+r3vDb1YIg0LZqHV977EtUVVfjL63EVhXefddNqIqCYYsImNiSC8TiOTJJz2FIbhRFxtANbAQkbARRwLKKTVQELYMhuRHMAinbhZ7PEA4GEY0cNiLI7mKWUwDV5SIvubFUD4qloRh5bMtCz+WxTR3LBjufZCHViWUYKKpKTSQInhCGYWKLMseOHuPh//bHV7X2yy/qfD4fsViMmppaZFlGluXiDMpcjunpKSKRMgYGBrBti/HxCRRFYXBwEL8/QD6fR9d0YrEYAwMDVFZW4nK5cLvdFAoFdF3HNA2Ghoaw7SZyuRxTU5OIosjw8DC1tTWMjIyQTqcIBkMApFJJYrE4w8PDrFq1Cn0xI3x55EUymSQcDlNeXn7NA8zLz4my8gr+779+gSe/8y2+9ZUv4lJkVFnm0tQxKoI+qsrCtNRW8eF330Ve0xiYiNI7PEYq04frxBnyuTxzvRka62p5x57rKCvxUsjmGR+fYjq6wOHzfYxNzVJTUUlJRRV/81u/S8eqdT9xNuS11tjYRF9vN6lk4g0HmYIgYJkm2WyWVDJBbW0tc3NRUqkUlVWVeNye4sxMWcIlu/C4vUiyvDiER8C2ixnxy9e6/LHPF0DXdMrKKggEwqSSceLxBIcPH2Htuis7pzozPU02m2P9hg0/twHmfxWFQoHvfOc7RKNRvv71r/O7v/u7rFixAsuyXjVn9fLYIdu2GR4e5sknn2TTpk1s376dsbGxpYqGy8GloihUV1cTj8eZmprC7/ezsLDA1NQUGzZsWOxKbLBs2TI2btzIN77xDTo6OvjYxz7GX/zFX7B8+fL/Wmc1bZtMOs25Y4fZv+8l5mdncMsCuYV50rqJ3+8jFYsTKi3BLuRBdSGaBu5AGFcgiDcQYtuObazZvAO31/cz+ffC4XA4HI5fRG84k3nZK88+jTTTT21LG4KWAz2PCGiGieL2Fuc9BkLksllckoBbLTY3sXQdQZKK54ksG8sGURRQBBBlGUGSYPHMkSTJWGaxc60gCEiqCopaDOzcPiyjeC1LK2BbFoVclr7BYQRdo7OxChMJy9RBkDBsC18gzNFjJ2npXMZkQeTmt7/7ql9Mj42N8P/9w9/T3NzM/e+4H5fLzdTkJAhQEi7hM5/5DPfcew9HDh/hul3X8cwPnmHlypXMzEwjiiItLa0kkklampt56eWXqK6uZnpqmurqaizLJBwuYWZmhtq6WtKpNOfOnWPr1q10d3cvBaQlJWE0TaO5uYVvfvOb7NixAxubuegcLpeKx+ulPFJOdXU1Xp+Pf/6nfySdzvDrv/GbVFXVXIuH/z9l2zYzE+McfOFZ/v2LX0C3LLYsb6O+fRmTo8MkYjE6G2tZ0d5MadCLz+dFcKlY2Tx5w2Q+keJC7yUuTcwyF09SFolAIc/R7n62bd7Mez70a9Q3t+ALXHmZ87UQj8d4/rlnWb9h0481xIktzDM5OUFFZTXl5eWveZ3LmcyurrPkcznGxsYAaGhsoLKyirLSCJ7F69uWhWmZGHphqaOtpmkU8oWl0sliN1qRQDBAMFiKrhUwLZN4bIGFWJxly1aiqiq6rnHp0iVaWlpR1R+ffXnxwjmi0TluuPEmqqqqf+zrP0/e6kzmwsIC3/3ud9m7dy+6rrN792527dqFJElLY2oul0MLgsD4+DhDQ0NcvHiR9vZ2Kioq0HWdUCiELMvk83kymQypVIpgMEgkEkEQBKLRKOPj41RXV5PL5ejp6eEd73gHLpeLH/3fQHd3N0NDQ8zMzHDLLbdw7733vuWBpmkYxOaiHHjuB3z+s5/F5VK4cd0q0oaBbOqsWdFGdVUVlqTilsEs5HH7fKSyGqLbxejIJP2DQ5QEgyTmFzjdN8h1N17Prfe/m6q6emf+q8PhcDgc18jl11XXLMhMLMxz8okvEwn5iNTUQ3wKQVJAlEhm8xQCVRx98RkEIORzs23TepTFc4NZw8ZHjpwtYSEhSxKSICCLAoIsF99tFgSwbLRCAQBZEpF8fiRRRBBlRJcbBBFMA9vU0QoFLp47R8pWaKurosQlYSNgmxqmqCBjkUEmPjuF5i+nZeMuquoaXtfa/+Iv/gdtrW0kk0ne9e5389WvfBlFVXnkkUdeM2j94r99kdWrV7Nx08YfO795YP8BkskEra2t9PT0cN/b3/5jtx8aHOTgwVdedc5TEAS0goaiKti2jWVZvPjii/T29PK+X/kV/u0LnycSiZDL5fnwRz72utb7emUSMV58bi8v7n2W8bFRAopEY3U5tmmxUNDJxeOIooAkikzMLVAa9ONyuRFVlZAqY8sKSd1m2ao13HPvPTR0rHjLXvzats3Jk8cxdI3qmvqlQG1kZIjenm7KKyrI5ws0N7e8ZpBmWxbz87NYlsX0zBSFfAG3x0NbWycu1YW4WNZqGjrx+Dy5XA5FUfB4PAiiQC6bWzqnZ1kWmWwG0zTxenwkkwnKy8u5cPEihXyBG268Cf/imeNjx45QVlZGX18vt95yO9KPnMGbmppAkgRGRsa566673/IA4832VgaZuVyOz33uc+zbt4/y8nI2b97M9PQ09913H1CsPri8/5d/nx977LGlc5Znzpxh9+7dS9lNWS7Oby0rK+P06dPU1tYujTfx+XxkMhlCoRD5fB6Px8O3vvUtPvjBDwLFsll98XjCzMwMBw4cwO/3c+utt7J169a3LJsdi87y6Jc/z5H9+/CrMhXhICs6WpAUheX1VXhVGRsbC3j+4ClQXMzMRtmzcz3nLl5iw7IWykoCCKKEoLq4ODxJXlTp6+5lfn6B2o7l3Hj721i5fvPS75vD4XA4HI7X55qVy14WCJegB8pRXRb5+BwuUUVWVdK5PMOTsySTA1y/ZQOqInHsdBeGpmELIpJoY2QzLAgyLsnEtgV0AdKGjaKqeFQXFjbS5VJbAbKGjSiCqGsYngCKZWCbBrZlYusFDNnNQN8AaclHe3MDbiOL5HJhFfKIXj9SLoEUiDAzOEpd2wp6RmaIVFa97rU/9NC7+f73ngIEhoYG+eVHHkEUJSzLYmF+AU3TUFWVcEl4KTsBkEqlmJ+ff1UW4fLHuq4zPT1NMBgimUy96muXDQxcwjRNpqenqawsNpmZnZ3lhRdeYNu2bdTX12MYJjt3XseOHTsZGRlG03QSiSR33HnX617v6+ULlXD3Aw9x+z33EZ2ZITo9xejQAIO9PYwcO8Lk7FzxTK0k4napiIJITWsHra0tNHauoKa2nsqqKryB4FtevikIAqtWreF7Tz9BQdNoa+tEFEX6ensIBsOsX7+JZDJBLpf9ibe3bQsQmF+I4g+EyOezNDU1I8sKilI8k2zZJlo+j65pZDJpEokEiqoQDIWQJYlMNoOmaUtn9HK5PCPDI+zff4CxsXG2bNlMe3sb3/3uk4TDJWzZun0pyHS7XMzNzVFdXc3U9BSGYVBTXcxqz0xPc/ToUT7xB3/0cx9gvpXi8Thf/vKXOXjwICtWrGDdumL34VQqRSaTwefzLe3/5VL3Rx99lM2bNxMKhRBFkT179jA5OYmiKKRSKWRZRlEUCoUCDQ0N6LpOaWnpUgl/dXU10WiUubk5RkdH6ejo4F/+5V/4yEc+sjhSR8EwDKqqqli2bBnj4+M8/vjjJBIJbr311p/p751tWZx66Rl+/bd+m7dt30R9aYgbtqyjsaqUsckoF8ZmmJue5Zbta5FdKpINsixRFvQQ9tRiLGaBy0pDyLIEgoChupmYniOnadx/9y1MJ/N842v/Ttexw+y57Rbu/9BvIV8eneVwOBwOh+N1u2ZBpiiKbL35dv7u936NB+++DdHjQjY0+gYuESkrpbW+Cp/bw9jsLMu27ERLR5mcGKOmqga3LJDVLbKGhbV4pkyUJAqGgWmLqLZGTvHiFi00CzyyQN60cRUKKIIIqoq9WCqbLxQYvDTKiy8fYM/NN7Dv+ee58ZY9ZKJzlJUGESQJJVxJXjcRsDl68BV2v/NXkd9AuVRzcyuqy01rSzMnT5ygtrYOl8vF4UNHcblcPP3005w7d5ZPferTrFm7Zilr2dPTQ0dHx9J1XtVdtiTM8EsjJBJJIpEybNtGFMWlgMK2bXRd55VXXuF9v/K+pQD0zOkztDQ3k06liUbnljpS6rrGsaPHWLNmDWNjYzQ2Nr2hx/uNUFQXNfUN1NQ3sHbz1rfsfrxRbreb66+/mRMnjjI9PUFNTT2arrNl6zageM7umWd+wJ133k2hkKO29oeZckEQMU2TF194kQff+S5cLjeGoZHLZYjHY5iGsZSVyuVypFIpJFnCr/phsbNwcY4m6LrG/v0HOHbsOH19/WQyGdrb22hububs2XPc/44H2LhxE+FwCd3dF1m2bDmr16xjeHiIl196kRtvvAlBEBFEgYMH9pFMpXj/Bz641DHXce1pmsYTTzzBmTNnWL9+Pf39/dxxxx0oioLL5eIf//Ef+dCHPkQoVDxnLYoic3NztLa2IoriUvfhYslzC6lUir6+PtasWYMsy3g8HkzTRNM00uk0kiSh6zrpdBq/309zczPt7e18+tOf5jd/8zd5+eWXufHGGxFFEUVRGBsbo6+vj2XLlnHixAmee+45mpqa6Oy89mOBfoxtMzU6whc/+490nz3F7Tu30FxXyY5Nazl9uoup+TgdNRGqAsXZsZppI+oGtm2ze/NqYsk0QZ8HzYYVLfVkdZOQSwEbXIKOW1VY3dGIYuWZHejjg4+8h/GZafYdPMLY+O+z5753snbr9jd/nQ6Hw+Fw/By7ZuWyRTYXTp1g8NBeOuurEESRkeFhPD4f1fX1zCcyLBRspnrPs6KjlZU7djNx7gSyLJFPp/C4FdIFG03Tii+KNA3V7UaSFXyKja36MQDTBrckYtrgDfhxu11g2diWydFzvaiKQnWpn0hJiFg6x5GjJ1i1cTNhl4isZVHLKjm272Xqlq8ljpub7r7/DWdsui928YUvfJ4tW7YQKY/Q2trG1OQkZ8+e4cabbiK2sMCZM2d598PvXpp92NXVxelTp3nkfY+8ehdtm1deeQWvx4PP7yeXy1EeKaemtuZVmYSvfPnL3HHnnZSUlBTP4gkiX/zSF///7L13YFvnefb9OwN7ESC4N8VNkdTe25Ys7xnbiWP7y7DTpmmTZvdN6symaZumrdu+WW4SO8sjjmM7XrIlWcOy9qQkihQp7k0AxAbO+v6AiNpN2zfeiYPfP6QGgHMeHJDPde77vi7a29qJRiOUlJQSDIWor6ujr6+P3t7zdHae5u67P0JjU8sbOt8c/0lPTzd9veepqqrGYrXx5BO/Zu269Zw4fhR/QSFnz5ympbWNjo4FCALZCBFNTfPQQw+zffsLXHvtNdTUVCPLMoqiYLPZUdQ0AMlkkmgkitvtxuVyI8sSk5OThMNhRkZG2bbtecxmM2fPdmG321m/fh0f+vBdlJWVk06nAQOz2QJAZ+dJdu7YyU3vec9F5+Jxjh45zLXX3UBn5wnCs2Hy8rxs3nLZO7Wcbztvd7usYRjs2LGDxx9/HFVVuemmmxgfH2dkZISZmRnWrl1Lf38/69evf9XPpcOHD2Oz2SgqKsJkMhEOh5mcnMTpdBKLxXC73dlOiXQ6nW2rTqVSmM1mVFXNROGoKvv372fDhg0cOHCAQ4cOsXz5cjZt2oQkSfT19dHf34/f76esrIzx8XF6enoIhUJ88YtfxO9/axequ/MEf/WXH6e2tJC6qgpWNlcxORmgsbaczu5B7FYTGpm5fn+eE5vVgihLxAWJ08dO0z08QYHHdXGGFfLdLhrmlWO3WsDhYmR8iooCDy8fPkNcNfDZZDqWdZA25/Gbx57kfG8vKzZdyq13/3mukp8jR44cOXK8Rt70mcw5dF3nuZ//BzV2jcGhUXyFhew5fBI9mUARJBY2zaPA66ZrcJw1a1cTnxgmmU4zMhnA63ZQ6LETSxtoF6NNdFXF4XIiSDI2s4QumTBJMpoBGgIulxNRkhibCmDVkjj9xfzkoce4/PLNlPpciJJMIBBgx66XEAWBtevWMDk8iK+0gpFAlA033o7ZYnlTzv2xxx7h6JGj+P1+Nm7ayPj4OGaTmdraWrq7zzE+PkFFRQXpdJqly5Zit9sZHR2lvLz8VTOVAF/8wheZmprC5XIyPj7BV7/6VWpqa35rrQUhM5e3e/duGhoa8Pp8fOmee7jlllvIy8ujq+ss+X4/L+/bh9PpZP78NrZcdsWbcr45MmQ27S8zMz1Jc0srR48exu8vxOFw0n+hl3Ra5dLNWzhy+ACSbGLRoiVAph0wraR4ae9LPPHE45w61UlFRTlWqxWz2YzT6cRkMmG1WlGUNFarFVXVmJ2dZXx8jPHxSUKhEKIoIggCN9xwPevXb2ThokVZsTE7G7roVpypSg4NDTI+Nkpvby95eXmUlpYyv62Dnp4uzvecx253cNN7bv5vzYDerbzdIvPIkSN0dnZy6NAhHA4HVVVVrFmzBrPZzEMPPURVVRWLFi16VValrut8+9vf5sYbb6SsrIx4PJ6dn5yZmcFsNpNIJBgcHKSlJXMDyWw2k0wmEQQh64A9J0CdTicf+chH+N73vsc999zD0qVL+dCHPkQikSAUChEOh1mxYgXPP/88u3fv5j3veQ8DAwOcOXOGf//3f39LcjR1TeXAjuf4t3/+Z0ry82ipKGbtwha2vXycuspS3C4nNpuZgaEx5s+ryBoiabrBiyfPcuHCCK21lZhMEoub5yHa7MzGYgTGprCaTcTTCmarhaLiQtwOC2fPXSCFRFtrA8Oj40wHYxQVuDl69gJjY+N0LF/Nle+94y2PRMqRI0eOHDneTbxlIhNgamyEx7/3LeZXl3P4xCnWr16BpijIFiuGptA3OEogGGTlsqWkYxHGZ6aJJ9NUFBfRc74Pp9NOgTcTDSGIIla7HVkU0DUVi9OFJBhohoSiqkxNThKJxkmY7GzYtJGJnjMYLh9H97zIxjUrMDtciJpCLBplNp7C6nQyOz7CrCLQsO5yquub3rTz1nWN73/vO5n4kXSKosJCrFYbqqpmDTcCgQAWi4XmlmZKS0tJJpL48n1Z58g54RgKhfj5z37O9PQ0V151JYsXvzp2QhAEAoFAtlLx/LbnAWhoaKCyqpJf/epXmGQZq9XG1NQUXq+XWDzGn/7px4BcHMWbjaZpHD1yiOGRQSoqKvF6/aRTabrOnWX58hX0dHexf/9+3vu+9wOgqgpWqx1D19B1DUGUCAZneOqp3/DsM9sIh8Ok02kMI2PqM/cpnbtORFFEkiRkWWbZsqV86EMfpqy8IttKPZeZGQ7Psu25Z7n+hpuQJInJyYmLhlL12evt3LmzKOk0gUCIW2699Y+uevN2isxoNMrzzz/P/fffz+rVq9m8eTM9PT3MzMxQV1fH6dOnueyyy9A0Lftejo2N8Z3vfIc77riDiooKrFbrRbdtieHh4ey8paqq2O32TO7wxTnwZDKZ/TdRFJFlGUEQMJvNWK1WHnroIdatW8euXbv4wAc+gMlkIplMcvToUaampqirq0MQBMbHxwmHw1itVtatW8eKFSve9LU5uGsHX/4/n2NpWzPzq4ppqSzF5XIwPDFD14URKov8NDdWYagaup5xU46nUjy87SUMw6B9XiULm+eRSqcpqWvkl489haFqWK1massKmZwO0bxkCcRCaOkUbocNXZYx2ywcPN5DWtXxOs3U11VzfDDAC88+x7zGZj76ha9i+iO66ZIjR44cOXK8Ed5SkQkwOnCBXQ/eR6nXxfm+Pjqa6pFMJnoHhukbmWRxUzUWmx3JZOZwZxeLm+oYHx+nedFSDu3dzdh0kLVLOhAFAavdzujIEIUlpaSSKWxOJ5MTExTVNDDefx6b1c50MEhlTS2Hj52kqqqCkqIi0pEQBWVlOB12RJOF4f4LJCJhoopO+ZL1NC9Y+qYbWQRmpvn85z/L5ZdfzuDgIFsv35rdBIaCQZ5++hmKigppaWklFosyMDDApksuwWQyUVhYmN0EAkxPTxOLxSgtLcVsNl/cLGqEgkE8eR5+8sADtLW1U1qaycqcmppCVVXa2toyES+SxKOP/pLy8grOnDnD5//qC+TlvbFcxxz/M8lkghMnjnOhr5cFCxZhsdo4fOggAwMDCILOuvWbsNttPPzQQ9TX17Ppks1MTk5g6BqFRcUIwpyLqE40GmVyYgJN04jFYtlKtyhlhILFbMHhcOD2eHC8Ku/PwDDg+PEjLFiwGFEUOX++h2AwwJIly4hGI+zY8QJbt16JxWLhXNcZRkaGcbvz2HTJJTgczndo9d453k6R+fjjj/PEE0/wvve9j5MnTzI1NcXGjRvZt28fS5YsoaYm063wytbWJ554gra2NmpqavB4PMRiMWRZJh6Pk06ncbvdRKNRLly4QCgUyty8SiZxuVzYbDYmJycpKirKZmLG43FUVaW+vp5oNMoNN9zA+9//fq655hrsdjuQqY4GAgGGhoZIp9Ok02mWLFnCnj17GBgY4Ac/+MGbOrM7OjTIX374TurLS3BYZZY01pJMKdRXluJwWAnG03htpou5oaBqGqd7B9l24AT1FaUsb5lHSlGpLivCUVCMI8/H+f5BDuzeiw7EEklE2cSaJe3MJlLk2cyUFHhIpVXMksBMLE0wFKGpqZqDR88yEwyTlC2cPnWKtVuu5KY7P/RHd/MlR44cOXLkeD285SIToOvEUfY/8SA1BR6On+5i07L5PPPSca67ZBUz4TiReByL042gpLCazQTDYYrmNTN0+jh+nxer3U4qHmc6EGDBqjU8+avH6B4Y5YqNKxgemWTVqqWMDY+gKAplVdX84peP854br2NoZJS9+4+wpLkWw2xl05YtjI8ME5oYw+IrwvAUsWT95rfqtAkGZ/jqV77M8uXLGRsb47Ktl+Hz5bPvpZeora3l7Nmz+P1+RkdHmT9/PseOHcNsNhMOh2ltbWXlqpUIgkAqlWJiYgJFURGAwqIiJibG2fXii1y6eTNHDh8mGAxSVFSM1+tlfHycuvo6Thw/QWlZKadOnqKmpoZdu3bxzb/7e1wuz1t2zjkyaJrG6c5TXLhwnvLyCkpKKxgeGmRkdBSrxcSpU6e4/oYbOXr0KOvWbWD/y/s4cvQQmzZupqy8BLPZhtlsygrO/+0myCtjbzRN47lnn+Lw4SN85CMfIZVOMzY2yrJlmWvpxPGjFJeU8Pzz27j55vei6xpdXacxdANF0bj6mnc+C/Gd4u0SmYODg+zcuZNz586xYsUKzGYz6XQ6m0l54403/pZw6+7uZv/+/VxzzTXZzFWz2UxfXx9ut5vp6Yy511wbrGEY2Gy2bNtrOp3GbrcjSRLj4+MUFhaiaRqRSASPx4PZbObBBx9kenqampoaPvShD2Vf++jRo1mx6fF4aG9vJxwOEwwGEUWRD37wg2/KTbrgzBQf++D/h1k02Lx6CT6TwGQwQiyl0FRdTnVhHoqivCozdOfhTp7cc4gr1q3A5XTQVlWMqmn48lzILg82h43+7guMjk5gNsnEk0l6RiaYiafwe70sa2+modyHlkzBxcxlwSQRiMQZ6BvBV1JCeWUJp/omePrJ33Dzrbew8qr3IOUiTnLkyJEjR47/lTc9wuS/o7F9IYaucWL7b+hoaeJY1wDtDTUYgohJhGOnusj3eljS3sp0IEB1fSO/+c1TiAK4XQ5MigmLzYaqGySnx6ksKaS9uQGzxYLNbKGnbwBREElGowhKkrUrlnDiZCcrliygrqmJ0bEJvPl+LnSdIRaNkFBBcuSzaOX6t/K08Xrz+fSnP8v99/+I8vIyjh09htvtoqqqiuqaGoKhIE6Hk8HBQfK8ebhcTgoLiygpKSGtpNF1A0HIZOI9+stfUl1dQ29vL62trTS3NGOxWOk930tTUzNnz56ltKyMw4cOYTLJNDQ0MDI8wsT4BHl5Hk6fPs1nP/f5nMB8m5AkiZbW+QiCQH9/H9FYjJqaeThdLvbu2c3KVWt4cedO6urr0TSN6elJli1dzqFDB0gk2+i/0Ed1dQ35+X4MdIaGRmhtbUVVFKw2G2535n3sPtdFNBbF4XDQ2NhM19lORFHm/3zhi7zwwvO0trYyMz1NJBImFo1gtdo4eeIkV15xNVOTE4yODjE9PUNFRTWbt2z8oxWYbxe6rvPyyy9z5MgRvF4vfX19eDwe4vE4ExMT3HzzzZguRmfM3fdLpVLce++9fPnLX8bj8ZBOp7HZbIiiSDgcRtd1fD4f6XSaiYkJSktLCQaD2bb8/Px8AHp7e3G73bS2thIMBkkmkySTSSwWC/F4nNtvv50nnniC8+fPMzk5mRWzixYtIhAI8Oijj3L77bczNDTE888/j9PppLS0lP7+/mzl9fViGAYP/ugHhCbHufKSNZQ7LVhNJianQtQW+/E7LaTTCoJAVpSPTAXYd+ocd11zKdOzURY3VHL8/BBtdVX0D41jNc9QMa8SQVMwAH+ek+kQXLKoFau/kJmJSbwuKxgGCCKSWQZJwFBU3HYb/opS5lWV09k9wOzYBM3NTXzj7/+Rb1c30NSxkNy4QY4cOXLkyPH/5i3dWQqCQPPCpVzy/o9wqn+E9vb5jE0H2HngOBaHi0gsTtO8aiSTCcPQGejuorasgJUL5mMxmVEVhWQ8TjKRIByJ4nI4cDidSKKIw+FgYHiMqrIS6uvqECx2aqor0VJxnnnueQr8+cxftpLh7jNYRAEFicplG1l+yeVvy3xNWXkFn/jLT3L8+AlUVQUEhoeHSaVSOJ1O+vr6aO9oZ2R4hOLiEg4fPsx3v/tdCgsKAQNdz1QkTCYzVquFj3/i48zOzjI0OERFRQWhUBCT2YTL5cLr9fK+972P1tZWnn7qaSKRCNFYlJGRUf76ni9RVfXGNoI5XhuyLNPW3sGKlauZnBjnQl8Psixx5VXXUFdXT11dLRazhZ7uM8zMzKBpKjffcisLFy7GYjHjLyjEl59PMplkyZKlBALTWG1WThw/hqpmzF76+s7T1NTC+fPn6e4+y2w4zGVbL0eWTWzYsIlIOMRlW6/k/h//iJ///GdUV9dw6eYtjI+PMDExxv79B9m8eSubt2zJipscbx0zMzMkEglcLhfLly/HZDIxPj7OxMQEy5cvf1Wb/NzXl156ibVr16IoCvF4Jm9VkiSSyST19fXZNvyCggLa2toYHBykuLiYVCqFz+cjGo1itVqprq6msLCQmZkZFEXB6/VSXFyMxWLBYrEwNDSEz+cjGAzy1FNPZSuigiDgdDpZvXo1R48e5fTp06xdu5bm5ubs3OYbZWKgl+effpq68hIWVJdgCAJnLwxTXVqIVZYwdB3DyPw8VBQVSZa4/6mdFPs8eFwO2uorMTscFBcVIEoiLpeDQDhKbDaCohsU5Lkwm8247VYkWcKf56K4yIcgyxiiiGGzZZ4/rYIgIJskqkq8pJIpEpEolVUVtNbXUlXk59Gf3k86lX7D55wjR44cOXL8MfC2lC8Kiku587NfZjgp4i8qoaW+lrPnulm0sAObzYau65w538/Y5DR5Hg+RaBTZZMrOFY4HwuR5vQiCQTqZIBgKoWkaKGmC05PEY1G6Tp1ElkSWrl7D6ks2M9DXx4ltT1Dg9zEUSVG17BIa2xa+HaebxW538tWvfR2X282TTz5JMpnkpb17URWVwsJCampq6evrJZVKcut738vX/+ZvsNltWZMXwzBwuVyYTGZSyRQ+nxeb3UZeXh4Wi5XRkVF0XScwM8Ou3bvo6+sjHJ6lt7eX8vIKPvPZzyPLOcOKd4qCgkKuufYGZNnC0aOHGRzoIxKepb6hBQQ4evQ4DQ2NFBQUYbXaUJQ058/3ZrMR+/v7OXHiGHabnXQqgcvtJjw7C8DiJUuZnBjlyiuvZqC/H0mU2Lt3D0o6zbGjR5gJBJEkiffffgd//hd/ydj4KLt3bafr3DkUReOv7/kyFZWV/9vh53gTOXz4MLt372bhwoUYhsHixYspKSlhcHCQpqam/7btNBAIsGzZMpLJJOFwmJ6eHrq6ulAUhVQqhSzLyLKcdRL2+XyMjo7icrmwWCz4/X4Mw8But5NKpfD7/ZSWlhKLxfD5fOTn5zM+Pk5/fz9LlixhdHSUSCSCqqqvcrvu7+/HYrHQ3d2Ny+Vi/vz5TE1NsX379qzD7etBVRQ+/ZEPked2smlZOyX5XmpKClm2oAmTLOL3ujAMSCtK1rwoEIowPhMEs5Wa5jrsLheqYGJseJQDR04xMj5DvsdFZ9cFfC47HpcdXcuY/ziddkxWC6Wti3GZZQQEdERESUKyWhDNJkQp8ytRVZNUV5XQVFPM/HklfP7Tf0rnsaOc2LeLt3DCJEeOHDly5HjX8Lb1yLnzC7n8/XfRsOEqzpzroaqinHy7mUPHTzE+PMj6Je0YCDy75wBne/uBizNnkkRdRQl/+39/zGwkRm//AOf7h5EMhSK/l50HjrFtzwHyy6twur0Ex0eJjg0iqykC0QRhs4+Nt36YuvkdiO/API3T6eaGG97D3/zN33Dw4EFGRkaYnp4iHo8Rj8W45db3kkwm+Zuvf52//MTHEQQRTdPQtIyDosfjYdGiRRkn3alpmpqasNntCKJAx4IORkdH+dWvHsVizrSV9fT0cPfdd3P99Tficrnf9vPN8WosFisrVq7i0ku3Mj0T4FTnCc6cPklJcQnvuflWlixdxvnzPei6xp7du7jhhhtwuz1oqkZpSRlNTc1YbVampqbo7u4hz+sDoKCgiAsX+hkbG+b8+fO0tLZSUVHOb37zBFablWXLMu6fkUiY053HOXzoACBy3XU3cM21172ppi05/ndSqRRdXV20t7dz9uxZTp06lRV6H/7wh18l6oCLlTudZcuWMTg4SFdXF16vF4vFwjPPPIOmaVitVrxeL2azmUOHDhGNRvF6vQiCwOjoaLYtNhwOo2kak5OTTE1NYRgGpaWlzM7OEgwGKS4uJi8vj9HRUTRNo6OjA1mW0XUdVVUxmUysX78eQRD4xCc+QXV1NadPn2blypU0NzfT39//utdl93NPEYhEWdLaSF1ZEbIskU6nSUbjWM0mUsk06VQaAQFN19E0nUg8iaJq+FwOjhzpJK+6ASURY+naNRT7fbS11zM4MYPP5UDTDeyOzIyzYRiYzBZ0QwclidXuRLRZsJgFBIsJBDAUFV0zMHQD2WzG67GRVtMkRRN2WeDKS9bwD1/7CjNjI2/CVZEjR44cOXK8u3lLjX/+J2KxKC899RhqcAwpEcEkQiSewON2YzGbkNCx2B2IgoCuaei6ztm+QcanZpBlmbqqUkqLS5BkCVXTcbg9zExPk4zHsdodxOMxomYPras3UVPf9Htj1pBIxPnlIw9lXWBtNhu1tbU4nU4KCgqwWi2YzRZkkwmTyYQkiWx/YTvJZBKbLVPBNJlMRCKRi1EUEVwuF8FgEKfTidPp4oYbb8pmIub4/ULXdYaGBjl/vpvwbAiny01FeSUWqxWr1UYgMMPw8Ajt7e2cOX2KiYkJfD4fRUVFnD5zBofdgQEsX74CURT55SMPYRiwfMUKKiurLr6GRjg8SyQc5tChgzidTlJphbVr19HQ0Ph781n4feKtNv45evQou3fvprk5M0O9ceNGpqenefrpp/nABz7wqviiOWMbyMxStre3c++993LzzTcjCAIPP/wwixcvZsmSJZjNZnRdZ//+/UiSxOLFixkdHQUy7rQOh4PR0VHKysrQdR2TycTMzAypVIqioqJsFXPu/7vdbu677z6+/OUv4/f7s1mpoihy7NgxDhw4wLp160in0wSDQfLy8sjLy+Oqq656zQZA6VSSr3zmLylzWTFpKbauXoSm6aRSaVRNQ9N0VEXF4cj8LDOZZMxmE6Pj09zzgwdpa2vhunUrSIkmli1dxIWDL+Gtn0/wfCcHO3tZvagFQ1fxlZcxMzRCLBYnkdbIK/JTtWgV4aE+TEIKRROQtTSC1YIoCuiKCoaBKEsIkkTS4sWuRDAMnfGRSX75m50UNc7nTz77f950Z/IcOXLkyJHj3cDbYvzzP+FwOLn0ptuYmZxgvPcsLz3zOAUOMy6bicBsDEEUSQZm0fRMRc9us1Hmd5PvcSHLEpIkEolGkGUZk2wiGgwgGRrnRqYoKLOy7LJbKCotx/x7JrZsNju3vf9OEvEY58/3cPToER566CH8fj8tLc0UFRWTSiUvVjbmMhFBFAWi0QgAFouFZDLJ0NAww8NDrF69hq2Xb6Wmpu5idSq38fl9RRRFKiurqKioZHp6irGxEfbtewmbzUJRUTEut4fm5kxua1NzK2VlFahaZvM/b14dFRUVTE5OZje3V1xxFTa7DUEQSaWSzM6GSKUS7NixA0OHSy+9lOKSMkpLSxFFMbcpfgcwDCNbRVy3bh3V1dWoqkpJSQl33XVX1jX1lQJT13WmpqbIz89HFEVWr14NgNfrpba2lsnJSVRVzbqtWq1W5s2bRzqdRtd1CgoKmJ2dJZVKUVxcTCAQQJIkysvL0XUdq9XK5OQkkiRRXV2N0+lkaGiI7u5ubDZb9jrRdT17U6KyshK/38/IyAiVlZUMDg6STCZxu93ZTNbXwvjQAN1dZzBqqnjv+sUoioqqapm2WEXDZJYxyRKiKGbXRlVVFN1A03XyrRZ0l4/I6CgvvrgPm6Dy8H/cz63Xbiaa7ORs7yAOuw1/dQ02u42TPQOc6Btifl0N/3L/r7jl5utoqizEahHQVDNcPGdDkhF1DSQJTdOxpGZRJROaYMNX6KOirJijJ48TmJokv7DoTbxScuTIkSNHjncX74jIhMyGu6C4hILiEuav2khvVycn97+EIYsIShKPt5BEJIRZFJBkmZRhIMiQVlRMooSaSICviFnFIKIY5PnLueUTd+DxFfxeO2WKoojD6aJjwSLa2hdw/Q038vLL+zjX1UU01kskHEFRFAoK/FittoubKwVdNxgfn8BsNiPLMsuXr+CTn/o0drsjG3eR4/efuapVYWERhYVFtLa2MzoyzJkzZzh65AiFhQXY7ZmNvijJ+LwZA6CCggIURcHn9ZKIx5idDTE+MYEoZDbdkXCYyalpHHYnN9zwHmpqanOGPr8HzDnCOp1OHn/8ce68804URSGdTmM2m7MCc656qes6AwMDlJaW4vP5SCQSmM1mSktLURSFNWvWcPz48ezj+/r6AEgkEkQiESRJwjAMIpFMl4Ou6xQVFdHd3Y3b7UZVVWZnZ7MC1ePxEA6HGRsbo7a2lmeeeYadO3dy6623vuqmhMViyYrf9vZ2brrpJn7605+STCaJRCJ4va8hf9cweOyXv6SxpgotEcVhtWIYOrquk0qnQRCwmM1ZIW0ymdA0HVnOiHCLyYTPYSfc38Patavp6hvA4/OxVtNJawKz0Si1i+fTPx0kPD6GoaokkmmsssR0PEV9aRHOdAyLoAEyoggpZKyoqIKMRQbVEJEMFQEdQUuBkUYXZJpqSjl46ix9Pd05kZkjR44cOXL8L7xjIvOVCIJAXXMbdc1taKpKaGaadDpFPBImnUoSC00zOzYChoHT48VVUIQom8nzF+Lx+rDaHVnziz8kRFEkL8/H5ZdfxdatV6BpGrFYjHB4NhPNkkwgiiKSLGM2W3A5XVitVgRR/L0W0jl+d2RZprKqmorKKnRdJxgMoihp4rEY8USCsdERDh85TDwWR5REREHEYrEwr66WiopKZFnGarXidDjxXax8/aF9Dt7NJJNJ9u3bR3FxJsv2scceo7S0lO7ubm655ZaLztMZDMNgZGQEj8eDy+VClmVEUaSwsJBQKITNZsNut1NbWwtkWlz9fj9+v5+hoSHq6uoIh8OMjo5SUlLCxMQEFouFiYkJzp07x8TEBDU1NcRisUyHiN2Oy+WipqaG4eFhOjs7qaurAzJid87xds5ldt++fdxxxx3EYjG+973v4ff7iUQixGKx1yQy06kELz3/DHW11dx22Tp0Xcsa/AgXBaZh6EiSiGHoKIqGzWZBNMn4vS4kSWRRSy15HhfRSITJsXFKCvPJLypipKebJfObGZ8K4LWYmZoK4i/0cumqhWi6ht1XSGBijGAkzuSsQr5XQhEs2ISMA7hZ0DAQkNJJVF3AJOroaQXRbALJTGXDPPJcB/jVA/exZNWa3GctR44cOXLk+B/4vRCZr0SSZfKLit/pw3jbEQQRWRbxePLwePLe6cPJ8TYz56Ts9796MLCtrf0dOqIcbwbJZJJEIkFhYSGJRIKysjIqKioYGxvLtH9edGeVZZmuri5cLhcOh4OTJ0/S1NSExWJBkiTcbjexWAxd13G5XNmszMnJSURRpK6ujv7+fgRBQJZlwuEwsVgMURR5+eWXWbJkCU899RSSJLFixQoURWFwcJALFy7Q3d3NggUL2LFjB6tXr0a8eBNLkiQ0Tcv+eWJignvvvZcFCxawadMmBEHg2WefZf3615Y7fPrkKYKRGC6rGbPJhMkkk0opOB12FCUjujUtIzIlScyK0Hgkjtlsxm61MDg6yUAozsJGGyYB+sZnKHHZON7dz63XbuG57S/htFnIczs50dPPwoYqikuKEM0C7nwPgtWO2+UkGgzgyfeAroMoIMyNG5hMSKqCnlIQzTKSyYphCFgkhdbWBn7y6FNEw7O4cj+rc+TIkSNHjv+WXDksR44cOd4iEokETqcTVVWxWCzMnz8fv9/PJZdcgq7r2bZVRVHQdT0bK1JRUcF//Md/ZHN158SepmkEg0GmpqYYGRnBZrNRWFhIf38/fr+f/Px88vLyiEQiOBwOgsEgGzduZHZ2Fr/fT21tLcPDwxw+fJimpiYKCgp46KGHSCQSpNNppqamKCwsBEDTtFe181522WVs3LiR1tZWnE4n8XicRCLxmtdk4FwnVaVFtNVVIQgCiqJhsZgysVSAJIkoqnqxkishyxJgYLNZkEWBDQvnMzQ5w9jAIGarnQVNVRDNiOr6xgZsVittteUU+TwsnF/HRCDEg8/vIxZPYHEXYHbnk4rFOXPmDNhcGXM5UQQEDCAtmElhQrw4Z2qIIrqWxhBlBFGm0Ouk1O/jzLEjb9JVkiNHjhw5crz7yInMHDly5HiLmJycJBaLUVlZSUVFBXv37mVgYCBr8jPXbilJEjU1NUxMTDAzM8P09DQdHR0IgvAqM554PJ6tUhYVFVFVVUV+fj6NjY3Z/xOLxThx4gSJRAKv14vJZKK4uJjW1lZCoRDhcJimpiYCgQBer5fPf/7zJJNJPvzhDzM4OIjdbs+2yc49p6ZpFBYWUlVVhdvt5uWXX2Z6ehq73U4ymfyd18PQNcZHRmiun0c8HsdqNWMySaiqhiRJmEyZmVKX04F0MbPSbDaRTiuk0wqaprNhSSuGINE7Mc3pE6eQrU6885o5f2GQJWtWE5qcRDcM3D4fVm8e129aQU1pEeNTQYKTk0wMj/Pgk8/z9MtH2He0ExAQDT1znoaIWdCxCCqCICKIAoZuYBggqjFk2YLH4yaaTHHs8ME36zLJkSNHjhw53nX83rXL5siRI8e7hcHBQfx+P+fOnSMajVJQUMCZM2coKSlBEAQMw8jmUprNZioqKgiFQixYsIB4PI6madmW2rkYkvr6+uy8JoCiKBfNcTQGBgaoqqrCbrdTU1NDZ2cnuq4Ti8VYvHgxiUSCn/70pzQ0NODxeGhtbWVqagq/309fXx/Hjh3jgx/8IJBp4Z6rLs615x47dozBwUEqKyvZuHEj/f39pFKp33k9UskkbpOEt6IMWzrT/vvKSmY6rWG3W9F1I2tuBGCxZEySVFVDFEScFpEqvw9REFCVJPOqqvHmX8OXP/c5PvW+a7Bbzfj9HlQD8v0+7rjzVo6/fIDuEyeoqCjlIx/5IG6nDT0dR1USpDBjQUMWdNB1ErqUmdM0yZBSwGpGQMAQBHweJ0X5eZzr7kFJpTBZLG/mJZMjR44cOXK8K8hVMnPkyJHjLSKdTuN2uykoKCCdTlNQUMDIyEi2DVWSJFRVzRrtADgcDpLJJJqWifTIiK8009PTyLKMJElZgSkIAhaLBVmWKS4upqoqYyB16tQpHA5HNhezqamJ06dPE41Gec973kNVVVW2ajrnfPvJT36SxsZG8vLygIyonUPXdTweD+vWreOmm26iurqagwcPIssy8Xj8d14PTVUwoRGNxigtLkDXDaw2yysqupkKr2FkBLUg/ed5zn21Ws3kedwcOH0OR0EhhsWGFhynyApf/eSfcGFkApvVgi7KBBMGlrw8TJ584skUBT4Puw+fpuvoUcKBaZR4FCOlYJVe+RpkBKZhZCY0RYG0JmDoOmkljc1qZXo2SiIaIZX43c89R44cOXLk+GMiJzJz5MiR4y3C4XBczL016OvrY2hoiA984APZ7Me5r3PzlrquMzQ0xOjoKENDQ6RSKRRFYXZ2lr6+Ptxud7a6NydO5wSrqqoUFxfj8Xj41Kc+xQsvvEBxcTFnz57NViH7+vooLCykoKAAq9XK6OgoxcXFHDlyhLKyMj75yU9mo2/mYlXmvs454cqyTFVVFQ5HxtU7FAr9zuuhpVPk22RSCDi9eZitFrj4/Jk1yAhbSZKQzWbQjYtxPtJFU6PM18rCfBY21NJ54hQOqw2LzQFKCrvLhNXpAATMqIiixHBXN5HhHirKSymrm8fV77meVDJBNKmQRsYQBJRUGsgcR9oQM3HDooChqCAImCUj4zKrp7GaJWRJIBGPkXwdM6k5cuTIkSPHHwM5kZkjR44cbxGqqhIKhTCZTNx22200NzeTTqezFcq5ltk5gWkymaioqCAvLw9JknA6nSiKwpkzZ2hsbETXddLpNJqmZSNG5lxqBUEgmUzy4IMPMjExQSgUYmpqioqKCl544YWs8+w///M/U1JSQnNzM2NjYxiGwcTEBN/61rdwOBwAWUOiue/n3I+j0SgHDhzg5MmTtLa2EovFKC7+3d3AdV0HQWB2JoDdaUeymhEkEUGWswJTVTMtuvpFUStI4kX5B6qcEcClRfksW9xKz+AoPb0DxIITADhcBaxYsYzxmSBHT55j6MQxdB3SmoSWiGFoKkIyQn5JMRbBwKynEQwDWco8vwGY0NHUjKhEEEDX0RJJxIu5poZu4HHY8TjsJNPpN3J55MiRI0eOHO9acjOZOXLkyPEWkZ+fz8DAAB6PB0VRsNlsJBKJbDTJXEvqnIjTdR2r1YrZbKaoqCj79/F4nMLCwqww1bSMUY4kSSiKgqqqaJpGIpHg+uuv5+WXX+aOO+7IuszOtbWeOXOGVCrFv//7v9PW1sb8+fP5i7/4C+688058Pl9W8M4d0xyZFlYDi8VCQUFB1u02GAy+psxe6aLhkd8sIKtpQEC8WDmV5YyT7FyMCYAgSQiiiHFxLtWEjmA2IQgC8dkow1PTOAQFJRpDcSUxmWyY8vwsWN7BfT9+DEEQWLJkAd7YLDPhOIVqCpNJom71Fg5ue5KlzZVg6CBKcwVVDEDUMxVM5tp4bVbQdWK6BYcEkXgSt9mWFb85cuTIkSNHjleTE5k5cuTI8RbhcrnQdZ1gMMjRo0dxOp2MjIywdu1a/H4/0sU20DkRF4/HURSFWCyWnY10OBysWbMGXdez4u6Vrq9zM5s9PT2EQiH279/PF77wBdLpNJIkMTs7C4DZbEbTNPx+P1NTU0QiEcLhMHfddRf79u3DZDJlW2NfWcWcc8I9cOAAiUSCLVu2MDk5CYDb7X5NIlNTVSIphelYAk2UGB2bxJ/vJRScRU2mcdltRBJJPE4b44Ewxfl5TARmcTntROMJHE4nXrOEIEv85NkXuWzlYgpLS7C6vQAYhoYeDyMhs6StnoI8NwdOnmMm4KekqIDhoUk8DhtHXjpJa5kPDRFRU0klVSwWCQEDVZDRTVZMagpV0ZFNIrqiIgB2k0JOWebIkSNHjhz/b3IiM0eOHDneItxuNyMjI5SXl1NVVUUsFmP+/Pl0d3dTWFiYFZeQmXW89957+Yd/+Afi8XhW9Om6Tl5eXnY+E8jOYeq6zsTEBMeOHcNkMvHSSy/xzW9+E1EUs7Og6XQ6m8M5NTXFd7/7XX72s5/xwgsvYDKZ2LJlC0899dRvCd45gTlXNa2urmZ8fJyDBw+STqcJh8M4HI7s8f8uiJKExeunYDpANJogFQyj2G0kgmHGZmaRZQmX3QqaRjQU5uX+ESoaG0nHE8xOB5iaCOBprGJkdIa60mJWtTeg6yrpVBQUHVVJIlrM2J0+KipKUKJxqqoqKGxdxNMP/oxjXecBuO7Ky8j3uZHUTLuraJYxBJBNNnQlhYwGkoiopDEMOTObKYogaBi6jm7ohGIJJCn3KzRHjhw5cuT478j9hnwHUJIJYrEYqVSSRCyGmk4RD0yQ1jJxBha3F7vdgdPlxmy14XA5M5ltr2hfy5Fjjldu8g3DyBrKzAmGV+Yd5nh7cTgcmEwmzGYzdrudVCpFf38/S5cuzf6fuffHMIyss6zZbCYajWKxZJxXzWYz4+PjeDwehoeHsVgs2YpnX18f/f39hMNhPve5zyHLcvaaCAQCHDx4EI/HQ2lpKZOTk8iyjKqqrFq1iuHhYRKJBHl5ednHzAlYwzCyLbmZqBGF0dFRSktLmZmZQRRFPB5PtuL6OyFKeM0CI5pKPBYjpahEZiMEo3FEk4x+sR1YlkTCKRVvQQF1BQ5mwwat+bVMTAWwWC0c6ezmmktW4C0vBgTUWAyT3QmagBaLkxYt+PxeOofGqfTnEQ9N0lJdxvuvWIdsMiHKEoJhgJhpiZXR0Q0JVUkiAJohIJGZB+XiZwnDQJBEErE4xXkeIrqAw2p+066VHDly5MiR491ETmS+DRiGkdlcnjvNwd07scoisslMQYGfZDKFyWwCTcsYS+gagfERFFVDtliIR2OkkkmKK6tpWbyMPJ//NbWn/SHxyqpOKpViYnyMQCCAAaRTKfLyPJSUlOJwurJVlz9W8TR3Tc3OznLy5ElisRj79u1DkiQsFguqqpJKpbDZbCiKwoIFCygpKWH+/Pm43e5sXEaOtxaHw0FFRQWzs7O43W4qKipIJpMcPnyYDRs2ZJ1i51xmP/WpT2WjRKqrq6mursZsNmczM2dmZpBlmampKWZnZxFFkeeee46tW7dy8803MzY2xuzsLP39/UQiEdra2tiyZQvpdJpIJEJ9fT1lZWXMzs7i8/koLy9ncHAQj8fzW7OYsixnDYnmhO6yZcuwWCw0Njayfft2WlpaKCoq+p3XQ5ZNSKKMJ99HaDZCYXUZkqZTbbWgiRImARRVx2aWaJ5XjiRnZjLtdhuyy0meIBCR7UwGZxkcnWJecwMAJredZGgGLZVCttuZHujHZDUzr6GKaDBC/5nTLJ5fn3G60zQMMl2vktmUEY+Gga6kEWURBAEJAz2lZJ1vEQQEWQJBYCowS//4FOXzGrA6XW/SlZIjR44cOXK8u8jtNN9CVFVhNjDDyb072Pbkr1mxdh2rV61EScYJDPZw4fgBgqEggdkYs5EIVrNMJKFQUeTF78unvKqShsYWXMWVRCNhHvv+vTjyC1h16eUUlZZjsdnf6VN8Q8y18kWjYYYGhzh16gSyKNLT10c6pbBp43rMFiuxaAxVU0klEwwPDTM6MozFasVskiksKqaldT4WixXzxbzAd6vwTKfTWcfQRx55BKvViizLLFq0iGXLlrF69WqArDGMKIpIkkQ6naarq4sTJ07wve99D4ArrriCtrY2KioqcLvdSJL0Tp7auxa73U5JSQnHjx/H6XQCsGrVKo4cOcLs7CwFBQXZKiZkbq58+tOfZv/+/QwNDbFnzx7WrFlDY2MjqqoSCATo7u6mpKSE/Px8rFYr3/72twkEAgwPD5NOp0mn0zQ2NmI2m7PttbIs43Q6sdvt2Gw2NE1jfHycVCpFNBrl8ssv58UXX+SKK67I5nfOVcU1TaO/v5/R0VHmzZvH8ePHqampYWxsjNWrV7+mdlmzzUYSiXA8ic9jpzDPhaEbMJfJedHN1TAMXK6LN9PEjPmRqKrIksjuXXu566atSGYTT/5mJ/Nqymisq0QyW4gGwyizUaZnI/j8PhwWM67SCoqjKS4MjlJZXIDlYvVRkjPnaCCgqTqSmMnCFGUpc0yiANrF6q6UEZ9GWiGSSNFYWYYpz43ZbHozLpMcOXLkyJHjXYdgvJYdQo7fCcPQmRkdYu/zT6PFwpQW5oOuc+b0aSKRGPnFxUyOjmBCI89lp6i0DCUeI6FotLe1cuTQQTQDqquqiSRSaKJMIhrF4cmjYX47E9NBArMRymvm0bFyLZL8h7XRSSaT9J7vYWp6GofNyq5du7jQ309jYwN5njwUJU1a0fB43IBBIBAkkUhgtdqYnQ3icrkJBoOZVkRZZnh4mJbWFtauXUcoGMLnz6eqquZdUa0zDIOZmRkGBgY4ffo0drsdn89HcXExY2NjjI+PY7FYEEURl8uF1WrNVsU0TctWNOfm+ebyDcfHxxkdHeXChQuYzWaWL1/Ohg0b/ijF5pPTma9X+9+a59+zZw9PPvkk1dXVxGIxFixYwMmTJ6mpqWHevHlZkTnX5vzKFmdJkujr6+PgwYMUFBRkZztLS0tJJBL09PQQiUSorKykqKgIVVWzAnHuvTQMg0QigSAIXLhwgXvvvZerrrqKlStXMjExQWlpKWfOnEFVVZqamrLV1bm2WUEQUBSF48ePs337dnw+Hy6Xi8rKSlasWEFHR8fv3F1hGAYv/+pnnD91lMLSYtqrijPCziRnqoWigKHp6BfnScWL7rKaAZIocKKzh7LyIvxeD6JJRpBkRkbGudA3zNp1q9CVGPGZEDsPdlLfUAOKQiSeoLmpBk/ZPGYDM5gTQRBFBIP/fE1JRtA1kGRU2YxJSWayMjUdZAk0HdFmRU8k2XviLI89s4urbr2d937wrrfmosmRI0eOHDn+QJnbV/3h78J/z9BUlZ1PPsqLv36Yj/zpXQQCIX710IPUV5Ry9Yf+gt0P/5iW+iqY30jnkUMsWrwIu9XK9p276BsaRbbYcNictLa34rLZMHt8gIGOgGb18OQvHsBpMbH2hvcxODzKD7/6WW76+F/hzS98p0/9f2Vuo/vyvr08/8ILbL70Uu7/8Y+QTWbe9973ctPNN5OIxxkeGqL/Qh+rVq7g0UcfZXhkmDve/36i0Rg9Pd0kE3HuuOMORFHOBKELEAoGeWH7C3zsY3/GggULue2223jkoZ+zbPlKKiqrMJlMf5DVzVQqxaFDh9ixYwfXXHMNW7dupbOzk6eeegpZlrnjjjtYvnw56XQaURSJRCJIkoSmaUxNTVFSUoJhGNmKp9lsZnh4mMcee4zKykqWLVvG1q1bmZyc5Pvf/z4PPPAAd999N8uWLXtXV4Tfburr6xFFEbPZTFlZGYlEItsaPmeqA2QF3Rxzxj5z7bbLli0DYHR0lJmZGVKpFLW1tVn311Qqlb3hMNfmOif+5uYw566ToaEhFi5cyLx583A6nSQSCe6//37uueceZmdnaWhoQFVVBEGgu7sbq9WK2+1m69atmEymbGut0+l8Te37AlA4rxFmxznbO8j8snwwQJibbTRAkGWEi9VUJBFBlhDSKjHd4MLYJB1tDYgmGclsxmr3UlltxpPn49DLh1ixbiVSLMnaRc3s6x0jFQmzYXk7v3hmD17zAWqKfXR0NKFpOqIkApmcUVmSMEQBJAkzCgmTHauWBHQUQ8Ik6OipFBgGg0PjjAeCrLrYOZAjR44cOXLk+G1ylcw3CcMwuHDuDAd3biPPbsHldNJ96jiR8CzlBV7iyTSrN27k4N49pBIJli5fRioRR00mKa+q5OSJ45SUV2I3y+w9fYHWcj/F5RWcPXMGUZKYt2AZx3bvwOQtoqG6lHPnevDmeSiqa+HMmS78JWUsXn8p1t+zFtpMJW6avt7zHD50kGAoRFlZGem0wqqVK+np6QEE7HYrExOTVFVXU1ZWxtnTnVRWVXPhwgU6Fixg5/btNDY24nK7cbmcTE1NE4lECIVChEJByssrsNttxGJxTnV2oihpEvE4a9etp7y8nHl19Vgs1nd6OX4ndF1n3759TExMYLFYcLlc9Pf3Y7Va8fl8tLa2IkkS3d3d+Hw+nE4nR44cwe12U1NTw8MPP8y6des4evQoy5Yty8ZblJaWsmjRIiYnJ7FarQQCAaxWK1NTUzQ2NjIwMMDOnTsRBIHNmzezaNGid0U1+P/FW13JBPjpT3/K6dOnef/734+maYyOjnL27FkOHjzIF77whaxog/80AlJVNftni8XC0aNHKSwspK6uDkmSsu6xc98LgoDJZHrV8wBZ0x5VVRkYGOCBBx6gqamJ8vJyNm3ahN1u55FHHkHXdcrLyxkfH6e1tRWPx4MkSVy4cIFAIMCiRYuyFdjvf//7vO997+PSSy99zTcjEpFZdj/w7/SNTbJleRtWWUKQRESzKTMo+YpqrgGIZhOBcJz/++Nf8v9ddykVNeVYHV4MXUM3dJKRCHa3h7GREYYvDNOxpJ3JCwM8tvMAHe0tFNtN2FxO4qqO22lHTKdwepwYuk4knubA0dOUlhaQUnWsJpmC/DwGJ4LUVZcyODCE1W6lsaosM7tpMfHxr/wbgiTx0ye3IZn+sLpIcuTIkSNHjreauX3Vu9NB5h2g88gBdvzypyxfvJDOY0c4dugA8xobKC3IR7DYcNnMuOx27BaZ/pExjh05SlS0cqa7h2Q8wUPP7uHffvggh48dZ7Cni6Od55gIzGKVRZxWC+f2v8jU5CSlLjP+PDfr1q2lqLKa5x97mAKLQVFJMd/+/CeYDUy/00uRJZ1O88K2Z9mzayff+973mJya4Y477sRsMuG024iEZ1m8dCkrVq3EarFSXl5GU1MzDoeTUChEd3c3/gI/A/0XuHTLZZzr7mbXrl3YHC5CoSD5BX4am5opKipibGwUl8vNC9ufZ2pygpbmFtauW8e9//LP7Nv3EsePHmHqYrbf7zPxeJwvfOEL5OXl0drays9+9jMCgQCbN29m5cqVnD59mv7+flRVxel0ZlsqZ2ZmePjhhxkYGGDhwoXU1tbS0tKSdSrNz8+nv78fm82GIAicOXMGr9eLoiisWrWKo0ePkkql+JM/+RNuuOEGvvrVr3L33XcTjUbf6SV5V7Bw4UKCwSC7d+/m0KFDVFRUsHjxYrxe76syKV8ZTQIZgTg7O8vZs2dZtmwZjY2NANnq9Vxr7JzYnHu8pmnZSqmiKIiimI01URSFaDRKKpUinU4zODgIQOjiDaDrr7+e3bt3IwgCQ0NDOJ1OZFnm9OnTdHV10dvbi8lkwufzva5qt83pRnf5Kfc42b3/OLqmoasZV1l0HUPXwTBIyHYEswk9lebx53fzwWsuoaahDpvDhyTKKKkkmppmVpP55ZPbcftLaN+0mTPnBqhsnU84HmdoYJCC4iIujAXQZAvBqWkcxUUk9Yxbt9NuZnFzDcND4wipJCYM9h88idtlY3xgmPHxGapKijIC0yyz/2AnyVSKK66+Nicwc+TIkSNHjv+FnMh8g6iqwu5nnuDMzqdY1DyPbY89wsJFCwlOjNJ/rosFK1awdOlSUuk0gfFhIvEk1111GcXl5fhlncWLFmAXFb752T/h65/5Uy7dvJmPfvgO3nPTddRUFHP2wghRFSbjGhvWrsJf4CeRSNDXfZaBs53c+r73ougGw0df4qbbbmP3k48y2t/3msw43mwMw+DMmdPsenE7R44c4eix49x883u49NJNnD7dyfy2Nlrmz6fvwgX6+/oIBQJ4vF4kSaa3pxtRFJmdncViMTPQ309vby/PPP0Ubo8nU6GMRUnE46iKSjqVJC/Pi81qAwGWLlnK7XfcSXlFOc1NzXzta18jFovxyCMP86tHH+HYkUMEg4F3bG3+JzRN4+WXX+app57iiiuu4MiRIxw8eJB7772XxsbG7Ezdpk2bCIfDSJKE3W7n7NmzABQWFvKP//iP+P1+jh8/zvj4OH19fTidToLBIBMTE1x55ZVEo1HOnz9PIpFgYmKCCxcukEgkSCQSFBYWcvLkScbHx7nvvvtYuHAhf/Znf8bzzz9PKpV6h1foD5u5+cUDBw4wODjIk08+yaFDh2htbX1VxXKugjeH1WolmUyydOnSV81KmkwmFEXJznJaLBY0TUPTNNLpTPbjXMbmXDstQCwWI5FI8MADD7BmzRq+853vEI1Gcbvd7Nu3j+LiYu6++26WLl2KxWJh9+7deL1eWlpaqKur4/rrr2fPnj00NTVRXFz8+hZDEFi4eh2Ts1FMNgeT00FSiSS6qv1ne6zZhF1IoydTTEQSeMxmSqtK0TU1M2ecjKHEosSDQQpddtZdeimHjnWihqZIphXi4RnMssyRs71gklm5vIPQ1CSS3YlosuPx5aOqGpFInO0HO9EkiYlIkr7hMSxmE6lYkmg6TU1NBSe7egFQDJGfPbUdp9PF6s2Xv95LIUeOHDly5PijICcy3yBHd71AYuQ8TXXV7N77MltufA/Lli9l0+oljI2N8uLTvyERmsHpctF7oZ9ly5dRUlZOe2sTBSXFFJeVXnQ31NAM0FUVXdMwdBUlHuf6KzfT3lzP6tUryPN5UZUUp06fZXh0AslkwtA0rBJ48vPZ9/TjNDfMY+/zTzPY0/WOrIdhGBzY/zLnzp7le9/7PsuWL2fxwoX0nj/P2TNnKC4qpqCwmEQ8QXFJCeFwmFAwRGBmmkOHDjIxOYlhGGzechk1tXW0tM6nvb2DFStW0NDQwGWXXUYqlaRj0WL6es/z+OO/5tSpk9Q3NnLowEGsNhs2u53CggKCoSDRSJRlS5fy4bvupn+gnwd+8gC7du5geGjwHVmf/4kXXniBZDJJVVUVzz//PJs2bWLDhg3EYjFmZmY4dOgQiqJQVFREMBgkFosxNjbGyZMnMZvNDAwMEIvF8Pl83Hnnnbz88sts3boVr9fL2bNnWbRoEc899xzpdJrS0lK8Xi8nTpxg/fr1zM7OMjw8TH5+Pk1NTVRXV/Pggw+yefNmPvCBD/AP//APPPfcc+/ojYs/dJxOJ1VVVbhcLvx+Py0tLbS1tbFmzRpSqRTnzp1DFP8zC3dOPKqqyvj4OEC24qmqKslk8lUzl3PttqIoYrVaXzXnOSc258SkJEmsW7eOv/qrv8Lv91NdXU06naa1tZVHHnmEL33pSxQWFqIoCsuXL+f06dPs3LmTJ598ksHBQRYsWEAqlaKkpOR1r4e3pIKaefPQBIHpUASz2YSeVjBUDXQDVC3zZ03nS/90H1aLGcMwkM1WLFYbVl8xruJyTFYn//HALyj1OVm3aQMDpzsZn43g8BSwZeVChqamCc0ESaUStC9bQYHPi8tuxWS14K5sQJYlVnY0sGJhE/Ori2mtrWT9inYS0Sgt8xsYG5uguMAHApw4eYbakmLK59VTXlX1us89R44cOXLk+GPgbZ3JnGvj0jSNVCpFKBRC13Xi8TixWIxIJILNZsPv92c3QxaL5TWbS7wdGIZB55EDHHrmVyye38ivn3iG+c31SAIsWbUauywyNjnFkQMHaG5uora6jFjaQNc0nC4noZkAktWKTYJ4LI4oCqQNERE90zpmMiNhkFLSOB1OwrNhPG4X09NTjIbidJ46zbVbNzI8Po3Ll09VaRFJQ+T0kcO0rlzHsROnWHfVTfgKf/cMuzfK9NQUJ08c5+TJ4yiqxuKFCxkbH6eltYX8fD+SbOLUiWMIZFo8z3adZcXKVRw5fJhVq1ahKCrxeIyKigoGB/pxe7xMTU4Qmg3h8/ro7euloqICWZZJp9IUl5Zgs9qZmZliYmKCwsJiKirKSCSSaKpGMBRkcnKCmtpa/Pn5TIxPcL6vl6NHj7F48WI6OhbQ1Nzyjl5b4XCYbdu2IQhC9jOxdetWuru7sw6e/f39jIyMoGkaVVVVBINBzp49y/XXX4/f7ycWi6FpGoFAgPz8fERRZHx8nEAgQGtrK1arlXQ6TSKRIBgMYjKZGB4eRlVVNmzYwL59+6isrKSwsDA7L9jQ0MD27dvJz88nPz+fr3zlK9TV1fGZz3wGt9v9jq3XW8HbMZMJGSOnf/qnf2LHjh1861vfyhr1BAIBvvKVr/B//+//zVYh52JoJiYm8Hg8lJeXA5mfO/F4HEmSMJvNCIJALBbLfq9pGiaTKTujOfdcqqoSjUYZHx/n29/+Nh/72Me49dZb+fKXv8y6detwu908/fTTNDc3Mz4+Tn5+ftb8JxKJMDExwezsLKdPn6azs5PHHnsMh8PxutfCMAyO7niWzh3PYHM4aJ+XmXl0uJ3IF51mdUXl3OAoP3liO1/+8zuxueyAgNnmQJItaKkkssdHaKifh57Yxk3XXYbH62f7C7u4/JqrmDx/msef24shGFy7aQXeqnq6Tp/BXzUPWzqMt6aJQF8XRiqKyWxGV1WC0QSRSIzyonwURWFiZpbK8ky77A8f386RU1185p6vsOrSrW/4esiRI0eOHDnejbyt7rJzlZeJiQkOHTpEX18fU1NT1NTU4HA4sm1gyWSSiYkJVFWlpKSEFStWUFhYyLFjx7DZbGzatAmPx/N2HPL/kwvnznB+3wt0zG9i24t7aamrpKashLCi03v8EK2LFmM20ixYvIiSQj+C2cK5oy9jkmSCkShuu43BkREWd7QRCIRwu530Dw3jdnuIx2NoqorT6UZV0jgcdk6e6WbT+tWUFBZSUWWnrrqCHS/soKWhlsjEKBeiIRxOByWVlRzf+SzzV23kiZ98n6233ElxeeVbvh7pdJpdL+7g3LkuGhubWLp8OcePHkHTVARBJBQM4vH6sNntPPH4r7niyqtZuWoVeXlevN48Bvr7CQYD+Hz55Pv91NTOY2CgH4fTSTg8y5GjR7j00kuZmZ7G4XDgcrlIp9LEIlHOn+8hGApR39CIIIr8+Mc/pryigsGBATZu2oTNZicWixEKhWhqaKCxqZn7f/QjNFVlfGyUDZsufUeEpqqqPPTQQyxYsIBt27axYsUKNm7cyLZt21i7di2SJGVn7pYtW0YymURVVSorK1myZAmpVIqxsTFcLhd79uwBoKqqivb2dk6cOIHP58NkMjE4OMjevXtxOBxcffXVqKqKz+dDURSGh4eZnZ2lqqqKgYEBjh49CkBJSQnLli2jt7eXc+fO8bWvfY2vf/3r/Mu//Atf/OIXc86zrwOLxcJVV13Fyy+/zN///d9z9913c+jQIUwmE2vXruXw4cMsWbKEdDqdzap8+umn+dznPpedrTQMA4vFkp2/1DQNy8V8WEVRkGU56yxrMpnQdR2z2Zy9iZdOp/nwhz/MiRMnWLNmDaqqUlpayszMDAcPHqS4uDj7nOPj4/h8PqxWK36/n4GBAQoLC/n85z//hgQmZITv/FUbePT++6ipquR07yDt9VWZ6BJJQlcVEEX2HjnF+7asJa+oCAGReGgaVZZR0gmUaAw5FsFbVMJN77mBl7ZvZ8vmtZhtViLhaSSrg8XN8/jG/Y+wsGUeBbWNlNbUMjU8iLe6Cj02i+T0EDJkPHoUBIGZyRkmwwmURJKayhIqSwsxFJUZ1eDc+QFaFy5m+YZL36QrIkeOHDly5Hj38pbsrOfs9Pv6+nj66af53ve+x5e+9CV++ctfUltby5//+Z/zta99jUsuuYTrrruO5uZmlixZwrJly/irv/orPvWpT7F8+XJ27drFN7/5TRKJBPPmzePee+/loYceoq+vLxsy/k6gKGkO73yOpYs6OHb4COvXrsJf20Tn2S6K7TAdDEEsiM9fQFmRH0FJYKSTGEamE2xpRwuqrrN0xSpOdfWAJNHZ3UcsmaZ/dJJEWkHRdGKJOBMzQQKzYWSziZSiggBaMoHXYeXSLZciShKDIyP0dHczNjqG1Z1HeUUFM/1dXH311Rx+8XlU9a1dq+HhIX758IOEQkEWL15CR0cHSirJokWLWL1mDbFohMHBQSbGRqmsrOLTn/08NquFC319RCIR6urqsVgtNLXORxAFZqanOHfuHKm0wvjYKMUlJbzv/bfT093D6Nj4xcqNhXPnuogn4hQWFbF48WIKCgpJpdJ8+K4Ps3TpUq66+iqikTCxWIxwOEJZeTndPT04bDbuuuvDHDiwn4mJcQ4eeDlrtPJ2EQqFePTRR5k/fz47duxgxYoV1NbWkkqlKCgoIC8vD1mWOXLkCMlkEgCXy0V+fn7W8fXkyZOEw+Gs+6iu69mczGQyyblz5zAMg5deeonrr78+G2OhaVr2MV6vl7Vr17Jt2zY6OzuZnJzMztoZhkFDQwM1NTWcO3eOz3/+8/T19fHXf/3XzMzMvK3r9W6hubmZa6+9lp6eHl566SXmzZvH4OAgxcXFCILA3//932fbZufeJ0VRSCQSmagNWc7eEJlrqRVFEUVRsoZBcwZC6XSadDrNAw88wKlTp0in0zidTpqamli5ciXf+MY32Lt3L4ZhcPr06ayITaVSdHZ2Yrfb0XUdVVWZnJzE6/UyNDTE6jcpusNis/EX9/wNnT19BFMak4Ew+sWMTMlsIqmoRKIJmhpqkE02ZLMVm68Qw9CRZSuiSSYeiRANTDLU3cW8ilIeffx5Fi3s4D9+8DPy8v0sWruGWy7fyMjYFBg6fn8+s7MRBIcbyeNHQyAQTaLZ8jC0TGtxOhmnpCzTASKIArOJJN/+7k/w+Hx88gtfQvojcFzOkSNHjhw53ihv+m/LeDxOX18fv/jFL9B1nVWrVtHe3o7H40GWZUKhEN/+9re55ZZbsFgs/PKXv6StrY3p6Wk0Tcu2zrpcLm644QYsFgsjIyMcO3aMiooKjh8/jsPh4Ne//jVr165lyZIlb2tVxTAMfn3/9yn1OnjmmWfJc7sJTozhdNgor6rmhX3HKC8tBkEATQHZAoIIgkhrWyu6DjaXi9YWmb6BUVoaGwjEUzQ3NzE5OUVlZQUzk+PYnW4sFjMFhYXIkkQsFsVutyOpSTTdACWO15FHXrkfRYdEMonP72fo7EmmAmE8VglL5yGKi4t56flnWXvZlW9JtU5VVZ579mk6O0+zceNGNE1lcGAAu8OO31/A6GimzVNTVapqaohFIugXN8+aqpKIxykuKSEYDODPzycankXXdfLy8jIVFZMJq9VKPBaloqICq82Ky+VmcnKCRYuXYrVaeebpJ5FlE11dXaxavZpIOEIwGGDfvn00N7dw9sxpotEYCxYupHbePFKpJL956im2XnYZ23fsIJFIIokii5cuf9sqmgcPHqS+vp6dO3dyySWXkJ+fD2QqPKFQiG3btpFOp0kmk1x//fVZoTnnHgrQ2NjIyZMnKS0tJZVK0draysTEBKIo4nA42LdvH5dccgk2mw1ZlrOmMq88xzmh0tHRgcfj4ciRI9mZPlXNmKwUFxdjGAYHDx7k05/+NPfccw/f+973+Ku/+qtcRfM1IkkSl19+OdPT0/zqV7+iubkZu91OTU0NoVCI5uZmUqkUsiwzMzPDjTfe+Kr22DnmZjBf6SY71yprGAbnz5/P/t3VV1+dfdxc63ReXh42m422tjY+9KEP8bWvfY2Ojg4sFgvt7e0UFBSQTCYxDINIJMLevXtJpVJ89rOfxWKxvGnrUTSvkRVrN7Bn+zZEqQ2v14VsNiHIEuFUKtNGnlYQzFb0VByTy4eSimHoKg5vMcnZHrRkCim/mNTEMGV+L1aTzMxshK7zF5i/eCktC5ew/emnM7OpiSjlLW0MDo3S2ORkZiZEODDNjM2KS9GprSimtqIY4WKlWEmn2XukE4fVxvqtV5LnL3jTzj1Hjhw5cuR4N/Om7ag1TaOvr48f/OAH/OVf/iVr165l+fLl2Gw2nnzySUwmE+3t7cRiMYqKiojFYuzZswebzZZ1SrTZbJSWljI9PY3VakVVVWKxGCdPnsTpdFJUVMRHP/pRnnvuOYqLizl8+DDf/va3CQQCb5spydhAH4G+s5jR0A0QdIXyPAvJRApZ0GhvmMfyxR2QTmBcrCCKVgeCJGG12nC4XJw/c5p4SmF6ahxFVZka7ufM6dMkorOkknHCoRBHjx1ncnyC6MwUwcA0bo8n82aZ7QiijGi2oikpDN1gweLF2KxWEqk0nae7aKouo6y+ha6TJynJc3HmwB4CE6Nv+lpEImEe/eVD6JrGLTffQjqVRDaZ8fh8gMjLL79MU3MrBQVFVNfW8uTjvyYSiXD8+DHSioLD4eT8+R5UTaWtvYNwaJb8/Hw0TSMaiRCLRSmtqGBsdBQlrZBKp1E1ncnJSQzdoLDAj9vl4Nb3vp8Nmy6hp6cn48aZSOD3+7n6qqsZGhrE58unra2N8z3dPPvMs+zevZurrr4ak9nMihUrOHLkMOFwmFMnT7zl15FhGHR2dhIKhXjmmWdYuHAhfr8/KxxFUeTSSy+lvLyc+fPnc9VVV2XjKuYExStdQ0dHR3G73eTl5bFr1y7mz59PeXk5AwMDfPSjH8VsNpNMJrnvvvtYvnx59vGvRNd17HY76XQ6Ows9dyxzr1lWVkZ7ezujo6N85Stf4eDBg+zbt+8d7Sj4Q6WkpIQrr7ySq666ik996lOUlJTQ09PD0NAQW7dmZv0kSaKnp4fCwsKM4Y0sI0lSVlAqipJ9n+beT0mS6O/v56GHHmJ8fByn05k19Zm7uTDXRivLMrOzsyxbtozjx4+jKAqRSISCggJCoVDWTVhRFP7jP/4DgLvvvpt58+a9qWshCAJbb7yFNBL7T57hdN8oiqahxhIko3GsZjPR2QiYrAiihJ6IYi+oxmRzo+kKvspaookE5kSY8ppKmusqGRiZoKq4kN0Hj6EB9fXzOD8+haYo6LpKgV3GKRkYho6upvAXlZEKh7Dm56MZIEgShqahaxrHL4yx53gXot3JlTfe8nvnDZAjR44cOXL8vvKm/MYMh8P84he/4Dvf+Q5FRUV84AMfoL6+npmZGfr7+7niiitIpVJs376doaEh6uvrGRkZoaysDE3TsFqtjI2NZQ1LqqqqePHFF7MbXEEQ6OjooKCggM985jPccMMN2UD5ZDLJU089xRNPPPGWCwQ1nebIi9u48fprOH+um9I8O6UlRVwYnebk6bOc7eqh0GvDpCYyFUxDw0hGAAEEEUGSEUwWGjoWku/3kzRk0oqKIJsprm2kvKqG8ZERzGYLxQV+BEHAU1CI252ZQxUkCUEUMQwdQzIjAIZkRgvPkJfnoaerixuuv5axUITw5Chur4/hc6e4/v13su/5p1HexBgKwzDYuf0Fjhw5clE4naSgsIhUMoHdaiWVSqCpCsHgDHv37iYajdDc3AIYzG9r4+CBgyxeuoRLLr0Ut9OJoWsUlRTTeaoTTVUJBgN0nzvHiWNHESWJPXt2IYgCQwP9TE5NYbJYyCS3k6lq2GycO9dNMBAgLy8PURTx5fvYuHETQ4MD7H3pJWw2O+3tbSxbvhwBgUQiwbFjx2lv7+Cf/umf6Dp75i13ne3s7GRqagpRFFm5ciX19fW/VV1MpVJUVVVRXFyMqqpZUTkXcTGHxWJh+fLlRKNRFixYwG233YYkSSiKwjXXXIPdbkfTNG699VbuvPNO3G73qyIyXlmFnPv76upq6urqsq8z146paVpW8ExPT3PLLbfwjW98g9OnT7+l6/VupampicWLF3PNNdfw3HPPEYlE2LRpE6lUCkmSGBoaoqCgAFEUszmV8J+xJHPzlnM5l6dOneL48eNomsaSJUtobW2luLg4KygFQci22s7dPJib5fzyl7/M8PAwY2NjeL1eotEouq6TSqV44YUXqK+vZ+nSpXR0dLwla+EtLuUL3/wW0VicPcfPsOdYFylFxWOzohs607NhUjNjiC4fosUOiTCSzYHJ7kEQBfxlpUyEY4xMBJGtFkaGBmlbtIACu5Xh/n6sbi+N9fVEZ4OAgKEl8TitqOFpamuqSY9dwGkWuXD6LGmLPftZ23P8DDv3HKSyppav3fsd7E7nW3L+OXLkyJEjx7uRN9QuaxgGfX19fPe738XlcrFlyxaOHDnC+Pg4uq6zZcsW/umf/ok1a9Zw4cIFCgsLmT9/PolEArvdTklJCW1tbSQSCW688UZisRiGYTAwMMA111yTDRS3WCwkk0mOHz/O2rVr6e3tpbW1lVAoREdHB/v376ejo4Mf/OAH3H777dhstjdrfV5FKDCFTYkyNniBYChEkX8ek2PjLG5rpKm2HMFkw5PnwYjNIrj8iJKE7PhtoyJDUzEEgauuvRYMnXZRyvydYUDHQrR4GENTQJCQbE4MTUMQRbRkPCsGBEEAWUa02NDD01QU5SMvW8LBw0cw2124fAUMDxzCZrMhzY7jLShmcnyUsqqaN7wOhmGwd/cuDh46RFVlJXa7nZb5bYhkohp27NxOKBTm6quu4sSx42zevBlFVTl5/Dhut4dgMMRMIIgoiCD8p2gSMFi0ZCndXWexWq00NDRSWFzEiWPHOXjwIP6CItauWw9kxJGuKVmhZLVasdpsKIpKXl5eRrgJIl6vl5WrVjM4OEgkEqGoqBBNVXn8178iPz+fD991F4ODA3yu5XM8/vjjDA0O8rGPfwKr9c2/hlRVpbe3l7KyMs6dO8fKlSvRdR1ZlrPzdHPibu4Gy5z4TKVSWcEw9++aplFeXp59zH+tWAlCxsX32WefZWpqimXLllFTU/MqofrKGzmvrFz+1zbYOZGyfPlyHnzwQTZs2MCLL77Id7/7Xb797W9jt9vf9PV6NyNJElu2bMFisfCb3/yGH/3oR8yfP5/CwkKCwSD5+fmYTCZMJlP28z53wyGdTtPb28v58+dRFIWWlhaKi4vx+XxcuHCBoqIi7HY7qqoiiuKr4kxkWSaVSmWroXMjDXv27GHr1q2MjIxkb/r95je/oby8nBUrVnD55Zdnn+etoKahiT/5s4/xta9+FZPFgiDA6vn1XLtuKT95ZhcpQ2DJ0iQOhxvB6UVIxUDX0dIpEtOTeCWDUDCA6jLht0g4C/IJRBL88IGf87nPfZrlbU3oapp0KobJYkcwNJKBGUy+Aupb6/j5L55gXnkJY8dOsqSljgvTAU509TMeifPFz32EPF/+W3buOXLkyJEjx7uR1y0yNU3jzJkzfPe732XDhg2UlZXxr//6r6xcuZKPf/zj3HfffSxbtoympiZ6e3tZtGhRVjBaLJbsHflEIgHA7Oxs9rlfuXEG8Pl8dHd3Z236JUnC4XAwPj5OQ0MD09PTXLhwAbfbzd/93d/x8Y9/HK/X+waW5bcxDIOXn3uSquJiBs+doWFeNQXFxYxOTPLYtj2sXb6IigIPSDKazcOPfvhT2hrn0Tc0ht/rwWG3YTJJaKqGKElIkohJlhEE0BGYDYYAgbSq4LJbicbiqJqWkVOCgMflIJFKI4kSJpOMqmikVYWVK5djM9swVJV8jxOr2cTYQN/F6mbGBKjz6CEqF66ic99OSiur3/Ac3fnzPQwND2EymWid30Y0EsZskrnQ14coSnjceUiSTHf3OZpamjMbXVGkvaODaCSK1WbFbrMyV4nMIkh882+/wQ033EDtvDpSqRSzoRDFJcU01Dfw7LPPsnz5MkyvEFrZh14MpC8sylR+p6cmkSWZtKIABoWFBYyOjDAyPIIgCmzYsDEzAxyNUlRUzODgALF4DNlkYt9LL7F+w8Y3fVO9fft2XC4Xu3fv5uabb84au7xSTL7yujcMA0mS+PnPf057ezsPP/wwn/3sZ7MVyTkxOccrq6GiKGIymTh48CCJRIKqqiqOHj1KXV0diqJkq6Jzn6e5Y/mv85qvrGgCJBIJrrvuOo4ePcpnP/tZHnzwQf71X/+Vz3zmM7lWwteIJEls2LCBaDQKwHe+8x1uvPFG8vPzUVUVq9WabVudc4g9d+4c4XCYqqoqNm/enBWfANFoNBt1MnfDQZKkbKTJXGvznAutoii43W5cLheCILBw4UKGhobIy8vjscceo7y8nJqaGrZu3fqWCsw5Vl12FX8RjfP9f7sXSZYxySbqy/zcuXU9J/sG+dkvHmdJWyNlJYX4q2ox2ZwooSkkq4XiEj/qyDRWu4OqliLEdJRtw8P86Z/9GY8+/Euu27oO2dAQJBFJtqBrCax5+Qz39nLw+CmcTjuy28nSqhK2v3SE/rEZEoLMF7/+TVoWLn7Lzz1Hjhw5cuR4t/G6doW6rnP8+HFuueUWtmzZQmtrK263m5tuuikrGouLi/nHf/xHli9fTklJCXa7HYfD8aqN6++CIAjU1tZSXV3N8uXLSaVSzMzM8OSTT7JkyRLOnj1LUVERra2tTE9Pc9111/Gtb32LWCz2ek7tfyQaDtF7/ABuhxVJFrFZzPitOpvXLOWqK7ZQUlmFIMmQTmJxunFYTei6SltLA+l0konJSdA1pmcCxGIRIpEwg8MjWB0uBgYGM1UsVKxmmXk1tbhdLqxWK4qqoSgqqbRCMBQmNDuLKIjMRiKYZBlJNmHoOoLJhKwmWTV/HsV+L01NDSxYugwlGUdNp7EaCiODA8wGp9/QOqiqypHDh/jxj37IsqVLOXLoIOUVlZw6eZKqqmrisRhWi5mK8nKqqqrJ83gIRyIkEkmGhoYQRAEQsFgtzARnX/3cSopYLMLf/u3fcvMtt/Dnf/HnyLKM3Wanrb2drrNniURj/+1cYTAwwxVbL0MUBMbHx7DZ7VisFhLxOHaHE7PFQseCDkRJIhgM0Xv+PHa7HUEUOHn8OOfOnmXN6tU89fTTDFzoZWpq8g2t0ysxDIORkREmJiYYHh7mhhtuAMhWqP6rWDQMI1u1OnHiBPPnzycvL49EIsGXvvQlzpw5kzV+mRN2c22Qc9VIk8nECy+8wN69eykuLiYYDLJ+/fqsoH2loDQMA5PJlH39//qcr1zruT9LkkQkEqG2tpajR48yNjb2pq3XHxOiKHL55Zdz3XXX0dHRwc9//nOeeuop2tvbkSSJYDDI6OgoP/jBD7jvvvsoKSlh5cqVVFZWZqvLZrMZRVFwOp243W5CoRCSJCGKYvY6euX7rWka/f39bN++nV//+td861vfQlVV0uk0qVSKSCSCpmls2bKF9773vdnq+VuNbDJz9a3v55P/54scOnaCI129PH2gE5vdQpHXy7oFTew+eIKf/mobe57dxnj3SURJxmRz4C0ppaW9CaffT56/AGtePmgKxQVeaivLGBgcByHzM0ZT0yQCkwg2Jyf7hkgZEpdesoaFjVX84MHf0Dce5Gz/MJ+656u0Lnp7jeVy5MiRI0eOdwuC8RoHGVVVzRrubNmyBYCVK1eSTqcxmUw89thjdHR0UFJSgs1my4aLv1nIskw6nWbHjh2sWrUKRVE4dOgQmzdvxmaz8dRTTyEIAslkkj/5kz/B5/O9Ka/70vNP4wj0Y7JYMASJzq5zaPGM0Fu5chkufzGJSBjdMDC5fZw59DIWdx6KkmmNFQQRSU1icbhIKQqCbqAoaQxRQhCljEmQbCIVi5LvchAWrdgkUOMxBFHEZnegpJJIgoEoymgmM3o4gM+Xh0mWsZhlBMPAZDHz3Pa9NDXMo39gELfdSmPbAsbHx/G3LKGru5crbr7tda2BYRicOnmCn/zkftrb2qirq8PhcODL96NpOocO7ieZTHH6dCc33HADsmzC4XSgaxqybMJmtxMOhUimkgwPj5BOK6xesxqMiwJLEBgZHqakpIRTnae5556/5s8++lGqKquIRiN8+5//mb/7u3+grLT44n/PbP40TePFF19kyZIlWbFmGAZKWiEWjyNJMiazTPxiO/bjjz9OQUEBjY2N2OwOrBYzI6Oj2O123O48nnjicZYsXsTNt972KkfP17tmhmGwa9cu6urq2LFjBxs2bHiVkJsTfv+1ZdZsNjM1NcUjjzxCIpFAEASOHTvGtddeyxVXXIHNZssKvjnmcjXHxsZ48cUXsdvt+Hw+VFVFEATWr1//qpbcOf7r9/9dFXOOORfTRx99lE2bNvHjH/+YvLw8Pv7xj7/h9XonmAsNvtr/zh7HsWPH2LFjBz09PcRiMW655RbMZjMTExPU19dTUlKCqqqkUilUVUWSpFe1UQuCwMTERLZ1ee66GBkZIRAIMDk5ybFjx/D7/VkX2bKyMlpaWhgdHeXZZ58lGo0yMTHBxz/+cdrb29+RddB1nZeef5p7/+Vf8FpN5HtcLKyrpLa0EKfNymwsQe/IBPFEArfbSUNFKXkeJ6IgIJktSDYbFrud+374ILfdcAWYzBw8dIyKAi8xTWUsEAMtjdlqZ155IfluB8+/dISeC8NMBGepbGjhro/9BSWV1RmX8Bw5cuTIkSPH78zcvuo1iUxd1zl16hQ333wz//zP/8yPf/xjFi5cyNjYGB/4wAcwDCPrCvtWu05aLBYSiQR9fX0A1NbWsmPHDqLRKIWFhWzYsIEHH3yQv/7rv37DlvuapvLYD/6VtS2VDA4Os+/ISWrLivDl+/B68ygsK0fVNF7auQNZNnGk6wLpZIqiwnwmArN4XQ5cDhsus4Q7Lw8wCARnSSVTJBSVPLcLdA1ECV95FSZJwiRLOAWdQDBIPB7lVN8IqqKiqUqm/c0QkHSVqiIvqm7gddopLSmgtaGWUCDIEy8eoqm5Ebug4y+rIJ1OUda2lAMHDnHF++96XdWJeDzOe266nnXr1rN08WIOHjrIlVddhdViQRBEdMPgn/7xW3zpq18jGY8RjcUZHOinqKgYp9NJPB6joLCIyYkJJFnm7775TT71qU9TVl4K/+UyTKsaX77ni9xyy61MTkxQXFxC74U+us6c4XP/5wuga1lhNDk9Q2R2Fq/Xe7FNVEY3QFNVwrOzyCYzTqeDPK+PM50ncbpc/P3f/R1fvOdLqIrCwUMH2bJlKw6nk67TnTz73HNcf+NNJONx1m3Y+IauHYBkMsnRo0d58MEH+dznPveqquXcOcyJzFc6x1qtVu666y5CoRCXXHIJiqIwOTnJJz/5SRwOx6ueZ87UxTAM3G439957L8FgkFWrVjEzM0MoFOL222/PtlbOvfZc2+0rDYE0TfutOb5XMnecTqeTbdu20djYyE9/+lM++tGPUlFR8YbX6+3m90VkAkQiEX71q1+xc+dOPB4Po6OjfO5zn6OgoCDbOguZdlhJkgiHw7hcLjRNIxAIZEV+IBDgscceY2pqioaGBjo6OvD7/fT19bFixQq6urpYunQpqVSKBx54gIaGBh566CFuvfVWbrnlFpzvsMmNYRjMTE3ypc98kpMnjnHF2hXEFI32igIWNtaiazrIEtFYgsd37OdYzwWu2biCtvoavHl5lM+r4ze/eoL6iiLiFjs79x9jYmyC1csXs3xBPSZdQzQEOvtH+L8/+xWNdXWcOdfN+z/8EW543+2YLdZ39Pxz5MiRI0eOP1Res8g0DIMLFy5wzz33cMUVV7B48WI0TeOFF16gqqqKdDpNQ0NDto3v7UBVVVwuF6dPnyYWixGNRtm0aROJRIKHHnqIlpYWLBYLt9566xt6nVgkzI4Hf0hHbSm6IOLweNnzwjYampuZnZ6isaMDSZJ5/NHHWLNsMSlNx6RGCRtWREPD0DSc3jxiwRDIZgSzGaskklQ1DKeP2PmTmHzFmH2F6GMXsLk92O1WglNTWN15JHWBVHASs78EIZ1EV9IIvmIskSkSkg2fy4YpMYsaj+J0WBEx6BuZRBPN9A0ME45EaG9pprq1jYFQmvkr1uL2vnYji0ceeQjlYruy1WKhraODRCKBLEmcOXMGURSprKqkpKiItJJxiBVFCU+eB1VRKSwswDAy85PRSBgQ2L17N6VlZSxZsgSz6T/FTDgS5ZGHM5vewEwAf4GfgwcO8MSTv+Gqq69h9aqVpNMpIpFoJvfPm0cqmbpY0cnMDkYjUZxuNyaTjKZqOBx2RFFkYmKCfS+9RDyRpKOjHYvFQl19I8lEnOnpaQ4ePMDMzAwbNm5i/YZNb8jUxjAMHnnkEfLz8xkdHWXjxo2vMtZ5ZTvqnJnP3MxkNBrl+eefZ2ZmhuLiYhwOB9FolOXLl1NRUZGtNr5SBJpMmbzQ/fv34/F48Hg8NDY28uKLL3LjjTe+quo5166r63q2AjonPF9pBjR3HnOPmROZmqZx/Phxli5dyn333YcgCHz+85//g5vN/H0SmZBZ6/7+fh555BFcLhdPPvkkLS0tXHrppVRVVWXjZjRNI5VKoes64XCYYDBIJBLh7NmzjIyMsGnTJlpbW7MttXPttZqmEQ6Hee655xgYGGDhwoXMzMxw++23U1Pzxo3B3iwMw0BV0jzx6CM88pMfYzHJzKsow4RGodtBcX4etWXFuL0ekuk050emGJ+YJBJLYLGYSSaSiLJEVXkZtZXl5HvtpOJJhscmGZ8K8PKpbobGJvF6PFTW1XPD+95Pw/wFCH9g12+OHDly5Mjx+8Tcvup3LmeFw2H+7d/+jWXLltHR0ZGdebzkkkv413/9V9asWfOqysrbgSzLJBIJRFHk1KlT3HHHHdmZ0LnQ+EWLFrF3717WrFnzul8nHo2SZzehqSrDY+NUFKfwe5zEkikqGxoRNRVBkmhtqEFw5dFz6hQNi1Yw1XmMeDJJS1s7h3btwJvvpaC2kQPbnqappQU5r4Dze3/Nhsu2cra7l0NPPsmm9WsZOneO8/1DXLplM10955kZHWLVhk2c7+lCNQTKSwrpfP5J6ucvZGr0PAOCSMPCZXikRPaYI/EkNrPO+uUdnDt3nrFQlOJkCpPZTCgQeM0iMxKJEAmHue+++/j6179ORXlZpnJdWoLJbMXucGRamMvKicViVFRWMjY2yqJFixkfH8dht2MAZrMJSZaJRkUwdDZv2YxhGPzmicdpbm6mrrEJXdO48847+NJf/zV2u52JiQlSqRStbW0sXLSIWDxBd/c56usb8Pp8hGdDmE0mhgeHqKiuwmKxYrFYGBsdpbyykvGxUUrLypienqa4qIjwbJi169bxwP0P4Fi9OiM8x8c4cuQQWy+/glveext/8pG7KSouprW1jcqqqtd97YRCIQYGBkilUlx77bVMTU1hMpleVTmcE5pzn5+5WB+fz8dtt93GwYMHOXHiBCMjI0iSRFlZGfBqk6A5ZmZm2LVrF6lUiv7+fj74wQ8yOTmJqqrIspxtsxQEAbPZTDqdxmw2I0lS1iwGyJoBvTI6Ze4456qukiRhtVqZmZlh0aJF/PjHP+bYsWMsXpwzSnkjCIJATU0NH/vYx+jv78/OwPf29rJ7925GRkZYu3Ytq1evxuVyMTIywszMDLIsU1JSQnNzM16vF0mSsu95IBBg165dxGIxXC4XAKdOneKSSy5h3bp11NTUYLX+flXvBEHAZLZww623sXrtevZuf44Hf/xDFF1nWXMdpvwSTr18gtlgkMaqMlrqa5jX0YTDYUewmNHjSZKqxsxshIOHj9I7Msl0KEy+3w+pJMfP9bJi6VJuu/ujVNTU4nC53+lTzpEjR44cOd41/E6VTEVR+MUvfsH999/P3/7t3/5W+5zNZsveUX8nmNtMvbKdTBRFJicnOXPmDAUFBVx++eWvez7zwrmznN/1BPMam5idmeLsiRP0jk1T4c+jvaWByopSJLubB37xKBZJoKi4kHQshtlbgMnhovvoQVpWric9O83+l/Zx03tupPvMaaYnJ5iOayxvqaF7cIKy4gKi0Rijk9MkVZ0F9VV09w+h6FBd7MNTUMSuvftpn99CYWkZ27c9z+Ili/F53Gx/fjt/dseN2M0CgqYyHQrzxM6DvOey1TjtdtI2DxNj46ieUnxV9dS1vrbMu/M93Txw/48or6jE583D5XLhdnsIhYJYbTb27NnLHbffzmx4FqfTSSwWI5VKk5/vY2pykoLCImampnC4nBdbOj3EopGsA6ZhZKpwfX29IAg0NbeQjMcwm82kUqlsdUwQMvmWBjAbDGG1ZWJjZoOzIAi43E6Gh4ax2+3omoZh6JSWVTA8PIjP5yMRT+DxeunrPU9fXx9PP/00N954I0VFRVRWVjE0OEgwFMLhsPPsc8+xcMFCPnTXR17XdQOwZ88empqa2LZtW/ZGzJyQm8s6nDuvucrknICTJImxsTEkSUJVVT7/+c9TUVHB1q1bWbVqVbYSqSgKvb292O12urq6CAQCuN1uHnzwQa655hqSySQLFizA7/cTCAQQRRGXy5UVHIFAgAsXLuD1emlubqakpORV86GvrEy+sqV27vuHH36YdevWsXv3brxeL7fddtsfVDXz962S+d8RDof54Q9/iCRJeDweuru7OX/+fDbvsqGhAb/fj8PhQNM0JiYmUFWVeDzO2bNnGRoa4n3vex9ut5vu7m4KCgr4yEc+gsPheKdP7TURmw2y4/lt7Nj2HMNDg7hMElUlBRiaTiClkAiFEEUBSRQZmQ7gczuxWKyIZjMes4whmwgrBk3z27nm2muobGj5g7pWc+TIkSNHjt93XlMlc3BwkEceeYTvf//7RKPR32qJnasevlNomvZbx6TrOhUVFbz00ku43W7279/PFVdc8bqePzw1lomNUNNMDg1is9uorCijpaaC6vo6DDWFYLLQUFVKYWk51XX1jPZ2k1/ThCffhxAPseqyq5jpOkJyZoLWVetJx8IU+TwsWX8JQ73nqVu2jqqaGoaO7iMai5FfXc/L237DxtVLkfNLmew5Q8P8FpRkkuLiYuYvWsz4yAgLm2qIS3Yqy4sx2eyQjiA48nCmUsTTKpOzCaJpAadoJxKOUlBmJxIMvKbz13WdnTu2k1YUfF4f4XCIpcuW03v+PKqqcvzYMdatW0cqlcRmtWK32RkcGKCpqZlgMIDZbEHAwOlyEovGKS4pJhqLYTKZSadT2B1OJicmcLmc1NXVMT4+QSIWRZIkRkdGiScSF6ssBqqiIJvMWK0WHn30l1x/402MDA8jSRLz2zvo7e3JirKioiKmpiaZnJzA6/WhpBXsDjuGrlNZWYmiKCSTSUCgsLCI4ydOsHjxEk4/9SQOux1N1RgeGUbTVCTptc+wzrl1jo+PZ3MLZVn+LeEGr65Kzom38+fPU1JSgs/nyzqGzszMUFFRkW1lnXuuI0eOYDabs8J1Ln5icHAQj8fDihUr+PnPf04ikcDlclFZWUlbWxter5dYLMa8efN49NFH+elPf8o3vvENCgsLX+V6+8rjnTMRmvt3WZZxuVwMDQ2RTCZRFOUNz0HneDVut5tPfOITqKrK8PAwbW1taJrG/v37GRoaIhQKMTs7SyQSYWxsjPr6ekKhEKWlpXR0dPChD30It9tNXV0dt99++9vmGPtm4/B4ufqmW9h6zXVMTUwwNT7G4IXz9J3rYuDgfkYnpxEFAVkSsVrMiIJI6bwG5s2rpaqxhdKyCoqKi7G73DnX2Bw5cuTIkeMt5P+505ienuaZZ55hwYIFKIryps1c6rqOqqpEo1E8Hg+GYTA5OYlhGBQWFr4qUuH1kkwm+eAHP8i///u/E4vF6O/vp7q6+jU/j6akUAQZq93J4g2XYLHaiMXjHHtxO16XDW9BAbqSYmJqBq/PS1pJY+gasmigayqGroMgoikKdqsJlBTTgRBl+f+Z5SmEp7lwYoZ0MslsIICvSicQmKW4JImopInNBkglk6QVBVEAQ9cosMtIF7MmdcPIpk4aqQRWi5k/ven/b+++o+M47EPff7fMbMXuYrHohSgECLCAvZOiRFKiepeL3BMndhRZyc05iZ/v87VfEvsmNze5dnLtxJJjualLtkUVSqQoiSIpgiBBEgQJEr2XBbDY3mdn5v2xxJi0ZUe05T6fc3QsigB2ZzDrM7/5tet5/cQ5REGkocVKIpWgwiwQS6Wv6vhjsSiHDr3J6jVr2XbNNYwMDfHkk0+yceNG5ueDVFXXYLXkSy89nkICgTm8RUWkUklSqZTWQyaIItHYNA6HHYfTiZSTsNkdZDNpSktLmJycJB5PMDQ4QEvLUjyFHop8RRhDIXJSDgxgs+f7KicnJvB4PISD8yxuasJkMtHX14O30IvX56P3wgVEUcRTWMTU5AROp5OslMUsCkSjUZxOB3a7neXLltHW1kb94sUYjUacDjvLli3n8ce+T3FJCatWrqT73DlaV62+6usmm83idrt5/vnnuf/++7Uy1cv7HBcymPDjgTsL/23h3KXTaV588UW8Xi/pdJqSkpIrMqBms5lt27bxxS9+kfXr17N48WKeffZZ1q9fjyzL3HXXXaTTaYqKiujv76ewsJC+vj48Hg+JRAJZlgkEAgQCAbxeL9/61rd46KGHcDqdVwwkuryU9vJM5wc+8AGOHDnCli1bGBkZwe/3s+iXKDHW/Wxms5na2lrt/8fWrVv3m31DvyGCaKGiuoaK6hpWrt/4m347Op1Op9PpfsLPrRPK5XLajratW7eSTCZ/6RdUVZVoNEo6naaqqorm5mZ8Ph81NTWsWbOGbdu2MTw8zLlz537pp+2qqhIKhdi8eTMbN27kscceu6odnQuSkRCinCFlsHL84H4OvvA8pw+/iQI4XS7ISZfWcKiYLPkMWDCeJJOMI6dThMMR1GSEZDpDRsrBpXBw4b3MBUNE0jlsFpFwNM68KpDJZHE67RgMRqy5FFlJxiJasFsE5FQc0VFAQWEh0qUVMVazGTmdzI/cz+WDyOffPInNVYgCGNMRHKKAxaheMWDn3eg8c4adO3disVg49MZBbHYbNqsFiyhy/Z49nD3biSwrZDJZbX2GYDYzNjqmrViwWCwoskx1dQ2nTnVgNJvJZiXS6ZRWEltWVobZbOLs2S5C4RAzMzNMT/u1gTgulwuj0XRFv6BqMGIyGpmdmaGiohKHs4DhgQHqFzficrtJp5OUl1cwPj6Gw+EgFoni9XqRJImKigo2btzE6OgIB159lfHxcULhMOXlFTz0l39FfX0DE5OTnDvXddXXDEA8HicajTI0NITL5dICyMszKJdfjwtDeaxWK52dnZjNZqLRKD09PbS0tGCz2QiHw3R0dGgl4haLheeee44zZ86wfv16li5dytNPP83k5CQ9PT1aD2Y8HqegoACTycTY2BhFRUXaeRAEAUEQsNlsLFu2jGw2y7/8y7/8zOE/cOXAIqPRSCaTYefOnYyPjxONRn+h86XT6XQ6nU6n+/3wc4PMaDTKM888Q2tr6y+UAfypFzMaicVieDweamtrSSQSxGIxMpkMyWQSSZKIxWJcc801tLa2cvjw4V96GMVC2eyjjz7K7t27mZycvOqfkctK2O02TILA6nVr2bplA+s2rGfLtddhzKZQMwkMZhGD0UwunSSTk4nJRhQpi5zLgpRCTYSYm5khm7202kUFi9WC0Wym0GIiNDfLS3tfwGRzYo4HsVpFLKKArEL60rRRoyKTisdBUVEUmXQqTVpWEc0mBFEgncnlN4EYDGAWufWaNWxZu4Lr1i2lonYxsuFScHmVgfbhw29hNJqwWa0MDg7S3naMVatXMzQ8xLmuLgrdHhRFxu12k8lmsFltiKIFk8mE3WbX1ioUFBSgKApNS5rpu3gBwWxCFERmZmZJZzKkUimKikvJyTk8Hg9ut4fS0hJcLhflFeVYLFYEIb8PcHxigrHxMVyuAqRcjqrqaqYnJwnOBzCZzcwHZrFYRIqLS5FyWbxeLyPDI5gFgXgshiwr2qoQgOuv383WLVsQRRG73YrTbqWutpZzXeewORxk0leX/QXo7u5GVVXWr19/xUqfy8tl36lkb25ujo6ODsbHx4nH46TTaVRVJRKJ0NjYqO2plGWZp556ilAoRGVlJfX19bS3t7N06VJuv/12DAYDr776Ku973/uQZZmpqSmcTieiKLJs2TLm5+cpLCwkFosRDAaprq7G4/Hg8/koKSnhkUce0XovL+8ZXfjzQj9tKpXK97umUlRXV3Po0KGrPlc6nU6n0+l0ut8fPzfI7OrqorOzk3/4h3/4pfsujUYjBoOBwcFBZmZmaGtr03qIUqkU4XCY+fl5AoEAc3NzuFwuli9fzve+971femebxWKhsbGRixcvMjU1ddXfby0oIJ5M43ZaEc1mDKkYhniAnL8fo5IFgwFVkVEVGTknoWaSxCcGSaXS5BJx5JyMLGVRVSgsLCITCTM3H0JVIR2PMR7NUlXs4aZbbsYpGDAZQMnlqKyoxKAqmK0O/HMBEvEoJVVVZKUsmVCAnCSRjsdIZyXS6QxSJoEBFVU1QC6LRRQwCwKq6MBgFlAUlUxORpLf/YCmdDqN2+2m7dgxYtEIS5qaWNzYSCwSwWwycfJEO6tXryYwN0c2myUwN0d9w2Ky2QxFPh+B+QAms5jPKofDWG35UlmD0UgoHCYai1JSUkIinsBkNpOMRWloqGdocBC73ZZfY3Bp72o6k0YURVQVGhsbCQSCeNweQM3vwzSbL5VwQll5BQaDkdmZaaKRKGfPnkUUhXz/WiSM3W4nGAxiFsy4PR7Od3fTff4cXWfPEpgLEA6FCYVDjI6NUllZSfAq+1hVVWVycpJIJMKdd975Uz2XC6WmP5lZV1WV7u5u+vr6CIfDmM1mzpw5g8/nQ1VVysrKtOzwgQMHmJmZwefzkUwmaWxsZPfu3czNzXHttdfy8Y9/nLVr1/L5z3+eSCTCxMQEPp+PSCRCJpMhHo+jKAojIyNMTEzgcrno6OigoaGBzZs309vbSygU0t7X5aW9wBWBssPhIJVKsXTpUrq6un6higGdTqfT6XQ63e+HnxlkplIpLl68iNfrRZblX/qmMRAI8NWvfhVVVenv72d6epqJiQlSqRTj4+NMTExgsVgQBAGj0Ug4HMbtdtPU1MT+/fu1n/OLvA9JkvjgBz/IyZMn6enpueqfIdrsmFDJ5BQUoxlFBXIZDIAkq8iKETmdwmCAqckpwEA4EiOayhCfn2V6PsJcQiKnyIRCQUAllkwzO+sHRabQkMViteL2uEglk2SyGUyKwpvHT+eHGqXiDE8HkBWVt0+eJRgKoQJDw2NEY3EMBgNW0YQoWjGgAgoq+QyZmstgzKUwKDmMBoWclEWWc+/62JPJJAVOJwNDQ7zv/R9g45atDA8P8+h3voMgipw+fYa5wBwVlVWYBQFRtJDJpIhGokRjUWw2Oy/u/RGyouAqKCAWiwAqTUuWcKH7Al6vj+HhIWpq68iks3iLvPQPDGnlmwtZUKfTiSLLWCwWiktKGB8bRxRFCgqc2OxOQKV6US0Wi4WGxYuZD8yRk7K4XG68RT5aV67EW+Rj2fIVRCNRLl7ozvcbyjJ1tbW88so+iopLcTjsZDMZvvPd71BfV4coiMzPzRGLxa7qmpFlmeHhYaLRqNZzDGj7KC93+Z+z2Syjo6NEIhFtZ+bIyAherxev10tDQwOSJHHo0CGGhoaorq5m3bp1l0qNzfT39/Pv//7vFBUVUVZWxt13383c3BxtbW3amopMJsPMzAzxeJzz589z8eJFnE4nzc3NbNq0SRsWZLPZeOqpp7SVK/DjzOvlk6RNJhPhcFgra/b7/b/Wfbk6nU6n0+l0ut8uPzPIPH/+PKqqcssttzA/P/+uf+BCkLiQrZmZmcFgMFBWVkZjYyNLlizBbrdTW1tLUVERIyMjSJKE3W7nzJkziKKI2+1mamqKUCjE1q1bWb9+PfF4nGw2y+zsLJAPgi9fB/FfCQQCLFmyhPLycnp6et718QCYRSuZrIQ1GyeXSuTLUclndQSTAZPZQA4jblcBRW430XiSaFoiPT9DNKtgFgQG2w4ip1PYrTYmhodwWAUU1cBQXz+TcwGGZsOMDQwSDAbJ5qC3f4Al9TUkk2kyySTLFy8imMrhMSvMB0N0d57BbreQiscIjg7idtiZDgTJGgRYCDAFGwYuVccazWAwkM7KeIqK3/Wxy7KMzW5jcUM9ExMTZFJJNm3ewp133snszCxmsxmv14vVaiEcCuIt8uVXyRigorKKhsWL2bxlG5MTk0z7/ZhNJny+EoLzQZqamhjo76Wyqprg/BxujxtRtOCwO3jjzTdIp9PkcjmsVivxRBKHw0FWkkgm4pSUFJNIJkkmk6STccxmgcH+Pop8xfinpxAtVhRFJZ5IcOTIW1RUVucD5gInK1atoryiAllWaGhcwvZrdhCcD2GzirS1tTEXCPDZ/+dzVFXXIIgiU9NTiFc5iCqZTFJRUaFlV7u7u3E6nZw5c4ZXXnmFcDhMLpfj5MmTHDhwgFAopGUuM5kMS5YsYWxsjEWLFjE7O6sFfpIkYTab2bx5M8lkElmWOXToECaTCUmSuP/++0kkEvlrUxB4+OGH+frXvw5AKBTCYrFwzTXXcP78eaampmhvb6e1tZU33niDXC6HIAiUl5dz+vRp9uzZw+joKBcvXsRsNl/RT7rw+YZ8wLnQL1peXk5ZWRnnz5+/qvOl0+l0Op1Op/v98Y5BpqIoTE5O0tXVRXHxuw9IjEYjHR0dDAzkdxD29PQwMjJCV1cX3/jGN1AUhYGBAe2m1O/3U1ZWhqqqzM/P09LSon2PyWQiFApx+PBhXnrpJRRFYWJigkAgwNjYGLIs093d/a53c+ZyOVpbWxFFkYGBgXd9TACu4nISySSJWBSjIkE2QTIrk5FVMJnJSjJ93ecQjWo+/kyE2XPtNopKy/G4XCxpaaGw0Ed5eRmFxcWgKGxat4b62kXY7XZamhopL3ShKgol5RU0NzXic1hoXrqMuqYmCotLWLZlByWlZXjdBZSVl+N0uamvrsRqtWAzKJSVlBAIBLjQP0w4a0BWVJDy6zkQrRhFC0bBQjaXQ7Ta3vWxh8Nhzp87h9dXzMMP/wePPPwwr792gLePHtX6ZatrapBlmUQiyfDgAEaTGUEQsYgWpGwGs9mIw+GgumYRBS43E+NjGE1mHA4HhYVFvPTiC+SkHDlJQspJyIpM59lzWqAkSRI5KUs6nSabySArCkU+H4lEgmQqgyzL9PX20NjczKx/msrqGhwOB2Ojo3ScaGfLps2YDCAIZrKZNKIgYLFY87sojVBZXk5RURF7977ARz76MTZv2YJFFDAaYFFNNTP+WXK5q8vM+f1+6urqtInMyWRSm5hcVlZGKBRi37592nCfl156CaPRiMlkYuvWrTz00EMUFxdTWFjI8uXL2b9/P62trZw+fRqj0YjNZuPTn/609jtqbm5myZIl2tRmg8HA3r17aWhooLa2Vltr0tbWhs1mo6CggGQySW1tLa+88gper5evf/3rvPrqqyQSCa1Eubm5maeeeopsNquV96qqesUk3IWHRLFYDIvFgt1uv2JnrU6n0+l0Op3uD8s7jhlNJpOYzWZCoRDFxcVXDC1ZYDKZsFqt2O12IF/y53Q6SSQS1NfXMz4+TnFxMRaLBYvFQjAYpLKykng8jsfj0cpjF9YmLJTnrlixglwuh8/n4/Tp09xyyy0MDw/T3NxMNpslmUxq/WyBQACTyYTFYtH6w6xWK+l0mmQy+VNliaIocvbsWZYuXXrF0Jf/iquwEHdxKdl0GrvdiSxlkXMJkjmVydkQkUQK0QjF3iIyUhZFUTGoKsHpSSwNTczMBiBpYUmhm6rlKzAaDYCKySziXciQKQqKWr0weJacomLMJlEEG4LZiFc2cK6jnaKiIlIKnBsYo9AsU1paQigQyGcUi3zYnQVkJJlsIkkgkqBpkQGz1U48HMJXXEzCLGBzut7VcUM+Y6Wi4vV6eegzn9F68+4D3njzTe573/vISTnC4TBFRT7cHk/+9zo3q31/PkMmsvdHP2T39TdgNBqRpCxmkwmTycgNN9xILicRj8coKChAVVUqKytIplI4nU46OztZvnwFJpOJp558gnsvDbKJRqOcPn2KxoYGFtXWEQoG8xm1UJBUIsGiujrCkTCKqiBJWcorKohFogiiiEkwY3c4iEQiWpn2B+//IE6nAymbxWw2I0kSi2pr8U9Pk0om3vU5g3zW0OfzMTU1RS6XI51OY7VaEQQBg8GAx+Ph5ptvpquri/r6empra7XrsaWlhSeeeAKv10s8Hmd8fBybzcbExAQXL17U1gl5PB62bNnCLbfcAqCVtRuNRgRBIBaLaT2c8/PztLa2Ul1djdvtJhAIsHLlSs6cOYPdbsfr9VJTU0NzczOnTp0iFApRWlqKquZ/9+3t7Wzfvp1cLndFf+bC6xUWFtLe3k5BQYF23DqdTqfT6XS6P0zvGGRms1lisRg2m00rwzMYDMzNzWnlchcuXCAQCDA5OYkoikiShCRJhEIhFi9ejMfjIZ1OEwgEgPwy8VQqxZIlS0ilUpcCDYlsNktxcTE1NTXMzs4Sj8ex2+0YDAZ27NjBkSNHiMViPPvssxQWFiJJEiUlJcRiMebn5+nq6iKRSJDJZJAk6dJ0UDvbtm3TeskWsrFut5vR0VFuuukmotEoHo/nXZ0kq9VGOJmhxOVAyqRJyWBSFAwGlUxGoqaqkuLyCjCaSabSHG9rIxBNUFJSTPRCN0YDvHXyLNVVleSmJ0kn4iRTCUwmM0bRAhgQTUYEkwkpJ5HJZDDbCwgFZhHMZgocDsw2J0o2Td/gCGUlRcxOzlK/dQsnus7jFAwUez2EIhGkKT9bN64hnk3yxrGT5DLLaV23nnQ4gsvlYmIuzrLCwv/ymLULxGTCsFB+qyjIck4LhhRVYfmKVgocNmLxGA6HE1VVUBWZZCKBwWgkm81itdlIJZPkJIn2tjZWrV6NzWYllUpjszuQshnsDgcDfb35bJ+qsnH9+vwU2JyMYDYTj8cpLy/j6LFjfPD+D5GT8sHO8z/6Id969FFCoTCB2VnKKyuZmpxk6fIVvPziXjZt2ozRaCAcjlDk8zE7O4totWERRexWGz0XuvEVFzM/P08ikUS+lAU0GAwIgpjPdppMTExOsGLlqnd93i7vZTYYDOzevRtJklixYgXJZJJEIoHVamXRokU4nU6mp6cpLi7WMpEf/OAH+cEPfkA6ncbr9VJcXEwkEsHj8TA4OKgFeCUlJfnfhaJoq12Ml867zWajoqJCK1k3GAxMTU2xdOlSUqkUJ0+eZNmyZTz33HMcOnSIP//zP6ejo4Pp6WnC4TDf//73Aaivr+fxxx9n+/bt2sMlk8lEMpnfg5rL5TCbzeRy+Wtj1apVv/SgMJ1Op9PpdDrd7653DDJjsRjt7e1cd911ZBf2MFqtJJNJysvLAZiYmGDnzp0UFBQQiUTwer2Ul5fnb+JFEYvFQigUQhRFrFYr//zP/0xNTQ2JRAKTyaQFKi6XS7tZNRgMZLNZbTVCIpFg/fr1HDhwgOuvv57Vq1druzMXMkMLKxYWVqCEQiEuXLhAeXk5qVSKkZERLSMDMDMzgyiKVzWYxOZwEs/ICBYBk2DBGAtjMBkxZLP4A/PEU2lC4RhJxYhZzWIVzPhKShkfGmDJytVUopCpLGF6ehJFUbFarRgNRnIGCSEroQIGUSSRyWgZokgohMNmxwhkEgmCySxelwvBasPl9nBdQyMnz56jdVkzoWCISCyCw2bB5XHwo5cP0lhbxcfu2MkP3+hgxYbNZDMZhKIKkrEZHFeRyVRRL5Vjtmhlkgu/n2g0hpTNIFtFYtEoDrsDi0XEarFgMpuRpSyZTAZHgQtFUXjq6Wf4sz/7My5cuEBDQwOewkKmJieoqa3FPzXF4qYm0qkksViM4eEhbrvtNkrKyvnOd77NX/zlf0OScrjdbrrOnmVxYyNr16zGaDQi52RyOYmS0jLmZmepb2jg+R/9kEg4zODAAEuXLSURzwe9hV4voGCx2C71aLoQBVEL8EwmE7lc7lLAlL9OZ2Zm3jGb//NMTU1RVlamBXf79+9HFEXMZrP2wMXn8zEyMqIFf/X19UA+YLRarfh8PsxmMxs3buThhx+mpqaGu+66i8cee4yZmRktwFwYuGM0GjGbzQiCQFtbG4lEgkQiQTAYZMeOHUxOTlJaWsr09DQtLS2cPXuW7u5uVqxYwcaNGwkEAiSTSZxOJ1VVVdrnpLW1lVQqxT/90z9x3XXXcezYMdxuN8uXL2ft2rXaQ6iFrPWRI0fYvHnzVZ0vnU6n0+l0Ot3vj3cMMsfHx5mbm6OmpkYbrnPq1CnOnDnDnXfeSSaTYdOmTbjdboxGI06nE7/fj6IoRKNRAoEAqpoPpkKhEG63m2QyyejoKL29vVitVhRFoaysDJvNRjAYxOl0apmdgYEB0uk0DoeD8vJyZFkmFouxf/9+LYuiKAoFBQUUFhYyMTFBeXk5DocDg8FASUkJ/f39tLS0UFtby2OPPcZHPvIRFEWhpaWF7u5umpubKSoqetcnasnq9YxeOE5lbT1mq41cUuaZ/UfJSDkkKYeiKAiCQEVZCbNzAYoKPRiMJvq7z6Pk8n9/tncYKSdjEQUsoiUfrJnNyJfvUCSfMVz49ysYTRhNRvpHJxmemkPKKXR2niOZSiHlZFxOByMTZ7FZBKKpNOcHx7n52k2YBTPpdAolkaB68ZJ3PSxp4U0UFRWhXDYdVZIkVFVFvDTkKStJqIqCyWzGcOnvPW4PiUQck8mE2WxmcGCADRvWc+3OXbz1xuucPt1BkbeIDZs2k0jEcblczM3OUlpailkQKC72MTMzS1llNd7CQkQxX1YcDIawO+yEwyFaW1cSCATIZjN4PIX09/bS1LIU/+QkMzOz/OmnPsV3v/MozS0tzM7OUljk04bbKHIOo8GAIJgvrQYpuZSplbXjBMhJOSorK3E6rm6Njt1uJ5FIaD2lgiBw66238oMf/ICmpia+8IUvsHz5ckZGRnA4HNTV1TE3N0dRURFGo1ErBw8Gg9TU1AAwNjZGf38/paWlDA0NaUGmqqrag5uF3shcLqe9B4vFgqIoHDp0iLvuuou6ujomJyfp7+8HIJPJIIoiwWCQubk5GhoaGBkZ0cpyDx06xKZNm1i7di1vvvkmBoOBTCbDs88+y5YtW7TsqyiKZLNZWltbyeXe/QRjnU6n0+l0Ot3vl3cMMoeHh7Upk8lkEiB/8282a2V6o6OjFBcXa1mtWCxGeXk5TqcTp9OpZRcLCgowGAysW7eO06dP47nUsycIAtFoFJvNRjabZWhoCLvdTiAQYO3atdhs+eE0R44cwWQy0dLSkl/VcamvbaE8b2Hwj9VqJZvNYjQatamkkC/9bWlpuaK8cGxsjJKSEu3m/b9iMBhYvHwVj//wu/mhO95SVFHgg7fuRBQEcqoRAzKqyQJGY36Ai5QiZ7IiCOZ8aScGTKgYjAYURQUDGLIJciYrBjlDTLWQSydxuwow5lKoGMFszWc5DSBaLKRNVhTRhqBkEXJpVEVBSqVRZQlFBTUdJRhbgpLLIYgiFT4X2NzkcjKq0cyJ9hPc/98+f1UXiCDmz7XfPwOglUQaDAYwgCwroKoYLh13PqumYBYFrFZbvm/WbGZ0dIyPfPRjoOTYuXs3J06exGQ0ksvlmJ6apqq6GqvVSjgUwma10ti4jMqqyktrYhTAiKLkEEWB8KWS7GNvH8NiEfNluZkMDY2LOXG8jRMnT/Lggw+iyhJNjU1EIuH8113K+GXS6UvlsQlUwOV25Xex/kTsrarQ19eLx1Oo9R6/W6IoEovFtIE/W7duJRaLccMNNyAIAv/5n/9JLpfjAx/4AIqiIIoimUxGe6iTSqW4cOECoihSXl7O5s2btQnLdrudo0ePsmHDBgwGA8ZL5z4Wi/Hkk09iNpvJZrNs3LhR24FZWVlJOp2moKAAo9FIT08PPp8Pv9+P2WxmYmKC1tZWKisrtX2cfX19OJ1OBEHg2LFjCILA3XffTUdHB7OzsxgMBo4cOUJDQwNWqxWLxUIqlWL//v3ce++9V3W+dDqdTqfT6XS/P95x8k00GsXlcmnTQ1VVpaKiQusJq6qqwmKxaAGmxWIB0LKJdrtd23Not9ux2+3U1NRo/Zg9PT0kEgmi0ShFRUVks1l2795NVVUVbrcbp9OJxWLB4XCwe/du6urqtP9uNpsxm81ab5jH48FoNOJ2u7XdfrIs4/P5sFgsSJKEy+XSgszi4mJt/cnVsNlstFx7KwH/NFI2i4wJq9OF2WLDaDYjOgvBaEIs8CAZzKg2Fw6nA9FiwWoRsdutmEQB1WhCNZkxmAUEhweH04nDW0KZ14XP68FqsWC2urDandgsAgUFDpyFhdhdLkqKCimxmfC6nDicBTicBdicDibmw0zPzOL2eKiprqKmppLy8jIksxXRauNE23HsLg+LWlZgtV1dsJTvKTSSSMQBVZsoCvl1NZl0kqwkUegpzJdAq/kprnabXSs3TadSTE1NUVFZlV99IedYt2YNTU1L2PfSi1RWVeOfmiKbyeAu9LK0pYVnnn0OgPHx0UtvJL8j8/rdu+np6SWdThMMzlNXWwcGI1IuR9fZs0RjMf7yL/4CUcg/PykpKWFoeBiTINDfexGDAV5//XUsNhtWm+1SeXI+cykIgpbJVBQFRZEZG5+gtKyMoquYsgzgcDi00vGFXZ/ZbFYbApTJZPLTcrNZFEUhc6lUeuGfSCSCzWbDaDTy3e9+l507d7Jz507i8bi2CmVheNX8/DzPPfccX/nKV7Te5PLycp577jkcDgelpaXE4/ls8d69e3nhhRdYsmQJuVyOUCjE9PQ0zc3NbNu2DYvFwo4dO6ipqWHt2rUsW7aM+fl5/H6/ltWcmJjA6/VSWFjI+Pg4hw4dYnh4mIaGBqLRKJIkXdVUap1Op9PpdDrd75d3DDIXyvsuD8QWygztdjtut1sLJBfKVxcyj5C/QU+n06RSKYLBIMlL+wxtNpsW7E1NTeFwOBAEgbm5OQ4fPqztwFRVlUQiwfT0NKqqamsgZmdnSSQSxGKxK14LuKIE1Gw2U1RUpAW5iURC+7kVFRVahvVqLV+/mWQOQjPTGG0FGJX8kBiLxUI8kSBu8/HKgdd562gb7R2nyWSzKJdKS+NpCVMuiSxnkZX8QBhZBVWW8+WxBgPWS+fUYABFzR+TQbTkh+8YTPmspmABFQxGIzlZprenl2hGobiiCtVowWAUMBrNqCYRi1kkkspSVuojnDOwfMO2qyuVJV/2WV5eTm9PD7mcTC6X0wbaWASBZDIBqko2m0WW88N4FEVBEAVUVUaWc0iyjN1uR1Xky/YsgtNh49bb7+Dpp55kPhhkcmqK3p6LbLtmO1aLlZHhYcwmM1aLQDweR5ZlXAUuRsdGefnll1nc2Ijb46G/r5eXX36ZbFbi5ptuujS9N6+2rpbu8+dwudxgMBIMBimvqCCTzhCNxihwFmCz2xgcGtEeWCzI5fJrVcrLyq56kE1DQwMXL14kkUhox7wwBGihFHdhZclC4H755+3o0aPcddddVFZWYrPZ+PKXv4zP5+MTn/gE09PTrF27FlEUOXz4MCdOnGB+fp7a2loSiQQXLlygp6eH4uJiHn/8cSYmJli+fDklJSUsX76cmZmZ/NqXvj6CwSBGo5G5uTnOnj1LOp3mqaee0vaTut1uli1bxo4dO/B4PBQWFlJQUEA8HqeyshKHw0E0GsVoNOLz+ZBlGb/frweZOp1Op9PpdH/AfuYOj2g0esWfF/q+EokEIyMjJBKJS2WUfo4dO8bo6Kg2GAbg/PnzvPnmmwwMDGg32clkElEUaWpqwm63I0kSs7OzNDY2UldXR0lJCfF4vo9vbGyMyclJBEHAZDIRj8dJJBIcPnyYjo6OK3b2TU9Pc/jwYbq6urTXGh4eZmpqSruJXxj8I4riT93Qv1sFnkKkgmJEi5V0OIBqFDGJFlJSjpGpWXpPHmXHhjXs3roeVTWQy2bJZiUUWSKXjBBMKShSFjWbRkoniMRiRFNpshmJVCpNNp0hl8thMkBGVvMlk36d6gAAN6tJREFUsFKWnFEARUaVcyjZFHI6TlY1MNA3QNzkoLFxMTbBiMliwYiCYHciqmkEp4uZ2QDFi5cSyyj4Ssuu+phFUcRqszIzO4vxUjC08ACitKyMkZFREokkiiLnJ8jmcszPBwmHwqgYCAaDBGZncbndqMqPhy1pPXuqwic+8QmWtLRQXlHJjN/P17/+dWprazh95gzRSOTSgw0PgtnM1m3bcDoc1NfV8dwPfsDhtw6hqiq33XY727dvA9QrVtcYDAY+/NGP8+1HH2VqchKjyYzZaOKN11+npKQYg9GIwWBkeHgYURBRLvVl5nI5QuEwgihQXFx81eWyC6W5brdb2xm5EEyaTCba2tq0QUOXf4/RaGRiYoLh4WGampr4wQ9+wNq1a7nzzjv58pe/TDQaZdWqVZw+fZpnn30Wn8/HoUOHsNvtmM1mAoEAt99+O5WVlezYsYPa2lo2bNiAJEk0NjZy7NgxfD4fx44dw2Kx0NraSmlpKYqiMDc3p+2ufemll/jOd77Da6+9xuzsLPPz89TV1bFp0yY2bdpEf38//f39dHd3EwgEtJ7Mc+fOaTs5dTqdTqfT6XR/mN4xyJRl+aeCsIUA8vJBJIlEguHhYe644w4mJia0yajpdBpRFLnnnnuIxWL5ITGXgrtQKKQNNlnYaZnJZLSM6MJruVwuBEHQBqdIkoTNZqOmpoaWlpZLmbN80DI+Ps6WLVtIpVLa6y1kiRaC4QWZTAaj0aj1ml7VyTIa2bjrRp750UtkMlkkQM1l6RsYpMhlY/WyJgrsNmZDYZo3bCUr5RgcHiSeSGM1GzAoCsmMTCKZJpFIo+RyZJJJ4hmJXDpJPCuTlXLEJBXRZCAtq0iZDKQTgIqak7ShK/29fbx+6AhFViNvHTxIVrAzOxdEvTR8R/CUklXAgEr70bdZufkazIJ41cdss9lJJFPU1dYyOTGuTQCWJAmb1cbIyAixSw8k0ukMU5OTpNMpxsZGGR0eJhaN8dahQ7S0tGg/8ycze6qq4nI6qK6qZPW6dXzmM3+Bf2aOZctXYBYFrrnmWkSLCBhIptLccMMNrF23ntraWv74T/6UkpIybHYbqXSacDh8afjUPLOzAeLx/ARZo8mIikosGuHs2bN89GMfRxQt2O12Zv1+ykpLcXvc2vszGAzMzMzS0txCX38fTufVZb5VVaWqqoqKigqOHj2qHfNC/+TU1NRPXYML/ZhHjx7lM5/5DJIkaT8jk8lw77338vd///daCfrw8DCnT5/mk5/8JJIkcfjwYbZv305vby+rV6+ms7OTNWvWsHHjRiwWC2azmcWLF1NeXk4wGCQUCuHxeLQSd7/fj8PhIJvNcvfdd7Nr1y7WrVuHy+UiHA5TXFyMx+NBURS8Xi/Lli3D5/Nx/fXXa+Xz8/PzWvZVp9PpdDqdTveH6R2DzIX9kZcHmvkeNQW73a71ry3cOPt8Pkwmk7Yzb+HrF4KIhQXuC2V1c3NzWlmlxZK/0Y9GoySTScLhMIqikM1mtQEmC6/jdDq1njNZlpFlGUmStP7MBRaL5YrplpffzIdCISwWyxUZpKvh8RZxz5//NQMTfrLpDNGUhBnIpDMYRQsToRghxcrptw4SicXZcOMdGIwGZKOIKqVxCvkAOJfLIedypJNJsokoqayMRYpfOucKcUnGoCqkJIUcBlSjMT/9NJPmTM8IqUyOu++8hfqaCnZs38yxt94iJdiJZxXiwXnSssqJI4cRnR68i1dQUln9Cx2v0WgglUyyectmJqemtfNtMplwuVycO3+eUCiEoqqUlpfx1uFDOBxOrBYr8XiMQm8hb7e1sXz5cgxGMwajmXQmQzKZJJ5IMDc3RzQaIZPJ0NnZSSwS4WR7G5///OcRRYHxsTH8/ikSyRT+6WnGRoZRVJX29na2btnC3IyfF/b+kEgoSPbSlFQpl2NyYoKvfOX/MDszzdTEOE5nAatWrWZoaJjd11/P7IwfKZtBFAVCoRAzs7OIYr63eOGByszMDKtWr2Zudg6fz3dV581gMLBq1SoEQeDgwYOIoqj93r/97W8zOjp6xbWdP9f5hx81NTXYbDYkSWLZsmUkk0lkWaakpIQNGzZgt9u1hyqtra0MDAzgdDppbGyks7OTj33sYxw6dIjVq1dTU1PDyMgIkiQxNTWllY7fcsst+Hw+ZmZmKCsro6mpidtvv51rr72WLVu2sHHjRoqLixkfHyeVSjE+Ps7Jkyd56qmnOHjwIEVFRfj9fnK5HJs3byYcDuN0Ounr62PdunW/0LWm0+l0Op1Op/v98I5B5tKlS3E4HASDQe2/LawNWehZy11aWl9aWsrRo0cpLCzUgsOFgDSdTmv/a7Vateyl2WzGZrMxNzdHJBIhHA5jtVq1XZkGg+GK/rhUKoXNZiOXy2nDUxYyepAfODQ9PU1RUZE2hMhisWjZzIWAeGHnodVqpbS09Bc8ZQZaVq3F7ClBkSWGh4bx+Io50T3Aj57fx+uHjkLIT+uSBgbG/cxPTaLIMtFYnOGZENOhBDYBzJdKTg1GI5lkEoMqk5LBIGcwoeAwX/rVGAyYDAbknMzETIB5/zSrljZx6nQnsmDDJFooKfaxbcsGTh8/xqHDb5MRHQxevEDjqrUEE2muufG2K3oNr4bRaGLd+o1YLRamp6e19TMmkwm3x008nkBRFDyeQlKJBB/84P384LlnCYZCFHqLCAWDeL1FGI0mTp08wVuH3sBkNmOxWEFVkS71/kmSxNzczKWyVAMlxT4sosjqNWsQzAIXu89z4uQJTp8+hcdTSCwWZeu27WAwsnbNWi0oy2SzGA0GBoeGqKmpJpPJMjQ4SO2iRTz8yCPs3LWL2rp6IpEwTmcBw0PDOAuclJeVYrx07S1MyR0aHKSqqhqPp/CKbPi7VV5eTigU0nZwqqqKIAjMzs6yfv16jh49yvDwsPbAxWAw0NPTQ01NjTZpdnZ2FqvVqu2p3blzJ7Ozs3i9XqxWKw0NDWzbto3S0lIsFgtut5s/+ZM/obGxEVEUmZqaoq6ujqGhIQwGAzU1NXi9Xo4fP86qVau455572LJlC3v37tX6R0OhEIcPH6anpwen00lRUREf//jHSaVS3H333YiiSGVlJffdd582PToUCvHWW29hNBpZv379L3St6XQ6nU6n0+l+P7xj5OHz+TAYDAwMDGhBmsPhwOVy4fF4iMVi2O12crkcXq8XURQpKSlBlmXS6TSQD0pFUdSylmNjY2zduhWr1ar1twmCQCQSYXx8XBvo4/V6yWQyTExMADA/P08wGNRuuCE/uRPQhgKJoojVaqWkpETbDyjLMl6vF5vNhiiKOBwOzGYzk5OTbN++/YrM51WfNKORdbtu5mhXLy63m+MnOti9eQ27tm3g1p1bqSgtYtw/RyYRJRkMkM1KzM7PI0kZLIJAR1cv4xMTSJlMfkemwYCsqKiyTCKeQJFlclKanCSRTSXpOX+e9rfb6B0ep3DxcoJzs9x8x22caT9OMhYjK+Vw2W1cv30T69asQgVEs4nJyWma1m9DvBR4/6LWrVtLZ2cn84EAJnO+R3ahVLmleQntJ06QSaeJRWM4HQ42bd7Mgddeo7SslFAohGA2MTc3i8EAy5evIB6LEQgEmA/MEwmFCYcjJJNJmpc0Mzs7QzyZoP34cYq8Rci5HPF4nIqKKrxFRbS0tPDY499nbGyUc2c76e/rZW5ujlMdHZzq6GBuZpZUKo3b7WJ2ZgZFUXG73aRSSa6//nokKUsmnSKVSjEz48dZUIDb7UaWlSuy8GZBYH5+nlMdHVy3c+cvdN4W1vmsXbuWnp4eIJ/hvOGGG3j55ZeBfO/zwoOVcDisBZkAMzMzfPKTn6S9vZ2Kigri8Tjnz59HFEUil3pVn3vuOQ4fPkxhYSE2mw2r1cpnP/tZFi1axNDQEAMDA+zbt4/6+npUVWVwcJChoSFsNpv22Thy5Ag33ngjdrudoaEh0uk058+fx2KxoKqqNkRrxYoVmM1m7r//fq3KoLS0lHPnzrF06VL27dtHOp2msrLyl7redDqdTqfT6XS/294xyHS5XDQ1NdHd3Y3NZuPAgQPMzMxw9913E41G+e53v0trayslJSUUFhbidDq1ckCn06llzfr7+1myZAn79u3D7/dz4sQJmpqacLlc2m7N2dlZampqSKVSeDwepqen6ejowO/3E4/HGR0dvZQp85DNZlFVlXA4rGWFRFHE4/FoK0yKi4upr69nZGSEQCCg7cMcHBwkHo8zNDREYeEvlpm6XHF5JTd/4iGGZ4KsaGnmRMdpcpk0UipBb/8QvUNj1JQWEZj1k8hK9I5OU1JYyOjoGCs3biYYinDoxBlkRUGRZRRZZnxslHROZtY/QziWZHBwgIxRJJlO53ePJiMMd3dxuP00Y/29rFi5iqkpP4lkEtUs4CwuQ1UVglMTRDIyVWu2smjxkl/qOAEsFis37LmRubk5spIE/HhCan19Q34olNmMSj4jl4gn+NhHP8r/+Pz/oGZRLcuXLyOVTLJm/UYGBgb4169+hZdfehH/zAxtx9s43naMo0eOcOrUKWLRKGaTibePHeNiz0UO7N9PT28vX/6fX0YwmQgGg1RWVFJQ4NJ6dWVZJhAIcOz4cbq7z3O87Rjnzp3jQx/5KBcuXqCiqpK1a9exd+9e2o+3c+TIYZ566mkSiQQlpSXMz89TXFyMIAhAPsh84okn8BQWMjc3y5Lmlp9zdn42q9VKKBSisbFRyxLu27ePmZkZHA4HExMTWlk4wKFDh9iwYQOQrxQ4fPiw1p88OTnJ5OQkZWVlFBYW0tXVRXV1NR/72Me46667UFWV5cuXU1xcTFNTExcuXCAWi/Gxj32M1tZWzp49y549e1iyZAnNzc2sXLmSRYsWAbBmzRpEUSSZTDI6OorRaKSzs5ODBw9y7Ngx3nzzTbq7u7FYLLS1tfHVr36VF154ga985SuUlpbywx/+kPLycgYGBtixYwcVFRW/5BX36yVcqliOyT//63Q6nU6n0+l0P9vCvZRggHeMtAoKCrTeLYPBwLFjx3j11Ve1cllFUThx4sQV5bOSJPH6669rg1yy2SyCIDA1NYXBYCCdTlNTU8P4+DgOh4OysjJtryVAaWmpNjAI8uWuNpuNkpISqquryWazPPLIIxiNRiorK7FYLFqJ4cjIyDuWg7766qsAWmbzb/7mb2hoaGBmZuaXKJf9sYpFday+8R6Ov/AUi2sX8fapLnZuWM7Q2CR37trCfDRJLJnEYhJY2ViL2WTEUeAko0Ch20Vj3SKsdjuZZDK/ZmL9Rl558SX6Rqe4+bpNTPsD1NXXYRPMSOkES5ubePK5vdx3z52MT07x7A9fYF1LPROzAXbecAP+yQlSsSgWbymiu5Slqzf80se4YM3adRw+/Bb/9q9f5a/+6q+0wDiRiFNVVYnVasFsNjE/H6R+cQO9PT0sX74c//Q0K1euZmpqCrMgUFZRQSAQ5NMPPMjZzk6Ki30IZpGVq1cDIOckKiorKS8rxyyYicdifOjDH6bz9BmqF9VS5POxqLaORDyG3eHQHjpEIhE2b91OPBZFlnMsqq2lvr6e893dpFIZurq6WLd2LTU1NciKwt9/6Uv09vbQefo0oXCYW2+9VRt4FY8neOONN3j/+9/PypWrr3rtywJBELR9rYlEArvdTmNjI88++ywmk4m+vj5WrFiBIAjadNb169fT09PDuXPnLg0wCuB2u6mpqWFiYoJz587x/ve/n/3792OxWDhw4ABzc3NkMhltTcmLL75IUVERa9asYe/evezYsQO3262tVOnr69P6MaenpzEYDJjNZmZmZvD5fMzPz/OhD32IkpISNm7cSC6XIxKJkEgkqKqqYsOGDdhsNsxmM+FwmM2bN9PV1YWiKNTX1/9SVQK/CU4ThHLQm4BmR/7POp1Op9PpdLp3Lybn76Ugfy/1jkHmQn9kUVERgUCAz3/+82QyGSwWC+fOnWPbtm0EAgFtMJAsy1itVq0fM5vNar2R8Xicv/u7vyMUCmnB50IP2kLfmSRJVwS1qqoSCoUu26mYXzly1113sX37dlKpFEajkVQqpb32QiC5MFl2odTP4/FQXl6OJEkMDQ2xZMmSX2h9yc+ypHU1qiJz9vWXWLm0mTM9o7Q21aEajAhGOHOuh6JCN+talxEIBqltXMJLL72M0QCuAgeCJGCx2cgpKun5GWrKS2htaUK0WLCJFvqHRjEajKTjcQxSmu2b1nG26zyb1q1icXMzU9MzFBb5GO65QCIeI5UDk6OINZt3vGfHCPlhUEuXLuWJxx9ndmaW4uL8IJzh4SFWr17N+NgYDqeTUx0dTExO8Zf/7a8YGuzHV1yCt8hHz4Vu9r+yj0988k958MEHeW3/K9z3vg9wov04qFBTswhFlpiYmGBycpINmzZjMpsYGhzAU+hFEAWqqqvJSVksFhsWq5X+nh76+/vxeNxUVVczMz1JaWkZldU1nDjRjsksUFTo4dFv/Sc33HADq9esvTStOAOqypKmJiwWKxlJwmqxIGXz1+P57m7WrV2HKIqUll392pfLbdiwgS996UusWbMGq9XKsWPHSKVSLFu2jKamJqqrq+np6eHll1/G4XDw5JNPEggEmJqaYs+ePczNzSGKIj6fj2uvvZYDBw4QCoWorKzktdde49prr8VkMpHL5fD7/UxMTFBdXY3L5eL73/8+f/VXf8X/+T//h5tuuol//dd/5YYbbuDBBx/Uek9FUSSVSiEIwhWrXzKZzBWfKY/Hgyzn95zGYjGtx7Szs5Mbb7yRb3zjG0SjUa6//vpfOCj/TWm0w4koTGfz/+h0Op1Op9PpfnFN9p8RZBqNRlatWsXQ0BDRaFTrw2xra+PJJ5/E5/NRXl6u3ZQajUb8fj/V1dUMDw9TWVlJb28vb7zxBvfddx9PPPEEo6OjZDIZYrEYFouFN998kxtvvJGKigoGBgZYuXIlmUyG9vZ2Vq5cSUlJCZOTk8iyTF1dHYIgcPbsWVwuF6IocujQITZt2oTJZGJ+fl6bvrnQKwj5ns1vfvOb1NfX097ezi233EJ1dfVVTwr9eQwGAy2r1+Mrr+Spr3yJ7WuWc+ZsFyPTc2xdv5pYIsnWdSsxCQKqqjDa10N9ZTHlJflMak6SkLJZ0qkU0VicAocDh9OJIss4HA7O9o9w7aZ1KHIxBouduloHU1NTvLL/NT78R3+Et7qe9lf2UltZThgTNRuuoWXVez/dUxBEGhoW88H77+fQW4e45+67MZlMVFZWY7VYAQNnz3bR3LKUTVu2sXfvXryFbjrPdpHJZFFVhc1btnCi7RglJSXcdtsdTIyP5bN9RT6SiRiiKFJRWcXFixc5evQwkXAYu92hPYiYHB9HkrIossLs3BxNS5bQ0NTEmVMdVFZVEw6HSaVTBIPzGIDzXZ14PB5WrlxJeXkZ/ulJHM785Fur1YrBmN+JaTJANvPjXuL248e59777GOjvp6ys/Jc6b6IosmbNGmpqavjbv/1b7r77brLZLKIo0tjYyMGDB1mxYgXl5eW0tLRgsVioq6vD6XTy4osv8qlPfYqSkhL2799PZWUlZ86c4dOf/jSRSITdu3dz6623aj2dfX19bNiwgaNHj9LV1cVtt93GyZMnKS8vp6+vj3//93+ntLSUzs5OpqamKCsrIxQKUVZWxpkzZ1ixYgWqqhKLxSgsLMTv92Oz2XA6nQQCAa23uaWlBZPJhNls1vqrjx07xo033khxcfEveaX9+pWKsMEF/cn8U7ic+l9/j06n0+l0Op3uxwRDPoPZZIcS8WcEmQC7du3iiSeeIJlMUl5ezqFDh1i/fj1/+7d/y4EDB3jf+96nZSsVReHAgQM4HA5KS0upq6tjamqKhx56iO9973vazfG5c+fYvHkzW7Zs4dixY9hsNiKRCJ2dnTQ0NNDW1kZlZSXZbJbZ2Vn27dvHjTfeyPj4OABHjhzhrrvuwuFw8Oqrr7Jt2za8Xi8nT57k1KlT/PEf/7FWNivLMvF4nAceeIC2tjYefPBBuru7kWX5V7Iovrisgo/9zf/H4Zd+iK+0HLdN5GJvH2tWr8Rms6EoChcGRvAUOKmpKCUWj1NYWIicy+WD9GCU1lY3mXSKbDpFLJHE7XKBlCUUmEUQRaYHBli5ZjXrt24jnVMYHRpifnKcYp+X8ViGxg27qG9Z/p4f24K16zaw76UXMQkCNkcBmVSCFa0rKSsr4XhbGzt37aakuBiTyciimipUoOvsWRoaFud7Jt8+ypLmZvbte5lP/NEfU1BQwLG2NoaGh2hsbkaVc0hSltbWVowmE+FQiKbmpQTmZkFRyeUkyiuqMBrBLJgpKvKBqrJ4cSOpVIrpqSk2bNzEX/7FX/AXDz2E3+/nfPcFbr35ZiqrazAAQ0ND9PX2XHpwIWK32ykpKcFoRBt44y3y8p3vfJt/+If/9Quvurncnj17OHv2LOvXryeZTJJKpSgrK+P555/ngQce4OzZsxQXF2sDtCB/rRuNRr797W+zceNGSktLOXDgAE1NTYiiiCiKNDTk+2FzuRyKolBbW0s6naaqqooDBw7gdrspKCjQ+pILCwu1kuDW1lb8fj8bN25kfHycmZkZNmzYkF8Bc6nX1eFw4HA4qKuro66ujr6+Pi2INBqNnDlzhurqar71rW8RCoV43/ve956cr1+337XMq06n0+l0Ot1vu5+518LpdHLdddcxMzODwWBgcnKSZ555hq6uLt7//vdz5swZ7WsNBgNbtmzhlltuwWq1kslkWLduHY888gg33HAD2WyW5uZmtm7dysqVK5EkiaVLl2rDglasWEEmk2HVqlU8/vjj+P1+bWn9qVOnALSdm/F4nHg8zvLly5mdnSUUClFaWspNN910xTCf7u5ubZXKmjVrEASBCxcusHLlyl/ZyXQVlXDTh/+Epmtv5UJvP4uqqyiyi5zsPId/Yowd61pRMfDqkXYuDo78+LhMJhZXl/N/v/M0kViCwZFRBkYmMKkSpb5C3mw/w4Ej7RRVLcLpKiTknyI+PYY5lyEYTxEVvVz3gU+yePlKjL/Cm3xBEPjYJ/4Yj9vN//rHf8BoMrF8WQtnz57lzjvvoqS4GFVVWEgEKbJCVVU1zzzzFEajiXvf937MgsA1O3bwzDNP50tBzQLLl7cSi0ZJJFIkk2lE0cLU5CS9vb0YjUYGBgYoKSvDaDRyofs88/NBenp6CIWCBIPzqMCpjpOsXruO48fb+Oxn/4aBwUHKKyrYs+cGzp07R+/FC+zb9zLBYJCGhgYGBwcJBoPM+P0E5+d5++236ew8yze+8TBLljRz++134isueU/Om9VqJRaLcc011zA2NsYnPvEJRkZGuO+++wgGg5w5c4aGhgYKCgpIp9MEg0GWLl2q9SirqqoNyCosLCSdTnPdddexf/9+2tvbCYVCGI1GVFWlq6uLvr4+brzxRvx+P0NDQ3R0dFBbW6uVoi/spvV4PAwNDVFWVsaGDRswmUzMzc1RXl5Oa2urNrF2IVNqNpvJZDIYjUYSiQSdnZ0IgsArr7zCTTfdRH19/XtyvnQ6nU6n0+l0v9sM6uWNWD+ht7eX5557jmg0yo033sjQ0BAWi4WzZ8+yfft26urqkCQJQAsKF9ZAAJjNZi3Qgx/3W/4sC1lIVVW1oHKhH3Ph7y//94Wv+0nRaBS3282BAwdYvHgxkUiEc+fOceutt7J+/XpcLtfVnqerlkjEefvlH5ELTWNKxRCMEEumcLtcWEQBEwoWuwOjwZAfoqMo9I1MMDkzh9lsZvGiCirKyjGZTeRkBYfLzXwgQDqZxGp3kEwmiItulm3dSV1j868tg6QoCj947ln6+nqoq6tn+7at5GQZm83O7IwfiyXfm2u12ZibncXtdpHJZBEsFkpKSvFPT3Gu6yzT035uvOkmjre10dTcgkUUkHI5wsEgPp+PwcEBUuk0d951D6/s20dxkZeslMXl9mA2mzAajMRiUVqWLqO/txe7w4Hb7WI+EOD5vXv55J9+iqKiIhLxOM//8Adcv+dGkok4hV4fj37rP7nuumtRVZW2tjZaW1txudwcPHiQ226/ne7ubu7/0EcoKCh4T86Zqqr4/X4effRRVq9eTUVFBYFAgMLCQiwWC7Ozs7hcLq0HMpfLkclkmJycZHBwkIaGBpYtW6aVul64cAGn04nNZsNkMlFWVkY8Hqejo4Ndu3bR2dnJrl27KCwspKOjg29+85t861vfIplMasOyZFmmvb2dDRs2MD09TU9PDxs2bCASiWA0GqmtreX06dOUl5fT399PQ0MDFRUV2rCvt99+m+3bt/Ptb3+bQ4cO8dWvfpWmpqbfyazg7+J71ul0Op1Op/tt9jMzmQB1dXXMzMxQVVVFIBBg7dq1RCIRFi1axL59+/ja176G2+0G8sHH5QEmoK0YWfDzAsyFn7EwUGTh6y8f0qMoCmazGUEQrvi6yxkMBoqLi/ne977H5s2bKSsro7W1lYaGBoxG468lwARwOJzsvvdDrL/jI1Ssv46+2Sg51UCBTSAeTxBNZhifmGJodIzB0TFmAvOUFjpZtriWZYsXYbdaiMVjxONxZEkiHgpiUmV6J+eYSso07Xk/N33okyxuXvZrLVE0Go2sXrOW6qpqus+fJxKNYTaZOPzWW8zOztLWdoyDBw+y/9VXONbWRigcwe3x0N7WxpOPP8arr+wjHIlQs6iG737nO7hdLvouduN2uUjF49TV1aGqCrWLapmenkZVFEwmI5VVVXg8hWAwMDI8TP9AP9XVNWTSKZwFBUQiESanpgnMB9m0aRM9Fy4wMjiILOe45bbbOd52jEg4QjwW4Y/++I+JRMIkkynWrl1LbV094XAYq81GX28vLS1L37MAE/LXZFlZGTt27KCgoIDnn3+epqYmnnrqKebm5mhoaKCoqAi3243dbkdVVSKRCE1NTdx8881cuHBB+yysWrWK8vJyGhsbMZvNHDt2jAsXLjAzM8NHPvIRRkdH2bRpE/Pz8zz22GOIosgDDzzA1772Ne3zuTAcq6CggAMHDpDNZhkaGmJ8fBxZlslms9re2oXdmx6PR3vwMzc3R0FBAYFAgCNHjtDQ0PA7G2DqdDqdTqfT6d57PzeTCdDe3s6jjz5KdXU1H/nIR/iXf/kXampqyGQyZDIZ1qxZQ319/U8FmJFIhP/9v/83t956K1u2bPmlJ7oaDAZyuRzd3d2UlpZSVFT0U7suTSYTvb29zMzMUFlZyfz8PPF4nLKyMpxOJ5s3b35Ph/5cDVVVGew5T9fxt1ETEQxSGrfTQSoWxmTMlyKiqqiALOUQLALkJCzeUhKSSkxS8fhKWLdjJ25v8TuubPl16u29yLNPP8XFiz38/Ze+xMMPP0xr6wq2bN1Ge9sxjEYjy1tX8sRj38doNNHc0syM38+GjZuwWiyk0yk6Tp7EZDKx/ZprkHI5XnvtIK3Ll9HQ2IjRaGZ8bJTFjU3M+qdxuV0MDY1QWVWJzWrlmWefwSJaaG5eQlvbcRx2+6WVN8U0NjXh9nhxOB0ceuN1Nm/egigKGE1mDr52gGl/fufr1OQkL7/8Ek1NS3jttdfYff1uzCYzH/+jT/5Kzq8sy+zbt4+mpiZeffVV7r33Xr74xS8iCALz8/OUlZVRX1+P2+3GZDJx8OBBrVw2mUzi9Xq1oM/tdjMxMcH4+DgWiwWfz4eqqgQCAVRVpaqqimg0SiKRYPPmzRw9epSPfvSjrF69WgtYTSYTHR0dFBUVUV9fz6lTp5BlmfLycuLxOIIg4PF48Pv9tLTkd4WqqsrTTz/NBz7wAR544AHKysr4yle+gsPheM/P16+LHhzrdDqdTqfTvbf+yyBTVVX+8R//kampKbZs2UJfXx+nTp3i3/7t3wiFQnzpS1/ir//6r7WVIZDfcfm5z30Ou93Ol770JT772c/yuc99DkEQrpj++m5ZrVba2tpQFIVHH32UzZs3Y7fbueeee67IZqqqyve//31aW1uxWq18+9vf5l/+5V/43ve+x6c//WkWL1581a/9qyDncoTnA2SzGZKxKNlMmkQ4QMQ/BYqCzV1IQXEpRrOIx1eCu9CL1e7AZDL9Vt0Qv3HwNc6dO8t8MEROkti4cSONTY309/URDAbxeDy4XC6qq2tIZzKUlpbS29fLC88/zx133YPZbMLtcvHkk09gxEDD4sVkMhlUVSWTTuP2eChwFaAqCsePH2fPnht5df+rlJWWct11uwjMBxgZHmbZsmWYzGYmJ8Yxm8yUlpcx0NeHaLGwbNlyTGYzDnt+H+vU1DTJZJLA/DxdXV243W7mZme45557OXfuPB/9+CcQBOFXds66u7sZHBzUMolNTU0MDQ3hdruJRCKMjo4yNjaGxWKhtLSUwsJCvF6vNsU1HA4Ti8WA/D5bl8uFxWIhmUwiyzKFhYVaRYDD4UAQBG3dkNfr1UrOF4LohRL2hevq55Wkm81mXn75ZW699Va++c1v8vLLL/PP//zPbNq06Vd2vn4dfps+UzqdTqfT6XS/D/7LIBMgEAjwf//v/2V0dJTbbruN1tZWjh07xrlz51i5ciV+v59169ZpN7gmk0nb5ffiiy+ya9cuvvWtb9HY2EhFRQUFBQWUlpb+zIBzYYefwWBgaGiIWCzGiRMnuP3226mrq2NkZARBELSSRoPBgN/vx2w2U1tby759+zCbzaxatYpXXnmFPXv2sH79+t+5JfG/7dLpFPteeomLPRcIzM3R3NJCdXUN42OjVFZWUegtBAzMTE9TXlFBfUMDiiwTjcWZnp6ivf0499x9D8MjIwTnA4yPT3D/hz5EKBjkBz/8IUuWLKG4pISCS/2HkUiU7373O9xx222YzCZWr1lHMpUkEo4AKulMmlgkSklJCYIg4C0q4pV9L6MoCtddtxOz2UQsFieTyfDsc89yzfZreHnfPu6//35eevEF/vKv/lqb7vqroqoq58+fp7OzE1mWtaE7C5+FywOehf7Jy10eAALag4fLS2EXfs5Pfr4MBgPZbFb7bC0Elz8ZdF7+Xhe+xuFw8MQTT7Bjxw66urr47ne/y4MPPsiePXt+qqLgd40eZOp0Op1Op9O9t95VTaDP52P16tWUlZWxd+9e4vE409PTPPjggyxevJgXX3yRF154Qcu2yLKMy+UimUwSDAYpLCwkGAzS0tLCyMgIP/rRj64on13o27Tb7fj9fl566SXGxsZ45plnWLRoEUVFRTz00EMcP36cVCqFx+O5omcuEomgKAodHR289dZb3HbbbXg8HgYHB1mzZg21tbV6gPkrYLXauOOuu2loaEAURWKxGIffegu73Y4oivin/disVkpKSxgcHCCXk8lks9jtVnxFXrKZDK+//jquAhfX7LiOPTfu4YXnf8SRI4f56Ec/xo4d17K0eQnVVZV4Cz3U19Xy91/6EhOTE5gFkSNvHUKRZcxmMyUlxVRXVlJVXcV3vvPt/DUhy9TXN7B23Tp6ey5iMBiIxWI888wzlJQUc/LkCT78ofs5+NoBPvf/fuFXHmBCPqBZsWIF1dXVrFixgv7+fvr6+rRAZyGw+8kM/UKJ6+WBoSRJzM7OcuTIEUwmE6qqkkgktB7dRCKBqqpEo1GGhoYYGhoCeMfS9cuzmQuvc/ke3Keffpq1a9cyMDDAf/zHf7B06VJuvvnm3/kAU6fT6XQ6nU733nvXjWe33XYbixYtQhAEvva1r3HLLbfQ1dXFN7/5TdatW8cHP/hBjhw5Qm9vr/Y9sixz3333EY1Gue+++ygpKaGzs5Pt27drX2MwGDh58iRvvvkmb731FhaLBa/XS0NDAzU1NbS1tRGPx0mlUqxevRpZlrWsy8JEW7/fT2dnJ0uWLGF8fJyOjg7MZjOBQIClS5dSXV39Hp4y3eVMJhM33nQL27Ztw2wyYTAacLncTE37aW5uJpvNMjg4yOLFi4nFYvRcvMjg4CAGo5EP3v9htm2/hq6uTl59dR+dZ84wNj7BNdfswGoRUOT85OKFiauqqiBl0tyw50aSySS9fX28sHcvw8ND5KQciWSSZCJJc/MSZufmkHI5amqq8U9NU15ZSVbKcfjwYRobFxOLxtmydRuHDx/hnnvf/54O+nk3NmzYwNjYGLW1tbz99tucOnXqpwK2cDisPRx5p2nLuVyOeDzO1NQUuVyOjo4OXn75ZaxWKwMDA5w4cYJjx44RCoWYn5+ntLQU+HGWcyGQXPg8zc/PA/kgcyEL6nA42L9/P+vXryeTyfDII4/Q2trKf//v/13PAOp0Op1Op9Pp3tG7KpddkEgk+PrXv04oFALyq0Kqqqr46Ec/Snt7O2fPniUej/P+97//p26YDQYDqVSKZ599lptvvpmioiLt744dO4aiKKxfvx6n00lvby8FBQVMTU2xYcMGotEoFovlp95PX18f69atY3p6Gr/fz8jICC6XSyvXvemmm2hpafmdXBD/u0aWZR7+j6+TSqU4dfoUy5YuZS4QwFXgYteuXfj90/kVGKrKwMAAmzdtZsbvp6KqEoejgNGRIXp7+7j19jtQctmfyuhdXgZqNBpRMYLBgKoqoMLc3AzJRApVVZiemkQFDBhYtXoVgiDy9FNPEQqHWbduHYNDg1x73U6OHjnMg5/5C0Txp6+tX5fHHnuMFStW8MYbb7By5UpaWlowGo2YzWba2tro7u7m05/+NIlEQusVXTgXiqJw4cIFZmdnWb9+PSMjIzidTsrLyxkeHmbz5s289NJLXHPNNfzjP/4jqqry13/911pp7UJwmcvlCIfDzM7O4na78fl82sChb37zm9x3333MzMzwhS98gV27dvF3f/d3v5mT9SuiB8s6nU6n0+l0762rGqHpcDj4+Mc/js1mY2RkhKKiIhRF4bXXXuP8+fPceeedFBcXIwgCBoOBRCKhfa+qqthsNv7oj/6I4uLiK37unj17mJ6e5syZM0iSRDabxWazsWLFCjKZzE8FmEajkZmZGRwOB3/3d3/H8PAwc3NztLS04Ha7icVi3HjjjTQ3//r2R/6hM5lMfOzjf8Sy5StYsXw5mWyWRYtqqW+o581DbzIfDBGP5/shd+7azdj4GP7ZWb733e/y5BOPU+BysW37duKxKH6/n1AoRDqdBiArSUi5HIqiYjSZiURj+KcnCc0HCAYCzPinScQTDA8P0t/fx8rVawjMBSguLmZsfJy3Dh+hwO3G4XBgMpspKiqm4+RJPnj/h3+jASbA3XffzejoKBUVFYyNjfHYY48hSRJjY2N0d3fzmc98hlgsxsmTJxkfH9cCIkEQeP311xkcHMTn85HNZhkYGCCTyWAymYhEIoTDYS3zv/DZXOjzFASBaDRKJBKht7eXH/3oR9jtdtra2rDZbPT09HDw4EE+/vGPc+bMGb785S9z00038eCDD/5Gz5dOp9PpdDqd7rffVWUyF8RiMf71X/+VkZERJEni05/+NF//+tcJh8N86lOfoqqqipGREfbu3UtZWRl79uyhtLQUSZJ+7rAf+Nm7NEVRJB6Pa+sbHnjgAT772c9itVo5deoUgiBQWVnJ6dOnue+++1i8eLHeL/YbMjQ0yA9/8ByoClPT0zz4mb/gwP5XkDIZVq9Zw8MPP0Jr6wo8bje333k3/b099Pf3cbGnh6mpaRbVVHPHnXcxPDLM3MwMy5Yt54233mLHtq1UL6pFVWSGhoY4dOgQjY1N1NfXYTCamPVPU+TzUVtXx/G2Y5ztOk9lRQUms0AyGefe+97P4499n40bNrLnppt/qzJYBw8eJBwO09DQwLe+9S0+97nPaZnGsbExjh07RnFxMbW1tXi9XrxeLw6HA1mWCQQClJaW8s1vfpOqqiquu+46pqamePHFF9mzZw81NTUMDw9TWVmJxWJBURTa2tqw2+0UFRUxMzPD1NQUixYtYsOGDTzzzDN4vV527tzJP/3TP3H48GH+5m/+hjvuuOO36py9V34fj0mn0+l0Op3uN+kXCjIBQqEQ//7v/87p06dJJpN88pOfpKmpCciX8Q0ODvK1r32NL3zhCxw9ehSr1YrD4WDbtm2kUinMZrN2E/2Tg060N3dpUIvL5eLgwYMsW7aM4uJiHA4H//N//k+ampqorKxEVVVcLhfDw8Pcd999LFq06De+R/IP3eTkBAdfO0A0EiGeiCPnZGw2K4qisnnzJsKhEAMDA9z3vvdz+tQpSkpLEC0W3C43x95+m5LSEqRcjsJCL0MD/SxvXcnpjpOsWrMWX1ERx4+3YbNayckyDYsbOXrkCAUFBYiiQCaTpaSkhPPd3ZSUFFNTs4jZ2VlmZ2fZsmUbq9es+a0LLFRV5dixYwwMDFBcXExvby8Wi4Vrr71WWz9y/PhxqqurSSaTJJNJqqurGRwcZO3ataRSKTKZDE6nk2w2q60vGRkZoby8XBuONTs7i9/vR5IkamtrGR8fx+VysWPHDtrb25menmbp0qXkcjmeffZZxsfH+bM/+zN27NjxK13t8pv023Yt6HQ6nU6n0/2u+4UjscLCQv7yL/+SO++8E4/HwyOPPMKhQ4fwer2Ew2Gi0SjLli1jdHSUjRs3kk6naW1t5fXXX+c///M/eeuttzhx4gSRSIRAIEAqlcrvR8xktAEn3d3dpNNpTp48yaJFi+jr6yObzSJJEpIksWvXLhoaGhgZGSEcDvPhD39YDzB/S1RWVvGRj36cO++6B4fdzq5du5mammJyapLa+sWYBJH+gUGSyQQGg4FQKITT4SSdTlFRWcHRI0f49qPfprFpCaoK/98Xv8CK1pV4i3xEo1EcdgeNS5bQsLiRZ555hut27qSxqYkCl4epqUmOHD3C7bffTllZBQ8//A3sdjt/+qlPs2bt2t/KoMJgMLB161buuecehoeHAdixYwff+MY32Lt3L16vl/Xr12Oz2Th06BCTk5P4fD7i8TjZbJZsNkt/fz/T09NcvHgRv99PV1eXNlE2l8uRzWaxWq3Mz8+zYcMGPB4Pd9xxByUlJTz44IOIosg999xDW1sbn/vc55BlmUceeYTdu3f/3gaYOp1Op9PpdLr33i+cyVygKAonT57k2Wef5cyZM5SUlPC+972PtrY2kskkDz30EI8//jitra3Mz88zPT3Nrbfeyuuvv47P52NiYgK3201TUxNjY2NMT09zxx13IMsyfX19rFmzhr6+PlwuF0NDQ2zZskXrA7VarXR0dHDvvfeyZcuWX/uEUN27I2WztLcfZ3p6ilgsxozfT3V1Nf6ZGXxFRfndjSYTu3fvJhGP0d5+glg8xpYtWwmHQwQDATZs2syLL7yA0Whg9+7r6Th5gqyUI5lKIVpEaqprCAaDGA1GGhY3MDU1xcTEBEVeHzffegsul/s3fRreNVVV6ejo4PTp09pE2PPnz1NQUEB9fT2LFi0C8n2w58+fZ8eOHYRCIfbv38/KlSvp6emhsrKS+vp6+vr6WLt2rfY5raqqoqysjLGxMUKhEJFIBLfbTUtLCx0dHfzoRz+irKyMD3zgA2zcuFFbL/T77LfxoYNOp9PpdDrd77JfOshcEAwGeeONN3juuecIBoO4XC7+7M/+DLvdzhe/+EUefPBBXn31Verq6mhpaWF8fJw1a9bwwgsvsHr1aurq6vjhD39Ic3MzixYtwuVycfLkSdauXcvk5CTz8/NYrVY2bNjA4cOH6enpob6+nptuuony8nK9//J3QDabJRIO88Ybr9Pe3saOHddSWVlJe3s7nZ1nKC0ppbikhG3bthKJRJmZmWHRohp6enrYff0eFEVhbGSY3v4+JsYnSKeSrF27luWtKxFFC5MT43zve9+jqbGRm26+lfqGBpxO52/6sH9h6XSaiYkJHn/8cYxGI7feeivRaJQ333yT7u5uNm7cyLp169iwYYO2I9Nms5HJZDCbzZhMJiRJQhAEZmZmOHr0KJ2dnRQVFbF161YtWH322Wc5dOgQPp+PBx54gJUrV2K32/9ggq8/lOPU6XQ6nU6n+3V5z4LMBaOjo7z22mucPHmSzs5OysvL+fM//3N6e3u5+eab+bd/+zdqa2vxeDw0NTVx9uxZli5dqt3UPv3009x3330IgkAqleLw4cOUlJTQ2trK6OgoL7zwAmvXrmX9+vWsXr1a2yOo+92hqirJRIILF7oZHxvDYhVxOgtIJJL4/VPE43GczgIURSGbyVBcXMzc3Bw2mw27w4GqyLg9XgwGyGTSRKMx5ubmWNywmA2bNlFaWvZ7FThIkkR/fz/PP/88oihSVlZGWVkZ4XCYeDxOIBDQAkyPx4MgCKiqqq0mMRqN2uetoKCA+fl5JiYmOHXqFIFAgNraWrZt28auXbv+ID9Pv0/Xik6n0+l0Ot1vg/c8yIT8zsTp6Wl6e3vZt28fc3NzJJNJZFnGarWyYsUKli9fTktLCwcPHsRsNnPdddfx9ttvU11dTWNjI5OTk5w9e5aJiQmy2SxFRUVUVlZyzTXXaJM1db8f0uk0wWAQOZcjk00z0N+PLMvMzMzi83mZmprGYDAiiiJZScJsMtLQ0EBdXQMmswm3243D4fy978WVZZlgMMjs7CwnTpzgwoULjI6O0tjYSHFxMXa7HbfbjcvlQlVVUqkU6XSamZkZJicnmZ6eJhqNYjab2bZtG5s3b2bx4sW43e4/yOBygR5k6nQ6nU6n0723fiVB5uUkSaKnp4cTJ04wNTVFOBy+oh9MFEVcLhcmk4lkMkk8Hsdut1NbW8vy5cspKyujsrKSlStX4vV6f5VvVfdbRlVVLQBQFOX3Poi8WqqqEgqF6OrqIhKJcP78eWZnZ0mn09q05oWHM16vl8bGRsrLy6msrNQDq8vo50Kn0+l0Op3uvfUrDzIvl0wmiUQixONxMpkMAwMDnD9/Xvt7p9PJunXrKC0tpaCgALvdjsPhwGQy/breok73O09RFC1A1wPz/5oeZOp0Op1Op9O9t36tQaZOp9P9ttGDTJ1Op9PpdLr3lp7m0Ol0Op1Op9PpdDrde0YPMnU6nU6n0+l0Op1O957Rg0ydTqfT6XQ6nU6n071n9CBTp9PpdDqdTqfT6XTvmf8f0ExIwsY0alYAAAAASUVORK5CYII=", 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" ]
0
math
grade-1
interpret-bar-graphs-ii
false
true
Joy went back-to-school shopping and bought some erasers, highlighters, tape dispensers, and notebooks. She made a bar graph of the items she bought: Did she buy more tape dispensers or erasers?
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"
[ " tape dispensers", " erasers" ]
null
1
math
pre-k
count-shapes-up-to-3
false
true
How many triangles are there?
"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"
[ "1", "2", "3" ]
null
2
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the rubber ducks in this group. Which group has one less than the group you counted?
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"
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[ 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", 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", 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" ]
2
math
grade-2
find-the-next-shape-in-a-growing-pattern
true
true
What shape comes next?
"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"
null
[ 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exls307i8msTbN3cee3n65NZ3PjE7/h+oj1zwWc8ifvxRO54/m8ez89UZFbkzItGPbrfrpnxC9DMAwIM9O791r7w0SGJpEPHr9a0A9PhMxFyriKfm7gST9SzirV3CzM9X0vjWhSyeOZnHMycj1rMsFnpJXNlMYiPfepfQuc693zkJRyr4jELPwmYSFxdbsdRP4psPV+sFn4PBwBSsKdDPAAAPdq5TxLlO7BpK3v48jY1dbqnfupnGH52/szLbXGvr+yYddO53ZILPlc0kLn7Sumfu4Ws30lgaRHz70eqEn9Juxot+JP/vn5ez7f04+XwU5//Vob9G6AEAGI/Xl3dfNmAj2wpHZc+2mvriBmW4spncHum53+XVNF5ZNN0JAAD268pmsu099v0eFI6mofwWTNgo9Ow2/HZ5NY0ffdCO9eoM/AAAQOX9fGVvcWJhM7n9nFBZGh18Lq2m8fIHu4eekYVbAUn4AQCAB1vPIi59tvc4cXm13OjR2Gd8Lq2mcXGfU9hG4edbF7KJLKEHAABNsTRI4oWKLRS2m0YGn1evt+K1GwdLlKPw890vD4UfAADYwROzRa3ulxs31e2VxYOHnpGNW8teX9nDg1oAAED1NSr4vLLYGtvcwY0s4uUP2nGp5LmIAADA4TViqtvdLyYdt9FzQmWvOw4AABxc7YczJhl6Ri4utuLV6971AwAAdVXrEZ8rm0lc/KQ10dAz8tqNNJYGEd9+tD4rVwAAAFtqG3z28mLScRs9PyT8AABAvdRyqlsZoWfk8moaP/rAi04BAKBOahd8rmwm8fIH5YSekdG7fgAAgHqoVfBZGlQncCxsJvHKogUPAAColqKoz0tFJ+n+fqhV8PmzhVapIz33u7yaxl8t16oLAQBouCyr0A1zie7vh9rctV9aTaeyett+vXaj5XkfAAAqY3Hx07KbUAkLC4sRETEYDCKiJsFnPYt49Xo1m7qRRby+Us22AQBw9Fy7di1WV1fLbkaplpdX4vr1a5GmaaytrUdETYLP25+nsTyo3mjPyOvLnvUBAKAa5ubm4pe/vBSvv/6LWFtbizw/Gs/85HkRa2tr8dd//Tfx5ptvxbFjxyJNW/HJJ1cjoibv8XlvvbqhJ2Jr1OfX60k8NXc0DioAAKrr1KlTMTc3Fx9++GEsLn4c8/PzR2LBgyRJIkkiut1unDp1Kk6dOhULCwuxsbEeaZrWI/i8dbP6A1Nv3UzjqTkP+wAAUK7Tp0/H+fPnY2VlJa5evRrLyyvxyCMPx+zsseh0anH7v29JkkSaptHpdKPTaUeeF/HOO+9Gq9WKCxe+FGnaqn7wWRoklVrJbScf96o9KgUAwNFw8uTJeOyxx6LX68VgMIjFxcW4evVazMzMRNLAW9aiKO4KPp3odrsxM9ONubm5OHHieMzPz8fHHy/WIfiU3QIAAKiPmZmZsptQSdWfQ1YTVyq41DYAALBF8BmTOkzHAwCAo0rwGZPHZ5q/UgYAANRV5YPPuU7ZLdibc13BBwAAqqoGwaeoxWjK0yer30YAADiqKh98IiKeP5eX3YRdHUsjnj5R7TYCAMBRVovg8+x8Huc61R1Ref5cFnOtslsBAADspBbBJyLiO49nceyQrT3s57fz1PEivvmQ0R4AAKiy2gSfJ2aL+NajBw8/z57Ot12A4Lmz+YG/8/GZIr7z2PBgHwYAAKamNsEnIuKZk3l89yvDfU97e+HhLJ47k8fCNi8ZfW89ie99dRhPHd/fdz53No/vfXVoihsAANRAu+wG7NcTs0W89NvDuLSaxutLaSz0vhhmIramtT1zKo8XHtp6PujiJ9snlIXNJNaziO9+eRhv3Uzj8moSb9/cOQ8+fXLrO5+Yre4zRwAAwL1qF3xGnp3P49n5PJYGSSwNIn69vhWAHp+JmGsV8dTcnWCynkW8tUuY+flKGt+6kMUzJ/N45mTEepbFQi+JK5tJbORb7xI617n3OwEAgPqobfAZOdcp4lwndg0lb3+exka283e8dTONPzp/Z2W2udbW9wk6AADQDLV6xuegXl/evcyNbCscAQAAzdT4u/0rm8m2ixrc70HhCAAAqK/G3+3/fGVvJS5sJrefEwIAAJql0cFnPYu49NneS7y82ujuAACAI6v2ixvsZmmQxAsP77KqAQAAcCQ0Ovg8MVt4385eJd0oZv9B2a14sM6Xy24BAAA11Ojgwz499u/KbgEAAEyEh1oAAIDGE3wAAIDGE3wAAIDGE3wAAIDGE3wAAIDGE3wAAIDGE3wAAIDGKyX4FIWXikZMvh/08xb9AABAKcEny7IyNls5k+4H/bxFPwAAUErwWVz8tIzNVs7CwmJERAwGg4l8v37eMul+BgCg+qYefJIkiWvXrsXq6uq0N10py8srcf36tUjTNNbW1sf+/aN+Xl7+bOzfXSeT7mcAAOqhPc2NJUkSnU4n5ubm4pe/vBTHjh2L3//934tjx+YiTZNpNqUUeV7ExsZ6vPPO38bNmzfjkUfOR5q24uOPF+LChUfGNiJxdz9funRZP0+onwEAqI+pBp80TaPb7capU6dibm4uPvzww1hc/Djm5+ePxAPoSZJEksTtPjh16lQsLCzExsZ6pGka6+sb0enMHHo7+nk6/QwAQH1MNfhERHQ6nTh9+nScP38+VlZW4urVq7G8vBKPPPJwzM4ei05n6k2aiiRJIk3T6HS60em0I8+LeOedd6PVasWFC1+KNG3F4uLVePzxx8eyvZ37+XzMzs7q5zH1MwAA9TD1qW5pmsbJkyfjsccei16vF4PBIBYXF+Pq1WsxMzMTSQNnYhVFcdcNeSe63W7MzHRjbm4uTpw4HvPz8/Hxx4vR6/UjTQ//2NVu/fzpp59Gt6ufx9HPAADUx9R/9k/TNFqtVszPz8dXvvKVyLIsiqKI5eXlyLIsTpw4HjMzM9FuN21EYuumvNVq3bopn4lutxNJksSvfvXraLfb8eijj0a73Y5kDKlEP0+nnwEAqIdS7npbrVZERJw9ezYitm7SP/roo/jss8+i1+vH5mavjGZN3N0jEt1uN2ZnZ6Pb7cbx48fjxIkTcfr06eh0OmMbjdDP0+lnAACqr7Sf++++KU/TNGZnZ+P69euxtrYWw+EwiqJo9IP47XY7Op1OzMzMxIkTJ+L8+fMxPz8f3W53rNvRz9PpZwAAqi0pSr7rzbIshsNhrK2txerqaty8eTPW1tZiMBhEnueNnI5UFMXt0YgTJ07E/Pz87RXYWq3WREYi9PN0+hkAoGxNvK8bh9KDT0REnueR53kMh8Po9/u3b8ab7u6H8NvtdqRpOtGbcf08nX4GACiT4LO9SgSfiLg95arpU6/ut/XOmTv/mzT9PJ1+BgAoi3ud7VUm+AAAAIcn+GzPfB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDxBB8AAKDx/j9inFDhh7uETAAAAABJRU5ErkJggg==", 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" ]
1
science
grade-3
use-data-to-describe-world-climates
false
true
Which statement best describes the climate of Dubai? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Dubai, United Arab Emirates, is a city in Asia. It is located in the Northern Hemisphere. It has a dry arid climate.
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"
[ "Winters have slightly higher temperatures than summers.", "On average some months of the year do not have any precipitation." ]
null
1
math
grade-7
identify-trapezoids
false
true
Is this polygon a trapezoid?
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"
[ "no", "yes" ]
null
0
engineer
grade-6
laboratory-safety-equipment
true
false
Select the apron.
null
null
[ 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", 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", 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", 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" ]
2
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
A video store clerk looked up the number of movies checked out each day. On which day were the most movies checked out?
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"
[ "Sunday", "Thursday", "Saturday", "Friday" ]
null
3
math
pre-k
what-comes-next
true
true
What shape comes next?
"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"
null
[ 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", 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" ]
1
math
grade-2
symmetry
true
false
Which picture has symmetry?
null
null
[ 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", 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", 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" ]
1
math
grade-1
compare-clocks
false
true
The clocks show two things Bella did Tuesday evening: Which did Bella do first?
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"
[ "went for a walk", "took a shower" ]
null
0
math
grade-4
compare-fractions-in-recipes
false
true
Does this recipe call for more yogurt-covered peanuts or yogurt-covered blueberries?
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"
[ "yogurt-covered peanuts", "yogurt-covered blueberries" ]
null
0
math
pre-k
tall-and-short
true
false
Which cactus is shorter?
null
null
[ 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", 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" ]
0
math
grade-3
compare-fractions-using-number-lines
false
true
Which fraction is greater?
"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"
[ "1/6", "1/2" ]
null
1
math
grade-4
estimate-angle-measurements
false
true
What is the measure of this angle? Choose the best estimate.
"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"
[ "60Β°", "135Β°", "30Β°", "90Β°" ]
null
0
math
algebra-1
describe-linear-and-exponential-growth-and-decay
false
true
How does f(x) change over the interval from x= – 5 to x= – 2?
"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"
[ "f(x) increases by 3", "f(x) decreases by 3", "f(x) decreases by 4", "f(x) decreases by 2" ]
null
1
math
kindergarten
subtraction-sentences-up-to-10-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "5 βˆ’ 4 = 1", "6 βˆ’ 3 = 3", "5 βˆ’ 3 = 2", "5 βˆ’ 2 = 3" ]
null
2
math
kindergarten
count-to-100
false
true
How many ovals are there?
"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"
[ "32", "14", "24" ]
null
2
science
grade-4
compare-properties-of-materials
true
false
Which is the stickiest?
null
null
[ 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9f2HiJz8lemCIlrKLLMlI0SiiJIAoVMaExy2i6PXdrN4Oxs6+pKyQU1U9qSnLnpQ0TdB1X6379+mrdNF/DoJtI0oSbqA9gjF20AhClhBVFa1cRhsuYf3kN2x9ehP9H3iGaz781zS0dNHb28szzzzDoUOHWLNmDatWrar4poPnNzo6Sj6fp6enh4svvnhaxk01pk3K4EHYxSKI4rkJLzL5FlJFxEB1ObaNbRggiriCgG0YOH6am+P/g5yqfxaAkcthlcvYPnFnSsr02BBbHryPwW9/m9grfbT6owEBLwdUsCxERfFeqKpFCPomBS9bsL968QmFbYNlVe4P1wW/WZhrWd7nVS9h0I+pcv6pGiU4pupvxy/kcwHRgcRwiYm/vY+HDx/Cvf7NHDyaormpkcsvv5zLLrsMwzDYu3cvxWKRsbExJiYmmDdvHrfccgvNzc0zepYBpk1Kx3FwDQO7VPIydkTxnCRiHENGn4iOP5SwDQNB1yudNSzD8BJ+/c+nSk5cF6tY9EjpE3cmnTMO79zEC5//ONLDv6Gx6CC4k5WWwTU7pRK2bSP4BqEjSV73OcuqtDN0fbK5vpp18co+hIBcPikF06y0uAlUckVTWJa3GEZFnbv+M8B/DpVn4Di4loVVLGLm81iFgidxqx83EC67FB/6JYeGR1n07j8nGolRKpU4fPgw8XicoaEhhoaGaG5u5s4776TrDGX1T5+U4Eki06wYGOeAkpPjp+qBvWVh+YQUJMnbj+crs3TdK7XwjwuIHPQgsg3Dy1YPiDpNDB7ezTN/9SHij29BtY4fx1aI6Tg45TKm39pGCoVwwmGccNiL24fDk8MMf3F8KSnaNpimp2b95OfAAq9Uc1YbO8HLGmgKf3xpl0rYPgEDElrFIrZheEQNzlW1BH+HTWjesoPs+p1oSy7FtnX27t1Lzk/mvummm+jp6TmjmfzTNnSCtyz4554ruK47KfmqpYJfQ+4KAoJlednqPikt/5/iBOQMiOm6FZXv+fmc1/z9atiOzUvf/Qbak1uQLS8JeaqcPY7mvop0dB0rk6n0bhd8oorBomlIfja96I8fRd/AqbiEqgy64LkEho5tGDh+zZNVKmEXCljlMk657GkPX0WfaDnukv11dFxnfM8OWHop42PjGIbBxRdfzLp16widBe/L9MeUeO1SXNs+5+E517axTRPRNL1ojWF4g3xJQnRdMM1KMyxL17F1HdswsALrNFBneOM9xz9+uqQcH+5j9Be/oF6fbFv4asQMSj2mZtk7/ssgmCZWoXBM9lTgUw0IGBgk1YZahUyB+vbP59q2N36uqgadWis/9RpPRlIXkFwopYbo7e1l8aJFXHPNNTQ2Nk7rmU0HM4o9uTNUeaeDwHAIyGWbptdu2i+DEP26HfBrdAzDGzMG0rRKWgb3YFtWRV1OB+P9h3CODHrnqdpf3VczWGyOJWs1QTnB2juRb/hM+d6rrU+kfk+0f+oxzqt857hFgmRrK7e88Y30LFp01oXRjAOilVYr5xCu41RUFLruuUUkyWtoYNuVHErHcbB8UgZqPFDlbhUpZ/pimeUiGGbFsKom2okkY0BWpqyPkY6n+gxOsD7ZmDAg39TPp7OUFVh10y0s7uk5xas8Pcy8cMxfB3616b47U9UZTLb+s5l8mNWFY8HQwdZ1hKrZJoK6nKmkNHX9GDVu+z5J8KTu6O7ddK1bN21JGW9ux2yqw02NHGttM0nAE6nsE0nIk20HmPrqvJbUPJnknHqMM2V9ouPshe3Mv/y6E1zZ2cGMSCkAOaAgSbyyYwfdixcTi0QqYb0THV+tzsqA7i8GYIkitqJ4TmG/ACxA5eH540nXNBFLJWTDQMvnCUcihKJRrz+RquKKIpZtY5mmJyV9aWnrumcQ+L+nRCLs+8UvWHbnndNWRx0LltN41xvJHv5X4qUTq21OsH2y9dTtqTgVYp6MpNMlbHBcMQxz3vkOOhetPMnVnVnMjJSKgquqXHLjjdiZDNu2bEEEmuJxkpEImh9fFgHLdSkYBmnDICcIkEwS6ewkNmcOHXPnUt/ZSV19PdFEAlWWkUUR6QQksRwH07YxTJNiLsfE2BiZgQHG+voYO3KE0tAQgmURUVXCoRCSLGObppfMm89TLJWwNY36tja6GxroXLiQF48erTR8DeA6DsV0GlGWCfmx3KlQFI3r/vx/8MjIIOmHHiaRd084VpwJEU+VmCfafjXCvea+IAxZ1ZUEvPB56K03c/Uf/uU5S32DaZKyEhaTJIRQiOSRI/Tkcqzs6mIwmeRwNsv+0VGMdBrFNJEti5LjEJo7l/a1a7ls9WraW1uJOw7SxATu8DB2by/Wtm24pRKuruOapucsngJVktAUBUHTaIpEWNDQgNTZibB2LUY8Tsa2OXr0KIe3bWPg5Zcp+gkjUiRCvKeH7rY25oRCtKRSRIeHmdi6FaG5ueLnAyhOTPDc/fez6cEHUcNhem64gcve8Q5alyw5jpyNrXN5/f/6Fs8s+hqD376f2OFxNHPyH34MAUURKUiuqAoHVpbAsHFdnCk9OaeOe09Gxoq7yE/WqPSRrwovEsTN/WMdP0JnlUpYuk4QCClpELrrJm790j/S0DrnVClyRjBt+ovBP8eP5MSvuoq2lStpfu45lggCpcWLySaTTMgyRUFg/urVdEQiSIcOoT/7LNbAACVBQK6rQ2lvJ9zairJyJXI87jUXCIe9rJgpcE0Tp1z2nL6ZDMbICHpvL+aGDViZDGFJ4qKuLlavWYN+xx30DQ1hDA+TtG0iIyMoAwMotk3ipptAFBn/wQ+88KIkYVsWOx57jF999asc3rCBhbaNk8ux4Te/YcuDD/K6T3yCy9/5zuMyouqbOrj9r/4X+2+4g63fu4/RRx4j0jdByADBZ4oAXvjONBFF0asbikSQIxEk3xcp+uvqPFH89oaVDiO+A130M4WE6myhIHwaJGlUuYmq8wLsctnzSJRKniO9UMDK5bBKJS+i47qYMhTbYnS99/dZ/+FP09g6d7oUOW3MSCaLvuvFLRRQmppouP12kuvXUz54kPz27SR376YjkwFNw9mzh1ImgzZvHomVK4m+9a1e76BYbLJxfrXUeC0EKWzBP8CysDIZjMFBCrt3k9+4EWtggM5QyEsYSSQIL15M7PbbifT0ICWTZJ56CjUSQXBdUrt2sf2BB0g//TR1oohomkRsm3ZAA8YOHeJnn/kMw/v3c/vHP05kSpKBLKssvewmFqy+it73bmLXIz9m+NFHcV85SDhjoFkguv6YuFjELBYRxsaOTVQOGiv4hA2qMyVVRQyqNf1YtVPV07M6CcPxE2WcwBWm614o1Sed5Ud1bNOcjP5UPW9HhGyjQujGy7nq/X/BymvfgKKen6kDp62+wRtTiqKI4yfSYlmIkkRkyRIiy5bhmibWxAT64CB2qUS4uxu1udnzI9r2JAHPQK9IAVCSSZSGBqIrV9J8110Yw8PY6TRyQwNKQ4NXfhvEkP3wqGEYZEZHefbzn6e7oYEbb7mFjCiy59/+jYlyGQWoAzqWLCG6Zg2bX3iB7Ec/ytv+5m+It7Qcdx2qFqbn4mtZuOZqJv64n8MvPUffc0/S++jDqLv6aMhxjO6tJFoYBrxWAduUuPyrGj3+MMTl5Gp+6roUAuPyxaz+0J+x9ra7SSRPL6HidDEz9e2PSaRgsiXwHlyQ6SIIKI2NKEG2SHWGzHTxGr3OK+f3M2cEQGtrg7a2SfJPSTbIShJPHD5MIpHgkje/mZXvfCdNl1zC0IED1P34x8wtlxkG5IYGutauZYHjEL/rLl54/HF+9KlP8favfIVYU9OJn48o0dg6l8bb5rL21v/GkXe+xJaffpfBn/wUdecRoqVJ1R7gNW3/quf2aoSs3j6VdbCda5Spe8edvOGjX6BrwYrXupJzgplJSllGiERQZdkbNDc0gKZ5b30mA83Nk1MlOw6MjHjr9nZIpTwJ2d4Oo6NQKkFrKwwPe+eIRr0lMABGRz1SdXRMSoyJCa93UDzuHVcue9+PxaCpaVIKp1JQVweqCgMDnqROJHh5zx6ExYt5xxe+wPybbkIvFhl5+mkGn3mGgq4TAeYBE01NyCtXUti7l/q9e7l4/Xoe/+xn+aFlcfe99xJtOHl2tiiIzF+6jrkfX8PA2/+YF3/yAEceeojwK/2EX6UO7FQwHWIG28cRU4BsZ4QFf/mn3PTHnyCWOHthw+li2vla1SUIrm0jRCIeOQa9sBuhEIyPe0SIRj2S6jpEIh55g0k7Ewnvc0WB+npv7ZfJUlcH+TyEwx55FcXrWem6k0SORr1z5fPeS9DUNPndQsEjaHu7R8TGRu+zUAhEkYmREda87W0suO02+p56ir7Pf574Qw9h/frXuOk0LwMxSaK9tZXowYOke3oIj48z+t3vcl2xyOD//t/85xe+gH6K/YhEUaJr4Uru/Kuv8Mbv/wfxj7yX0flxDOnYgMGpLlO/45xg+9WO8fy0kFmUZPWXv8gdH/7CrCIkTJOUlblv/CpBN5dDSiS8f7xpemMjQYBs1pNUjuNtm6ZHCtf1pKGf44emefv9GhT88SngEa9Y9I4JJKSueyQPyk0dB9Jpb38sNmk05fOQy3mk1XVvfzjs/YauIykKufFx9n3rW6j//u8sKRaJqipDg4M0ACPA/liMhrvvhmIRQdcZrKtjrL+fEnCtbbPvn/+ZX371q1jTqPERRYl5Sy7mLZ//Juv/5d8o376ObFQ4jlRTl1cj5onIeCJiVq8dEfJLm7n8nq9y3Tv/7LwZMyfD9DNbg5T96rLUWAy6ujyyZDLHDsyrfGLoukcyx5kkaijkkTEcPt74EcVJcgfnClwhU88fGFABJMn7XqnknSMe98hvmtQ3NzPwn/9Jywsv0BWLIcoyqUyG8ZER6vCmdh53HMJz5qCtX094926GQyHy+Tx9/ufL5s/n+e9/n2e/851px9AVNcTFr3sbb//Wj2j5/z7AREcYWzw5AacrQaeGZ73nCYWLWrnmb+/lyje975w6xKeDaZNS9P1mcjiMomke0cAbF3Z2ntitExCkWPSIGBA0UNngkRIqM9DS3Oyp6NHRSWd6fT3Mm+d9x3U9knV0eOcfH/eOCb4bj3v7SiXvZQkkumHQMXcudqmE5lvhKV1nR18fbrGIiucKEhQF/eGHUZcvR4xGEZ59Fs00MYFdsszST3yCa979bh790pfY+ctfTvcxAtDUPp83fepe1t37VXIr2zFPos5PJEFPlOXzanAFyC9u4uqvfJVLb38nojB756ictvqWgry+oA67VJokRH395NivGrI8ScogYTUgZbAdGDfBdw3DI2M0Oil583nPaDLNSVUduHqClwMmrXFd9z4rFLyXwbbBcWiJRChls2weG2N/Tw8Td9+NY1msBpYCq/GI0Dg6SnnLFtyrrmLk6FEvEgXkQiGE5maued/7WL5kCY985jP079gx3WcPeK6k9W//E173j/9C+cqFWMqpZwydMgQoLEhy+Ze+zCW3v3PWt6mZvqQMMoIcB6dU8hrnj41NGjpTC/tdt9Jlt6Jq/bFdhazl8uRYM/hOOu0t9fXeZ67rETWfn5Sctu1JUkXxDJzguxMT3rENDd5vlsuTJAXiikKdZTG4ZAlLPvlJJNclsmsXGhAFukURy3HYeOgQoU2bsCMRyokERSAONCQSGL/4Ba4kcen73482NsZPPv1p8n6DhulCEARWXvN6bv/6v2KsX4p1Bht2CEChSWXlpz/JlW/+w1ktIQNM3/qujqYYBkJ9/aTLJZs9fswH3ufJpKdCBWHSfeQ43jogTbXRIAge6YIC/GDf1HMH0rW6qjLYF7wMUyJGgiAwXxDof/FF8qkUgw8+SDSfrySR6O3tXPbRj7I1lyOdz1P82c+IjY9T9D9vrK9nXjbLwI9+RGzNGgRFoe/nP+dX995byWyfCZZcfD233fNNjCt6cM5AyYsA6CFoec/bWP97fzrt7hfnCzOSlI4/maesaR5xFGXSSV0qnVh9Hz0KfX2eNAyFvHWgdgNVPdXICYWO3R9I2amx8aqs82P2VdWzHPuRS0dbG5kjR3jqn/6J3kcf5SCwB9gNjC9dyuq3vpX2tWvZn0xSymYRx8aIAyOKgnzTTRQ0jcSWLez+9rfpHByk1XF44RvfYOvPfjbdR3oMlqy7nhu/fC+l5W2nrcddAZy1C7j2Q58gFL5wJh6YkZ/S9cdskqJ46lTTYO5cjwTptEcE0/TIFoz9dN1bisVJ10+hMLm/UPC+E1jmLS2eVZ9KTRI3FoP5871oTSBlA/Uf/E71voCs1cfikVIOhbDLZZ6+5x7Sw8OMARPAaCjE/HAYvvMduiMRevv6MNasYdh1ieHXcieTZC6+mLBlkX/kERryeeYD0XSah7/wBYb27Dmtf8qKq+9g7Sc+Rb41NGNeCkApIrDkPe9lzqJVp3U95xozCjMeE2t1HG88Gfgqg5Bef/+kCh4fnxwHHj7srR0Henu9/YLgkdJ1Pf/i3r2TJAuMmgMHvO9VJ3CA9/3gnK476SMdGvKMIsuaPGfwWwSnEij5vSxVwATmLlzIigULkHM54o7Dob4+egsFkqLIhOPQLMuENm9GfP/7OdrcTD6dZhzPQMoCu15+mUe+8hXe9U//hBJ4FKYJQRC48q1/zPDObYzc+2+ESie3rE8EFxBXdrP69XfP6BrOJ2akvsGTNk6phBgOT1q41TFmy/L+9mPSx+wP5vIO1o4zqaIDSWkYk+cLyFm9f+p5guFA9W8G28E5q2PIrkuovp7GSy9lLLi3SITVS5ci+5GheCzG9QsX0vfiizRZFhZQjMXQkkmkzZux160ja9vkBYEhYCHQ09pK/6OPsvGHP5zuoz0Gmhbhug9+AuGq5TgzsE1MFTpuvpmWrkWndR3nA9O+XSlQh67rRXUCyTN17HYio+R8oLpTWRUEQUCUZZbccQelpiYKwLyeHuY0NXnEj8ehro6etjbqGhrYCjQC5VAI+9JLCRUKSIOD1M+fT7ixkUFFoaBpLP2932PFkiU89fd/f9pqvG3uYtb+yV9QbFSnpcYFwKhTWbD+dReEtT0VMxpTVgydExWiC15/yMLoKMb57CnuZ1hnBgYY2bUbo1SqqH5RVb1sJ8ehddkyFt15J5lwmPlz5jCSyTCcSpFPp6GlhRFBQEmnGQVGgcZCAcbGKF10EXJfH62qSsPcuUTa2+lrbmb+u97Fkt//feqzWR77+7/3srlPA2tueRt1t1yLPU3DWZrbTseyNaf12+cL0x9TVheHnUA6muUyvc8+i6XrjOzYwdI3vpGWoDdhcPzUkOCZgh+GNItFBrfv4NDjj5HfuhEzm2HOf3s36977Xu8wSao0flJUlfXvex8PPvkkE1dcQfjKK3FMk4nhYeRcjiO2TUMiQbpYpBfQWluRUymEtWspzp1L4eBBuqJR+iIRhHye/MAA89/2NlZs385jDz3Ey7fcwsV33TXjW4rG61n1rj/k6ceeJjasn9LY0hEhunA+icbWGf/u+cSM/JSCIFTGjOKUnMreZ54hlExSv2QJpmEQb29Hz+U4/PTT7P/lL+l9+mkK4+NnTrUH8XBZQS+V2f/EEzz1ub9m11f+mujuJ1neLtATMdj3kx8z0dt7XMKsbZp0X3opC265hf58nnnXX8+CW29l3lvewtjYGBHbpvmKK+ioq8MG8qEQTlsb9ssvo86bh5NI4DQ309nZSevChbgbN2IUCrTdfjsUCjz+d39H1q8XmimWXnUL0avWnfLY0hEhPmcualVvyQsJM4p9A17XMMc51mfoOIiKQqyjg33/9V/03HYbWl0d+375S5RYjOLYGC8/9JB/ItFrRBU4yE8F1UQWRVxRQi8WSe3ew56f/B+2fuWzjH/v71hs7GPF+sXUX3cpWnMSRZUoDA0ysHWrR+AqKS0IAkooxLV//MfsfvxxDm3ejKHrbLvnHox776V5ZISepUvpvOwymlWVbF8fhSNH0A0D+6WXqFdViskkyfZ2Gru6aAmHST3xBOlnn2VVLsfgc8/x3AMPTPcxH4NYopFFb3gz5dCpuS5tESItbUgXiLN8Kmakvl1/TKkEmT0BXJcFN97IgSeeQFRV5lxyCaXxcc+fCYzs2MG8a68l3NTE0Y0byQ0MkB0aor67m8U33zzp8J5ar+N3VDPz+cpMEKP797PvZz/F7ttLvDRKIuKytEHDvKKHnCPTn7EIF20SehlXFLAth/Thw8cRMmhlOH/dOpZcfz2P/t3fsaarC+Of/olYuUxhxw4aFi9m+ZVXQiLB3q1bOfjCC4Tf9CbEQgHJstA0jXI0SqKhgXJ9PdqRI2Qef5yFikLKNHn6W99i5etfT+eKmWd2L7r6dWyf3wqvDL/2wQIokQtTSsJMJGW1JTtVwgkCxbExDj/9NEvvuANBEAg3NBBpaSFz9ChSNMr89esZfuklXNtmwa23kh8cJD80VGl1N7pvH+m+vsq5XVEktWcPT99zD//13/87v/rMp9nywP289P9/hugLP6XH7Wfe/Dja8h6GWro5kJU40F9ENxwSEQnRsjAcL2fRyuWOK8molMIKAtd/4AMMvfIKh7/+dRLlMi5gDQyQ37gRee5c1n/961zzZ3/GwZERMi+/TD4cZrhYJGRZOJEIYkcHsfXrsZubMZNJ9LY2VkkSwsGDPHXffacVgmydv4TkJWuxLzxjetqYkZ+y0ijVcbxMoSqS7nnkERp7emjo7gZB4MiGDeRSKeRIhHhbG9HWVgZ37KB5+XJyfX2UhofpWLsWXJf9v/oVL//gB6h+mYMrCOz6r//ikY98hL3/8UMmDrzC6L6n2fXzb6JkDtPW1YjQUE+qpYuDoxa9vRkmUjls06a+JU5sIoVcLpEre3OIi36j/mPuJyhlBVoWLeLaD36QXYJAwX84jm2TDYWIXXcdic5O1n7wg6z9oz/ixW3b0LdswRofZzSXI2LbGK5LKJkkfNVVyHPnMjZvHlp9PSsaGtj+i19wcMOGGf+jNC1C++VXYarHq3BRllESCa+7yG8BZmToiKKIaxhgGAiKglUqgSQxsmcP4/v3s/jWW0EQGNy+ndG9eymPjXHgkUeYd/XVCK5L0+LFIAgMv/QSkdZWEnPncvDXv2bHgw/Sfd11RBobQRQ59Jvf8MLXvkZpaIjE/DB1SyNE20PYRYfxZonetElpfjdjaYP8eKFSzReKasRDEoJuYNkO4zkv0SPc3OwV6Af/PL/ZaDWu+P3fp+W223gBzwVkXHUV3V//OslFnhNaDoW486//mrabb+b5F16A4WH00VHS6TRaPk9pYIBIMknjnDlIXV0MtLXR9a53sfKNb+Spb33rtFxEHSsvxk4c74ZT6uqItLejJZNe4/0LHDMipWOa3jyHqopRKrHl3/+d1N697Hv0URbfeSfhhgaObNxIdmCANe96Fy0rVhBra6Nx4UJEYO6VVzJ+4AB6qURszhxGdu1ieMcOGpcvZ84VV4BtY5bL7Prxj3EzGaIy0K8TjYooEiTmalimy97hPJm8iVE2jxEf0foIWrmAlM+TyeqMZU0kSSLZ1QWu680Z7kt8e0qlYySZ5PZPfYqRzk5eaWpCuv56Qu3txxwTTiS47PrrMUslDg4PIw8NkRscJFMqYes65tgY7a2t1Hd24nR1QTTK5XfdRaq3l33PPjuT/xMAjXMXIrUdW08jyDJaYyPhtjZCzc0Iiuy1kLkAneYBZkRK11fbgiiihMM0LFzIwObNLLjxRsYPHGDTt79NOZ1m4Q03gG1z4Fe/on3dOsRQCBSFzNGj5IeGEDSN0sgIjmmiF4ssuvlmL8QnCGSPHiW3exfJZommBSGa5mlI/TpawcbeV8KZsJCbTPq27vfi8b79EmuIkYyryEMj2GWDg0NFypaDHAoRaW4+Jf9o9xVXcN2HP4wdj9N16BC9X/0q44cOAV5Ht/Thw0RefJGrFIXhdJrD/f0oAwOU+vuxdB09l4NEgo6WFhJdXXQZBsITT9De3c3z3/3utOp6qpFoaCU8t6sy4xiApCiE6uuJtLYSampCUjVcAeQZxt1nA2ZcpBH8awVBYNHrXudZ5IKAJMsIQOOiRYiCgGUYzF+/Hte22fPznyMIAmapRNeVV7L5m9+kbdUqbNsmlEjQtmKF51iXZcZ274ZchuRSFUV3UWQgLmJaLm69jLQgxOC2IuXOFK2JLrRYPaomExMdtNEUwsgoB3vTDKsOyZVh9EENLRI5JVIKgsD1H/oQhzdu5KWDB7lJ0zj0zW9S/oM/IPXYY0SHhoi1tLB0xQqGN21i7/Aw4WiUnvXrsQ8epNTYiGkY1MVitLe04MRizCkWWVko8B9bttC7ZQsLr7hi2s9cC0cJtbeRF0H0Rx2CoqDW1RFubsYul5E0DaecR4vFp33+2YKZyXhBwDUMrz+OonhNAFxvJoOWxYtpXrzYO7HrIisK3evXM3/9ekRFwSgU6L72WkTHoX31auZcfTV9zzzD4ttu8wwOUSR99Civ/Pt3kbGwDxuojksUiCkikYSEqjuUd5eoXxQidyTP2J5BmpqjNA73E9v8IsaLOzlQzHM44hDqVFDrZUJNIeTQ8dIj6AE+FYEa35rNcmh8HHXfPn55992kP/lJzIcfxs7nCa9ezdrWVtRymX2pFHJDA0Y4jL1/P6WREcZME6mpCfm66xiJxVg9dy4r6urY8OCDlfHvdCDLKtH2Dpxqd60kIYXDaE1N3pSEsgyqTCQ5u8pmp4MZkdK1LC9L2y8iOwYn6oRh24hAz403suItbyGSTKJFoyy+/XbG9+9HkGVvznDXxbYstt5/PxP79qGERWKrI4S6QyiWiyKBLACmS7hdJftyAdeCkjlOaSRNdl8fL+0Z49m9WQ4VdKS4SGnQJHegDHYUNRY9XlKepIdR96WXcsUHP8gPN2zgsSeeoLBzJ+PlMuU9e8i/8AKCppFcvJil9fXkDIOhhx9GEkVKgkC+r49yOs24rhPt7ER94xs5GovR3d7OvkcfJXXw4EwePdGWtuPi4MFEqJX+oJqKFq+b0flnA2ZESseyvCmNp+uCCLLIHQc1GkVWFOasW8fqu+/2pg4WRYqpFP3PPed5nASB4t4yZtrCXRLG0kSsMYtQTxhbd3BtiM3RKIxkyes6R0L1DIWAdoVQk4KLgBQSQXBpWbWa0AmK2pzXaDN99XvfS/t113E0k0EFBoGsrlPesoX8K69QXLuWS7/zHa5+05t44fnnOfTQQ4jRKLl0muLQEM7YGIUnn0SLRon/wR8wUFfHxN69vPKrX033sQOQ7JqHo012TnYcB1vXMdJp7HIZ17EhFiKSPHn3jtmM0y/8nWlihf89SZY9n6bv91QiEbS6JKXRAaKXxxHSFoVRk9L+MnJCQlwQwjBcbBciF4UxDRdBdZFb43Q1zSGTHcBxLcrDJuVxi+gcCdWew/K3v93zqVaVSbh+gu/JSBmuq+POz32Of33lFcZ37CAJ9OJ1P4usXcuSj3yEZGcn4YYGrD17ePrxx1mTyaDkcuQSCULt7YiGgfHII0g33ED7okX0OA6v/PKXXP2+9017wtVk1zyIRyCb9x6jaWJms5RGRjCyWc8z0lBPrP78Nqk6HUxbUrpQmVouaMx52ghKYn3nc+eVV6A0y0zsK1EsOJgNCiVVJDNhkRs20V2Y6NVxBAGr6BBqkkntKdP9+neSaL0IFAdXhFhnA8mO67n+s1+guaenkp0kyDKSLHvd4fy5ZU6Gjosu4k1f+hKZpiZKkoTe0UHiq1/l4i99iWRnJwDNF1/MshtvZNXcufzmyScZ3r0b5ehRsoODTITDIIqY//EflLdtY6WiML55MyNBNv00kGybg9Q6OV50TBN9YoLS8DD62BiWoRNubyccu3DV9/QlpetP8RHMOHamXQ+uy/K3vh3THeDwr3+DPqSjuBBtV7GyAuWDZZR2Bd12CEsOgmBjlRzcmEOovo1LPvjnbP/hD4l3dDHn8itoXroUSVWO6w4sKgqSLGMZxik14l/1hjfQ/9GPsvHv/57bLrkELR5HqaqgDEWjsHw58i9+gabrvFQssto0aVJVtF27GF+7lmg+z3h/P2FFITw4yIEXXqBz+fJpPZ54QwuRBfOxXuoF1xtKlcfGEGQZY2ICy9KJdXWghc/eHOZnG9Ofccx1sXzXg6jrlA4dQmlu9qIkZyJP0nFItLdy6R98iuYF19D71K+R4kcY3TZOfF6YyJIYSAkSYpRoQ4TQxQmUWAutSy9BEgWal17EDZ/9n5OqOugDCV6IUZYrE7UH8zQ6p+ImEkVu+rM/Y7S3l2eeeIIrdu3C8ufhmTh0iOHHH6fv+99n39atdLkufcDW8XFWhEIsDIVQNm1iYt068prGmOMgOg69Gzbg/uEfTqs5QDgcp2H5CgZ+9hSyCbgu+sSENy9QPo+JQ/3CHmTpwg05TpuUwQM0NA2uuoqRn/6UiccfJ37ppcTXrEFtbT1xb5/pwHEIx2Msu/MNLL7lZvJDQ+j5PHJYJRRPIKlhrxW1ICKIfqcOd7JveNAswb/gSkWjPjhIdvNmss8/j9zZiZRKvaahUw0tFuONn/0s3+vr46nHHsNsbqbwzDOYzz+P1tdHs+Mw6LpYQBdwFNh94ADL3v1umrZvx37qKUJjY5RNEwsY2bWLcjZLuG56qrZz3eUcidyHkvGm/XN0HX10FBwXKyHSuHDxtM432zAjSVk/bx7RefP42ZYtLF69mkWJBMb27Uz8+teobW3EVq8metFFqC0tngStajQ/jR8Cy0KSJOrmzDm+itH1u+e4LthV6reqqSuOg5FKUXjlFbKbN2P090NbG/m1a9kzMUH66FGiDQ3TklTJjg7ecs89/Ou7380Lf/EXXGpZVCvKCJD2t+fE4yjhML/6x3/k4htuoCeVojQ8TLNtkwUKExMYpdK0STln1WVsXNAJL/VOPi7H8V7GhgRN3b9jpBSAeFsbV/3pn/Lshz7E5n/5F7bNmUPHJZewYPlyuiQJffNmJh59FDmZJLx4MZElSwh1diLV1XnO3aDC8CQ+wmPwamO+6v7nPgntfB59cJDi7t0Udu7EGByExkashQsZmj+fPXv3su+BBzB1nZv/5m9oWrZs2h2GO5Yv5x333suDH/gAO/fuJaiq9mLOAsRitHd1sXLJEhKxGI+6LpueeoojpRKy4yADTUBOkmY0pXNT1wJaX3cDqe33I03JhlPnd9LQMX/a55xNmJH6FgE5GiXR1IS1Zw9h0ySaz7Pt8cfZLEk0LVzI/FWraFcUoqkUue3boVxGTiRQWlsJzZuH1tmJ2tiIlEgg+DMjVNLKXo2oweeO403UVChgjY9THhigdPgw5sAA5siIV2HZ1obZ3U2qp4eDR49y6NFHGd23z5unHGhYsoT6RYuQJAlpBsRYfN11vO0f/oGHPvQhnN5eFnZ3I152GY2hEFdms3Q1NiKJIkfyea7/yEdYkUrxg/e/Hz2TIYbXTnDu2rWEpzT2PxXIksLKt72bR3/yn8gHxipz+BgqJFetIJ48cevrCwUzyjxX/Ol+wx0dXju6cpm2tjba29vJDg8ztm8fL27ahK2qxOfNo3XhQjoaG6lzHKK6TnHHDoSnnqqkvonhMFIyiZRIIIfDSNHocSrVtazKPNVOOo2VyeCUy7iui5BM4ra0YHV3k1+6lOFCgSMHDjDws5+RPnwYt1RC8m9WxOuoFqqv96Yw9qc4ngmW33ILd3/jGzz0539O7M47ecPnP8/g//2/tPz610j+VCgTra1oExNk77+fK0ZHeRoYjUS47Pd+jzd85jNeAsoMsGjdtfT+5Z+z8wtfJjSuY2gC2i2Xc9UH/gpZntk5Zwtm5DxXVRVEkej8+d7UdqUSRqGAGo0SDodpb2ujORajlE6T3bmT3g0b2OW6CNEoofZ2GhctomHePBqTSSKuS1gUCTsOQqGAODGBkEod/6OiiCNJuJqGM28eJVGkJIpkdJ2x0VFG9uwh09tLcWQEM5tFchxEIISnVoP5HvHX8fZ2pFAIJZibZoZYcdttvOu++/jJpz/Nzz73ORZZFuF8nr7RUY6MjJC3beoffJDywAC7JYn6det4+0c/ypo3vxn1NEoWJEnmuj/6KxKdcxjY/ALJBYtY/fq7z8u8N2caMyKl5rfmi86fj6Rp3uyyfjwcPGPIdV1kSSIZiRAHzEwGc2QEc2SE/LZtjAKmLOP4klFOJFCTSZREAjkSOS5D3LVtjFwOI5tFz2QwcjmsQgHKZUR/nCYCYX+Z2s12Kuq6u0EUT5uUAEtvuIH33HcfP/rkJ9n53HO0WhboOnWWRQ+wHzjQ0sLqD3yA6z/4Qeq7uk7r9wJooShXvPl9uG9+729Fcm+AGZNSFAQic+agNjSgDw6SHxw8fnzk9x1yXG/Ov4A0MbwxkOD3+XFzOayhIQy8fj4mHDOLbXWXWhHPwg1kTHDc1G63J71pVaW+uxvbdQlr2hlpItq1ahXv+/a3+dW99/Lid76DWCgQBn4jy2g33MDvffrT9KxfP+Ohwsnw20RIOA1SqoqCXFeH2tiIPjjIxN69xNrakE8hSaOSi+kvkr+oTJJrKtkCFWxXbR/X0/sUoUajRFtbkVwXbZqx55Ohrr2du770JVa94Q1s+sEPGO/tZc3113P1e9/7qvPu1HA8ZkRKWZbRVBU5HEZrbSW7YwdGJsPwpk00r1w5OQvtNJ3n7ikspwsXCDU2EqqvRxYEbyhyBiEpCouvvZaea67Btiwv6flM5Af8DmFGT0sQBDRVxVZV2m69FcmPfxeGhhjetIliYKjMhgZXVXABJInFd96J3NICgoBygslJzwQEUURW1RohZ4AZP7FwOIwjCNTfdBPz3/1uBE3z2hmn04xu307m4EGsYvGMSLczBVeSWPKmN7Hk7W9HlySimnZKw40azi1mLCYSdXU0jI0xIorM+eAHCTU1cfj++zEGBnAti6KfSqWEQl77wLPR0OoU4eBNKrryHe9g+XveQ6m+nrBp0lhf711bDbMKgjvdmYmqkMvlONzXx5jrogoC9s6d9D/4IKOPP46dzSLhieKgdEL0kyUq+6rWJzJsTmToTN1+tSUwioRQiJZLL+Wi97yH+ssuo6gohC2LrmSSjo6OGilnAf7Tn1TjTt8WPC1SAuSyWY4ODJAyTWxZJuSXCqQefpjMhg0Yg4MIfo2OxPFkPJOkrEyEJIpozc00XXwxc2+9lcYrrsCqq8O0bepcl476elrb2mqEnCU446QE0HWdkeFhRrJZsgCyjGqaOEeOUN66lcymTRR27sQaGsIpFBBcFxGOWaZDyql+SVsQEEMh1OZm6pYto+nSS2lYtw61uxtD03Bsm7Dj0KhptDY3U5dMzvoJjn6XcFZICV4UJ5/PMzY2xnihQMFxMPxkB8U0IZXC7uujfPAg+oEDmAMD2KOjWCMjuMUitmXhmCa2bWP7zvaAfC5eTYzrT1cihEIoTU2oLS1ora1EFy4kumAB2rx5yC0t2OEwhuMg2TYR16U+FKKpvp5EMol8lqztGmaOs0bKAK7rUioWyWazZHI5r/IPMETRm7heFJFsG9EwvOb94+O42SxuqYSdz2Nns8eUJziAKwhIkQhSIoEYiSDEYkgNDYiJBK6qYssypp+sK9s2GhCXZeqiUerq6ohGo0g1Ms5anHVSVsO2LEqlEoVCgUKxSKFcpux3J7MFobIE/kxBELxa8hOcywXsIP/SN5gkP+YtA5ooElVVouEw0WiUSDSKoig1NX0BYCopz6r4kGSZWDxOLB7HcRwsy8I0DHRdxzRNDMNANwxM28awbSzbPmHkJghHioAiSaiKgqooaKqKoiioqoqqaSiKUjNefgtwznSaKIoeeVSVaGxySjbHcSolu3Z16e4Jvh8sQrCuScHfSpz3gValCStQi63UAKcRZqyhhrOF8y4pazh1uK6L7dqVQbcoihfkjGKvhRopZzlc12X4yF4OvPBrxnftpDw+Cq6X2CuHw4Rb2ojPnU9d53waOueRbOkgFI5d0OPtGilnMfRykU3/+V12/OO9aC8fok6JEUskUeNx5EgEMRTClA4zbj1BPxZ6SEJsb6Fp7Touuu0tdC5ccUGS86z6KWuYORzX4df/dg+7P/t5WobKhEORSgvpUGMjamMjSn09UjyOICtY+Tyl0RS5kWHGRgfItMVY97G/ZsW1r5/1xDynfsoaZgbbtti//Tn2/PM3aBksI7tAuYw9Po4ryxAKIcTjiI6DJEmI0QiIAoplEjFNMG3U3mE2fvaTSH+jcNGVt57vW5oWaqScZciMDvLEt/6Go//nR8R2DSK6ftKK4+BmMui5HG5/P1ZdHUZjI1J9PUI8jiNJmLpOOZ+nPDGBNTGBdnCCp7/yOVr+eSlNbfPO962dMmrqe5bh4X/4H+z9zBdpzHp+WwVPcigc+7eMF+WyAUsUsUTRqwR1XUzHwfQbbWUjAuF33MFtn/s7WufOzh5DU9X3b58/4QKGbVuM79lFdMo06ULVApPpfpUkasfx2nZb1jHd7lwgXHQpfu/nPPI/P0IuM3qO7uT0UCPlLIIkybStuYRS2EtKqe7oEaTyVdfDTy0zPqbq0090cQHVgIlf/Yb+PdvO6f3MFLUx5SzDuje9myPPP0XuB78gWfA7uWkaUjiMomkokoQsy8iKgiDLyJKELAjIto1sWUiWhWgYCLqOXShCuYyuumgremjouDDGlbUx5SzE2PARnvrXv2Xg+z8geihFnS6giRKKrHiEDGlePbkkgShhC2DbDqauY+hlDMOgiE1estG7Gmh+/a1c9f6PMm/ZuvN9ayfEOc2nrGHmsCyDI3te4pVHfszw44/BrgOExvOEdAfF9seSrp9nKoAhQVkVMeoiuHPbiK1eRcsllzP/8uuYs3g1inrmOoGcadRIeYHBcR1y6VFGDu8htf8VxvbtInv0MK5lVfpSqokk8Y451M9bSP28hTTOWUhdQyuKcma7f5wt1Eh5gcO2LQy9hFuVCi1LCrKqXbDJGbWIzgUOSZIJRy7cyUBPBRfmq1XDbzVqpKxh1qFGyhpmHWqkrGHWoUbKGmYdaqSsYdahRsoaZh1qpKxh1qFGyhpmHWqkrGHWoUbKGmYdaqSsYdahRsoaZh1qpKxh1qFGyhpmHWqkrGHWoUbKGmYdaqSsYdahRsoaZh1qpKxh1qFGyhpmHWqkrGHWoUbKGmYdaqSsYdahRsoaZh1qpKxh1qFGyhpmHWqkrGHWoUbKGmYdaqSsYdahRsoaZh1qpKxh1qFGyhpmHWqkfBU0NTXxxS9+8Xxfxu8kau2lXwVf+9rXWLly5fm+jN9J1Brx13DeUZub8RQxVX1v3ryZm2++maamJmKxGJdddhmPPfZY5fNvfvObtLS08OSTT7J69Wqi0SirV69m27ZtPPDAAyxevJhEIsEdd9xBKpU6H7d0waBGylNAuVzmtttuIxQK8dhjj7Fx40auvPJK3vzmN9Pf3w+AoihkMhnuu+8+nnrqKfr7+9F1nbe85S08+eSTbNu2jV27drF582a+9rWvnec7mt2okfIUIEkSTzzxBPfffz9r1qzhoosu4otf/CKFQoFnn322cpxhGHzsYx8jmUySTCa54447OHjwIPfccw/hcJjOzk6uv/56tm7dev5u5gJAzdA5BSiKgmEYfPjDH2br1q2k02mCofj4+Pgxxy5ZsqSynUgkaGxspLm5+Zh9fX195+bCL1DUJOUpYN++fdx4442Uy2W+973vsWXLFl588cUTHqtpx049FwodPydizbY8OWqS8hTwgx/8AMuyePDBByskO3LkyHm+qt9e1CTlKaBcLhONRo+Ret/73veAmtQ7G6iR8hRw+eWXk0ql+M53vsPg4CDf+MY32LhxIy0tLWzbto1sNnu+L/G3CjVSngLuvPNOPvaxj/Hxj3+cZcuW8cwzz/DAAw/wJ3/yJzzwwAN86lOfOt+X+FuFWkTnVVBfX8/HPvYxPv3pT5/vS/mtR21q5ddAOp1mw4YNZDIZOjo6zvfl/E6ipr6n4Kc//Smvf/3rueaaa7jrrrvO9+X8TqKmvms476glZNQw61EjZQ2zDjVS1jDrUCNlDbMONVLWMOtQI2UNsw41UtYw61AjZQ2zDjVS1jDrUCNlDbMONVLWMOtQI2UNsw41UtYw6yDm7PN9CTX8LiPgnyJM7hP3FCBfI2YN5wE5G/YUvO2YNLn//wE2lEiC0vZkJAAAAABJRU5ErkJggg==", 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", 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" ]
0
math
grade-8
identify-functions-graphs
false
true
Look at this graph: Is this relation a function?
"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"
[ "yes", "no" ]
null
0
math
algebra-1
linear-functions-over-unit-intervals
false
true
How does f(x) change over the interval from x=6 to x=7?
"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"
[ "f(x) increases by 1", "f(x) increases by 100%", "f(x) increases by 200%", "f(x) decreases by 1" ]
null
0
math
grade-6
identify-polyhedra
false
true
Is this figure a polyhedron?
"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"
[ "yes", "no" ]
null
0
math
grade-3
division-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "Γ· 3", "Γ· 1", "Γ· 4", "Γ· 2" ]
null
3
science
grade-8
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes and shapes.
"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"
[ "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is greater in Pair 2.", "The magnitude of the magnetic force is greater in Pair 1." ]
null
1
science
grade-3
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ 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", 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" ]
0
math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
"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"
[ "The slope of Function A is less than the slope of Function B.", "The slope of Function A is greater than the slope of Function B." ]
null
1
math
grade-2
identify-halves
true
false
Look at the colored part of each shape. Which shape shows one-half?
null
null
[ 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", 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", 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", "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" ]
0
science
grade-4
compare-properties-of-objects
false
true
Which property do these three objects have in common? Select the best answer.
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"
[ "fuzzy", "salty", "bumpy" ]
null
0
science
grade-8
analyze-data-to-compare-properties-of-planets
false
true
Use the data to answer the question below. Is the following statement about our solar system true or false? Of the four smallest planets, two are made mainly of gas.
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"
[ "true", "false" ]
null
1
math
grade-8
identify-congruent-figures
false
true
Are these shapes congruent?
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"
[ "no", "yes" ]
null
0
math
algebra-1
identify-linear-functions-from-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
0
math
grade-1
addition-sentences-up-to-10-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "1+6=7", "1+7=8" ]
null
0
math
grade-4
fractions-of-a-whole-word-problems
true
false
Patty's band is performing in her school's Spring Talent Show this weekend. So, she is making posters to let people know. Patty spreads out a roll of paper and cuts it into 4 equal-sized posters. She decorates the posters and takes them to school. Patty hangs 1 poster in the hallway. Which model represents the fraction of the roll of paper that Patty hangs in the hallway?
null
null
[ "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", "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", "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" ]
1
math
grade-1
interpret-bar-graphs-ii
false
true
Gabe sorted through the family junk drawer and found some yellow blocks, gift bags, and light bulbs. He made a bar graph of the items he found: Did he find more light bulbs or gift bags?
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"
[ " gift bags", " light bulbs" ]
null
0
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x= – 8?
"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"
[ "no", "yes" ]
null
1
engineer
grade-7
identify-the-experimental-question
false
true
Identify the question that Isabelle's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Isabelle planted 25 tomato seeds one-half inch below the soil surface in each of six pots. Isabelle added an equal amount of fertilizer to three of the six pots. She placed the pots in a plant growth chamber where all the seeds experienced the same temperature, amount of light, and humidity level. After two weeks, Isabelle counted the number of seedlings that grew in each pot. She compared the number of seedlings in the pots with fertilizer to the number of seedlings in the pots without fertilizer.
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P7bxIJA0DrEe1Yrm4y0mPUhuXu9I5IAHvI0tmCxxSYC9P3RXJykgS7//R8SXr7veB1JBADgLnLBEMLbNJb6CTI1WQfO8yCV4l1B7lhn+6WQTlfP1qJePCgB0u6uCr4KvABrIK0hVZDRsBR2lCY5Ed651S5fYexPksAfu5HBUIyp/UNxKyEjsiudxVCXFjDt8YtkVWtwcfPs8sogy+leT7DvuZJEJSPnAALjtG9eUN8GPSCLix8UUw88jA8uq6hUazoLy8vnA6ndBWklEeSI0ybesLUykUJbC9rVOtUmtDtUZ2bE7vI8qiAl5iZUoVpnOlzvDwZuLp7QOPjzPzqTKdKqdzo5TCVAID0531t7iDi2hIWh4EH4ZZP/RtclHkjTNfZuSNsnzqvH5/YQhstjGGsY3OlQWbHX1SpreF9kaRU0eaweSU2THZkDKoUihqqDqHqsaV0/wV3sGrw6yMTVgeB+3BefOLmcev3/HD3zTmk/F9LTzL4GUz+hCe2iO29mRvbwTfH5aC8aPviX8eHO8/gCND/1JutB+T3j+vB3t/96dLrRQtEUgPsmWHVyquHSkVzcyyPirtoYUmcRbqlLrLXYeZ8hjbgNXpZvhmDO2M0bHJ7uAbobV2Ky0zoJo56k51pbYJGYYPY5gfVVEsN0O1UiQCc5SnSTxG+gUQMNpwNgxzPbLL4aEr3myLqKkVLzDEkBqqDm/bUTGVU2SeVhxpEVzBKYnR+hhQJDTG7qzLoEplWReWTxfkZVAuMF4749XxRdguA7UaFRa7BDBweZdQxnyZcOn+f79BF/DTceA/5FEBlr4ARLDMFH7sQuKMZy4KbgyJ3dPVUUsNoutB+uzHl2UDZHl8f9NzyxAxjbPkipscgPb973/57/jsR5my6+L2I7lMHh4eMHH6WDHp8a5LgOAU4eqXANO9gBS0ZP1DCtY1yjk7/k4E/tIKOhXmU3y0SagtsK7aCnMt1FpprVFUifCd97h5MrSVPskBbFtPsHwW6lzwxZnbDA/C1jaW2vHqbM+dhZXXfuH06HAajLZhU4FmSN3QsuHFoAyKOqKWMpVk/hNbPWlFi2JiSBVsMuYm1Anao0CrlOmczOXMdnnh+rJyMUdkIFVR06N6uMfP9uv0ZbC8//ce7w6N6xefI2CG9vFLNl0JfZ/4jT0Pksjv/h3BRjMUBUs4gGiccPHA7FpBz0p9bLTHQn1syJT7eAq/RSSw283RrvjEkVke2m7XDM6OiAd5ZAJDgvTYCC4g9Ya2OcVJsjP1x4ly7tnIrlW1fc1kMbVXHe4ewdFJWO0m8ZLcKHz/0JCu7XimVkWrQJPIMAsB2TTFi1LuyKUhwZKbGmXtFI3Xq0PQVWB1fCMyzg7aC234fhIzkTogy9ho823q58v8Z3lUgM2XxPRu0XzPMI3YGXeU8cj2BEaJfcHyQu154b5A9O5ix+K5ad/gLglIQgRL4bBI3hH7z78MnjdMYxccY37XycNR/kO8rz5WNu9IjR3XfGA6kOoM6bhq3PRrCItNA2w3nKYNY7BD9apKbUqbCvPcOJ1m5taYashOqkZWOdWZ1hrTNIUcJVnZowMmsbSqkSGsY1CGYh3qSRhnhU04nRQeCttc6KeKnQf9h85oHdaBPgl6VnwyrGx4GWjpSBtI6YFdiVGdXNGWGsBCpXBiQqXGIsFAjD4N5lNhGcY8zzychcdmzPKKXT6wvX7PszmX15XHQt4dnzca/JQQ/afKakWiWWDP/r74vMtjjgv7xYf7uGMLsja/I1lK3bto8tba7yHNm7YJTEJ5KNTHQn0qlKeKPkrIxkpsmgIoDkORodgmkSXNkuVqQFk1tbtHRuvA8CA9Ovhq+Jql+xbqDcuVJ8Oiwsp7VI/NIRse9kRkL7NzTQ4bbGaMlOKM7LoabtTaIvsvHgRnwgekGqA0RRqUVimtxr5UgapZiaVIf1iQwBa8xCiFosIYPUiebeBXo1yA60A3RSwSkUiqUgK1C51kxLVFkxTlJ48d2/5JOOI/8FGBAF3zxZhmpJfbbjAw8IB4v3xXccFCmGFfgP176XD/2J0F3/8dX9wAapESt4fespKbTu92s98z7yZ7uyQwBj5SAJvYzrJtoE6ZwKvQ7crmnenUePzqCdpA3Nkug+3jRr8OVutMUu9a6cA1yk7RKBNbqcw12jm13gvuUxqiJUvyRqlKlUom6seCRgVLYbxtSZCNgdcNaQv0jpcNbZ1SnTYJp1NlnDf6w4RfCvJo6Bza0C5ClY7JQKVj4igD3ztWUmSMEJlEblbVCyo3RrqWTtEzzQyxjSaNuoG/vGH7cGb9pGzLB679FVuhZRn4U2X3T5Xm94+rEhfyPqh9Vj5Lss1fLKj9XtCmIQh3UkMbm6T4SHZ84BqZUnx/32iNoU6ZCpwUOSlyVjgrfnK2umHVmc6FQVSn5gpmgUP3yFb1cce6o4IwASnZ2khhrBu+ga/AYsiieDXGEllu6BoV93Eje/buogzwt6I0vhrux9cW3b/04UHYejzO3Og+KFKSMcpAqbkJFM0mCUNUKSUaJ2gFr06pNYih/bpm2y49N3yNDB+TCI6LMa4belVYiSzchGi1iPczcNRjUyY/H2L4H905t/vl53IEhnns7rmjp25xT6FVfzoAApFpjr3k/nGAhB+/4SPzOH6myXLfMDBlXz17dhk31P3vH89nFoTVyAzHQCw6d6OZYFASzN58ZWFlemr82V/9KX/yj35FZ2HbNp5//8Lv//p7lt8v9LVTGdQ6U+sUTLwaUhzEKVKpsrOnJbR0JT+0IqVQSqPWRmszpQi1TqjeNgDJTMirgRmuSsTLjpYVenyodqSu1DKYG3By/FywR0VfZ4aslDNoM0bZQIxS+u0S7QHK4zyKK0UKxaOHWaSgWqhMKBW8UDyCflNF22AZwMmw9xv2ZzPrR+flh1e2Dyusut9Kfz9B9xP4pEjgqUiQHSGfEbSkLEig1RpY+Y6Ze2J8LpgoosZQwDKIJO7ltmsP/bhuceqzASF/5oHHxDVqFZ+MPgkyG6MafYrXt4mjYhRvIZ8cIdivRekSDRJO6CH3DV8RxqvCOvBL4MReBJPAMb1HSbznIeahUzRPyNETO9QAFNTAROPn8Rt0IjAONzYbmN+qupDS7Rn/bf25RNURpfoX10b1aPstRY8kR1QJKYBhe+OAR/OFZLbM5vg2QptqoTUWBHVhKBQ3RhmIxXo67g3Xz2C4+/hx3Etf/PyPcURrZNtlG5l67yd83OFPO5B8ZHe5MwiESPOnF8lPHV8umv33IljuJXtepKPr445Mki+w0LsbIiq4u1JQYjd1cdZt4XW8UB4rf/pXv+I//1f/lF//p3/J8/aRZVn4/V9/Dyh/d/kdo4dUpZZKKSWeWwVRAQ0dmnto8VyEoFErUhraKrWcqGWi6BTfSyyTEtjqIFrdTAaULUgqDW2bjwCrRgcbRp0Nm2GuIJOjpwbzwOdCvZzAGvUs+MNAmkMNAXWo7zqTQNh/lBRC57+k0KSx6x+LzhRmYAZvNG24VM5n5YUNOa/o0yvyi8bLtxf+7heF578eyPOPN8Ubqec/CpSffWAEp2O5+YBqYJD758CpPYNqbLD7RjvE2JpG0LV8rHN8NpzWpsim8t8+ogA2By9OL8GUWwNvjs9QzoKeKzINvCYeqYKkDrPQUAouxpg8e9lHSNcYIUR3okwvgi9ZuhWhpFcCPTBrG4EB7hVHQFN7ggLdjTIiuxskhyCRrd0CYwjUhwWYFuRisvVmKaiPKOyMaB82i1I4/66r3AKjSG768fNSoptHPSA4HyPjQuCvxZXioc3VJDU15ZUWmVHc9QkJmXh23e3V4B3Utq/ru/UdN9XPJGDO54fPMEcs0/weJ7uIpOHCrfVrhBr3szfxh1jQ/fPOmn/581gTN01cfOwmF9xwm/iNwEDunmfvC3bNHXonHqI9AuIWYbEVnQt/+Y9/zX/9r/8b/tm//Ke8+eVbPqwfWNeVN4+/ZXleeP7dhefLc+yQraYOMETEUlK/abHwxhj0Hje0uWAeC9lQXD7/MKJXODvbcQSRIHsKTi3CVDQWqFW8hVSDLbJQEdAm1Fkp80w9FeZLCaOMBv28Ms4rvRleBpLayDGyU8IEdWPIoGR3xZDBJoYqDAqFB9QfUR5QHigyYwhSV2T6hE2Ffuo8PhbevIGnN4X194aOn242+EMBcy/9VZRaomwW9NCJxucSphGD0OdKyHuKtkPmM6qzzYVN4z41OD6H8EGYao1NzYxtDMa2sY0RmVIBOTl6jlbRcqrUuWZTgiJTwatlIFeaNqo2mobjlBfnWlZcNzwDMonpQ3BLRYNIIUXrmgFTR8W7IZtCCYwQTYH5zuyIMDqRYZqnJpkkZjMxyOAZOupIHMx9v/UDb2QEZGWGm2DeEY/vqc4H9BRZZXT9hbKgMqSHx4MqjjB8MKQmiVkwjy62ks5D6lHhhSwx16xEf7vs5LDcpIiaiZLt8qidZNrX97H2/2EJ2b/PowJM5xps5O74YBLWaj12Iu+e7U6B4YTQvNJTwrDfoD8CmfI4Mkkh2LA9+5Ds8d0vLvcE0U89xx2eko8NvLMG6C4W0o8dIxbDS5RjVg3UefvNO/7Jv/jf8a/+T/8Vf/lP/hErV/Rq9G3Dr4PfvH/P+fy3XOs1OhIUkDRGUE39ZKFYtAaWFfRVqRdBz+ECQ3FkdMbYGENYR3R+4FC9UnB2+zml437F5ILJAnpFpSNsiHXKGKhtFLfowBChJqupkzBdlcqES2dtRp+2EBxLJtcpcA8xM4DiJaRaxmCIU9ypWvBSGaIIFZeG6ISWibENStrRNWpgngrT1Hh4nOi6/ogdDzz680ogAmXgeqhHg4IOqipFOAJpKbv8LDa96VShKFoKpSllamF9VwtWlcdTBM7IlHLhZ7bkQjhneWxwui6sC4EpdkCN8qAwC+VRkAfBTyHilhbSMZ0rUoKtr0VvHxKl6+JKlSA2uveADKIuRgrBz3s2fmQV5PtGuDjyGm2AngButH6GbCikQ3H9VCWMgbDMQPcN6bZ2JBn2/W+4BKHUCQhAPEXimWFKZpiqgWfuWX5Ih6JlEwvDkaISln7DMVEqwkDogEkE+3guz/cRaXIRoR9qzv24fX0nn/7J48ZXfJ6g/TGOCnB+FyemxjaI9YH3gNB8CH3peNcIoiK4l9iZekgZpMohSbrXYn5Zlu2IvgPkBd8fqynz2IOieVhA7YssHseNMNolRQLaCpeXC1OZmFthuazY2CiTYLrSy8one+HNL5/4F/+Xf8m/+u/+a776q28pX535xeMD/vEH+mtnfHqDm9FXZ5pOcN0o00AwVBu1nINN9oGunflamV8r50+niKx9g3eCfgWjCNsEXnoqUgzGwAhmscigCCAdbxe6X1j8E6te6OWFzS8Mv2J05jkyG3dhVGHbBKkGTdCTUkoFgVIaJhubCtsw/GKIjtDeubBaZdPCVoStGUU6J4yyVkAYtVPLhaJQdKPKhcJM8ca6riyvr6yvF3w1xBpiDbeG0yFNIoK/GUcABVC560YRp4pAEZpWilZmDdGWYriPKHmrMj9M6KxIq9gkyNzwc0FPE3qakBbM/tzCt1NrRaeKVxiJXQ8cVOjrRl9WdHHaFdYFxtW5jo32ZsLnaESwqTMmw6WjVikGY4vstTbQWSnNQVc6Gy4wMbO5sq7XWAN3NQR7JphsvPfBWmHUzjg7U2/Ml0obhTE63RxG2C3uxM9Upjiv94Rr6jgBhnXEnLqvnwHDA8vvYvhUWT19aVfDlkGdKmUtyCppxQgtWXVFDr1nsEMhyVJqVFYG1QunMqOzsLYNPQucwFvHSmpXhzOWBaFlt1EG1j11VPlpIm8nvA6VxV1Vev/1H+EIDHNyPvPc07B1apDtkZogr6DuuJX0FAyMxtKjce/g+XcdfhcssfTau88exQ489SYt+awKv5X2GthrbQ1M6NkWqVXodBbbWGThmz97z3/2r/73/LP/8p/x63/8a9598xXtPGFlpU3Ql8gIbYsL1sqENou2sUPGFK1xglIG6GZw2bBPPfCtucO54n1jmNJH7OKLK8U6XhpVapISwRCqDAYLGxeGXtnkhcGFIVeGXINNt0YThVpxLdRSqN3QsrHMAQu4GKqD4QN1jz54wK0wujJcMau4KL0ovUEp0aRwkkKj0hPDG7JAGahsVFnQXuhXZ31ZWF8WlueFy8cr60tnvfbMiO4hmc9v6p00VA/JjO7dRkUpqjQt1Cw0VRvaoM6V+dzQs8Ks2KkgDzPyNKOPJ+rDiXKeqU35+uEURMtU8RIZ9CqDniFzWdfwRbheWBdlWyrTVeiXEhn4WSBbICPwCtqE0iLLLK2Fdd9UAg6pDuW2mMWh9ChlTeymGHEJWGgbh5YzsjgYehcUfNdh5pkTvWG1CN1JGdh+y+/Jgtw1mHBAaoEbpjZahc0G3Z3eDYZTBoxNYTF864ytwwjC9egqIv9tnqoZDjJNLK7VoeSaND5akFrBBfUA1zwqvf2e2M1OXJTAWm73yh9qTPj8+Bn0kkcnQ5ZIEAFS/SbIlcHYYmfoRD9zAOAJ9o4IWlGG3afQe84od19zlO43tjw1aNksewuWd1o2EQ5mmRsZtbOhc8klZyN7fycGhg2hnWb+k//0P+O//T/+n/ln//yf8Ys/+ZbT+QwqjHGhTYXnsfHy8sLL5TUgCC0UbUGUJOm1g99FSmZJC2MMnpdn6nZiHiGhqBIlrlEYCNu4MLSCD8xrSJzEsxtk0P1KZ2Pzle6dzsYgHG92yAIIN3pmJm/0BrqttNG59DVkJBTMCz4KuDKsYgPWxemb09dA4JuCNWUqhe6wlpAgtVnRugX2SUdkIL5QabAIy8eF6/dXPv3uhY+//cDr96/014FSk6DbNbo7kB+L+eZYfnM8rzXItCZKQyKrLeECpRPM54n62NBThZOgDxPt7SPz2zPtzSPz20emhzPTNPHV+RydMLXgKgwN1nj1jY3O2kMFcb2+cl0urNcLy/WV9bJyHQtrGYQFEyH7kvy67q8n/E3rFOoHaugsw8MyK7IAibNklJA5mWbAyGUuARFoGkB7N2r6Ctxrc11SVpVtuYfgMo9dTrTrMZ1dDXJThqR2LTDsHri7ieGLYtWoZaNPE1wEWQesimWvN7ZDY0T5DYk/htWip9454HqnzhWblTIFZBJNIZZkqHJDJG+ltbggVIZ7ZpCfx4Qvv/65HIFhTjUymdyjfATI7SXIn0mUrgP3QfHoyLFxi/UlbQ/24x7s34978uezE2G7rOT2uBsxID/qLf+SWRd3lq1TW8N8hP1/nRjaYRTadObP/9M/5b/45/+Sf/pP/xl/8stf0ep0tCterWC983q98MPHD3z8+JF1XXnglE42wRYG0RcLvWWWUOrAW2djRbRgxfA2oDVohreOV2HFqLQQZ2tnU2HIoIkgbAxbGHpl+MqQle4Lg46qR087QXBUaRQ5oTrRh4EXRGL8QMfYbMGshGvMVulmjFHoK1xfYPnQGZdBdXhoitWGiXGZO15W+gy1WvgKiOLWCRPXii3G8nHhw9994Pd/8x3f/9vvef3+gi8WwUqzTri/Ps5n10zxxChzPEOt4a1pRlMJZ6BJ0Lmgc0Wngs9KfWi0x5nT2wfO7x45vX3L+e0Dj09vY7RKO0fJWMsxTmH4yuqdjc42VpZ+4XWuXJbKZUqDjbkgowSGXFITuN+XOvDdBb8alHJoGPf2YSf0mLZdGSb0sTKyG44jQwtrOtmtrz3v+e4wKmXbITA/Eok4nyH4Lglj6dHuaQdkFZ9HsOMe8qLhli2RMFKm58RrMgHfDFnAasEug+0icOn4WbAtDEWiXUiyt/221oZ7+Fta/F2TYLvrpIxTo55bNFZMa/Si75sP3AX8NLTxJD0tNhfnpwPlH+I0/lhHlORzhaQgxFIn1kMTIB4yCJOwOxuHo0ZaojnBbt69sX9owDyExxqBT0UTK8k+69zVdkHzTU5yrykDtcGkE6sTN3RxltHpCo/v3/Ff/bf/mv/iX/wL/uov/wmnNzF/Z24T4AxzbOtcr9eYRfTyivUQ7RYxCjF3xTPDNAgNm1qOpjB0Lsgp2FY5AfPAWg+ZSjWkVXoLA9/SKj0zS2NkhvlK95WNjc1WNum4dFCllYLWxmQTk5yZ9ITKzCYO6RNaamd1wUdhuDJ6g9Fxc8am2FZYPg4+/Nsrr79f0cuFh9J5KBtzmdjeRL9znaaQPu3YUrazLZeVcR0szysv3z3zw2+/54fffmD7sFHXSiV78Y/rc9wiQGZUwG6uUjR8OHfPx7kWahHqVEPSMxc8jWytgswFeWi0c6M9TMxz4zw35qlymmce2lM0BdQSwmsxjNjINgYvl4/U4uS2QpeJVTvIFl07Rkh/nJu8RaPLRarjNVoIvYSzTkg+c66UOd4lHfR7ZHkSQSBaBomgaYpsgqyOLg5XpV7TlGINzPLeMuFeVVJqOkpZMOFuYDlXZzDo4gwbDAtpkdmgW8AFpoBoiPgH8RqK4IUwEr5Cv2wxauY86KceNoD7JXSO1kuSAPYeBFp4wwaWzgz1pJR0cR+tH/6a+wgLgyTDJD80F7D+wYD5czvCQHjeheOekqJkuVSywri5SVcL9nJs0FPrpRINTkWyH3wf8eAEc5bn6PAr3HFd8zBqhXSRudloHT3Aydp9nmF+HpwnKcwljTIUunQuY2V+e+Yv//E/4f/wT/85v/5H/4iv3n1NbQayUREWe2G7PLNuS5Rr11e2bUPyOas2qgQballadN+w4Qgrc12hDE7vHqlvFX0S5GQwDazGjB1UadMp/AZrsrkMug/wDfWNYStDFlaWKCN9DTgilQGnNjPZzMSJqZwRZoo5eAsmnwUHeoc+NJs6Ck44xPRrZfnQ+fCblQ//yyf4oJzHwllONG387vyB0pQ6hVmIH5ta1BDj2tmWjX4ZjKuxPF9YnmOOUKNRRI/FfSP6BrtZxZ5k/LQW05laDdZ5Cvdvnwt+EpjCfkxPlXqqlIeJNjfqnPhnkRgwpxNFJooqVcIgxdgCl5UFaxM+Ot0mFl8ohCTGpcBQ1GqQb17SwCXKSi0SQVMVyS6hApnFDTYbSPeQVA0gyR5VMO7afTfBFocL6IvF5IJnQ54NXg1bOzbisWJyjK74XIKVMocc3+C6KxJCnmOaWkuie8kzg/Pd+Ndu6zEwAoEq+NUZLx1mYZ031ik2YTOjmCKTx2yeXY6UBBG5QYQfbgTfcmq0h8I4abSLXgyvmkmW5aIPXXVsANwyWPk8UP5cS/PAMOd601j2wd7T7cFZhMwjC29LgwDowZBviS0SBqeOpxwkfQg1dsb7f6tzfB+IGyUxytC7cZTiSLi1wD0+fGPfCxJC8d2zUkBa4D+//NNv+S//2/+GP/uLv+Dd218wlRmVLeVHHetX1u3C6+szL9cLy7IcEpS9ZVBdYATeiIQYaLBR6oY+KtP7ysM3J8r7yvyu0t5IeFHOA28EEN5C/OxtMDQC5fAOvuLecVsZLKy+f2yhM6TQVPIyVdQb6jWwVRFcK6Idc9isU3RQvMciL1kGmrJeBtuL0z+Afa/wPYxVEtvaeNEFGvE7EsqHW5UQXT992fAB1RvSHVmF5oVWGlBSJ7lLXJzdjxIMqXF/xVr9HGbZN8uC35ygquQQrhzGNVeYG6XFkC6pIeepGpu0RC9itCty0/4ZEeAmLWwW2WepmoO3CPecnp1PlMPtPicUEapBZViYl5QxUuETjHPv0UPd1gyMZFIuLb4OHzy4DHgRxidnfDLkQ0c+DfzFkOuIPmxLh3H3Q2d8j917gqGu8Q5VS67REv6TJqH13Nl1BzzO72ZwtA4JN1C1SmSWzx2fnG1a2WpDzHAruJeQO6nRM1AfAdM1sllSk60Wk1LnGkYw04AJvMcQNDXBdzcGz5ETZqh44Ji5sn+ugXI/ImDWEkLWoQwJb7u44bJ3WpTigzFC+4cJaop2wrUohsXhkGatHDukfvHvIhrdMnDk/YEPJs51b/92109+z5Z/dni4UOsecKsgJ2WaJ7798z/hn//Lf87Xv/gFDw9PVC2IjPyLAy2DNsHL9RPX6zWs33oPU4QycuqlBHajhPu1gk+gD8r0VeP8y8rp6wl5V6hvC+VBkQdHJ5DJ0CaJh0k4JSkhG/EVsy0+PPjczQfbMDYs3agFc43eYAvbfjPQEqVySbikyKCUQbGOuFF8N6tIFcPVYYG6NaZ+oo3KQ5859xPuzlJDAu3dsie/pzfqjVTwVSimzG2K4ELPBRnEFnl9PoNhQiV7c0znxyJ2PEpJS39QYToIA1NNnCzOu5TcaA95TQ4ES5KwSmVvBBAJtnjg6Th1y3AjTUyM3kNgPfa923fT3YG7oklk7tE3qkhns45tPQjCtUSWKY5oCTLPNcr9LvgVuAAXwz8N5NnwV0NeB75aNMp59MrH/Kc7ooj0SNjfs94E6VoKjoIPRHKa52FELwkVSl5XYj2PgvfUF28Ca8GvHbs4/jIYU8e0hL9BGXHiClAiywy7w/25g/ja3BC1GJjWgKZIDXLJSmTDAz+8fz3XbXwS9iHLP/dgCTuGWSXMgM0CpNUbu23ieDLPzQPb3Gxl29bsMY0STtKAw+Gz3TEwmJvs5Ke6gdxGLrYYBaCFHAew6zA/J3z2Gi82XWEuJzbvPL595Hr9wPfP3/Of/5f/kv/r/+2/4/z0yJs3b3g4nWlaMLbAtuwTz+t3XLcPaFVaq3z69CkmK06nZAxvZYQUp8uGiVAa6NtGe1/Qt4o8Qnk06pOgD6CTh+1/9bA+a4FpLdsVX+N8mnWwjjNCf+ed7oPFRjCa6qzJHk9ATS9D8YoPCZ/nJOCGd1w7e//HGBs2IqBFBubMOvHULMpeYNo0MiNgdGGUwJJiQnQNYX3qatWhec4mWuNmrt4QQhSv2ae9X69yMJ7BltdyN/4YKBIqgUgUYxJnKUGoeQlyYeS5l1JB5LOZ53Bj3scYdAk5TMzO9sAwLSRWJp+7J0UgvP17fy7rxthiNMvY4rrs0FAphSEW+GXei2bOWA22GPLVc3KmtJgB5KZsi2FX5/LDFXkFPnTk46C8QLkGlik99ZMCe+UkuckUjWQlRk8E84wH3BUuRorLoEkNwxYVSFnV6E7vTh8jndwFG4UxwtXd1OnXQZcVmwZaCmvZqJoz5r1SvSBdGBr+sYFtH3haEE0eDSGDCIxSoZwqfjb81Rlrp4yAPgLSit3JXFKulL6dX7Dk94nSP0Sq+B/qyP1oB5lStpMO5EfHgoQ2a5f1SNklQJZ4Xkn05kuW+ybF+fuY7oMihwOz3NnUWBj+2XMjd213HjePogx16qny9de/4C/+6i/4kz/7E97/4n3Yq9VKJRhrY2OTEIq/2jPLuMQs9S3Kzigld6f1KMMdgerISdA3Qv1KqV83pq8VeTTKY0HPTjkZegKaZTdKvlYcH5JgffYzW5RihtBdWU2DvEFjrrkUnMoYMeVxTblPJWa3D5xRd4bRUsxMlpjCJAXTwuN8wnWg5uiIjGwucT7GyC4T9tJ279C5BbzDu9A1p/fJ0TUkYqjGhvD3HZ9XCp8TgsZg+K1t7j65kJ2IybnnY4xsR+2so6PSUVsiE60BoRQZmPTUt26srGyjs471+N3eB33bGFvgxbZFtueLYSNhmdTCecnXrnsmHR01dIFVYvzCFhplSSMPH4ZcDa6D8snRV/BXYIGygW5QR045OE5wulx9kVSE1Clej4WQ8VgTpHQn6APJNsmQAEp257h03KIu8GxB1vSdla7Y64Y0wZrRSz+ujXmaXVeL8r1E15DkPbJfiwOmSKlRdNiNyHarMDRAVEvWPDqaOGLA2M/zFxnmjxQ1P4MjMkyJC6F6e6E7I7y3N5nsydbnpdcuvNXjIt3kQHug3B2z/1CGOe60qHugrbVSa/msY0QOh9HdgXscWKMbrH1DJuHbX/2Sv/xPfs0v/+QbHp/OnOaZU20o4fLaWbj4M5/8I5/G91zXwC/XNRZUonIo+8IeWAGvYQOmb5XyvlK+FvS9Ut8q9VEo55j/LVO4WR+dpr0zrMJQemYyvRu29SjHxVi9s1pn8Y6I0VqhnZReU885lG3v55eQHEVrqbOasRWySyR0fdGlIogpD62x6prCFkfVosSSznAH08RoU/uaSODnagaizCSzu90dH8Vki3PF/da3l+Ac17AkxnmQeUSAMYuFOMxSuxjqjJjhHlM9ixPzr/fA6bcMp7DcXp94LFAGXSL7XEeP2Ueys82CdMvBXM7oIzLMZWCrYT2JTwhj4iQmTaKiIisq6QJLgR4MuFva/no8n13jg5cNrgIXQ6+RpZchYLnhHxMGbuNQSkqQBG6er8R8I09DkkGQnEWU4YmBSg0oazhoj6CuNYjY7tS9aNoNIzYLLWZzRh30o1KpVKkBNZwCYvKERPZEyHr0+Y8RGe2wgZgh+bqoRMJQ4ryMdFjfK9Hdhs8Tw/y5BcefOg7EI/rBJYx02QMnDIkx61+WMHHDB5ii+4xQOALk/vHlSIovA+aXveF7wLx/js87gO6z0wDbG5U+YPiVNk/8yZ99y5/9xZ/y9PRA2PtVCnHzGSsrV6688uwfeLZPbCOCZe89DWW+wFGLBMt9UuRRkSdB3jj2NLAH0LPjs+Ntw4qhGrNZLP1JbNRoV9uUbXPG1VjXHoHTegqsVzbfDpPjeVaqGaU5JSUsInvJ6eEU7o6Njc2hi9JdGVbw3mOeygbSw+tyqpWpVa71iklndWNIXO9hmnpBuDUHJEsvhvneox89xDfM+e/Hl+9xabjrRDnuibhtXIkedgNJ5/liBR2Ob2DXlVGVvsys04LUEm2RrYKuFFmiKvK91ojyedDpvnK12Iy2HiNAxtajEWOJrNKWxK6X2MR8S7zOSUepIIAkM2nRSCJkAzbB1gie1gkDjdHxdWDLQK5OWx1fB7IKujnFagwSlChjS44N3jumCruu9b4iC+I0stwM5kTQIed2W4kMTkyDhFE9gmdMQPUgiNyzlbxjwylDkUWRi0IFKyGbsxJkp/vAPPwLvHpgueVmxtP7YPTO6B1s3CAZDfacaI1nH8LmJSqGoR499fCjzXnPLn8qwfpjHjEELUvqApH/a87EvvPJtDvcRxIbc9EIqKUcc1mOTo60Rduziz8UMJEb4H6foe7O5SqBH8bv7uqwHcMMm32loepUGg/v3/AXf/nnfPvtN5zOM3MpNAnTLSOwwo0LF1541k+82CcWi9a5scbzllIorogkjlU7OglyFsqbyvR+or0v8M7hjcGDo/OI0aWazWoWmYabhaHxFtP11quxvQ6u1y0mRI6N13FlaKdLZ2hHG4zNqT1GTQy78iCK1AlvnaH7zdrpstBro8spSiNbwmxj3UJz14W+Rn/w6XTicl64lgudLaQ8OkXQSFb4tindXXuJjC20YmR6YFga+9adhcjj85ETEmNh4idxfe8zT2JhuwS+pTmJ0VfLhTZYE4fUUqNzRAujFCgVPIT7TUuYomTgCC3DSpfBZbmw9IVlufB6feF1ubBcLiyvS4w1vmw5S6kzumFbjuZMnkI0iDfZmZgdJdoUNtguTh0RMKWDbAPWQbmOKNVHlL4B9+SYXongJPm8u82a7NnrXa4e6yfJJxG8aGTvZlnKko09qUrZWS92AskIbwwNMs3CzteyG6iMGq2di2I1gji1oHOQloG+WEqlslR3xzaLeWB7xTTCLyF0l3u3TwRN9wyew9lHYJpxZJx3t8/P+oiSnHQO0nQiyt2+SM49IbGGMY5SRbVSChSL/t8f45B30pGdJb0Lmj+FV+yP3XuNj9Gm9QvSh8+zzGXtdBydGu9/8Z5f/em3PD6dEbdgdWVHWDvdFhYWrvLKiz/zbC9cU7i+rivknGnVwOtKEYZq9BqfK+3txMPXM/N7pX41KE8dmR2vsWsPooxzC10k3cEqYxGW1871ZePl45XL84Xr64W1L7z4Em5KE8jk1EnYVvDrK6s6TwqjaBhLTJVW4r13C2n2VoSu0QoZpgsOG9E9sim2dNQL01SZzzPrvNJbjFLGc5pfavp2DFGyW8V3NlQiSkR2Ceg+X2d30b4HHuWze+BH19+N2+ZZyMobGY5sWzrAB3vukzKpMEpnuy5hxNEUq4q3GiCLL2Gh1hTZFEuBeWyOg9fllXVdWa+vXC4vLJdrtEhervR14/KyMIbTezDf1sOBn31sQim3fmoJzwQfpKxI8ItjVtCcx6SroythojssMGeTw8FJJQL/7qa+9wEd5+jefELC2Sqd3hKWMiDVA5G6xZrSgCVcnJCCl2isSMxTBtnSqRGsPN5UsUJZY6PRElmgTgM7aUwjqJrQl2QXEJhHpt57z+cK0w83i3thzxQLaA3rNjGL4NkjywyqJKGJn8gof27ZJWTAFL8FTZXAA78E5t0dhmHdUMv2rVJxD0Nat1sQ3DOU/ePLsjyO203haZ12K+NzkeWueltw+6LU2++KMuhIUU4PM7/45Tf84ptvaEXxsYUoOrOazcNgY9Ulckx75qW/cLkal8uVZVkYI27qIhXVEQLpNiitoufC/NSojxU9G6OtXHWNc+GC5ix3RrSQbZvn/BZnXBuvnzrPP6x8+P4TH7575vX5mdf1wloNmZX6pNSz0mZlapVLW5h54bUsnPWV67Rwni9MtQVRwWCTlVEjO3U2kI4Tg8F8JVywLbOWUmnTxOnxDKuw0fGt46VEPzNRfsXJjfwkqotbu2Rchz0h0OiJPzSbt0WvqrTyORSzZ5bIFx1BpKu4jwiaPTYbKYY1Z7ONMiYWNsrY0O1KXa605cp5njhrcBJeY2jXUGMTY/XB8M6yrazXhevlheX1he1yZVtWxrIyNuPyusHIhKCHR6RkIiSAlynJRWNkN5pZ2satjmwzdQQ+WDphytKJmfOmTKXmOQoRvBeNbiC1xP9LYpk7IZM94OLHhrVfj2N95VLwPeu0gmpPAiZeu9ewg4tppaGnLjXbJY9GFYVRKF6CyBoGXeK+Cd82Tm2OoFnDoX737AyvgYFK4Nj7BogMpEiI/xVKiarUTGOsRwmyE43M9w8Fxh+Tw3/8owLZMxqCXTxYukKebI/t38Zg7M7QyZK6Zg+VNnDQlKHEyFVCh+dO0XYLlvtJyN1ahqIjsSfVcIgpBKubm2kxzXbJZO8kCYt0FT+dZnxW5L3y/tuvePuLt7R5QqRwLieUCgw22VjqlSsXNrvS+xa2X8/KeBH8asjoUe5oDKCSWtA6YU1ysh6gxsZg6wOuK9MpbK9shFSieAzIGlfwxfFXp79ubD90rr+78Pp3r7z+7hOfPjzzulwZJ5DHGm2bTwVOBlOWLQy2bXCSE0tbeJjOzDVGXrhCL53pzZyjFqI7xUuOJugOKxRqdFvYoNbK+XyGRfD1wrpEwHfVxEb07gZNlMxzQzzYWcdlRDBxiw8iI7tJbO90t6kJDI1hXn84Or7MQkrkI3JYKVGam4Jtg/XyifIyU1439HmlnGfK44Xp4cLzXHk8lQCVasE02gGjhzzsytYe8Mfl5ZXr6zP9EqW4r6G5rd5iowuXiYBTyCTJwdqtCg9ji2wN3DreoWypWY129Jge2SPwKRJO5NyRHR54bs9fU7Vcc5lGZLYVOlI7Auau6HHSSCObDCg7/iyQjlBRJqT5N9k04NnvnyRpPETxLUeC7GoHD7lXIQLpQ3uMxoYaxiZWnOEj5Etl5BiKwqahVKGApaFJr0T/eaIEmgRzgSMeiOxVZskNW7mf+nmb6ZUdT3/EowKMlrqyHoszcIkokWpXrq8rMpTWs9PHNe3ujW03pxClSEcIU4novBKUNB4dyfaVKJ3CICGcms/ywFwbW72yyIVRejjDuCJr4TQqtRdKTwOEttGbsdWNDvSLIXLimz/9ml/8+uuYsDAp5/mJ4YUqysrChU9c9BOv/j3P63eM64XTOmOXmeVvPtKWwuPTI/NrR/pKa3PIbZpS54JMNRjtsVJXR7eK1MZzv1AnqKZwFXxT6tqQ14q9gL4Y2/fO698+8/zXn7j+7gX5ZDyuD5w5Y+eCvYK+hPO3zNGjvrLQx0pdC6utrL7yiRfmOjNNE9N5Qh+E1/OV8gCnJ0XPRP81MTOleGNdrvgoqDhNI9P0MkMzaitc1iWaEQBQ1EONGeEtjFUC3/R0oElNYOoem1aKeMA0Aq0UqpaDPJtK/VGF0T2swwbO2jewEk0q7pgXrMf9MdyhhfkHnxZk2ijTwjQvlNOF0oT1qzlKP6kxOtZjGNiWzuqWZM+2bfRlsCyDseY93vduo5tJ7m5AvL/WspXDEEMA6RYttGv0Vleg+u4ZKbn5y6EbWL0fyo/7Nt9q0RzS9tbHAyAO9cCwIFTF7SAfEaOn0M3F0CIs1rE0AI54HuegIrgr1WN2egx/k8SWc0zGiK6vUkL0bjlBUjWmX1ZrlK40JspUoTpD7ZBotdLwvlJGJF00hTk2Tyc0uloL/TnGdkw1OrLGFnpjLY1tH3Gze0Z6klWUSKogdqKfmPvzH/qIDHMvqcxRi51eumE9sMzqBRtgQ+PntqfQikhOfJaCilEzUBYxDrGEhqGrSzpZz1GuKUZZlfIssWMXC7/BUw0DgJGzv30348jWPZNoq7SYu6NaaA+N09vG9NjQOboTRAq4xAjbsnDllQvPrHKlsyLd0LXApSJro/RCcaMq1HTY9ppjR3clwIgRqePqsesimI6Q80jDV6UsFbso9tHxj8blt8+MH5ztdyv81mkfGuVVoUuOABbGBr525GJYs2AYiWthy9673FPk21nKFW0FJji9P1HeKvqVou9AHyTaB2XQbTssu9Rj0WkNM9xaC1bvxdh71pdtoRY5T1Z9gY0ppGvGgXNGt41+FiyrxkYlItQ7WRlESCguh01ZkRDK444NzxmXcoyNXV/X6J0WoIRGdZmu1FqhKi/fK6ZQVWEvZ1MjaAZj64eGs/doaRwjOrnEwgikIMfwL2/xHkWVfRSvhdkB6oYPR7tgXak9bw+CCHENetGTdBnAqdZkwiJL2luCdXhWMz0HEcb33TL4HHKbGN+xtxyrBu3su95Jd4zej+tFQgojv1Ms8GgVyd74TIoLNClQNLpLNYgaAWQEKF9MkRHwQoZzmhamOsX908LDQCanp67YwyEEMwnstMBu1Ziyy8h0CUhiH6nh+5iK/JnsWeXd9/+YR7RG7m4ro0bpZSOnMAaFXUxDtjXC8SRsq+JCVFG6R/ldtFLFabqPi4hL2NUYxZFW0UeYnypldjY3ykVoAv05ph3O7URtheHh/FLrhHk6A9Xs2mAEztoLCW9yemi8/eotj28eKVMLrEgN04H1jS2oHlYuR+AxC23Yto4A+80gzSR2+zFKOYw36IRQ+dJjTKp7sKGLwhTsra5Kvxjj02D7EB8f/+0z8lLYPg76xwGvUHqlWMEKCdj1GJG6rfQarjpY3KSNE2oSs0/MGaMHE58yje1qlI8Fe1bsWpjfOXJ2unqYfIwE+YtAS0elTaBHkGKJAIARfcL9pkK4wUs7MRHlI1oISWKUTErMgCmlxOcMmiqxuIJtT/LQ9ue/2XrtPMGusew22EYE/OHpQE4s5i4C1zUzQYdPdtiI7aOEb/PRJfHRxFpNDn9RAHFhYQSOWBRtio4S4zBKiY0rB3fF4+PFxoYdCUa3jhIl9KEvvZNdkb30O3kaMMcN73fPYRT5sm451F1TgmoEteqZveZI3yTcTI8Lxf0J3XWDwz/Hl4/Ny0BrA624WHSzlRTg5w3Rtw3vgq7ERlABhaqFuTakWc64Sr2nD3x0ZJ2wumuSlU3TMFiIgOjJ/GMhzt8xkHiht88/g+FnAP/T//Q/pR8mNfAQLEpohw1Nc09i57eRXWeSYLgeJJHaiJGyCG3HrZKU6GqssgZh8hbm943Hd436AJsb/slppXKRTu9OLY2pTKzrNVr+GpiGehIT2AZ0i9bFLTKL1Vd0Vs5vH5ge59CLZdk4fA3tpb2w6gsLF7otUdLkOrDNohXPbjdUSSMHya4cXVNv95pmszgyBrwa9dzQqmDKdh2sz4PxqXP9sLF9HKy/H+gV/Ap6ragV1JVKObIsNUd6pw+N/mQJIqCNGAUweWOSFrN3dm2cGCaF8QzbOnjeVkYXti5Mb2FMg5FtceFwAzKDdGA4OsI4vFwKZa2MYTfMzDzZ1p3djuAYkhgiQGR5F1mC5myekIO1dIYXiUAKufw9sqHYsNK/cdy3Pjo+RuCiIzbGWkuwvh5Qjqf7jY3oJR9rjgRLXaDcEZBA4JPsiGzI6O6JSO8jpHQEw2x4DAjL0nCzvN6+s9qhhCiU7Fq0JIVvXV16J0XqPbpnRHcm+E49IEA2Bu4JRtm/I5G911bCzLgIXgNNjaFnOQ4jzbzFcwNJ85xoSIjE4OheUyilZqIRWGb8O+CmKkJPa8GaBNe6rtTFoYxgyifFa2bIuUlI2uGVqng3vGQ/+g5PlB54NdxVFolpqx7fuz++7Az8Yx//+l//65waaVPs/BgFo0qhZO+sCSxjo7jglrtC/keW42AUs+gMyEzECNPSTTsXXXh4e6b9aeP87cTD1xPtMcbejg/OPIeRrX2MGc0McFNEK0xgk4QhsIe9GM+GDKH1higs8gwztIcawVIi4xhsdL9isrDqKwvPQfawHdmHm6YXYeJVXo4swnIhsZQQ2z5HIIaBDgshciu0lxmlMLbB8mmwvqz0F6O/GNvzYF5PMbt7iRKHtPIqlNCuYahbYoBO1TnOKSUcgXphojJpDYLGb87a7gUfFe9Ot5WLWLoVpUlviRIbJWCKBpwNsR49/A7Ta0VrRdYYnWqQIvLoHml780CW4eKRZap7Mum7soHbR2afNRd9kBiOsZt79JCmjCDLRk7hjCw/QttO9I1+6wE/osqecULMg8qskoN4hF1NcZ+gSC5SuXPyV2nBVpsi+8QHc2yMQy3iu1wrD81MSZDIWn+U4O0hELZtO4LjjmMe7cKqOEE0FkKatvuRukRB6jUyX6lCF2N4SqYsZxa12EQl8WWRUDzsn3d5UtTpZGtzBiITqkcgdYkxiCqeIzsK2jTmPYe5VmS/yWOIBy4a+GqqWUpJ8fvYTbawxXKT4WjfjCCoqCYcw+f9/ffHzyVgttbSD7MHiVOtUMzoKOIj8DkJ6zC1aPevGj3HruXYyWsJMW4lSkg8M7wKozqchfbNxMOvT5x+NdHeQXvwkN+8FU6n0NPZ3xp2GfSu1HmiPQjyRvC3g02hD8M/DoaE9EGXFpPwTkJ9UOo5B2AxIgvTwWIX0AuLP7PIM6u/RNbpjluaAvQB3Q/bL8hysY/jayukrVjQi7YNylUotSZIq/Sl0z8NtovjC7Ao5VqoMlG6ZBtZQh0R7SJz8xjPgOcwuuz3rRSqN+ooTDIHqUSYbZiMkBKVAM69gJWwMNsX5DQ19KQsZkgGFc9hbMyO9IFuwvQY0yFVOyvZ5tj3oE6YQOxMZQodiiQeVjSIidSuBn6ZmeadfGjX2endejgMMbKnfvcGiCwrxd1ER0pBDyONI5Pbz5213LbjvyNI+E1+tv/ObfGlXaEaWnYSM1AzyewajYI4RoPIXbWYAGAG3x/1fu8EV95Nu2nIHqTV90omnudA5SQ7i3xnkAPX1CLY7vRuMX6j+yDUxyQZklmlk0SJcFjUec/Xtc/K2me+72ciFSgqdMkdL8fs7q+j7NZzW1JZu5ws4ZWjMlOihbgYo6x4gWVEdSipQFBPK8CUEKao8agQ9mv2cwmU90eQPtfcuYcHVtY1Wrg6sAPjR2uc564YF8ncYtckgPwwchBMFNNwwZm+PjH/6sTpz2fqN449LYxzB7+iZ0XaYDLlOoT171bqIjw8veH0zQneO/Z+41KdyzrYfhfwgF8FewkT4/mpMb9tTA8VrSm9KM7QzuoL8MKVD1z8I4u/xAiIMfBR8FWxa7/pzrIM5c701C2ySWrapo2BroJcQYsw1h7jhzfwF0XTH7EMpQyjWEkiLc7vuNPVhT4xzH7Fneoaci2gjEKxyqwzlRrtqxIyHlGNv12c8qi0szK9rczvhPK2M71V6gP4VKi9h82ZjSyXBlJjwJs2oZxbiKlzEYwcv1AsOlCKCriFf6SAlkqtmia+Jee97AHz82C5awuBEGv7511fqim4xoMgyICyF9EFyWmYsGtE7chGQnrRNOYlerYa7gvvmA3uuzQljggCscmjMWe7ZKR2D5gpobV4nSN3Ce5Ii7RHNwZajw7j4+9Bxq67Rb+TUcemoZGdVbX0kr01iuwUUXRUbWHPJsImg80D13UlVAGMCLJ8HqhvWO2eYscmpOKU5DBjY87RxBLpu2T7qzo5WzwXVSfkfCn1M99HVUQ2zghoYv+ZxhhFrF9jpPAIjPwo412z9Tk2dCeIoR3vhZ9f0IyAue53loJZsFq5wHcdpDs3MHvf+R1EnakqmN+yS08dVQFrzvRVGFXIL4z+1cp2eqGeBioLpTZ6v+DXhn3qrM8LJvD41VvmX03IN7D+YsSivXSGDLaPG3yv9NoZw2lPjfY0UU4lxMvZeuUyGH6lyzMrH/Pjhc3Cmk62Ei1rq8eM6rT/22c1l7SsE0vJwyZhxOAa+N8KUpT+miLeLuiqARVkyTHMQrqR5aanPk5K7PT75qNao49fkqo2SVg/HMF3rMeTQLPiWIuxsKdvjPq28PT1zPxOkfOGzx0rAyk9ssK7ZoToJkn/AIXaFBlK2WIkBCWuoY5IqMPLaB9IR7RU1sJcoz0xMqKSwT+IwHKHEe6HEov+8CJwpaS5tPL5aF73G5Yag+cSY9zhCM+uMyMysaOdMIX2exsf+2O4Y1gle7LzGuzSKfU0Qr4nRvyACUSypE08MCRQsTnDkYAeXE+8Dz8aL/ay87ArswyYlRw/K9kuCp4El7ulOUmU4112E+tci0Vzbs+PD+HzTG3fwD7rwEqVQJWQ7DlgHhukWJp4mKJD8q+Guztjf/8dU8JGbjN0C6mV5DgM79GIsAdLTzHpQZCpUt1yqukNO/m5Bcr9iE4fu+2Q4tEhY93o66BbgPtNQpsWHT3BPIoY4sL1+sp5fsgdW6lthrKxTcabbx6Zf9mYfqGMtxvr+RWbnmmtoxqtZe1BkXcP9Hcr64eF+jQz/arhv4TXh2f624WlXZA3zqSKfGwsv9/wU1wYTjA9lqMcL60i4qxjpdXOa//Iq36glwubXHi5PMPaYDTW542P372ivfA0P3KyFt1M3aGEO43UyKJsDFhBusSkzBI4li2Ah0j4rKfAXc3oW2SDRu7mJRZADNsyhqbOUaItVVRRvW1KRSUYW6nUElKr1TqvtmClc3rXOP3ikflPG+dvJp6+PiFTZ4jTpSMSUqHSlVkaxRqyraxjIKtTh6LaUI2RxCJOrYo0Z+tbjCmgolrYp2c2FWqLgFmLIFoOciOE6sFC++gHK9xaSzf32BC21TJbDB2odagS+js8CDgVyczNuGWlu1KUnKGTHSvScs5NbkpSbuUsHL3q7nIMYIwxuAZuMcfoYMGjSpJjg7iJ8SGShBAO3d7zvtCPDC8zN8t/D7MDw7zfRPaSdllG6DNL/p4aphKSmsNkO2zUjudQSQON9JjMzPz+2BPMe8jAR8jSMEdqOhJ5EHLRY35znfI+GOLMcw3YyomN0MOF/maK4+HytA58AxkNWaFfBtunhZdPV+oa239YBsY1Eb/BJEIE0J/yvrw/Z3/sQJoBM5g3dyLDNIixsgUl2UJgr2r2mz0OQ/d5zh74pu43TTVkcvTBGefONnfG6YKVKzSj+QZTYZw3eNqwrzrlNTO6rzv2fsMfB+vTlaUs9G3BHhweoTwV9MGx1SknRabQF973MEeb4MogMMwrz1zHK2NsSK/YAv0V/DJg9eg6khIGt1luQpZWWMhqLG6a2gNrRApYQBBRqulxjnaMLmRAsUB3B+p9Ye3PrknM3ONfBUWLhptNUYZ2rBhSnPauMH8z075VTr8W2tcDfbMhdeC2RT/vcLRXtheP1NmiC6mOGrScA14yePgdO3LDpXbpeknWtJQIirvzED6o2m6PT2Bfih4LuIgeVUmw6MpI+U1kbnaX/eZQvHwpAmi5d/OxzFQLlrZmTmFkINn9GCUHbB2YdHa/iES14PusdCLzhl39cQt6u3T/jusJuEb+4T0n/5C2vkMp4RoqBYsMGklTYCuRVUpaqemO14ZZsB+jLW5Y8fE5/8YuWVIIMk/jMwljiPtxHpDQmiKRkPhq8XcqkTTlO3cLrqCL4ZuHld1QfDPs1RmvnX4ZlC36zDU9TeLPSIIPOxacr0/1WDf78XMJlrB3+nicBDfJNrUoJ0UMKRokAZARgdv8ZXB1aqs5TyT6VqPUDHxMz9EjrQ8DnweWFmiUkXNIFGuOnwf6FuqmqEH/uqPvBH8z2M4xTdE8mLdyUvxETKcjZD3lVGMucq1HlwkMhmwMubKOZy7+gXW8xgJYjfXZuH7YWD9t2BIjhPeAWavkJEEPV5lYWeyzaiTUzIdsAtmxspHZTJQvg8FmW4zpyJJWDzIk5CpFdnBd4rwRgvuShr0qIfnoZWO0TnlU5j+ZePqzR6ZfKfOvhfKVMc/R3io9HHJ8b89clbHU8CscJcwWxsxIfe16FxEEO5QOB8a6m6BozsUpt2C/Ezk7tqekn2mW5eQGsAcol7BuK7aXnB6EF2QXkmSfNQkbRIcMKV1KoJEkxDH3NF3OzWwkkUbsAbuT93G298Cyp42uB3n0+TnYvSnZlzV718m/KwTeY5jxhHkf3S34A2uU6J5D4j04ganGCF8/zHa7DbpDx4/2T4QUfAdZFcPrUi/rHCYeJJkW1yjyx2hDjffkbphIklwBb7hI/H2yqWKX4Glmo/s4X8JweWyDsQDd6KszXo3108L2qWMr1A7eY20f/OGuQBCnCkH8Bbh/ZMf3G8DPAdPMgBkYTSw3TxmKRxlloJraNKKkzLUdi1uCEe8pixDZxRyd2qA8KPOTMk4dpg4T6Z8ZN3HRiqnjZcBZ0LeCj8Hr6Zkxz3ByrFmYvZLGvqWEiL2Ee3p7eKTNhdJ2S7l6KxVsw3Vl3V5Z/JlhF8aY8HWwfFJef1jprx4SIdd0KkqCo8DoI2zFJITDuw+oIqjFlddaboD9bl7BjkvZMZsoICe9ZUI5c7zILTCJBMGmCOoltXVhlDEksMn6Tjn/svH4pyfmX0H9xpBHo7aRozWATRgouilaCyuC9A6bUXoNSVF3Rt8jjwUptBMG+XrKrlLeK47sEhGJctLdKeoHQVIkdLj1zg8VYnGOxEJbqVHSdglROj0Dxzh60CWvtTihwpA9C9sZ8mDNO5oOWmEPjUjOjgmp2A4LRCdREENhG7dXIfAZ6CgH4MnurRCP+BwntB89/sfHH2J6778nAYrHzCgJOVFgsPE1wzGNcbrDnC7CEEAUKyNg2bpnkyUZ/j17V0IQr3Bc2+iakYx+ph6D5vCsDj1/M86rCDlYLc9Z2se5hXkwDmPnAK5hJOyLMl4G/XkwLgNZ4rFyjNi9aVHhllXeZ5f3Zfju8vQlJv7HOCpEhhHsZJaYkuajqXuTcpPX7JIN31PpFPr2xINKNs87BqVT50aZHatbGDZIzA/RNP4tNExPDFH65JQHGH3jUsCKMbfGNFVEzvg6gn11YWFJNrczzaEXOyzhJMaomi3BMNaNwSU0mb4xhtBfOy+fnNcfVlhjVGrds4q7ldEZzCV21sCTQqYdu/RdCeN2WN/t3qGSIyOalhzedfs4chAP+7KjDNR9zOruMRoSl803KBs6G6evGg/fTJy+UaavhPYoyDzCuksyO/AW0xPM8VGQbWAXY7wO9KroJvRN8NVTgBzLSbNcQhW1yCrva8+d6JBcWMfGl6+9arDnTTPDLJp4XkiaIvMvUcah0WaYWY+UyCA1A3JJGiemQ8bflz2ISCqz8GiJzJ9FKUmUqJkFj8zd1LlhZFkxiERbrpPZr5PBShMXDFzPjuB6k1bFs3++gL/sXooX9nlmuX8OIk+AGm2YOxSimhBJZnTD0jowFAxDdrg3fn/P7uMC3r24rBJ83CAO8yBEh0VjhytUtTTwkDwxftOciuI92iajRzR9Uwdh02aCL+AbIaVbwyB7vBp+FeQq2Jb2f/trhFgz+7ngc/eqn/r6ZxUwR4rRj5O2e9tJdINYLZQ7ds92EBtwKTEojbgAoiFPGWPDbI3Sp8DwDWOjFrIvvCBeqHaiyANX8bApO4UfoZWFVhvtYeJ0mvD1HETLBFtdMTpoR4sd2CUQPdDsxIAz2Biy0sdC50rvC+vVeX2G5++V5x8uhGG30koN52rvURpmt5BJLNCY7xM6PfOUSfjIm/nGgju3zpUgx0KD9pmcZr8RcuywYkgK/2ve85pi+nCbMUqF9lh5fD/z9PXE+X2lPDnzrGiDGAQWl9UsMFMfcHm+cvk4eP1wYf3YaVtoO20b4TxuEiRAMiLH5M8sxZPVYbfi2/MtUcnXHRhs1Wgnne7MoyFu9rEzxJm5Ni+YGmIWFnGpewyMMKzglP1e2auW+Mt7ZY5ANcdKXBNJXWMmmNGdlr+3tx/e8dUpHyo7vJp99KE5FXV0J1PuQFVTPZJS30v0W1FxHHGufnrRfabTzCDle2atjlicGw6lj4Qgn8g+B4KPDlqwEprKuOnD5FnjLkX2cRBJ2MRIF3Dp2Sffs9VxitoyE8DYbCK7NvfMRkn/C48ppsMYm7GNCJC+OrYY4xqzjOwS39udm+7v/8Bd/35g46cC5c8mYG5jxA0uUe7G0PrcktzRKrf0nH1kRfx4KJTawDWE7wQwbx5BKizhBsMWbIwQY0uIhqtNVJtocmazBZF4HYtvjOpog/N5Zp4bokJdFaudiz9zHReGbYkzSXgLwiFYdo9B8yadZb2wbK9sXMPh/HXw8YeVD98VPn1/4XE7USwkJi43VrYUQSyF4nt3gxSwgaUxQdj3h5jYxu0m8ANnOxAwIMvWFOyWUiKr9WC01e2whxPhMJU1XxF12uScnhpvvzrz9usz7U2lnI1zLQgFl8E+uKyb0bcNu3aev3/h5fcrP3z3in0STsycZI62zz4QKbcZ8bndhP3Wjq3CwfrCAS1oai5VQpYy1xbdELVG6X73zm03DU6M895hPP6q3QwoxHd/D8LYI+UwTlaUmVG5gwqTCl0F7dFh3YnsPgyxM7skjDA0M7UI8nsyluYgfpfZSpButzlSGVX1xkbt/qBjfE7/3Jfif19g2PWgu/P53pfv+X3BQUYaent03FgENiNgsxiiNwJ/3GU66awu++a3kz/Z/45IDiSLMrj3ELyXEuJ385wCKXmuh6W/ZfzN7jE/a9s2+maMxenrYFw7/dKRq4dV4uoxKmXc7oQdIokq645kPAiqHXPe7w0/5t3vFdgf86hAZgtEel8SX/RwKNnZxyMz0miPBECijdJq9EfXmuWXOVsfbDbobtQBtuUukwvF1Rk6sNoZfcFkZZULax2sssQOW8+0SWi1otYoU2NrK4MlvCc30B5thXuf745XmThDXxnywmX7yKu/cvXOdYPtovQPgv8A9sGQLdreXEvesGAq1KKItRC5o8kkglh4hcogdGjd6Z7O03IDqm3cXtPBUma5tbcvqkoYieQFiUFeEVDipu5s3tnaBTt35KkwvVPObyfag+JTj75giTIqbkQHE8bq2AWuPwyuPxjr946/QiukBZdFd8ueVWWGKVnGhgNRLEQ5gssdvllKODtZEDe1VtpUKFoDC3NJ8kuTNThyUw6Dagm2N7lvcrJUVpe3TqP4XRCtuHWEEFxvRP+zEIL8rjH50I7zL4exiFBCiJ1Ut4QnXFQlO7qiadMmMd53z6wj0bNDHSCyi+hzSiPB3Ksb+5AxE412UEnYNM+fCTnHJ6RBwxx8HAx8kFVyTKncYYD4a6F5FtnLZothZBkwqyhdFaVQ0xFKVdOJDMTKcR8WgoyT4kgJKzbXIEstg9rQaGdFc6aPRIXpW4xRGQnrkA5e42qM68A3j4owyaadQNuRDdtLdIgRz+KHbAoONdV+wyVUKBzlwB/pCAFmarq6Daz7IRgWCq2W2P0tDC/GuAEiQV4UXCqGMM+NovC8LAHq18LldUNeKmwVWYT+OuBhMJ+EUVZeLi886sCfHDtfWcaVvl2THT1j2ye8VtYhrF7YpPAiwmU45WqUrXP98AOvzx+ilGfwunxCmsL8kef1b/nI3/BaX/i4dtbrxMv3he/+31f6/6vy9PGEjZXujm0SZsaqbOvgOsqBN8rYQX877OX2DpLNBpZkRHc7MMz9N0JuEzeuWug1fYTf4yJGaxGcJip4Q2TGgHUsLHrl2l4YjwunXwrnvzjx9O2Z+U2hNWVUo8xhSoFbZAO14pfBdnVefxi8/Ma5/qbCD488+MzTw8Q0BsNfMSyc5ntskq3UkKmUEe/ZO5JmGqWQfo7jKJlVhHmemFRoRQNvLPviiKCwDQtP1O6ZyTqIpUSpIUOPkjGG0OWESXpWCwDK6BG4JkpsZnTKGFyvF6iOTY7N4C3C7rZ0thejbnAuD1RqbOR9YC2kSDaMNnI2uGb9JBFIjBaagczAxQ18CZG9G0rHCtR5oiNpHBILSzJDM/eYtijgrlGpGNHQoCmL0jDkZaS1miQEQmCE5haiNhWaNqQYI+GfjlNaZXjg0I5QvVAkJg1ggiyGeKE4ORkgXuOePG/LNTTCtaItPEVViLnuRCIxrDN8Y3g0XN5GFVvMP++dbems6xazfkbcG7Wkt6URCYdDGXJUJ6jQGQy9TQyN15abt+9NDqBaOOzf/khHYJh4YJRCZpd8puGCW5ZZ9Zbu70PJVAqdgVjcLVEgFvq6MV5hvCi8lHDqeRjoyHGcRdEJxtLxFiW4DEN04H2w9Fcur8+IzfTlgeuLsHwyXp8768U4b1B7Y3vurJ8WlteF+WmlTNGhYnzPhR/YSswcXxfh0/ed579zXv5uQ78TpmfBaj+Gl6lHZ43u5VxmX/s52EuzndQx0SyfSBIqCQ6SrIVorRShWDKBecNWd1SdzWO8wXCna2SwN6enwZgceSNMX0/M7yfaU6FMQtlTknLAXLFobWPpg3VxtldBlom6KWxO04kyKiprtkuGXMckjEd0x9XydYRnbcrEJD72Ej2yxOwLToeqeEUxF+q+5AqoZNem7vDJPic7YCCRikin4Hv1x4EBJEN708OEzkXUqGfgocKjoA+CzsT8+RfgFBi3Xx3bOqoBCXUN+VKtTnOheBi2OGAaQd20ZzEveIl7kyzu1TXUDUenUpSPvpOlmUVrmqXsKoHI6rOdMTHB7lsEDDJIpB7SjFBI2G3zHXvLbuwwcXpMUUlheTJxKh6wR0rTJKGeYsDhOBZZ89jiOoxMmCKI7Y5IhOWbC91jgoW704cxMmBuS0/f0YF3P+YFGc4mHk0JuXKOttdjWmRUuNEQEK+9ZHYt2b66t6ve29L9sY5s8QkMRfd2KEjQN3EmCuJO0ZyJfOi6UkhciQDYw/R3MuE0Kv1SuHy3cvnNGiMXzi3kJiju4cDSRKmuVHXQSGF0COvorOvgw8cXrp8aet3oH85sf21sf/uK/zBgnVCpvHz3yutvFz5+94yez/Q6sdYO8omXfmXZButFuP5+8OHfLnz3/+l8/NuN8/MTj/0cCzm3XVVPx53IBneZD2SQuD97Wf6X8uNdL9hk47Ackyg0VfWQbZGdPbUKmzgFQ3rHifbQzTu9dNpcOb098f6bJ969f+L8dE4ZlQUop9nG6ZHljM3py8ZyWblcNtZ1xcaE3N10ntpFd2E3pz2gF9Vb55GENvVoZ8zyfNdbhrVXzfdU4kPKZ+xxuELdusTcw4gkHFdC8+gZqIuGDlbFKeyjMSJTveGig2EWzHkR5q9n5q8qT+9PbE/Kdgrlx8unC9v3G+tvFvpvV/rqtHKmSsMsJFC11iTdOi4jZr6L4TqQFIcXaRHwdVdQeGSKTJk86GFG4vs7389nBjAPmDAD34jOMexuA8mNqKTA0gWVUF7IwR/sXTvRfRRSnMhywvQqXeMt7dY8ynfNx0uevV21oB4ZbrfwZyBfn+Ehkk9FSLdBD1loqC7ciWnC/RiDIrbPjg9nhHu/zxA+7xnjXnWnlkBBulKSZJKM5BEw4+tW981n3LWZ/nGO+uU3Dg1cupYkPBbdOzUxyP3BLiCDqTrL2CDlA+KN1WYulxXDef3NEvZUD4VTbShKMYHHidoqDQsMQyqG0WWiA6/LYHt9xV82Ttc36HcXxv9qbH+zIJ9AbEaLsP1w4eNvXvnur3+HnYVzm2m6gn7Psr3wsmwsH4zXv+l8+J9f+eF/XVl+70zbGVFlHQNsIBLaswiaGQwo9OwyCcwnSAGTxBuJMnXkjrpjlt3tMK49pCySrV+7P+SObY7opNncce/Bgkr07DownWee3p549/4dj29PzHOlVkeaQAldrIsmCRUyjrESJel1Y7uusCnVTygltYzRXuh+kzQdInUpMYys5mgGL0cJdZM/3QbXaQZWtCajXA4Cg2yIkIQv7rV4Ozu/S5kiS1WKtlgcnudMMitPDawTA8KkCPpQefzLR+q3E9O3bxhvhO2kXKzz+MOJ199d+Vg/8rwtrK8bxSeKnihbBJomM9qy91y2LGsHJlsQLoCwoZS0W4vxHdBSvpUk3Z5Nq92E/OTi4bbR7uqII+NMjFGTgPGdST4CZOK2+fu7WmNffrtG1zLTFYcmGjriDFAlg9aOo+9u7tFG6umA1NOoOeYgjR3LR9l6+JZuw3KMyE0F4h0efIqpCAgmJS7vrorIavXHYc5wD5131YKPXBNj11zGOkSDw3Dd1+UfJtH+QxzhuB5yufgowo5S76l8sKa7P2FmW5YLQjZaHXghZpSPANlPfWayjTJWXv9uDWfwKdyyH6wiY6J5w88l3H90o0p0gegojO5croPn11fGb42nl42H3z6g/1Ypvxfq9UTxx1hAL8+8/O2Vv3n3Wy4PK4+nmUkNLR8Z45nt1Vm/g+XfGpf/eWP52w17blFGEJgMO7R2+/Lootgzhb1D4VjvuYv6HhjZXXLsZpCbn28dDXo3hz3Z2ySHVCxv7L53XOIV2rkxP83Mj406K1INbVBqjJs1HTlwqySwP7CujAX64myLUfptxz9Goga1EqWPpnl0KYhpmoNEwAwu/066JaTXZj6+tmByNWY7+W6iIRGYZe8TxwENwXuOTNj1n9VvGXgpIZzWXJziQT6qAiUwTSfGHut7aH8+Mf16Zv6TCXtUyhzaTv0+8PKtT1xfKv5pY1w95ssNRb1RpKC14r4lhNATByT+beGZgAxcKk4h6vNCTMSLTLfIPs/dji6iWzfX542UnwfTnYQK3FMSu7sniFRLYpscHVNkYDUxNMdC7G2H6iVF/7vIPJ8zSRjf1RsJQ2w2GOlNOobRx2AQMAhq9K3TLUTp0eSi9P2+HuFUpHB0JUUim3Z0uSHs+L+kWmHHpcWUJjWrzttGUFT3YoXdjT5w888VCf+hjwyY0ZlRaz0yy8C29uC4z9S5zet292zkHxjXHFqUpqujoUMpXaErz7995WIdFeFJHnhjJx76zNg6/lR5dy60HMnZXHPEbWPrncvrSv9+pX5Upt840+8q7eVMswqlsqGwzXz63Ssfz/8bn56+593bB04Val3QsVKvhet3wvWvYftrwb9X2tLwriwp2cmrDOzi5mx5JMgvkwRfJG64CJ529/jEEfG4Acegpw/i/nMVwVRpmWEioWnz4tTMqsyDWd0ZZCmEk/VUqFN0z1BGGAS3ZA3VwwrOW+BdmzMW2K7O+jro6wgzEQvCwUeWW1LCxVtDhH9kjcToDCXIHqV+hh3dZ5gqFdF0pC2aX4c0RvZSDDJ7jBOnzg0X9nDsjw1Dsungrtc5NzPdgd/CwZbWNzPTt0r9tlJ+VajfFtZTx+tABUp1Ksrj5cTy8YHl+4F/Z4zVqHVGbULRBM8KTmU35NB9rOIe/D2IpGxuIWRcETBFejLr++aT5wlwbnrUgO3uhPN5FL9hvDuMc4i600FIc8PV+EecVffI+tMPYFeGlZCPhgJiL/lTZzssCBkLoDElRIMwdr4pC8QzZx4SzLqNhE4T20+oARf6WBl36hdLk5Wwv8zR07uELJOEUHI46iUleyEzCkadOO+kgXQSWn/kWAnsAbNIfuRi9njjusOwFnO67wNm9JECKKsPjB496N1hi/ZzH3Fj2wrL85Xth45/1SlfGXLtTCen1crjfKJNlblNFJ0YPtGl8eHF6LaxLUZ/6fBpRV9g2kLDeMW49oFQef3hyvfle56+nrn82ROPjxNt6rQuPDw/8PKbzuv/1tn+BtqnE7M9UFC2sdJIyUK82+iWScwpdvXsoEkxsowsjfKGVMkbSHfCx49S3D0YRIhdM4xkPXRzabhh4mGrJjVv9hKkRy6SoQZpPSYFSqu0VlGNEqmkBEZ8oL3hm7NdlfXVWF5W2EigP6qHuPcFspyOMi+d9LMsRz0divRWVdxnxnKHYYoc+KXrDtT7fiaS1MkMSm563ogaIxUZN22VHOW5J7R3FLyRVRXDJ9A3jfmbmfKNUH9Z4L0zSsfKkq/DKKszfzvz9OGJ9e8GLy8rdA+B/WhRXkqPBNgUYY6WVOZg6ccI6die9oliafZBYrlxbUnsOzH/hLbMPeGKXUuoR7ZoEvrT6iUGn3XBLecsYZmZ3SRZJHxi7M8VpU7JYChJtux4qO/QS3Zy7aSgpTt9rGE/cMtdFhetk9Gau9NcxSVaWF2O6yc4UtKLUyPY2d5SXYKkC94jK5scBLdX1RG0NU21ORz3JSGxSkgbZy1R/UD03f8RjwiYafhad1JgR2OJnRSx4Bb2zg+7YRTuxmJbaNFEQ4Q7AnTv6dx3epp4OSmjDpiMMhvTGcrZKeeQXZScl+2lojgbL5w/bbx66DRLB9lGzA3XgZfBVRc+jYVanJfLKz98+i3Lp4q+vmMsJyYK8zYzPlZefj9Yfwt8r5yWE2d9wGvoRY+bbD9MA1NNPJJSwLODJKEIt9vPawLpex1lKS2CuIH3bh/8NusFiIyBaM0DUOnsjZdWoHkBCXmHCzFiooTetdYK2mE1Sp0yK/Cw5tsqdlX6VdiujoyCDtBd7rQ7ikdeBGw3yIVdtH0Lnip3rYeeoPxOEB2Zwx/uwpDMOI+vNc/VLsFJqVG21kc3ECnnyhpvN5h1CccnJvBHhbcT5R3o24o+poZQghkvppQHRd9WTu+N+rbBvDFeoxmjSmXYhkj0au/4Lj6hqY2EjtkCZGnO3tEmGCsujmgOYdMde7tl0GU/NwTO6QehwWG0MmvYp21+IwuRGvhl0ZTS7FXMzVXpuGXTwd/H3tmU8IAlCZWkWwRJPxzgA5IaR+kcx06sRUmuRNkf94SnPwLxPY9JBHpShgykSBjWVNBWqa1Agfl0Oq57jDi5W1sm2OI52jt4EOuhOAliKkJRwWKUxs9Bh6ni1CLMrdJayzQ4HVYyWxATjmFNNabq+SCxqRPreMHFKKcJc3h+/sQHe+F6urLVhV/8+g2nf/IN7U+hvh/Mb43paaAzlLPQHmbm0wmXxjDjsRW+Ohv6dub5UanfrWzbRsFpc0fmFZ+F6W1l/f0rj+eZ9189oW82yrRRTxOm8PLxSv9Qef1uwz7Ak72h+pwO6sL57Zuw1R85kCvxNeLEANzaG/cNQ8Ibc5hFsDvct+OmCznG7etwxd6hnYMmPAKMaqWVRtUazLArxmDpC7ZuvG9PlKnR5im8JYnsocjEaQ5Fgae+ToZgV2O9QL8IsjX69cqUZVrM41FKmRi6MUZM6wwRegOLjFgtjDIC3F+PrhFVRadCay00uqXGCIfdwXx/j9zeY8+Nok4t8L/eI7ioYmOwZU9+Z7D2DRnO1BqzTpRSeH15To9T2MaGz87Du0eefvnE9HaiPAqjRHOzFA3vUBFozvlpYv3o1HNlfjvTnjbsNUxVXAd1CENXrK8wJoQH1Kcowc0w3xCpIAtaOlI9xhMrbKPHtNGyB0ql1MbcJkDpa8xCP51Ot2AvdmSYrp6EjO79cdGs4FuC6LdumMCCU0aUQPse+Epa9+3zyEVSCuVJkPX0OvBAkbbEKsfILqG0HCypTxOPtW0jxhwPnG1klVRKSKA8/ErbZIxTp55m2mmmTgWZKrU12mmmzTWnccZ9Usrnvp0ihX7t9G6sl5V+WdiWLbqGrhu2WsgOh6Rh9M8Aw5y10qQwl/1NxVZvxBvati2n+4XD8t55YIQtlFOwOQZxodFqucw9+lyfhK/+8i31L5TznzX020F5tzG9Fc5PMFWlnSZKqxg1ZgetSr067TIxXVa+Of8SebrA21dmhdoqfipI6zDg/FB5fHjP+28r5dcr8mcb+iBclpFylor2iXkYaiWY0aL0OqhTUBqmMcit20gzhsRpJQ0Z9hJrN629Cwp7oHTPlrK7r+EO5M8aP2ZL69EiuQ+kKrJnrqlXPEbOWhJQuxOTgwch46LMUljHYB2Cd6EvG+uzcfm48fzhCl0OgJ+y42VHkfujm2LPMTRJMD67wW+uSntP/CEVEY5N9v59T9MUvemEo1Xpnf76yuvrC9eXV96eHrL1VqllDtzO4XJdsWVwnuYQw6tjpeNV4CRwLshjOYThUpQig905CktFSwGaMCawB5A3ErDRtjLWTi09zSF2fWPgal4KpSj1VNkMLnal25We+lEP0J1pmqk6UVQYY+V52ajSOE1n3rx5w+vr63GWCyX75vcMc3c+z4Brlt02+9XR4w5z5CDJ9uYSdhMNszC4jhMfm7pHJh/3UhbRhwY2LmzcC344O2X6eHefR+UYBBNoFaTWsFGcCvKolG8UfVROjw9M84zOhTo16hQbfJun6AJrLe55Pq9Oxhrz4rdlZb2ujNeV6/OV9WXDLhs//PYDvgz6pTPW7d8d1f49HplhBtag4lQVtEiSC1mkFVhHZ/Qt2wTzwuyEISXoXHOGGEtfWXyDB2f+pvH0j58of+60P1f0/QaPMD0Y9RS4j6mzDEfHoIyGroX5VXl4PmGvg35Zg1l9GDAp+jDhJ0fZ6OuVr//ql5zfPTH/6hH/xYXru09c6xoB/TRhFvVsY6JJ4VTn6OaZB6UpNbPoMQZrF1x33Vn205okYJ83l0OMUAg5lI39JvRDtP5lpw/cQpOIQNG0o7tJSvbHmHv0wafMY123Y7Klm0YLpCnqFbSGTZwt+Ab96mwvcPlkvHxcuH7cmHpk7aN2xtAgPyWMFUz8aEPbiRcym96H3Hlml/sQr3JXuu9toOrjJ8r0vE1qZds2trFl54jQHiYe6xOn00R/vUY2JwZNKLWxTx4t1mlaKQVMRuDF1ZEGchLKw0TXQdFC83Boxz1KVgtBtapDG+ijMv+iUU8nHseZshT8xZFLVFmjhhNWH8amYR0o88DKK6M9M/QVly26qlSAuAbXZTBYmXVmKnP4snrMqrmul2OxKXleJYxCPFOtQkkldPa9H2Ye+6YWZrNxC0pkj0nauBk9A9w4tI+BcVrep7v9nbkdpM79BxY4+n5/BpbIUbZTLMppdaQqehJ0Ljw8PSBfFcqvFHlXePv2LefHB6bTjNZKnWZKKczzTC0TU/oM7ON79423W2TKYwuC0l43ri9Xrp+ujNfB49/8jssPLzx//8L15XY+/xhHBMzhIeEfsVNhGrIi1XD3rgXfjE3BtgwOmmB+DRatycTwzsZgXVeGbpT3Svu2Mn1TkK+d+kbCMX0yrFhYwnXhMjbGtrBZ4WSVclX4QTn9rtG/m/nwdy9sFwsc6M2Mv2/IrLFIlyun/6QwvXGmt4Y9bFgbUAQ5PaDv3vJBV0rxsIubJh6JUm89DahCzZtjpPFwl46MyF4NQWu0tJlZzOnLIWH7seMxJjsGdfsaOIJKlFV32GBmmUUTTbQccbuD4tlJcb1eWZaN3mEMQTu4VcRa9qI79MJYQ3+5XmB5Nvpr9Pva6hgd8zXkOWXP9ex4faRWLrC19FO8b6GTz7PLm3en5+ZBMOUCJnvvud64tCqoRIvd1jvXbeG6rPS+8dAaa0p4XHbnSaXWxvnphF3XwARtwyy9If+/zP1pkGzped+J/d71nJOZtd17e+9Gd2MlSAAEN3ABSZEUNZJojSRai8eSKWnCsi2H5QiHwh88HzzhCYcjxqEIR3iZGY88skVpRFoLJc1Q5IQWSiQlUSJpECABYmkAjd7vfqsqKzPPOe/qD8+bWReUZkYzIRI8iOrbcaNRlZV5zvM+z//5LzpRXFuW6b2yXDi9WjZyUBSJKARxX3GnhiUrVuWIlV6iJqiXnvBWIV5FpklUNyFnxhjIZsYuIslc0h1VTs8sy9UxznUoLLU4VOmYHs3sHo1s1ltiSRz5I4zWpCkRd2OLb2lpjUoLxqn323mhc1FrCwS7Zmo8NsQAmtoOpcP91hY3JXOAk2ifofxDH3iT8hld/7m/b0V6undCQu6lPd6ZBY+nmXJUrcBKBIwZFP7IYk899VTjzhyLGyuOj4/phh7r/AHmMcbhjKWzHc7Yg9/r4WDV4gJGLpRUIFbinEjbSA6ZG7fOOH94wfnth1xeXv0bKXz/fS8L10atFCmcxaSm/RSwfs+CEY5ZbeMPsiXUoJtqgqKItVBipJSEOXK4m456VKmLQu6gNE+DXComKFKu6AhlLszjRJgU+jIR7yWm2zPhYqIrPTnBTmeCKdQu0x9XeqOE7P70lrlP4EaUGTG6CEG+dmjbEwZL7hSqy3RO0SuhUCmPPMhRup6s9k7bGpr6JRUwRgulpNI8MGmn8ldNq//Ka0/iFQbGYwFg+4LZ7MtM6z7k/7QvspKdNM+ReYqEOVJjj8oWVaVgkml0rkSJhThppk1mezkxbhI16sa5LELxSJFsjejEjXps9b3HV9trpDED9v6H8nFfY2jIsqZQBLKoYv0mlmcGbaA0AvtuGtGdwXS9+GumTBijsCiyPKR7/K8aLZy/GOirwRnTeHp7rgzU2lYVOpG1YHO2GiHY4+S/bVt6cVSP6EHhb3m6I8uJW7K0S/IYqA9hqCdcvb1hnS4Z60jyUE4i/hQWNwvLmx2rG5pbTxxxcnLC4E+wrLD6mL6u0DvPO6/e5ZVf/yJ337jDZrchqcJge5bHK2oQmpNVrm3SZWkjdatZu+n2/LWkALn23MR9MWysDEAMn2WZk6sobw5Wn1odSPX7g1pEFfvvma9vzj1boXLgxtbHivAeViq0ZZvWYArGGmpXMQuNP+3wpz1HZ0ecnJ6wWCzwrsdaJ3S5Rk/rTScFtJHqdYWqFcZ6YhE5tNAVkTp0KjTFGzdPOH5wxHDUMZyfw+V/a137Tbskl9zaprFtH9ChaAogjYasE8pJbg4aajOGrUrhsqg7sqpkJO/GFNBHFX1UqUOm9kjKYQuWMgVSrpigyQnmdSKcB+qjifJOIb0VqPcTearceOppdmRGPxHjyBhnzoznbGVxK8d8tEYNAasynS5Yq0ELzzIXxdHREXkJqosYryVf3oI3utEg5Pfc74z3p5/OGlMLWotDeK5STLLWhCQxk3vbO4kmfYwzRztY2hstGKWWUcVe+0UqpZrbDkLe1YqsxH0coDQwfNpNjNvAPGfcwqGKpWQrYydQsyZnRdhFLi92nD/asLuaIWT66hodRKx0SxG/ydowLmHvXG+/zf6FK3U4EL5q1IZrF+x9I/oY9gpJjBSULHe0M6SU2EznjDEwpSBOVggcUEbxQKXTeD9gbVP2ZDlAJDVSMEPTBMlVFSIJVxO1WkpBCPdKU6uFlutj9vDHAnprsMW1ULZC3UZqTRxtj5jXgbzNZB3wJ5ajW5bTdzlOnzccPaXoV4nlytN7RactC3fC6fAcJ/4ZjssN3vv+K55/8Xl+/ROf5cuffZXtgy2uWJa9JWVwmEbLg4O/ZoN89nLDx689RCQFLx8K5+O2cQf/1ce/WlzK48i0cIab5HLP6Nh/plz/PbCnoR6wTvmsE8WKKqhaqMZQXUJ3oDtFv+hxg/jW9n3PMAwM3YLOdXjtsdrhtSzxvJLDXue2wMKAM+RUxNCjJGGklELJsjsZlh7dKaovdGcePvnfp9T9m7mkYBp/3d0U2aCVVMgN9VdaU5Rs07QRm6fSLLBLrbgs9nC5Ac2+WFwRrIMOqhP6QULwEWnNNCZm0lQI24nxYWVzd2J+J8PrGXW7cLQZ6M2CWQfSQlE6T11AXVQYNN1So040V4sr1DIKDzRXlPJoFJ32VN+hj44Ii0jqtlhXRfOqC6jURiTTtpa6ydnFbVyXtgmvjTPXSNdCqyzMCPgv+GMj4+7pRA2m319aixOQc+7wp9HmcGPvN9BKidN6LrKVLKWw3Yys1xsuL6/o1g7XG7reQZaso6oD425mGhO7XWB9seXy0Y55DPS1E5OIwwZbmOu1GnmptbA303ocQtiD/L/xOiwblOCfbZUgXUm5plOxDxrTikW/YpompjCSVWVxtKBbLmQxUA2Xb99ne7FmEyaK1bhukEOFZrNW6sHpZl8oYpoJYUKHDpvVAW8zeq/9Fx4hCLxurEUtFEY7rIdaA9GN6FnBA43uPd1Zz+Jk4PiFgeFZxeq5wPLZjF6tsV2g2i1T2VGKwnfH2CPDkiMGBoYXl1hrZds7Jd6Mb5A3MMcJb7y4MDVH+utDR4zhfmPRK61g7FViHArmftz+DUWS/SO1t0B77KuKZFYGwP2mee8fUA7LOrW/a+vjnWjD6PdYvGnyaA/aa3SncZ07jN66jdqmGryy9KZjsD3O9HhlGXSH1w5bLMrJVCAeC5akC9lk8Z4lE3Ig5kgsM1kZkh5I9hh/rNh9cvrvUOL+zV6SS64rNGfxXNuWeA/+V4V2TlzVbUE7JYowIx9qLQVjmhmH1ejOYXOHLRFlNRZPiQU3gd4q2XAWkVDWUNE7zfxAEe5nxncq0+1AeSvTXXg0PcPRCZvzSLGaVb/EnK3onsgc3azYZYWjTPUJfCEnGJMix0JvLL1d0i9uULxn50Z21lJtkhhd9uYECncYjZqxrBV6zl56FrPwUFEt0lQbisotNRLqgaeoMVqKhjmM1fI9nTJYbeiMwRsjUQ7qUMZEjSrtrXS4WTcysmK8GhnXgd3FxHgjMC8zc1eJNhJjgFoJO8hXkDaVeJVIuwBBOLZNOyHOSsIGxMhG4MC51UW3TPYGtxSgmSlXvY+nbeK0faGtGlMyVpk2HhpyyWRVyCqiEM33a2+9iRsWPPnMu/iGD3+Ej3zzN/Gu97zIMHSQMv/pn/9/8NZrb7G9e5spJAoztoBKmlgzumVmp1pIuZIjqEmTt5a60ajTARV66Jx00KZStRiXJBvIeof2Hc72WAvOVnSpxAJqWVibC6bVBjtUbryw4ua7j/C3JvSNHfb4ktpdoPqEtgM6GUxWuL6j45gVJ1j6BokINWfoeo6OjphzQEUjPEmEjlYbs0DgC0Wp6V8qmKLlLs39ar/hlvdbC2Wjjdm63V+tU7vecx9EJ3KciSepeHXWPdQsV5Fnf4+fX19f3c3u5YrGGIw1WCvUMu8czjicsrhm/GGrxmHptKc3HV45eu3pzUCvOpy2iF+nQSkxfC5UlFci4mgFc0oTc5rYxS0Lv6SuRHCw4/a/4TL4r39ZgORbZo+idQWyIFFKyy9SpJhKgJSVX8wIfqVzxRWFdY5pVuw2kPSA1pKlbWaNvYqYklEboShQHbo40qjIFwreikxvbNm8FSgby1E6Y6lWGLtkqppYC73rOD5asrrl0E9EyulI7jeELuE7S0URqCRl0f4Y625wXG+xyGegHdlHpn7NqLckrbHG4YGSE9Y6lLmmBpUMEdkYFyX2trkWcnP0VmiMlZsilkpQhZiSpOwVkZqiEIVILThrccbivce6vUt5w7KUEsypVuIhW7agbMVnSzI90zxydfuKu8N9nPF43VOrxvQSkla3iflKc/HOjjtfuMPFa/fRm4SvCp3lkNPCYxFj5MYK0Ll96FphjG1KpEzIO6x20mHqitKGMEVCVQyDA2NJNUNO9NriTcf2agPdQNWFmZFZBzbxIVOeefGb3s/v/h/8AT7wwY/R9ycslyvW20u2Zc27b76L//n/7s/xv/2zf45tjCz6jrAbOTo6gRToOk+KM6Fmsq3gOmrWhHNNudthVifUxTFRa4Jy+CMNXSaawlhHprwm9DvA4mpPb47ptCKHQr7aMG5GOKrY9zueXi5Y3rL40xG9usIer/FHO+Z8wdD19EqTk6ZOhlo60lHPDs1Z9tz/yn3e/MJbXLx1ARPYbIk1HD5jAfwVFU1sbk25ZHKBVAq1ZlLZG180ZyBkghPvgna4Fnke99BzRRNjpDbqj21Cg4NiC1DOIHdxc+LPgZgyOacGDSjpzNshnpSIGxQKZUQ8YTqD6TTaSnDhsluwcgt64+m0x2qP057eeLwWLbsuVSwFnTBUOjy96vHKY6vDVEvVEHQUo5nDMksktt51ZLtk6Y+YwkivlvTsuP21LphiwS1baFRpkrkqtCLTApgaw1/rLDI42+g1qkgYUtXgwHaKLnXkpKhzpVyCSxY2mmIie11uTpXtJjKfZ3avbwgPIqylSKAgEtmwkc+zTywWluWR5njpqV1h1pVotWwsw1VzZ3Eo4zF6wNkVXV6xYBAMqcjIIEmYFhpmq4xFtawTpVoi336UzqV5BO4NNWhdWdOfVLGyktPYIC7cjZuomk4WhW/8VmeFVG0PD5F0B0abRgm5/tKI5NJXS1cddVu4urvhQf9QNvwhYgcrG81NZV4HHr7ziMs7V4SLQBkTNhmxHSv7lkJGtEzBIoeDKohjtwJRSovjea4Jqryu7XqNVh5nHYn2jLXFylQi20cbTo9PON9essk7zInh3tVdXvzgC/yZP/dnePL5ZzFuxeVVYFJbbtmbdCe3uAxwxcxnfv3XUVZzdnaGipFIQufKOO7I88TZyTFzEYlowYpD/g7Sw8y0mOmPC2mANCSqjxQzk9xEYKSYgh8sNUsEb42BFIEZXDGUXpOOR5zJ+KNKf0vhj0H1EbsouMHQqzNUgWmrUaNnkVbUyXL7nfvcPl9z/oU7rG+f8/D+Q8J2Jmxnxu1EzXJ4ltxMJ1r+E1WTS8Pp9gyNKv4Dc4zEnMSLoOnKc+NXHmJESmM01NbkPF4s2yLxmitLuyfFt0CWtRJnorSVPK8qHWktqq0sKrnp06tpWGObiuTnOBwWrw1eufYcyNdeMnvA7JsXwr5BQIvmvUCLCFGHpkHtPSqUFrf4UqjK0aleRAx4ej38JpbD//bLAnjjoGlRqkYWM80pJNlKID8Gi7TTC+T5Q+TjuUYxIraZzidSDsy7xHyVmc5l/MgkuWlKYQwj6/Wa7cWW/HDEJItzPWa1pNjAWGR0zCbSnXSsTgocdaiFReuMS5U6in5WRaADbRReWbxyuOJQCWoohG3zhNybZDQ+oTbye9QsGmeMaZEC1z6WKSVys7fau6pLlMV1LKjWWtIyqxwcBws0hGFgmrFJZ1vezbX3hnwIikMB22OgGXUwf404xt3E+p1H5DQRw8T28hQ7yDeK28p0GXh054IHtx+xW+8gVXHdfgwn5bGf8XhGk1JNumlkA02DKFSjpBjtcK5HGU9KhZRGMGJoWYpsTM/VSD2rPLx/h7SL/IE/9kf4oR/+gxQDAY2uIzePeq7Gc155821eeu4DPOGf4jOf+jR//Ud/nHe+/CoLP1DnGVcVvTWUhvfGEIhpJuuK9uLbWnMmXW7ZDIXp5g7feVTn6Uyllh3R7cg6yZOZEVPookkpU+NMnSopBFROHB0Z+sGwOLEMZwq9iERTqM6Q64CqC8rOkNcerk5Jl3D//m3ufeUrnL+x5dFrD0lXMyVlhm5Bbzp01W2ycIwhsNfpA9eZ3o9runMlRnGDjy08b88DzrlBXq0DU1X26AbFPuFVGzmojZEwun3m0vVhLh6e4k6kyVWRs3ScpmGdtcrPiroSs0gT0RJToRxI2FrFaUtnZIEj9n8ctkU5J1KKJDMzGjHC1hqySqSa6HTEqxmrOrz1GGWoWp4d3TBNrWQZWZswwxh9WJZ1/l9ypPwtvQ5Ln0qr9rpStJLcVAvGVCCQzD48vjbdanM5KZWUZctZUxZZXU7YFJi3gTRCSpZYRcI3pYk5bwhpx5ivyCnx5NNLhq5ntTpiWKzEWCPPzCEQAL8s2KcC6mhGOY8FSgQ7V+I2YY2WjB8jN44ylaIi8zzBleb8/ob15SUphOu2H8HEDLLIQl0XQGWAKHhlbuqfXMuBwL4P8Kot8dGZ6xO9FMGk1H7rvB9/WwiYYEB7h26JY1B7cL/I8gRoxGvBoLpiSUUxhcSmXEHMTBdXuKUQ19ME01Vg/eiK3flECQWHFbPm5tm51/2XolANe1Z1vzGVBdM+I2ZPbVFFy4LD91Qlm+45BLSpzWauEonY3vBovs/9+6/zoW/5AH/gj/8wL73//cwuYvtBrP3yjjHeQ8fKc089gZpH/tHP/AP+xl/9CS4fvkVvNIMRWMUZR5hmpmlC98PhQa61YqqlVzClQtzsmB/tiPcqw3LAr47RvaUwU7yMeYVKDhKqZqoWJ6cpUcaZGjOqBFanPf0KhpOCXUSimylEUtKU5JhGRxdOUJsl42149MVL7n3hDR6+fsXmwcjCrSihYJrIQ7Ulm9obuDTtvoSdlcbplaWPHMxyr8WSiTlJuFjZZwNxWATtO0shArVNt/gwopTwOJ3VIrNVjUeN3HN7j839kinXJKq2Wq95mcWQUmbWGZebWYdWYq5tZf+gtJJw7CJYrm4eDzUq8hyY7STy2jgzzzPOOWY/4kxPZzs609HZHr/HM41Hp4qtCq33NoLyJ0p+y9LuVa0q/prj+DW5hIe5D3yCAw9vb2GYdcEpccrJqsraP8uHHUuQNz0pckqUMFJzRKWMiQU7V+yoKbOFWTHNkV1MzDrSHxuef/oJjm443v3e51gsLcPqCOMNoWR2YWQzjYxxpKpE32v0MlCZsNWjskGNhpCgXzhSbnnnrVNKBMbNlt1F4NHdc3ZrSbmDNhq0jlp+5TYS7HFaVdrC49oAuFIPJq3790nCucSlJ+eMUYjZas5tW9/MBkqGKp2e0WKYKhk5RiIfwiybT4wsV4pw4Exb+swReiwKT9hFdmlDWI+4waG9IwZFmALTNlDngstGPCyzkofSSJRsEe4Nkt+V2RvRlkID/2XUrkq4m6ZKwdymmVICKUv37a1upsmJqU7cP7+NP9W88I0v8Pv/9A/z8Y9+F1/cvM7VdMnzq5eYCRRGHt57k6ePn2TpHD/1t/4uP/of/R22FyMvPHdM9Q5VMt4aOudIKVKVolsuyHFGCnk7THKFILzT2QXylHHz3LTgPU5Jh56zRrUHm6IJIZO2gTJFTK0sXEe/8vijhFsm9BAprlKN4HoqduS4oKxXjJcr5tuKiy9tefD5Des3NuSLyDJ3LOyCZFoscDGUUKE2Mw1FYz4Ic+L6sBZuY0UiiEvjUZbMwd28FukwD4dp6y6vw8uEK2yUQmsJonOucVdNs2REkhL29+x+w57RB1bDng1RiyYlg9WJmEVWnJUWty6jmgRVcHyftRD/t4k8ZBSRqRqImdR3hM7j+hnvPTEnrJ3oXIdzHV3t8HWHVz1dcQzF46pBK3ntuliMsuxTS2sRPmbN+beHlrw0vtvekuogayuA0mjtGrFduo6cMqlmUinEJJhmShKNoFLGRtBR4ZJ87zjWJqSPGAdnJwtuvbTipQ88wbMvnXD2dI8dwHpPqIntPOHHgrqK6FHyy3XVlBSJ2xEXEEB5k6WbKo2Erpt1v83EEolXinoRmLcTcRYbMaPEsmzPMZSwqyY61tdO0nHPgaO5sMiSkr0Jx/7UBhm5k9USosbjD4o6jEZ74wGnDb7F0XrnsE1eWos4Bpd2T8SYmPcje1GgOxl/imLeBeKUSZuCtlmcsFMV27KohDZSCmRZKnhtmjx0vy+tBw0ygEnqYABdmm+psx0GSE2LHxq533WyhBt3O6a0YVITeZX5zh/6Pn7wh76H97z7JX599xlGAs/ceoHPPfgVTNG4bHj2iSe5uLPlx/6T/wv/7Kd/ETMteP6ZJ7hc3yOliRwL3vf0VSaVahWzTlyFHSFMQMUmGTNzjvjO4jsNC0U/GFyv6KwBJ4YPMQncUiJMU2J3uWV3uUHFxPFi4PimZXncYZYb6iJQnCwPazLo1JF2HXm9YL7XcfHajgefv2LzxkR9mHHjwBErbGfZTWnP9xGRgBI9uFGtH6xfLZd9XKWzjxXZF6+D3VqRclpLlaXOgdEgaQgee0jztFbjjMI7Q+c8nXMSSKfE80lc168P+z23s7SDWRsjHpZVkWLGGUWKTvLHdUsTaOHwxUjBtAkYE0Vnoq3UoFBTJS5mfNfhFp5+MRCHSMliSZi7jMuJYGec7bBph9eOzBJXDU47ghYTGq1tk98KXzlnuSdKo9t9rS4JQQvyIgTHkpFWaS30IgvKcqCcUCvoppjOtRlyQI6KEi0qVtJcmttIocyJHANaF05vWE6eP+OJdx/zxMtH3HpxyfFTFtVPaC8dXZgiVLEt01SYCxaPzoLhlKkQdZTuaaqYJE7TWC2vy1aqa6f5JlM2BZ2MBK9VLeNPSaDAWSE65xTlJM+0D6Zhl80NRmvRKOu2pFG6Cl9TXY8HuopPosI02oiMQr455zjn6LqOznt8++qcxVvTAMwi6qECOVXmOQofNCQWXSbWRKjt8EDA+jgnyiwPlXQ3mpq1dLdVqDOAnMxKHbTGFRnJ9wUzlUwySaJxU0ajiFYyVHIyOG+YUxTXJW+J88hmvkS5Qndq+Nbf+S38oT/xB/ALyyMuOV4cc2f9Oe6fv0G3GLixeJbxvPLaW+f8i5/+JX767/wsq+p537uOuX/nNbrFgKEjVfCuJytNjhZjLI/yDnvckXaJECZqnSAnjNX0y4HuxoC/pTDHCuMctX2mFUn3TFExTYlxN7PbjUzTiCFJJG1XsItCGgLZJ1l3zY46O/LGsb1b2d6d2Lw5cvl6ZPNGQF1pFmlBlw2ugIoKFRPGymH4uNm2UaKgORDMuZYwZuqB45sTh4Nyn38knWbzU21y5P1i0thmVKwsxlQ6a7EOOu/oOsdgPd62zHtKez17TvB+G20Fo69FIDhk3ZeUpH8mXVtMhZYirhrX83DIVvTcoColDlnTthDdxNg57ODoliNu4RkXI6a3dIuBbugbW0SaBqcdShUxDtePcTq1iGmoGudcS6lM5PLbwHwjpWtN8T7LpendqFXwtKJbYapaVD5odDa4rBhjoUaLSgqCIc+JMFemOTDHmeoKflDcfNeCd3/0GV780DOsnumoi0TxE2bwKFvIAbxqp1Xrimq01KngEJDZatnHURKqJf6uH57L1t4gS4Fe9NJ5hDqJi3uqhjkHSoLYQsW18lgtfpRZSfFPRQpmfcwt3RsJf7NauGrX2TZ7Tp0sSkwVQr9k/cgHLQR1fXBr8faxL+/wVoHr0WRxzi5FtrjayFKgKhaLBVMIEAN7R59UMlOcxQ6t7E0w9s40Lb2zAeUieWzSutZpVn2Qih/MFkCilI1S5CIS0VwKoWi20wgGvHUEdkx15ObpMU+/9wm++bs+QjIzuc54FLfr2wR1zvHZwKtvvMLabXlq8QF+4m//PX76x/4h73/6JU6M5vOvf5p3Pf8kYwwsjs44Wx2zXB2hrKMfliyWR1xdXTFNE+vLc84v7rPbrpnHHUYpFouEWzn82RK1KBSnCU3emwqEBCFWQhLVvHWOxdGAt5nVcY9faXRfmG0WPXNw1G0H6wXxnmX92sz69ZHLN0b0leckLlj0S3xyzFl0zrVmjPIHqKVWyf+mNClqWwqiWqpoFSwzH/iXorySYvkbCOzlsXiThjd/lQeBMVgrE44zkn3TWSs2jUYCBrXS9Ma1ZE91DTPVLM0OhZiFQF9QgiUqhaVSqm5KJJp9qUAEKCXMiyBO2spWUlKwSySVyHbCdJa0iujBYrodZuFZrCaG45UYdAyZ4gvozFaBo6kNjccYdxBxVKVwRQpmjPHAGPhaXVIw434hodFWt4dK7NxyqqKBNRIdUUqQsHZkIZKppF0FDGkshG2hRqH4zHXDRXjIc++9xYsffJqXP/Q8y2cG9PGWchywK/m+GsOYA3EsMBnUxjC/PXP1emT3MOJyLya51lGsqIb28kytPMfqjJqTAOPKUIslpkjZaepO46sn1CzmpDHjTceibxI8siyKWsGQEUYyszvErNd1XgjbpR5Ofd1GIWMMcY7NR7NgtUK56xtaa0XXbK2sNXTW0DlL33mGYcB5jdKZUiMlNu9NLYWyVGTJlTpcytgwM8eJECOQ6HTL9Sm2bb7lc1FGoTAHCWYszenc6PZgNMgitpx5mkdhkWWVnOEZUwsFeSDmFLGd5eH6AcOZ48HlOd/yfR/iz/y5P82b69fZzZecLY+IXFHVOWbYcj495PhsyVKd8ef//H/M5/75Q158/zcyaMPJkeWj3/4cxmaWp89iumMWC3mYXDdgrGtjYmW323C5fsTde29z++03uHv7LabdFVfdhrnOzFPBJYcqPb5oaiqEmhjnwC4ErJfUR72A3nWcrBynR56F12Q9gvfMIaE2HW59Qnq749ErO84/PzLdnjmqA132ol5roEbXO5IdpKDFHagk/Eg4wFqmSWiUlvuGnJo5MGiEqiZGV6bB6UXoaLLHkUjrqpjnWcjiWj5TZyydc/Rdh7Wa5cLhLHTG4Kw0Fc4aBuvpjMhJ90sgVKXmQkqBGDOpRJztBA6ohawLJkFShZQfk20qhdca410zr27c4VqYNwlIpObCpB0kM7N7OBFUxAwd3apnd7JkcbSlXyxYHi05Ol6ihoGiRfxgfY9zhVJneV+twXWePAl+nRtE9rW8mtJH8LxSMik28LLJ2opqAnxdSTqRlBgfVFmrS7ufFVeXIzlUrOlJNbKdN/Qnjve8/yVe/OApT73niJvvdnSnldxV6GrTXht2cQfRwKi5emfizmcfcPvzD5nuZPTs6UslukrsC25hMD2orqB8wVgpDgoNrqCcpRpFyYq6K9QJecMTeGPxXtNbT+/FV7IUsRPbG7HqorEYOU1riwMw7npkr9e6X920wWXPLqiqudKoQ0aSbsC1VRL/Ica7Vm5sY7Dakk0VVxInbjalFlTJ6Gpli287Sky4trUXm37pYm3STGnXrMMsePlg9+qMinRBc4xMMYgKyRgx5NUaa7U4IdV6KJog9LFUk+AxObENO05OjwkpEuYNX/fNL/FH/9QfYiwbPvyRD5OZeJhe4yv3fp0x32V51uP8EaU4/vJ//jdYXyQ++k3fygdf/DDHDk6GzFM3C8pU/NGTaLsUGzDfY60XOktt+ezpjJPpmNV5z/K5nv5Ny917bzJOG9ZuQ0yKPi4w0TNkKVASmtJoOVUevs4qlp1mGBzOabTJ5KqZN5o59vCo5/wrgfNf33L1yox9qFmmY1ZKRA6agjKJrAzBGEBwZ1P3McdaiuZBmNCWYy0kTEIEq2TUwMGAQpaNoqRxKGo1YAumGulSs5h2GCOdozeN02stvdd03mNNpTMObw3euHYwG7zRdNbJcmi/sCyJZBRWR2LW8l63xVPKGaszQWWiVthaZOJq3a3Vcs+iFZSKp6BjwWJJFTGBnuXgLiWSiQQzE5cTaT0zL3v6xY5xuWE+WtIvBrquA6OxrsP38u9ZIT6afXv2TD2IS76Wlyx9eGwb/BjNYG+9VCbZlheVyPuIAC2M/6LAJ4OrmVKFbBtNxp05nnj3GS9+8IRn3uM5esawfKJSTUCosZIJlFLGjgPjReDirTV3Pv+Qtz99j/NXd9h1z5HyxGwxnSEtNGoJZZFRfYE+Ywz4Pe+xs2AV2bTueCrkCdhldKj0xuEWlt71eOtkPMkJSvOfZE/MrdQGOFcteuZ95klGRvf9eFVrxbQ4hNpOXa31gaxujHQ33lq6ztN1nt51dM7jjUUbA9oJ6VWJateojJV100F2Wa24sFdVUFHSPW22FGc5WvYNxG8UqAYn5PZ5Lo9PmEOgi4HUclNiLsy7iXGOGGcPv0vzthWCvhIoIsQJu/Cs5zW7vMW5wh/6kR/mxW94njuP3mEdNlgfwe5YHElGknWOe3c2vPq5O5Tdko9++IO899kP8fSNWyxsZmEzywVYb9DDCZhmB2ad0LOaq06hkAh0EbonoHta4Z8udO/Aw0d3uKobtiagqmEsU4MUDEUVQg7MKaCrEv2+F7WVtxZyIaZIRJFVTzhXXL0WePTZyOXnI+Vtzc00sOqP6FXCqtDieBNFywFdm6RQYzCpUcPaYtDqawrZPDeOLk0T3xY7+WCLJy2llnkX5Qym1pbJ3rJtdEUrK6O3sQydo+88nbf03uOtwCW9tXStsHZWaEad8y3nXa5S97xGsFlTlWlUI/G9NSqjdRGj56qx+hoO2N/TSilUqcRSsFkTKcRUCCWjSiSnjIqZkiMYRRoD8xZyF0ndSBg8eSlMD1xToHmH7TuUtyivccsBt+wwvYFOYzvxsfhaXhbEav+AneR/2VFcRm/J/qht5FRWHSzeHJaTlWM7T5zP59gjxTPve4IXvu6Uo2ehfxbMSSaaIMsiOjQWRk1aS8Fcf3HNV37tHe69+pD5HizCEQtzzIIlgx1kaeIk56TkmTIHSkoonaTTM0U4dq6SdSXFSAyFMoGOoKuMMZ12LNyAs7rxEgsxTJAVCelE5cZv7jza4lwnm8IiNlklSzKkgNAJZ3TLhJb3TCJoxWXaaomrdc6x6HrpovYEdi3xxTKSiRlCNbUVjHZwKdncOyo5W2oVInBxpuFemZIDOWbGGIkhSEfVxiO04vLqkVBV2oKuFMFxa+O+zbFJY+u1gkQYoHJQplrQxjKXme068wf/ne/lW3/HN/OV26/gjhyj2hDzJZv5DpvdJblMKGWYLztsPuN3fd8P8OTJS3hl0aVwsnB4LRBGN3jsYkHRbYmhHwtWo1BVYkqBbCpWJwajOTY9u26FunFMnz11vMQdG/CJqFoXTpW42BKpyeCqQttOQuLmJjsMgr2FreHBa2tuf3bD/KbGn59xrI5Z6QEVNNoJLAGhPRFi3IKKoBTOIFBOkgKoVcFYizcaY5T8brXZ6RWNqsIBllTEpnpB3nhnhAhusIBoq3srwhLJbFd44xi6jmHoBNrxTgqjbX9q28Zzjd0bfuhWMFVBFYOYr+x5uPqg+qpVdgHyp0BVXS+lVmu5n02D0UopuGLIGJFymsycCzZp8YqoRcyujaFEufHqNBNtBJegF5gnUEgqo5xBewedpnQGv+pxJx3Lm0eYpaVbekyvuV61/tZfFmB83BW6NgyznXDUeh0X2wqmSRXtGjVHg/aQ8kxiw3AaOX1pybPfMHD6ssKcROwthzIiTaQabFphwoL5spIeJM5f23LxxR2Xn98x3y+4sGBpjli6Ezo8R/2x4Da9RMtWkyhqlhQ7EsQAuYWupUhWkRQyKSRKNHRVcq+9dQza07fsIqGlZWZkbIoqthGqHiRaaOHwNyp521LuqZqCdyrnhO7Qxlmt1SHn3WroWhZP58R12mgret/GEz/IKRvmtee97ZfwKSVqKThrUHiyNY9NBJkwJRKGohzW7X0WZXLIVVrGkCrzFJnHwDxHsUPTDuc8u3ErYtBGjoa9ZA2hyXjF5faS3AdO3+P5kf/ZHyPbwGx3zCWiXeR8vs1684hxLMTJUGZNX5/iA+96lltH7+JkcUJOM72zPHXrJiUmdtvM4mglmTIU9gnoQrcujaGo6d2MspB0YVYRnwJ+jugS0XHk7LiHzmBsBTUj0lKEWpUkYEulQh0lYndUQErEMcJOce9LVzx6bcv6jS1mt+RYORbGNw5spOu7hoA0HmOj6xjEYMTYvQGGvIWqCmYo94DCWS3QTKN05VolxlopdK3SlSmxBdwXRomp0NJ5NvNhpQxWidBk6D1D3zH4/RJRC13NaukwtZYkWC1psKgin2frg5SV17M3eKF5mda2Dd+PGqbUQ2TNvmBKTLSmJASyU5pUZU8sEiR/oNxZbZhLoiTZ9ueaKQSiDlSnCVa6y1Rlco22km0lejDHHebYc5ZvYo8dQ+6w0XKLG/8ma+B/p0sK5jzKL1j3voxCjzFVTjl9OIHkZjbFYpIR5+u28TvfPaSstjz9rlOe+eARw9Mz+WSmv9W1JMgOxYBKHWa7QK0d8c6O+Xbm4a9ekM81N/PTLLqJWFvSoQbbWarJKG+w3tJ1DqMLigGh+iTGvCGrxFyCLGUipJjJsVBTRZke27aFnfVyEh/8KC2mNjqRtcwxktLeqqxRKdpCpxYOZFqrDdVUqAVtKkUbSn7c17AcDHYf95J8fAsqh1LBYA9FTqm6D61E23ogvisLujqSqS0QqrTtqizYrFXobChFFBwhiVJmmiVyliq4ZV9l+ziNiWmKxDKRdD3EBtN8OFV7SLMu1AzRJtJ54d/7D/8sp0+dkIcNzxw9wZcffpY5P+AyPqIazfLoObLxzNGw0k9x8/gZjvqOo14WdKthwTEDO5tQg+amucWGSyCJqYn08IjifaYQsEQ6lelspiPjU0J3AboRpQPDYhDpninyyhWAJhpNqoXL9UiIhRoLoQZs1eRxZrdeU87h0a+P1POO5XREV5dYBZlA0hW7cAQrsbpWGbQuzQy4ip1FY08ode0eJD67FUmZ1HTWkuAQ/rXPWJdOXjLQ1cEtS7dN9F5NJgvEfaKraTaB3svBL8XSHpgXnRM6kzXis6o1sqRRTc1VNUolCSyEQxyGggPb4rCNz49t+ZGC7lSTXVZ9wD1DStCiMIwq7UsUcLU60pRaxHNFtRThqisqphYEZ0VLTyKbymQjs03U4DDRoYaCyx2z7nH5t0HBnNN88BPURcT1ne0wDYfzxou2NWcBZ62lqqZoKZHL3QbrKsunBp5+ccHpCxV1a0IfS9zpCEga3wJ11REf9KT7mfXrM+vXr8hvaYa0xOWewQU2ZSRESQdkUakuo2xG92CtwuOxSTa7tWbQhWQkL2aKQdL6QiGljMpyuhoj+tfeD3ijxbRXiSlB1XIoaASbSUpkaqWIJC2EJCYcGZQpONdJR2isRNeaRgSvWUaQ3EZlLad2ClFkbUXLf2ckpVFZh1YWu7fi0qrZyAkTQJWKURVTC9FU8QzMHCSoKcloV3IipplpnmUEbWOpUhXrNBfrK2KsxFShWozuWzRGYQyRbASsl4em6ZZVbnK+KsqpkDh7/4rf8YPfy+2Hr/Lyi88wMlHdCOaK1F2wXa8YZ8siP83p6hZPrm7w5Nkpg1EMyqHpAEeiopLBKUfaTwmyopEc71TIaaLkiaxGIiOhnJPKOSE+IkwXlHyFtYHOJnAzpvM4v48FVpArY65MqqBSJO8g7wopVUzSTJuRi/tr0u2Cf3vFYhoEo3Ne+LxmpnoDg2VMItfMWtMZcKqidUDXBFUUSbVKVlKtFdP4WlrTpLci86vViFmLCMEbhKMkHUY/1v1Ju8k+tdQaUaLZ/dKlLXTk74W+ZpvHqrXNxV/TFEB7IYq6tnbZq49UkfGpiKGM1pJdb1TzW2ij+SGWBIkmdggnTVNJqmKQzpFYKKXxl3MR5krK0pBQm+erWLqBLNGooLLGFCnws0rUpMWKMIvwoEahA+7zrL6Wl9CKchPdN0VBp0Ww772cTsvFkhzLAdszRrbnc5zJJTGNa87edcQT7+sYnqzU1UR/y6C9JhHJSXASM/boqwX1XJPvF6a7gfXtLTo68liZY0CGSyU+e05A7uVyEHDbWLy2mCx8shyF6S2JkxKgVrOCqKmhCom7ImmWtqC9wjXKj254jcgCxehC1cw+nEkcyctByyodZ0FXBxSJWmiWaakaCYjKzUh370pSMkoZQpJijhLpo6XitIJacLpcm4G0G7ydBNhGD8I5TFHCcVM0x6CWJFnhaHXMOI9CIDYac6Txpw533IG3LIYT3nztNl/67Fs8eOuSMmaMcmSyuFGlTNUQm5kDTaFiGsa78APhauIP/o9/gC/e+wSr53vWPOCKuyQ/MaYr8lghOkweOO5v8vTxC5z6DhUyrgNtqjxoWDQO70TVtR4fHkxENFBUJttEUYGsIqUK33QME5fTlofTJQ9255yHNZOOVK+EcuPEmMFbUFUTp8ycIAeFdwuiKSSdqTpQ8ZSoiFvFeFFYxh62ikCCQeOXGmvEe7KURMWSqxK/RyzOZJyW3wSlBTKBdnCKfFC4uBVFwhgvBHUx+ZIOK+/zyxtfFpEeGxB2CkAz7JDpWBgpzhjxCFCCf1sqHo1XBqdoW+zremu1HN66yrQjsEtTtMlQ3uziZFOvqyQLgLyP1IozXu55TMPd9SHAraqKNYbUMsGKKpS6bzDkz5Ri+210Wz7plgza8FplsLqZgBhFdZriFaU30FtM7+RrMNhe/6YXxf+mS5Q+xRIypBqBivEV1St0p9DWEOPM0bCCokglor1hrjOVhPNw63jBjZeXnL28wD8XSWeF0aeGIynO6jGLTUd3aeABXL59xd2vPODi3pqMoqiZ2kkYfJwDORWcc6zMgpUbGNSArZLumEuUu8xXAoF53KEozHFiDolcweQOkwq5BHQtBGZK34FP0Cec8RgcZS6EacYqKx9sfcxuK0tGdkiJXZiIKVFKwVpPITcMVAnFCk1VThIBtSY1gu2kMkoVotY4IOqAN4IL2VyxqmBr5si6xtvUQr6vippyG04litXaDmsMc5FAM28tRlVCsuxipV+ccL5Zc/rMEb/3R76fkw8c8aXd67gbS7Q75g/f+DCbtwr/6f/pL/JTP/b36MgonSg10RuP9j3nm7XcEcbI0ssvYJ7Yrq+wT8LLH3XMp6+Q+mPu5EAxOwJb3PqYfudZqSPOjs847XqO9ERXDQu/wFYNUZManJHUCHqiKvCDIaQCVqPaajGoiclumfWOHGcutudM847LXeT+NvLWZsfDOMKqshqW9G6F15beJIxSlJhJu8q0gXmE8/VEpzXuGHQKqG3BTgrfH1EWlWgU1SEQhzYiaFCSGuBSpesEE+y0ojNV+IjairsOhs5oaMmHVQvcklq+e8oZM5iGIQrEUsliHFzEVtA0nNnt462bRBKlW7yzwmtD53rBwRsX02mLR7HQCkuzaWupkqpNKmLwbcXUJSZSTmIoA4fUBNNkiECLla7EEkklCeQ2J7RpTmYNKKntNStjSGHfcEkAYoyJlBsGagyouQkqhE9ZlMIokQh7I7TEVJNEXTuFHRTDakE6hrisqJWmLCrZQfS/5TXyqy4ZySfRaBbFwW2FRjswGob2QZXUbNB04wlaKF3m7MkVx097hpuGepxgYa55Z9Vhg0fvLPW8Mt8bubq74erhlt0uQNLEFCFDTEEMMpLcLCaBzhpbLbadRlCaL2ImEggqUGMgxMScxPy3RE1J6gBK22YPZRy4zuCMxVYv7ulZkcMOpb7aYToV4S6GFBmnfQysYJo60m5+JQW/KopqQWnIv9eDBaVimmcpxm3UcUpu1tKcs6c8Y4vG4YQLinTwqnWcpTQ+ZS6UpqGrVbTxqoDHcn61Zkw7/sAP/dt80w98B2/kt7h4/Qu8+dYb3HzyOfobNzh79hn+w//kP+T0qTP+i7/ytwmbxHQFrgb5LM4cHPXcfPk9/Ikf+eN89N0v8jM//VP85f/njzLcAvdkYLe4z8x9LrY7vF9wbM5Io6NLS3q3ZNn1LHvwGpxSMj6yaHfDfiwszXgio6k464kkrtgwsWXLmjntSNNMnmWpdX6+4+69h7zx4Da3d3fZdVsWz3b4IwOqo7MeZyI6Z3JymFipu8J8sWO8KNQO8EloqjWjqkMXjy5yMCVE7WJp6rbaxk9t6LXGGuiMoreCIRolCxyFFacMJUUuVym8aJnGKooY58MDdwhB22/8alvqsHdR3xPFOXgRuBZPKxhlizgxVrBLLQGEGpmuFTLVoLJ0tbUwz7I0LKmZFJdKopJLK5NFRnbN9cLQIDHbRleZnpqHgnjGlqYCFAilxbIdnp2DmqzKlKbZb8CQ+6DtAPaeIFrLslnrekjUlPxzwAlTQCskBUL/NugwVZA3xDuHs4rBdQy+Y3CewXiO+gW97YgqonKm2Nq2zhq7ctx4YUX/jKE708QBqovIkAFqtsSrSnkYuLj9kM0bgfuvX/Ho/iXzlLHaUkZZzsQ5kIKM5FY7SkYwv9y2dwhVQSJjM2mOzJMU2RACIYoOIORESpkYM7UmvGu+lYh8zDuLw2FrJpRKyBpQzaC1kEskhIlpmpljIMRZCqWWuN29EYDWgrWIWiO3hZnc7Gn/uWoobZlSSyJGKCVhc6RYS1YWlcE1xyPbQHspiIXassk119DA49K5GhNxM+FsZeKKySVme8pNe5OPvOeE3a/9c978zKt8ywvfyTvbV9l2D/iT//vfxzd990v84x//5/zjv/mPyWs4u+G5FwLPfeP7+D//X/8j3vfyi5zf/jR/8gM/zF/+2z8KZ/Awb0i7uyxPPeTE+Eiyk1bKoQdHv1zgV0sMPUpyTIhUEpOMd+3KNbWFoaiMvBmY0sQY14x1w5x3TPOO+XIibiYu7q65e/cuX3nti7x27yuc13O6ZwzD8VP44sVuz8oyokyBtK3kK8V4b+LRmzt2FwG16PBHCm0dNjmYNS61LO9SKDWLMXQRPHpvxeecO5imWGux1hxMoKVganKdoVqybuNtU9PsA8Vys/ajddhSGNpCj9o21vqQ0LgvKnsJ5F5i65xpbkRSNG1TkgkUo1BGdOb7pFIRQBRqDHIvZaEIplqbUfb+p4nHgoYDQX0vvgDEBLgVTAC7V5XlLHQg1aAjrr/p48vNvd0dcGgCrLqmrxUlkc+PL0OlGdCoVChzQc9i6GPSbwN7N68d1spGuls4+t6y6AeWfimZHM5hlaHqREajbcVWTW8d6kSzeKJDnxXUIEsRVUQLXoMiby2bB4H4VmT7amT95sT67sT6cmQKSTbyoUIqgqFm6LTFN9lZKRBCEjxSiwa21kwuM+M0s5sDIUyMUYpk1YZUxGZN3E0iIXBI4Dt4UqJQ1pBNEk6pMpJ0mMT0IKXEHANTkO5Qq2u54+PbbqPaCavVQbdtjMHuC1sjMCuzN3SFkjNzlvHFaMGJkjbEZLGxudwowYRqlUKsi2BZqtl4pdQKe5QuLCPGsP/slz/Jc9/27Tzz4rt5znyYj3/khJ+L/4Bf+vQv8y0f/gZ+6fM/xze+/PV87Ac/zHO3nucXf+6fUnPk4UWA5+DP/nv/Cz788gf41Ue/yHH/QGIMHMQeLvPMPK/xdGSliFeQcKgbA7rvMMseiQopFAIJjaPiatcwYs3eizFX4bDWWtlMV8Q8E+pMZCLFifHRFQ9vP+Tq/obXvvA6D+895I13Xufu9pJ6Av2pY6WOWbpjUSRp6fbSnJguCpe3A/dfXXP7lYeQFWpl6G44fK+le9op7Ewzb6mHUtXypaVjaxtm/TjLQe1tANtWu2qoEhJYKwdTYPG3lNEcaOqs3BRk7T7UDlyBaprjfeMqtnvUts5SDCmEzmPb176YaoXwOxto2XJBmx1aarxqOXCvFz6iRNp3a6plU5WW87Rf9By+9jVKXZsg758nk2VxVdW+WO4PRvldRMmkDge9rqCaVZw21+F7JUNRlZQKMRTilMlWiUx3yCifqEP+mqt9LECvHM5bhkXPMHi6/tomqlNWRuF2IxlbqV5yYXTv8KeeepTJQwQrD0PNQguqV5V8XpnfGdm9mbh8Y2K8V5g2mTDDbhdIKUNI1FRlo4Yhdz0+ZUIW9QA1UZwGZAtXqgDJ4xzZjTO7ODHFJJp4K1bxh5t1v7ApRR4CRCJmlRIPQyO+gtSEOLnI2CLE9EBKAZp3pbP+QDhHKUz7e6PcITYXOChu9kW167qDCijXfSEvjbdX5WcoLZSg1JzOyYeCaY3BOXt4UJQVo+JSCjHO2N7x9v0H6MUxb776CINhKjMXV4mbJ+/hWz6a+Mmf/6vc/MAXif2Gtd5yzgU3v97z/Def8qt/6z5nT2le+F1fx/u/7V28zqd5/erX+OYXT/mln/8XsIbZgD1dsektD+M54VxxHF7m5tkTKAvVOWYKV0TmOuJLxReFrRWVEqZKqJtELkRCDrIMKIU6SwLkLmzZTVuuLtfcf+ced169y8XtC26/ep/t1Y7zzSXFw/JEcWvxFCf9DbxZEM1azGGyJk6G7YPIo9dG7r+y5v4X1qy6I/wxhB2EVTPFDgo1VnQCUFRdH4tXaNEhSuP2ip39e/8YbFObWqewz/MWA5TymLdlzlJ8cuvK9raBBeFVaqXF+1KCe9ryb2+oYXFN5LDvMqXL1cKzbK8t19R2jLnBQO05yQmy2PWVWhsDQ/ggRgl0JA1EE6rkvQkPh8QFyc1r3SEcDg+qTHMHk5Asv2+t6jdMQiILTlVYKxmJZBEIYV+AVcstqtQMJRbyVMm6HTSDOL5XL3zdr+UlI3kFpxwL1zEMPd6Ld6NVjn32TKUIidZqateKz8LgTjVlOVH6AFYcyVW0qGjIF4Vwv7B+e2J3O3F1P5LWEGdNmgvzVJjnIE7ouVBzEVKstvQpsJ1nlDb0ncflxgssYnSRUmQ7zYxTYjMHdvNETBXtLM52iAGwaps5w8HMVwTTBwxSty1iam7Xc4qEnIgpHYLsNdJpdF13WPbs5Y/OdSjjDt0ncG1FVa/dZgTvlO2pRpQ8so1XB36ebOKvpZo1iTsizqNUQTt3/TAbyWHKjUpVm4LptVdvc/vV27z84vt5VO/wlfMv88TZTf7oD/5xPnXxj7i8mPj89EX8ex3v9y/yDd//Hn7l797nwbbwsfc9TWcVr8yf4MkXNB2Zv/AXflTI9DPMWTEGRbqs6MljiiGOEdd5QlSonAl1hy+VQWtiMdhUqXFGZyFI711nYpgIYSKnQN1N7LZXPDx/wIMH93h07yH3337I+ZsXbB+M5K04aillWPaKm6ubnB0/wWI4RamK62XjPwfLdFW5uDdx7yuXnL+2Jd1T5F4RR8VuKrBIZJewSpzqdRTlVLX24J7vjNDNdFM7eWMlJEy1TT5SXBJZ2ApZ8ORUKrE5ledmApyryH9jrs1ntanq2miulGDZewpRURzur/2Xc45u73Dl3MF82hmJO5mmtnp8rOhV0uHA3Xd/lQYHIIiyEwsQoUxRKbpZt/HVP//geHVQBl0XypQKISSmmJhTJsRMSIWcJeFzf//vLxFzaLwVFRRoYm6+DZm2RG0s+CBYsB6F5VKdbN6/lpeYb7Q3wlqPdx3Ou+ZwYppbc1MeaIXutQDoKNmkLzV5kHa5WgtFo6OhXCnCg8TudmL99kR4oEhXEDaFecpsdhPTPDEXGaVLkYKZKpgc2YUZP+/INRPLcBijc4mNEyoFczfNbEJgO82EWHGu0PfyYexPxOscm3Lgk6YaG/G7EHMitGI5h0CIsXWI8oFa43C+Y1iu6Dox8jXGMPgO73sx7mhefiAYagjh0EmO8wQN5cmqSu7KYxhViaFhXEJ0rntis1IHbt4+X0ia2yZ1MwZley6vZobTJ0njfeZ7D/m5v/kzfNu3fwenp4Vf/dwvMZ48z0v6ffzA6Y9w/J6f5y//53+ed97+Ijd+5x/l6EOn8CSydOsLv/rgE5zdMigm/rMf/XFuf7rdJRvF5iJw6SL1omeIC26kwPn2Dl25CSZiyoxKBl87BjVhkqNMMJgBlaqoPeaJcRyZxh3jOFLCzPruPcbNFReXjzh/dMnV+ZrxfCJdJMpOYeuAqgW8xjnPYnnE4miF7TuKm1CdYs4zYVO4ugg8fGfD3dcu2d5L2HGgBkuK4lxPF0ldpXNJlhEZnHZgJHlgn+p5bZhd9gKfQ5HYj6M5R6iFGqMozJo94P6eSrE0PD0dRvW4nzyU3BFVAUajlfimCnTTiuj+IW2LQLXHPVVtBV0OkdJaWoFvmhm22rv6FOoeg1SyDTdKrN9sVWTZ8qL2G20E09xPTEqpAw+77otxW+yUWAghiIIsJqY5MoVEjEkgsZJbt72fqMpXT2OlUkpkDgJfhBzIRBGbNR6o0YayEevDXBKh+80og//6lxTM/YfmrAjgW8GUFDgtqg8DFQMuU50S5YKreN9a5YZz6CQa8XpVyQ8h3MvM9xL50lJ2ijzBbrNju9kx5ZmsEaVJg7yVknF4yjOb6ElkoToY0YHkHA835DjN0mXmwhgyMWRxDDIZpwTf0ciItF/UxBiJOqKMokTR0ceSiSkRYusu29+lKmof46w4gfc9i2F1sNladAv6vmccx0OHWWtFpXjdVdaCCvPhlN2P4cDhv7G2BTs91gmIZlIdTGOBaxxIdlQH1yE3ODKwfrjludMn+fVf+kW+8Klf5OSbjtls3+Hv//1PcXLjGX7vx36YW8vn+dN/6n/D3/4Hf4m/+M9/jO/+yPdy80OWh7+UeOHrn0V1kZ/+hz/Ju46f4a0vPIAtsAZmzZFd8mha8MZbj+imkVs3Iv0CHr55QVUDNUKZK654vLqgjoq0DcRNhFhJITGPE+N2w2azZtzuKFOAaYKYCXGSsLo546Jh0Atc3xHGQlRi+qy1xjiL7Sx60BQvHNhpCuSrzNVFZP1gYn1vZF5XhrISA2klKYhxrpQuwULhrRLzDOOa8a/C6T3pu6Laoq5mcd+hKCHzF3F8z1kMZ2pIh4N4j1+mJPdUzpkpSldU6t4Bq1HXqvBznXNgWiZP4au6OHVYekpDIQYtiqJEPGoyqCrzcM3CXkEV6TZNowlZoYkZbZpbu8GhcWiyrgSu70dJnTSHznJvfq21JpMek+RWYjPbnmMipMwcCyElwSFzOlD05jkABWsU2JaainjOhpiZ5ywFswQSwi9Gi2u+UZKrXnKiZC1Ry19DapG4FRlIJKY4wVTp8VirCVVc11fDCqcMrvcknxnVhuoqemmZifR9R9LQqR5vekLInN+7Yv3myPbtSL6olC3kKRPHQA1FsJCKZLc4BU7hvEUroXiMaULNmlzFqbwAtWTmIOFKMUamKbCdp9Yhiqs4xlD3IwSKaoRgnmJhNwUW/SzqEAwhJLZbURXt5ontNAuXM1e0tixXPbbz3Lr5JMfHpxwdHdG7/tBhmiaFu/55YtFluw5jJmLKhN2M0Zar3VZI4IsF3nXSgeRyWCLtMSpUIcdECIoSk7Awq+jTnbVSLHMhBHk4nTNYl5h2mXc980Heuvcq99/5An/3b/9n/I9e/hP8vm/9Xfz9T/8CV7uZn/nZn+DpZ5/jPe//IP/u7//3+Ylf+wt88guf51t+98f4+6/8AifPOaqa+NC7v4Wn9HN84u6bqPEt6gxP37jJMGvMpePOZ2deOHuaL7z1DuNN2E2WcayM65HpaibvMmUuwn4Ild3FBlPEOo9cqCVhVBVqjDYMReSpWg10tRfcTO9VIQbnYFdGJmbJiXfgjzr8kaMsMjMSwrXbBB7dueLe25dszgMue076I9IuQUKUOFqs00oQ5VRvHR6HdfY6PlYZvG0jr6qHpUluhTLkRIxzmyCErUEVB3XgIBmMDZqJee9sL0vMPVQjBhxgUhbZqu/Q3mJ/w9i7Tzs1bddcSiOimypdahbiuStQS8XCdawDCds5icm1Bqe08EsL+CquUMoalC3Qwv3M3qBYt67XGmqVrKfUGCghZVIRV/YpZa7Gkd04t6SCyhRCY6lIR201VC0Z6tFKR13a4hMlCQIltVTZqkFnkYk2dkvNiXGXxV/h+d+a4vivumTps+jQTjOXIPGjZZalj+0OdJeMSOVyjUx2pPgkrjtObPltLvg6oLeW9Cgx3Ynsbs9s7kyo0aFGhQqCY2mEi5i1oSLbMKzwyMTav3WUYl3NZlofurAQEyEJ73JM02GLHVNGa0tqpseyjaNhKOYQJhWznIg5wRwSY5DognGaiSmhGr+tNxbXd/TdguXyiOXyiNXyBO89Tjdah5LXlOpjHQaVHBO5gHMB7RJVZ7yXEalfLPHeH5yjnTNtCSXmBqWkJiAA0dgJRqYUjasn9tcC1jscioXXjOMWVOLFl54lP7zLP/2Hv8RkAn/wT/07/J4Pfw8/88s/z+KZBS++/yVu37/P+574IH/0I/9L/n9v/xPmj+342e/4BX7uF/9LvoOPc/tzlR/7qX/MG3/vVTgHOrBcccMvsGvL+ssTb9oH3FCKzZfe4OGDDXGqzLuZOGZqqGLmExSkwpFfyoOKxWhwWuGduEctjMdnh0VRVZIHE8kb0lUct6tTKNWRXaJ0Tc2XZ0ruqSWhg6JOkC4ru0eReJXREWw11BiwiL5btQiPmgzFxVaQEspUrFK4g/xQX3eaKNGM1+tFW86RlOQ+zFnwulorea8eozbhgxSPmPO/ZAsoeLV0T0YpbMnYkjE5S5dXCuRGtyliPlyLgdYYFI34sKoq2vmKvBelfT8lhuBKOUJOTUYpqsy9Q9oeq0ymde4NFthDRQp9KLyyyJSlVWr56XOMTCkwpcQUK1PK7f2QmN49XptzpDQDErvXpWvQVuO8IYTM3hhYMggrNdbGPc6EObbob8kw+poXTAzNqBWKjpRqKSmDq1TrMBhSSKLC8Yk8ROzQNsXGoGPFBIvNHekCwp3C9vbM7vbM9GBmKI4aMionTM040UPJlhBNdppq20ZSS9KdNeBMwapEjhlVbTtNI6WmplmVf08NZN7bVIniYj8CmwNHLFeYQkCrEaMcccrs5sBuDsSUKQhPr+s8vpdCOSxWWOtYHZ1wdHRK13X0tm/ge/OR1BCz8EHnFElzoBhDRqGcb47Z4uCyWIlR7r4jlS4mo2ohxUxMe2LwNW/ReznhVaW5ykuxVFXMGJK2rJ5c8Pb6NTZ55ImnX+by9S/xyZ/6FFzAj/yv/id87/s/woWN3L+4wyc/+8t8ZvgUX/e+b+djz/0Q03Ovc3f369w5/zQP7rzDJ39u5o2fehVGeOqDT5PMHZ573nPW9Vx8+RH8WmG9u8/2uKOOwputUVyBaq6YojHVYDHoYqhjpCqDcjTytaXXjoXtWNDjqxPoRCfQUpQwheprI7QKBac6R7QFR0aHAOMEvsjhdeWYH05s7kyEi4Svjl5rdJ5lK6uAoiQszoinqPZZlixONuTWarw2+PZgm2YALN5EMrGkxzmISaaEmMRRPefr8LKcs+CXURaKYgsocbr7oirqBhlVcwaV0jVMoyArkeiSiyRZZqEcoZRETNSCqgIFlbY0FXSt4bAGMIpAoFixBEQZamy4fpuUVG1mGXq/7JHCKdv/2qrbNXWptGcppMwUErsQ2cXILuz3C0IRTCmhqOScUNqQixhCy8Ejyi5ZwDaRTDMMQWnBfEMiB8VcJGTukNj6NbzEDzNN6Gb35VXXtK0inlcYim4UGzWL+84glAutQCeDGRU2Kwie8iAw38+kBwW9s3RpwBUr2y8j3YI2BlssPkOHJ9lKbd59Tu87rrahUzQOpDrcdBbhnnVGk60h5sd4Y81rSagTYtYhyp1CiJEpWGqZ0LqQ5sIUo9wYSqOMwvoO1/V0w4KuXzAMC7wX7HLol/T9wODFJdpqMSEuyMNhY0THQDQBrMf5gUUI7LZbQhRcs1sM9M63sU1uVG+gpsg8RxghmwxIOmepGWc6lG54ZhV8U6mExkCudCpzdDrwIML9h5c8dfwEH3r5o7z2yhf4zN//Nf6DT//7/L5/9/fzyvYNppOKOen4wiuf5mf+2if41u/8Vo5fvGL1RMcHn3qJT/zcF3jt72yhwDPf/XX8kT/03bzwPst69yYP7zzgl/7BO/AIcA57MTC/fYE+9ajastCV8AW98TjE0d1mcfTprcM7S28NnbEMxtIpi7dCgK/WULWhlEjJUYqUqgejh6wUrsKQFP0EeiMPn7UO9SiQ7lTm2xF9pVmpjoUzqFAwGuEXIrHBNanWaSKZ26WiVHNFf+zBtfsaQTnIFA/YntGQBR+fcyKWSm4Ry3sT55iTbIxbkUwN0zvsc6qwNmoSrZFuhc6oRNaGYsp1zG4u1JLFnUrVw+ZazGfEXFppdYCL0A2CMBrbD9hFjx8WODR6KtQ5kaMSbLRmTDUHvPw3YuZVCdyQayHUzJRkKbudJ67Gie0c2M0z23k+QAgpJWrOEsanzUE2uM8GylUcjmrNOOdl2WUUpoqhTMyVOTclVG780aoOkcBfq8vKP7LEkYYiigGlcMawch3LYUXNoFTCKIe2YDqD6y2dE2qJmxxqVtStId6rpHsV1oYuDngDzlrRietA9mJBllvgV66J2Hw2927Se2XFPofaGo9ShjlldBK+pFIVbEu+K5WQZZwXrqac9tVKd5JzI8TGzKgCySi0KqRYSTE3mk+TfhmHtT3O9ng/4PyC5eqYYVjS9Uv6rmfoFoeCWUoh1EjNgYoWvU/VYCzWdfS1MAxLYhFFhPMeawy5NKJ+SfRGtU25jIl7c4RQIMZKzoLniaxOeIJZKXLJVBLdkNjtLjhd3MK5I6YpEK4iz/QvkN3TfPnVV/gv/+Lf5XO7Df4FuLwE7gAaXv2VT/DRP/YSH/nYszx1eoPnn9zyy4uvwA143+84Ir94n//jX/ov+Ph3PM27n/gAeidS8/xQYUjcOL7JPO7QRgqlMxanLF4JPumUkjhcreis0Em8kpHcWUOnNZ0WqlZ1Yr5RqshaK220rwafgQwlaU6C52i0uHOYr2R8D29X5rcy9YHC7hyL0jOoTFERo2mfTSPUVE1NGaJ0OMkkslGU6lBV6EXCDuSgsGJPd+GraTJVQayQamUuhbTvPFNbHubraN3DyK72hUnwOSEfKmzOJJ3J1Rw6UeQVA20p03DMvTVcVUaicI2SIDEjk1+qiawV2cPREzfQyx7bd4IVbyL1aiRuEyo32lulJUsKgTQ/TsIvlZgadSgkxnFmsxu52Gy52u3YToHtHBjncMBbxcksozR0WoQbxlnB3K1QpRSSTmu1JxewRSC1OWd0EpVeSZlaNXsyVM1f24ppAZ576km22w27eSKPsvjQPoFbsLBebtycyBrc4OiXHrswaCfFoUsDNSrSZSJfKMoa7OTpqsI44SsWl8nFUUpzrW4Z2PvxZn9q+ib/stY2X8MWaq80U0hslPDHxhAxBYp1JEyTfslWMcVILSLt6ool19qA6EjMBauKGAFmJWT3dmNYa7FVMn58NzAsViyXRxytjun7BUO/pOsGOtfRdQMaTSoJpww1taTFXCQISmm87elUZbk4kQ5AmYbNWlJNhDmR40gad4gHEXCtwm//LlnRuqk5JMNIHXDMoit2MIzbDavuBM+Ct26/iRoLZ/4JQk68/MQHeLi5y9NmQ9jA5dvwxEc0f+xP/nG+83d/B5vFFefpTf7R3/px+rLixd/dsQuBb//Dz7OrD/if/h9+kJvuSV79+TeZb4NfG54wtzBlQqdC7wa0MXjnJJpDa6yRPBmjRZ9tDQzO0jndcmYkvtcZS6+9aOZtpeosRihBtsk6VGyGZCyu9MRaWI4K/yhjbCDazHqKbN7aMb4dMWvHED09hk4VihZpH4pWiKy8dyWhcwadKTGRaiUZS9GWqrPIGJu2uabWFT4mSS2tE0pF+AyxSlzxnBMxxcOyJ+aEVvYwURTkQKS9N0pJMS+Ka7URj22sGwXHtg33NbG+2bFpTRQCKcrUZrQhJsV4hz8eOH7mCeg9unOYAqoPzChS2JBioMMJbaqN9KUtsFKqRARrFcpdZjdPjNPMZhoZ54ldjGzHiatpYpqmw2vfG1G7xj/eK+y0s/je4weP09I0TUnC4EwyRJMhS/hb1pWiFLUmcpH4YX47dJgf//Zv58GDe9y/f19iTXejRNiGRJ0jthpckrxyXxUL05LjmizQzY4SNHlSmLmjqyuKUfR9QudGDqdl5mjXRu0WulWFDqFraQXT0ve+aXiFqxSzYJIhJq42E5fbic1u5Gqzw0yik9WpkMPei6/J0cr1aJFyJmZNEC87UBGKIWeJFlBA30tfYa2n7xcsFisWqyMWi5UUSj9IDKj2QoavmlrE8xOdhWyrLcrqxmF1WCfFr+qKMaJL3jsehZBI05Z1A8mnEq6xsUZJSSmJthwFRZNzFRssGrPTOpKJ2GWHHQvxInCWjrBDx0Th/uUjzKJnVZ9h3nnmRztO3x357t/5LbzwLoVfXHL74TsUKn29xde99wW+//u+g8/e+TX0y6/xK5/8JB9893fz3NnTfORbn+d7v/+CX/uJ29SrzOpE3NbnMqC1p9OiTDFSD8QYQkPnLZ0zDM7QeU1vZQvtO4c3DtuWDcU2aWtWZLOX+WnMXFjojmV17NJIOZ+Z31xjJkPqNPMusXt7ojxQ9PMSry02RayOGGvFckwrNBZTvdyHKExJqCyHaVbXscqUephynLGiGGtKrZT3cbV7LFPC1lKBeFh2FGKRiSaWgjHXBRYaj7aqZukGXu9jm8211V8b/W2zdDOPfyGjvLWW6qTINDc5ijHUIOyKbrVgceuMxc0Tkjdo72X5ZQN5jsxXI9MmSa5PSc0KRRoUWe7wVQVzN0a208h2N7HZbdlsd2zmme04sptjow8J3U1zbdhh20FRWurbtVn2/lCQsd9URUZjsnTeB3pVlkUnla/ip34tLgvwnR/7OLfv3uH2O29x795dHty7z/riEdRMTDsqjjntyLnggkFHi089Jsgo60pHjmAClGrBedwQqVj5HnEWtYhSYkrs5MQUnz/xXaS0DtNb+r7H953wGrUiNZpPLJnVYsdivWPtHB4hw6oMVifmLMTgrDKmVjplcEocEHQR4rQUz9oc1A0lFcyeuO8kG1Bpi7Ue61snaT1GO5S2KKXJSkbvWiHW5iW4z0FSBqXBGof3Hca3RMqW8yOcTlkAhRCYfU8sGbYamxN6HGVpkhUmKXSxYJpyBBnrDVW8DxHu7LooojKUGvFLw5Fbcf/iEffnB6Rbim3ZcbndUjrFrk4sTWV1Y+D+xV3e+hfv0D/1HB95+Zt48Xef8qlf+6fcS+9Qnhp5e7rP2fOn3HnnnK9bDnzre7+L+kdOefSJv8bm9YesTpdsd+ecLBcY3zUlVMOQDa3TrHTO0BlF5y2D0/TWHiYJZ7wshrQC40RPrAshF+HcOUhzonOSczMFCOczo6p08wCDxxWLeVTx2yLUIKfb9tlgXc9cAhqLUjJYl1pQSLa2yoZaIWHae1wpSmzaaPJA38TUuYjeOWQxKTa16X6qolCu6UIlE3OT15aM0jJiF4TwrVTBKCPCiMa7NK1ACLFcHNb3eKTWoM2+iDZcVTfvVKXxVfKotBY3rGikI/erHn/jmLIayF6TvMdVJXS4K09ufp8x1UbMFwnlXrGUciGC0O6CCEU2Y2tWthsuN1vhQSehEc1BBBi2NoMNrRCIWOhHucjhFEMmmtRGx0KHw+TMnCVdIFOJWow9aqN1UQ0q54M589fqsgDL5dM89/wpZ6dP89zzD3j06B5377zN7Xfe4OH5A3rnxdrfeIw5kpzwzYCeZGzxg6LmmTJncbUiUdREdUkwyZVrtIF242XhZ3V9x2royXHCKuGDOd/jOo/pOozr0FZurFoUMQQxIAB6Mn0N9BqWQXGxnSQErFayztRa6FRlAJQxGBCfxFiZYyEXGW0A5jDhnMMXoUwoZUTxZAdqMQzDEc76FmDmqbUSqti76M6wna7aVjE3eEFhuw7remrda4M7rJOQeqMd2gg8MRdNPlkSzUy4VEzTRLjcYEKiKxpVLWMuTCUxZeGfrqzl+bObDFVx9+E99M2B9XjBnLZMeceuXKKeqRw/s8QcGW72ik1w3HnwkOlyQp8t+Oz91znVpwQ189Fn38OXv/wZfvz//v/mtYvCH/oPvoPXxon3P/M+vn35HujP+NI/eYPlu5/mQx//Vv7w//qSv/J/+0tkdYRzHceLnsGLdHR/4PWDl/c8z6ia6Z0Ec1kFvbMs+wGnIMZMNyxRSgwsCpmYJsayZRe2RD1jjp1QVlKSuFwzUNawuxoJaseYCl3W3DSG2SWSQpJNlScpsKqXYofCaZHfKq0p2TLnyBShWvGcrFriKGINEkGrMt7Y5sQmCyhThbKkspGsoCCTQW65NSkWSedsUFKqMnYrEFVNBY2RZANn8K3L9NoIvSqLFZvyHDqtvYy3Ce+Er1gKNlZWekWqhezlsJl7g1o43JM36J59GvvkGcFp9GJAAeH2A8rC4zvLJk4Us6DkLK+75EYLqmKZWApjKEwps5tnLqeJq93E5ThxNQfGGBnHeC0JrZmUg9ANXbOtM04Oo6Kl8CkH1WK1Z6E0+dEVnVI88fyTfOrLX6Qc9QQKj9ZrVG1eojEyXe44PT75LS+Sj18WoOvPMDbg3UC/WHF0dMTqaMnR6YLL9SMe3n/AdrulNAegMEWcGTDO4byhXF5RakTlhE0JbwvLXqG9xXvx7gMOY0fMMm5aaxk6T3Wl8bI8ruswXY/2HcY6lLGCMzaZpkoJkzOuVkyRzXO5kp890DWPSUfVFd85+kUH2hJyZjNFIYNn8Twsjdawdzrfjzx77Kj3nmEY2EcGFNTBVCO2DSDI8kYpoU9U2ml4uMkNXTdgrMMYiaQwxgkxW1UwFqynaPk74x3DQkK3pimQpwRO8ejRI8YSOT1dUXTlS29/iSNtOX36hC/c/yJ3xntUl3jX+57lu7/ju/jQt3+Ao6cGLuOaYgtRF662Oy43IyEpUI5xM3O+WXPnlTf56z/+09z/GXDfBn64waNHX+aXf/kLPPlt7+cPnv4ewg86Hl3NXF1t+KE/8oN8+hO/zCu/+DY3btzk5lKz9EoibL27LpgKKImSIr21OCXmJ711LDqPobkuJdW2oI3AUy1WeaxJZFtbblQl1UxOSlR/RaGrwdNkhllMWrJKstXVLXJMK7FZox5I1KVNHLId1/JZJg4LB6sztipCnVElYxoRPScx08itONS6l65K4uchWgK+auy8xib3nkGNi1hFHihdZm2SxlYY91LMRlEqxRywftW248poyQdKCa00QVdmm8ne0J8sscdL1OApfUe2lTJYKexOUa0YUWcSm3F3UOU0u1ViyqINz4XdFBlj5GqeuRplM76ZI5uYhA8dk3BMs6jjtG4uXc0TNJXa6Fji5l4L1CQgXVRVIAdveLB+RB5gXlTON1uO3vuE7Cl2mbSemNXIRTr/raiL/7WXKH2yQauOvpMu4WixZLk44uT4lM32krcXr3F5ecnV5brdcIGUR6xVlGqag5CEKjnnGIZBiLO1SMZII6sKGVYKZgiCd2iDUHm0wbgO2/WYvkc5jzZW+HsmY5WmWulQvJUge6Mq2I6ZDb53pNRzcLY2Fd9ZXNdRtOFquyPVNTFmsdNXmYzEQgxdR9/3HC1XLIYBb6+lYd5YaspkFYX6ovdcT8FeK4WSoih0UsswMVBTApNQjaitjUSkCsNY8FNFxWXooyUGxa6AsZW8UFSjiCky5y1vvHOfo9MTDIrLi4eklaM7Kdzd3OWzX/kVpsUF3/w7v4Hv+b6P8+73v8jixFEIXMW71O1Dzu8/Yk6ZcQ7kZNA40J4T5Tha9eib70f9W4UHH7jDP/yVT/HKP/sML3/986zPH/H6p7/Cp57+FN/6xMe5dfQ0l5zz/qMXeebmU9xbXPK+517G1B19p2Uk94ZF1zEsOpyR2I8UZixgq2xgvTZ0Vrr+nAu7bWibZClCwkOU7KhSfGMQFGoR5l7jOFNyISlFNba52BThGSpZ1sjhKbh0QSJfa/O9LEoEqFQtFnY5EVIkRk3UmtiKuyhrZJGdE6SsCFmSHvN+b65AMnLS4ZDUtVJVbkudr76upY+yAS6lHtysKo12I5T1w1I0poS1+qDqkdgJ6VrnElHWEJFccN8vOL5xwumNE9zgsb0hWkVx8j6gs2zWtZDR592GWloSqdKUXEXqGApzzFyNM7uYWE8T62lkM81sw8QYJMo6xb1m/NpLKNcWz9wMV/JjBHhROSlskayq1TNnPBoveOXRbY7f8ywf+NiHsGcrPvLNH0WjePbsFl/67Bf4Fz/7z/gnP/tPfhPK4L/+JZk+SW42rUVXaw0sF7JxWy6PWPQrLi4e8ujhfbbb7cGsI5eZPBWGzqKxWDnTcVYRrYIYG5Ylo/gBtI6C/exNDMSyTGOcMP/Nvp3Xln0Sn9MOrEXXgqVCywVfVjirVcaemqE9LMogxdoZYq0Yq5qllqJuJkKUYt67nqPFksViwcnJGUerYxbDgNGKkiIxzcIFK0Uc7oxYU5WaJdq3RkoKYrEf08FSLmrBubTJ5NS1DBN5uHTTE6eYKTFgdxE3S2xFKYlQZxIjQUuG87CwbLfnxJoYznpyP/Pa5ZsUN/HcNz7F9/3bP8wHPvwyT968xXa35u137jKNG3a7DeO45Sd/8r/i4mLk8gLmIKa21sDJ8REnN5/g2RffjTMd3/ctP0C/WqKWhkGvuIui3E+8/vA1nn/vi3zz888yLM/47Kuf4Z3X3+bYD/iiGJZH9IMR7Nlbhs6xWEgOk6EyjVtUThAiKgfB/7Rw7rQ2ONMozFk4plV/Na5X9xgYgoNVWneHFufwSkOzDZBbKBmN5K3FTahde2miatSeajg478eYmU3GmSxb6VZgU5VikJPg6SnDnMWIN6lrb1Ro31O36FqjW3HbF8n9su6rFxe11sMm+at5kJDaly2VmESeqHJLq0S4FaZh25EkuUFLz9GtE5anKxgsOIW1leiEz1lsAV8pFpIp7ILY7JXW1aasmEJinANTEHHHJkbWYyuWMTPuXYmKZAMJQivYMaqJRZRpJHeZzERSqglG09XmD+sV52nHlS+859s+yLf90Pfzwsc+yNYm/JFnt9vw6Tc/R/+C44f+zO/nd/yx7+eX/+Mv/eZUw3+NSwyEXXc4oZXWqCIh8Fo7Or9kORxztDrheHXK5foRu92GeR4Zpy3TNGLUIOobBZ2TpElNJ6C5qvReLEb2o671BW2QUbbSGP/tZlOP30xi0KutRWsByLGW6gtddsTgiTlwalagjZDIS2p0EPE4RCt248yi85TjJUDLWZ9x3nC0GjhZHLNcLjk5PmG1PGIYlnjrxLIrRFznqEqIvqpkSoVUIjkWUp0J85ZUGmcMJZvKmlE1Y30PZRAqvRJstWR5DWGO5GlEbWfcmNAxkWNgG3akNJN1wPaKYWXIm8gYrni4fcCYtpgbig9/14f47h/4Pk7PnuG5m1/HxJaH99/i1unLdEvL3/nrf4v/z1/4m6wWS+YrR4wVqmOeEttNRKkd3epton0Vevi6D32OJ95zi6eeOkG9o3hh8TzVWsxa8Zl//ik+v/01dDR87pUvcPlgzdPdk9hchcg/eBaLBc5Z+s6wWPR03gn5uxbyPIkaq2pMlfFPJOOqCSXks0/CthZj3L1qq6iDZVoqhVwNkqMtPpNzI4eHUkkYauvOrtnb9fqwJJEKSIPQ6DxKHWR/MSWiNcQs3ZtVFVMzORViVuSsSBlC5uAHkHJuxQbgsS13vbZFA3EBqq2saCVGv3trv2sIRzf4p1F7SiZXTSxZpKJZGIlVA1kSSHUVY5JoK3rw9McL+uMVbuVJHqorYLKkibIj6wAuk3wlaJE0qqxIldbNwm6a2Y0zYyxs55kxRNazGHZPqTDn3Ip5G7GrxHGIsbJ8NqVVFSHfI0uk3JgISmG9w3WG87xGHTu+9Qe+kw9//KNcLmbONw+5/eYdTm6syE9GHpw/ZKob6uJru/Vp4GKzhdpfSqPxsizRjmo81nQ409N1A9vtmt245vKy0X6idGKxFmrn6TuLNQpn/cE0opTUvDE0VVWcM4elSy1ieYZGhpGaoch4U1oXops0rTRunHEG1zn63OE72khTSDmgihDhqxLbKGrEG1h2nrRIbHaOeZ7xXrNcDPSda+FSjs57eu9ki2uUKFgafllylJsjF0ISE5AQJuawI6aRmsVF2hmP6wI5JvpFIi0HbNLiQl8yMQokMY4zcdxRtlvS7oq4m5jHiXmeSSWIRZfPRH1F8FckvSG6kSffc5Pv+qHv4sPf81GGxTHP8wG+cvk2l/fOefrsKR68fcmP/b/+Cr/wM7/A06t3cXV3R19WnLkj+m5J1opt3THOEWJgM70DtfLpX3gV/ZlXuflJzUvf+BIf/t5vIyfLK5/8PObC8cmf+UU8Pd3pCU8fP8WKnqefuEV2ir7v6PsF3lu802jr0K0bF96pYFzkSi1ZZlwknfEwZRiNUx1aK1JJTNOMyF3VoViGhCQS0vJkFIxNhVIygpeVeniAYR+j3CKMc3MRbdzcQgWrGy7dvAZywWRxUI8IpzDnSooQU6UULUUzCeMi5HJQwnxVp7h/nNiTzht2yVcravbwz7WlmnRmqRZMyaQiPEmTxaxYKSWYrdVUXSg1UHIka89wtKA7PcIuOwlW6ioYiamuNpGYicwok4g6MtXImDMlimxUYInEOAW2o2CX22lmSpltiIxRyPixCFl/D6PQutNaxdEpFdBZtu+4a4PgUq8Ps72d3dFwwr35nIvLSx5e3Of+ZkNZJWqX6FZiSTemc67iBTdOT38Ty+F/8/VzP/dzUjCvtveuaS/GtIhQGUNQmpoNRvcMvUZh6fzA0dEpq+Upm+0Fu82a7XZNnDaH8WRfKJ03Yj1VJRCpHIBtCcjauzfLm8eh6FELKssba60V7DBXsXkqAn5bq/Gd8By1FXXMHMSOSxl50HROdN4SW35L5y3LoSOEgO8tQ2foe0niU0V0u6rWQxiZqpVaUgP5hUtXU2aO4usY4sgctoQwSZyv0TjtZJvrB/ppQFFEWjksKQitYl8w592WcnXOtFmzuXzIuN6SYqbqSiIS8hp/E976/Be5+a5T/q3f+z2868Mv88R7nuN4ccKGHf/Vr/4NPvqBj7KzG/6/f/UneOWXP8/lOxfc8LBSmeWyRyUhaxM2hFToy4wiEUPkTK9Yr7fkUlgsLOtXEp/4yqus7yde/sAHePDWOTf0CSvTE3eFZb9Ea4spihwjON/oVALKxCRIXI4RSiaOM9NuJOy2kGVBp4uMvZ111JLR2uGs2NXpbEgl4/2MadZotTaeYyrMuQq5vWiSqm1vUg+je61ikbcfVpQyj427QJF8dxDDWoy43edUCaZgU0YrIU7vzSAkOqESM63LlI5z70pUK5S9OqeKSYRuue66Xjupgyx0NC3XpvmaSrG07NnsVQl0EDPEmiE1+W/rSK1WzfZNU2ogGjDWcXzU44+X1M6RbEV3muwTymSqTkQ1EpmoNTAS2ebA1RQgCG90TpEYMrsoiQZTysypMucm7UQaHqX20ILo8Ov+f6qZhrHHaeWZcftQtfZ7FiohJ2oQpsT68pLPf+LTvPDBF7HPtIM2jnzxi5/ive97GecLc5qw3eo3vTD+113f9V3f1Qrm5l7ze1zQ6R6t/GEDKDi9wuAwWuNdxbkBpTJHqzPG6QbzuObR+R0uHz4kPpbAKKemRPVWMqU0fBERUNeGY+TUCiqSU0MLOlNK8JCaJRaiFCgpyHaz5oMSw1qx2c9ZyOq58dcEGyos+4HNNGNLxBtL7x2L3mOcdJJD59uHLtEXOUfZ7lYZVWKcm4yTNvYXao5iZlyidLQ5EWJARU1kpFbF6LcMYUmcA8ujFUdHxxhjSC0DfpoCcd4yjw/ZbS9ZX5wzbUaZ4FxlLiPrfMHF7jY3P3DMx3/Pt/HBb3svetFxc3nKwDGvvvMaH37f1/H6F77AT/61n+QT//TT3LA9y7qglEIfJevGKEOmknJC1YK2MirrUElBc9ydoVaV3bgjXiT0AG9+6i029xM1Kaa842R5RNQFqzzTmOjOBu49eMDZ80/hmvxUCkZmnieZWkogzyO77Y6wuULljC7iM+mNpXfyedgq2TXee3QphBQPkQz7rXLJ+kADirlIDCyCFVYZT9qCpS3XaJ1dRaR5iIluUc2fshSZq5rbd6RgkuiYjWlc3SoCi5QLU/N/TEm3EVMJtpnLoWC3byc4aqlf3UW213JoEFRLe2wEdbU3vmiDe2MZE1tkrS7NdUnJNFWVlomlBkJGTG0Gj1p0ZKfJpmI8KFtQJqJUpKiJyExWgbFGtiWyCQE1w5za9BNbnlWSiJjcCrhs5aVYK/FblAbD6gN/sqom3zX733kvLd3Hq4iuPFcIMcuBYg1d6bj72l2u7l2iXYe2lpeeep47a8Ubr36FvveUObPdbn5LiuO/6nLOScH84pd/jSeffJqz05uMk6czA6vVCa5bECYZQwsK2wLRco5UMot+xdHqlO3mHscnC+YnnuTi/AHryweksGvifUWpBWvNYSNYyh6EV/K96t4eK7fsRQmG0Eq0xZZKjM0NJomBsKqS6eycO6RCUhWdk/Q+MTyQeIEUI533lAJTyBitGboe47xs3/c4U5GHZK+0cTahtTnE/8YgRbQCKQfCJDELJQem3ZYQwuH0jCHhnJDWp2nH5foc67qmXpLkyRgjJU/E+JCLh/e48+YFT549TYyZh+tHLJ7ybNaXqJuF7/nD38nHfuc3swkjJ4tjHI4v3v8yp/Umn/75z/HzP/2zfPmzr/HSyfOc2hPqVaZ0GRM0pmhKEwloXYgkUr0+1Lxy7GIBD70dWLrKPM/o7YDaOmKdWY9rVu6U2+/c4ebRDayqvP7OW7z41PNMIRDWa+YYGRYdnTXUkghhJsWR3eaSOO6I0wgpoqr4OXbWEb0cbM65w1YYFF3Xc7Q6oWovcsZxYsojBIk+3oUgrt4VrOtEbchXRyuo9vCCWMLVIk79QBMPGEKNJJ3QRuOcoXMGpcQ/NSmZVmIUjuIcWsEspuX3aDGDUfv7ujmqq7Y5bwqefUzDIXyP0hQ8LeCsTVp7RZqyMrzHmslJCpFNEILsB1xT0tQpUHUkm0AcFM8evcDq1pmYKvee/mTBVK7QqhDTlqmMhHjFXHeUMnOVRi7nHet5pm6kSIoFYmUOYqKNMvL37b30XlC8quR9VbXIEirJUqfQ4jfsdSzMvnlJe1VVk5GOc6ZOFe8GLh5t0Vi+8rnX+OgL30xOlbzNfPjmR/ii/QKpRMay4+7t+8Dpb1WN/JcuC/A3f+LH+fqv/3q+8Ru/hWefeQE9VHY7jXMRhWBRe0RGa4NWrlmsScLbanmDQke0PUYJ/2q3UZAmMTtVFQ4n8F4HW5vziiY0o9E9NQEkvrYqGW9CEl89Mo3nWIUiAsi2/XFir0gq93EBuVS8F9L7Xo2z376qBnJf+2/K9ytF1ElKCSUCo5tbezNEVZBSIATBMGOYZTwPQay2UNdBZ9aICxEc3Jb2zu+S/LijqEvWjx5ysniCuw9u07sFxycLbl+8xq2XbvKx/+HvYPWy5/XLN3jh5ktcTmvu3V/z8tk38PlPv8I/+PF/RN1l3v/E1zHoge39NeNFwBWHxVCasqm0G7rsRycDphgoss3WJFn40YnJwdRRNhW39Ex1IirpBuYxUJQmKDjfbVBxxDjhXw4LUfuomlvBnLlaPyKMI3meoMoB6Ixl2XlK6Ri6nlQKaIO2/3/m/qzXtjU/78N+bzua2a21dneaak5VsUhK7NTTsmRaimRDDuwAvsmNc5Hkxhf5DPkKAYIAAXKfD+AESIwEhhRYke0Ealkki1XFw2pOnXN2s7rZjeZtc/Efc+1DAk5kQUxxAAt716ndzL3mmO/4N8/ze5zo8qyXSGOlOc+RVDVuLpKhZAtEqZhDKcQ5vK/YjBI/+8Jf/OocUSP4QAVLZKzY9qq64ACXELOKtMVFWvuEIi5KjHChEknPLIcc7zflTweG0nx1kfNURaolQPAyt9SK96+Sp/skU1FVUVkOJC1Z9ZcoDLvQ/0otFJ3Be0zXQNNQm4bqBcqhtaISEa66HLBVR4KOTDoxUZhTJscqoJciLXSoImAXkC9cJKb2K1lYCvG3q1xJRuHyAkdmWVwpGbGVJO9fCIrJiFMtR4OpUlBN8xnb9ry7feD/8l/839mrmf/gf/r32ey23I63bJvnZJNYtYnd9iXf5/bP7ED8/3VZgHe3b/jd7wXu7+/59rd/mW9/4zt88OprbLfXONtREijcYjsT2o7VLVVXmRU5QcmbhVBNjaiamM+ZuGgUeVoq6T/RpsCiRysCys25LvISQeJLmuKFqPLenXO5xWot1ALGXtL93BOggKxBVWx1MBdKniTrHBms12URkavg8pWWraSOEVCEBW8HS8TFIjOBQi6JKUrlOZ1PjONIjPHp35RSQjtPrIkwS0aQ5Kcn5hCeDsxSR8byIDO91YqQZpIO6FBobjR/+Xd+na/96sdMmxNX3RWHema8K3zgvsGP/+lP+N3/6ntsxi2t8XSmJZxn7OzYtVeYojkfpYXJNZHIxBJJZAoCNlbWSs5KzhgVUUCjW5Qy5MmQ95Fu03KqmakG8Jbz4YQnY9tMvH+DrkKfcU1D23mcE5WAVOYz8zAyTwMxTKhShFzkPGPfElNh3Xe0OYtl9WJNVRXnGpyrNE1HyJqmSTRNpEmFKUt7asgsTGXZhpdKRh7SSmkgPfmvUVXguUZQY6CpxQocu1ZUkdZcqbIsKeQBnpb3PqYLfNqQSqEm6U7sVw+85eDlqwfmkzdcDjCDfjpELzEQSr3nn9aiyFrsmxkJUTOqYlImaoVTBXOJddaJbBLrbovfrLB9i249eEu1EjGTSFQCKPnKRBKBuQqt/jzPlGCJS4t8WYCVmiS0zyyjg8WS6ZYHkjcea9Qy45UQtJgSsb7XYeb6PjEAIC7yooq4AmtVzAtB6jhE3j08Mv6X/5hzTfy1v/c3+Ppf/AZv3/4E2ztst8KYDL/oA/OTb36b8/nMZ599zn5/5t3rN3z04ce8evUxu+01m9U13rX07RpYA3U5HC1KO8o8SkBTlaeOcw2N70jTkZjk8LjQiL46iAeRChmtyTXLHCQliQ+oLNoJaXe+Sm8xKLISMlFRIlN4f2CKtXGRQ1KqEIliTII9C4laFHqhsNdal8rwvby41sqcImqSmzmn+uQTFnF0JVWpEnPOzNP0FHoGPLVmOqaFg6mfQBohSbTwBa6RFcxTZbNZ8fr+LddXa475jpDO/L2/9+/xm3/71/lp+DHPumt6rvjids9NfUF50PyLf/TPGT4/81vf+ksM92cOj3vmIdCojtWmp+bMMExSKWdxIiUE/pqVmA4uHFDx9Ge0ktA3Y0WGNJ8DurYUMucyUp1hfBhIy4Tt8fhIu5D5beNpxxbjLg+NJUoXGEMQqEutiz0ykxfB7NU842dLGyLWh2VLvNgMU37fzi4zziYluqpQ2srmeJHv1Mt8VlU5IGtGlcV3vVhvzHJAGWuXjW4hF6FHlSQVD0rkcLVWyXvKWeZ6SzRDToVaFsF5XQanF6dP1SJa/4r+8j1MQwhawmtVTwemVu9HCHlZnkh9seiUgSwIF4lwURm3xP5WG6k50aw6uvUK0zTYtkM5Jy/LQC0RSeEK1BIpJGJJhBqZc2GMCYJ8Tp+22aUsVYn43pWqeA3eaVpn6VpP44Q4JO91YYqBKS6LohiZ85L2aY3IA8X8Lp3D8n4UFIlKnGYa3/Oyszx8/sh/8X/8P/OjT3/C/+h/8vf55Ne+jUVDMcxx+rM4B/+1LwvQt89Yr56hlGKeR37208/48Y9/zPX1NS+ev+Rb3/w219fP+ODlRxhbMHYFxVMwT7zAKuLEZfAvbgeh8zhimJ6eMFqS3f/Ei3ALHFfuEXHM5JQFyc9790fVmqL1MoQWYEdVQlap6iIO1nI7KgPVUpVmnBPH48h5CEwxLZtU6TPKYp8rSgTMJUVCusQILNvXBcoACKGpZvISS/FErKllETgvENksAEezHIwyn6vvD878/vfX2DKeKqf5TIkjajPxK3/tE/7i3/sl6nViV29Y84wffv4ZV+oV5Vbz//i//tc0g+eXP/4u80NBzZ5t84xm2/P4eM84TqAU3WbLGEbhj5Us2TZVoB7yvhWKAaUzXge0sni3gmoxKVNjxKSEszDkGW876pSpJTI2imEeuGoKGY1dSPjGWQqQS5TYD6VEBD0nKALKDVXDnNEmchhnnDO0XcB6j1b5qVJ/X4GJskJoT5bWiT9blyror1qpeaGH17IEmb2vir4K6zZGY+yyuKkaUxWl6oXgj+R1L4qNUhZveKmL5lLuC1jUHkoWIGohLtXLJv5ikawVpVlmebK8NGo5MBcZ0cUvXrVQlC6Q4QtbUm67jGQOLPEURdrjUjOqKTR9R7PuMd5hmgbtHXXpGJSWh0mtkVIDuURClUpvzolQxJiRSlloSQhdS0nssDUKqxWdM3Tesmob1m1L6xvRK4NIkYJhiFZAHbNCzTNzXUZryzmRiyKWgnSQ8j0+nydc1+G1wagW6wyPw4Hv/cN/wQ//5Q/5z/7z/xnPvvGK5994ju9/sbGRFuDm+mOcM6ASp9ORmir7wz1ffPFzvvzyMz777FM+/OBjfvmXfpVvffJdXr78kFW/w7oGpS0aJ4PxJaNYrFLl/VxnGeQDS+vxfgNfyxI+Xy7h81GC0RKyHKpSrpdFt16Wp97lz65qCZfikm18IQcpKpaCYg6F4zByHkc5Nxb+IMaKtGM5wC+HmUhF5PAvpaCMoOzkKrzH7C//f7VP/970lfRAoWxLK36pOOIl5jddfr+G0LI/7Fl9tOYu/ozvfPclf/c/+3dRryJf7N/w0dW3eP34QJ+eM79T/PAff5/5deDV7jkrPMaJ4yjlshBsCiFNYEB70ZIqxKZmJCJURhM1U5QAJowtNEhFoqtGW4tLIikjBLpVw91hpLFrWl3RWclseanwC1KhsOR3ywdexh3zJDPeaZooNUsmOArlIsYqDsNIYxRdO+K9x1pPoxzKWmwBw4QmiWD7ItEx4JRBFf1E29FWHuCWilYym1aqUlJ+emCbxXKprZM5d8447UhJbFiKRRaEWpbtFbRMGat6HyEBRg7JCspK9VeXiBX1FGv7ngMpsj2zMFd5asmftvhfMW1cROuXe4hyEd0v1sVSKFov89ZIYzT9aoVvO7AO17RY7yhEee/1Agdell4hB1KJxFpI6tI9GdFOqvfdnDUKa9VCyIe+adh0Ldu+Y9O1rHwrkr8q46txcjQh4KbAxaEFEh5XL9HFyOtPahl2Fdh0PbVWpvOM0Yq+b/FGcXtKDMOZ/93/+v/AJ7/+Ab/227/JN77zDTHF/IIuC3C9+4hSA9N0wujI1dUNXe+5u/+Sd7evubv7kne3X/D4+IaHx7d895f+Il/7+BN2u2u86ygR5jkShokY52WjLLG3YU5PB+blm1iXYa98aKHGSI6RHC5wjCxLhyoorHrh6S1bxKfDmCylvTWLsHyZSS5g4JiktU9ZMYQgiZALnq0qudGrgtNwXtp/9SRozmkRK9cidOhl8l2fDstEvvANqxzsX809Fy2vLKdAkev7BMC6SCmMstjSkueW/noDq3v6jz7gr/9Hv07/dcvPzn9Ms9nydr5n/zrwzf4Tfv/3f8D+ZyO/8tGvUvZnxvHAq2cfE8YTdw/3jGEk6SN+I9KsYR4oRhxGqiQMBa00KMhKhN5l+T44hXyvlSzGbNWkoolxZrPquT2eMVazbntU1TwwS047ahFjS2Y2XwVRKC2xE9qQlV4sdEDOuJgYZ8XxNNDqStP0UlkWiG1LLYpwgfEuGTEX0pUxBm81Fo3NUqVZDVpJhalqEbNDyRSdnlrsqgzGObSzqJgxWVpkUw05yyEpox+xSlikbaxFYWIh68vAVENd5pNLxYhZeAnmPRkfpKK11uKcbMUdl3RG2bDnhd96eSTLBl4tUrZKSWnhGJhFA7loMCvkktj4jaSRtg3KOqxvcdZBHiRm9zIfrUtcbUxPoIxSRUuqlmWgujiVjDBBrVa03tF5w6ZruV517FY9m66jWxgQBXmfvLeYSarmTJaDEpiW4iDDAq9ZxlZIzt9115PGGZOke7ATlDHxob1i9+E1P7n7nPmzA//tl/+If1gj/8vf+V/9mR+M/32XBdjf3bLbbdit1hgyx9NMUuJY8cZTbOJ8PPCTTz8ljTM1BsgT5dVHNN0aa3rmeWYe96Q4QB4I4USIA2E+Ly4iWcDIY8Ys5aIcMjGKfCIseeCXbeMl3D7zPifkgqCSgycvsx0B7Io6yJBjYp4j0xwIuYByhJQIucgHF/G/6qooWjOMAwAGs3i9pS2TQ1lBTaKD0+KVvWSj55oAvaQ6vl8OPeWOqAXcoL7idKCijBVRv3NY1ZOV58Nvv+IHj/+Ev/Tbv8lf+52/xh8+/HMOceCvr36dH31+y0e7X+YP//HPSbeOX/3GXyLuD7Rdi7aFN/dfEtIZ04CtFZclJz5XYAwLTiwv22DAXpwWBpWF8eiMpmJF8oHMXQ1giJBgbVfYcod1mqY3UBNdzVI1oYTkvdDVzaKEKBUSmsZ7SUNMSeyFyzY6lMycDeMcOA2Gxg/CD6iGNso9E6O4TYYQmZaQLY0g2hpnxRJLI3eBEs5ALWEZP0SZcV/ejEXhaIwciKpUrFFS7WSebIl6IcZfVpWuVorTuKjIqUDRy6GpFhDwIkBXRnTn2qCNdFNKXdIolxmssUse1kLIwgi8RbygC2lp6XZYZG6xCBtTS+BeXaJbYs1EAniDboW1qjUSA3IhOyx7AFjm+bUSEGlZVotCYFl4XW5+XRdxvQKroXGaxmtWjWXdNmxaz6ZxdMsDIFeFsXqJ6xAUoctGVC26MpzORJWJVR7cICkHtWZMVhzuDC821/i1o6aKsZqr9Voyg9498my9ZVCBY0no5XP2i7osgC5HzvuzBLYb8MqwPwWOjzM1SBW07j191zDs9/yL//b/yWc//H1+7Vf/At/+7i9h/ArXOIwu5HRiPN4zjQdymjFEGXRfRLnVgXKkasWfGwPH80SYjoQgA3+KaDedBt94Tue9bEAzy/JmWnSSDU3XcT4GjGuoFaEglSIuEu8gRGKVlkwVaZETiqwMJSZKyFjdPnmOpR4E9BIZoRShpqeb9H0dsByASuRQ7zktf/rSS3yvQVuNLgbvW9brNd6LdGb99Rv26ZZX33nFP/hP/2N+8Pn/G3W15tvXv8RPz/d08SVvfjiwml7yfNOi0szQVg7TOwwRZSvKKwjS2q1b8cyXkljveooSWPE4BXmwxUzQWYhKgE5BcGK2wVhwVBQTfgXWGGIxrOaGl25LTpH1hyvKIfFSrakpM8aCMo5myVa32jzpW4tShJiZjOfoPKcQGMvyULGOqmAaZ85VY92Edj3FFg5xEmJ5jJzHQSr6LCQqmZolbAWFJ7Eg2wCnkTkohRJFv6uM5auAi4rEUlCh8YY4SxdxcdfUqsmpLlnhimyWB46r6CJz9Fo0NYvO1pn31aW1+mkhA3KQei8OusYtSQL60slIOoDByVxUZSKRUCOhzKRYKElA2F55akjEOqOdoxIpNWJ2hv6Da2KnUV7Rtw5fKk1N6KKpynEMFXAE7ThXOJOYTGasA/vhkRgrTWywKJyyWFNx1tA6Q9sYqJnONezWK57tNmzbnt5aWuuwVnOcZ1zfElUmjAexXNqZfdnzWAbylXA6ty92fO2br+hWjsPwyDSd6VXH7R8+cH9/ogbo2w6voaaKWmnatqPddRze/RTXKH7lV3/539bZ9290Cd4tjcIbDAqMZRhHpjEQ5sQcC7pqCh6FwzmLroE0T3zx+c8YpxP9dvt+Q10jiojRFWcWyIDViytH/NSl2otJgFI13vVAxThp5UqUoKVxnhnnKA6VIAflNM1P2+icxDeMaWWTXqpo42pZcqEFm699IwfehSKjLtIPRS1S0dSiufASKwXyZbaZl79vORDVVw/GumSxqK9UpsuPi3O4kLFaCwVKSZ5N3/SsNhs635AVmN5y3W1ZfSLA362/ZtJnpjlz/jKjvgiYh5Y+rVnbDdWMJD9wToZYJ7wTB4VeZmQXVxbwNGv1xmN0xLkGM0fUPC1zxsSm64XW7WUBppJAIWyVaIfgNb1esVINsym0W0vbrHmeHXXKHLPMQo3WNNrirXuy2GbkwJxLYtVYjkm8y3OpRF2Foq1kkTeFzOMwcc7iAxe6jYxA5Hu/zBdrAmSRQVUo26CVFt6m0lgFtSRUEXakzAALdpHvXMAQl7Azbw1ZAzgZs2iFsqIVRstYxeiCsxdFuqXkpYLTBqUk7MsslaQ170Xb6kJOX76+Gr2gtTykU17uIy0b8rKsGC9MzVqWtMSMpIbqQiaCEjJT0oVkKlmJQsAphYdFCeIkbxwHSkYjZaE8FaRivcxYQRY98sBblj5K8dHL53jk5945rndX7FY9ulSmGGisYaRymCbuTgcGMt3Nlr/yG9/hxScf8Xf+x3+XkQHVQrdrUC4xxSMxDVjtOL078ZMffMbv/9M/4Me//xPefnpL3Ceu+xu2N1d8+fZzTKv4td/+Df7Bf/oP+P3/08OfxVn4r3VJzG6JzHGhRlfFFGaO04k5R2Kp2GU7rduWrvd0zuKsUHkOp5HH/SiwDDKN12zXDeuNp+m8CIi1RWkLVssCpci2MepEVhXfrKX1X7aCExPTWJjmiXkelifxIsVBrFi1VqY8kM4DdqEVyY343o4GAuUIWUKU5N+nKZilVVs2kizzoJy+Mmd8f0BeAMFwgSiUrwz/L/5aFsL28uNSc1bANRarrGwV24Z1v2a93dC3HdUKYNZ/uObmL3qO8RHfOOJoifcZ7hRmNDTK0rcNnWqooRJMQ2saUk0QioCInUNTsdrg3fsqb55nbM5oG3HJY9y85BBVTK24xcJavegTrVeYCh6oRlNWHrNa0Q0dKUx0XceL3YrroKlDpK9C5y5ZZoudb5a5r+gVBYhR6EthFRPnNMtMOUVKkjxwjSHkQjgPMM5P1rmQ01O+02Wmpk3DAuujYnDKYLTBaoU1iwynXGAQ4uLSysjsVsuhmRbZjK7grDh2zOJoq1qhrQadqUZwfMoZNJ6oKyVaSjZPJPFaZQn1Xlu5bOYXyY3V8vq+es989So1Ic/6SNFF5rx1AVcouW+LlqA/VYs4gHJC+YKxjrbzNI3D+/dZWEZJpEpVFodFFYOqRn4sajl8RUw/G8BVDFpGLk5hDbRW0xrLeBhY3+x4+ewFN9fXWN8QSqX1nn69YQwjp/2e/sUL/sHv/C2+/Wu/it401N5w/dENk56ZGZjVQKwDRc3YpqAcDPqOn7z8AafdmW//ynO++/gR86eJL773hi++f8f5bs/1B1dMNtB+3NJ+o/23fwr+D7gswJgmpllS31KuzDFwHEfmGMm10vdr2tWKbrNjvelZdy191+CtRhc43T0sLoG0aK4cVjcYYzHWYJ2lagNaBLmpKiJR4AZeY3IDegliyplaLCwTtFSFbl6K5DzP8yhoMC1Va6maFCeohkuKnjFmkRsl4fClzFwlijcvGs6sDKUqYo1Y4xbZSHpa2gh+7P1mXCsFl4Py8kkDuMgmqshcqJemvS7zIxmnUcQl1S6e/a5p6boVzonmsNkp1i/hJ7efsr6y5FPFP67o0pa2e4aqHXb01CmTxkCaMirJsmIuCyVHa7TzOOdx3i5ZNItdTyuMquKyKYWmREppsQpskllkNRptZSlhlaYxQhDS2xV11dOfOo7TgFGaq+2O7VhJdaQ3Vog2k2g+rTV476QYK0q4jbWgc0GbggkaVxUzEBF4da7qyTudUiYm4TSGnLApiwXWiyjeatAYsqoYLoR8hV0kMKoUilJPcbao9/eGvB+S8Z2yROcaFPayiVZKHr66LvdspTgvh7FOOAPJKtIkshhdFmutXqha+r328nI4/okH+MWldlGPLJbKXCvZFJmPs0j1lpG/pEBm1HJgplxINcl75w39uqdfrxbTwPvwQFGKiDZaVemuTNWoatDZYDA459E2oq08OFvvJHfJaTqn6b1n03e0TsZWyhj8eoX3npQzQ8mEpuGv/v2/w8ff/Aa2b7GbFnpLNJnkM5pIQ0MlEksipZHKRIgDd+U1dls42TccHyZa07H75AXfeP4BH//mB8RT4fMvXvPTdz/nJ+GP+b/9q/+S5/ylP5vT8F/jsgCPh0fG5cCcl4XJOE/kJDdR23esdldsrq/pVysa7yR3RxtsyezWhmgGUp5oG42zjlqEG6gLKCuznqwq1ETImVASRVW8aSmxUgKMU2IOkxyQWFyzolWatpMb6XA6MJ4eOQ5njFF0XYfXLd5pSlyykFlkGTlL3khMoI1sywvkJfK0XjaEVRG1HDip5KdDs5TypN0zRi3ABFlcyc5fLxIduAzVqfpPfXvfb38uUqcLo1GyfizeNzit8JtKXe+5P77FxueYvWM3vGCVn6P1muS0qA7SxHQaGQ8T5ziQmSlJxNVFKbRzGO8x3kn7WbN4rZnIsYqkJAcu3FBvJEvGGEN18rDx2uCVoTNG4lubluoa+raT9rZUgS4rEXAru6gIlgcUqkhgm9ZPxoJFeIQh0iBU+l5ZstcM2ZKUFRBtRZIcVYJFLTHFKHg4IFUnSxv13lrY6a96yBV16VTe2yXlAaAXSU5Oi3RtiYI1VtMs0m6lNdUYlJEgtAJoZ8lOkbMhhEQATNYkFKlArRq1pE/oRceolayY3tPV61MHBTx1MmSRxcFlYViEV7A42CiSTJrJ7zf/iHrDOovrvXBfl5HRxalTkcOxVIVWDrCoYtGY5UvjdEPX9Az2iG8MjdGsW8+6cfTW0nuxr+62a3a7HVdXV6jGsY+BrvW8/PjrfO3lc55/5xOuPnzJf/WP/iH/m//9/5akC//z//x/wd/+D3+HVCOBCdTMUI7sj/dM8x7UzBzOnOY943zERsPOd/jeY12EciRNmRwKN7Ejvbnm4Xjmdfr5L/7AvH+8EylQzEwxMA4TU4hoZbGNQCuca1itr9hsNjTO0noPgJoDZtPgTEMuk0QsqMQQIkllafGSHEbUijaGXCIpTjJbc5p5zOQpMwxnxmmS32MNvumEWq0qTd/w7NUHXL98wd3jPeM4Ms8CObW6JcbLB3Ohs6vFYucNIeZl4G+eNGZFaWqRCqgogaFKpKhwDSVC+CvEbyT8qma+4uoAFt+snJ2XivRyUF50aJK8Z0LCzRFjJ6x3tF2iqx1N43FtYm/P2BuD0ZYyaFbDFavhhuAqiSyZ3Uo29CUWhvPMGPY8AR6AxniKFkudGACixANU8beHEAhhWh4uCxRCG5w2VOklF3H1RScoB41ynu1qjVmkV33fs6KgtWdOlTZmJhuIQdiJWkVI6r1OsxRqSVCKaPqMzFmLcrybC0k5qqxWiKkuaaHyABwnuVcubiqtleRbe0+DFW5kTdQqWsJSIrksAvOqniAYX630rIgT5d/qrfz6RQKF1mRdKEq898rKjDFnIR7pUglFoBK+SEhfWVQQl+tPV5lwqRq/IuLOeXmIfgVPV7IofXOlZjAL57Oogq4VzOJu0xXtNH7VMkxnhnlgnEf88j2qVqpMrSxGWUzRckgqT6Nbkk6smp7dak3sIyvT0FrDtm3ZNA0r5+kXqtd6vcY3DdkoaBz99TWvPvkG3/0Lf5FX3/4aSRmOjLgXG/7Of/If8uE3P+Lf/fv/Po1peHN8jfKVoiamcGSaZ+monMc3GruuPKjC9mqFqprz+cy7dw883B+Ic0FhIVlWbs31h694fDz8Wzn4/k0vmWGGiYpUUjYtzL1Ssc7QNy3eOpyxOOPw1rNqe/q+ByDamTkeKK6hpEoqM+MwEucjXW/JrJebKeOWZEEdE2UeRToRK2EqpFAF1pDloNbaLagoS9M33Dx/xvbqikJlmEYOhwNv377l7s074mkghYGcE7qaJ3iBtGR6wYAtyxkESvxV+++T3k0k6VS9kH0Wd0m96OTqJZN6Cb+qPAERyp8CKMglFWfMIuSNpS6VrMw9XdPRdR1FeUKNvD2/xX/UkU6a8SHjzzvUsSM2A6OeOcYT03kgn2cOpzP704nD8Pj0wfTGkiUmEx0TaQ7EMNFYS5gn5hjkwcV73JjRBofMO8vlAFFSkQlyTOg93ns2q7UccotdUWtN03QcTo9MITMHyX+ZSyIrqJYn4bauEg3stKKxjsZaGmOpxlFcYVZmiXctBJNlGOwX+Q2aVBZrZ5ZD3ikvc0VjSSlgqiYWi9KQY6CktMz8lpbXGPGAaYN3wLLRly+zBK3pBfgBSWVimSW8Sy9LLbW0yDlhlJXRkbLv83C+KjbnYv9dIjAUXHS+T7/2otNVYoe4wHVlLFWgLA/oqp5m4lorqllms63Brxqh/y9St1LT099/EYY5LQmNXsncu7MN2Exu1qT1gN5MrHxLaxybrmXtWzp3mbk7Xnzwgodh4FwT3/j6x/zW3/x3+OavfJeE4U0+MpQDxWm+81d/le/8tV+hULkf7/l8PGFbMFrmVN71uCuF0RlvZdY8c+DEgUIgDZXhZ5GH7534/A/uOH8+k04KXT2b6x1XHxdCjf92Tr5/w8uCDKW1NVJRatExUitNK4Fo17sNq7ZDV8ghU1xF1Qu8IDEkmS/GFInzxH7/yHl4ZLdqyRq03qB0XqJ0K7YU9BwoIZJdlT8zQWUGFbFao2yhZnHGvLx6Rr/e0bQblLastoYXLzUvXh44fPSOT3//dzkZzXmYKMjMc5wiQ4yEUmFp97KqFFlhU0vlQrUG+WCpKrIVCaEHow1GQa7LQ+Ti/PhT15yiHM4LbVp+XD5caKiBUishxqfgLOUU67BhyjOr4pnCiTePt3z40QvGITM8VnTuMVPDlA7s1Yn78R2Huz3lNjHc77k779mPe9xy0HVNu1B35O+expF5GOm7hhIjMWXx0WsrdCYj+slWO7Hc2eXgRdMoQ6s1ylvSIonpaysH/+Khzwss43SeOYfImrcvvwABAABJREFUaYochpnjPAp932q0VfRthzOVzlicFrusN5bGWrCWXWOZSyGkTAiZqRZZuLiCrgWvNTEVpln83LWCqxqnK61VlDSTqyWZKkT1Bc+nFxeZLlXoWBcRt9Yim2lbukYWk+J20cRaiRVCDksSpcwLtRbRfTHLkkorofVoT8mKvLTOF2OFXPLAzCl+pSN5f9VFdyngkMt/U08Hqi5qUW8sD3gxxlONtN7KKYw3aCezZ2UVLFrSy98tniRZ/Hjt8MbTaA8ukXxD9i26bVkpR2Msq9bSe4NzFu8NprF89u4Lfuk3fp1f+5u/zdd+9Zdhs+JtmZioFFMIpuKpnNOBt3e3GKfp1x3r3RptCjkHMQFoj1VrNIk5n4nzRKgGG9b87POf8uk//2N+/rtfMn0WaIYVq3hDk3riXBg+H/ji09ec88g3f+vf1vH3P/yyAK1r0c4SY8RozfOra3IqeO+5uXnOxy9esVnv6DshbetSKbNs6s7DmaEkbo8PPN7fEeeztNtxZJpnxjBRc2K37rAFwvFMThFfKq5CHEbWqxWH05nKhG9EB5aSsCVXqxVdu8K7Hu9WGNtKBjKK3W7F86sXPF+v2N+/4e3tHXf3j3z57pZhPjLFgvZewppQJIm7F6nI0v4lKnEcsb5B1UJJAWcs676jFsV4PmKMe6ofjXrfppeSyQWM07LRH2YymcY24iQplViK5LrnBdahC23rwcA4D7x5N3GeHnj57S0vPvyQVDNmMrRmxe0XR/rJ8PP5NQ/2lvv4juPtnvw2cXr3yP38like0CWy7lfLfKswns5CnV+E1HNIsk/WDtdYjJYAuMaJiDqeJ9quwzaOWiuuKjrjaJRwRd1uyw9/+lPCxvLJJ5/w5U8+4+3bt3znl36NL3/8BdkYDlPgMEYilqw952kgzBHrDVlJQF40BdVUvBLniF4AwSlHvNeoxjI5OOuELRWvK8kZirKMU+CkE3OEqgzeK7zOmDItzhGp5GoVck5dKlGrZS6pnMcYK3IjpWjajn7V450kAljjqNWgcl7mty1jajjNe1gsoGZ5MFllyYllOQnGeqHyLGi0y+IwLfg3v+hAxQP+vpKES9ciB7b8nkRa1Bo1ywPNGyfOHi2KlpRm/LZl9/KG9c2aT779Ta6udqzXa1ar1ZMe2WshiKUCjXXYYrBV0TmLMg7drrj5wPDmRydWmCUm2YNRNL3BNI6RxK//1b/CX/6dv8XXfuVXucsjt9MB121IGO7ia7wdOZcBtObVBzdYhAA1xYnxPGKMLEpd07CyLYZCGhW3r0+cHgLf+69/zu3nd7z+bCQeWlbqit6s0BlCkAhfr1vKWARH+Au8LIBxDVprOU5qwRqDbx3r9YbnVzt6L6r+ZtFqETNzPnE+j9weH7ifj9w+3vH4cEeYRnKcUDmw6z1GwzBFCaifIzVOEAKaLNShmjiOR9myBsG5WdtifEffb2nallor1nraZo2xLa5KixZCYBoDXduTNmtuSkU5T9FGgpoej8wxg/HiOll4fTULmLh+5ZtgKAufr1DCxEQRiYh0hlx6+Lp8OusC3ahFqNQ1R5TOmCoxxDVGSpFB/lwK1lp8a2m9zHCH0wFKwrWWIWnMQyJPkI+Vtz98g/p0xdVhz8Nx5F295Z16zdvxC46396QvAuPDwDk+kPKZTd8QtGYymhwitarFESMb5NY3OKOELu88jdc03uLNEoEcC3Y5vGqVeI7WtbRa5FIB2O12/PH+NV+8+QLrLEXB63dvGcIsOC+lSFqTiqFoR9UedEFbK+BdKtooJlUYbaQNHqsSuRSsA61F+WBsQdmKazS5aUAZhnlm17Sk3UqwYUURomhs4zgxpYoxnqj1YiuUllXAtRrbSPSD5DxZyUu3Epmg7bJBVkJx4qJ5VErymVzDHMen1E+1xDNoI0oJCbdbXGOqYpJofIuSZMwLHV3unfIEa/lq+y4i9vh04KsizpsLYem9f15TTAVrMJ1mtevZPbtiey2HpW8b0eEag0ESK8nLIqqKC0ucWCyYu4rXmrVWfPPlCx6PB1Ka2b14zu3hkVQn/sq/9zf5rb/1N9FXa352esORQmk7CpkTI4fxyIsNWF3JKRHmiXOMaG3pm56r7YsFT6fpTIPDsj/e85Pf+5J//k//GV/86OfEz2fyUeGna2yOuAVSQi6olESrWzWq2mXM8Iu7ZIaZMyJAAbTBWIc1RvR5WpFjIIbhCVQRq/AcHx/3vHu84204cHu4Z//wyDScmKcRXTKnVUeYt+SY2HUN28bgasHVhDea1lqqhVMZiCULiEIbqS69gGhXqxXr9Zq26ahVMY4TVTnaboWzLclAGQ80wdH3LVlpxphZ7c88nmfGFFDLdjQVkauUIvpMbaxsWb3DWoW2lqgr8xzJYSYvczqFeb8BXyrLkjMlZZFSGYU3Cqfdn5hlKaQVVCXS+YbNpqdpGmpdsqBTwEWD6ddst1v86op3p3fc//Qd8cdnNuPPmG8jP88/4Z7X3I2vGfZHzIPChEo1CatlLmi0SE7q4tVVdclCNw7vWxpn6NuGVSf5885oqb4o1JBwjReDgVK02uJdQ6uNyIqc4nrlePdH3+N73/sR3/zoOYeXR26jZttumQ4Hod4kmTHmCsZYUGCNI8cgU2XFgvaCWCRsrKhC7wwOMTloXaim4r3GOFk6joO8DmwDWjGGzOF05PExcAgBUw2lpCcVQkGjtHivlTakhfJjlEjRMIpqNXmx8l0A17nqRUFRRUGh3i+MLmYHuW+kKlyYQ6gqBzVA0SKWF2+9gDXkwVmeFj0p5aeFz9OBWd9ndsNXNvzLYa60QlkNtqK9xvcN6+c7Xn78iu1uR7dePUmKrLWLxz4vMRk8xWNYZJbMEkPtnWFlFLZGvK3YxokAd+t49c2v8xu/89dpX+3IbYPWHk3k/vjIcXxN0/a82G5Jh9c4C61rMG0LrZYDH4NKlhQkQfPxcc8P/uAP+e/+yX/D7/6r3+N0OLA2G7qpockOr1ZApc5ZAgezePh1kWWtNe8dVL+oywIcxiDLGCzOK8Fzpcx5GnGHB+Z5ZBo72rYXjVdVhJB4fDxwOD1wnA/M00CIE8Nw5nw6UcJMPDeEYaTMkXnVUtYdm8bBksYoUFd5GW3boa2nVki5oi/WupTwTmZeqgpkWOmKVi0yQ42ASDHiIgkCUNY8uV9ylUWLJPwlcq5La6Ux2rBpHdboRWzdM0+B0+kk0qogf+5T7AEGtfjYURmjwVu1wDTEQVKzbNqNskL2LorVZs1us8V6R46ZVISmA4VxPPHy2XPm88ybf/mH3P3RA+PPCue3/4LxbmRaHzlyxyndk8PMtqxofEPTtuLztZXWO5rl36ywaONoW7Ffrroe5xy9dzSNozFCKKpZcGtN18rv87It98pglRWghBIgQtd6+vUa38AUA+dxJPkNWMMURkIO5JpE16gEMuvN+wA7BzQWSZX0HuPMEmOwkJRQ6MxTQJrWiDXPO3qjRZi/gFNak9DZQ2wwSrMPlbhYbS/cUqUMKGl8Q8hUI24ob8RAkRWEkgjTJREAKlYwb4v7JhUZsaC1eK7VxSkmI8daK1qJ1EdwvyyzcBayEpQ/tSW/kKqeDszLf1eZXN/np8txbBankBWgh9FUm8kGTGtZbVdcvbim7ZsnQMwTaQgrXM58eU3Cm6UWLBl0xRpoXOX6asXpzQN+t8LsVtyXMy9/6WN+63f+JvVZy6nJ7KcH5lqwvmez7ugaT4yVsh/4+u5D4nBgPMxUXVl1a7xflsBT4Z/9k/8Xn/7wU773r/6An//sc+ZhwlrLzl/R6xV+GQ3lnBcIT6EmOQOsaohpST8oC43rF3hJCFoskmuCDNOrVrAMvd2kGMczY9MKmcYYSoF5njmfR47jmZQndIq0WlGcJRnNVGGeIo/lxK5f46xl3Sk67UlGOH45VwlW69c0q5627SkFhnFijpnTaWCcCmjHzbPEbntD45sFwjozDBP7x7f0LjzdhIX8FL9al6iLkPMSYLYwLrNY0EytslRA0RtN33Y0TUPaFA6N4+27O/bDnlCD3JCNl0WJlA84I3AQi/AXnblQkJwEOzmPazxWW5z3dE2P9W5hf4plL/hC2la+9eE3+NGbP+Ln/93nlDegpsrbh89JIVGGkaxPWDKd1aytYbvEAjtTaewClFCZkqUqctbStx19v2Kz2YgDx3qcFwuhpCRGKGExAshDxjpHoyyqQEnyvcxV/Ni/8Vu/Se09b7/48ikU63B4BBVwptB4gymFFgNalojGSjuoVcUZ6NwyOzViHURftsnvNyLyWBLPuEN4AsqIvRRjCT4J7xKFayJxHxgWFF+aEyGJi6si6gRtHTiDLcsDZams4xzJKUBOIjkzHrXM/AQEE8lEGRNUWOpxidQtdcmoF/dRLUY6jyphf2VhHxT1XnP5J7+g1It2Mr0XpCmFURYNAhZGP1kXq5UDtaqKMgrTOnzvafoO30pwmLYiSL9EypSSKCRKjTI2ypcWN4GW90SvW1JUlN4zuIzZrvjGX/1Vdt/9iJ+NdwzTHbbt6JseqxKtcqz8CuM1ao6ssqNpO2zvqVQOD3t++C//kH/5z/4ln/7wj9k/HLh9c8vt7R0aw7PNjs53lFxJY2RKEzkWSoiQl/dVO2GNXlQpql4Mo3/mh+L/t8sCPAwTx3mmhBGtYNVYLIXWGmqVrXUsM31tBf46p0UHKU4MVSKtgqZp6LWms56pn8gxoYCHw5GYZkDkRX3r8LrSNY5GO9b9NX3X0zTdIhq31DJznkZOx0fGYeL+/p7dbsdqvaXve5q+w1rLemU4PeyZ5/lJWvE+DkJGB7kqcjXCfkTmmKRlKVA1Jcw07YqVNzTeoI2nMZoaA2kamWLAL9pTswBTLy4SqxV1GnBa4axeWiIZnnddJ1rBppMPrpIQK2vtU2sxmcjuL7zk+faKP/y9TPppwA8tJSVCfkS7wvl0j3IB38C2bXne9WyaFY32Up0p8bqnzBJDbNBVBv1d17FebbHW0i9jDovIT1KYSXlmmgZCzphUJaVRX2C9Mv/yfc9RF16+fMnXw8CbL75kfzwQNs9QIeO9oVcOY5cWSstD4hLvUVKApeV2Boxats8ZciqsmrUE7WkhVDWNwipovEQgGKuxi0NKO0tIMp/MMRGKovUCcJ5qWLSmiVTF1VUB7wt6km4jUojF4JIix0RMk3xQAW0btGnIRaroXBPYjG9AmyxzPyURvTkXahIgQjGi560LNOaCGRRb6LKQ+gqWUEhRRWAvVTSnCjkgAVBVWnGUxH9oJ9t0Fr+5Vu8zfoC272jblrZtccqh0VQquSxSoyLrzRwjKczkNKFzhCJ+9NN85tXLZ7wNIyc9861f+zVe/so3OfjIhOLueOTr2xte8JLIRDqfwVaeNddsmh21Kob9mZ/9/Gf88Ac/4Pvf/z4//+nPOB1O5JiYzhPXfsPLrz9jniOHh0ce373FGs9qtWIMgZwE62iUlk6TzLxg/S7pDBcs5C/ysgB3pyNQSfMZnTOr1mFLwpvCMK5Z9Q2b1RrtwCtHIhGJ4ApdY2kCMmzWYofLVxLZOU+RmGYe7+4JpXIcBqpK9JOl944rs8F0DmjJ0TMVme3kJPnntehFaB3YHx758nMZ4DdNw2rT8/z5c55dX3F7947z+cx5GDlNkbcPR25vbzkNZ+akKVoAwDKLEpfNpSJFQW4MjVrTWWljtILrzVq4iqXycNjTtD2+ayWca3FaKKUWck6h05qmaWiaRuKKl59ba7mEZCplFkjJJYda4zysW88Pf+/7vPvD1+zCDeM5st/vyWViSiPUGVeh15arruNqs+KqW+FrQy2JlEdJQ8wia9HW4aym6zp264WV6Ft632CtRuXIOJ5JqTCHyGkciDmgrbRFrqlo4/CX2FvvqXnkcD5xPB4Zx5EUz+w3R55tdniV0UbTGIlndqbBaRmZlFKYB0F5KdKS+VQoqUgLWjMxdoLbM7IRbmwrspZFx+kX55Ic5hLY8NTaxiROp5iYZ7FnTknUC1npxR0k1cmcwqIOEKqQJITO5FmqbJQHbUlZKkytK67V+KiwrtJ48YlTxYteckEVqGF6j/eripwrMS0zXVkMLA4cuQ+01k+LnMv/lp9IQaGUEQURMguU+/ZyDy1z1aWbSRc7sVoYnFw0m2WBGhSoSarfFOQrBkqO6LzIw3ThcT5TWsurT77B1TdeMfrKpCNq0/HR5gbQvC6vMcfIdW4x08jDlw98cT/z6Q/fkubKw8MDn3/2M778/HNOhwPOObbdmqQTj3f3vHu4lfvLOa67FaAgZLpoyVkRi8BqUp3IpRBzIOSEsR6eYi3+HMww4zyJzmyZd6RYmOIMcWaeI9ebHoVmtVrjncFYntrzznmm0yiyBesld1hJ2z7OE+M8c7VeEeNMzZFSC+c5EkvBNC2+g9MUGaYLoVyCxKp8L5lSwTnDNC8OhqEQguDdtts1z5+/pGt6Dsczd8cD+/PAu8cTt49HplSxrkVVeU1qebKnEplzoqZKUpWxFOoClU0p4XNhtfK019eYUrAl4dqGputRWhNKJS6plY5KWzp6o0TXt97IQqptsFYIMfv9XvJnlhZe4hSKCMKVI58CP/rn32d4PfHdV9/ijb4njjNdC4fjHcSK15lVZ7luPJvG4C3or6ZpJkWOlRLLku6naRupML21otW04oefUuJ4Hnh4eOA87BmnmRAGsQIWCfXS7SI/8ZbzeCKRCOczTJGrfs18PHM8n7jebNFGyTwYwZ85Y7AWVBEKP7a8rw5UQVUtgvACNVeJPkbhrJG5p2toGrskIxbatpUIkZKJIXIeJ87nkXGcmebEYZjZj4HjaeQwDMQkcOSipMJMWcK5zLzwKZ3BNxa9iMTTnISunwMF8yTxsY2mr55UFL4Iy10SMd/nIqkCJWZcNTLKUiwVJoQkkBmMVJWip5T8pLLkDhVVpSJUwrmsCNxZPbE25auUgs5S9RstqgJUIqvIOZwwsaFLE8o1y+9FYoJtZswzIxOzmgh1IpeAWnSqmcrNR6/40R/+mI9//Zf57m/9Ou9U5HD7hmfbr1NLkAwh5WmDguPM3edf8sWbAxxndDSUtOJ0nHh4+47j3Z7pNDGeZ/ZhT62Vtm3JIeKbVihiITBNZ0lsNQ6trfz3nEglCllsuV9N45ljomS1jDH+HFSYXYEco2x6bSdV3ZhxpkGbFavtS16+/JDr6yu8FnlKTdLyOm3oVc/19prNZkUphdPpxPG0X7y0GV2ygCC8tKJ52QQW1ZKU534cnpY1dmEGppwZU2Isind3By6z85JlG1qL4ovPb/nhjz5HNztOMbOfJw4xcAqBEDPOeXoFrgiuTOUoEREFsnEkKrkm3o2R/vGI7tdcrVeiE5smusbwSx+/ZKXkYJqWVLzGOmy/QjuLzRlrCkwDa9dzs1tj2p5qLVU7QsropmcMM2maZCOaClZrrq6uuFo/I53hmVtz9aFl/3hinkfGc8f+caBZdRALXiVWXrP1mrVTOCttaEgVhWc8J/b7M7kq+rWnxgopokvCGghhRKlCt14R58zr/T1vb9+JnCVOxHnCOcN6LVDlQOFMgho5DkdM63lmGx4SqMMIUyDvFOd5wlGZT2cM4ggqJaO0LGRCGjGLODvEKi2W8fhlgZjqzDwrnK54K9g47y2FRMwCk51iEAdQzEwh8nAcuLt/ZH88cU6ad4eZIRvGbJiL5by4yC4w4LrMYZ2S+y9OgfNYF1CGYxoqMSwbahXICzrYZUWqib56Mp5cK2qOC03dkFKGIdLFXpxJWlxCEc2cCyFrSSHV6gmzR5HRhIBoM7pqrHakWpiLQJ5TTVDA43GmwRSZ6y06ell8lkgtI6WOBAZS7dB5xpuAQ0EtBDMxqpFzM3E3PnJfHpg4o42g7ZadH28eHtl98xs8+84n/Is/+gF/4z/6u7w5PuJL4fjulvg48Pg4UW4H3FB5ZnbcuBU4x3meGM8PnA8HDg9vuH/4ktuHO46ngYLCtw3n80kq8mXpVVIiq0zRhVwCIU1PagG1OLtUUdS5UqtoHFISXWu6UMR+QZcF2PUyOxRKdqWmiu13PLu54oMPPuDDVy/58MULtuseXQumZqbhREmP5JRZrXast1dcXV+jDazXJ7pDw+PjPe4sm9dYRIunjKYxUs25piNi2Z9PTy8oj4KZm0N68g7L/E/kOmrRCWociUgm8+bdgX3MHEJgKJGhiu2sLZZSoxyaqmKKoLoE5VYYSqDmSJ3nJQZDEV884+V2zXbVsm49nXN8/dVLQggczyeO40Sk4i0i9FWVTmUCImwOYZI3vGkoBs5z4jCOPO73HIdBZDuupes62pQJc+Z6fSPcSSA0M33XsFmvIJ2JY8T6gtOZ3mrWbUPjl+17hVgrD48Dh/PIaQrS5lfISvz7YxhRo3yYVazMjzMPDw8cDo/M8whA13XM88TpNEjnlzLzqiW1LbFEuq5jmAZyKWxdy/P1jtss32PjPPPjgTgFqjGiPdSGqqFoTQlBJDHaYI0CPGiPVn6BbRRyga5raNcbXNeinQaVoARyrdw/HhinmfM4M06J0zDycDiLdrdYpqg5hcgwBoYxCjmLsujkFkVCljHTheQDQhdSVMapkuLSMpvlQ6rLkhdkCLEKjIP8lcowUWKmTIUwD/hiKVpRzCXHfNnYI8mVtS5uMiUUokpZJGqJWLTEzzKRVCLrIp59lhiJEhcwRyLWQPIzOcv2eAxnutoR1Sz63zoLMUsVkpqZdWBkZtSBiZFQZ2ySjkQnIFXQmpgrr794w2d3X9D9N/+Ux/HIs2fXzMcz9pzos2OTW9asWDuNyYVxSIznwP39LW/evuOLL77k7d0dx/PAGCIJzbDkPJUL9X1hHiwAL7IqDDmKXblWseRqh6mCnxOJ10XhUp4Kq1/UJU4f7yhYLpEAyRaapuGDDz/m29/6Ji+fv+DFzTVd20BJ1DRzeDRMy6HWbFaozlO9QTtDY7b0GqZSmRZpUC2aHIVObpzF244xVvbjgfv7+6c5zhyXhVJcaOBLhaCRb6Z3lr5zNM4QsQQKc5yZppnzODLWRFx8FCEWxhjpV1fiNLBW9HxZk2NdllaFw3CmzDNxnshxwuuP2PbtkzTp+csXhDDRnBvs4cSUsowedKXkxJQisVZ0yuQ5YJXH+YY5RO72e949HHh3e8fDwx5jDNvtFTc3NzTdCjcOmIOlKrHX5RRpnWe33uCI5N5DbGl1orGK1osIO+TCnBJjLLw+7tmfJ6ZxxBhDHB361GH3HVHDFYXWSdszjxPHx0cJNjMivWF53cPhSJkHdAqUsIH1ipICxuwIIXIaJu7uHtgfTwhLRXEaBlQWso4yBqutWGCrRiVYhomohbqvjEh6Ui1SNeaIUh7lemy3AWfJFqzxxGiZpoH9mNkfZx72e45j4DzMnIaJaY7MynI/Fs6hLPdNkA/ZJamQiq0WXTOmSOqkWAelUtFUUpD8prqoJiQjtKCywlTB46kkuUySVqooZHIspCmiJ4WtbkHDKeqSGYUWMbuu+UmTKSMJyCWL9IhKVZmoI7NKFJ3QjaY6aUHJiZQqKWRCnogqUEpkyjNzSEzjzJxnYp4INRAJ0sIjEJyKbPprjjKCChnmSg0VFRUmGcqY8CYyfP6O+vDAW/5QpHTdW0yoWDy+2bJqGzqvqKEy5In708z+fOTzN7d89sWX/OSnn7E/nIQMhrTPBQXaPlX7Si0JsV8R7l+A4FQtbiiW3KlF2ZL+hIY1/f/lYPzvu4S4XsoiXZDBuvNSAW23W9puhXUNxjc430B1FGPQbsR1HbZtUW3DOQXmx3us1VhtiDkz5MBhmjiFsAzKRQ+pScxlJsyJ03DmfJ5k61cKc5ADM2aJWrXWEqYZaw2N9/RVo5w8oca5cDxPVHUBtWpa5WTOagyNdbS2wRtNo75CAreWrGRbbmphMjPneeb24RFvRcjeWk1jnmHXClxDazuMs7i24TwHhnHkNJwYj2d8KdSUMUacH2hZnjyeRj5/85bbxwO3dw/s93us9SLY1mIVc40Vz7NSZGWJVbBgbdNg65riNXmqeFNwC8YrxMzxNPJwPLGfCw/DwDEF5hpQEeZjJVuF8naZSybWXY/RmnkYiPNMZ7UAiFPi8Xig5ii71VwkuiNlEWBrTRgDbdszzpHXX77liy++YHvzDOMswzCx8x1UQ9c19E2HqQWrRZZkqoR8qSoW0ksyYggTY4yEOVE7xSpXzjETa6FpDY3xTDnwMAT2c+F+jNweJ/bHkeMwcxrkwIhVcRgD8bLIW9wyF7eOMC6tRPFmSNSFyl+BvOSkW/n5hYf5VSRbFsqV6CyVMDSzLCdiSMQYoGh0jYCWG3OJY9FVtLv5ci9rmU1KNSW/tCqF9opqNMZ5TOPwa0Pbt2jkcFJBoedEmTJzmJlV4DxPDNPIOE/MaWbKE3MZibVBLQ+ERCATyUuFmmMSJ9hcKEFjsmzh0zTi+p6SKh+sr3BZY0yLngodlp1f0dUGPSumaSbUwhAyt8cTD8cTX7y954t397x7OHA8najKopxBsSyBSwQj0R1PFX69yKsSRr1PmKQIFrqoIkyG+j6eWrSrfw5kRVZprHOsVhuarsW6RmQxqw0pFYZp5jxMywwlkeaJw3kiZOi6FrwlpMA4z9ioaLwnxpnD8cjd/b1Q262VZZCCnBUSbaawvuPZeitwhWkiqRESxBIoWWQbRi0+YOuozhOXWN/zENmfJ5FtpCRI/bahWQtNadV2dK4jngZcFVqNxFRAtoYQLFU5gvWkUjjPgdvHA43ReF3pO8d60zHNM4232MayMh3KQEoTNY1M8wnj1wL5iPIBUuczaRy5fTzyxe0tb+8fOZ6GhXxeSccjSWtM02KcZtN6IRSqglMalAFriN5TVSblFl1FNhVj4jxM3O0PvHt45HaYOFTLCOSFJBTmAY6aftOzXvdQK3GesFWR4oxD0zYNNRVCmFEl0xiDblqhHaeMLpXWN2zXO4yzIlrvej788B2vb+/QSjB0m9WWTju0L/Rdw7rpICV0zpQSSTpRWHJ1jEHpBRAcI9M0MGcgeh6HiYC4T/pVQ58rx2Hi7uHI67e3stTbnzieZ87T+wMzsyycnMW3HYVKSCJ3kwgJYZ5WQJJG5CGAEfeWBrSxXCZjwsgQ4pVUSIucB00uELOMrGJJ5Chw6rogVdTiBtNZoWvGl0vuOIBEs7A4iWqV7qloSC6j15Z24/EbQ7tr6LYtRovVNY6ZMifMSREfZ06nwikOPJ7O7M8nVnFFlz1jPdPSymvRlcgoG+ccKUnSIlPIqCiSKIUFXen7jtW6IZFZNS1YYYDGYcIYTzWaKSWG6USIhlw8pznz9u6Rd/s9X7y74/5w4jQGxpjJpUoBoXlapOpiKEb2X4IIFCJTKUueEov1dNEoq7rEZi9AEzkwy1NS6y/qsgDbzYa269hur1htN/imW4jlleP5zBQkPEspRUqBnALTcEZXuLrecN2ssIs1yjuDM5ZhyFinBd2fJeZBq4q2VhwRGPq+pe16Ns9eMMXA4Xjm9vaWWN5xnh8YRtFRNs5S6DDWE4vGZgEqYCy2aakFemNoFDRdg+972uXDu2padL9C5YIq4haIueCmUTSDSonmLsus6zhOvL1/oPOGl8+v+fDVc6YMZGiN8DU75am1pyza0v39mbvHA6mCnya0bZhBKqEwc/u4J6QoH7qaKfNEOSqavqNrHPvW0VmPbXusb3BWo1VDaxWqNJziTJwD8zkwzCPDNDGNiXnOzKEQVSIpsQOiBZgR83stamutMDArqJxR1sl8MIm336kiC7mSSUGkOhcvujOWq6trEooXV1f89m//NrFW/uCHP2CKie988Ao1F1QqbLqetffUeUbFTDEBomCeEpWy+K/HlIklLOLwiooBTifmGHHeMKbAw/nMMAzc74/8/M0t5zkyzZkxF+ZqyNqhmwZvFLvVinaJaFDaMqfIMI6Ms7A5QxK7ZslZ7JJWYayVL5bEywVcopQRafQiGwNx/gjFHVKS9FIJ8EvMKUn8bV1a74qkaFb5N1stlPKaoBhBT6flM2+1pbpKajL9jWP7ck37rKG/buh3HZhCnANpDOSp4I6O9C4yvpvIFKYU2Z/OXM8DQ/SM6UxfPKgkahdmUg3ENBHT/BRXTMiUbKDKA2r1aou2jhATMwNZQ0iZMU346lHDAzp5anTUaKmxYRwKt7d73t4/8O7ugcPpzDlm5iRZ7yVlyY4vl0+7PHYqSxQzUv1bJTL7WqSSBJn3igMKLmFxlwPzAi35RV0W4OWzZ/iupetX2KalVJimicNpYBhGkfPUyjRN1Fromkasa75hzoHGRrbrht1qQ9OKk8XjUS+uWXvH7e0d+8OJeQ4SFGUtRsPNes3Nqw/ZvvyAUCqH0xHvvcSungYGNS2WRPvkkb1o14wRn7n3HmOtbCC14K6McVgFbdPQNQ2dbZfENZ4eBO0oSX5ucMw1o4wmjpWSIodh4N39A69v73h2s+XVzZUgvVzLqm3RZsU2run6htV24P7hR5xDJALrnMnLKOIwyDhirplYLzkvEviVa2UOkXGeubu7Y9d1rLWI3t1i4XPa4wyU4cBhHpmmwDDOxALWN6w3VyQfsdowFai5YJbwqt439E0rwXBliQ9Z4AspVWquC9eyCpjDCjBW1TXOOXbbDeuuR2uLcw0pRtarDdvra17+5Gd8/9NPSTnT9mu6TYPNlU23Yu0amJYDM8ys2jWn04k5J2IthJrIVQhKYwxUNFolso5ka9EZjkcBzR6HM1OYSYjUqDUKi6JNEGrB2Y5163i56WmMwnctTduBVpyGiXcPj+wPJ+4eHphSZgrydxutlq8FlpxF9gMa5eri8RY0nW+ESLTsJEQyVKrIiqrsTGoWFYCp8vrE1LgAMIoSALNSUKRKzZVFW+nINmOvDP1HG5598xWbFy3NlaPZWqqWSJYcC3EItEePe2ZxzxviEOi2PbkWxnlgnD1TPDEkR1aSqBmYCGVgTiMxzoQ4EUKg5IQv4vXX1pA3mqGeOTUzj/FM7j33w5FjO1OyJuWMLQ02eDhpOGnKsTI8jBz3A3d70eaeZwHOyAhEZrWlJrHHLgemUgWMGDy0ugCZRQKmdf0T0OWqRd1QqrTxhiqf41/gZQE2m40IlJ0jhpnjMPN4PLB/PHEczuwPJzlAj48YY3jx7BmbzYbNqsPaxNhntnaNX7e4AmTxqa6e3/Dxi2d8ZjU/L5nHlBbnhvD2rvqWVzdX9LstxVo22xUlZfb7A6fDAZB51G6zoW0bGidPT13kKWWUZLm0bS82rwUIa5Rg2LqmpW88x/0J0BJzaxx+UQHHxdN9xRatNUNeuJ4xsz+deXd/zxdv16xXPV3X4JuG9W5L23pKCmLxcy3PXr3inEVbuNpdcRoj4zLfOQyjWPpqlPmY0RhrpdI27wXM1lpat+C1lJGZ3wLIaNue0/EgguiQwViarse0GpsLr9oVQ4jklJbZrWykW2vw1hLHiaKqzG2NglzeY86sxVlH27b0rQCNV72MNBrrwGhKrosgv2VaEhzFwSRpnFfXzzC5sus3rJwX6U0s1BgY+oFh+gyFjBRygZASc4qEFFEYvEooEt5IPvpxCOwfHzjNIxXhaRYlHUWqmpgLFUPfrdmuOz5aNzgSTdex2W5pV2vOc+DL1295fXsLKTKGyFmNTEl81KqKNVaVgjOGuhxqxonPPpMlMrfx5LxIiZ5kL4aiRGBuqpOF38ImcGic1rgFwHwh1F+uy0wOK/M9jMLeePoPVlx9bcf25Qq/M7i1IumACYqaC/NZ4Y4Wf+Ppr3vGw4TXDdY5YgjClkwzIc9oLflAiUCsEynPxLyoT0qi5CRDBG2JPjLFM5NK5EbzmEbcc8/bh5nHeWIaM4GESx0qQJwT5TGiDwp9AiIMcWYMmRDze72xlvlvThKMR9FULbNsofxDox1GaWrOi6GkPgGnuUQR14pSMzEDcYm5+QVeFuD5s2eM07SIict7iVEpPD4+cjheRKZCDdkfDxQq/aqVjWiYYQQ1djzfvqBkSeJr256f/OQnfHyzo04jbkmlbFpP3694tu7oDaw7C76l8ZbTtme36rjerGi9x1rLi2fX4mSplZRm4ihzmVXXsrl6hnKew+mIQ0KbrILOexE8F4E75JqgiNeWalA1Y7Vi1XYMOZMbj+47aAy6RBpbGafAZ59/watnNzSN41mpYMziO3astzva9RW4K65f3vLm7p4xJuZyRjsrsxijWXU9a21gaS90hbZtWa16ur6h6zo+/vrX8O2alKHr1+SYOB33VFUxykKWm2m1WqHbDkyDajpeNJJrlJLo/bquw1jFPA6chyM5BFTjZPBeJHr4dDoxTQPb7ZbV7iU3m2tWqxXPrq/ZbbZ46947aZZttvOet7d3YA2vPnhBv+k5HB/FzbHd0mhZsDVK4dqePAWmE1SXuH75iofTgfP+kWE8MyWZL2oj3UjnDb1V1DgyzCdJRMwBUwp+1bFab5lTWpY8WohL/Zr1esvaG65c4cVmywcffszNi+cobXl3/8DKKK5WLXoZi9yXxBiFYiTwjARV0zhHKVYSExuPUoqQg7SUjQXdch4HpjEsnMpKjIkUJUzZFY1FC3DESTaOQT1hAMX+WIk1oqwgyoZ5oqjCerOhuWrw1w3t857uWU+ztTQbRXYOl2Q+7yZFOmfiKUkKaeexwWAbTZrFfng+HVi1DdaBqlmoYiVQl+TTMQaxU/rFVVMDyUSGXeGxTJzSyNgmYjkxX1eGmJjnBDsH0WBXlrxEh+QwMz8OxKMkf5aiJKVykRDWIjNa7z21FpwX+IuiYErFoWVujqAIjbNP54sYWMrT4m7jV2I+iPHPx5b85uaGaZqISWZ4Y8iogQWQkZmnAZZWumnkINqse9brNdu+46pzbKzBLZpGqzSNa1l7y8265/HxwLZv4GrHmCJGO7zVpDCwf3hH//w5c0wcDgfub98RxhNd67nabdhsNszzTKqJEAOkCDWKF731rNqGwzxjtcFphcqJWop4oGmEw0gm5Ewik1RFF7vM6IQLuGtbATDEGYqEQzVW4bxkOH//R39ETN/g2fU119fgDFAVxrV42/LixRrdrlCu5aef/5wYM23bcXN1jT6dadcb9DLnSotjqWn9UyyqazwFidBQRqGswyqD1paSA/Milm6bnlQLrl/Tbrc06yuaZsW2WWOKkniGKh7isR05OM8wnEg5MkyJMUTGMHIexSnVlkqqYFrPerths7tm1a+wxlCKLOHGceR4PqHnibkkbCumgqbxpJKIaV5SGx3KGJSxWOMwtmUImeE0cMyZU0zs55H9MHGehIRvrccbzap1rBoZt4QCJsFkNFEXLJUaA411rLYd1rf4tqNtenzb0Br4aON4tdtxdbPFOWn11G7DdDpyeHxk0zpK38qfMwfiYp1UyizAEcnvdt7StnJgxmyoqkgAWhbjRV7C/JISNQE6UXOl0w1WO6yV7G4xbAhV/8nTaMGgKVotOslMNJFZz2x2Pe7K0mw9zaal3Rj8WoPX2FqZ4ohqC8qDMoWc5TWpyeK0sBDKWMhDZB5GNIlqK4VI0oGQA5FMMYrijSxPlrC60cJ9N3M0M6FGkq5UI1AUkys+OpgMNi7xvEdgDWUNZQNES57EmpmXhwT1fVWtqTRe8oKsUXit8XYBSFcoOeK85DsZ7RDtlRaIjlpmmKVgdcFpQ3F/Dpw+N9fPxIMbIlUdOB7PT15naw3X11dLfktD1ze0rWez6thtOrrWY0VYxnA644yl9Q5Kxlsj/uYUUKpinWzJlMpUIvM8cIozfPlzzkGq2TfvbpnHgb5teP78OdfX1+z3e1KYGc8DIzDGSMmReRw5Gc1pmlHG0Vonkpg4SxDYPBNioNZMLjNzFrePQYDCxihaIxZPcqBhg9VVZEmqyKqiZO7uD6xWDzx/dk+32qBurmmdhaooSdrTF8+eE0Pl9Zs35JjwRjJRDAONkQUDQEQ0al7LIFwpETpPKUEu+LbD+QaNog8zeYJjKXTdCoCQI816y9XLD9g9f0nXrNnoltZ4Ss0cTycO5xO6sljQJuI4M0+J0zQzzJIMWtGMqXKYZz40Ftf1+H4F1pGRtinlynmYmObAmCYO5xP9boXtPNvdmlRnxnFgnkd0oxcElzgyalXcTyM/v7/jPA7c7/fcPex5PB2Zwgha0a56Nl3Ly13PqmlEVpYTISZqzfjJ4vsVvm1p+xV9t6bpWoxxVLUkXKrK4eGWlapQpNVsfIduGkgzZTqzbRsowr0cRrH7TiEAWtivXSOBeVZjvFkMEjKfJGcschCmy6EAzLVCKuik6LynMQ5nFUUlCawzGdVorBdlgG4sRS15QRXUqVBqJLgztd1SfaHagnLv9YraGLy24B34jNIZqsbOCjtqiQtOFR3ATIoyZtIQmFUGX8g2kWtiChOhRomXNpXgM3PJJJ0ZXOW+mxmbjNeaRivsohmt1aCzIzpQkyGNMPSaca0pawNnTR0yyqhFwnXB5ElIttVL623BGiHorxrHputpG0PNhTgpnGuW2aWhKLHQ5otWk4KWNCP0UoH+Ii8L0Pe9vGBjmUKQdrHvudoK0GCe52VW2MoszxmsNaiSCNPEYwzoTmxndZGsHE5n9scTj4c9wzhz9/jA8TRQjcW6ljJPouGwLZ9973uL8HhmnCcUmvXOo7VUHW3bko1eAqgkN2gME4fDgcPpSFSavu+p/QqnNM47tm2DVnCYTuQ0E8LMEDNoizUZpx3ON/TWcToeuO561EJAMkaRS2CaBmKYUO2Kw3Hgjz79KbUqFJZXz1/gtUTAlpyxbcuqb9ltt6z6B+bHSM0CGs5TQDeyqHJKuIZeKxxLVpDWTEWsgbbtJE4BRduviLXQdh1u1dD3LcdxwDQt3aqn36zpmx6XLK3viDEQS2YKQq8PMTLNkbv9gXEemOIssbBL1PCYEg+HM0PIzPliGpghCyF+mgLncSbmzPk8cvfwjrnM3PhntK2n1sz9/S2H4yM5VgY9Mc2zgBRS4s2bt/z8519wGgaOxyOH4+OSXS7OnrWRQL3r7TWtM+LfDgGtZ1ZdLyzP9ZabF89pupa26SkKMRwEcWnp5cETY2QYBkmXdAkfE5TKetUt/FNL6xrSrohUbpQlWsqVqiUm12iopchckyo8yQrWO0pyVCsheVkDpcUrh86avhoaa9FWwtMSieoyZu1wG8d61wlkRiuSkorJnxRTTJgrS24SUaclszuQYkXPPOUaYYpwQ41Ao6vLFCezxThXulApJFIbmJsJtJEiISeyzsQcSDkTVGJWmYHAWU1UqxgbiG3GrAytc/RKY2vBpIrGYKtjKJlaNaFTsLKodUtZVUYPWRcwQqLXT+PFitZKAu+MltA4A14bGguNg7V3GFWJzmBNI46mDOmJsFSoOVFKkrA+o/DL4vcXeYmXvOukhNaGPkZ2ux3KmqUqknhTY5XAZxuPVkKfsbpSauLzN7eUa2EuRmVoY2WaBopCNqQp8vrdW6aUuXr2DGczh+OB0zBgbMe7+1F8xiFRFPT9mmIMvjlJbvhSUYZxkAohJmIqy9JGYmSN0qi2Z7Vpue4abnZbYo4chz3354lhGjgFkYA0PtN6IbYbo/HAqm9Zr9dY78k1MQwDBxRDUcxh5HiOhPkdqShqdYQIz7ZXsgGMiZTO1JC4Xm+53u44HAdsVVytV1hjsc7SWCcaP5cli1wraknkWhlDoEeBtaL/MwbXtJCD8Cx1wU2GKUVCSpxOB/ANg5/odccYpZp8s7/n4bAnpcQ5BIacZa6aCyHDHAtpmauVmshp4O3dI9o6xnEizeIU2a43+IWvmBYwb4yRaR5IaQMqM04n3rz9nNfXH9M3A6Uq7hfX0XmauL1/5PbugfP5zDRNhHlGV+i8Q2lDXtxCagHlliJotmkMhJCEKdp0XF3dsFqt6PuelGR0c0yRmsSf9vzDjyXRURlSyeRUOJxGclJcX72gaUeGSVpx13ZY4xmmkYeHvYCix/OT0yyVSCzgrV+cPQL9MLVgClhjqcrQ2pZSFR5DOc60XlMbxYQiqkLpwT13uJuG51+/wW2bp/jeWivHc8c8Blgp1LXDtTICELGnzL6Fw1FFG1sLlUhRGW0LymWSmilzRu8V06A5VoBEosWUSjKRWUWizswlEGrkXGaOdWRUAZyhtgKHtt6ydo5Oa3SKKFVkz18tyRVJxmwVTa9Qa0PuM4OzBGY5OypLxOVCmlfgjKUxAvRprWHdWDqjcSWhcxA1iBPNsSqaiByOKIVdXFWVJKmXxtBYReP/HERUXAClzsnhudvkp3yX0/lA10tAmDaXp/nIOJyJMeJqhmmS7S5wjLIcetjfk1JiLgHrHRPQ39yw+egDKpphGvnyfGQc7smTJcyVEBIoxRQB46m6YQgiSC8lESfBd5UM2AaDIgYZ3sc4E1PAqy2da2ispZSI1Yp5CWMb5kDRjlQUBYvVDqcUa2+57nu22w3aOqYUqJcZntLEVJcPo+bd7YEw/5C7uz0fffDhU+bRNJwXOEemc57ee+JmxY27IRWwTpwOtWZSjIIlCzOnFDhNI65pGZKmYtisDbtVT9u1qByZjCUnyWGfljng/XDGPhxwbU/X9NSqOA8Dj4+PjOMo7XGVh51uPUpXcsyMcWKaJgCck2rrj37yUx4eHuiaHkqisy0vXzzj+voab0XqtF6v2YQdrjU4bzBGgBLjcObTH/0QoztCztydTtweTuzPZ/bDzDDN8sBLGV2lSkhJJF2r48DJOM6by5jEULJAOnJSuLalW21Y9Rs2G4kqCSFIfPAwiVvKWLSVuWrJQkBKRaGUZrXdsFqtSLVyHgZSKjTdSrzzMS2e+gMWoa7PIXA4nzifzwxhZJ4CYwo8Pp7Ic0DlirIL/V9blDI4pel9L8F9rnDUBXQkb6F51eCftfgPG9qdR3lDMbJRd6NmHkaq15SNo+mEAZljoeqlki1BEjHbLBlUVdpy5SquMWgHqSbiCc6lMoeBWCe2dkWrHaUpTGpirpkpzjLuUIlJBWabML3C94a1b3HG0CmJCqnaPMmmosrU3pJQpMZAazCtoW0l3C+akbkILEQQfqAWhUBjZKG2ajy7dcuua5fOSpxgdgm/rqpKsEgVSZwxMioxVpGjjDWdUUs085+Dlny/P8pBtLgQLkFKKQXG8yBOgQVxryjMYWA4HgTeUCvf/vq3oNtyOBy4Gw+EMPHm3WsyBdd4Pv76R3z0ySd87dvfpt9t2J/PHDS8CxOP873cfFa0axJ9qzlPEfZHxkmo2c0i7l7vbmisQ2sI48B5OC2RqEEkCiUxjyOPORBzWJYSPM0+Uk3YUohZWtYAvOh6Vt5hEd87Cxg2xyJtW5QETW0cIVXu7o+cjjO37/bs1j0vNp207tbRrjc0zvPy+Qu2V9dY78T+pxYXQ46kOTCcTwzHE+cwccyZKWX2p0hM8OJZIN88Y2UUx7u3lPHMODxyOu7ZH/fcH8+cY6R6j+1WVNcwjPMTqxIUzjm8dU/20qI1OCdzosUZJVkzldPpxP39Pd4IkHjlew7nE98MmeubHc5r2r7jqu4oJss4RlXxKWfFT376x4RJM+bEVAr7OfJwPnEOmYTATlSpGAxdzugMpo605kwL3DUWfb3Dtx3attim0GrN1e6aly8/YLe7xreOFAv3d4988fnn7B8esUZJ1Zl3KGOJC7i36zqev3jBs+ev6LqOEBKH04lxnLFeJFSlwmq9IYaZbeuxWtr6+/0jj4+PPJ73HPYnjuOZddMx5UwqkhBpjBc9ZRbq+vOmAZUZ1IRVCusVeaewrzrsMw/bTL2qqCZjrcI5jQoOM2WprtoeZTyUSomJqqwEpiUpBFKaiXYW8EYOC4E8kYnEGMjHRDhnwv3IYewI5pqd3sAaJj1zLlHgyiSyReAoVFhZfO/ZVEcXjQT4qUrUWuabFKKCZLygFlWiAH4RnTfKkLRF2UpxwqNXSuG0ofGOVdvRdw0fPL9m2/fseln+uFowJOIse5NQhA6Fkh9FwiWaaaXfE/tNLehfrAxTDswv7+4IIQgNvPECdoiZ4RzY7480jUPXgrYGb2WzKxgvyfG+/toHrLY3nGbF6XjPwynzs4czxUdWvuHD5w3Pf/NDvvEb3yCSGN/NbN01L/KHjKGwf3NEW2hpMEpAxFpV4jiQppFhPPPs2TXbD17y6uVzrndXeGM5n448Pj4yhzPzcKa3EpZ1ms4MY6IoyURuHXSxMpsq/t5l+xarImTwbQO6Ms+jZFIXmGPmPAeO55k5ZaYc8VnRNg3ONQRVef1w5su7R77sDM7C1XbHy6Zlt9uxXa9IRex10zQv1Blxicx+gpoI00CdM5bCeHzkTmnWq5acJtJ8hJR489lP+fqL55z3ew5HqR6PxyOPw0C2FruaCNpzt9+z3+8ppdBYJ/T7tqNvW+o84YzFahmrpNkJKTyK8qAocXbAhEEx+YRuHNvtFW3fMcfCzq1xyhPrTIyJOEXCXKBmHs+RwyEwp4jpOqrQLVFK5lYpCQ+TIrTyOc0MSEW8t4rXt3Ko76yjGIXxjsbCZrvi2fWG3aolpcTt3S0//vRT/vCHP+T+cU/b91xfX/PiheQSpZAZx5GbmxuevfoQ4xpCKqw2G/IlnA5JaNTWsFr1mE2PU2LCUErRb6/Y3AxcD2eOxyOn0wmtNXOMIjg3VgjjY2QYJwiRjkQuEw4nERW+kq4yeucwVwa9KrgN6FZcRm3jcFFhZ5FWWb8iJ40vWqI3tMwsq46UGjgNe7ILRCIpJEiOUDJTngXFeD+S7yLneqQfz1K1OoONmskORJMJLpBNRbsk7bYC1SlcqzFRoZdI4Kolr6oqFvcNgKJEKFMkDRk7eswMLmlcceAlT8kghgBvJeBw0xq2veWD6w3rpmHT96zbhs7LXHM4nng4DqQxojKwmCuosuypOT1ZnosyZDLhF3lashyYP757x2a9Zu17lHWUrBhD4jzMUBz3t2e++fWP+frXv0azaqg145rFabM2lA7mU+TTH+z5+eeZ3K55N1veHQe+823Ht/+D79J9Yvly933GMsHaYd1E/KMT+9MtqUlsuw2+WsJxJpxPNNqhrUMr2NhKGm4JZwXJY3XH9XbFs03HrpfX8+WXX3DcP/Bw3lNzIIwn+t7y8vkVrklsV4aH08ztfuJxjswxgtZYY7kfT6j5SMFimoaA5uFw5sv9keMUOU2BtrO0SjMphUejVOV8HHg83tF2ht5rPsoJt+m5uVpz3Xco0VowWsPheKa6FrtpOI9nSkkM0xk1PJLPjzzvNbUeefPz73N42PF2vUWXShgm7u7fShZLgpQCIYHWlhgL+4cD+5Ap1jIOsqB7dn1NzpVxHNmsVvS+FSJVkhjgRlVKaTkfT9ztH0nWMgQZtlttOMdIMoZ+taVpO67WPQ9vD1inWO22IqmpDaU2POwn7odKtWuUqcxR9Jut6uiaHq01YxkF5KhZ8pjE93GcJ/SxctU2vHt4hNaxulpRaiSnGd9kVp2mjHueXz3j3Wcjf/C7v8fv/eTHnCuormd7Hrm537NqOxGJ58IwB3ZXN3Ttin7VEmeIaeRxf8v+uJfCwEvK6LOblzi3wa+e0azWuJxR5wF9GvDbE5t5pNGG3XYtI4hxBmWYQubu8cg8nPFhoDAy2Yln5sRbbnkwe9K6YNeW/uUGtVI0fYttPFa5JexHUYvG654YC2WOKJUIBBSROZ+Y8plZn2W2mjMlQY2ZYY4M80hKhdNjpNxngnJMMXGe3nAaC8+/s6WuZ7iq4CO2LRiXsSS8riibJC5b92Qjn7Wco0RtV+iyxs+Qpkw/eVLoOJ8m2BfUaFGswWlyXwl5JoAwGJxh0zhe7HqutyteraWC37Wa3a4HkEInZVzTsrFr9BSBE3MIlBKEG6+VBBkqAdqECiVGnv/CjsvlwPytv/3blJShVJy26FLBWz778jUP5zMfPH/BzfMPePXh13j+XDaWTStVJi5xqA8M7cTHHwTefRH49OGnvBsP2E/gm3/jW9RXlenmTF4dGMqRGDT3dmLfHMhXMEwzqrX0RaGBVdOxNi0OS00RY6DtLB+/uOaTD57z/OaGdbOizBXcQMgKpySY7XE6Mg1nUjzzrKzZbBs2XYu3mppgGiPnMXOYR4b0yOgsZUiYOFGNxzpPKIrb/Zm393sOpzPaNMxY5qowIaHUSK1yIA3DmXhKtE6oLDebDR9c77jqWjxaWj/nsLsrbNeDM+T7iNpXrFGsGkc6i8SpKEkynOaTbAuzJkxBZElFC0lo4XZmbdEGCSyLp+W9c+hGhu2aKkJq67i+uRLNW5ixGozaUmtm33gSlXdnmb/Os2gqpyQkbvvaEueJj1++ZNO2bDed2FRbT7/eYV3PlEYJIKsiyFdVMn0MIrg3quKaDuBJlBxyEN5u47B9z1yFBRq1plgtUAxjUK6iaiCnwv7xlrevv+T+/p7zMDE6T0qZ+TxwPBzkfQE2/QqrNO/eveP6akvjnrEPI2/evOH73/99fvLZz8g1sV6v+eDDD/nmN7/Fhy+/hVINuEYODt/Rr5w4yNKM14qrdS9dT4zkonk8nSgoQuto1YrKxEkfSSnjZivhfmtHe93T7XpoNa6VdEeNhaJQxaCKoRaLrQqp0TLKBIqJiIZTAu7yMlLKVHIRh1qskVihOMeUK/txZDqPNMGgdw3+ucPYRAtkErmKnE/pZblCAgxDmkimYBXoWvFoHBZTDDVrVGrIoyaMBWaH9OmKbAzdpiUpxexG0jRgaqLTlU3jWLWOtTc0RqrqVdfinKMUsK5DWelU5lhE+TBHUk7ShiuNylBTJlQRqys05Rc7wpQD85f/8q8wzzNhnjHK4tCsX+xIJuM3HqcaPn75AR997Zt8+PIjrjY7GteigVDOPAw/483da1YKVD2zP3+O3sB3/vJz/sK/823UTWHqAsFPHOvEuSZum4Hzixn7yz0cK5iekjqa0LBhw073mKkQDgeuNxsMmY1vabOimSJrk2lcS7fd8XY4ib8dxTjM7A9HaolcbTdo37G+2tCmhHYTU7Xsp0ceJxFQn9CktaPEQK0TBcWUKsfTwP48CqxAR9qamOL0J0grKQVCmBlTZFKVvlRudw/cX+3ol7janAtVGRFb+w11yXkvYcapyqptMJtnWOsISnFOiVNI7KdJnC1zEvxYQdroxf2A0yhvRZunFboWVn1L02zYrFZQJBrg2c01fdMyTRPzJBEhq1W/RIw4ZmDQisP/h7n//rI1u+/zwGeHN55cuepW3dy3czc6AI1ENAJJgCCYoxIVKFKmpZE0npEsa8aWR7K1LI1sS4seK1jMYBCDRJAAKAIEQHQ3Gt1ooHPfvjlWDie+Oew9P7xFWP4HBL4/3bV6dTpVZ599vt/P53nqkiKrEKYJWGdVyWg6wRQ5dVUyP+hQ0MP6go7ugW62m0mZUtlGvSxsE/twHActBVpoBAbHNrNUZNPqMFlDAdK+h9MKMEpSSUla1aiqmZOpY594Xtd0goAkShnOJkRJTFrklEBqa7I4IsoyVGHotAKW+13CwCFNIrbu3CYaj6jrisPhEbdu3eLW3TuUVUWr3VColNDMtxco/QBTemgZ4kmLdpsZNoApMsqkbsYKHB9axQzICFrQ7oaUFvIix8SW0pQoT9OebzNYm8eGgNekTpTSSJobprYarG4cVo4A44MtqY2ishb3OM/ZpHUENYKqro6XWwZjLQUG29bkbUtqm6+slaqJSIlsjica3XN9zF2y1qKMbHihVeNRquq6obxbgTKiqaFKF11rqCSKkDyvkElFaH200ggNMlA42mUiYkrlUngu2jTmhrajaLf8Y/qZjx+0kF6L0jTvr8QIZgWMZxl52Swni7pEQVPmUBLrOVSVR543RYuq+pPX4lv3aAB3zsWXPhjR2NtKi9vz6S52eeTJd7B5/S5tp00/7BMGHXy3gytcTGlxK4NbuCRHMw73dziYbJG5E06+o8N97z9DeMohDyNKWZIyIZUJiV+TdzL0Kc3i4oAwGeDUIV7mEBYhi3JA13Yoj2ZEe4qiKBF5s9QYORqdl3h5hRu2cQFtDe5xH9rzApSTgVGgPZAe2uugfQMqIKsFk7RmmlakWUZSGSa6RZpXZEVOWVSNwK1oPtWU1o2R0lqqqkAf+2swhroqsKbCkxopwBhLNEvY2x9S5xmebDJjjucTtruIoJmTpUmEqQt8RaPfbftIN6CSEtKEOG/KA7M4psgrXNdvXOd13fAe1fFh6Tbhbd+CKyVzgz7Ly8t0Wm2stYStgJXFJbTWTEbNjLQuSlrtDv1Bl6WlFZbW16muvE2KJUmbm7P2XBxHY4QhrXLG0Ripm4MgqVIWZEVpa6TnoByNteXxhB6QjTepQabVCGNxXKfhSQpxnEFtAMK4mkqCcR0yBFFVYuIYS4EWhmmccDieUIU144MRw9GIosqbuZqtGyJQXuAZQ8sTzPVazPd7zPc7dFo+VVlweHjQlDKyDCEE7XYbgCAM6Xb7dDodAl/h2Jwim6DroqlO1oYiTkijCFcKctNYNoWSoBWzYwK92wrJdElqIqZqRqJjbCgIByG95T69xQHTfNpkPcUx4MNKFBpXekjhUCmaDxcrEXVFUWjKqsELN51qASgcK2ja91Vz09cC4ULhVJiOJGx3aQeg25ZguY1oOxivpBDHlCBjvulV1zSbcKxFCaehwtdgSoEVCiFdZOlCJtGFRzIpMVNoVQFtr40TClRtUY4mP0obXq11EUbhSgh8jes00kCpfVAehRGkaU6clSRZwSQpGMYJ2fFi11UK7WrCoFkWea5GC5q5fRIxnc7Iivw/9xn5f3k0gOgImsmSoCxKiqzE8TX9uXmW8ZhfWaKKasysxpaKLK8wVqEqhbAOIlfUJeQmI1ZT9Kph/Z2LLD7SZRYeYF2NVCU5MwqZUTsG1a/onHLpqi554qLKADf1aRUtFsQCnbJF2pqihOTiy6+gixKqnH4rIHc1cSwgS0nrmlxLwBAEAZ3egFoo4jQmqwX74xg/bOPq5uuN57n0OiH9WUyWJ+Sm4mAWERe2qWBWjUvG1DVaKlwERgryugGx+o5GaIE4zsVJLMY6uLK5OeR5yWg8xVQl3XajPm132yjPaxYOZY6tC1zbREVKY6itRppGBiWoKUrDLEoZTiKKsiYMmyheaZp7Qq0s1ApRNUH4eaUJfY/FwYBzp04xGAxwHKeJArXaVFVFO2yhtcNsNmtugV5Av9Nj3teMqpzc1kRJs2UX6pjqhEHWlihLcRNNWeVkNsfpBUhfol2HIPBQomgOScpGn1tWVGXTkjOm+blUx0Qf6WgQTUUwq0tIEpRoKOwUOcZpWKlUObbeJ49TdG2ZjsZs7e6QV3lTaVWSIPCxWtOV0PN8wjBE1SXKGuZ7XVqtFvnxB23VbpzwvcE8UkqCVsjqiTXOnDpJO3Spq4T0cIZVGtcPcRwXigybR2Rlja0bcpDVIFzJOImIigxZamwfSr+idErEnKTrdpADjdcLqERNfZyQsFZArRqWkXTR0j1ecDZELm0kSIMyEikEspbHcOMGkFYr8JVEOhW109g0C68kYkIVKLzApzUXojsQzDmojsb6FnTdqHkFgEQd05ZUKakwHKMKMIVFF00nXAkXVfqQatKjkmynpD6q8FSXRa+HH2jqJKHISgJrMFJRH8OBlTRNLtpayrImLyvqNKeKMqZJ3kgQK0NUVGQ1TNMMP3DxXBfP93Fdl9AP6HVatMJm4TccDgEB0+l//lPyP3mOY/PNC1dTY12D4yqc47+U5yW9jQHZMCVTGdW0Iotz0iRDlRolK9ICpBeg51q4yz7BmkdwzqVeSsmdKWHYwVGgadiNWtW0uuAoSVdLqtzHq3t4ZYtW0WXeLtDOWyS6hSsUN2/eJB+NiE3JOI9wHYugptIeZW2Y5Y1j2vdDFv2QoDvHaDokz2LG0xTPGxM4kuC4r9wNPeb7LfIiobCwc5iSVJKqNgipGhUsYI7TAp6jG3GTMZRYpFHHjm0HN3ARxmtybI6DQB/31kG4Ll6nQ2d+Hmg8K1mWkKUzyiyhTiOiWQZyQF1m1Nohy/OGc5mXlJXFIJjMYppWbvPPqB3Z2KuMorKG2vNQnkfb9+i1QrpBi1arhe/7ja87azB5vV4PrfUxwKDxrPiOx5mTJ4nTmMloyOHxL6aUDSdSSkiSpJkRuxqjDEmSoNFUVYkQgl47QAu3AeIaQ1k0ZsC6bIR1aWoa8x8W5TTkfisFopZUokQAlQkQvkI5zRyvygrSyYTpwYjQcUinEUVV0glb5HWM0woJez1EbZjzXdqe2/AEHIUjLaHr0g4DHKUJwxDH87BCUh7L0ara4PgN+ERIS1mkTKMIA3S6c/jdAY7voOqQLI6QrofjCqw2lBpMVXI02mUURdSlxZn3aM+30X2XsN3GhFCIgtk0wQt9UBIpNFJolPBwcNHCQysXqZpbpDB/ckkPmtsmDeilNhYhNEZJ0A6qLjDK4klN4Vi0B5QGpyUIux6qLfDaEjd00W0FTtb03jFYY5GmqfTWtaGuBZXIm3FK5aBLgRUO1jjUmcBMakZ3pxSHOV6scEJFR3t0pEdByThP6DoNgNlqQVXkWMC1ICpDUeUcZBm1leRVTZQWZJVtFMjWNlJC1RDnrZJYqZCy4Si42iNwA1SgqIuSWRRRFN/aPbkGqMmxCBplU3Wch2yI6LWbI4XAtitcq5COIakTJtMJ6SRD1Ia0iNmazdgvpxQDS3CmhVmqiIMJOsixysXTLrIS2LrZ0krfwUfiixrraALpE9YdwrJD3/QIyjYtQjw0Fx55kL3NO5hoQqwtRyYjL0pGhcBWgllUUdQSFbRoDxbpLYZ04nmGowOyZEqclFhX4ihBGPi4/Q5gqauMWqbsRCVFarB52cx4pGzCtM39u6FEC3XsgmmI4Z7n0esPWJhbYKG9SF2UCJPiKYPrSaxQFBayquZoMkbapnqXzibMxiPKeILJEuIoI7eCUqTkQhKXDVovr8qmTKA1WdzUCZVSoBRWCUppm4atsThSoEXzJp6OR2RJ2hwEQnF4dERZVnQ6HXqDeZYWV76JztLaRSmJrx1ajkPL88hcF2M4ZmQ6hNqlTDIcLZu2SVVSZimllZR5gRaw1Ovj6ubALIqC2SwmPs6/2uO5mzSNz6kmb0RWWjWKDrdhmeZ58/eZqsRVIOoCWTc0837YpdR5E3PyQ1qtCK/Vpjs3jzUV84GPKfJvBvLrIieeTfA8D8d1cP2AVqfTaJJVQ5GaTCPiLKUoKhwE0tGEnRZCKoLAQSpDXTRjmCBo4fgOta0oZYkbWFpOCvEW4+mQKM9oyTYilPghqMAgPEktGxiudDRKujjSQ+OhzfFhKVwUzYd4bWpsZRG1bAhIf+IqR+CpGoSDRYIWFKWgFAXKKqTJaDuS0hUEnqLtK4QPjm4gMUoq0JpaNYSm+pgkZCuDzcBUlrIq0NJDGok0LrpyqFJLfpiQH1Ukexle7tKyPqF28UuHjnIppE/FjFw0koBaQGHEMaeBY/+RZTKdkRRFg4Crmx5+YQRIhXYdXN/DqoZDUNuGl6m1RguNKRuXl1IOruvjuv5//lPyP3k0QFWUaLfpL+dVSVzOEKq58juiEY3plsYLFKoliOqMyXCPg+KAclZTp4prd+5wbfMm09aU3oKD6NYUTkwQamxRoKXbbLlMU33ylIPvahwLOIK249IhwC9CWrWPn/vonkNdWObXVqiqkjzyablNdWsazdifTIhGMRQaYz1ac/O0Bsu0e328VhflaKYTj3S0f8zZcwh9D9drAMZ5lpDVMB9m5HlEniVNXQ/QGlzXQ2v9TaafUu43PeCuEzK/sMqZU6e5/9S9ROMRs/EeWTrB2pza1kzjpKGHR1O01rQ8lzpNSJMEWVaN2E0Kdo6OiGuH3FqSqmCUpqRpgpAaX7oEnTbquNUiFA0R29SUtkaUOW2nASbXecHR4eHx3NMlK0pu377NcDRmY2OD+x54iNNnzxD6zdf0PM/JsppoPKSczSDL0KZuGJXKoe03cIxgMNdUU7MUrSTSNK0hR0g6fohnNIH2UUqRWqhIyP8EbQY42kEjGp+7heoY1ef4PoHr4WoPayqSWUoVZwSuJHA1Lc8jdDVSuAgcfEcTei0CN6TX67GwtIipagJXsrO5yWQ4bJYHRYHrunT7c6ysrVIZi1IOaV5Q2wyLJD9mcWrHp6IgbLXoBP43u8pFWjCZzZiOpmBo8qimsS+KjmBUjjkox2ymuwTrIW63pGgV4AqkULhOiN8OaTs9yrJGCQcpNNpqFKrRWRw3CqWW1Kamri0YgRIaIRpliTQGLSvs8e29pqlJaqObHGQBflnj1pYW0FYSi6GuakxWIJTBCyQSjbHNprmqLKIyUBpEYVFlw6b08QnqAJW52LEh2cqY7cToTBPqgJ7foWUD/FoRSgfP8akdj2lZoATHNPUKS5MAsUKSU+EpSXZc8VSy+f0xdYGwLtCoX2xdNgkEp3mveV4jIbRWNK+LbQ5Npd1v0VHZPBqgJYOG6myqpi9rBZWpGkqNtLQdH0MjK6pVSTFICM5CHO/xypsXObwYkWeGOI/QA0nYcmh3PFy3wNoSgd/MRa3Ekz5VmWJrg7bqGDLhQ9kAW1tugIoE4ngh4nguSyvLCGs42jXER4fUsymyKknihN29PZJxgdIh87WlvbBKa940n17Kb24kC0tU+YSqaAZrvuOiOm2q+TmEdEhLiywzOrXbACcSCH2JH7hMZgmh6zcEnbqZydS1ZXVlg4cfepxHHnyInuuTDrrcvJqQJWPUcSh7djgjbLVI0+bGJ21Jnaf0HMlSv42Pi5UZOo4p4pzCWkbxiFlcgiOQ1tLyJYv9BfrtDsoK4mRGaeom0+c6lHlG23PxdAOvGB0eURz7kaIkbWp+ScL29jZhu8vK2ipnz57HCwOm0ynxZEg82kMkGR2lkUFIVRkG/T6Dbo8sTugFLULfIY6muC2Pk6dOMU6nHBzuow3Md3rYotkg51VFlaao2hIGLRAKx/WprCUp8mP9qkB7LkJJiiShIqMddui2Q4okQVlFyw1RxtAJumjtEUUZp09u4DmKqijxHMVaf8DW1hZIB99ruJyj6YTaNP71Tq9LUZWkZcXhzi5Bq0W702M8HpHmOUHQzDhPbayiPNU4tPOYg909bt24zf7OES2/zdraOraGq5t3ubZ/i6pdsBVtcZDtM7jQpXWiRbjawpl3UE5za9KBQy0NaTKjE/apC0NVV2jp4SsXbR0oIS9zTNkExGXdaIqtFQihEdIgRY2pMrT2UBTUaQ25ICTALRzqo4R2YWj7bXzHR+clxmm279QWUYOJC2Qg0dqhMhZRW+rCNKO1Wd7MSj1FywkJ6gA7VaT7KeaggrEhn6T4S4ss9eZZDLv0nA4t7ZKLHG0N/ZYHqkFB+tpFOm6zDCprSGtcR+DmlsTk1AYc7dFvhyjHQTiaoBNSliX2mFJVliVFWVJ7PsJR5EWDA8xrQ5LmtL/VB2Yo/MZjLRy0kEgjSE3SNAlsRpIe4fgKVysSO2OcHzFjQjo4pH1Gcv3lPZJhySzfJ1gWdN02gQBR1UhlcJWLotnECWGbNoHQWOMghEuRN93SojJEVUbbBHQCn7pSVHaKdp1jarOgKhpYqkxzkklCOs2YRRlWGQgm9I9GuJ0RWmvSOKbMMuoswhYJOIaqaGx87bCFXNK0Oj0WFpY4uTBHFCUUeUmUpCA1tZEcHo0ZRylCuWSF5Wg0I+i2ue+eezl7+lxDdvJ9TCoYzHVo+ScxNmM4cqn36+NmTsxoNEGKmvlOiN/vErY6+KJGBx26qeSwqKAqCAKPSkJdWbRSLPT7nDu5TtsLcIQkS7qUpsALAlqdEMdxOHnyJHlesr+/z+3Nu2TRhNo2qmQhJa7no1wHof7PW4rrajqdDp6CYthj2O0RTybNh6Vj6IYBnTDAF+IYRSeQNH/2tUPoeLRcH5HXiOOWh9Ya6wekQQvf9WmFHZSj8cM2RW2YJQmTOCKvGq+QPSbO1xXMJiNkWdIOAvp+w/d0hGR+fpl+t8OJlVVm0wltz6PlubiOIptG5HFEbVwOj0YcDI8QUjG/tMjq+gZO6DdWw919SmNw4pTrtzY5ODrEdX36/f43Icmdbovbm7d4/dWXCQKP4eGIV772CivL69xz/j7SuuTK9jVuje9SdGvKNsyf9zixsYEcKERHIEKBUQ3tXKnGCiCEoCgKhHGRVmIqQ1E2Hm4tNI5URFnaAG6Eixv2kEqRFQ09HVegtIsVBY51CERIUVnqOEOnio7xkNYwkD6+9DFGkOaGWhlkqNHCpaoFVI0PXdQGCossBarSeLVPPWkK26VNMWlBcWRI9wri/ZRiYghsgEhqbFpjZImR5bGFsxlheY4DSmBdt5lfui7Sc8iKCulo8mNflhFQ0fBeDc0N1EgBdYH6k0okTb75yA5J4hhXaYyANCsaCPQ0YulbfmCqFsdqeUoCUhJ0JZuOoCkZxTGmKBBOwTQdM872KGRKOhjhrGScuTDP/uUh9RjmOi02OgMCIUiKFNd10bhYFIWESroU0qKMRhsfY93mE7WucV2DrxzKUjCLU2zc6BR6nS4TuYfNCvJRTH4U41YWL1WEBIxsTZTmpPsHGPcGUVHRarVwpMURNTZLsEWKU4EpKxypGlp395h9WFWsz3Wb3nhVfdNIGGclh/M9dg7GxFnNeNZ0hRcW1zh3aoOluQGOUghZEidjrCnpdAM0XgPFDUJGkyn77pDJZIKwlvm5JdZOrNILHWSRoqoax48aoIUX4HZa+GlGkuVoJAtzA5YXF/ClQJaGyhEYU9PudlhaXWJucQnp+hSVQSiHWZyipEfQCvF9n6IsieOYGkt/MEBrSZrG1HVJmheQpgRK03FdOp6Hkk1sptVq4WuNcpzGXJiZBn7sSUxZoZUi9H3KJG8SBcLDc3yElbSCDLeu6BzTn3qDOZKiCcUXZUllEqyp4Zhz2Gm1GKcp09GIMooJUSwM+rTaAd3OgO/6nk8QeA6f+t3fpsoynNDHVw6TgyNCv8XhbESc5yRFQVHVOHuHzG/vUUpNXlRs7+2B45CmKTdv32U0mjA/t0AQBBwOj7h68yZgGY0PuHzlYrOMbHVJipKrN29xc3OXWZUTS4MZNO8adwGCjTZV1+DOeeiWBKcBSRjZ0LywCpANi0DYJoZe1eRVjsGg3IY5W6ZN5tZ3mi2zwTbqXFvgoshNgc1zbGlwjKbOJNWwRM8EA9Mh9HwGjo9yQjJbY9KE2JRNRVPXiNA2KUwlMSXYwmJzi0glOlE4scIpJWWWkY4r4r2UdD+nnoEoZMMLzWqqNKeQmgSBdByqLCUtm0os5lgwp2SzuLINO9TKZj7seU6TFpAaoR1qY6jMsW9TWKxq9MN1UTCJUyaTCa7SaN3AtbOiZBzNiJL4P/8p+Z88x4Yn2WhTETg0t0GlmxByalxqMobJAZPxIeN8n9iMwStJqxGpF7Hx8DomSUjQDNouPc/HsRWidvFVgKgb8VgtoUZSGoeq0uhUI42mKEvKZIbX6jA3ENisZjIa42SNx0dUhmgyZW9rj8PtQ3RaEgYdWp0OUraZygOiyZTRbEZ66w7jKGau12eh22bQ9nFtjs1zjBXf3NyCxNSCsqwx+QxXW3SoKEuLMBItwJEaX/dZ6HbZ3D2gEzQ3gP78CvMtD/IIgWb7YJ/Nu7fQ0tDvLBG6im4nYNDrM5zOWF5aYZakUFcM+h0WBl1EnTOcTtk/PGQazWj5Ab3FeYxUjGYzRqMJZV4gbE2WRKR52YwtsLieg6mbKuOfPMrRKMdFagfH9+j1+7TbbfKqpD8/R1lXeK5PURRcu3aN0XjIeDJFlQUnQp+D3R3yLMEPQsJuG+V4lGUzV0rjpsqZJRG1aDGeDBG+800kmtIurhfS6XQbLmWakeYl8hgPZzhu+UhBLZq2Um0rrGl+DqNhiud6eK4inUWUZcmJExucu3COe+49z9rGBlEak9SWvYN9dvYqZgeHVFHUZEzznLjMQblAxdFkymtvXeTKrVtM4pjaNqzX0WjE9s4eDTStCdFvbm6TZhUbGyeYzmJ63T6ddsB4OEQISAuLFo0bPdcgNQQ9WLtvmY1H1nAXQAYCqy0lBcI6aHPsIhcG0GipmuVOLY4VJQKp3AZnlxnGwwlKOihfMZlMqLFkdU6tDZkUGJFjyxxVGlQtEJlFRoKw8Ah9n06VEWoXKxVQoGqFSTJykVEXBm/gIlpNcN7WBpPV2AxsZJAz6FcddKaws5p0XCKGNYxLnFLjSZfACmRVUaYJM1Njs5hEKcokYRZNKOqMypQNBk8pHL9xDdUIyvqY9F9WDZcU09g1+T+9SmHYNMEKZYnKpNEvlxVaeTh+QF4UZEXJLE2Pwc/fukdDY0JVovk1kkgUHj4CicaVLqptsbKiFFMi26z4SyJyHVO0EvbFJnFwhO0UqKAxE6pK4FoHDxdhJdWxGU5Ip9k4Zw4ydZGFCynI2JBMIvYOtmiZAW3RRRlNFqdcv3iJt155jatvvU05SZjzW8y15nG8Li4+XlnilBUmL0iKHDEeY8sCVcSoPKTjWGyRoGtJWRSkcUZRWaZJziwaYbIxYXC85c1y4jgmz0uU0oRBl8HiANcFYzR+u4cbdul0HXQ1I88rXnvtRcZHh6wuL+BtLBMGDqZsHON10GJpfhmhnGPwQ46iJppk7BwNuXz5OpV1WV7b4Mypc+RVhRC7FFnNMDpkd/8QUxhEXeFKRacV0tIhxWzC+FbKzZ1tgvYAYwU7+/vcuXOnoeOHDWBYu032sqgb8dhwOmJvb4+7d29TFBV9zyVfGFAlCUYJWp2Q3nyfNCsYT0ekadooSkzTLinrhvzj4FMZQ24qVG1QFiqlsEJgHKfxzFQ1wlpyM23iTUVOfUzRrkWjcQDDNJowP1ggaLebsJNSpEXOwXCEv3vANz75a2wfbHHn1k2KNEJXJbu3brHSH6AQiDBgPBoymUXUArTjMilLrBSNj8qAG4RNJjOJ0crh4OiQPCuJk5SHHniYH/zB7+eTv/ZzCEqe/rb38Ku/8kmu35rQ9kD6Dp1AsrTaxtnwUKcsJx/aYPnCHJE9wrr2mzpYKQUWB6DJUkpFoANsKamrGmEEjlLH3qWMeBZzsHdIGLTI3IKiPiIXFSrUyEBiy5p2xwNTQg2yqBGpQCcCr2ozcDx8P8URhkw07z1XezgmJ8ky4iqlEjVOpXF9H2lA5gKRGmQKMpb0RBunkIjakAkHV0kiLcFIfDdobsZlSZxEpMmMsahxLNR51kCbtSbNctLjbxG+7+Ed1yCRkiQpSdOGHKa1RjvN62NptMS9dpO9bPkurmw+bMoopTCGqi6Jy4q0yEmKkqKuv0VHZfNoACMFlga/BfL40BR4x3+qyZkPF9FhjQlSJgf7zMoM41T4iy4Ht4a45zzWFteYW+7gdwK0U2OooBRI5LEtrtmYOtaFWuFlHmHqEhSattfDJILDG9sczvZYmjuBNh6bt+/ywvNf5cb16wz3Dgm1B2haSUZa6gaPVlbUSuG12mipCBwXTE2exER12sxflUEHbZSBKIqJDydsHRxyNDrAdXKWFnoEvk+Zpc2hGUVNmL9b0Q5dTiz18YMOeVFjqOn7NbWJ2T/YYevuDcbjIXk8pK1hcTBAW0ngd2i3+3h+iN/qYpUkzWKKPEK5AbV0yGuLIyRtv8V8d55pGqPQ2MoSRxmzOkLUEPoec90eOgzBc5nmKfu72xyNxlSlRDsuVWXIyoxBt8doNqU25pv8ywbnZkiSiK2tLQ4PD+l2u5yYP0G720K1fGqlaPfauJ7HwWTE3tEhRZ4Tej5By6Md9PBbIcp3m5tDlTFNYnYmE8KgzzBKENZwcHBEkjS3Pysa66XQqqny2SbIbaD5KmYNc4tzROMppshZGiyyfnKDvCp55vnnyb/yLKktuXrzMv1+F2lr2kpQZAlz9BAW6iwnLiuE4+D7AWmeMT4a4noBju/juz69uUHj5jk4ZDaLOBwOKQrwHY3neexsbzPaP+TMuTXarYBBr8XplQAnaLE/ipib77FwZhX/tE+5ntFaCJBtg6iambyh+UDRApT8kzaPQoomqF7XdYNuqwVW1lRVwWg8ZG/7gOnRlEg2h73R4LR9PB2gHYWxJSbNEEWFkxqccU01TDFxTVAE+NrF12BsyZ8EOR1p8KhxMZTCUqQl0pEIBdJK3Eo0IzGahlGYewSVi6sUom1JipBxNSGPqyZdUBbUVUYcl8dO9hxpaqhKitJSSIdJnDZoQSFohQF+WBAEAZ7nEMcZeZZiygLXc/AR6GPltJQgypLA8wlaAb7vY2nYApMoJymbVlla22PE3p8Ca+Q4nTZ+FOXhKBfVHHHUNMoJi0bh4tMi9DuEfotEuBgcqrCkdd+AlUfXaScBdVGgegXSLVAqb2yGWGxdIZXEtxJtNaYQBJGkk2ii/YTF5RX6wTwullcuvsGV4VsgXdIs5/bt2xyNR+Q0EYz9IiM9OiCQM/KiIrM5eZWjtEMYBrRdF6eu8ESj9XW0ZL7bZmVpkf7cHEllOByO2Nk95HAyZH29h9Nq0+52G7yWNUwOh8ymY7RjcFxohZJ2KElVSZqniGqKrSwmGTEYBCSpZG9vG1FlrA0WkCgG3XlOn7mXqpZEcdHMcJTAqiaHJl2/YWZWHrJW5FFBnpWUWUWW5hRF43QuTWNi9Lo98AIyCZExHMQxdw8OMbkh8EJ8PyRsB3hhiyiJ2d/f53B4RKvVkMoFhjzPGY1GpKlhMBC0Oi3CThtb5szSlNF0AlnK1vY2O4f7uErT6bXpL8yzvr5G2G4R5TEH4yPiLGVvNGJ8mOE6McNohrCW8XhCUeR4ngdAu13ihwGO7yBdhZYOwpqmuVSBE7i4pUfotgjaLRzfozKGUTTlKJ4RzneZFgVFNCNLUpbaHvefPUORF419sN1mwXFYWFhgbmmZrZ1t3rz0Nkma0/J9VleXWZhfPCa/52jPYzAYIKykHbS5cfkqr37tBWbxIQsDny9/4fNkacL9952nMAI3nLCXTdjeuYUfhgRzLm5cIfMQv6+xdU1dCqSE2joYYZtbtKkQKPIywxSCqiyhEmQmoy4N+/u73L2zCalif/+QtCxYOLnMcmuNss7J8hrtC5JxijbgxhY1rNDTiqB0aMkWLR1Q1zMQjaaiNFDUhkqAcB08HRyzK30c6yKPCfdSNxAVz/i0co+ODOn4Ia2eT+EX7Ns9RmpCUTXgYmMNZdX4gaoiB1ujhaTWmllpmRSWOGtKAaktcEvwiyavXGQxVVGgJE3Zww++CeLwhMW3FZ46Vlog0E4z262P22aFEBSmpjDHiuJv4aMB9g+Pmv94z8N3PbSWjVfYVFSiwOqaqEiZkWGMIvQH9J2Co6xmWh/RX19keeEEYeJwtLlFahIc01ydpYXcNsN4V/rIWuPVLUwm8RIfb+Zy/dUrrF5YZO3R+/GXA14av8Kzn3sGN2xz4f4HCJ0OnbAmcGsQijgtiOIxnvSxtkaKZp7neE2CVjg+2rX4ytLyLJ2WZmlxjo31NfxWm+3DMWleEGUleQX9hRWWVtdZWpyn1woIXYfD3S22795FYlhc6GGqEkXOoOvhxQVZOqEsK9qe4p5TG2ip2KrvUNc1UZYzHU/Z3j4krgRLq6eYxDGlhU6vjR/6zKIJ47jAiKbCWGUp48MD8rrCZDkmz9FYOu0Q5chvun5iYyiymqgWFMqn1h6z2YSsqumYmjD0CV2HftCiLTU+grtbdyiqCqHkcfOnJDMwS2MmcczOvqDKMvYnQwoLOvDYH46Io4T5uT6u02yU19dP0uqE7BzucjQbE+U5h9MM6fsUwiG1AllDVSsEDWhXNPRXhCtx2h5KWoTRlFWFrUooSpIy5r6H7mF1fpmbV27ypee+SJrmTKMUt9Mip0ZYia0lvW6XRx55hL/w4z/K9o2b+Nrh1OmzvPTyK+zt7YBs8sODbo9BF+YW5xiPRvg0kr1iOmHjxDqnT5+mFQR42mfz1l20aXHPySV8pYkPR/hWQWG458IFcnGVre09ZlXG4uIcpx84iVypSIsJ1dTQC9rYutlCI2tkXWKsogYcK6AsUMZtiO0FkEMdl2R7M+LtGaoMuP3WXSbFDCf0WVpfIU1jyjzHNx62LHCMRiYWmRscK+i0fPpuQOB7HE5GlKomNTVRnjIqZsQiaTzfWuGrAF95eMJt3OpS4qjGVtrSAd5U0RYevVaXQdinDCrqzFCWhiTLyKrmw746npnb4+WN1A5Su02Kwq8QZbO0qoRtQNmZpaprkjhG2Lr5yq0duq02vW6HwPPxNFTRBMdxqK0hy0uSPKOsKpCiCd7XJVaAsbYJ738LHw0wHSW4vuJOfJu0ntFf7KJcQ1ZktHtttKvYH+5Qixx/0CGPNJPYEHQWkaagyiy7u5sEtaDT19SZIctnhIOAxJYktkC3WkynJesLaxRbFflOzoZ/kle++HWOLg1ZvHeFz//7PybKSqQNMZWLEm1uX9ulrGoWu0ucOXOO/f19dnb3m3nceMRct9XM36oKpItVDpnRRGWK9RTtTkh3rkOn36bTCXF9F+WoZhNpoLSCWZQhpcvqygamTCmziMWFBURVsLuzhSlTOp2GApRnJYqafq9FVRmKwzE9G7DUmyNqTZt4iN8mmAsZjqZc2tzi0s4+kzhhZWWF5FZGnqdEUUSrHVJOE7y2oj0Y0PIFgXCIIge72Cd0QLoe7e4ctZLsjSbkVuB3+6hgEbfroKcVRRTRa7dY6A+49+Qpnrj/AebabY729jk42CMoSg6mI/bGQw7HCVZDt+diHZ+ogqgUbN7dZ/twH+G7OL4HwtDqDWi3uswmEXVWoSpw0bjKJSsK4jzHeoJhmhP4PsIIQhFg65Lv+shHOHvmFAdHO7z0xotYr3HMBHMt0rjgYHiIH7awuiZEcd8j51nozfPK69+gv9xj962bSKCMErIoBVvRDeb48Ld9hB/50R9iMBignD5Yw/LGGluf/QNe/vo38L1GrnVmbYV7zp3FVCUvfPUrbF28RTqrOX9+hQ8//gBnTp8kz3OSJKMee3RVH09q3vfUe5mMx/zmb/0WUTnDbXVJTEoiM04/vMrTn3gv/inFzek1RFmjHLBVhRd6lEVNWjUfIHEeUeaGQbuPpzXpaAozg5cpiqlgthtR70TMzTq8+o0b7F6esvjIHE7hsre1S3u5TWESSEpkWiMLwSPnH0KojKg44N6NdQKl2BsfULQswzwlNSmzMmEaTailod0OUUrR9lsooRv8ngThNZqMyiSNgdUo+o6PDgT4qgmJdzowSSjymmlWUtsKqcD3ArTrNdVXoXC0Q9uROC50QkGel42TRzvUdcNncBwFlWWhN+DCmXOcWV9jvtdFWMN0NmYri5jWJUkUM44zhnFCXlmUkDjSQVHhaodSN2WLb/mB+R9//Xe454GzqJbgK9/4Y7rLbaRvWVha4tatW5w8eZrz58+zs7+JUQW1l3OwN8btWVphm5yCzI0py4JwoUd/scMozojjmFExpXIki8E8rudx7fU7DJIFeuUcN2/sI+sOq/Nn+d3f/CyXbt9C+S1qRzGYWwIUeVqSpSn3nryHe9ZOM+d1yGcxu/s7BErgyEbDWdeGIk+JZxGZZ8BUhNKlMs1Xilbg4mqYTUcc7O82QIaqoigteVaxv3fE0eKQfq9NkdccDvep84K11fXGQ6I9rGm26nmeU9aGsrDEs4jC+GRRQl1VlKZZJuVlxSiOiZIjvFaLqqrYen2bsiw5efIk3X6XVqvN5Vs3eGD9BINByJnTa4xGI3qd09y4BYGnuXV3m0Q2Stwor6mkolUagt4AKVzm+vMU8T69lstiv8PJ1QVObawwCNv0Wx6rK/M4oUd5+RJbwz0GCy2U6zGJE0IvoNfuNomD7oB22SgMrJLUpkRrje+HmDjh9o3blGnB0toylbbEUUqcFMSZJeh2KHNLlpd42uNDH/gIP/rDP86J1SVQFevPrLE5vMMrV1/lcHYAnqa30sPxAso0QxeGvdEWjq84fe8pRnsjHn/ngySTjLcuXycQHq50WB0s8ed+7M/yxFPv4pd+5Zf5hV/5ZcLAYaHX4aWvPoerJSdWVwlbIY88+BD3X7jAW2+8Rs/3OfnAA8zPDTh76iRnTp+kLEv27txia3ePm3e3GR2MObG03kSmakmdW6aTKXfv3qZ7zzwnWn1O33eClZNzJK0p9TRHaUGvEzKbjNGixkqv6UeXOUp55GXB9t1NRFLjZJI52aVte+hcQRmQzGJmN4/QY8XjDzzCyAy59tpVTnKCLJ8SZwmn10/QEgFnl07QUx2mZUx/0CFXKUfJEfQchHLQVYgnNKZSlNOa0pQE2kdUgul4hi99Wl6I47pY0Sh+hSMIApfOIMAt3aZBZmtKqyhR5NaQVCVeEJKXGXVdklflsSJDNqkEqRG2QEtDy9N0WgF+2EYqhyiKGY/HYBx8rTl58iQPP/QQ95zcIPRcJkeHVEWG325j6xplU0xaUpQ1cZKTl5YaiXD8Y3iJ/b8kQ75lB+Yp7fHY0gku3XqLD97zEK9ffo2LV99ma2ebC/fcxyOd8wR7ht7Q4dT5s8jQcvVLr3J19zKd9TYrDy4h+ppxNKE0Of35kHESUasSzw8pZjNm6REn+ufpq5DF7gaHWzE3L+/xo9/+w/z2//5L1EbybR/+Tt68conPf/nLSO3iSIcyL+gEIYu9NoNA486FDActbOKhgzZCWMZ1E0PIsoR4MkK6aTMTCToEOsBXlk7o4TuS7ckRu1ubjEZTjNG4bpMD3d055BvZa5xYXWR1eYFef5HJcMjdzS2WFhZJswxXW/KiIsktdZwznibc2d5HuG22t7cZj8dYJHGUU1pLkWfkadIM+CczFhfn2B9PcUXNqbVFhFDc+93fxVq3xZOPPtx8wk5GPPrgg9R1weGrr7JxYpGsNOTDCdlkSmkEoi7RtsD1AhY8gdsOWZvvs768xKAbkKYz4nRKkqUYR1H2XJzlLsFswOqJDQI3YOvuNr2wg1tahA/dXgen7aNDnwrLLJo0pkRHE+UZo4MDDg8POZlMaS0MiOOUMm/4maPdGd1eB2lqxsMjzp45yZkzp9ncusXzL/4xrcWQE6fXOayP0LNd3HYIrsLxfZQBZglpFRNnE87fe5qLSYrX84ndlN6mwyTOWerPE4QOdZXRCjXf/33fxe07V/m5n/s5HCnJ85qTawt0ugPyImN/OMHf2ubNy1cRQYfB6jprqyu05+fJjGb34JCLN7a4duMqh8MxxsDa2jqj2ZCD3QMsBY4Lo/EeRzcP8c+ELC71ycqIW3dvcjDbIVj0qaxica5FnhZIQ2MGTXKwgqDSyMJjdW6RydYYJ/fQRhMdxBSjir4/T3B6juzoGhunzvDanYjJKMNNBPOiy9Jgjjndpa0D1lfWKeKMneE+g45PFE05HG2zcf4UyvPxDATaJ7A+0pOUZeNOKuKawAGNi6tCfOmS1xlZlmKlAa1YXFjDiwKk8BCqQfYJ3WSorFANqq+EvCobvxcCKwT6mBJWVQXGVkjl0Gn3mFtcQCoH1CFRFHF0cIhphVghcYMQv93GOTbMxmVNVlkKK6hQWNloO6S2OEKgtaKsACTWCMy3dkneHJjf97738dwLz/Hzv/Sv+HM/+RfQo5RlG9IdnOIvfuzHmesv8/nP/hF//MyzfOjbn+ZD3/UByms5z/zWId7JQ+TpW7zzO7ssn1zG9toY7VJaSZ41fd05d46jO2Pi8Ygld4CLx9aVG7z69as8sHabpNK0220GK2v0R2P8docir8jKAlOWnL33BAu9kGRyhKRifalPL4Buv8fBaMi2ktRiSDWOKfIUVRUEoUcvmGNl0GZxrkM39HGUpCpKonhKHMfoYJ7efJ+53iLLC11C36WuBFubuxR54xM6OjhiNIwACLw2rhdQVYY4zdjZPuDajesY5SAdzZNPPsnDjzxClBRcvPQ2Fy9dYTIZE0cFroZ0OuTes2ss9tu8+Nwfs7a8gnfmNBsPvp8rV69y6uQ673vfe3j11VcxtuIHvu8TREnGpctX0MqSJzOitEDnM+zUUrsBSsFqy+fC6jJLi3PUWcTlS68zmk2ZVY0xMq4qjCtpzfeYX1zAFU3saX1hhfFw1MRFsoxKC1wpcXTT1jBFfpyrzMmLApQiTnOcokLg4GgPVzWeaU8IbFkw6HTZOLGK0pY0nfHZz3+Gd33wnZx5+Awn7zlJmLYJB+1moH/cPEn291nq9Dm1dpq222Lr7iZf+tyXmR1azqwv81/+4I+xt3fEAw8+zNnTG7z0wld49c03ODzYZWG+z97uEXDsaTKW0XjK5774DL7vMp2MMWXB1u4R7c5Vuq02KytLeK7LrBLgdbFhQuBoaldw+cYV0nHMhQfOYz3J1d1r3E73WZtfpT8IiaIxw8keTuDQ7gbUtsIRmjxL6Ha6zM+tEI0rknGFS0jPcbn1ym1mOxPOzp+ms9QnijNuXrxJOTN4hGSjiDdeeJnbB7fpnwrxY8kiPU5vnOLo6ICN5TUGQZfd8YS8LkgdB9wKuRzirLRJZlkTFvc1npB0ZJe6NNSphWMjKTnYVFGXgqq0FIlFaCgdSzjXR9YaaTy0DCjzpvNvhUS7HlEyo6wryrIkLzMqA0iFoGoYDbLJ1jqOxXRA68ZcoKRDbQXabUhRcZ6zvX/QiPkETI4O2T8as30wam63ZU2clpRWILWDdjVKu+Sz+Js/X2v/FCx9Vtstfvvnf56e0Hzksad4xz3389UXX+D0qXP4sSafRbz6+W/w4x/7YT7xiU/wzAvPMl8u8+EHT/LCjTucfAQeOv0QS2eXqX2LdC2+38emYNMaiaRd+Oy8vsVhknCiZxl4q8x3I/7Nv/k1vLLm/JnTHEYp9z32GAdRxKd+7zNo4NTigPUTq7R8B5vHhJ5Dd3kOdWKOdq/L1n4LtEuOJiv3idMEW2Z4KOZaDutLc5w/ucSg3UB4tVbUtlHv+i3J3NwC7XaHlt8hiWaM0hnT8Yjp5Ajf0cymE5Ikoa5rOu0+g8E8WrvkRcne3piD4QzlaDr9DoNBj7NnzjAcjbh95yah6zDotOm3ayaTlDMbK9x/7znOnj6Na1Pu3r7F/q7g1379JrvbO3z0O76DJ554giSLefvtt7hw4TwPnDxPmUYIU2LzjFkUH3d1BaYusFXB+dNrnNtYwvd9tre3mY2GpFnCNEmYlQWptQjPJ0ly0iIlKZoISNhpE4Yh169fYxJNOIomCClRvouw4CpN5bkUVUlNs1CzQqAdF98P0FJTJtALXdLxlLqABx8+x/xcl3bb5wMfei9f+Oq7qJwK3VIEnk87bNNbGlApQRSnJNMJiU2Y3zhPVidceesSURmxd2DpevBDP/L9/OgP/whvvvoGJ8+cJUtnXHn7Ir/xyV/h5TcuYQBP0JQssoI4yWh357h79y43tvcBkMAk2Wko5Qbm5rrMDQZNrrRKcLsdptMRN7bvcrR/wFJ/gScff4zOYpvwrs+qHZL0MybTQ7x5n263g99xsFoQJxMYFiyGc5xeXqftL7I/mmGzlHJmmO6NyO6k1COIs5yjeMp4K2W6nzM9mGHzEarQjPcPsBmc6Z3gXHudbhrSThyE6LLz9m0m2/tkJsK6lswt0F3wez1GMsIGTW1YeQorNI41uI6gNJZCNOOTalYh8gJHa5SSOPjHM8KQKCmbXGYtkFYyHcXs7h1xcNTkcLOywoiGf1pLg60MVW2pjiVlnnaOX9uSOE6YTmaNNjo5DqC7TfX6aDLl7evXuHH7FrZoJIDj6ZTUNHwBYwxFaUjLiqqGWlQgm8B7ZRpyVWOW/NY9GuDXPvnL/OP/4X/k3ofuwzqKE9Zwav0sdSVYml/Dd3o8+cC7OTwYcfPNW9xz4j4G7XlcE3D+4Qu844fu5eS71pmahO3pNnEW0ZaNrzvPphSTgtC0OTzcJ9reYYzDYu9eBt0Vnr3zDbJoyPbeLp/54y/y4MMPH3ekJaY0bB+MGA6P6DiSuU4L1wtotzw8z8ULXFZW1ri2N8MJWjiuj8wz6tKiMXRCj6X5PifXT6BMyWQyoWgMupRVwwXECrqtLg888AA3r1/jha9eYm9vh8X5ObQbcu3WWxybCchKiZEuUjXzTOGHLK6uk+URUTzjC5//I1599VXqumYWJQgh2FhdwnEVg14PgWF9aZ715QH1/ed57+MPs7Wzx9defh2n1eLi9evsjo74zo98O5d+49cZ/sIvcM8953jnk09y2p6g5TtEcXqcX5NUlSHPUx5/7AFWlhbIkpR46lIXPp6EMs/JkoJZknEw28Vv9Qhcj1macDgacXdvr/n/DDyU7yITSYVFVHUzLyor6qIEqcmrGJkX1EZiakldgq0al9J0WLAy36LjdjixtMxofEgUTyiE5u7ebcZiQudsh2AlpN1pUeiS0hr8nocb9HjHw/dwem2di6+8RUrOhz/6Yd75jifxbch3f+TjXLtyBc/zeOXrLzGZTFg7tcF3fvuHOTzc5+BgSFGBLSviaMrMdzl39h7a7TZXr1/n6OgIYy1epwfAdDplazhlczjlmGlOf0EwG1vS9oSZjsjTgvnNAWf8U5w+e4pzy/fwR298kds3bnLuxL0srC5yaI6YphNMKZnvrnLviXN0w2XuXD3gzuVD6qlmupdx59IWD595kJiEW29s8Y2t1ymmBlkqpHUJpEM7DHGWV2lFh4S1h59o9i7dZfvKTZZPLnHp+tv4A5feepfV+1aRbTBti+oKtsf7LIVLSKMw0mJMTVkbbA7ppGB4MKUaGUQuUHnT1RYuOF4LaS15ZrlzuIOZCUylELVmdBizeWuree3qim4vxPM0vt/GNR5FVZOXNXlWIURBVVSNukVCmuQcHg4xUjAaTZhOp02kTQik1I0xoKgoi4KqyEnzjEoe/94J1cCLVTMKqK3AlCV52dxu67r+03HD7K0u8Q/+6T/m49/7PfzFn/op2t0Oba9FdjDi7o1N1pcC+o8+gn3rEjujQ96+fIUvPf8MRlnuv/c+2mKOZKfGCMGiu0KbGbPCoao9xmlNXWhcfEI35ygbc/3qZab7lzF5jyhKEDTF/XQ25aWXvw6A5yk+/tGP8cQDD/IffvWTZFHMhdMnEUIQpzlCWGbJlFL73N09ZH80I85Liso03msBraCJwzieD7UkLQzjWUKUVVTSQ1rBaJZgjOGhBx7k/OnTlEXGl7/8JYq6Ynl1jccef5w4y3Ech7nBPEo57OweNjANKWl12pRVTLcVEkcz0izh7NmzXLhwD0opiqJgOhnx3R/7KL/9W79BlUfcvnGJ1159mf/H3/7b/MbvfIrO/Dw3N3dpVTWnF5d4++Yt7n/kMd7z7ndxtLeLBZaXl1mcX2gEb1WFlqoRilU599x/llY7oJjG1GmCiWKinT38KOGk12XOaVNPM7qdHh3fJ45zKiW4fbDLJE/xRI12Fa1OSHV8C0vTlCzLwVr63R4VArSDdD2iKGFrawdRwYP33ksaxZw/e46zG2dphx2yOOLipTd46Y2v8fU3vo6/6nFmdobz99yDE/ocRSMqLMvrq4SuT89zGOcRlQvnHriA1i73PHAf+7cO+NSnP81od0Lg+Hz1Ky/wjscf4+rV69y4fQNTlA0YWhjKEjwt0dSk0Zj1jVMsLCxw8/Ztbt6+i3a95nVzveZNWJUYIAhddoYFCkjrxpCobcrRcErnaMTp1dMMFudYnFtABj4tv0tZ1hS5RTgeLcdnY+E8quhy9coWb3ztKvu3E6qxZLw5Zbg1Ze+VMZ51mexPSKc5jnTIo5JO2OWR+x+iShr4RqhDxttjrqaXCVoOuU3JxzMuXDhDazVELsDSiQXkkmAsx6iuoiWD5tSvBLU05GVJEqek45KjuxN2Lu8iZpo5d462bFFUUIoa14PKFhRpBemI2VFKkdQI45BEJQc7h0SzWSOzcxbQbpvQCxtQdF4hVIkUNZV0KGxG6Pm4gY+QmqKoiPOM2Swmz8omVibACIkRDtZRWGOpjaUqKg7GE2pASYegFdJqeSjHQx0H1dM0bRatx4fmt/LRAL/1mU9z4tw5nHaXh9/5FE9/+MP4fsiTjz3FB9/3AYJzZ2A04tb2LZbXl3n2a8/x7Fee4Sd/5q/xZ37sx5g6R8zMkGk6RVYVB5OKdKbpDxaYG/R5c+vNBuelW0zzfWZ5xtE0Iz+c4uo2WkmORkOstbhhQJGlFGXNeDJlHMVUUnMwnNDvzUjSptGQZBnXblylUJrIeozTnDKNoarwoHGo+wGtTpesNAgkcWU5nGZM0xKhXYxwmMURV65c4j/8h9+h22lx+vRJrP0A165fZf3USd713vewv79P0Gq60keHI6KvfJXrt29RZiWuJ1me67Kw0CdLUxzX59u//dt59/veSxRFXL9+lZ2tu7zy8kt8//d+nBef/wqFlvzZH/1hNm9f54knHyM8EfHh7zvJ3vY2vX6HX/3FX2ZxrsepgxFz/XlmRcVKt0fHD0nixoqppcKRisLm+IFLu+3jeD7VJGbr0jVGm9sI4XD6vlM4/TmE9JC9HsUsJZo22Lmmtz4hUJJpEjOeTEiSjDwvyHNQgOsKBv15hOMS9jqE7Q6j0Yi7dzeZm5vjXY89yUK/z87WNv12i4WFObIs46VXvsanPvcpHn7nw3jLHr2VHsapMdqAZ2m3QuaWe0gUeZywv7dLJWF+YZ7f//Xf5771B1jvr6O0S68/wJM+7XafD3/wO/jZn/0XaOHy8Y99N6+98nV+4Lu/i0tvv4VUDnlZcfXmLfIk5uw9F1COw2B+keF4xO1bd4nTBjL8J1/s4rzADaEuYZqBKuHc+gL3PfQorbZDnlVMjiKWF9YZzEOeVdy4eJvD+ghvLsB4LrFS3L15m4uv3WS4mUASsHvtkO1rEW4Ne9Mxcx2HXtjh3IV7CYIWt27c5szps/wXP/MzfO7Tn+Glr73AmfWzaGWpipQPf+jbWFgd8Oa113jgXfcRrHlsZneoPUOtLXmWICtNuxviFi6i1ICgKAx5VRNHGcPDCbtbQ6a3Z5xesKx0NaICYQ2OKyjqjCiKoHQ42hsTTVMc4WMrxTSOyLMMrSCOY/yg0RLL5ts/QiiklkgDHd1j0O0RdtoYaxnHM4qyAWBr16GqGhVLkuf4WYYxDX4wjRMms2nDSa0tUlrQDo5n0JRkRdl8rT8+LP+krfatfBpr5EOP8I4nn2D5xAl+7pc/yaVrN7lz5y5393b5J//8f+YjT3+Idz72OGk55cbbb1MQ8Xf/3/8V73v6A4zHQ2pXQO2x6p+AIqcrPdpGs9Ae8Oq1V4kOSmIvIhUKPehRuxmVqJEeSFtQViWmbnQHRZbitwIcx+FLzz7Ps88+TwgM2l12xzH9ftONPhwNGaWWo+mQQrpo18VUDetPCagsRFnOKEoJPJ+iyLm+ecit7UOiUoIbIlSDwq9NxSsvf417LpynKGOefOpxnv7wt3Ht2jXW1leRWpBXNdpzyMoMoQWdfkgaZywt9PnQ+97N5UsXCV2Hj333J/B9H0cKTq2f4O23XuPf/ptf5kMffopr166xsrrE+9/zHgb9Lrvbm/yrX/lNnru0xflH30U8nfHaq2/x5Dse4K3LF0nK53ji0Yf5/Gc/yxOPPszf+us/w/5wxDe+/gp/4c//efIkZjw5IpkmiLKkERMLWkHYoOHmlzh36hzhwhKbhyNiFHlRo61ieX5Amtdsbt/lIJtxuH9AVYHnCBzHpdf2aXU7mNrS7vdZWltjNpmwe3DIbDplOo2Z68+TTGZsT2bcvXMLaSz5McFm+2ibg/Eh7z/zbvJOhd/z0C3FpI6oZYXyJWmR0A7ayMDlxJlTPPtHz5EGDfvwF3/pk/yv/+h/ZfPwLhqHpz/wYc6cvIcrl6/T782zsrbKF7/8JdJoyGI35Nv+/I/x87/0yywPFilXF7m7u8l4PKQ7WODcmZNkbycEoYeXOqRFjiskg8GAjBLVDSnSDJIMTcHe/ohvvPwG586vI0dwYfFe1pZOs29H7O1uImsfWbU4HE0ZGcnwxZfZenubg62MgT8gtIrpjkVlgiKxeEKSzwxOK+Da1Vs8/vjjLC4tcXB0yCxNeOvGZUZJxBnX4cL5c6wszPHQgxeoyHnnE09y9pGTbMd3cI1imIwRbcX66gombA5HpXwqCVGUkKQpCoWWHtQabVySseHS9jXa93W5//x97O/tsL+5i/IslbG0wgA3yCCpSLOKOsvJy4LalAjZHJ7tfouj8YgommKtwHUCHDck8AOWegusLC7h+B5xmuAFYVMwyXJ0kaO1A6pRbkziJlBfFAVZWWOk00A7HIkQgrI2ZEWJLxuSWFmWZEkKcAwBV9/K87I5MB97x5MsLq0wGafM0iFPPfFevucTK9y8dp2jvV3WFuexdcbu7i3m5/r8xE/8KNr3iNIMR7sIJ6Dn9FlfmONLn/ssrqrot3q88h9f5df/42/irLSp2z7K72Acl/m1RcpYME6m5HGMBFxX43oesygmyzKstUhJY0DMS2Zpxp2dffaGM8bRjFmSUglLwbGCtqpohyGyEpDnVLVptpF3d3Acl+l4ws2dQ/YmEXFWYFyHMDB4nkO367LYC+h0WuRlQZJE9AZdkJYXXnoBkHzhC1/g5OlT/NAP/gif/uynybKYD33kQ0yHh0zGQ04sL/JDP/QjjKcTBoMBs+mYyXTEF7/4Rf7Mn/tBPvLhD/LGq6/w0IP3c/vWDQ4ODrhx8xp7R0P8To/LN+6Qpyk4kpffuoytQfhtbmwfkFvJp599g6XVT/P4ow/yQz/+53G8FodHI+K04O6dTQJH8fhDj3L92i0Wl1ZZWF2nv7BMZ2WRF157k7euXWNw4iQLqwuMZxnR0ZT5+SUuvOcDfO6ZPySrmm13VVscLXjwwYf4qz/90/z8L/4CWZbhhgE97YCxjO6MyWvI4oS7N28xN+hTZDl7O7sMh0NOnj+NUYblk4tcvXudpz7+HtpzLfAFjtX0Og6dbguhDbNkRlFUqFLgBD7C0Tz06KPs3zrk93//M1x/7ToPnHsQl5DFwRyD7oC/9tf+OpPZmH/5i/+WB0+tM9rb4Y+uvsn0YJfQczmzcYLaGoL2HGunT3Hi1FmGwyEXL178pnXw5Kl1lpaWKK1hczJB4IFxqbMph9OYNy9e5vbmbbJqxgdlRffkgEMz4tXbb7GdHCB7LsaxlGlFdCulnkE2hbyaocqKKgJVhtiqpLIVlprbd7YIPYcbN25weHhIGLb4y3/1pwjaisceeZTv/ZHvpxe0mA4PuX7rNtbJWTrZ59bWTaZqTKlypAPWlphCohwHTyqyqqIoTAP68EJqVeApScvp4KoJtgJRKupCoIxDNxxQ9SsMFXEWo5RqvnHUmniSMIynJFmCtOBrh4WFORxHkSQR4/EUpRxaocTY5rq58dAG7Xa7UTnnOUmSUJZNjrcVhGRFQVFXFGV6rFvWGCMoa0teQZJkaMdpDA+yOTiFaPiqgediquCbs0vzLRbtaoDvePojfOWrL1IUzXD14qtvMdobYuuaezZOUyZTfvNXfhnPsTz+8CdIxocoz8X1fY72J7S7iywvrlIdFdx++SYf/+iHUQH89r/7He5ZeYB3fe8HeWv3Fpfu3uZoNCYtMqS2BB2NsRV5AgqB6zg4biNr11oS9NqsLi6zt7lLUiTUs4iWEZQGSikw2kEriRKSPJlR5oa2qwg7HsvLy4TtLgfDCUV5g93dXS5fvcFolqDcRiMbOIpuy6csErRu6NujyZjd3V2CMGT/aJ87m3e57777+O/++/+WS5cukeUJVZlzeHDEl//4C3jSEgDf8/HvpCwSlhcXOBoNufe97+e5z3yGhYUF/vo/+O+58/I32DhznoPRlNEk5sT6Kpt7BxS1JS0N0zxmOp3S6XTI04zTZ08R9OY5GB4xLSxzg4BvvPk2W3sHXLj/YfYmES++9iaP3X8fXTfmxOI8F1+/xvqpe7l46W06GxtM65pf/aPPszsaU7RDls+fwXM72M19AiuZ1wFzTotHHnyEdq/L7Zu3+G//m7/Pc898ha07d3nppW+wvn6SJ556F8899xwvvvgiVdEg3zqexhQlN6/fYMdzmZ+fZxZHdHSbty69xfZ0l9ZCi9P3nqWSFZWscT2XttdqoMK+hwTysqQyBbmBueUFRCzo9Ltkec7vf+aPCI2iTgyjvTH3nrvA008/zWQy4V/+63/JxtI6O1vbfPmPv8D5jWX+0p//M4yjlEvXb5NMp7z/6Y/wAz/yY/zGb/17wjBkMNcnKzKWl1dYWVqiqiom0Yydu3sYYwmsQJQFDjCKU6IkJbLw8//2P7J8zmHu7DKjKmKWZpQ6ozBQRBBUIHKFSCxlBkWWE6gWpqpxpcURiqJKWV6YI5pN2Lx7h9pAVVUMBi1KCt7zgfdw6txpXn/5FVYWFiA3pHXB3MYi1w/fxg5KWt0A6VoKlWFLi8hrtHbo+CGTLMXYmrosSSYJRSoJ3A7dYMCgHZGlOdNRws7mPpayQa054ptzdq01YSgo0pyyLKgtuFrS7bV59B2PsLAwRxrPeOvNt7lx+w4HB0f0utBeaIhYeZ6zf7DL7Tt3iNOEvK4o66pRAZdQ1zVZ3nyLVI6HEApjG7eUVAohBKYuybNmK1uXRQMUtjWeo6iPD8w/FUufT/7cL9Kdn2dp9SSeC0urG5w/f55Lb7/FZ3/vMzx44SQPXLgHKUquX3mb4WhCZzDgYDRmllaE/oCHH3gEM0m48uZlWsLl0ScfYbmzwdMfeIyvX36Lu7u77OztU5QNadr1NIWyVIBWUJYlTlXhuS7GWqgNfuizsX6CQavN1u27zKYxdZlSVhWVyaGqsaYJt4YaHjh/hgtn1jF5TDtw6XQ6WGG5cuMW29vbbO/t4wcdlldWcbwW2vWY77UwUcbOzh5JkpBmGdu7OxyOIrwAqgqefvpDuK7Pzs4ezz3zLK+8coePfedj3HfhXj79u/8eYUv63Q6bd24RtrssrSzzaz/7L/jCl5/h7/y9v8e/+Z/+Kf/T//xJ/sk//hucWFtj4cRJPvtHf9TAUXVAVRYsLa00ArFphFKKySxBin1c7eCEHeZXlpnmKdHtTb747Fd58ol3sHM44gEjOXv+Qb74h3/I2fPnubl9QH/9NBc21nn25a/xzB98gaMY/C6o/gKUsHtzm8XOHLZfY8uKExtnOEoT5qcpf+7P/kW09Hj5pa/heR5Pf+hD3P/wg3jtkIPxkK8+8xzawMLCAiJr3Erzc3NcuO9exuMx/aU5rty+xgc+/AEyP+fsI+d49farLHXn8ZfX8P1Gs2vrCqUkQegiHMFoOCMtY4Y7R0zuRERZzBPveoDvefp7+PRvfpp3vetd/J3/+/+Tq1ev8uXnvsyFCxf4u/+v/5obF1/lpc/9FtPxiN2dHZLScP3GVV78xiXwPsf24RHPPP8iYavDYG4eNwjoHt+Gbt++zdF0Bl4LU9QUtsbhP5mRNWZm7j2/iD/XohvM05bzpKOSzc0mG6h9SMdA1sigwsBD4NDxAobREQJLQcFP/Nkf58d+7If4vd/9XV5++WVu37rL0SQiyQrmV9u8+urLtDyfL33+C1w4f5r3fuApztx3lhv7t8iCAqctcAceVhuwAiMM6ljPrIOAzDG4UmJTjSlmFHGByUHhsLKwyjAZMxlNuBRfxlLhhYreQhvtKYqyRGqFUhIpBdqBwJcszS2wfmKVCxcucObMKeoyRwpNFKXc3dojzwuqyrC1tUVZZNzd3GRrawsraEArx/lkU5dIa1ESEA3FyQqFqxtXexiGFMdUrboswNRoafAcF9XIgtAc+33+NByYWgk+9IFv4+qNLWZRzNrKCfZ3D7hz8w6D3hxra+ts372G77msrq0wHr3Os19+ntffvkKr3eFnfvpn+MNP/y6e0Zw6fZp/9X/8PO3f7nCYT+i/+iqXD29xVFXUHiwsdel3+3jKI1aCwkIrCEmjHKzEdXySNCJPK04szPPEow9xanWV177xMm+98Sa7+wdU4xk+gCxAgslgadDm6Xc9xiMP3svF11/m8qWLFNGYhbk5ollCnOYYA63QZ3V5gXYQUhYZDiWl8rh28y537tzB8VyKKqcqodtr0+95fP5zX+Tf/h+/wHgEnbAx3K6vrPPYQ49wcPcOX/ni88TTER/50Ac5HI/5+Z/7eT716Rc5e2GeX/+1f8cffO5L/KP/4f+G1+rxv/xv/5qHHnqIP/zjF3nPe55gdf0kkZpyNIsospSyBGsMm1u7zM/Pc/bcOTqdDgc72/zVn/xJXAl/8Pu/x2tvvM7bF99ke3uX1f48733XU6ydOcOZe84TzvU5iiYsPfwIVW+eX//d/8Cly5s8//LLhE6AiWvqwrKyMONk9wIzE3M0mqIdj//q7/xdvvbsV3jPe56i1xvwT/7J/5eHnniEj37sY7zr3e/kzddepU5zzp49zXzYoRu26M4NyMuCty5f5u7hHifOrfFXfvqnePbN53j11iu05zpIV1JUObKyKKEQQmKFRitFnE/pDAKWe3P0Hn6caq/kvtUznAjWyQ4LPv7xj/GJj36CZ575ItLRfPjbn8YIi+s7RMsLfNv7n+Y/fvp3+I1/91s88Mg7SNISCbz2+lt87vlvUANLS4toxyOvmkVCHEeMJrMGM1cWCNtwuQLl0nVc5uc6tDsBZV2gQgffa3Fy+RStfhevCqmHrzEeJ5BAWEG77eK5IcZIolnOUq9NGY0wpuLE+gn+5t/4KU6d3uDyxde4cvEtkmnEmZU1tva2Ge5GRKdGvPLy17hy9SIf+NC7mVvtMzURnY0++6NtJBbHSoRorIqOcnGFi0GSTXO0VTiOD76m47fI6inZLKNMSiQOod+iyFLSNMfYnEponFzR9gKkY8EajDVICe12SK/dYXVxmeXlRZQSSAzacVleWuKec+fx3E5jPM1zjo6OyLKEw8NDkjQiCEMcp5lBVkVGVZQoqWkHIVYoLJoagdASX/ggamTauN+Vq/A9B89z0A0wFakakImxTU70W/logHe//ymGkyG3N+8ymF/h5u07XLl8leWleb7jOz/EM1/4LK+//nXe+djDvP/+h/j6q2/z+ltXGEU5rtfm6y88x7Nf/AMWF9b4K3/5p1FBQIXg+Ve+xotvvkxUVwgJTgBG55i6xBGaMGxhuzn5xFBznO7XzVBXSzixvMCTjz7I/efOcWKuw/2nT7C1vc3e8JCsKjG6qYBt37qDrxWT/U1eiQ9489VXuH71iLk52Dh1ik67d6xnrRpeYZ3hoqmyCdM4Y3tnyGSaoN2AoqwIwz7Lqx26/R79fpfRaISjXLQoSCJ431PnuXX9Bi89/wJzvZAzGz3e/973sLe7zTPPf5Xz58/yd/7OA6ysb6D9kL/00/8FF9++xCd/7Tc4msz44+e/Sm9hjklSEHYHfNfH3s0vfvLXqAs4sdRjNJliasudmze5fuUKada4u13fo84zhHZ46/IVxtMZl27e4muTi8jBAs++9TZHR0dUWB549EFefOUbfOijHyVs9fBau0RRxSxOcSy4Zc7bm3cYUXFp5w6zNCKfxVy5dBUF/Mj6SYq8ojI1v/f7v8/m/m6Tmytyzq6vs7q2wlKrxzsefoS8rvnV3/wNXn/7KjmwfH6Vt69doqhyHM/hwcceYGrGZDYlzy2hH6CVhKokr0uUNsTZhN2dTda7G5zonOChRx7Ai1z+5Sf/NX7l8/Hv/Ci/++n/wMc+9jFu3oqZpjOm0YRTK/NIR/OOx9/J9Zt3UZ5Pmpc89d4naM+t8OwLX2Pr8ID94YSqajTSjlYYU2MAJQRVXaKAlhuy2Ouw2O9ycmOVjY01grbP4XTMJI6Y7E+49MZV3nj9IklSM2j5CFPhyprVXh+hPLZ39qnynBOLPRZ7HmE34B/+w/+O3/7tX+XmtWvcc88Fvvu7votO0GE6jKGuOYj3ONrfIx6NkMriBord0R67u1ucXzwNfU0VltSqRKjGHqqlg600ddW4xoWFyWTMbJhjK4EpG/OlFh5HowNCFdKeayGFRegadIn2GirZnxyWZVlhbNFknJXGcRV1VTIdDylWluh3e8zNzbG0tEKWGiIvP/5Kn5MXKVVd4DiKXr9Du91mMpuRTCOEkGjl4DgOQjqURqBsA1cWSmGpkFT4rkYrgQLqqqAoGiWzQGEFVEZgEN+ak/L4aXKYy3O8fekq9z58P0urp7l+a5vVs2fQEv73f/sLTEfb/PAP/QDSljzz/Ne4tX9I7bbQrYDltQ2uXnmDD37wXaytnyOTBe//+EfoDBbYySI+//xXqY7/ZSEQ+AqvpXDDFmUA8cyAMFgsRV5hTIWUEtcXJPGU65cvEu9tIeuC5b7PQuckSbFM0G0TdjtYa7l94w67m9tsb97hxu1D6izixIrEcRyyaEa/3+fkiTXs2iqKiuVBn0HbZ2pTDrKUJEqZn1vhvqUlonRGEARo12X/cA8pXUK/Q5EbygpcBesrJ7jv3guUWU7gQc+r+eQv/wJxXrK7d8CP/oWfIGz3effHvwd68/x3/+Xf4Df//Wc5iqDXhg9+6GkeevQRfvM3f5Pi5hY3N3cZHUxQgKcErgInVGglmM5KlIBOy+cXf/EXmU3GbKyuoj2XKDHsRYf0lge8tL3F7SvXmB0d8R0f+jBf/NJz3L17lxdfeBnpOvjCJ5jX7B+NKSqYioqD3du8snkdqwQLc/Pkecnq0gqhcnjzjbeYJREPP/wwrYUeX33hBSbjnNCFlV7M3vYO42qHdBbh97rc3dymAAZ9D6kVL3z9JU49fJKHH3sH3bkWVdZ8ULqebt4Yx5pZQcVkckSUxIhSEISKTtdndHOfzRtH7OzeYa27xpe//AWeeOJRPvMHv8erb7zKR77jI3zqs7/HyaV5fvIHv4+w1WF+aYlL1+9w9eZtHn7iKZTj47W6LCiX/eGIkgIpPcq6BiS+5yIlbCwugaloOR4ulrJMybIYN3BYWlnh2a8+z/b+AUo5WCNp4bOx3Ofsxjk8B3phjecqgrCNerfHLM1497e9j73hPsury/y9//pv8fwL13nPO8/wfZ/4Hk6uneHGm9e5Mb7DT/3EX+LOwQ3+8Auf5d777scJ7+fzn/9DHnrfQzz09INc3b5J51yAadXYsFmEKqEwqIa9WVdI1RCZ40lMHpX0uwsUHcFeOWqWh0bgeQGh9NBK4AZQq0ZwaEWFNU21EWGaFpArGtZlUTCZjDg4aLO8uICoLZPRmPFwRDSdURbgtFukSf7NrKRSim63S7fbIa8KJhOL4zoI2QjvrDFAY8VslNU1jitwA++4Mikoi4y8LlCug+O12NnZa/QyVv7pWPrc2d3k8s1rPD6/zCQZc3vzFp4bsraywgc//BGW5zuEoeL69SvkteWlV17lua+/xsryAstLPdbn5rizd8DK+Qe4fbDPc29c4ovPfIVXX3+zcXwDvqewZc30KMGg6a80/M2w3UKUhjKfkiYJgpKWlkhrufTGTX5l+Mu0Q4/F+TlOrC4TBAFu4HPOP8fJheVmTllYTq2fYHZ4msnwCEdYyjzn7p1Ntnb3mG+3uOees/T7feq6Yq4X0A8Dhgd9/NYOKphHOCEnN05hBcwtzHM4GnLzM9epypLh8IgTq6t02zOydMbh4SFvmxpXS86e2eDS9ZtU2uPC2fv5wT/zGF/7xst8+0cf4tWvfIWigs997nOMI7j/whKj8RTt+/zyr3yS2sLJjdPc2drkJ//qT3D79m22dne5vTPGdWtmSYznSPLSoFyPl9+8Qr/tc2dzHywsL7RZmV/g9Vu3mbz2GsUsxheCf/f7n+Hk0hL97oCHHn6Us/ecZxzNUIFHlMTcurPJrVu32C/2WZqfY3l5lb3tPS6cPcP44IjKV/zBFz7P+9/3XqwR1EVNVZb0+x7pNOeNS7fRRtB3fW599S5HwzHKc1HAxsYqQdtn4+wGcycXeGv7IvOtPoWT4rd8Ou0ALRoVCLqpYXZlm0k0ojawubfJlZeu8Kmf/xT5Zo6cSV54+y2uvnmVH/6hH+NwNGR5dYWvvvgC7SDk0ccfB6/FV9+8AkJzGBfEpeXanW3aUcE9993PxStXYThCKY3v+6RZjJYug/l5WkFAt9vGFDm2qphOxiTTEcKBs/k9BEFDAd/fHlEY6HqaOrfUbkGv3eHMxiqnT86xvXWLucUlnnzqKYaziLjI+OqnXyRo+RwejPnH//Bvs7Ozx6d+99Ms9BZ56aVv4CiPz376M5w8v8Z3fuQ7cHyPZ77+Fa7tbbLrjXgtu8w7vuMR0jxHuwZXWwJHo5SLK53GBCokaTzFD0NanZBup8XG0j145g5vv3CdyWhEv9WhrQLqwpJmBcY5HonQNN2klCih0L5AWYdKG5SRWCGoKsPO3hGCa1h7ld3dPYZHU6JZSpqW2H1Lv98mSfOGVhV6uGGLsNsnyAqcVoxSTlOlrCqssAilEdRN3bYyaOWipcLXGkcajFV0nZB+v8/c/Dx/sLmNsY3i5lvMD24OzBde+RoX37rCL/3qr9MK+/zj//GfcefmNqqu6LhtXn/1Tb7x8tc4fXqdm3eu8kdf/hp/5S9+Hx/40Af5Z//sn/HWpQkLSytc//QfsX844u72HlGSY5VGCEFalWRVjdQ0RPO6RqcJXuDSaXvNZqVs8We//wfYWFpg+9o1Hnv0YZ59/lmeffF5DpIxr+8eEn/jCksrPQLlsfb6bT76Acmg0+Lo4A43Lr3JmfVlTiwM6GiBdhVlJ+DUwv10BnMgKrQteeiRB2l3Qvb2dpnzNuivneDeuODy5as88tAp1jdOk5UVN27eZnFujuef/zq9XsBcv0sYhly5PKY332d94wQHB3vc2d1m4/R9rKys8M//+T/no4lhOp1y+cYd0jRl4+Rp/tbf+pv87f/mf+GHf+D7efaFF/jMZ/+QWQxPPHk/l2/dJi1qfuHf/Q55njc1Mi0oEAgXcmsRruQomiG0YJxmDcBVwJ1hhB1GBK02s/0JrVaLJIn5wHvfR5GnhK5L2O0QhiE7O1v0RZuPvfe9mHfXrCwt8zf/5t9EasF9qyd47PwFvvLsc/S6bYQQ9Lodvv2j38nC4iKf/ft/iKoE0Syn13Yp04L94YTzT93PcHYRz/HJoohzi33e/cRjPPyhd/D6wWW+NvkGT37sKfamO2hZIwuXIrUYrak1pKLG1Bm1bGZnrfkBWgR8/a0XKOqaD77/aR5cuZ83X7jIB5/+CEltGaUZk3jKe77tA2ysrvDm62/w8rUtvnp1k/F4ivZcdtMSM4uYP3WGSTRhNpuwsbbKcDJmNB6hpEAJSRJFhGHI0WhCFE8p04RAO/QXl/E7Pbb3Digrw+L8Cp3WJdKowFYVOVBVOePZPgdTzf2De1gLA27dusM4gy8//zJffOZZoiTmX/zsz/LcV57hDz//Aj/5l/4yO5uf4oUXX2Z7Z5vVpWVObJwjmuWcu/d+Xr/yJpfubBJ3QLolqgdvT7c4XS7QLxW9MqAjNAESiSE3OZU1BI5AiQodaG7cvo11WlSO4cT6Cntv7rC2eBqbanYmh4xmU4ghq2J813L69BqWhqCOBd/zKE3FbJYy3+9x/70P0On0eOP1Nzk8bPTEcQ2742nzrUAIClETxzHToqLtuBxNE2alYTSeklpJ6Aa4jsNwOMRxHMLAP44e1WRJTp77+FIgAkUQKBb7bU6vrxCEHofDIYttwThtpGkVfwpymLfvbNLpdfkrf+UvsTi/wkK/w74Dt29dY9LpI4zgqXe9m2k8xgtb/PAPfAdFmfGv/83PcuPWFkUNEUN8L2Myi5gmGaWx/8nlWSKFpbaWqgZV5Pilhx84eK5GdD1Or5zgyccf5iPveS//9B/8f3jpK1/lHQ89zOee+RKHeU3pg+p7TCrY29lnZ2dGGSt6gcf29mVElXD54hsstgMurC1xem0FaWo2b90kuXKF3vwC86trLCzMEXgbDAY9lLbkScqoOOCBe08ibUYyO6TVm+PeC2f52Ee/g9lshuM4XL91k92DmHc+cZ6yhj/4whfwXM3dzV3ue2CXH/szP87f/wf/iC8/88fs7B/wv/3//iVPPfUUr7xxke/53u/lb/y1H+Rzn/sch7MZS4tzjOIhN2/d4WAUk9YgHYXrugityLL8/8/cW4fnld533p/D52EQsyzLMjOM7fEwZiZNJpw2aQopbApZaPft9i2kC4VtmzRt2lCbNsXwZDLMM54xsy3bMojpkfQwHz7vH0fjpFtY7Oa9ffmybMuX5Pvc53f/4Av4TrB7kiQgikHfxl/9+VYbRxAC18V6tUEykaZcLiCJAv1rhnjxuWfZsH4dN26M09fbiyLAay+9wtLsHJ/4tV/ltVdeYrC9jXyxRFiEsCxx7x2347gukViUF195mWefepJqo47kumiSjKxBPBxFiyu0tbXR0d3FpvUbWJqYYWZinHxpmWqtyMkzxxEHQwgRmcnlWZSYiCi9VU4GPHhXdHEEHxuXeqVET38fzbrH9PU5hkbW8Qsf+rcc6NrFmedPMz86z5PffpLJpQyFZo1UeyvlcpnBri7Onz/PXKHEUrEEgK7pyHqIYq3GuQvnA+sVTUXTFSKWhmVoSJKEbdvUajU8IBKLYtku5iqHXm4aaLUmeqkCgCYpbFg3QiaToVlvYlcaDAwN8IEPfZBkMsn1mzdomAavnzjNy0dPMTk7iygpOD58/fEnaWlpoWHC7/zep6lVy7SlUnT197K0tMjSqWU+9q9+nqVclvGpKWoWqHEJtSWKH9EItaXwFQlJUlBFiRBKoAaPiCVL4Hs4TQvPt6gaDapWnZuzk8hVjXA0xIaR9ZCHpcwS85kc4USMVDpFpS7iW3Vs00bVJBzPxTYtPM/Bs986ewqyopNKt6GoYUpVA9uuUms2yFer+LiEw2GKlSoiAroeQVA0itUGQsPEFwTCsVX3UtvGW7XhNSwzkEL0ffAEfElFFmVUAcKySE86xlBXK4bRYLaYJaZLNCyHhgmq9i8cEf87SwaYn11AEARi4QTTk3NcvnCFDSOb6R/oZWjNWnzfZ3FxkYtjF8nm8gytXccrh1/ixOlJOrs1iosmTqGALNUwLBvX8xEQEERxtTciAAK+5+LbYDQdbMNGiIIaUmlrbUWXNP7qb/6CE6++wokjh8mXq1SbNdatHYbMAqYEhHRKpQohTaW/o51acYXJq/O0tyfJ5gyGumNs2ryNRn6JI8dOEtJUisUq6ZYWkDVcYYnM3Axt6RitbQkcu8nS4gyWYdLa2o7j2sSjIRYXZjl++gK5fND/nJiepmnbNIGa6TI5v8xSoYaqyswV4O0j62htSeM7gc/Jcy9foq9TRNZ0ejs7efGVV/AFkYuXp2npitPTO8DEXIG6YSApIp7r4dougmCvAnYDnrgkBVbHpmn+A/yZsDpBFAQBXddvUcZcLxA4/uhHP8rtB/fzh5/8JKOjo7z94QeIR2Mcfu1VRkdHqTbq/NCHP0SzaTI4MMTZCxfYsmULY9euMXbjOhvXDTE+OcHAmjUc2r+X8+fPM3blCo1SAUeWaU/FWZqdZtH22Lh2PTMzUxQqZfKlIk3P4eDBe6mnPaaX5+mNdiKuekxLkoQkSXiCiIANnk8sEaVQyOF5Kv2Dfaw08nztG1/nK1N/xdXDl1icKuEAmzdtJd3TybnRi1y7fpMTgC4LFBwfQZRwPZeGaaBrOvVGnWqjjqqoJJNJJNPEchxEWSYSjeL7PoZhBJ4zq/hj27YDfKPngevgORa1SonNGzfR2t5BJBanq6uHsbExPFECRcHExfAcBE3BlQTOj17GJiBclOs1/vprX6Gjo4N4JMr09CSJWBRXEpicn0XXVfoH+hkbv8HR40coNEu0dUZIDXahtcUwHBfP85EkBUmSkUQVSZSRRA1fUJCRcYUAx+jg4OEjaSrTU7PE7AQxL0JLW5rp2TkMy0QQAvuOkKbh+REM16RarZJSooFTo21j2z5Ww6ZWM/BsCIei5PNFZmZmWF5eDsrqVQMzXQ/K5lqpiOCDtHqxVyoVXN9HVgNuuKIEOE1dVels78BxHCqFEo7joEoiquASURUUz6G4kmfaKpEOSyRTCdpScYYHB+n2ZcYXVlhYKfzfiYz/xArk3Tq6sW2bhfl5Jq5P0dvdx9o1w8RiIUyrwYmTp7lydZR4OkVrextHj59iZnaRnTvXMTM3CyI4LjiujeUEOviKrAbAVM8JTJS8wFbV9wLertm0cEwfMQz5wgrrh4apZkwOv/kaOzZvRPZFxsfH2bRjG56qMrJtMx19PTz77LOMnhmjvLxISg0z1NuJK/rs2jFCOqKzsJBBxyWRbiOfy+EAiZY2urq7CccCyqBZLQcZKw6i0yCiaqwsznFzfJb+oWXqhsf87AwzC8tU6zbFUolINE7cLFCqNhlc08/Wnh7OnDpNPAp/9udPMjY6Sq1WY3k5S1SDWCzG+Pg42VweVxA5c+EihgOzcxV8eRktJBKJxhFth1BCpVKt02gYtx6Mqsq4rotp2oj/DZLie4OlIAg4joNhVJBFiXS6jba2Nn7mZ36G48eOMD03y4c+8H7KlRqLSxnG51f43Be+yP333sP07Dzdne309XZj1GucPn6UerNBIqSxf999fPObRUKyyPzMJPt270D2g2CsKyrFYpFTx2aQZZWVhWVUTWbbrp2ke5IcmzzHmfPnSG/vQUvq+AK3gn/w8ot4go/orTpZ1mrkClmWlkvUViwmT83gzllsCa9lYGCA6akSuzdu4trsJB/92E9z4M6DzE1NotgOL7z4MmFJQI0nKRaL2M7fF2gQRZFarYbjONTrdXzfJ5VKoes6uq6jaRr5YglJkJGQcFyHRtPCtR2spkFRkXBsD8dxGFqzhvaubqbn5rlxY5yvf+txqo0qNaOJHg6RyeXxZYGwHsGXJXxJxvJcyvUabV2djGzZRHZlCVuAhu3wUz/3M/zwhz7Mx37iX5HJFWjrSaEloti2S8hXCKkqqUQaUQABCUFQVn/KgIIgSEi4CIqK5/oIikw8meB6fZ5mxSI/n0NcFpifzxAVgwl307JYWVlBD0nBRWvXqdVq+L57ayADYBgGRn0F35MAiXKpeouBF08laYtGUVbZOVFdC4z1LBNZEALXTIJqwmwaGI0mnufR0tLCmoFB8DysRpNGrY7ouaRDYTQRRKeGYRs0qwb1SoXO9hbWDAyQaDVIdw+QGL1B5qVX/uWi4f/AkgHyKzl27dpFOBwlEY6jKjqH33iVpewiqWSaU2fP8bM//3NUazU++4XPk8nmWFyuU65NEY3HUDUbFx/X8fH9YMtd3wt+j08AlvQQRAEED9EH13KwmhZmyCDVnmJxaQpRdNDCIgcPHeD2227n85//As88+yLb9+3BqjVwKnW6kyncwQ7CgohVrRKVfZLt7QwO9iM4FrMTN7jvvnuJaCpf+tM/o6Ojl3UbtzAwMEAiESGdCBMLS+iiQEsyQTq8EcuDRtNmeTnPhXNn0WOt3H333YzPLnD+0lWKjSYr+QKlpsed23Zw5913IcoSiXQHjlnjpSef5cjpKVTg3rs3sZLNsu/AflrbOnjp1VfJ5suYtsPbHrmD+aUs50ev0bBADnmMbNiIKCvkCyVWVlaoVqu3hFL/KaGBv59t+oTDEURBptmokc1lKZVKfPOb3+QPP/0pKuUSX/rSl7j7jkNUq1UAyuUym7du4TOf+QxXr0zwJ7//m/iux/NPP8Xd991LV1cnX/2bvyabzXLfvXdTLJd46IH7WZiawnVd+rp7ePXVVylWLTpSMtduXiORSrI+OUzdNokm4iwuLyFUY3T1duOLAkgi0iqjQ/BBlESEVaZH0zKItyTxRA3FrdLVYyHKPjEzRr1Y5WM/9oNcujhGOBzm8ccf576HHuSuu+7i6Esvs2fPHg6fv0ChEGQeyqo2o6qoABimgaqot8Qb3rpsfD/wm7EsC1mU8BQFz9bwXBcfH9PxAtwokCtPoADRZIozFy4yOTuHqOtMzM0xMTWJ8T3tJ4+gT29YJqFYhGQyiaZp3JyaAM+lkC+QLRZouD6j18d4/Okn8WSRwbVr2Lh9AwWvzIKdI6TqCLpKs2YRi4UQkMFXwFcQPBUEBVxpNSEJ1NBt18EPrBmpGU1KiwVqN6qkhCS242DaLqVqGdNukEiGaW+JEdLC1KolRIVbWE41qgWZZtNZzSR1VEXHFwLa4vpNG2nv6CCfL7K8nMH2XRzHubW/lhkoQamqGsCCBAHXdZERSESiaLKCObAm8Lq3TBTfxq6W0HyRZHeatkSIjrY0uA71ponjgqIoJOJREtHI/8n49z+9ZIBirsLc9CKaHjgYDg4Okll5g2PH32Ahs8yWrds5/ObrLGfzzMzNcv3GNIIIu3bvR4+EOXz0TQTPQ8BDEHxcDzzvHwcASIKI4Hm4Fph1C0NrsJypIAoeqi1iOgbfeuIbPP/0s6hqiB1bt+A5LpnJGSavXSO7vIRgGbS0pDlw2y7uuP0Q43PT5HI5du3cxs71w/R0dCCJIoNr15FIpOhfMxJQ4LJZhgY60TqT5KpVVhamKZWKtPesQVA0PF+g1mhSMXLEkwkGJZVC1eAjH/1pnnnhZf7sL/+OmblZnnz6KdasWcP/8x9+iZAMdmWZ7Zs28Nd//bcMDw/zi//+33N9fIK//Nu/JRSOMjDUihqOsrCSJ9naxpbtCpbjMT07x4lTp1k3sgHf94nFYoiiSLUa3OYAmqYEZdAtaljQ4fhu0PSpVCpoajDNtWwLVdd44qknMUybUq0RtAo0nVA4yr5dW+jv7eOZ51+gWq3z0z/1I6xdu5a/+NKfs3bNEJn5BXRdpzXdQk9PD+Vymf37buPi+Qtcu3aN4TVDTExMENZDbF4bIZ5MIWgRTp87y7mLFxgSh2gbbsPtCLIdx/duiSYIgrB6GUBg9irg+x6hiE6pVKLerBGKRejs7qDeqJBOtDCSXktxtsRiJkNbRytNx6W3t5vr18e4fHmU2blF4m3t5JeWAQjpIZpGE9/3iUQiWLaF53kBVE1VURSFUCiwnrUsC8tyiMUSyDK4sotlWXi+fcub0AMUEUwPpubmCYeLVJoNFC1EpVJD0DRUgkzZtAPnSNtzEWUpsAoul0mn0xTLZSTBp6e/l5XlDHpU5elnX+SZ516kt7MLRZGpNoMepCd5aJKGrIepFOp0dCbBl24FTc8XEXwZwRdhFQTuCmB5LrWGiR6NYGuBW6dpG4ysX8/c9QWa1TqqqmLaDcrFMlFNJhFJYioKoiIiecEeySjYtk8TE1kJdkJWRJLJOL29/dxz/32k0mkuXhzFsiwEvFU9zCAwzs7P0awHX+utdpHvBj1So94gkkqzfngd7S2tmPUK1y5ewItGSEeSpKIanlllbm6OhmlQaZoU6hbX51YoGi66HvoXCYT/o0sGwIVEIsXgYD+FYo7LV68QDutE4hFCsTCJdJSr18d4/cgRHFcgFAlRrjc5e/4K8WQMy/YQRB9RlhBEAd928TzvVoPf8wJgLF6QfoqAa3vYho3REEgmVETBo1zIk4on6Ojo4PqlGwz0rWHPrt1cuHyFjq4uqpUindEwgz1d9HakSWoahcwMbSGFrjU99LUkOHL1EmMXznPbgYMc2H8HpguZXIkjx44yOzPNXbfvYe/2DRSWp5m5cYX5+XkGN22jafmcOXuezt5+akaBV948QntXH6Kq8Cef+yy+INHdkcL3XPIrKySiUSK6im1U+Xf/9t/QkUowPz/PG2++ybZduzlx8hS3H7qbcr2Bg4ioqOSrBnPzGWYXl0EQqRsWlu1z5coYohjcooFCy3dLSsfxVr1T+HtBM1g+vu+t9uEMLCtQdZmcnCSzuMgDDzzAa6++TKVcIpFM0t3dSWZhjvbWNi5cuIAgyczOL3D0+Gmq9QY/9tGf4I8/+1mmZ+a44667iSeTvHb4df7yr/6GS5cuoes64WichYUF7rnvfrq7uwlH48jhCAYu1VqBwXVrmanPIzk6aVlECOYTCKKPIPj4vovgf3fS6fs+9XqVtrYWJCVMcbGOrMn09vfQ5ffgLZtMzk1h+Q6PPfww16ameO2113BNg3g8zkc/+hDfOfwmcr4Q9OBcB5+gwrEcG0EUcTwX1/fw8PEFQBTwfD+ognzv78mGBRmwgLwa3D2C/qjnucyv5EjGA551KbcAiPh4ILx1iYEogmVZhEIhXMvEMlxmyiXwwQVqtRqmGbwfshrAnAq1Cq7rsHhkiZpno3bKhAeSDG/uJN4VR0JAECR8QQFBQUABPyiV8QUs2wVJBkWhWM2jrNJNlZBKNB4L7CU8l0g0SjSRpFTRqNdKhGQVRVIJ6REkTUBBRlV1ZBRM06ZeqdNoNPDcJqIoI4gy8XgcXdep1Rq4rkd/fz+qIhGLRVAUBcuyaJpGoB+bTgf/v0IB0fOREDAaTZyQSUsiSSQUppxbplaroUuBivvySo6VzCz1WglRUrAEiYVsA3+lgqdFcfzv75RcBPj5n/84/T19nD9/ka9+5eucOnWKn/6Zj/FLv/xLPPoDb2dwaIjhkbW0d3QQjkZoGBYg4nqwkMnSbJo0DQvH9nBdF9cNDsT3Di6Et354Ap4HuD6uEwROo1FHlHw2blrPwFA/W3ds5bF3v5PtO3YgCSIRTefD7/8gP/GRH2Vdfz/l7DKy53Lgtt08dO+d9LQmuP/2feTnp5ibuM5gXxfzs3McPXGcdHs7k3NLjM8ts1I18LQ4jhIhX3Oo2AJyrIWrkxmIpEj2rCHdM8SpSxm++OXvML+SY2jtMG8eO8NiZp72thSVQha7VuLUm6/xEx/5If7tz36MC2fPkBwYYMeOHYTDUT7xG/+RcDTOu9/zPjxf4NTpszzx1HOo4ShzC4vki1VyxTKxeBLgVkC0rKD/pigSqiqjKFLApeW7/crvXb4Pvu/dKnsA+nr70HWd+cUMz77wPEsrKzQMi2dfeJF8oUQ4GqdaC3QIl3IrHD95imKlgun4/Idf+XWyhRJ33ns/125OMrOQYWTTFkKRONt27aGto5vrE1Os37yVd733A3iCTGtnN/sP3U5rRytqRGPN0BBKWGXN2iF6+nsQ5CCzRAz8rH2Cs/FdN6sgA80WsswvzlGtlkH0qZsGC5l5pmZnMCyTdGsLX//WN0mmU6zksjieS0tLC1/5ylfI5XLYtn1rX1R1tRw3jFvq9J7nYZomtVqNcrlMtVql2QyEe23bxnW8W2dWQEKQldVzC4bj0traig/kKxVqhomPTCyRIkCAiCiSgAiEdQ3HcqmWA+V2WZSQRZFYNIIkClRKZdLJGI4V2MiWSjWahoXtuDSbNtGQRiqawqw1MaomruEioCAKKgJKQC0U5NXAKSIIEtV6DccPhqvlRg3X96ibBrZn40lw7PRxcoUcsXiEdDpJMpmmq72LtrYONE0D30eWVKLROKlUilQqRTQaRZIkHMciFosiyyKWZbC0tMjJE6d5/vnnGR8fJ93WSrFYZGVlhZWVFcrlMqZp3ooBpmmirOJfQ5qO5wYQpGK+wMTNm7xx+Ag1s0m51mBxJcf8So6G4xFp6SDS0o6vhJCjYSQtDkqI5v8fTNCmp6d5+eWXyRXzpFrSlKolPv+FL/AD73wH4ViUs6+/TqNpc/DgIV5+5XAgFY9IrV5DkCTCYR3TMjAMCwAx0FBHEEQ8z8F1bGLhQPDA8SwiehhZXp0Ouy49PT04XpVarUJH7zoWlzLIrsTcVAaradKaauXzf/wZFFlAFX06WtOYjSbfefzb6IrHwuRNBlpjrO1t512PPsSe/Xfw2T/9C46evEyh6fDjH/s47/zQj/CFL3yB0fE5+ofW8dyRswx0tzKyfRtjUxkKlswP/8wv8Oyzz+JI0NnTxitvHsVBJJUKUyzm6W5vx7caDA6v5Uoxx/kTo/R0acyM9HPt5ElCoRDrNqznjfNznL94Cenr3+C5l15hdjFLNBnn2o2buL6AIEE4HCGfzyNI4q3M8a0sxXFc3oqNgiD8vV7mfxMzgUD1RlEUbM+hUimxsLBAMplkcXEBkaCnXCwWGbtxk4iuMTExgWObKFqIH/voT7BuYC3nL11jy859CLLE337922TzOYaGh4knE4zPLIIoMDM1QzqdJpbuIN7aSaylA0+W+c6TT/PKq6/SP9SJ6RisWTOILwkYlonlm/iCguva+LKCLIuokowluuB6SLKAJAvIYjA97+zrZaWa59LVUbqbLdiLBnNzC+SKLp4I2ulTbNiwHqvZYOLCKCvVJiarsmGre/Hf7g0EIrgQDJ/y+TyCIKAoCpFIiGQ8hWO7NOsCjmPhOg6yLBOLRQiFQliWxXwmA4Aia1i2DYJItd4gcDNcbTvg06ybyASUSwDFF9BVHc92uevA7XR1dXHsxHHKxSoSEh1trdRMC1/wcOwatYqJ2uoguhL1Up1wPUzEULA1EVcVAoMwz0P0PXxJRpRVovEkRbtEwzRIpdNk5osYrk3dbOJ6NnpER3fCzC8uooTChMNhlos5Brrb2b5jE+dGT+OKLpqmBd5I1cDzSdUUdF0nnogyPTWLj4Rpmpw5c4ZILMru3XuoVmpMTk5SrZap1+uUy2XC0Qitra0YhkE4HKZWqwVQMtdlcXGRZjxBo1anXCwiSCJzC4soskBHOkE4HEfQdELRKLbvUykYZGs2FnVs0eb7HC+DgPnaa6+xdcd2nnvuWZazS7R1t3NjfIKnn32e+cUFLl65SiyeQtMjlGvV1X+62qN0PZoNNwBTE0x3AWzLxfOd4KUQJFzXDQ61J9I0moiCSDisoyoaxVyR/sE26k6Na9eusXVkGwcP3cF01wyvPP8K586dYde2bXSkW/F9k+zyCq4ZYcumEZxGBaNR45O/+9v823/3i/T39fLtb30TgH/z8R9nZqVMoqWVhuPS0b+WfK3J6avjVF2VTNmmcX2es2M3cXwJW4njeCqOKjE5l0VToGm+gqorvPPRR+nqbKWno5W2VIoXX3iOQi5LIhrj8qVRMplljh0/xZ333sPv/Od/x5f+8m/45B/+BenWMJ4Pi8sVpEIVSVaIxeIgCNh2HVGWvrfG/l97iHJAA3UcC9f3MCzrVpBVFAXbthElmYuXLpGIx6nX6/T3dANwc3KK2w/ezbqNm7nvgfsJRSN88IMfJFcr09rdy5FTp4OXRw3gOVOLi5w6d4Ff+KVODNvjN3/rv7JuwxBNw2JqapaXX34Rv1Ukui5NR8ygbaQ9OCt+YGLl++D5Np7n4/k2vu8G+gGOf2tIIKsSkUiEZsXEdzxM22XHtvUMb9uOHo1w8+ZNRs+epVlqElZFmvY/r8L9VoYJ3/W2fusi8jyPZDJJqVTCtm08z0PXVdLpJK2trcTjcfLFAuVqhUrNWD31q+ny6nUkE0gMer6NhI8qyeD72J4LjktPdw+aphFSVGYmpyjnCqQTCUKhCHNLi8iRUJCJI4LrYdVNGpU6ZqWJ03QCppXjYboemuAhCj4SHq7o4eLhesGQ0BdW1dAlMVBDVyQ8WQIpMP2r1EyyuRyRSARfDLrIju0GLQvPodFoYJk2jmUhCD6KEigESZJAd3c3pXKNlZUVGoZDe2cnqWRLEJB1HcsKsvlwOEy6tQVJkoLWUCYTsKsaTfLFAs1mE11RicfjyKqKjI8jKTRMA6FcJ6JL+K5FxXTwkKjaULcFLAFsvMAP/fu4ZIDr4ze47+EH2LB1M6fPnKHeMChWazScqyxkFkklWwhHY9TrzcAlTlewLRfH89A0lXA4guXauLaNY7vYjk+AvAxENFRVwfc9orEwghC5ZYwkKSqyrKLKCnMzC8T1BBs2bmJ4aD2Xx64iWALv/8D7GLt0mfZ0Ct9z6O3pJJuZp1IpMbBmHSHZJ67L5JYXKVWqrEzNMTi0hmuzR5k4d453fvBHePzJp7h4bZLMSo5CuYSMh+80WC6UEOQchYpF3bF4/cRZ9u3bQ6q9m6XFRWqWy42pZUIS/OIv/SJhReLG1VEco8lD992N0Wjwxhtvsri0zKOPvZe3v+t9jF2/iapFSKbSaPoK2XwDZAEfH9f1keRg0ngrRHrurY+/N27+w+HOP70CDF2A1Ww0GhQKwcH0CTJUVZMplALqoW3bdHV1MTEdZIvnL1xiZvo3SSVbuPSZP6ZuNHEQ2LB+E3XDpKWjk8mpSfbs2o0kScwtL1Gu1fmd3/t9/vAzn2brpo3MzMwQiUpUqi43rs/SE2klIaap1kq0eGneavIFQXO1lcBb/UwPywgYTiICpVKJaqVJpVpj6WoBNwNuDd6xfQc9a9fxN1/9CmPXJ+htT9HbnWBmcSko9Vcz7390t0Th1l94+OD7q0MnHw+XcrWEYTUJx8J09rSTSiRQFCnIeuWAFaTrOqYduBfeekar8CVBkBC8YPAhICD64HguMVWlra2N1mTQ37YMk0QiQSKWpNao41oukXCMmtVEEkAUpEALsmnRLNVplOtYdRPLsDFMEVN3MMXgzZIFEdcV8IRVYzBfBOGt9kcgLiwoMkgWTasZsKwch6ZlokcCRfTM8jK206RmNvAEF1uwVzUog80SxUDcptlsoukh/LIbMHRcgWq1SjabJRKJsG/fPnLLS6zkc7fYPLIsk0ilSKRSQY9S10knU0RDYdo6OxkYHCSkBjTKp59/gZXsEk3XQvIlbMenUSliO1C3HExEbF8Knu732ZhcBlgq1Tlx+hTbd+ygaZkcfvMkggRVw8EXFKLxFKZtMzUzR7VaRZJEBNkDC3p7OqlWqzTqFcygIkcEJCU4AKIoIkk+hmGhKFGi0Ti2bVOp1QIMXsOgv2eEQimD73hks3lCyiyXz1+mlq/QnkjRmkozPzdFtVhi147tpFtSNA2HE+cuEQsrdCaSuHKJkxeu8tIrh+lbM0Ak2crBQ7cTTyZYXMpw/uIFqrZFPJ5GkGUcT6VaqwAmnqDhIjE9s0B7RxeOF3gCebZLMibT29lGw2gyP73ICy++yPzUJFdGL9HZ2gKChOP6fO4LX+Sxd7+XP/ijPyeSUBkcXk/ZgEhEwRNk2tMRItE4uVyOSrWKpmmIAngefw9n+VZ8/N7S+78XM33fv9XDc12XSqWyOr0MXlzPdYlGw+B6mE2DSqVKZ1cXqqpSq9aZGD/Hxz/+cfbs2cOf/cWfU63VeHT3bnxR4JnnnqWru5vzFy8Qj8eRJBlZU7nn/vuIxWJcv3aZK1fOEtID75Z6E2zTQNNkJBFKxRzd0VYEwUfABYQgYAouPkGGGV0t22zDZHZqmfqiHfg76RDt1PGjMt/6zhOYgowgSyghmYXlIgUgHY9hVKv/3Pb8vd6v7/u3+sGBk6HI0tIikiTRmm6ho7ONWDhCrVahWMpjmib1WhM8n5CmYLsy+HYg4LH6YFzfRfQDEy8RPxCQAVKpFCMjI6xbO4zneWhqiDXDa9FDEY6fPEW5ViXZ2kat0MT3BQRfRBUERFfAbpjUK3VqxSqRho4W9jHCKroIkgR4Ap4A7qq0jSjKiAggBogESZGRFBFTErB8F8F1cMVgEOb6Hr4Ay7ksxdIKelxGUkWQtdWhlx/MIjwnUHhybVxXRVVVBgcHMW2f5eUcFy5cYmRkmK6uFmRZRhRFyuUy9aUMsqqiaRqDg4MUi0Xi8ThdHR3UKlVK5TJjN64TCYXp6OpGCYVwRRnbaKCHNSQtTLNSp1Sp4AoyjqCsZg8CCP8/EN/wgOnZKW47eICdu/cwNjHF9PwKZtUg3drOYiZP06hTr9dxXG71xWIRkQ3DA2zbtoMLly5y+vRZCsU64ZBEe2cnLS1thEIhzpw7i+24VOoVkEQM28D1AyMzw3YZvXCZeCKEpuhMzs1iNjxEWUTWZW5OjzM1CfffdR/btmwJbrtwlL61I1weu0w+n+Pug/tZu+02Xn/tVcoOHFi7nlypwuxiBiExhWUZtLWnqC4sBfQ8VabRsHG9oKfleR6aFLzghXwWx7WoNy1aEyE+9q9+kocfuIeZuUWefuJxnnvqCdb09bKUrbCyUiEaCyGqOp4o8cUvfZn9B3eRauvkyPET9Pe24yBg+6BqAVAaScRzPCyvieCDIge2v8EA57sP5h8LnP/kEoJPFPwgOLi+F0yCPT8ovXyRSrUBQDysky2W6B8coFarsWvPboorBcbGrvDwww+yf/8+Tpw6zhNPPE5nTzcbRtZRKBVZWFzAsUx81+HiubOcPnEcVVF44/Cr9Pe10ZbuJ9UaZSY/zYpRxGjW6U92E0vFESUQRSGYkuPg81bf1gc8fNdDV3Va0yrVpIOTLWFKNrYFixkD0QiSxCY2ruuBHLRzRMMkV6ni/XeqtL/fAw6C5Pf+qoV0BMHHtA0WF+fB9ajVq9hmoPrtmDaqHkZXNQTLwVcFBDsIJoIg4XmBb7vve+iKjKZq4PnIqorjeSxnV9BCIWRZZWllmUKpiBYO4TZNsrkCaAoCUsCSFmQkT8RqWlTyJdRllWhvCDXk0QhLqKKLgIcqvYX9DDKuYJL+3TMgSQEN0cNFD+sYdRvPc8mXioGeJiDYNqqmIksqCN4t+Jq76s4o+GJgMxGJEArF0ENRWls6qTdtMktZFhcXSSRizE7dCHrTIZ1YLLYKZ7IxzcBG1xcCaUJZ12jm80zNz1Iul/Fdj5bWdiqNJtl8DsExkWSfeCQCYuCs4IoevusEB0AUCGAX378lA3R3RNi0ZSNTszNIskb/wFqm5lfwkFHVMLlVb2fHBTVos9DVHmXP3h08/NDbSCZbqNVqzE5OU6/WkQSQBB9JcFenvMGBrddNDGsZ1wkCgSCJyGpgJu/ZAmo4RHtnDx5B/0eQRfRIiP6OLhaXF+nv7ePe++8nXyzxh5/5E6ZnZ/jZn/s57nnoIUYvXUBr7eEDP/qTlIt5Lt84R2SpwFeffoZwvI1wWKe9pYWVfP7W9xOSZAQ/oNcpmkoiESOsy3hWMB3duWs7//pf/2uWlxY5efwo0/OL3Jxv0t0j8d4f+jCqJDIxMUGxVuHwG6MMDrWzdv0GQuE4b3+sk2986zvML+cZWjvI0vJyYDPqeeiajGkGmYEqyTRd5x97NsA/DKT/6FoNqt+LdRQEAVEKcHGKKKEoCnceuoMzZ84gGwbT09P09fWhqioHD+zDcRyee/YpPvv5z4EkEo5EmBy/iapJjI1dIxELUasGsKVkIspn/+SPEAWB7Vs30qzl2bh+HXfcs58bizd46tTz2GYTSfTQQwrgIdwKlAKe7+FKLo4fwHls00JVNeLRMF1dXXhFGaWo4nc6jI0XaI8oNM3VMlEPsiDTdJC8oPUTlKP/9PZ8b1vje4HrbyE6ksl4gB92HFZyK9TLdbwALYSuSciChK7KiELQnw+FQhi2Q61ax/F8otFYIJxim3iiRDSWwPddKrUqV8auUqlUVq0YAn6543iIqoai6ZjNOoIsI4pScC5dD8fycWsOXrlGqBKhVCyDbhPSPCTRBd/DFf0A4iK4q60B/9YWiKKILAfBDlHAI4BPIQcc+lK5jIwPZpNQuJW2zg5q9RLWasvNdQKqqCKp6KEAcaAoCpZtUqlUMCwPRVFoNk1mZ2cRPYeQLtPa3kY6nSbVEuBOF5cyzC8GtGvTtjAsk3KxhOW5CJJErdHAzmcpFssg+KiSiGGaaLKM5Tp4rF52ggjY4Iog/P+gJA9HQ0Tjcebm57k5MU29EZR3tutTKFaoNZrIYhDZNV1GEl02bR5h4/ph8Cw+8au/Sr5Uol6xgzJhdRo2Pb2I7QUQMVUFwwqEiVRVRFFVVFUjGglRLJZQJDAMh3g8iqrKbNm6FatRZ/TseXzfpa2tFdu1OH7yFNdujOP4Avtuv4OK5fPtl99EEATyTbhw9DSnT12gLaWyc3CYHschmmojW26wZ2ANbx47HtC0kgkUUcAyDCRJQtNUZFnCqlVp1MsIwD333EM0naLRrFFrGOiRKJoGr568xsUr12lNt+CYBp4fFEYzcytcHL3MSrbASqmMqkXo6u6gVq9TrTXxCC4KXZFQZLAd8FaD5T8WFN/qY/4PrdUA8L1TdVkScF0fXId9+/Zxzz33cPjwYSRFQwtF6B8c4siRIzQ2bSS7shT02WyHiCyDa5KKh7CbNSSgVm3S3hJF0zQcy0bAp1Kq8eaRU7QmoLMzTrVcRFMk+nq6sBMitXoVd9mlrSeN54t4noSLj7fK/HA8G9eziUajWE2TbC6LZcjoWpg124cZ3DfA+aFzHHv5NG7ZDKbSjgmrmaEiyuB5q3Clf35v3lreW793XVw/EITxyh7xSBjpLc3G1U8XBbBNl1giTCKRQFV0REUlkUjRNCymp2fIFQqB77Yi49omTceiYZuAR6VWwbE9ErEwkqoiKxqG5dCs1LDqNVgtoX3Xx2MVp4yAZzm4Fuir9g2FQgFPN4noPorsIbgOHi6CEmj3iI6NIzi3oDyIApIa2EPIsozpGtieg6xGcfGxXQfX94goGl1dPXR0dOEu2jhNMwD16zrVahXHcrAsC02zKRRyLGZy4MsoWuQWyiCfzxMP6zQbFQzLXNWwVKk1GpRKJXTLJBaLkS8WaRgG1XKZZjNocTSMJnWjgaLqdHd1oCoSttnAtJrYdmBWp8ggayq2v4p4+GeSi3/p9corrwQBs2LYZLIFkq3tzBw+Ts2w6e7qYy6ToVQLFFtERcYxAVHGdhwKxTLPPv8CY2MZRCHIOiE4ZIYV2NxC4NfjOEFPUxGCMxFRZEKqhCi6xCSBWEsnguDTu6aXnr5uzl48w/jUdeKRMENre7lt205yiyuMX7+MqoQZu3aDSsOkb7CPF198nvlckd/53f+KqglcHrtIsjWCJ/gsruT5/T/4DP/5v/w2V0dHuee+TlKxKNFwhIG+HurVKmazSSqZRtYUlpeXyRaW8ByH1nSIe++9l+XFDLKic/nKNZ594VXqZsD86OpdgyQKXJ7N8eF3P8jG9Rv4xG//EedOXmLfoX2MTczjUAURFEUKnDFXg6RjuYRVGQ8H1wn8v783Lv6zM99Vn5nvXRJiQAzAXxXlDZg0siDjY9PW1s7ly5c5cvQY8ViUUrWGbjU4cfYkpUKO05dMhvr7yBSrCECt6UDTQRKhWJ4nGRbp6OjgU5/6FI5t8du/9TtcuDiG70NIhkIZro7dxFNctBaJtuFW0hvbqMUsPD3gjOPKWIIbjEUED1dwwbPxXIuaaWAbPp7l0J5oI9GALqWT/nAP5+yzWE0DTVWJEaZar4Pn4Htg++Lqbom39u8fBM7v3a+3bp+3SnTXxXZdbMPAd2x0TcM0LVwBNDWAOdmGhR6Nk2xJk4qlSCWT9PT0UK/WEKwarlEhW62gaCqeBI5jkc9nkcRAMU0Sg6x23dAQ8VSKmdl5qtUqAt6q9YIHlgGKSjAKc/E8kD1IK1F64+3MlWbxwxJ22MBSVAxRBtlEEALCiOxZOPg4rofgCUieiCIGpbYgSUiaDqId7Jtl40kqqXicod5+7rrrHvKlZSRFRVBUIvEIkiRhug71ZgGz4ZFuaWdpKcf8/DzhUJxkOlBjF1QZw25Qq5ZxbBPTMAIDw5CGu1rlJBIJKrXaLXGPcqWCa9voqoaqBn1RBInOzk40VWYls0jFsvAQUBQIR2No4QiW5dBsNjGM71+GeeeddwYBM1OoM3p9GsO2qLseDjC7PI8oi+jhEJZhYHkGvgilmoEInLkwcauX6cAtfJQkCdir8lCyLCIIILoeyirIMBUW2b97G7GQTjazEIhlKBqColBayZEvLGPbTVzPJZVQ6etpR9d9dm0b5qbocHX0GhsGOrnvoYe5PjXD0TffYPPOTTQqi2TmJ1haWmD/gf1cHrvGxMIi33ziSTLZAps3b+HKxUu8953vxLVsFufmyRXm0cJh8FXmF7LU6zUKpRrhsMrGTRtZMzSEYVj83u/9EV/+y68F0B3A8aBuOhRyS6zpSVHOLHHoAx/gnXffxvj8AvVK5dbeqBKYposEyA4kIhKVuotlOYQEGcsPbsyorlM1DN6SP/AEcIOEg9VQeGsJUoD9k2QZ0QPBdVYpW9zi7ktIeG7wkev4tHd2ky9XKNZqRFMRymadtngYWxERImGuTs8gKGDZ0JaOUSpUsb2gBHEMj//y67/BvYfuoFop8VM/9mP80R99mmsTi5gOKLLAbKZGQ7lBx7o46wZluiKtyBEJR/Mx6nUcOYKr6ViSiO8Ewx7Rd9AUgarj4ikCGiJb+9ehxkN89Y+/hdFbprelnQ+8690cPX6KM6PX0VQBSdVo1E20kEqzYSB4AiFdp2k0EQSRRDJJqVQEIVAEt9+Cwq1mlqsbdSvIKiI0a02Mho3jBpLXjhjCFyUs36fUtMmeH2W4r49sWKGWnWftYA871rSzbagdSwlx5sIo0WiU69evUyw3iCgiddejNRll3brAIG5xbpb5pRwC0NfaQqFQwJdFRE1HkiR82UESQwiCRyQRJtwQmD8yRtdIJ4PhfhRPgKaHEJcpN+vEE0mK5SKi56CGwvgESY1oS4SlKDWtjkMQ/GRVxSkYhGQd13TYMrSe+++5lz379nD60ikOHz/OwFAfdaNKs1mh4hoslIpE1BAXr15GsGVSyRYikQTxdAoHn3ylRKo1QXW+QTwUpmY2ae1op1AuUTMa7Ny7B1+AcCxMtVZjemoKHJ94LEq9VqElmaKzu5eBNUO0tbdzbewKydYOXEFkOVdkeHgdAwMDZDIZMpkMbS1pksnk/6n49z+9FEUJ3jPHlRAUnYgWRtHy2E6dSCwGgke9Uv3uLf3WC+wHg5+3XmTPX53cCWIwFJIVREEIejrAcP8AlXyWvXs3c2j/PoorGWqFPFsP3IYeinHk2AWuTc+wtnMdXWs6uXjtAoLooCgSZ86cotDeTVs0wT3770Dy4ezZy1QKeT78wQ+g6ArRdJJv/s1fsrC0hIDH2bNnqTVM+gYGOXP2PB//+MdZWszw9a9/gy/96RfZtmUriViceDxO07Io1+pUaoFj5PC6ddy4OcZ73vdekp0dnD56kvHJScxV8/mwGsawGtyYmmXnthF+9z/+OitXr/Bffv3XCaXaGBlay+TSMiEFQrJAs+mTCAeVxB998jc5cuQYX/vaM3R1dZBZLhBVQuzZsZ25uVnIrmA6DhYgBqJPgdI0IMlioE8oyzRWQdiuHfR5VILn4SPw1ijAw1ulIIo0m02uX78OQCwept5o4Nk+ZqJJsiXBQmYRSZCw7OBR5wpBpikBXa1JPvRDP8T4jZtkM0tomoLZqNOWbiG7tEyu7mI4gfvn5LRB54YWtmzbgqg7XJ2+zJbbtpIp5fEcF8uxsd2A7SMKDvguguATSya4cOYy7VIXZqXBzdPjPHzX/fRHB8FQ2LP9Nj74Qx8iEZZwEKjUTBCgscrkETwf27CJaCFqZpNSMRhsSKqCXa//w6z8ez4WCaqjWDSC7fo4jgUIOIaFgwiSQrFYIp2IcXP8OgldYe9jj/D2B+9j+uY1RjZtZrnSpCWdYuuWbTzzzDO88sorVBounakow2uHiUcjVHM5zEoFFdi7YxsPP/wgn/rUp3EFqDfq6IkIckgllUrQ1dHGxPQ42al5Up1JBnd3Ea0rVIwyfR39eKKPqCtk5jO097RRKhUp5/IBHtoU8Zo+heUCjYpBIpHCUJsoIZmab2E2DGQfnKbJ0uIy589fZHJ6hsVMFkdwqdbLRGMakXiYaDxEs9SkJdqCZbtEQ1Ha29pp6ejExqFhVsmvLKPiIwo+a3r7yVdKtLa0cHDLHViei7HqA6WqAfYypGrUqzU8D7Zt28Y999xHqVIjXyzQ3d1LJpMhEklw220HuOuOO5mfn2fq5iTDg2vYvn174DD5fZRdlwE2bRjBFwXq9ToifmBYpq5yVeEfHDZBDBrLgUeHj6YGL3KtHgwFYpFA3EAM6bSnUxRzee65807uPLCP+elJjh87yfYtGxlcsxbb8uns7KG9Zw3p3lY8xSWdaGUxM01BrDE4sI53PPgQEVFh6toEL7z8BnoozjefeIps1eDeBx/g8OHXEUwHu1LHskGKibTEEuzcvJXb9h/k85/7E3zfJxqNMLh2kLmFWW4aBpFQmJ6+fq5cG6Ns1gDwJJOh4UF++Ec/wuiF85y7eI7T584EQg5Ni7rVQBFAlOD6+E1+75OfZF06jmUZKI6FXatQLhYwbUiHVIymidmAuw9sZm1/P+xzqBWrLGRWWLt2HZ7r819/67f4q7/+Ms88+ywzS8u33u+QqlAzbBQRbNvDs00szFuPIhwKBiBvCXXgB1NS/9ZDcxARsS0LAZ+oHsKsNpCBcESnkikGj9gFy3Xo7+2kLd3CpUtXUID1Q4Pcecft3HXHnbz66st854kn2bJ1M8mWVoqVKoW6S1STMGwRXRVwdYt8NssrL7zM7nu3kkqkMBpNFFEKoJCeiyesgtgFBwQP13NZnF9BlXVsw2HsyjUWri1TFKuMG9Mc2nMPk5OT/PIv/wpjN8f5/U9/ikjMx5ck8oUSvgthPUStUQMUwuEwjUYDUZLwPCfQE/xnlgeEQhrlWnAJRaNxmkbA9gGXsBbBtTxqpTy9HW287b47GVm3jnPnL3Hs8Gv8yq79ZK5O0ijXOHHkKLqs0Gi4xCQQHYdqPs/I4CBurc72jRvJ5XJcu3aDM8eO4VgOkbBGOBYmnk6yMLdIpL2VH3zPe/jWE9/kyMmztLb59LV2sFhYpG9jD6OnLtI50sFUYY7edb3MXZsmHA1h1Sxc00d0VbBc3IaNZ3vIvohrOjh1E0kU6OnqBDuwi7hx8yaZ3BILy4t4lk1bMo2miDSNCqWVHLIHAz09tEbbWJheQvYFjEqNrLOAr0o4hkVY0Ui1RgkrKrbnsJRbplfvRVUkFuYWyBULdPb0oigKtUqdSChEIVdEUzW2bNnGyLoNfOpTnyLZ0srw8DBhPURfdw9LS0uEtTDbtmwhqoeYnZ1laS5DPp9n+/69/4vh7n9/yQC7d+3g9JkzLC8uYNsWeNCs1VcVwFchIO5bOJdgGiuKgV4jfqDZ+BYOMBKJBE3e7AqSIJBOp+loSbNp0yZKpUDCrKunl0KpzJ9+6S/p6uwlFuvivvvuZ/2OTWhxhfncHN/85tc4efINoopONNaCUaqyYcsO3vU+iaefeYkP/uAH+Yl/9wvgukT1EHEtTFtHF6Kq8Y1vPc749BSF5SwvPP8sxVyeiflFAFoSYSqVBp/4xC8D8J3vPEW6Lc3ONbtwPYPM8jxqWOHJp79DuVzl7LkLLGSCnpTrrZLvFQlR9NFDOpPTE9w8VWHj2i7y+Ty9Q2sZ6h+4FcgO7dmBqsisHxnmtWefYdPWbdx1+34uXB6jf2iYZ555jt/5rf+CYTRYNzxMKpViZm4WXxJp7ehEVGQmJiaoGTaqGky7DcMI1HaaZiA08RZLgKDh/5Zs2ltcFM/z0BUNy2giAJos4jcNRDcYOopSEDh+5MM/TCIWZ3H6d5AlKcjCY0m++MUvMjIywje/+TivvfYa9z5wP67jBcMg00UGQmoYX3Uo5yymbs5x6KG9dHW1YwgmmuwhizKSKOEKBKre+LhuIAkmIRENxbFLDslECzvfvo/FSysMJIfYvHELruUhKU0eeeQR9u4/wIuvvsof/vGfcOjgHXR0dPH1r3wFEYGm2URWgr6YZVkoIRWb73LM/6nVbJoBVdfzqK/27NPxWMA1r5cJSQEXfu/ObbSk0kxOTuJ7DsnWdkRFY8umrazfuIUnvvU464eG+eH3PkapWLwlOTc/MYVpNBncsYP3/sA7ePnll8lkMjx06AAuPqneLsr1GpWVLHMT4ziGwQceezd7d23j+deeY2lijoff/SBLxgqzQpipSxMoKZXi1AqhZJh6vYaua8i+QKVi4lQcNDSqRo2luSyqLGPUGsiCSH9/P3bDolavY5g2oViI9evWsbQ8j9Uwiao6yahOPreCILkkoxG2bthAaySN4CnMzWWYn54hlIggSz4trS1sHhhi/dohLl65iit4aJEws1PTiJJIMpEgv5IlFA16o9F4nFg8SSIep1yt85WvfI3u7l62bt5CX18fR48eZeLmJPOz01SLJXbs2MGWjVtYnJnDtix6urr/96Pe/8aSARrVKma9juc6CL4HPpiGhSiCrsgYdmBe9Fam6frguT6eF5SB0WiERCJBtVyhWqvSqNcRgUQyTVu6hbc9+AAtiQRHXn+N7EqOnVu3smnjei6PXmSwd4jdu25H0aN4tovVFIgoUTaMbKKUy1JYWebYidM8ct+DSL7Ivtvv5vzoOBYSzz3xFIduv514KEZbqgXPskkn0uzbsQtNUZmdmmZ6fo66FQCJ163tp6UlxcXRi1RqFSzbYH5xls1b96yW4pdJJKNcH7/B3/ztX/He97yf5196HkEGQRTB8fA8MC2XVGeCNQO9LI5fR3DhxniGu++7nXi6jTZf5I5DBzn25hus6+njjkP7OXrkDVKpBCuzk3z5b7+KFIowNT3BhcvXaEskAkqcadPe1sLGTetxXBdBVmjv7uLPpiaRgHQ8aCPUKlUcx6FcrmCsMvW+2zbx8UU/mB7f8nAOLFRFQBdFBMdDlUQ2rRsiGo8ghkIUyyXikTBf+eu/olipk46EWFhYoFwqsXFkI5VKhUuXLmMC03PzjE3MokkgemD7LpIPTcNj3fp27nvn7cS1GCcOHyXcGaVvpD+YeLkOghRUML4X6AgYlkWjajI1NsdgYi1bNm0n2UyTtjsQqjLf/vZ3qJcbxFNpGpbNU88+w+TMDFoozL49t5HJZFAlhcceewcnT55kZn721tAspGnYxndFmf+p5QN6KEStGpzbiCZQr1SRgK1DPRy4bR+u7XDvPfdg1Bvouk4+n+fq1at8/VtP0mw0uPue+ygXK+RW8vzgB97H17/+dd7xyCMMDw/z0gsv0taS4s5Dd7B+eB3bNqzj8ccfZ2pqikqjTms8RkdbG+95+w8Qj0Qxmw2Wlhf5yQ//CA/ccxfPvPwUHdEWDr/xCrqm8tidb8dSba6OjxGWIqCDoodomg5IVWTFRlEdGnId2RMJh8IYoTqyKWEYBvl8gWbTJJkI1ITCikYqFse3HOpGk2hMQ5cVoqkk7elWNFFmx9ZtRPUYz5VeIV/M0dnaRq6cZ2kxw8aeXpLxKEOD/eTLeUzXoWqa2JZPNJXAMG1yyznm5xZwXZ9arUF3Zw9Nw2J+MQOOi4JEMVfg8sVRMpkMDz/0IHv37qVYzGObFtu2bCcSibC8vIz1fyj4/a8sGWD0wnkEPNpb0+QKJWzbQhBBEkUs215VYn5riXhOADhGEBBEmf7+QXp6uqhVqkxNTOB5Hh1trfR199DZ0cboxYtMTUzQ2drCD374h4mHQ6TicTQtxI7tO1GlOAgS2dIKnuTR1dnF8Jphzp48Tjab59r1CWYmvkSzbvDQQw8zPjvLdGaFQqnCvXfeQT2f48C+vWzbtoNr16/z3HPPEY3FOXTwAHeqd3Pp8iiWbxOJRJidn0UG/vLLfxYosoiQW1qgUSshyNCoV/FdGOzv4/iJo8wvFFcZWR6xcDiAOzguI2uHGVrTj1nMsnNvP75h0t7ZweT0LF1dvUQVhR/+4AdpTca4OXaZzmSC4bVDvHn8GFa9RjSk4zomD9+zj9mbM8iSgqTIRKIhjEadialpBFGktTXNT//kR/naV79BsVLGqNcQPJ90Oo0iiFh41GWo1Kpgfw8eZhVrIwgCsiTjOhYyIIsSmqLynnc/xqED+3n6uWexgLc9+BCSIHLl2k12bFzPpg0bee3VV5mfmeWjn/gxfuu3fovNmzezvLzM1fEp2pMJWttbKOWrxMJxdF2hd10LG/cNsXvHJnJOhogUxSg18A0XT7YQJA9XgYAy7WI5Drbt4jg+O7ftZVvvDtLxVo6+dIxtfTvJzC0SCoXoausGSWalUGRxMUMsmmDXnr0szi2ysLDAD33g/Rw8uJ+ZySlm52eJ6CHqRhOj0fzvvgA+EEtEqVZqCEAiotCo23TEJN7z2DvZu3sne7bvpFQq0WgYHLl6le6efk6ePsfzL7xE0/W4c88eNm7awtj1a+RWsiRiMV575VVCusbI8Dq2bt7I0uICmiJx7OhhZFGit6uDWChEtVmnZBgkE1Hmxm8QDUcwmxZ/8eUv8eUvfhFZl3j/h97Hlz79OeaLGfo2DqA1ZWZvTLKhfwRLMlkoLFPz8jTqNuVSk1rJpLBcJ79QwKqbeA2HeCSOIAkUCgUWFpfQdR1JrnH9xjhmvYYoerS0tFOpW4RUjVgkhOIL+K6DKEFXexu6FkWVRbo7u9iwYQPnRs+zND+HaZqcPXsWQZGZm52mf2gtm7Zv5TvPPMv03Cxt7d0sLi6CD+FwlGTSpaWtjXg8wYEDB5i4fgOA69evE4vF2L17Nw/e/wCiJDA7O0s0GudjH/sYHR0dfPrTn2YyO/9/LgL+Ty4Zgp6jKAd8Y0nwCWkCsqphfy84UJACYrjnBSNcX0CUFXQ1wGKpqkpbS5rbbrsNSQBcj2qlwujFSyzNz6MpEu3pFG+8cYTR0Yv83Md+huGhtWRzJUaGuxFFEYs4tmvgWRapWJT1wyM061UyC4s06w3aW9qZmJsjnIwTCcepmCZf/ubjfOyH3se+AwcZHR3lmRefJ93SQkt7O6dPn0YPh8iXimzesoVavcpKZpF6EzTFJBXtoClbeJaBb8t88AMfYGJqnGdeeJbM3ByvvHqC1oSCgEqhWKdZb6CrMpYHx4+eZXl+mpGBXgRBYPvuXbS1dvL2dzzGQO8gb7x+mLZEguGBPnTPobOjhbPnTjN67iwP3HMHrx47zuh4jvXDVf6ff/8LvHH4GG8ceZPFxQXCsSiyohJJxpmeHGfdunXkczlsF7o7W+jqCg5sRI+gJ2I89+ZhZpcy5Fbyq1Oit9SPfERpNWgiI4rQdGwO7N3L29/+dgrZFaampjh4xyHuu/dunvz2k2jA0MAgPR2d7N+7jwO37edTv/9JVpaWWTu8NjC0cmze+973spLNklvJc3DXfhzXZGBDFyv1OVbmsiQG4rz37e9hvjJH3szji4FFqud4WIKLjYfluFi2j1Gz6BnooV5ucm32GufOnKdN7GJocJh1fetZyeR5+tnn8CWJgb5+rt8YZ9OGjTz04KOcPXsWo1HBMBuk00lUWQbPRVdkLMsKsH22yz82Jnjrz6rVGoII8aiG0zDZtKaDn/2pH2f/rl1cvTLK8twUjabJ+YuXefqpZ7FcyBYrCEoIyTPJZHM8+cyzXJmcRgT+5ttPIBAEgJs3b3L3nYf45tcnef3115m4eQNFltiyZRO6ojM/N8vs0iI/+bGP8cpLL/OdN95kw/B6to6MkEql0MI6xUyOiUvX6RkZQLdkvvb5v0OMygxvajC4cQhzuYGeiKIIIQzbo9GwCaPhaXEEHZbmM8TkKIINDbeB6wdIgUK5xEo+R0iRURQBT3YIxWTWbVhPLB5ibnyS0fNX2LF5B5mVDDgyvujT3dsVMKNMk01bttDX18PUzRvUmg0so0lHawuD/QOk4glq9QbT09NIksTuXbu45577GJ+cQlV1bo5PEg4Fbpu6qjE5OUlraytbtm/jzaNHsCyLQiHP5NQUhw4dQgvp3JwYR4rr/1Lx8L+7ZIDbbtvL3NwcCwsLOJZNIhHH8lwa1QaqruG6AoIkIQgStusENbkkBb7iIR1RkLl48SKxkM7I8Fp0RWV5aZFCPodtWAz2drOytMy1a9cIhUIsr+RQ9SitnT0ookS8p5MTL72EHtZA9njj2Gv09nexf/9tTEze4HqtiiAIpDvbWc6vEE0luHrlGrKs0JKMkGht4z/+7m9z6tQZfB/qLgx0tqFIMsVyiXvvvZdiscjizByP3v8gxWKenTu3M7hmgKZpceL4GTLLS0QUjXc++ijnz53m2WdO0NoiUirbxGMacV3FsRxiWogH33Y3B/bvplEvYzUrtEQ0dmzfxprBYYymw40b11k7tIb5iQnMahmzWqScywSq1I7NhvXrOHPpEq2NMg/cew9nzpwhk1kgrIcwTBMJgV27dzI8sp5KrUo+m6O/t5M7Dt3F1q1bKZVKVMplcrkcvijQ19GF0TCoF6o0bTPgbfvfpQFaVpBdup6PJsD+Ow5Qqpb41Gf+kFwux80bN5gen+DShYt0tLYwdvkKY5cuMzg4iCiKnD11mngqzpNPPsnIyDC7d+zk3LkzzM8v8tnP/DEDnf1UqkVGr53nhadeYOcdG0kWIrQUY4Q6NNKhOI7qYogWDd/CX1UJcmxwbJ/O1h5mJucRShJ3b72XjSObyS5lWZNYyy/+4i9SylfJFYos5XJ4QK3W5PnnX6SwUuLEiRN8/OM/TW9vNz1d3SwtL3Lp8lV0Xce2A7WstxAd8E/gNIHu7k6W5pbYsKaDb33zq0Rlgc9/5o/wLJPFeIIb1ydZt3krX/z8F3jxjaN87gt/Tq3exPah0mjw0ptHkABVEmm6Hr1taTZs2UIoGmFqbpZ1mzZw6fw5YukkyViM2fk5LMNkZWUJVVU5c+IEuaVltm/eQljVSfb1cffdd+P7Ptcnr7F+cD09ff187s+/xr/55Y9SNqpcPDvK5fNjFO0i63dsRQ+Fmb8+z9JykbAWo5ZrsDC+SEKPUC/WcOo+0VAQbCzXwXYC1Sbb8VapiC5RRcf2XArFIk3bIp6Ks7C0wNjoTURPAUEmnIxz+txZLl0b4z0/8Cgr+RXy+RzXJybwxSArXMoFyIjOjg5MB9o7Ozh0+1309vYyOTFDrVbj5MnTWJaF65i0t7YzvHE9uq4zPjnB9PQ0mzZt4uLFC+SzObRwiGgszONPfYf3fegD//KR8Z9YMoCuavT09HD56rWgR2eauEIgHlCt1xAEgWg0MGfCAiWmY1nWraHOwtw8vh9M3q5fv45tmsFwQYCejhYO7N8HQKVc4/7772dycpqBoSEGNm0BRWL5ymU+98U/pqUlRSiqY9h1VrJzPPL2t7Fp6yamZqcolkpcn7yG43jkcyW6OrrZv/8gA70DVCol9JYEZSfAg3a1xEm2tiAiMTQ4yE/+5E/y13/5V6QTCfr6eojFI1jNBgNdPXzus59H0oJp/pkTx/mbv/oLJqZu0pqAUt4jEVfobu/k+vVxAH7nN/4TVy6e4+LJk7z/Pe+kUSuRTEVQVDUoi30ZSZICkG84TCqVwFZFFBlef+MwkUiEN998k66uLtZv3c6Obdu5evkGKysrwfeWipFKpThy5A3mFhdYWl5m7dph0skUsiRw4vhRWlra6O7sYjmzxJ996cu0t7cxsnEDoulwY3IKRRAxfRdd0XC8wKPGIWAYvec97+HG5ARf+drfEYtEUTSZVw8fZWpiklqtRq5U5a59e/mVX/5lPv3pT/Ptb32DX/vV/5c3jhzm3rvv5t4H7uULn/9Tbl4b46677uHi+XO8OPccguCzY+9m3vn2d/LMK4+zL7qdWlhgbPwKQ9v78aI+JbuCnAhhOQZl00DSVPLZMs3cMrtG9iGYMDsxzfzMAmuSa/A8j9079/Dtx7/DzakpXCAaiTAyvI4L589x8+oN1q5dw+XLl8hll7h06RL33HUXS4uLGJaFAeD7ARtGCMgUAqCoahCwHY+3QunCwhKJiIgmK5w9eZJGMcuWDet56okn+PqxMRIpmViqlUqlwvvf/34SrZ380q/+Rw7ddTt792zjq1/5O0KhELNTU9x+cC9/+vkvkM+t8PJLL6KFNV546UUW5mfB81Ekkfvuu483D79OrVajUqsyMzNFd2cPlqywUJwjHo1SLpQRRJ9oMkFXazdre9fyN1/6Yy5du8zMtTn8qk/dqGO4NuPnJ4knk8iuytquIa6PTYINLakEjVydVDRJvl6k0TRoSbWRLeaJJRJUKjUc3yGSTGM6LqVanbHxG0QjGpVCnmK1yPEzJ6mXDTYMbaJYrvPy668FfP5YiHOjFwk7Fp5hIooi6Y42Dhw4wFIujx6NMTwygqDoPPn001y5coXJ6SnOn7tEo9G4pTWaSKbYtG0T0WiUZrPJiXNn+PEf/3GmJiYQVYWDd93BSjHLK2+M0tnb8383Qv43SwZ49dXXVzNJl1BIw/U8PEHEtu0AUGuZWIaBLKnEYjFCagjTtGg2m2QWFvFx6evpxjab5HJ5VAGieoBBzK7kmZq8ydCatfT2ddPf38+DDz1C76bNNHIF6rUK//oX/w1vvnYYTYH1m0bYsnUjPV0d9Pb2MjIyzMlzbcyvLGI1XGzLZWnFpr3Lo7u7k1Rriudfe4mpqSkefuxBfvonfhJFUhi/dp1jR45TL1W4cWOc/v5+Xnn5ZSZu3ESSBQ7uv40/+OQfkIinGNmwmVqjTt9AN5IsEo5FKddqHDt5jVLFplIZJ6GHGB4YIjM9zfXLozz29oeZvHqVkfWDGM0miqJQrdexLA/L80ik06j4WJ4Dkky1WaN/zSCJ9nZMoNRoUmgYXBy9zJuvHaHZbLJpy2ZM22JytYTxPI98Pk+zabBmzZrAHrda5c5Dd6HrOiMjI+zavIFzV67RqFR5+KG38dB99/OnX/oLJMCxLBw8JEnEcT3uvOduPMElV8hTrteYnMmQCEu0JKNMzmdoj0W498B+tm3Zgm1a3HnoDmKxCJs3baCjs5WlpSVefO455mYmufeeu/m5n/tZPvV7n6S8Umbr1q3UKnXOnjxHo9ggHWmhp7OdSErFNgwiCR3TMykVq5SsBrYsEVJkRE8lGYkwPzXHhs5NYAh0d3bT19LP5/7ks7z/XR+kv7+f8ckpGqtq3ZnFecJqiLa2NlZWVjh98hTD69Zw4sQxfu3XPkE8FuO//M7v0tXWSjafCwKlDxE9hOUEdD8EkBUNRQ0EsAvZAs26x7rhIebn5nju8W8R1WSG+vvZu2eEucVMYL/QbPLYY49RqBvs238bbZ0dVOs1fvDDH2Jubo5wJEJnbx9/+Nk/pr21jdcPH2bbli3oiQS3rbmD7PISB/bdxlImQ7Fep1FvoIV0mlbA025NpYnGY8iyQrFYJF8qMji0ho6ebqLhOMuLeUr5Bn0dg6RTnTRvXEUJhdgwvJXJmVkEHwb6h1iezmN5NuFoCCdvoSkqsYhOvW6QL2bxEanUqoiKguCBaVlgiiixML4oYLsWiD7RRJS2WCvZTIGmY1CulqgbBlo0hKTI5IsFBtYOk11YYMv2bbR1tK9qZpr09fZSLpY4de4i3Z2dHD92BMO08f0AvlWr1RAE+OVf/WWaRoOvffXrVKplao0GkzNT3By/yaYtG1leWqJer7OSy7KSW+aOuw59fwNmsVRB13Xa2zuRlRDL2RUgAGoLUkDi930XVZNRFRXHNhF80BSFZrOJrAjEE1HMJlRLkIzpWA0DARhZ18NHPvxBnnnuBS5fvcIPvOMx2rs6QYBKo8lv/Mff4KXXDtOR1knGEwwPD7GyssKf/MnrnD5/jlRnC13d3SxklwmFoyiKRih0A0mSuHjxInMLz3Dm0jUaJmzd6bNmZJje7l66u3sRBZWQrpNqaePee+9laWmFVDLOxMQEr7z6Bu9459t58umn4cY4nd1dHDt2ipbOVnq6+zFnp3n0obsYuz6O6MsUswVcx+bF557nkYfu5tEH7+eFZ57g4tmz7LxtN7bn4pkW+CKSruLaDrVmE8eo4xp1Jm7cwLIN9HCYhuOCoqOHFCanZ0i3taOGapy/eAFV14ml00iazvUbN4knk4HOpdGk2TDRtBDXb94gloizd/cennzySR664w4uj13l4rlz3HP//Tzy0MOcOX+O2aVFOtraWMpm2bN7B0NDQ/zVl79EW0srjuNw8LbtTNwcZ3homBEkNo6sY/PGTQz295JIxNi9awfgc+bkSa6PXw+Utydv8K53vo2BNYO88OwT3HvPnRzYcwDLctAjGorq0z3ZyqXTlzl5vszQ9j4OPLgbP+ZRXapTL9XxZIiG49QbHiuZAvWVKkkxwR2b7kYqy4R6wxTmcnR1dfH1r38d23TYt2c3judyfvQy5XqVdDxNSNNZmJ8lpPqIgs373/tuFFHgBx55G4cPv8aZM+fwPNAkGect323XIRAA/q5zZLPeIKQKRFWZ1lQr1UqNDRs24TRruD48+o53Ek+keO3N43zz8W8RiUW5NrfI4uGXOXTnXSSS67g8dpVsNku+WKBhNJmerZArFPiDz/wREzfHmZ2ewmg02bp9J2+89jqm1aRrYJDZ6SlSqcAiWA2H6errIxqO4VgWSwvL5Iolls6cZbNpYgsSy/kcc8sZEq2BpubNsUl61/QxPjrF9MI87Z3dTFyZoLJSpaerh6sXx9AUnUQ0TiqaClpTy8vEYhGqtTpKSAUbLNfDM22inh7si+PgCRCNhlleyeBYPqZoYrmBHu7I+nVs2LIFPI9rp07RPTCA5/vMzM6zZnhdACHMF+ju6aWvuwcXn3g4wvve/Qjnz1/gwqVLATxREnn91Vc4f+k8lUqN1tY0ZrPOuXNnCKkao5cvMjczG/ThZemWsv73a8kAa9aspVgpE40lKNfqmI6DqmnBtNz3CeshfCEo3U3TIJfNEg5F6WrvwEvEKJSy5PNZQppMT1crrtWkUoSkBo++7UFi0RA/9RM/yt7bbifSPQCCwvLsPL/0q7/C17/6dyiA4dg0jCamaVItlamU6jz//IvEWhJs3rOThulSt6pEIh6JVBpJUpmcnObatXFECcIROHv+PL/yq7/Gvl370BWd61eucuehu8iXK/zd177Fhi1b6ezs5I3jJ9h/9z28+MabnLx4leTkLPc/cC+lWh2hojExOcmlK9d52yMPs237TlpSbViNJr5pcfPKKOPXb/Drv/L/0tEaZ+3IUNAnNC1cT0LWI5iGQ75QoF4pB26ansX08jIrS5lAFVtUSLV3EU2m0fQoVbHJyIYNzC3MM72wwNaWFh5628McPXqM81eCVkC5XqNYNtm2fi0bNm7kyJEjfOUrX2F5pUBXVw/vete7uHBxlKefeYqde/eiaCoCsJzNEg7pXL1yhbmpKTQlGM4VVlbIZVdYv24dkVCURx5+lPaWNCIC69evp1wsYdTrLK9kqNVLzE2P8+KbZ2iJCvT3dtDb3UEyEeWeu2/n0rkxRkcvs3fvXg7cdpDhkSE++Znf5vzNm6ghqOxcT1e6neG+YUpGnczcPPNLZQQ1QkhNIIck9m3aw+LMHDdPT9CudOIWXDZs2MDVi2Ncu3qd/sFBZEVBFHwSoRAtLS2Bna4kM7uYYXYxw+TkJLt27aIl3cbP/8zPUi5X+Vc/9/NEwyEK1SqCD7FoDNN2sB0HQZYQfWiNR1EEgZ7ONhzH4aknnsGolLjz9v2sHd6AYbr81Z98geHNW8gsL7O0tIQHtLemuXjhDDeuXya7nMcHVFkgcuggH3jf+3n88cdxHI/Dh9/EMBp8+Id+iMuXL5Nu7+CNw4e5du0GGzYMM5fJUKvVCEWioMpIuoppW9iiD4pEo2YyOTPPSqVKqVan1mxQqNVpGAb1msPC7ArV+iR1E6wGVA0Dy7LQhRDlbA3BA8UXScUCrx61UMQ0A7aUWa8jSzqqLCMSuDu6rosqgyTLSIKE4EOhmGeuuIIoiYysG+GB++6nraebK6Oj7N6zj1Iu8PbKFkucPHkS2/E4ePB2du/ew4VLo8zOLfCB976Pf/fvf5Ff+9VPcOHSeQb7B2ntaOfNN15H1RXCmsrs1AShUJRKIY+lB7J7uqphmA20kEa9/s9rn/5LLxlA0XRq9QyGaZHL5XFsj2hMX5WiCvxNBEFAFHw8N7AgDWkK4ZAWKM44FhWzQag1iU9gatbVpnBwzx52bN9MX3cfWw/eHkzXPZszJ07wu7//hyyu5GnpaCcZUQgrAq2JFEvLeVaWs+y/7XbmlhdYKuS4cX2KmmmRr5RIRpNsXLseXZTJTM7Slk6xkCsSS2oszuZ4Yu5pLp25QDyaYGp8iuvXxhkeHmZmZoZXD79GLBanWK1wbX6ecq1MFZBsh796/Engu5z4SFzma088DwQwx45okmQ4zIE9OzBrBTyzTjTSyfp1azEtC1HVsSyXTG6BbLFCvdEISj/PolmtUvegaFpUKjVkRWelYiHrWaLROJbvM5vJ0NrRSaqjk2K1yvqtW3jsve+j4XwV0wyUugsXxxi7OcGuvfvo7Orh+NmLCMDhI29SazaYWVhgpVzk0tUrxBJRfuRHfzSYvC/M0dPVjeD7TE/PcvnSNT7+Uz/GiWNHkV3YtWMnvb29CJ6LY9nkcjmOHztKOZ9jamqCYiHH1MQNdqzror+/l+tXLtHVmWbnzp1UilniiTDd3d0MDAzQ2tJOKhXnIz/4EW7PXCXVE8asGGTns5SFKkbZIKyEMU2HpZUSnuWzpq2LS+cvsblvC5s3bGTizBQ//NhHyM1mufeee/ixH/1R/vbvvsLZ85dQdZVoLE5vVyeG4TAx1aAtGSNfqhIJ6RiNOiO37efY0aM06gaf+t3/yhf/7Eu4PtTqTURWbTtWfbTDuhqA9MMhBnp6uXzpMuMLOe6/bRePPPourl6+zMBQF2o4SqlcxRdEDty+n/W1OqKqcvXaNVLRJI8++DAvvvACyWSSK6NX+WLui6xdu5aVpSzbtu1g4sZ1XnrxFTZs2MB73/sBJElleN0GTpw4xsxiOXgZ1SXC0XFwBWzTxPcEXEUh1pKmZhksThcpVmsgK6Q88AUBPRynsFJGj2iImCzOFtBjGrKkcuPKBKzSmKuVOoqg0NbZwdDwMDenJugdHKRYKFMvNYhHwughFQURBZFULILvWLiGgyFLpGMJNLdJudLEbhjUSxUkRUYEDhy6g+eeforT50+i6zrveMc70DQdRVFwXZdoOEI+t0JmYZ4nv/04XR1t/Nov/QdkWeaFl19C8j2a5TKW7RBSZDRRoFkuY1arhCM66/oHEESfrq4uYrHo/8Xw+A+XDFAolWk0TUyzguV4xJMJ9EjQy2g2m8iyfEv6SpMVujs6SMUTeLZFNr+MYRjEExFUVaZazNPT2c57HnsHt+/fQ1u6haGhIbxaBbGtg5Ovvc4v/NKvc+bCZQbWjnDbgdvJzNwkEdbYsXULC5MzXDh3CUWeIlsuIoQVVrJl4q1pNM1FUnSS6TbsSp1ioYrRsFAEsGomeKApMDk5T0RdwbQsTp45y4XLV8hWivhArVohnU4xOjuN5wVqMhXbwQHi0TClRgPXA9d0sIFUPILsK2SrJYq1EtabFbaOrGHvtk10tCfI57O09vShhCPMZ4tcunKZ6YUllFAYSZGpVcqUs0uk4nFsQcJwfRQBSvksTRv6+/vZd9sOZuZmMG0bQZJYyWV57sUX6O3pZ9uO7YyMjHD9+nUqtTrLmSVm5+bYt3cvexYyLCwssGnLRmYX5hlfWKCjvYWb09N093RRqVWRpMAfJ7u8TFQPkQ4prB9cS34+w451G4kmEiiixMVLl2g2GhRzWbKZRebnZunpaOfY8TM8dN9tbHzkYTo72jh+/CjrhtdgGXVWMrMc3L+fSs1jeO0G2ts7WF5eAtnjrjvuZlNlmJK1RE3Is1BfZHZ5jkKjRM+aYVpklZkjx5kcn6G2kKM/1cnk+ARHxxZ5eN8jOI7F888/z6H9d9La2gb4rFu3hi3bdiDJOo888iiNqsnMr4yzXMgSD0uBTHTgc1kAAFiMSURBVJxlUa9UqZVLdHf3Mj87x7/++Z/njWNHeebZF8mWC8SSaVra2wJjNM+hUa3SEg6ze8dO4uEIC1MzXL5yjdPnL7G8mOHVI8c5eOh2wvEYeizC5evXmc8us2l4C5s3bySbydLR0kp7qoXh4WFaW1t5+eWXaU+38LW/+xp33nknjgNzM7N86Ac/wsTEBO1t3Wzfths9FOLN429guwatyRQVo0FmYQnXdmhr6yAcCTMzO4eqhag1DUq1Olo4jO46mKZNoVgBD2pVE1XXsDwTo2oSTUXBB0WVUVb9O2zbDuxvozHi+SzDw8OsLGW5WRknpkcJhQQUxSOsakT1MIKnYPlNMtU6e3fuZv/ugyyvlKg2THxJ5troFWKxGOcvXEANhWnv7CIRi7Fly1ZyuRyNRoPdO3cyNhaoq3d2dHD65CkqlQof+chHiMViXL16mRtXR2naDm3xBD/yIz/C0aNHWVpaRFNU0uk0P/qjP4rZbDA5OUk+n/++BUt4y6JiOYus6ZhOYBcQCoVomiayLKNqGiFdJxKJYDbq1C2TaDiMqkiUSlWMeh1ZDuxg6/Uaqiazd+8ebj90gDXdnYRDOkoyDqEYn/rEJ/i9T/8JxYaPrOmsZLM8/sR3CCmg4lNYziP6IAoq83MZCpZNLBlGjkYwLJ+G4VGrFrl0cQzZ9mjWbGRBY/e2IZKpOKdPnaXRMLCAhmWhSwo1q4nhuHiAEooSj4dZya0gx6J49Rqx9jZ0V8KzTLKFIr4AsgamDVpUpVCtI/jw7kd+gPvvuJ3R0yeISg6Wb6PoSiDwYNsszsxx+eYU167fZD5XwBEFBEkMDKU8C18S8eVAasuywXQBX8L1fErlKlu372B2dp7Db76B5ThUalXePHYeH3j3ux5ldDQwWtu4fiODa4e5fGWMk+fPc9edhxhfmKVar4EqUGzUsICa2eTc6HnKxRIxPYTlw2BXL1tGhrn/zrt57fnnefS+BynXakzlcmiRCPVajYWFBfLLS2zatIH77rqTkXWD9PV08ANvf4T//J8+geda3HXnQUavXEKRBV5++QX612wh3dKDaZp4no/kCSzMLfHEM98g25xj+6ENJPsTDA+upXC9ztzMHBUXCtkqES2CazuEdJ1d63cwK7Wyd99uRk9fIpPJ8Od//mcMDg7R19/DwdvvYOfuPczNZejq6GAse41oSGcFMEyXpcVFQmvW8IXPf56R9ev52698g/e///3ceffd7N65i2vXJ8ifL9He3k57dxcrKzlqpTxerUJLOo3jeCTjKT7yIz9GKhYnpOncuDnJ1bFrvONd7yJbLHD5xnUujV3m8o05rl67SmtLG3bdZqhvDVE9xPT4BDICrckU2eUszWaTi7GLnDt3jrc/8ihzM3PcfuB2ErEER48eZc+e/TR9k1qjiuj55HI5DMfFcV0s10W0bSqNJjFNQwpp6F4URdUwXY+aYWJ7PjEphOd5iEiENJ2mZdCsG0iSjGM5AY3WsxE8gXy+SM1o4rouuVyOarVKR7qVeDiCqnqouo8myniWDY6FjMD+vXuoFBscfvlVzl+8Su/gGvoG1zA1PsHWbdvYuHET3/jGN4jGE0RjcZ58+lkSiQR3HbqDhfkMvV3dSAjYRpOlzAKGYTAzPUm5XMY2mtyx/yBrhgaQBJHejg7e8fDDXLx4gZCmsXv3bo6+9hr79uwmoihYmvZ9dY6UARYX5+nr7UVwPORQgN2r1SuoqoquacTCEVrSLRTxKRWLVBt1HN+j6Zjo0Si+JFOtVLANh03DnawbHqZSLHApv8ze3XswCyV++/d+nT/47FdwCLI6x3Gol4NSxLId2tpbyZcr1AolJN9DkiSSIRVZkmlNpZDDOjE9EFaoVcq4hoWNjWcZpNNp7r/vHqanZhkbn2NVu5q6G9hyWp6FpKjUjRoNwQZZwmnUIBqhtJJFUSPY9SaiLOG7Lo4Dii5hNgJ6qOjCT/z4D9Pb1sLGoR5ujJ6jLR1FV0APh5hfyHDs9Hmu3Jyg6UPTdlnI5rA8l1QqBZ6D5YpEVB0PiWK1SqlaRUDGzSzQdJqMTY5j2y75cgVRFKnXTRQpmO4ee/1V8sUmg91pBjrTnD16mJ6eHj707neQbm9jy7aN/OHn/pRYTMMTROJRnXKxRKNWJxmLY5ommhQE9uxSlu98+9us7e9nZmYGB4/WdIq2/h4KxRyGbZFob6VnYJCuvn62bt3MyaNH+bf/5he4eeMaH/3JH+PbT32HmfkZUt3tCLUar5w8y7btuxEEEdd16OnvoW4UOXrlFHpSwBnz2JregpjUWC5UmM0VsSSZaqlCSNMxDJOb45PExVY8w2fs5jjj05NcuTFGb1sXTaPKrk27SERDKKJPVFe4fOEi+VyF3/+d32d66gqf++xn0GWJdz/4AI3b9/MXf/EX/MYv/Czf/s6T/Ifjb7DntoNEdIVYJBy4AKxaPCuSTCIeZ2V6isWpCT784Q+zd9devvzlL/P1r30T07EZHF6PqGp09fbxd9/6OpnlIpoCXV1dbFy/gZuXrjF54zor5TI7Nq6nJREnp2vMTNykr68PXZJZv24dL7zwAhs3b+I//eff5NyF8zzwwAMsrqxQrTWprpqi5YoVirU6ggDZahWnWCSUSOAA9VVFrWbTwMoVEASB9niKRCjC5o2bOHPxPOVaFSUUwXIcTNskHArjWBbgoOgalu2ymFmiraODhblFrKbB+t61SKIPoo2uKAi+QL3SxLWaRFSd6eU5pm/O4JiwXDTZsiPJ1s1bMCyHOw/dyfjkFKKkEInqFCtl5mcXqNUrzMzOEwprRMMx3vGOt/Pss89z8uRJWlra+NrXvsbp82f50Hs/QKNep1qu0N8/yDPPPEMymaRWq3LggQc4fvw4V69e5cBt+1b9l5ZoS6W/T+HyraFPqp2wKIMkYdXrhOMJ+ro6yWQyGLaNYzQRBX/VrlXCEaFoNjAFFy0aRfZUoujYfoGoFiUzu8D46CUK+WWOHD7G/FKWc6NjpJIhGjYU6823lOIAkGSFhmEh4xNJRomHQ9iNBqIAPT1dbNi8nlgqSc0yuHx9jJnZeXzZQ05KuKZCvdng6LETRGIxOjuSVJsG+YqBSyBMIaqB3zQi+JYJ8upXrtXBB7tpgiAiiTJhXaNea5AOadSMBr4Le7cNU1mexgi5GEaBzu4OjGadZsNiuVDi1Kkz5ItVTNshX66SK1epGj6CJlOrOei6TrnuUazWsMwmRr0RwDawaJYM6raB7bkBuyfRAr4b+PxYTXTJpzOu0656hPwm9tI0hzavJZZIUa01WboxRryrjQcO7uL8hUtE4hFULcL01Byea1OxyiiyTN406Gpr495HHuIrX/4y+XKBR7sfwnQsnFqRU985xYkzp0m2tnLbntso1GtcmZhEsGwWphe4OT7Dzl378CWF0ZsTNHyLp469jhYJUyiUWHZzHLrrELVGjUQyRqwlDv0KY8vTLKxUEfOt9CbXkOwd4mbuItlciVgk6EclEx0Ul3KMzcxy1867cTQdQxToGuihVqzguPXAjK4jjl3OE5UlBju66Un1klQjfPiRd7Kjq4OXX3gaa3acew7ext5f+wWOnDjJjr5WXjxynpOvv8CP/9zHmZ6fIZddZnZuAcv1kK0me3ZvxSpKmNklqFX4zV//Fb71naeoNpqs27iJoXXDvPbmERAFDh66m0q1Sr6Q5cb4OJJzjQfuvYfXXnqJZCLMe9/1dmzLxayV2LllA2PXrrF37zZefuU13jx9guVf+WWuTk7iAp1DA6TTaS6NjjGyfpjlzCKTsxkENYTluqxUavi+TyqlYzUNdFXDMixc0yIqSoERW71GMpbgvv+vvfcMsuw87zt/J4eb7+3u22m6Jw8wMwiDRIA5kyIkBonJJq2VgyxXUQK9WqtU5U+7VetSbZJWprTedXmtZImkRFCUDUGMIAkwA+AAmIie1NM53XxyeN/9cHpGYBSkpQjuun9VqOoL4NzznnPufe7zPuH/PHA/B2anePbsGa6tLLG2s0O7Vmdn0C8SN+j4cUbc69NuzzDyPXzPY//8fioNl0sXL1Afq1JWxxBpMWnNG2VoZcn6Vp8ol+w/eIBXzh/m3nvvZ7I9zU63x3/5809x4OitWG6JnZ0ul65c5e577iNJI55+6jSqBi+7936+/vTTvOHNb+HK4jWuXVmkPxhw750v4/zzCzimxf4DB7i+uoZQNexyhU/+1aPcc//9HLz1GLWJMRYWF9nZ3iT94fLaf+/oAD/1pjey0+8RpDGD0Gen38OwTQ4fPow3GDLo9Rl2eoVKjqbg2A5eEiFziWEY9LcDmuUqZilnfX2br3zla+Sxz2g45NLlRYRh4wcJul1lcqyGNfQZDoqpkVEaYJolUDU0DRTDQAL1VpP905McOXKIIPAgjRFhiC4EugFJJpFajhAKzfExTp28E8OyyBWYtWwuXF5gY8fDchTi+KYMeREB35WD12yLVr3F1voOCEmaJOhSpWyoOKrB2GSd+++7iw/90i9hairXr18DKalUS2xsbLCwsMBgMMB2bKamK2i2yyC8Sp5LLFMnU3X6wxFWVARLFaXQWxRZTk4xH0lqkMgcwzCxnAqm7eLaJo1qjXjYIx7ucGh6CjWPKRkG05OTTM9OYzsu62oXP/CYbDaZm5vjliNHSdMcP0xoVeusrq6zur2DyDNqjssrXvEKHnvsMRKR8/q3vIlIZLQmxvj0pz/NU8+cZhTH3HnfPeSawh9/4k+xMTgwM0M0GCJQcSpVrixfJ1QE1ZlxIlvj7PULNOtV7rp1kkP3HyFIfertBpmeU71lDE3fJnQV1uMR8c46m96I3FAxKy6KWsxU0hwLu1rl1L33cMepU+i+zp233kHy02/nM3/+KfQkYWy8gaoINjdWiEKFcnkCU68w6PY4F+wwNTHOy+++m9NPf4OFs89w9Ohh3vyal9MPE0ZhSCcW/PEf/iF3nDzBlcUlnj1/Ed0wuePYUX7mDa/n7JPf4Of/m3/Mb//u/8HE7D5e+6pXcX7hMocOHOTCxYssra5gWA6rW1scO7Sf97zn5zh25Cjbm+t85q8egSxn//45ZqenkEKgqwJLNxB5zIVzz7Hw/HnuP3U7z5w/f1NH9pG/epQTJ05w1513YVkWS9dXUVWtmGqapkUmX1FYXd9molFjamqKrNZAyQTzs/s4NLefW44eIQp98jRCyXPqbomq7bIJ9Ad9XMMkSjMyJGkcocQqI9+n3Z6m5FbY2tqit7NOHHkohsTzBkxONDl85AAqGv1uB9N12Vdr8pa3Psj09Cyr19dw3DIPPPAAn/vCY3zpq9+gPVtIuB08dISnnnoKt1Km2qjzute9juvXr/PEV77GpUtXOH78JLbpsLCwwP79+7l48SIbgy0st8T5b3yTJI3oDQe8/33vYe7gfpavX+fqtWvMz80yNj5OpVJ66bfkjckJQnJmx8fw05gnvvE1FEWh3W6jZII8TkmiCDUT2LpFxbAxFBVdgJ5JRBITBAEWOWGasLblU3FMrHKFTFUJggzNcgiiGIyIOPARWcRUe5KdrqTWrJPmOa5pYAK5SHFKLvvmD7Bv/gCnn3maaytLrGxsMowCNNukVHIZeCP6vSG9bp9vf/vbZELypje8mWqzQf4Xf8729jNkscTYlS/LU0CD9vgY4+PjxHHK9uYOjXKZOAhJ0hQTlfmZGSbHG4w1arz1DW9ifnYfy9eX2NnqYBoG/ihgcXGJ4dCjWq1TKjmYtoNi2Wz1h3SGAcMwIcsysjQjS33QVFSVYhZ3nt10r1VVvTmDJ89zkiShUnJoNuokjsFAyUmFZKrZYnZyglajiW27RFkx1N60Hb76tW8hDY08l7TbbVRVI4tCbF3hyEybn3rL2xBCcOKWI9x7x230ex0GgwHrK6s89uUv8fzVy2z1QyIJ33z6aUqlCoNRhupKtrsdGiUHp1xjtbPG0vMrNObGufcNr0CrW2TPKKxtruM7CWc3LtH3+1T8Em7DpbSvTktO4KURW0mPzraPF/qkrkSzDKSioQkVyzIhdRn5fTa313CzEl7YY8yq8DPveJC41ycNIi48f5FR36dSmqBUnqAz7HLh7Bn8wQbtVom6a3Lw9ts5ND9Lq9VgcXmFK5cvMH/kGNOqzZN/8nEOHr6VqdYYw4lxer0e8+NNPv+5z/LW176a8+fPo6oqX/7il3jNG97IWKvBLUcP8+DPvI2nTn+bIIzpdLcpl8t8/tN/xbvf/W7ar301H/ujP+Lg/jmG/QFPPfkko36PiYkJDh08yN13nuJ/+l/+N9rTM/yP/8N/z//8W7/Ft55+FrdeQ9UMttY3eNmpU5TKLp43Is8zOsM+o1GGIkBVJZYGjm1RLZcpN8c4ODfPqx94BccOHabdbrO9tcGnP/tX7Ns3Q328Qb09huaYnL10mUwKcooRv1ESU63WGG9PAAqXL19m/9wc3qhHGHoMRyMUVZCLFMs2qderTExOFfmLMEKoCjudDrplcv75i5z5s4eJkpj77ruPxdVldnZ63Hf/y7i2eIXVlevccfsdnLrjNv6bf/QBfu/3fq9wvIZ9RqMBszNTjAY9xlvFzKzf+Z3f4fjJW+n3ixjzqTvuJAoCnjvzDONjTWxTZ3tjhQsXLnDPm376JTGWcEOt6Pw5pKowc+gAZbNRSLWNRog0Q1c1yraDZjnojTFs28awTPw4oq+ZRKngxC23srm5CUmOZZdR0oAMFdMqIRQVU1dQNYvt4TqJGBD4Hq5lcuzgHM1mmcX1LbwgIrVMDEUQDIdEvodtWmxub7G6scrSyjIbOx6mC83JSXRLR7dsyhXB0tIS+uwct544yURrjFhkvPOn384999zHnz38MGvrHXQdkKBLODy3n7vvvpuNjS0e3/4yJbuElws0x2JirMGRA/uZm5nENXX8oc/CxQUURaHkFL/IV69e5cy5s1img6rptMbHiLIUqWg0W+NUu0M6wzUSUUwYjJNCHk9KgbIrfKACilIU4ZZKJfJMEIReUT9n6lScItHmTk1hWSqVWpVqo45pWwRJQq/vsbHdZbPbL0ZPjEYYmkalUmFqos3+uRlkNkm73aa3tcbP/dzP8dhjj3Hu3Dne8Y53ous633rq26BKdgYjpg9MkeWSIIoxLJs3vP4VNEolLp49y6XFNfbtq9N0G5gth/13HqM232Ls0DSHXnOCZ557itZkk3NbC6xsLuHsWNQmanhmQFYDS3Px8pA4HSEMCRUFKRSkkKgSfH9U6FGqKXEeMNjqcv6bZ5iwa7zxgVcx0Wrw5MWvs7K4jG1VKHk5a5t9Vtc6nDt3jkbD4pvPbDDZqnH/Paew6zV2ooT17R47o4hzl64hNJvXvvb1LDy/wKXrSxyYnGByZpK432FqvIGuqzz77Gle+cqX05yY4BN/+kle+4bXMTPdplWr8r6f+1kWFxe5++67+fjHP85YtcL1S5d55lvf5MO/8iFc2+GvHn2U1aXrSCEoWTaba+v0R0Ne8cDL+PxjX+IvHn6Y2XYb9b57OHPhIq5b4tq1a/y73/0d7rnnHizXoeS4+L5fjH22i3K+LIxJ/JD15RUMRaVZrmLoOoZhEEcBigaNVov5+XlUy2Jtc4P9hw8x/JM/5vrqOgBCJigI4sTnyOGDrK2toSkK4xMtTENBZAkgKJVt6vUq5u5I6DhJMC2L1bUNFq8/wvvf9w/45je+wZNPPs0dt9/J3P6DTE5Psbh0jUa1hmtbvO41r+WLX36MmZkZvvrVJ8iyjMAbkYQRqmUwMz2NzFKeeeYZDhw4wIEDB/j1X/81UBV+8zf/V44dO8Izz5zm4KH9LF69wtt/+qd5/sJ5lq5exTR+AgrXd3pdJqenSPOM1IswDAMpJSLLmd+3j83lVfQc9k0VrY0j3+Ps+fMMoxRT0SnpOoamgKGhqSp+IkglCEMQRCGa5WDZKqpu4DglTKBkG5QtlYHMGQ2GBFkGIqNi2yiajh+mXLx0lefOniOXGanIKZUNrGqJOE0J/Zxyvcbh+cNYQUa5XGU48Dhz5hxhEnPi5EnuPXUvoRfxf//+H2JKBRWJyGHl6iK6gCAIyIKAyalpOmnCqbvu5Pgtx3AdC8fQEVnM+uoGru1g6DqbWztsbe2wsdmh1/eQwmdrp4Nmm6QiJ04EfhgVWsuaikqRvNJ3B+5ICjFfRVVQFXFzLnajVmcwHBFnOSiCMAzpdrsoVZdmpcT0xBitVhXHLZNmWVFe1OmyuLLC0voOg6go8zAMnV6nR911qdkmqytLPLN4mdmpaQ7PTvK/fevrNJpjrC0vc/7iJcbH2zx38Ty5orI9GFCv1Dlw4BCVSoV2q0XddbANlXLFRHMUfGI8NcG3Iha611mxBswcmaV2uEWsFQOulAmN3FXoakOwAaGBqpBFeaFiruqoqCixBKmgo+HqGkknAC1hfes6y+dX0FSJXTb42re+ymStyebWOpplkgvBt8+cZvHqOiMvJQhjKkObas3B13Qe/crX+LO/fJQDBw5x5PBRUrNEP8hYXrvCv/7X/5rp9mmuX/9PzDYqvOr++9jZWOXi2TM0KmUMw+Dpp5/m5B138t9++F/w/n/4AVbWNjh77gLrW5u85S1v4YkvPMb02Dive8XLef7551lZXeLKwiUOzs/x9rf9FBOtMb7xta/z6F/9Jb7vc//LHuC1r3o16+vrfPUrjzN/6DBjjQZkKSvXrxLFCSpw/rlnaYy1mGi3GWvUGQ56RHGh5dmo1mjW6hi6zuriEs9kGUfm5mhWK1QPHcL3fWZmpxgbb2KVyliOSblWpTfs8acPf5KNnR4l2+L2++5k4cplzjz7zO7a7uXWW49x+vRpsjxhfX0VfyegVC0xO7evmDl+/TrzBw9x/vxFhkOPbz31NFudLj/7nvdw7sx5AL75zW9y9MghDh06wsLl51laWaPb7aEiOfNcIZ5hOyZh6PPmN/00ne0un/30oyRxyPraCv/Lr/6vnDl/jsXFRerVGotXr2HZJs89+zQqgj/54z/k4Pwc995zJ81mk/W/WRP67w0dYH52H5V6jUGvz3Znh8gPMDWdWqXKiaO3UFFNhjtd5mdmufeuu1lZWeH82XNEgxFGpUIUBlRKJXTVIQpHGLZDtVbDtG2G8TZhmBMkAblUSNOUJPCRUc7yledZ2+rszo1WQdVxyhXGx8dRpcAfDRn2+iS7EjOuJlHzGxOYFYRQEVJBajqXry1y9epjTM5Mc9vtt3PmzBmeOXMWVVU5cmAez/PwRj55nhMMRzx/7jyGYVAvV1DynCTymZ+d4dRtJ+l2d7h65QpxENDr9Rh5AXEcMxgM0C1zd9aLSSZywjDm2TMXqNTKJEJhfWOTbn+E4zjoEsIoLtTphUDujlItVIS0XYNZbMWlyDFUBU3XybKMTr9HFvuQVDFFSqPiohkGg9GIS9cWWVxepz8KSYQglSq+52PoeuFhticxVEE06lGzdMgi3vaWt2O7Kv/gve9jY6fHVLvN6efOoxkmQlHZ6QREYcb4WJvO5lVWr1xlpj3O7L5J3vxTb+Tq2hUWNi7Rywd00gEty2Wtc40F7xJu1UBzFLBzyi0XoUliEaE7Os1qlc6gj2pI9FxD1w2kADVVEAIcDFqVEpHUuLZ0ia62xf6peUrCJtoekvsxqe9TskuUrQqdnSGD4ZDusE8cSXJFYXlzi7G8RoZCb3uLre2AtZ7H4maPMM6xnRK6U+K5c+e55567qBrgdzdJhjtMjVWp338frfEJnjt7llOn7sa1LcYnpzh/thCz/aPf/4NixGsS0mw2CYMYk5yNpSXarRZf/dpXyaKQ2alpvvGVr7C2ssqhAwep1+sEQYDIcv7Be97Ns+fO89Vvfoto8TppFBKECa+67y5efv8r+MoTX+bCxQXGGnWqbgnXNDBQqVRLnDx+GzOTbUpOmSuTF1EycGyTKAgZ9LqoSGrlCt5gSJplhH6Aqam86fVvoFQq8bE//TilcpVayaHhumiahtfp4HW2UfJDN1X5TdOkVqti2zZrG5uYpsnY+DjLKyvccvI28jTnxB23862n/pDkm0+iqjo7m1ucPHGMsbExLl9eYHV5Bd8bsX9+ligOCkUtKZFZzuREm8sLl1i4eJGS43Ly1lsI4ohf+7Vf48O/+t/y1a8+QalUolwpcfnyAo1ajZMnbuHqpQXm52apVUqsLi+iTh59SYzlzTG7zXIF3/MJ05gg8DE1jYl6o5jn0WhQOnKEneoWU1OTNJsNhMg5depOxqYmyFSF1vQ8y+urrK+uIPK0kH0rVeiHIaMoRzctoiDAVAvF5zTLi3GuvW1MVSJziYJBEAYMRhrVahVDVchGHlLXUfOMREDfzwilT7VZx9BNAj9iMVgh2OlRtV16ccrw2nUqzRblcpmNjQ2Wl5eZnJjEthxcy8G2i551d/eDg8i5fvUKikjxhz2uXLlEv9/n2eeeK4zlaMTExMTuvHWJ5dhs73RZ7/SwLAspcwYrqzj9ErmQ9AYjEiFxShV0RUVVM260v+Y5iO8aNi6lwmDQQwhuDvQSikBTFdI0p9svpOHKjo1hanQ6HVY3t9judkmEBoZDmod4UYLWH5LnOboKlqYwPdHiwNw+Lp47z2tfdSdXry0z6He547Y7OP/8JZ479zxJnAIKugaNah2R5KxdW0ZXBN7ONp2tFTZ32lCG6QNTVOw6cRXMpklJFwhLUKqraLqgXK2T5DGjcISuSoSWgCKwSiqKpZPfmL0swDSLqZZ2BvHQo9mqoCQ5dx47wYOv/Cm+9YWv8/izZ7jr2ClsYTDs+Cxev07g59QadSZnBFtbfTIJVtVmc7vL+saAkqtQqhqMUsHZS4uEUYphO+iKyu//p//Etfvv5cT8FHE4IPT7jN96C7Nzh7nlxO3kUqLrOu3JcdZWV0jyjG996ykO79/P9PQ0Sp7ztS99ifbEFGvXr/Lyl7+ctY0Njh+7hSeeeIJqqcTmxgaryyuINOEDH/gAr37Fy7l8+Srd4RBFFgLOg+4Ooecx2Shz9513MNFs4JoGqsghzyhZJkcPHmCyPc3UdBvbdJiZmqQ91ubw/CykkqnJCUaDHt/eWGFubg7DNlGEYNjtsr65Sa7AeHuSW48c5k2veQ0Ll67w9Ne/Trlc5fhtt9Gq1Dhz5gyuZWJYFoqQjDdb3P/AvSi6wpUrl1hZX6PVapEkKbquU6s3OXfxeV73+jdg2y4f+Z1/x6H9+9nZ2WGyPUGtVmVi4i7O7fbVr6ws87KX3cdEa4xut8u+mVlWV1YIAp+Tx09w/do1tra2sJ0S//E//kfGx1tMTk5SrpRYXr6G5w3p9/tomsZzzz3H8aOHec2rX8lXLm3/mE1lwc0xu2F/yMbmBoZjU6tXqTguk5OTzE5OQS5otVqUbIexZotMCupjLd72jp8hzjO2u13CNGN9c43lpUVUXWN2dhZ0g2TkoeoGcZoRpxmtsTEsmRDLmLGSzkyzglluMLyyRohVbEOSDKmAapigG9jlCsPhEKnkKJqKZhiIXJJlOYqUSKXwMhY31skBu2zztae+DUDVtRBCsHDtGgfm9jE2Nk6apiiailNy8TyPa1eucHB+BnVfG7vscH11qVA/t038JGKr32et16VarYOikApJr99HSjAqVYLAJ8sl/Y0BKWAaoJsWcZKg6AaVUpl0d3bNDWuhKEVRVVFsrJBEEbblgqaR5cUvfbVSwlIgjwNKlSoDz+fSlWvESYbllBmfsljf7rG6tUOKjoKK5bgsr6zhKILp8QaxN0ATGUePHUHXDI4euYWSbRcNCaaJYZh4XoBp20RJRhIkJCMfNRXsn59hdmaC1lQDtSTZjLYYxh6ZCzvegKpsIE0VzZGYDkgyLBuSIMUwBbVWpZgYGAbg6GQZJHFaPDc05O71a0KiK5DnKUcO7efkyVtIM5/hqMPk1DjHbjnEYGPE1eev88xz5ynbNVrj0+RCEKY+1UqTnW4H17VwLJtyuShV8vyITMkwDRchYOAPmWuP8fkvf4VvAA++7iT/+Offx+T4BEtrA0a+V6w3jjhy7CiSnGe/fbowKIbGiWOFVqOtG5x55llOnDjB9toGhw7s59LyInNzczRrdZ568klWtj1uOzCJY9t88uGHuXBxgTvuOsWb3vpWbr/zDj79+S/QGQy59fgJLly4wNmnT5MkMSdP3Mrc/jlcp4RpGRw8fIRGs87m6gbTk232z+1narxFFqe4lsXG2gaDOGJ7a5PZ2VmajSbLa6t0N7cZRQFry2t4YYCt6uyfmWasWsc0Tb75zW+yf36eB07dzfyhA1Qn2jx5+ttcuHiW69evMz09yb6ZacbHx0nyjFtuuYXT336GsZaDqttMTU0zNbmPV736NTzx+Jf5wPvejWNbXF9awveLWWDlcpm1zY1iDIkfYFkWjzzyCNVKhduOn9hVKlIwDJ25uTks16HT2WZjc52SV6JUKqFImzCKkFLSarXo9/v84X/6Iw6+7K0/blsJvGDMbrjTxUVBJil6mlEfb1Erl9BUqNUqGKjUaxVKpRKaqaE7FhkSTaqMuZNcu7qIpgrKro0AoigA3UBVVTRNw3ZLyFwUjpUsCtdP3XkHb3zFvfT9iM38G1xZ32ZiYoL9+/czPj5OnqQkaY4X+KAb5LFAZAJTgGZaWJZFlufESUICCFNDJDleHKNaKnkqGAQxmlpkyBVTR7MMgihEqAphmrC+vYXUVTq9Hcquy+raGmMT40RRQJgm+HlOZuioukbX9wmThCzPixIhVWO5s4PIc0qGQkpxngwFS1HQtaI8xDA1VKGhaVqxFqGiiBxFUYoxPFIU8WIh0A2DdrOFaVt0d2Ojp+68k0bZZnNtGT9KURSFnuex0xsR5QqGUyIIYnTLwQ8jRBohI5/tDYeSAStL17l48SKWaXPg0DEOHb2VIAi4cuUK29vbVKtVxmZmcByH0c4O3Y0NDu+b5+47TnDr8cM0p2pkdsb14RJXR0v0TI9yo4pUU3RTR9UFWi5xXBNd5jTLFnFGkaVXVcrVMkEQ0O2EZFFCxbLRVIPQTyCHkusSjCKq5QpR6LN49RKB08Ub9UDJuHTpea48t8jipRUCPyT2BZtbQ8TuLKk4DpFJIUh86MhBjh07xqUrV3nq9DNEmaTaaBb1uL7KyuYWdRve9fY384/f/w4qeo5TqlAKJGfPXWJxaYXXveY1tFqtQon+gZcxOzvL5uYm/mhAZ3uTOAw4sH+eWrXC/Pw8puMwNjbGVmeHLMt48MEHOfPsc4w1mkXiVAgmJycYDAasLC0zPTfPfffcy2Znm1wqTLYnmGi2uPXWY3heQG/Qpdvp89y551i+vsTLXnYvqqoTeSO8fp9Wo46um3jDPqqmFGVHS8v4wxFpmrK+vYWi60xPT2NYJp1+jzxKOHHXLYRhyOc+9zksReHyuXP8d7/6a4xPT/LlJ5+ks71JrVxh+dpVulvrHL/tBFsbm/ihx5lnnmVjY5OvfOVrPPi2dxCnCZ/7wudxSi7/5//17/n4H/1H7rjtNgzD4PTp04RxjOUWQsVRFLG+tUkw8mi320yMj3P27FlCP2BjexvHNFle3+Se++5lbv88rutQLpexNnWuXrlEEPhYps6l5y+gK1Cv1zj4kpjLAh2gVa4SpDFCVbAMC01AHIQMe33IBVmS4roulaSo08xUSFXQbRPLstje2cLSNGanpxEUZTBhFGNpKo1qCcsuEXkjhoMeNhkVQydN00KZudOn3+ugojA1NcX4+Dij0YhOp0OaplQaTaQ2RKpaIWycS5I4u1mOk2UZiqGjmhZZHpJJ0DUNzVRIkxwhYKxRxfN91sQGnuex3SkUnCM/wHVMBt6Qzc01Fpeu0xwfo95oEmU5imGg2jZpnpPqKrnQEbqGoihFAkdREIokysTN2jpNgSwvyoQsxSx+MBybLMtIE40kSRBpcnOqo64UYQHbMqhUq9iOiaIaNBqNIksfRniDLsNuF4QkE5LNnT6jOEEoJnEuSHKBIiS5SBAq6DJFJSPWVVSRIhWVRMDA9+kNhwglZmdnpyhjUTQ2VteKH8M0Y6LZKqoEpmaoVcuFIMNYibjWRhEGI9sjKCVEdkpq5Sh6hqllGKqCISUqu7sAoSDIkZmkYVfQKpJACVGFRp4rIDRkLtEiQbNUpT3WZrTdpbO1CXYEeUboeZxZfJbu6pDOVo84gGqlQrVWK8I8UUS/N0JTVBzTIglCLi9cYvHaIlmaYFkl0jRlMBphGia2YRCEIVeuL3Ju4SINV8Xrjdjppky25zh263HK1SpBFNHtdqlXaxw8eJBhr08WF/WzKhLbtrEcu5gMmsSYdlFTGqc55UqVO+84xfTMFPv3zdHZ7dleWl0jTBIWLl9ieWWNVOa41RpjY2PMzc7QHp9AZRvPGxJHAd2tbbbW1jE0hX0zszSrFRQp6Ha7hTCHlAiRIWVOGIb0+326/QFpnjEztw/HcW56d/P79lGvVrEMgyOHDtFujbG5uUkahZx/9gwly2J+dpbPfO4LWAbcdep2ZJrQGw6Ym5vDG40IAh9ds9jYXONP//TPGBufot2e4lOf+hQLCwtsrq+zvr7OKIxRtWKybJqmeJ7HaDTCdV2kAguXiuuvl1wqrkutVqfVnqTf79Pv97n1xC2MTYwTRHHRsq2raKpCmEimxlvs2z//UtlKYNdgllwX4kKlGyAMQ7w4xPO8ot9zV0hYNXRUTUOxDDTXQrFNLN1g0O9Tq1QoHz1ImqasbqwTBz4mAs02kZqCpauM/AApUixL5cqVK2wtX6bT9xgkJrFiYGgKSRKxsrLC1s42JbdSSGUrGpkUSCmIwhBN01BkMYgtThM020aqGmhF7ZBt2zimhYqCyHNklrK2vkW9VsY0TYIkZBT5pHFCLlzyYES15DIxNc1Ee5JcUfG6vWJgvK6T55JcUUE32J0shlQANUeSFwZSAVW9MVFToO1uOaWUmIaGoauYqoKGQpQJsjwDVRZeOAqWYeI4DlmeE/ojbNMgyTIuX75Ms1omz4pWvsHIY7PXI84U0AVBkiJRi3UAipBEuSTcteCq1MiHPpqm4XT6rG5ukQmVze1tojjArdYJsxR/5OEoCqVKi2atiq6pBIFP7qdEIiF0Qsy6Tq1RxXZTQj0kNTI0XaCJFJV8d3ilgqJqSNUgThKyPCEOQ4xEwckNkkSgpRJXFjPVyXTINWQCSZgQeSGyH+F3h6RhRBrGKEKhVq7htppMtvfRaI4hVYXN7S1kvkw0imk1xqmVKvSHPSLPo1ku49Tq9D0f1zaBYucz066RS8EXH3+CqWYFVUgmJo8wObsP3bDQTQtN0zBNE8/z2NjYIAxDfN/HCwLSPMM0dTIh6PUH9AKPpa1tzi88j6Hp3HL0MPP755gYL9YoVY1USHTTwBv06Q6G5FIQJQn+9jYyF2hSEHkjlpaW2OrsMBgM8L2iNTmNI0SeIvKU7Z1N1ldWGY1G1Ot1VFVle7vD1sYO9WaD/YePYFkWSZZy5tx5FhYWuHLtGseOHePgwYPM79vHsWPHkLngueeeY3FxkSdPP83Evn20J8eZqFr4Ubw7FA1cyySNQnQkSp5RrtaZn91HnqT0Ol26Oz2iwENFFqVQtk3LLQy1kJJma4yxsbFCn6DTRQhJ6PkIoOcHHJyd5fjx46imxfLKCp7n0R8NuXztGs+eOcfSepdmo0SjVqFUq1ObaFMbn/rxW8kXUIzZTWKGgU8oUpREJ1UkscgwzEJh3TQMhsMhw+GQHIlTr2JXy0QiIwwCmnoJU1WoVhxMXUGTORoplqoiNegNu7iWgrQNZCxJkozFlf7N1kiPkJCQK5cWsFZc1rc20Q0LTTfp9bo45fLuOAEAlSwrflk1RUVTi9dpmoIEx3Iw9GLLPt2eZHZ2ltPfeopBf4Smqji2TYQspMyyjCAIqNk2x44d44FXvoqZ+Xk2t7p88+lv0xmMiJOAJBOFIVQoEjaKAvLGoDEF1TQgz0AUg76QxUTNNE13hU91VFVFpUjsvFAEVUqJphfJMN33SfKcwTCg5NjYZpGFVMgp2RaoGmGaEacQS4nI86KESZEoUpIDmgbSMFBMF9XUURCMvBF6VrSkbnaLBJMfjNA0hUrFpVkqM+iPiIdDPH/I2uYGQTjAaVrUZmp4poccUzFUC93REXpOJhNUHWzdoBAFKyy0VCVS5KQiQUlBpArhMMTQLQxs8iQmT8FQTRCQRII8ztgKt8lGIU23BKOYztY2Vu5w6MBhupaPMVVmrDHLxPg0mm4SxhFS5vijgHq5xez0Pibb46yvr6IqEtXQsZwK1s4OQlHZ3NlmFMHU5CSmabDw/BWcWw8xNTFFGGUsXLrM6soKlq4z1mqw0+3ij0Z0H30UXdeJ4xgpi2eZodAb9NnpdtnY6XB+8Tpb3Q4TzRaWUyiu65rCztY23X6Prac7eGHAtcUlltZWSSUomopbqTLdnsT3R2SRz+rqKkkS4Vo2s1OTmKZNuVRsUUejAWvLK1y8eJ44Tpmbm6VarTMYFTs+oetkqsrIG3Dp0hXOnD9Dp1NUoIirlwjSGD8MUBQFTVGRCswfOsD4VJv//f/4dzSaFVzLomSbLF+5wpFjhzl0+BArq6uUTJPJ9jjLKxs88fiXQAqiwLu5kxJAlCa0xtuousL168tEaYZqmFSyFLtUJt7q0O0NUJVCXzeIQmqNFq3xNmcvXCRKM8Ik5fyF5wsxm83NYv6SboJuoVgKoyjn+tomJ9v7/36t4g9BB1jqrNP3RsR5imaZCF0lR1KpVHDLDqg6IIiiAC/w6fsD1G2DURwyHAyo6i5ly2RivIlr6+TRCNco9PoyKRnJlLJpgG2SiBwtF6S5QAOqFQWRgswgyxOCXoht2Rw6cpRSucrla1cJwxDTssjSwsCYpompG+iaBglEQkAqIAfNhHDkkfohR+cOcerk7Uw3xlhYWCCMg8LoJwmO42DqBmkYMN2eZGZyivnZfRw4eIhatcXK6jqXLl8jCrYRSLJd8y5VBXmjOUvkqLuJX6lqSCERIkdTlJszjrIsQ2YppmlimSYKcrc2Uy+25YoEkTEa+ERxCoZOGKaoSAzNLaZednto42OYmo5EQbd1MqEiMEARkMZIRSApJu2mUiFGRZE6isgRmoNUJKM4ZavbB5ETxiGqIlDUnFK1zMj3idOY3ihjaV2ytiOpjkpM2dNYs04RapGgpgkiTJEiwdZ1FFNB1100RUVRJZlIibKcKM5IdkMiplbCsVzQVUTsEyYZaayQJzmRn6PnWiHkgk67PoHUI4alLnbm0KrWSTsqtlqn5tTRhIbfHzEMRii5oFGtMD17iFZznGa9jG4qDIZd8jynWqvTqJWotSaI45jV1VUmx2usXb/C+vKIW+cz4ihnc2uN089cZDDsoSvFl6JWLdNq1FnbKMR9Lcui2RjDKZcQIiP3PPwwYnV7m61ul0SAbttYbgndLpElMRkKTrnMyvIag9GQy9eusnDlKppl45RLVKMY27bJTQNTK7rAxifGmBhvM/LGCfyQJI3p7Wwz7Hfo9wbsdLaJ0wzTMZCqUnSYlSqs9rqcuXKV7qDL+tom65tr5Dm4FQdGHuG1a6zt7BBFERoKkxNtbr/3bk7dexemqXHu/BnGxsYIk5Cri5epuC7haETkeUSex8zEBP4w4NLF6wBoqtgdKFfkKaIkZXV9A9VQidIMCYy8gK0zF3BdF93UcdwK3rCPVHNs08Jxy+x0euw/dJDtnS4jL2Cns0MuBbbjkuYZ/VGAFybIXLDTKzzfk6de9mMzkN9NIe827NHzhqR5hrE7clfRVOxyqShG13UarWYRr9zeLuZjez55lqIJSJOEXNcgzzDQqbo2ZUcnyyUDP2RyrE6U5CAyQikwpIk0YxSRYFo2piKojTeQqAx8n1K1xtTMJKZdjHRdvH4dW1URuUUah0UsL00hK7Kuhm5gSBUhc5IgQWQpAgFpTs2pcOoNb+LE0VvY3Nnk0qVLrG2skWUZ250dgizD0g3KTpmKU8ZUDCI/YjQYEfoReZohdo2luFkNJEARNz1kpIquaUi1MJJIeTORI4QgEnnR/igLY6koSjErSUpUBAqiiM36PhhF+Y2/ew5b11AVA8dx0DQNy3VwpUYWpkRxXoQsNBVVUYrxuopCKlT8VJKIIu6mSYmuqahhjL69g6bseraaQpalhHFAKjNUS8NyXTTHBDVFmAo4OsJSiNWcMAvRY1ANgb4rJ6YpKjIHuZtdE3lOliqkCaSJIJOQxLtz7AXEkcT3EtJEkieSPBJIP6FkWDimjsgUGuUax48dR/EVoq4gi1IGQZ9kpGKafYbDIX7kodlqsQUVORvdHYZ+j87WBsNhF8eyaNZcSrMzTLQnSZKMAzMzVF2LpNtjg+tU3QYH9x/m8vI2Fy4t0ut1MHQVmSY4zgE0w8QLAtY3N2k2m1TrTRRNJ81yoizDD0L8OCLOBRKVDAUviuh0e+iaiuWUqNRrhFGC0BQq9Qbj7TZurYZl2yRC0B8McOpl0ignjALKWQlJUSkhspw4Crlw8TzNZpNSqUS92Szild0uAJXWGMN0xMp2h06nQxBHjLKISKFIhmYxCYLNYQ+7ZyJzgchydvo9+IzCc2en2dca59ZDh1B0jSef/hbZ7jZ80NmhVi7hjQYEwxHHb7mFWm2L7a0eGzt9yraDF4UYlkMUpIRxjJKpSKBcrWAYBmEUkokcVS1sSntqhtD3GfYH9AZ9LMdmev9+Bn5QdDpVinyDFwZFHR4qSZyDqqJkcrdm+6VDB0hNlViDWAjSwtVDJAI9sKgEVcqWQ9ktUXVK2JpBqVQiyVISkZNkKZpQadaqzE1PUC2ZxNGQLIkYegGq2kWaDlIxmJ6eJk9TsiRFJAlZ5BMmMWGnT7PeKIZV6TpOpUqv12MwWmPkeYU3aJrkWcIoT4nDCGRR6J3nOUqmoCs6QkKeJ2hAo9Rkcmwc17BQhWRybJxK2UVHoV6tsLm5yWg4xK7VUXKIw4idzS3CKOPipSssXr2ONxhiqMbNX8y/1mMvSoM0VUVRVQzXxS1X0HWdwBvhj0bkaYZE7m6/C0Ma7RpMVdFvPnghBZnIcByLMM2I0hRdM5FSFt6AY1IrlTGtYtaKbliYlooIE2SWgqahqBSSdlqx1c8kxFlOnKlk6a4KlGkSZTlBktKqlZmdnSbPEnTXJVAMKvUaFdeh3ajSqlfJiNFrKqVWFV+LCWWCyHMsRcc1dGzbxDR1dFVF5JCmEiEzBIJMqkjNJFcEaZrgRQl+LMliwajv0+94RFGCkmtYmCS9GFmqgg4byjq5U6aul6lUq+z0BuiqgedHJH6fcgnSOCHyQ2SUIU2Tdc8nzgUVXSPyhwxHfUy9gaFITJly9eLzxHFCtVKnXZlmX3sK62TK8SMnODJ/lIXFbcIoIo5jSm6N1vgY9Xqd4XDIzq5GqlQglTmjMCAII5JcEAYx/cEITTdJERi2g2oUXV+maaCbOnmeMzE5TZQVGXnDspEoOKUSNbeEa+rMTY6TBsHNXcnmejH0K8uyYg07O9RqNerNJo1WC9d16fZ79IcDdoKADT9hx/PxfZ/0xpA312Ky2aTdbhOHISsrKwxGPqJoJsPrDvCffYYrV67wurvv4s2vfjXdQbcQ8KhUKdsWnp8RRyHNeoNLV66i6yYTzSYr11dQgDiKMDUTP/CRFN+FIpUpb5armU6Jo0eP0tnaJo4iDh8+ij8csba6ilQ1VMPk7NmzBHGE65ZB0UgzQRAn6JaD6TjEceGJZ6koru0lRAdwyyWCJEaooCg6SZIQRRGG0qdnWUw16ggZoysatapJtTKGaujESYbneURBzPTkGIf2z1Iv2/henyD0qfYH6EhGfkBrvMn0zBymaTIaDImiiCQKGYw8WhsdmhOTBHGElxYxj5WNDToby0Rxyr59+4oyokQl9U0SWdRmSVVHVTUibzcRpBRph7LpcvTwQQ7uP0CjVuHy5cuYZtGXi8hxDBNNgq0ZTLTb5EnM2voWgye+guXYDPo+/qDYnlla8QuXFzVAFBsRwa5tQlUUqtUq9WYD23ToGTppHOPHhZycoWlICk8zzvNd79L46zimzMmClGazjI6GImKsUtGmh8iwHIsgCvHCgDzPCeOIXMi/rutUFWRcKMbf/O2VRculEII0SShZJrqhYhs6VddiX3uCsXoNQ5VgWFzr9PHCFJlFTDTrtJpVIuGRWilGxaBU1ZGGQJTyQt+wZGC7SqERgEa228GV5gmKKlE1DUPTSaSKkiqUjRp5JPC8kLSbE2wFDAYjNDRKuoMjDISICBWFbtjHkwOaZpW5MRPDdHAqVfrdFJmDU3EwHAMv9ul2B3hZF7XeIldALxXJP812MOwiix4MPVaur9KoNSkJhSv9Lr2dDtOzM6QSPv/lL3NlYYE09qlVy8zNzTE/P49tmKyvr9JqT7Kzs4XUdMI4JozTm22sYRCz3e+TKGbx+QD03T7YLMvwvYDt7W0M06bv+aDrSM2g7/lkqkpdUVGx2eoOULOMJKcoPvcKDzKOIwaDASXHwbAsypVC3Nst2TcVs1Z3OvQGAcMwJkkzNNPAdEvFDkeqjLyQJEkYBoVUoWlqZGmOqsDAjyBJuHLpKs9WqnSGXcbGxpjeN41qqFSTmOvLS3i9AbVajTAMCaIiX2BqCkkuyfIE3bDJ0+RmaZwgB5GThD6aaXL44H7GmnWWFpeLWlbbZWZmH6DQ7w2ZnD2IU3KxLIftTgf7+iLN4YgoSRiMhjhOuZhqKyLy3Pv7t4o/BB1gZnycLIwJhj5CJliajqqYZEHE1toaFV0yN9um3KyhWuDoJtVKBaSCN7AYjULq9RK2JtFUQa1SxlAlShpjjjdxp6ewTJOyLrAMiRir4Ica/YGgpAjMVHLgwCGcSplIEfR8j9jrMWxUaLTGOHbsGFubO5w5cxZTVahUKvSGI1TLII5jUpFRc0wwVMIgodVucc8D93LbXbcjFUm9VScOd9scB32C0ZBqyeXYwQMkaUp1Zo7eoEc/8Am31+nvdImSiIqloKsKSVLUWeYYqErRRpbnKapaeIyuaVCyTAxDx9RVDE3FNAsvMsvzmyVEAFIIyOObHqYqi7EaozAEzUQ1HaJUkIoMXVPI/BDH0OiPvN21JAxGAXmaglqEQcq2RZbG5KL4wmqaQp5GyDzHkhJDSPREpT3R5MT+OQ7NzlBzHDQpSBQNQy8zSnPS0AMlReQR9WYJo6GRVwV5WVKpNlBqoLoSqeaQiUKKTNXJkhRVAdsyULQbsdsUV9WpOSVSD7I0RfdUop7PeFxjrjFJFEWsXl+i2prAxaBWKqMKjXqpSrPcYrsb4vdiNrd2kLpBuWSSGUUEWTFMVNPG0h1yqeOFEZ7XQUfgaBaKZhNHCXqSUVU1Jl2HpmvRHfbJ85DNfk7nUkAc+PQ7a9x+cJax6VlUwyZJcwbBiI4fs9npU7LLzB86jCIl/W4HKXK8QZ84Ton8EF/JkJrO1tYWSRhAljEYDhAyI89ztjc3WVxZZ3mjwyDKGPkhgcjJUBjqGlHUxNJU4gw625sMel2i2EPmGTIXNFpNGs0a7fY4tmEy0IqGhtDRGdkWzigkUBSiOMYb+Kiajmk55KlKGAwYjUbIzAQVFDRcRy0y7yIjTnMUIQsDnaUsri+x6XU5evwY6AqKZWCVHJJcYFoG250BUVJ89Cr1Cjv9EVlaeH2GaRbuayawHYvx8RaWZREFPrZpMDs7i+cFNOpjuOUapmEzNXOMaqtNqdLAtl1m05RbToQMBkOWV1dYXl0ligoHTlUGqGrwEpjJv6YYgqbplB2b8VoDFA1Q8EOfLA3RyRn0dsjaFarVcSqlEo5hUrYdSAUlrVBPMR0byzSQeYYfBAwHXUadHtFwALaLVSrh2hYNp4xuWAx1BZlG5EmKcEuMV6rUxpokqsR1bfZNjNPf2UIXKWoSocuMsm2TSomMU1RFQdUM3JJJgkIQRdimydTUFPv2zaAbBoNRH13ViMOA7k6HtZUl+t0eqqLgui6lkoORW3SHIzr9IWk4QhEJll184NJUkowSzF3ptFRIhCwy5EUyvAgJjEajm4kcbzgqai3FdwqdSviO+MuNv4RSlCIVIT5BJiBHFNl1BQxNokkDQxFITUGkCZrMsDUFdrPvep6jqRpSkbvFzBJNBVXV0TWFqmvRqlZpVUqULANbVXF0DSUvBFZMwFZVDNNAagq2o+LYOqqtIi0F4ShIW6CYCkKX5GoxEE+VKprQMJScXBWou2M5FASoOoqqYsmijnXkZYhuitoX2LFO06nitCYY16voAlzDwtQMwjDG60ZE/R2CYYQ/iun3+pAbhFZKIiQaOrkAyy5jahqbo4AkyZAS8t0snJ9llJMULY6plVymWg1mJmewHZOO16cThaR5QhJ6tFsNZiaajLXbRCgsr3dZWl9jZ6eL53nsv/0k+w8eRCQJUeATx9vkWYZhGFiWRd+PsUyLLEnZWF+jbOjUq2Wq5WqhcP78FVbWN1jZ2GLoB4RJiJUmREkCQpAkAteyEVlO1/PoDvpIISi7JtWKQ7lawbIMZJYTJCO8YZ849NAUhXrFoZVkRc0woKshqdjVKSikC8hTCVKiqNru7kZBQaBpCiXdYDAYsr3VQXV0LNtG1U12+gNymRFlKZkQhEmMbajYto2uQ5hJosEISfEjrWpaUbNrFCVZk5MTjLWa5LngytVLuE6VNBYEfszGWo+xsTaHDx1loj1LbWyGSr1FpVRF0VRELgnDkNnZLQ5sb7G93cEPAnr9DsPh8O/XIv4N6ACmrmHbNuWyLNrWpERVJVLoGJbAtTVajRpT7Tb1ahlT1TB1qzCYdoofpORIciFIoqJ+czgc4o1GJL5PNBiRVSromoZhGNhlBbEb39M0DccxKFdc6vUqqQaKpTExMUZtpUy/P2RtZYUwjDAUMM1CZp80Jxx5aKaBhoJtmkxPTjE7O4upqSwsLOCNBkxOtOn1u2ysrrG0tEgcRYw1mkzoGpapEyYp164vFcIaZIw1KkUraMkhjnO07W3izR5JlCCyjFyCumvuisJ5ebNWVdd1fN8n2m3nulFcr+xmzW/w3YHrXFKICisKuchvVCwhFFB1Bcu1sDQVU6WY1CdMcktD1YqawTyOwNSQsih5ymQRAjAMA8cyqJVcxpp1arUaiqIQxBGGrqKKnFGYEASCREqQGboqbz4n09SRloSSTu4IpCURhkCoGSjFtk6VKpZqInaTYIqyq3KvUXyJFBtdFfhpADGYuY4uwZYmdbtG06pw7eplUkshJycKYqIwJ09kkQgJcgb9EQiDWM+IQ4GmmshMomkGumGRJiNEJpFKMdIjRxInKb6uo0QJ5VIZ1bbRXBd9ZJEJSRxG5NKA3RrJ3TlhSCnxPI+dnR3iOKbeqHH4yEHm5+cZdDq7LaUGlUoF3bBIpEZmOpQqFXRNYWNtBdKIfVOTVKp1llbXiqLs3gDPD8mkKGo9dZ1cQhwlbGxuUSmXMDX95pRWyzCYbI8z0axxcP88hqGzuLhIv9chiQJ0tUj0qapKo15F6jH5blIkiEXRbCGS4vO622GmUrSg6opGyXaoVsuMuS61NC90FRQFu+SCqrCzs4MgL7L4eY6m6Te/q3Nzs2RSRbMs+l7I+vom1WqV8YlWoZsgJLZlEUUxvV6PLIVYTYmjjDBK0EslKuUGBw4c5tQddxHnelFnWa1imCa6biKEYDQ3R2+3oH3oe3Q6RWKL5Nzft138gegAKsXWU0MiZY6uaTSrFdySRbli0G5XOXpwjsmJMUxDK2b/qDqKpqBIlU53QJYJUpEjyIrkhK5j2zYmEq/Tw/f94iEIQbkeoZkGiqLglOybhcK6aSDIMAyNZr1Ks1FjNBgy6nUBlVq5hFOu4DgucZzS8TyyKKRaraBpGo1GoeUZjIZsbm4ShEWXwcbGOtvb23R2tlBVFcM0MT0HZF6UMuzskCQJ9bJNtVplenqKWq2C50WEWcZ2P0DPBDJKIRdIdTdrLgQykyRpUT6kququd8muWHBh+X6QsbxpGHedUaEWosCI4ptv6hpl22Cq1aJka9i6QpakRElKJgBFB1Sy1Cw6fZBkuSBK4mK2tG1TKZWwTZOy46JoKoPhiDSM8BwHVZGMwoRhJIqid1VgOxoYNla1GNmhGybS0MkNgdAFQpPkqgpKhqIUnx1FlwgpUbQiwqtIECJDzRW0XENTNGxpU9FcdFvFTwPSYUogPDRdIegFCCdDZhJds9ClRpZnKEoRchCiKIhPMkE+8hC5CqgYhomeCPIkReY5aCBVSZoLwlTgxSlKkrCRDzHW1hkGEZ1eUZ6jGhrVag1LUxD9Dt1On1iskOsWnuchs5xSqcT0dNF9JqVgOOwjhKBarZILiVQMwkxSMh1s10FJYzQF0jhgMOgThCFLS0usrK+ztrlJJwxQVBNF18h2JweILCeSEbqmYpRcWuNjzM3MUi7Z1GsVKo7JxMQE/c4O25ubJLHPeKPB2HiTLEnZ6g0I/ATLzHEsgzDUSJWcTOa7jRMKJccmSRLSNCVLBZYqqZTrHNg/z8HJKeq5RMszdvwhsd8liVMSJUc1VFTDxHFA1y1Cr5Ad1DSdqalZvCji6vUlNE2jVqvRbBbtoFvb6wyGPTRNY9Af0W7PEIUpo2GI61Y4eOAot528kwPzx2g2JkilglUqU7IdNNNA10wUBWzTolQqMTM9TbAredjr9XjmyZfYYJq6imWY2FYCUsVxHEplh1rdpVFz2b9/krFWGcc2UUSO1EBRJHlatCbGUVSI5KoKhqVRclwMVZKqBiJ1KRsWuhCYhgFK0f9qWRZ6ycUVKnGoFlsOmZPLDKSgWikzNT5OOPRQhIKiaJRLNQzHJcwl5WqV5bV1RkG46w3GhKGP5w2xHZtJd5pcpGxub9HpdYsecqmgoBJmCYPAI8syvFEAioLjODSbDcbGxmg2m7iuTRznN42/8gKFoRtIJFIU2+sbSZjv2ol/5///fYyl5K9z7yig6cVsJV1VqJVsxiouU+MtGo6BaxeKNnGSkWWCJCtipGkSFd6uyIniFC9QSbIUw7YpOw6GUfSyx3FM3xshkoSybRWJmSwHwyGXCoqak+cqhpOTJhYqJUzDIIfdGlOlMJCqAWgoqkRDohsamcwQ5AiZIzOBSEBGOSLLMTIbU5q4qlvc/ygmGkSIYYZqQElz0KVGGEeUGyXMskuvNyQSGUnkoWkGpuGiYBAHKUEYFYkLVUfVAuJEEGcpGAqoEiGLmJrIEkQU0U9zuv0hZdMgSSLyXDI+NclEfRxTgyjPiHyfYHsbza0AYJpm4a3HCaP+gDwM2FhbJ41joNBSVTSrqN7QVTRySq7F3Mwkk2NNKqUSuVQZhQkXF5dJ8wyBWjz3TICaoxkWpqWj7rb4qqrK5OQkB2bnKLkWYeARDAd8++nTiCzGUBXaEy0OHzxIo1mju9NhEIaYYYqtaziGhm3qpLlAqiq61JBK0SghRVHNgJDoauFhtqp1JsfHaGkmSeDRDT28wCfXFOyKi2EbAAwGg2ICZSowDYvmxBRHbz2OUFXqrTEuPn+FaqVCHEZ0dzr0+/3CealWMQ0X23IReUylYrF//jD33vcAJ46fYmJ8CseuUi+56KaBrhbaqYpSNGBYho5tlxECSiUX13GoVas88+TfwdL9iCgMpmlSdm10pYjDueUqpbJN2TWxHQVrd2B7liUYmoKh6SiKRpqHRYeKXtRcCoXCqzRNEkMhRUWkBg27hBQZhqLilkpU6g0s1yHTVLJcQdeVol0sDolERhRHqBIqlQqNZh1Xd5FSwXFKBHGGaijMTU8jUOj1+4RJTKlUwjTNYu7QbuZaohUBb1VB0TVUXSPLC0EPZTfNfUNJSLeKD3+RxSv+MQzjO0ZIvJAXJnJe0LjzQuW23cJ05XvjmfI7/9ZUyAVoqlrEgxQDU1WplFyatSpV16FSsmi6diHgkUOaC9IkJ0qTYrxGnpCmOZ4aInOBqhUZekNVsHQDRRZGPQxDgpHHSFMLSTHNoNYqI4VA3d1hyLxo6dQoOlvyfDcmm6u7/14DTWG3iAld1UEIUlF0+eSpIIsziEFLU4g0ZCZQUpUkSIlGMVmSo7lF7eaN45MoxdSLKYP+KCZVII5jkIW6uIpFrArSLCPNMqQQSFmItKQiR6YqUslI84QsS0ktExmHmJmkn8Q4ioahqVSrheajbVkoeaGTEPk+cZxi24JSqUQ1TRn6Hv1+n6WlJeqVEp5XKOL3+33WN7ax3TKlalFnmRka5UaF6ck2xw4dxHXdwiNWDc5cuUY3TEiHAbm6G/LSi8+zaRQyhllWJIjK5TKTk5MYusL1YbFTunTxAo1amZnJ9q6kYFFyJkRG2XHp+Sm2BMe2cZOUXGoYAqSmw+5cKQBdVW4qVamqQp5lRFGET0ocBYVmrOdhVUpYloVmaOR5TrPZJI4TRBJhGEWC6Bvf+AZSM1B0jcnJyWIevD9CSsnY2BiTk5O4bpnBYIShm9RrJSrlJrfddorbb7uL+bmDuG4Vt1TBMCkSUi/47mha0S+jaTDyi950lXJhVF9ClA996EMvbSXoHnvsscffkt/8zd98Sc6rxHG8ZzD32GOPPV4EL+1EoT322GOP/w+xZzD32GOPPV4kewZzjz322ONFsmcw99hjjz1eJHsGc4899tjjRbJnMPfYY489XiR7BnOPPfbY40WyZzD32GOPPV4kewZzjz322ONFsmcw99hjjz1eJHsGc4899tjjRbJnMPfYY489XiR7BnOPPfbY40WyZzD32GOPPV4kewZzjz322ONFsmcw99hjjz1eJHsGc4899tjjRbJnMPfYY489XiR7BnOPPfbY40WyZzCBTqfD9evXfyznOn369I/lPC+Wb3zjG/zn//yfAfjoRz/Ks88+C8C/+Tf/hsFg8FIu7UfGH//xH9+8rv+3rK2t8W//7b/9kbzXD+PG/d/Y2PixnG+PF8eewQQWFhZYXl7+ez+PlJIvfOELf+/n+VHw4Q9/mGq1+lIv40fCz/3cz3HixIkfyXtNTk7yT//pP/2RvNcP4/9P9///T+gv9QJeaq5evcrjjz+OpmlEUcQb3vAGHnvsMc6fP4+iKExPT/Pggw9iWRYf/ehHabfbbG5usrW1xZ133ommaVy7do3BYMB73vMe2u02nufxqU99im63ixCCBx54gJe97GV8/OMfx/M8fvd3f5cPfvCDGIbBX/7lX7K+vo6qqtx+++28+tWv/p41Xr58mc9+9rOkaYqu67z5zW/myJEjxHHMo48+yvLyMlJKXvnKV3L33XcDsLOzwyOPPMJwOETTNN7xjncwOztLlmV86lOfYnl5mVqtxuTk5Pe9L7/927/NL//yL3PhwgU2NjbI85zRaEQcx7zvfe+jXq/T7/d5+OGH8X2fubk5kiThyJEjnDp1iq997Ws8+eSTKIpCqVTiXe96F81m8zvO8cOO/43f+A1e9apX8fWvf50Pf/jD9Ho9HnnkEYIgQNd1Xv/61zM2NsYf/MEf8Ku/+qsAPPLII2xtbfFP/sk/AeBP/uRPOHXqFN/+9rc5efIkd9xxB7/xG7/BG9/4RhYWFuj1etxxxx286lWvIssy/uIv/oLl5WXq9Trz8/MMBgPe+c53fseaNzY2+MQnPsFDDz3ERz/6Uaanp1ldXWU0GlGr1Xjve9+Lqn6nH/KDnl8QBD/w+d+4/3v8ZPFfvYd58OBBbrvtNu6//37e+MY3cu7cORYWFvilX/olPvShD5HnOY8//jgAqqqytrbG+9//fj74wQ/ypS99iXK5zD/6R/+I2267jSeffBKAxx9/nGq1ykMPPcTP//zP89nPfpbhcMjP/MzPoGkaH/rQh6jVajz22GNYlsWv/Mqv8M/+2T/j9OnTXLp06XvW+JnPfIYHH3yQD3/4w7z73e/mwoULADz22GMIIfjlX/5lfvEXf5EnnniCjY0NpJR84hOf4OTJkzz00EO8853v5GMf+xh5nnP69GmGwyEPPfQQ//Af/kOuXr36Q++PoigsLCzwlre8hV/4hV9g3759PPXUUzfXNTc3x0MPPcTJkyd5/vnnUVUV3/d5/PHH+Rf/4l/w0EMPcffdd3P58uXve13f73gATdMIgoB/9a/+FYZh8Gd/9mfcc889/Mqv/Ao/+7M/y8MPP4zjOCiKcjN0sLa2RpZlZFmGlJKVlRXm5+e/45yapjEajfjABz7AL/zCL/ClL32JJEl4+umnGQwGPPTQQ7zrXe/i9OnT32P4vhtVVVlcXOT9738///yf/3O63e73vZ8/7Pm9mOe/x08O/9UbzO9mYWGBO++8E9M0URSFu+66iytXrtz870eOHEFRFBqNBlJKDh8+DECj0WA0GgHw1re+lQcffBCAZrNJrVaj3+9/33Pde++9KIqCbducPHnyO851g0qlwtmzZ+l2u7Tbbd7+9rcDcP78ee69915UVcV1XY4fP86FCxfodrvs7Oxw1113ATAzM0O1WmVpaYnFxUVuvfVWNE3Dtm1uueWWv/Ge7Nu3j3K5fPN6blzn0tISt912GwCHDx+m1WoBYJomAM899xxBEHDnnXdy3333fc/7/qDjb3DrrbeiKAq9Xo/RaMTtt98OQLvdpt1us7y8zP79+1lZWSEIAgzDYHJykrW1Nba3t6nVariu+z3nPX78OADlchnDMPB9n6WlJY4fP46qqtRqtRd1XwCOHTuGqqooivId9+aF/KDn92Kf/x4/OfxXvyX/boIgwHGcm68dxyEIgpuvbxiDG97HC18LIQDY2triscceYzQaoWkaw+EQKeX3nMv3/e851/czrO9617t44okn+L3f+z1s2+ZNb3oTR48eJQxDPvGJT9xcS5ZlnDhxgjAMyfP8O5IFSZIQBAFRFGHb9g+8vu/HjWuEwuO8cZ1hGH7H+m/E3AzD4Od//uf5yle+wuc//3lmZmZ48MEHv8cg/qDjb3DD2Pm+j+u6KIryHev2PI/9+/ezvLyMpmnMzs7SarVYXl7GNE0OHjz4fa/HMIybf994blEUfc9aut3uD70v3/1eL7w3L+QHPb8X+/z3+Mlhz2B+F6VSiTAMb74OgoBSqfS3eo9PfvKTPPDAA5w6dQoo4lHfj3K5TBiG1Ov1m+e64cm9kEqlwtve9jbe9ra3cfHiRR5++GF+/dd/nWq1ynvf+97viUMOBgMsy+Jf/st/+T3vdf78eeI4vvna87y/1bW9ENu2v+O9XuhdTU9P8973vpcsy/jiF7/Ipz/9aT7wgQ+86ONfSLlcJggCpJQ3jWYYhpTLZdrtNk8//TSKorB//35arRaf+9znME2TO+6440Vfi2maL2otfxd+0PN7sc9/j58c9rbkFF7GDSN57Ngxnn32WZIkQQjB008/zZEjR/5W7+d5Hu12G4AzZ84QBAFJkqBpGkIIkiS5ea4b8cAgCDh37tz3nCtNU/7Df/gPN+N0ExMTQOHNHD16lKeeegopJXme8+lPf5rV1VVqtRqNRoMzZ84AhYf2iU98gjiO2bdvH+fPnyfPc3zf5+LFi3/Hu1YYxXPnzgFw5coVOp0OAMvLy3zsYx8jyzJ0XWdsbOxvdfx3U6/XqdVqN6/nxpZ7bm6Oer1OGIZcu3btpofZ6XRYX1//nvjlD2N2dpYLFy4gpWQ4HPL888+/6GN/GD/s+b2Y57/HTxZ7HiZFXPLjH/84/X6fd7/73WxubvLv//2/R0rJ/Pw8r3zlK/9W7/fa176Wj33sY7iuy+233869997Lpz71KX7xF3+RgwcP8pu/+Zt88IMf5PWvfz2PPPIIH/nIR1AUhXvvvfd7tpGGYXD33XfzB3/wB0gp0XWdd77znSiKwute9zoeffTRm1vvw4cPMzU1BcC73/1u/st/+S988YtfRFEUHnjgASzL4q677uL69ev81m/9FrVajePHj+P7/t/pvr35zW/m4Ycf5uzZsxw4cICDBw+iKAozMzPU63U+8pGPoKoq5XL5ZtzuxRz/3SiKwnve8x4eeeQRHn/8cXRd5z3vec/N7ezc3BxLS0s3dwKNRoM0Tb9ju/w3cc8997C4uMhv//ZvMzY2xsmTJ//GUMWL4Yc9vxfz/Pf4yUKJ4/h7g2t77PEieeE2+fd///d5+ctfztGjR39sx/8oeeFavvjFL5KmKW9+85tfkrXs8ZPJ3pZ8j78zn/nMZ/jkJz+JlPLmNviGh/vjOP5HyfPPP89HPvIR0jQlSRIuXrzIvn37XpK17PGTy56HucffmdFoxJ//+Z+zs7ODpmm89rWv/VslWv7fHv+jRAjBo48+ysLCAqqqcsstt/CWt7zl+4YI9vivl/8HVjIOSzMziVEAAAAASUVORK5CYII="
[ "Does the humidity level where tomato seeds are planted affect the number of tomato seedlings that grow?", "Do more tomato seedlings grow when they are planted in soil with fertilizer compared to soil without fertilizer?" ]
null
1
math
grade-2
identify-shapes-traced-from-solids
false
true
Can you make a circle by tracing this shape?
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"
[ "yes", "no" ]
null
0
math
grade-7
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{GI} and \line{JL} are parallel lines. Which angles are alternate exterior angles?
"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"
[ "\\angle{JKM} and \\angle{LKH}", "\\angle{JKM} and \\angle{GHF}", "\\angle{JKM} and \\angle{IHK}", "\\angle{JKM} and \\angle{IHF}" ]
null
3
math
grade-8
nets-of-three-dimensional-figures
true
true
Which net will make this figure?
"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"
null
[ 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", 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" ]
0
math
algebra-2
linear-functions-over-unit-intervals
false
true
How does h(x) change over the interval from x= – 3 to x= – 2?
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"
[ "h(x) increases by 3", "h(x) decreases by 3", "h(x) decreases by a factor of 3", "h(x) increases by 300%" ]
null
1
math
precalculus
outliers-in-scatter-plots
true
false
The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted.
null
null
[ 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", 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" ]
0
math
kindergarten
cubes
true
false
Which shape is a cube?
null
null
[ 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", 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", 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" ]
1
math
grade-1
am-or-pm
false
true
Gabby's family is eating breakfast. The clock in their kitchen shows: What time is it?
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"
[ "7:00 P.M.", "7:00 A.M." ]
null
1
math
kindergarten
square-corners
true
false
Which shape has 4 square corners?
null
null
[ "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", "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" ]
0
science
grade-3
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
"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"
[ "The magnetic force is weaker in Pair 1.", "The strength of the magnetic force is the same in both pairs.", "The magnetic force is weaker in Pair 2." ]
null
2
math
algebra-1
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $2 x^{2}+6 x+4=(2 x+2)(x+2) ?$
null
null
[ 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]
2
math
grade-7
identify-linear-and-nonlinear-functions
false
true
The graph shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
0
math
grade-1
comparing-review
true
false
Which group has more?
null
null
[ "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", "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" ]
0
math
kindergarten
ordinal-numbers-up-to-fifth
false
true
The first picture is a bucket. Which picture is second? first
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"
[ "crab", "bucket", "boat" ]
null
0
math
grade-3
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAI4AAAB6CAYAAABp/msHAAAPHElEQVR4nO2de1AT5/rHvyEJwZRIY40aB6wt9CJ6DngoB1F+2gq2ooKCesDC6K8XTwVFggYKVosgIiqoYL3BIKUjtVe1eKkWSzvpTNucTktofw21BqZkYIDiyNR40qYx3d8fMWkoV0OS3U3ez0xG4pvs+wQ+u5tkn+d9OBRFUd2/Axo9oDMBdygQCAPgcQARF3hECEz2BjjdBor6zy26wyKwiYjxAO+63nxH6g08dp/ZKgLhr+hMwLX/Al2/Az/qAa9bd8wDRBrCcIi4ZkcA4LYJ8DLZDBAIw2FxxEgBXvSGQmArRByCXRBxCHZBxCHYBRGHYBdEHIJdEHEIdkHEIdgFEYdgF0ScISgvL0dQUBBaWlroDoWREHEG4dq1a5DJZGhtbcXGjRvpDoeREHEGITMz0/rzJ598gnPnztEXDEMh4vyFixcv4sqVKxAJRCiILwbQXySCGSKODUajETKZDACQH1cE+aJczJgSDK1Wiz179tAbHMMg4thQXl4OjUaDQEkQXpq/ERwOB+XJxwAARUVF6O3tpTlC5kDEuUtvby8KCwsBAIeSjoLrZU4+iQqaj/iQBOj1emRnZ9MZIqMg4txl27Zt0Ol0WPK3OEQ/vqjf2P6Vh8Dn8lFbWwuVSkVPgAyDiANApVKhuroafC4fexMPDBgPmDANsmg5AGDDhg2uDo+REHFgloGiKGx8MhOBkqBBH/Py4u2Q+EqgVCpx6tQpF0fIPDxenLfffhtKpRITfSXIi311yMcJvYUoTigFAOTk5ECv17sqREbi0eIYDAZkZWUBAArj90DkIxr28SkRaxHiH4quri6P/3ju0eKUlJSgq6sLIf6hWBf5/KieU5F8HACwf/9+aLVaZ4bHaDxWHNujRkXycXA4nFE9L3x6BNaEp8JgMGDr1q3ODJHReKw4W7duhcFgwKp/JCF8esQ9PbdoxT4IvYV47733oFAonBQhs/FIcZRKJU6fPg0BT4C9Kw/e8/OlflLIn84DAKSlpYGiPG+lBo8Th6Io63cx8qdzIfWT2rWdrOhsBIinQa1Wo6qqypEhsgKPE6empgYqlQpT/KSQL8qzezsCvgAliWUAgNzcXOh0OkeFyAo8ShydTofc3FwAwN7EAxDwBWPaXsLsVYgKmo++vj7k5+c7IkTW4FHiWK5wh0+PwOqwZIdsszzpGDgcDioqKqDRaByyTTbgMeJotVocPHjQ/Ee++12MI5ghDcZzc9fDZDJ5VMKXx4iTkZEBo9GItXOeQ4h/qEO3vWt5CUQCES5duoSGhgaHbpupeIQ4CoUC9fX1EAlEKIwvcfj2xUIxti8tAACkp6fDZDKN8Az24/bimEwmpKWlAQByY3dAIpI4ZZ70JzcjUBIEjUaDiooKp8zBJNxenKNHj0KtViNQEoRNT8mcNg/Xi4vSVWZh8vPz0dfX57S5mIDDxamqqoJYLLbexo8fDx6Ph1u3XL+0qe3H5L2JB8Dn8p063zMzYxH9+CLodDrk5dn/HREbcLg469evR19fn/WWk5ODzMxMjB8/3tFTjciOHTvQ19eHqKD5WPK3OJfMaclXrqyshFqtHvaxgYGB/XYyb29v1uQ1O/VU1dHRgTfeeMOaBG6LwWBAdnY2/P398dBDD6GszPwt7IkTJ5CVlQWZTIZJkyYhJiYGN27cwKZNmzBx4kRER0eP6uilVqtx/PhxcL24KE865vDXNhSBkiCkL9gMiqKs762GorW11bqDtbW1ISAggDUf6Z0qztGjR5GSkoL77rtvwFhubi6++eYbfPvtt2hqakJExJ9XqKurqzFv3jw0Nzfjt99+Q1hYGJ555hk0Nzfj5s2bqKurG3HutLQ0mEwm/Pt/0jFDGuzQ1zUS25cWQCwUQ6FQ4P333x/Vc3bu3ImMjAz4+/sPGPviiy8QGRkJiUSChQsX4qeffgIASKVSXL16FU888QT8/f1RU1MDhUKBsLAwSCSSUf2e7IXnrA1TFIWamhp8+eWXA8b++OMPVFZW4vPPP8eECRMAAFFRUdbxhQsXYvXq1QCA2NhYtLS0IC7OfKqJiYnB9evXh5373LlzUCgU/T4muxKRjwiF8XuQ8dYGbNmyBcuWLYNAMPTljV9++QVvvfUWWltbB4x1dHQgNjYWJ0+eREJCAhobGzF58mTreEVFBS5cuIDGxka8+OKLSEhIwOXLl3HmzBls2bIFKSkpTnmNTjviqNVqcLlcPPjggwPGenp6oNfr8dhjjw36XNukKh8fnwH3jUbjkPMajUbr4T5/WRHEQrG9L2FMPD/v39Yq0NLS0mEfe/r0aSxZsgS+vr4Dxurq6vDUU08hMTERHA4H0dHRGDdunHW8sLAQU6ZMwbPPPos7d+6goKAAEokEqamp+Pnnn532ocRp4iiVSoSGhg46NmnSJHh7e6Otrc3h85aVlUGr1WLGlGC8EPWSw7c/WmyrQIuLi9HV1TXkYz/++GPMmzdv0LG2trYhdzDLPBYEAoH1vo+PDwAMu5ONBaeJ097eDql08FwXLpeL1NRUZGdn4/bt29Dr9Q5ZEaK3txe7du0CAJQnH7NWY9JFVNB8JMxeBb1ej5ycnCEfN9xOFhAQ4JQdbKw4TZyenh488MADQ44fOnQIU6dOxSOPPIJZs2ahubl5zHNaylbi/r4CUUHzx7w9R1CSUAYBT4BTp05BqVQOGDeZTOjs7BxyJ0tOTsaHH36Ijz76CID5jbLlzTGdcOp7zXmPcRPpDmVsqFQqzJ49G3wuH/+Xr0HAhGl0h2Sl4Px27L2yG6GhoWhqauo31t3dDalUil9//dV6evkrV65cQU5ODrq7uxEcHIwjR44gODgYUqkUly9fRkhICABAJBJBpVIhMDAQJpMJPB4PN27cGHYHvlfO3zD/6zbizJkzB0qlEvJFuShczqyaJ/3veswqCEL3L12ora3F2rVr6Q7JbiziuMW1qrq6OiiVSkh8JciN3UF3OAMQeguxe/k+AIBcLneLKlDWi2O7/MjuhP0Qegtpjmhw1vwzFeHTI9Db24uioiK6wxkzrBfHthozNWId3eEMiyXz8MCBA6yvAmW1OFqtFvv2mU8BjkwHdRYh/qFI+efafjXrbIXV4sjlchgMBiSHp9xzNSZdFCeUQugtxJkzZ1hdBcpacRQKBd59913zG88V++kOZ9RIRBK8vHg7AHZXgbJSHNuUBfnTeXZXY9KFLFpurQI9ceIE3eHYBSvFqaqqglqtRoB4GrKi2ZH4ZAufy8e+uzXrlrUH2QbrxLGtxixJLBtzNSZdLA9NtFaB7tjBvO+eRoJ14uzcudOaDpowexXd4YwJSxXoa6+9xroqUFaJo9FocPjwYXPKggvTQZ3FDGkwXozaAJPJhPT0dLrDuSdYJU5mZiaMRiOem7ve5emgzmJn3G6IBCI0NDTg4sWLdIczalgjTkNDAy5dugSRQIRdyx1fjUkXYqEYry4z5xDJZDKnJV45GlaIY3sotySCuxMbFmxiXRUoK8SxLCESKAlC+pOb6Q7H4XC9uDiUdBQAUFBQwIpmI4wXx7Yac/+qctrTQZ1F9OOLEDtrGXQ6HbZt20Z3OCPCeHHy8vKg0+kQ/fgiLJ65hO5wnMq+lQfB5/JRXV3N+GYjjBZHrVajsrKy36HcnbGcim0XuGQqjBbHchEwfcHmIZtzuBvbYvMx8W6zkXfeeYfucIaEseJYFp+mqxqTLkQ+f/YClclkMBgMNEc0OIwUx3a5+8LlJSM253A3/jfyBWuzEUuiGtNgpDilpaXWaszn566nOxyXY7vApSU1lmkwTpyuri4UF5sP1eXJx0bdnMPdCJ8egZX/+Bf0ej3kcjnd4QyAceJYqjEti097MvtWHoKAJ8Cbb745aBUonTBKHEvbQgFPgJKEMrrDoR2pnxRbF70MgHm9QBkljuWXkxWTzagSXjrJfnobpvhJoVKp8Prrr9MdjhXGiGNpzTzFpqUPwdxsZM8K5vUCZYQ4ttWYxSuYW41JF0nhz1qrQAdbT5EOGCGObXOO5HDnLD3GdphWBUq7OLZLnbGhGpMuQvxDsXbOczAajdi8mf7UEtrFsWS9pUasc3hzDndj1/K9EHoL8cEHH9BeBUqrOAqFAmfPnmVdNSZdSEQS5MW+CuDP5XjpgjZx+jXnWOy85hzuxuaFW6xVoMeP03dqp00cy5L1AeJpyIz23P7d9wqfy0fZanNesqXlAB3QIo5Op8Mrr7wCANi/6pDTm3O4G8v+vpz2XqC0iLN9+3ZrNWZ8SAIdIbCe8iTzcryWtkquxuXiaDQaHDlyxOXNOdwN2yrQkZqNOAOXi2NpPfjCvJfcphqTLl5dtsvabKS+vt6lc7tUnPPnz6OhoQFioRj5cexfQJFuxEIxdiw1X4KwNKt1GfW9FFXfS7mEmTNnUgDIzUm3w4cPO/1vaPHFpUec6dOnu3I6j8PPz89lczmtX9VgXLhwwZXTEZwI7deqCOyEiEOwCyIOwS6IOAS7IOIQ7MJjxFm3bl2/5vBCoRDh4eF0h8VaXPpxnE5qa2v73Y+JiWFECiZb8Zgjji1nz56Fr68v4uPjB4x1dnZi5cqVmDx5MmbNmoWrV68CANasWYOTJ08iLi4OEokEGRkZ6OzsxNKlSyEWiz1PQldecmAKkZGR1Keffjrg/00mExUWFkZlZ2dTBoOB+uGHH6gff/yRoiiKSk5Oph599FGqqamJ+u677yixWExFRkZSarWa+vrrr6lx48ZR33//vatfisux+OIxpyoLLS0t6O7uxoIFCwaMffXVV9BqtSguLgaPxxvQ7zstLc3a5jksLAxJSUmYMWMGAGDmzJnQaDQIDvaMK/4ed6pqbGzE3LlzBx1ra2vDww8/DB5v8P3JduUMHx+fAffZskaxI/A4cUZqDt/e3k5r9QBb8Dhx2tvbh2wOHxERgfvvvx+7d++GyWRCR0cH7fVLTMXjxOnp6RmygTufz0d9fT0+++wzTJ06FYsXL8bNmzddHCE7cJuG9QTX4FYN6wmuh4hDsAsiDsEuiDgEuyDiEOyCiEOwCyIOwS6IOAS7IOIQ7IKIQ7ALIg7BLrz4d1NKdCSTgDACFkf4HMDL925T3Wv/BW4TeQhDoDOZHQEAXy7A6TZQ1H9u0RsUgV1E+AEciqKont+B63qzVXcousMiMBE+x3ykeVQITPIG/h/+IlW7P8SPDgAAAABJRU5ErkJggg==", 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]
0
math
grade-1
name-the-three-dimensional-shape
false
true
What shape is this?
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"
[ "cylinder", "cone", "rectangular prism" ]
null
1
math
grade-7
simplify-expressions-by-combining-like-terms-with-algebra-tiles
false
true
These tiles represent the expression 8x+x. Which expression is equivalent to 8x+x?
"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"
[ "2x+8", "8x", "9x+1", "9x" ]
null
3
math
grade-1
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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"
[ "about 60", "about 90" ]
null
0
math
grade-5
range-find-the-missing-number
false
true
Mark has the following data: If the range is 10, which number could z be?
"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"
[ "45", "21" ]
null
0
math
kindergarten
count-money-pennies-through-dimes
false
true
How much money is there?
"iVBORw0KGgoAAAANSUhEUgAAAMIAAACICAYAAAC1IjQ7AABs+ElEQVR4nO29d5hd51Xv/9nl9H7mTO99Rhr1Xt2LXNPsJIAdCIFAyA0lXMIlXHLp9wIXQgIkpEDihNiOgx2XuMlykWT1Xqdoeq+nt11/fxydHYk4QXKRzf3N93nm0Whmzjl7r/2u913lu9YSTNM0WcQi/n8O8d2+gEUs4r2ARUVYxCJYVIRFLAJYVIRFLAIA+d2+gDcLXddJJBKk02kSiQSJRIJMJoOu60xOThKNRvH7/WiaRldXF+FwGKfTicvlIhAI4HA43u1beFuxKI+3BuG/WtQokUiwb98++vr6qK+vJx6Pc/jwYUZGRkgkErhcLiKRCJqmkUqlyOfz+P1+gsEgy5cvp7a2ltnZWeLxOPfeey8tLS3v9i29JSzK4+3BfwlF0DSN8fFxdu/ezbFjx1i6dCm7d+/m3LlzVFdX8/73v5/W1lYCgQAulwtVVdE0DUmSAMjn88zMzHD48GEOHz5MS0sL119/PS+99BIOh4Nbb72VpUuXUlZWhii+963FRXm8/XjPK0J3dzdPPPEENpuNJ554gmXLlrF69WpqamqoqalBkiR0Xcc0TVRVRZZldF23fma32y879gVBIJ/PMzQ0xMTEBEePHkWWZUpKSvD5fHz605/G5/O9i3f8s7Eoj3cG71lFiMViPP3003R3d3P+/HlisRh//ud/TiAQwDAMdF1HEAREUUTXdQDS6TSappHP55mfnyeVSpFOpwEIhUJUVlYSCoWw2+1omobdbsfr9fLyyy9z4MABWlpaePjhh/m7v/s7tm7diiy/d1yoRXm8s3jPKYJhGLz22mucO3eOH/7wh7S2trJ582ZWrVqFYRgIgmD9XfF7VVV54YUXiMfjuFwuJEkiGAwiyzJerxe3200sFiOdTiNJEoFAgJKSEmpra61FI4oix48fp7e3l2QySTwe58/+7M+orq5+12QBi/K4VnhPKUI+n+ff//3fmZ2d5Xvf+x6/+7u/y5IlS6yHbJomoigiCALpdBrTNBkaGuKpp55i7dq1rFy5ktHRUSKRCKZpWg/cZrMhiiKxWIzJyUkikQiyLJPP51m9erW1i6qqisfj4eGHH6ayspIXX3yRP//zP6ezs/NdsZUX5XHt8J5RhIWFBZ588klefPFFVFVl+/btbNu2DUmSrCPfNE0EQUAQBMbGxhgcHOTcuXO0trZSVlaGqqoEAgFkWSaXy5FOp0kmk/j9fiKRCIIgMDs7y9jYGJWVlWSzWbq7u/ngBz+Iw+HgUlGcP3+ewcFBpqenueWWW7j33nuv6cNflMe1xXviTrLZLP/2b//Gj370I4LBIHfccQepVAqHw4Esy9bDLgpe13X2799PPp9n69atTE5OEggE8Hg8qKqKqqrYbDaam5sxTROv18vMzAyJRIJwOExzczOVlZVUVVVx55138p3vfMd6f1mWMU2Tjo4OVq9ejdfr5fTp0xw6dIhrtWcsyuPa410/EWKxGA899BB79+6lo6ODlStX4nA4uHDhAps3b8bj8Vh/axgGhmHw/e9/n3Xr1hEIBKxjfGJiApvNRjKZRJZlbDYbTqcTh8OBqqrY7Xbrofp8PmZnZ5mbm2NkZIRAIEB3dze/9mu/Zu20mqYBcPr0acbGxkin09x4443ceuutli2+KI93Xh7XCu/qiaAoCj/84Q85ceIEq1atYmxsjKqqKioqKli6dCn/9E//RDwet/5eFEUWFhZobm5GFEUURSEajXL8+HE8Hg/5fJ7e3l5kWUaWZVwuF6ZpoigKCwsLzM/PMz09zeTkJE6nk8bGRm666Saee+457rnnHl599VXL7rbZbExNTdHb20tdXR3pdJqdO3fS29u7KI9rJI9riXdNEUzTZM+ePRw7dgyn08mGDRu4+eab2bNnD4899hj5fJ61a9f+RAx7ZGQEr9dLIBDA5/PhdDopLS217OUtW7YQDAbxer3k83kEQSASiVBSUkJZWRnl5eUEAgFM02T37t0YhsHNN9/Mt771LXRdxzAMTNNkYGCAvr4+lixZQm1tLZs2bcLr9fKVr3yFubm5RXm8w/K41njXFOHYsWOMjY1hGAY+n4/u7m66urq4++67cblczM7Osm3btsscMsMwePXVV3G73fj9fkzTxOl0UldXh2maBINB8vk83d3dCIKAw+HA6XSSzWYxTRNZlslms5bTuGHDBh588EGWL1/O8PAwg4ODAKRSKex2OxUVFWzdupULFy7w7LPPsnLlShobG/n85z9vmQqL8nhn5HGt8a74CKlUip07d/Ltb3+bLVu2cMstt9DX18f8/DwtLS2cPXuW2267zUoSmabJ5OQkX/nKV3jwwQepra3F6XSSy+WQJImxsTHL3tU0DbfbjWEYKIqC3W4nl8tZvys6gIIgYLfbcTqdPProo2zfvp3XXnuNX/qlX8Jms5HL5Th27Bizs7O0tLQgCAJTU1MkEgmcTifbt29n48aNi/J4B+TxbuBdORF27drFM888w3/7b/8NWZb5/ve/TzAYZHp6mnw+zy233GJlS4sPbP/+/TzwwAM0NDQQDocxTROPx4NhGEQiEerq6igpKSGTyXDhwgVyuZzFvvT7/eTzeSKRCJFIBK/XiyAIZLNZIpEIH/vYx/jsZz+L3+9HVVUAnE4n7e3tLFmyhOnpaUZGRkilUqxfv554PM4//MM/kM1mF+XxDsjj3cA1V4SRkRFisRjl5eWk02k6OzvZuHEj586dI5/PU1FRYf1tcacaHBwknU5TVlaG2+1GVVW8Xi8TExMYhkEsFiMej2MYBpWVlXR0dFBeXk5ZWZlFMHO73daiKC6IVCrFwMAAsViMW2+9lXPnzvHoo48iiiKiKFJaWmolqpLJJE6nE1EUWbVqFddddx3f+9733nIIcVEe7w1cU0UwDIP9+/dz9OhRbDYbAwMDTE5OMjo6yvT0NPfffz9OpxMoOI+maZLL5fjSl77EHXfcQSAQQFEUJElCFEUSiQSxWIxwOIyu64yPj2Oz2Uin09jtdrLZLCUlJVRWVjI3N0c2m2Xp0qXIsoyqquRyOXK5HLFYjAceeIDm5mYGBgaYmZmxPn/16tWsWbOGRCLBPffcgyRJ7Ny5k+7ubmKxGENDQ4vyeJvk8W7imirC/Pw82WwWn8/Hhg0brJDc9PQ0GzZssHY8wPr39ddfZ9u2baiqSiaTAUCSJHK5HK2trZYtXFpayrJlyxgZGaGiooJ8Pk84HCaVSuF0OmloaKCsrIz5+XlUVSUUClFRUYHD4cDhcDA6Oko4HCYajfKjH/0IRVGsyIvX62XLli0cO3aMs2fPsm3bNjo7Oy27eVEeb4883k1cU0U4cuQIu3fvZtWqVZimyZo1a6isrGRkZISOjo43TMwsLCywfv16crkciUSCvr4+uru7UVWVfD5vxciL1INwOMzExAQ+nw+Hw3EZz6ZoF1dVVZFOpwmHw5SUlDA1NcXQ0BBr165lYmKCZDKJpmnWMS8IAkNDQzgcDnp7e/H5fHR1dTE7O8uuXbssO3pRHm9NHu8mrpkiFMN4y5cv5/z585w+fdoS/ic+8YnLBA0FU8AwDNavX8/IyAjd3d2EQiEcDgfPPfccuq7jdDotGvHhw4dJpVKEQiEEQWBiYoJoNGotGF3XmZmZYXZ2FtM0qaqqIh6PE41GqaioIBgMMjExga7rrFixAlmWMQwDTdOw2Wxcd911CILAb/3Wb9HQ0MDZs2fZtGkTnZ2db8ocWJTHewvXTBHOnj2LIAh0dnbi8/nYsWMHAK+99hrBYLBwMaKIYRg/vjhRRFVVduzYwfj4OIqiEA6HkSSJ06dPI0kSbrfbCg/29PQQCATwer3YbDZ0XUeWZeLxOIIgUF9fT2lpqUU0CwaDqKrK4OAghmEQjUb5/Oc/z3e+8x1mZ2etcKVhGHg8HpLJJF/84hfp6enB4XAwMzNDMBiku7v7qp3ERXm8t3BNKi1M07R2n+3bt9PQ0ICmaVRWVvIrv/IrqKpqCbjIbTEMg9nZWUpKShBFkS1btgCFgpKmpiZmZmbQNM0ihzmdTpqbm1EUBcMwKC0tJR6PW5GXhYUFJEmipqYGwzBwOp3MzMwgSRINDQ14vV5GR0fp7e3F5XJdxvMvljjW1dURiUQYHx+nrq6OkZERcrkcfr/fWmSL8rh6ebwXcE1OBEVRcLlceL1ennzySWw2G6Zpks/nL9tlil+6rjM0NEQgEKCqqopsNovdbqeqqgpJkti6dSuhUAhFURAEgYGBAaDA2iw+4GKIr3ikl5eXs7CwQCKRQFEUpqenCwIQRcLhMLlcjsnJSZqamojH47zyyiuXOauAlZmdnZ0lGAzyoQ99iGQySS6XI5lMLsrjTcrjvYBrogi5XI59+/ZRUVHBqlWreOKJJzh9+jRPPfWUtbsUYZom4+PjFndGlmWcTidlZWXEYjEMw8DtdtPU1AQUCtkjkQiNjY3MzMwQDoex2WxMTExQWVlJOp1G13Wmp6fp6enh4MGDLCwsMDc3x9TUFLlcDoDGxkbC4TBnzpyxOjkUC2CKX16vl+PHj/Pggw8SDAb553/+Z1wuF8lk0iqBXJTH1cvjvYBrpgjZbJaysjI0TaO6upq6ujp8Ph+aplldFgRBsHgxHo+HU6dOEY/HrVi53+9HURRyuRw+n8+KnY+PjzM5OUlLSwtDQ0NEo1EEQbD6/Kiqyv79+1m1ahXnzp1jZGSE1tZWmpubLZt4//79rFy5ksnJSbZs2UJ1dTWiKCJJkkU8E0WR6elpvvSlL3H06FFuvPFGVqxYwalTp64qq7ooj/cerokiZLNZvF4vmqbhcDjo6uoiEolw0003WbtM0RE0DMMK4dXW1vLNb36TfD6P1+tF13WLbx+NRpmdnWV8fByXy0VZWRlDQ0MWszIYDJJMJvF4PESjUW644Qbi8TiRSISmpibGxsY4cuQIHR0dlJaW8uijj5LNZlEUhdnZWcrKygAuM1VM0+S2227jhhtuYOnSpXi9XjKZzFU/9EV5vPdwTRRhZmaGdDpNXV0dtbW17N27l+Hh4cvKDaGQGGpsbGR6epr5+Xnm5uZYsWIFgiBc5rBlMhlrdysvL6e+vp6SkhLa29utv0mn05w8eZJsNksoFMJms1m8/lgsRiKRoKOjg4WFBUKhEL//+79PLpfjE5/4BCMjI7jd7svMACgsgrKyMurr6/H7/ezfv5+5uTncbrdlUizK4+rl8V7ANXHrR0ZGiEQi9PT0kEqlKC0t5dy5c1RWVlpsyqITZ7fbqa2tJRaLsXLlSosHU0zSGIaBzWazsqhFWnKxHFHXdYaHh6mvr8ftdtPY2MiZM2cwDIN0Os2aNWvIZrN897vfpa2tjUAgwNKlS5mdnSUSiTAwMMDx48f5+Mc/DhSSR5d2dkgkEhw/fpyRkRHq6uq44YYbGBoaIp/PL8rjTcrjvYBrFjXy+/2UlpaiKAqlpaWMj49bR6wkSWiahmEYVsjN4/GQy+UsxqWu6yiKwtzcnJU5LT70ItdelmUqKiqor6/HMAxOnz6Nx+Nhfn6efD5PR0cHZ8+eJZVKcd9991FfX2/ttsUIzu/8zu/Q3t5uxfIvjeMbhkEgEGD79u186EMfoqGhgUOHDiHLskV3WJTH1cvjvYBroggej8fKlA4MDDA6Osov/dIvWXHy4r9Fe9cwDEZHR5mYmGB0dJR8Po+qqsTjcQYGBvD7/djtdgBrwRQXkaZpVFRUEAgE+OxnP8tLL71ERUUF58+ft3avgYEBysrKKC0txel0MjExQUVFBUePHqW6uprf+Z3fwWazAViJoeK/xQIUWZapr6/H4/EgSRKxWGxRHm9SHu8FXBNF0DTN6qfz8z//83R2dlokrkuLTYoP3WazUVtbSzAYRJIkvF4vqqpy7tw52tvbrSKTYtJGEAQr2iIIArlcjkceeYTp6WlisRizs7PU1tby0ksvIQgCsizzxS9+kcrKSjo7O5mcnMQ0Taanp/mbv/kbq0D+0k4RRdtYkiRSqRQHDx7k1KlTLF26lHQ6fRldelEeVyeP9wKuiY9QUlLC8PAwgUAAVVVxuVxks1kcDocVjgMswRYznXa7nfLycuvnmUyGsrIya7Houo4kSUiSZIUcdV0nm83y/ve/n/379/Pggw9a0ZLikV3k+v/jP/4jy5Yto6uri8985jN87GMfs4pcinbwpQmkIhXZ4XBQWlpqRW2i0ehV9fhZlMd7D9dEEXw+n8VdOXbsGF6vl/HxcbZt20YkErGYkkXBZjIZVFUlnU5btqnH42Hr1q1WprXY4Q2wmtwqikJfXx+xWIwDBw7w+c9/3oq5F7s/2O12dF0nEokwOztLMpkkkUjwK7/yK+zbt8/K8gKX7X7FiM7BgwfJZrPceuutzMzMAOD3+6/qwS/K472Ha3K1fr+f8fFxpqenqa+vx+l00tXVRW9v72VcGtM0kSSJL33pS6xZswafz4fNZrOcwWAwiGEYFuVYURQroTQxMcFLL73ExMQEO3fu5POf/zyiKFq2uKIopNNpcrkcs7Oz/N3f/R0PPPAADocDn8/HrbfeSjQa/YlFCFi2uiAINDQ0EAqFOHToEL29vfT29uLxeK6KZLYoj/cersmJ4PF4sNls2O12iwc/NDTEunXrrL8p2pzF2ttcLofdbrc6vBWLy6empggEAoyNjVnNqtLpNAMDAwwNDZFIJPjc5z5nFahAgcN/6NAhi6szMzODLMtomsbmzZsZGxsjm80SDAYv49xfuhiLJoqqqkxMTFBVVcX8/DyiKBIIBKydelEeVy+P9wKumSLU1tYSj8fx+/3U1taSy+U4cuQI119/vRXxKEZLPvvZz1phu4aGBhoaGrDb7VYMfX5+HlmWrUkvoijywgsvcPvtt3P//fczOTlJPB5naGiIZDLJsmXLuPXWW1EUhWQySWtrK9XV1cTjccLhMDU1NVaHt/9oCxfnCxQjMXa7nfXr1+NwOGhvb2fXrl0sWbKE8vLyRXm8SXm8F3BNTCO3201lZSX9/f1Eo1Gmp6fZvHkzlZWVlq16qROWz+f53d/9XUpLSxkdHeU73/kOPT09uN1uXC4XiUSCAwcOMD8/TyAQoLS0lL/9279l7dq11m6WSqVob29n8+bNVt3vpW3RXS4Xuq4zNTXFzMwMsViMHTt28OqrrwI/XoRFTg3A0NAQfX19qKrKwYMHmZiYYHJyklAodFWmwKI83nu4JieCzWajvLzc4q0Unb7p6WncbrfVme1SFO3UYoRkYGCA1157jdLSUmpqarj77rstSnJfXx/nzp2jrq6O8vJya0xS8aEVOztns1lsNhuCIDA3N8fJkyfZtGkTmUyG5uZm6z2KQzMujccLgkB1dTWzs7P867/+K+FwmOnpaTo6OvB6vZf1JF2Ux9XJ472Aa1Y50draiiiK2O12qqurrW5rxdBckX586cCL4v8Nw7BMifXr1wMwMTFhZUibmpqs3Sqfz+NwOC5LRhV3sKIdLIoiyWSS0dFRVq1aRXNzM16vl2w2y7e//W3+6I/+iHg8Tltbm8UC7e3txel04vf7uf322y36AoDX673qKMmiPN5buGZXW1FRQVdXF/39/bS0tNDQ0EBXVxcjIyP89V//9WU8/CLxrPgwi7vjmjVrOHz4sMWd8fv9hEIhix4MXBblKP78PxbBm6ZJXV0dbreb7u5uqzN0NpvlQx/6EIlEgunpaRYWFqwd2Ol0srCwQGdnJ7Is09DQwK5duygvL39TkygX5fHewjVV21WrVhGNRtm9ezeHDx+mtraWNWvWWA8PfhwtKe58UNgF4/E458+fZ/369bS3twMFzk7x4RYXSPFBX9oZrkhSK9IWilnX4rhVRVEYGRkBCm3Zi5Mpd+/ejSAIjI6O4vV6kWWZs2fP0t3dTX9/PzabjXA4/BMLa1Ee//XaxF9TRairq2Pjxo0cPHiQkZERnn76aQ4fPszSpUstzkpx97pUmMW+nuvWrbMiKoIgYLPZUFX1Mtv30mQS/Lj7Q3E3hQIlOZvN8tBDD7F161a+8pWvkEql8Pv9VuXYr/7qr7Ju3TocDge7d+8mFAqxZMkSWlpaeP/738+ePXvo6Oh4S1SCRXm8d3BNq6u9Xi/19fX4fD4ikYiVTCovLyefzzM4OMjSpUut3az4QDVNY2pqiiVLllw2uOJSOjBw2f8v7RB3qZNXfMCSJLF9+3b+x//4H2zatImGhgb6+/tZunQpjz32GF/4whes4pgNGzZw9uxZpqenicfjrFq1ipUrVxKLxaisrFyUx9skj3cT1/REEASBzZs3U11dzdNPP21lJQWhMAzvK1/5ymU7VZGJOTk5SVtb22XvVXTynE4ngiCQyWSsB5zP5y0iWtG5K+6sgLUAPvrRj7Jz505EUWR8fJz169dTWlpKa2srR48eZWBgANM0qa+vp7a21vp67bXXeOKJJ/jMZz7zlpzCRXm8d3DNr9rhcHDXXXfhcrn4q7/6K7LZLHv37qWvr49t27Zx5MiRyxJKkiTx7LPPWj3/izSCYmvC4uJwOBwWL+bSpE/xwdjtdvL5PMlkEkVR+MQnPsHJkyfZunUrmqZRVVVFPp/n0KFDRKNRdF3H4XAwNTVlkd4ikQixWIyysjJ+//d//20JES7K472Bd0V9Ozs7uffee+nr6+P111+nubnZ6tEpCAJ/9Vd/ZZHIipwWVVXJZrNomnZZJVbRXLi0xvfSbgvFhfLQQw9x+vRpFEXB6/XS0dHBpk2b+Iu/+Av27t2LaZqcPXvWsrHz+TxnzpyxmmVpmsbMzAyhUIjR0VGrr9CiPN5+ebwbeFc6MEmSxI4dO5ibm+Pxxx+ns7PTKiOMxWJ0dnZafTzn5+f54Ac/SCaTQZIka3cELkv/F6Miuq5bO+GFCxesn919993W65xOJ4qiEAwGcblcLFu2jF/+5V/mT//0T1mxYgUOh4Ply5dTWlpqDdVIJpPs3buXfD7P7/3e7+FwOBbl8Q7J493Au2bQVVZWcuedd3LXXXfx2c9+lsrKSvr6+hgdHeX2228HCgukr6+PsrIy64gvkr2KIcBivLxo70qSxNDQEI8++ihTU1N4vV4aGhqs5ldF06HI4iwmpU6cOIGqqiSTSUpLS4nFYlbdraqqfPOb3wTgV3/1V2lubl6Uxzssj2uNd7UnX0dHB2vWrGF+fp4XXniBrq4ubrvtNmv3Gx0dpbS0FFEUcblc1uuKERSbzWY5gePj4ywsLKDrOoFAgLVr1xIKhfD7/ZcVuhTNiKKpUKzt/V//638xNjZmcWWKQzcURWHXrl20trbS3t7OihUrFuVxjeRxLfGuz1nWdZ3XXnuNZ555hqeeeor/+3//L2VlZSSTSQKBAIlEgpaWFisxVAwTKopCf38/Fy5cQFVVlixZQigUIhwOMzg4SHl5OW632ypaubRfUNFRzGQyKIrC5OQk9fX17Nmzh1AoRElJCblcDofDwTPPPENNTQ2rV69mx44dP9GJblEe76w8rhXe9S6tkiRx/fXXk0qlAPjKV77CBz/4QUpKStA0DafTaR3JdruddDpNT08PiUSC+vp6brnlFmtBQGEwX01NDYB1/EuShM1mszKoUDjei5Ni/H4/Pp8PQRBYtWoVo6OjBINBnnjiCWpqamhsbOT222+/Jg99UR7vDt51RYBCfHzHjh0Eg0FsNhvf+973aGpq4o//+I8tqnI2m2Xnzp1kMhnuv/9+a+SRoijW8Z5Op/F6vbhcLkZGRgiHwwBWT/9Li891XWdkZIQzZ84wOTmJoii0t7ejKIpFM9B1nVtvvZW1a9de087Oi/K49njXTaP/iOPHj/Pyyy/T19dHOp3mwx/+MHa7nenpaVpbW6msrETTNPL5vEUvzufzlrMnCIJFZwasXatoM8/MzHD8+HEikYgVDamurmbJkiVMTEzw/PPPk0qlmJ6e5jd/8zdZvnz5uymORXlcI7znFAEgmUzy+OOP88orrxAIBJiYmOBzn/scpaWll3VQKxaiJxIJfD4fuq6zsLBghRQXFhZ44oknmJ2dpa2tjRUrVljd2zZu3Eh3dzfr1q0jn8/z0EMP0dbWxqOPPspHPvIRPvzhD+P1et8tEVyGRXm883hPKgIUIiFDQ0M89thj+Hw+nn76aZYsWcLNN99stS8sHtdFCkEikSAajZJMJjl//jzj4+PceOONltlgt9utSImu6yQSCV544QWGh4dZtWoV8/PzPPDAAzQ2Nr7bt/8TWJTHO4v3rCIUkclkGBoa4pVXXuHEiROsXLmS8fFxq/3Jli1bcDgcjI+PMzs7iyzLuN1ugsEgoVAISZKsApSFhQVee+010uk0Pp8PKEypvOmmm9i+fTuNjY0WOe29ikV5vDN4zyvCpUgkEvzLv/wLkiQRCATo7e3lwoULVvy7ra2NSCSCx+OxhmFomkYmk+H8+fOMjo7ycz/3c/j9fnp7eyktLeWTn/zkf1mOzKI83j78l1KEIjRNY2xszCKDHThwgNHRUYu3n0wmmZycpLW1lVgsZo1YWrt2LX6/n5aWFkpKSv6fiXwsyuOt47+kIixiEW83/muSxxexiLcZi4qwiEWwqAiLWASwqAiLWASwqAiLWASwqAiLWASwqAiLWASwqAiLWASwqAiLWARwDQpzTEMnm8mQTiZIJRPEYzEysXnSuTwi4AuF8QVL8Ho8OD0eAoEgtousSP4L9tBcxE/i0o4a+XyeWCyGYRhkMhnS6TTJZBKXy0UkErG67jkcjmvaVfudUQTTJJ1KcerQfna/9grzM9M4ZYHswjwpVcfr9ZCMxgiEQ5j5HNgdiLqG0xfE4fPj9gXYuHkjy9dtxun2IPwX7Z72/3dEo1HS6TTT09McPnyYgYEBZmdnaWxsxOPxWHUSuVzOIgRWVlayceNGysrKOH78OC6XixtvvJFAIPCOXuvbyjXSNY3o3Cx7dj7HN7/2NRwOGzes7CKlaci6yvIlLVRWVGBIdpwy6PkcTo+HZEZBdDoYGZ6gb2CQkN9PfH6B470DbL3hOm79wEepqKnFZrP/5xexiHcNxc574+PjdHd3c+rUKav9zA033EBnZyeCIDA8PExFRQWDg4N4PB4URaGrq4tMJkN/fz+7d++mv7+f7du3s27dOp588kna2tpYt24dtbW11vDztxNvmyJEZ2f4/kPf5MDu1/DaZcqCfpa0NSHZbHTWVuC2y5iYGMBLe4+BzcH0zCw3b1nFqXP9rO5ooiTkQxAlBLuDc0MT5EQ7ved7mJ9foLqtkxtu38HSVesQ/x8qGv9/BZlMhoGBAR5++GEMw2Dz5s1IksTw8DCyLBMIBNi/fz8f/vCHkWWZXbt2sWzZMhKJBLquEw6HrbqI6upqq6ZieHgY0zTp6elhy5Yt9Pb2sm3bNtauXfu2tp9/yzaHaRgc3fUsd964nZmes9SGA7z/xi383B3XUeJ2Mj41x57DpzAMHckmY5NlZFmi3O+ivb4a7WIBeUk4gGyzIckShr3wurGhIT5w9y3c/YF76Tl5jC//yR/xg6/+LdrFzguLePeh6zoDAwN8/etf57d/+7fZtm0bGzZswOVy8fTTT2Oz2Vi+fDnpdJry8nLS6TR79uzB5XJZbexdLhdVVVXMzc3hdDrRNI10Os2pU6fwer2Ul5fzqU99ihdeeIGKigqOHDnC3/7t37KwsPC2zWp78yeCaTI5Msy3vvZPnD95jJaaKppqytm8dgXHj58hp5u0VUUYmZxDtsksaanDaSsMsNAMk2gihd/jQjEhEU0QCAUIeJ1ggui08/L+M7Q2VFFeFuLoiV6aOjoZm57itb0HqKio5Ob33c+KDZveFiG8k1BzWdLpNPl8jmw6jabkySxMo+iFTnUOfwi324PX58fudOHxeREE8W3d7d4pJBIJnnrqKU6ePMmaNWswDIMNGzbw6quvYpom5eXljIyMEI/H0TSNpUuXkk6ncTqdjI+Ps3btWvbv309bWxsulwvDMDh06BDve9/70HWd119/nR07dhCLxfibv/kbPvnJT3Ly5Emrbruurg6/388999zzluX1phWh98xJ/sdv/yZNVWW01NeyqbOemZkF2ptqONM7gttpQ0fAabcRCXpxOR2IskRGkDh7/Cy9Y9OUBnwXO6xBid9HW3MNbqcDPD7Gp2apLQ2w/8g5MppJ2CWzYv0KFHuQZ554mgv9/Wy88WY+8qv/7T3VirzYMHeo5yyHdr+CUxaRbXZKSyPkcnlsdhvoOqLdjmDoqFrhS3Y4yKTS5HM5KuoaWLJmPcFw5D11b0WYpsnAwABf/epX8fl8bNq0iaNHjzI1NcXatWu57rrr+Lu/+zt+9Vd/lRdffBG3201XVxfZbJZcLkdlZSUOh4NsNksgECCdTmOaJsPDw9TW1lqd+44ePcrmzZs5cOCANQuuvr6eWCyGy+XiwIEDrFixgmg0ygMPPHBZ97+rxVUrgqFrHHz5Bf7hi1+ksiTIktoKtq1awov7T9BSV4Xf58XlsjM8OklXc63V3183TF49dZ7BwXGWNtVhs0ms6WxGdLmJp9MsTM7itNvIKCp2p4PyijL8HgfnewbJI7FsaRtjE1PMRdOUl/o5dn6QyckpVmzYwp0ffRC7492trdU0lfjCPKf2vsyLT/+Qjdu207ViFWouw8JIH4O9fURjURbiaeLJJE67TDKrUlseIhIuoaa+jrr2Jfgq6kglE+x58QU8JaVsvnkH5VU1OFzud/X+itB1nXPnzvHVr36V66+/nurqar785S+zadMm7r77br7xjW/wsY99jFdffZXq6moCgQCmaVodMK50uZmmyeDgIKIokkqlrL6ubW1t9Pf3s3z5co4fP87MzAx+v5+pqSl+8zd/k1Ao9Kbu66oV4dBrL/O//uBzrFvWSVd9BUvqqvD5PIxNz9M9OE5deYTO9npMTccwCpqdyef5/ouvY5omy5vrWNXZTF5RqGxp5wdP/AhT03E67TRVlzEzF6Nz7VpIx9CVPH6PC0OWsbscHDrRh6IZhLx2WlsaODGywEvPv0Bzeyef+vyfYLNf+6iSaRrMT4yyd+ez6OkEVWUlYBicO3uWZDJNSUUFMxPj2NAJ+tyUV1WjZtJkVZ3ly5Zy9PAhdBMa6htIZvPookw2lcITCNLWtZzpuSgL8SQ1jc2s2LQNSX77IyZXCsMwOH78OA888AB/+Zd/SWtrK4Zh0NPTw4ULF7j//vt55plnOHPmDJ/61Kes7txvFR6Ph127dpHNZpmbm+PBBx+0TKTiNd1111089thj/MEf/MGbqrm+KkWYGB3htz/xMVprKvE4Zda2N5HLq7TWVeHxOIlmFEKuQiNa0wRN1znbP8KLB0/SWlvFhiXN5FWNhupyPKUVeIJhLgyNcHD3Xgwgnc0hyja2rl1OPJsn6LJTWRogr2jYJYH5tEI0lqSjo4FDx84zH02Qkx2cPX2abbfeyYc+9svX1JTQNY1Xnv53Xv3h9/nkr/8KCwsxHn/0EVprq7j1lz/D7u9/iyWtzeBwcuboYVavWY3b6WTXK68xMDrB8hUrEJUcS5cvxedyYQ+EARMDAd0Z4OmHH8LrsLHtAz/HyNgEp/e+wod+838QKim7ZvdYhKZplpN66623ArBp0yYURcFms/HEE0+wYsUKKisrcblc1sy2twvFLn4vv/wymzdvRlVVDh8+zC233ILL5eJHP/oRgiCQy+X4tV/7Naur35XiihUhOj/Lpz/+i9hFk1u2rCVsE5iJJknnVToaamgoC6Kq6mVjUF85coan9xzmju0b8Xk9LKuvQNN1wkEfsi+Ay+NiqHeQiYlp7DaZTC5H3/g085k8kVCI9cs7aasJo+fyIAhIdjuCTWIhmWF4YJxwZSU1dZWcHpjm2aef4f6PfJhNd933jvfkNE2TwZ5zHHrlRYJuBz6vl97TJ0gm4tSUhsjkFLbccAOH9u4hn82ybsN68tkMWi5HTX0dp06eoLKmDrddZu/ZQZbWRKioqeX8uXOIkkTzyvUc3/0ytlA5bQ1V9PT0EQoGKG9Zwrlz3UQqq1lz3c04r5G5ZBgGp0+f5v777+eLX/wi3/rWt1i1ahWTk5P80i/9EqZpWtEe9R2O6BV9i4GBAQCampp4+eWXSaVSlJWVcf311/PII4/wP//n/7yqmQ1XtH2apskj//p1YjNTrFvaSo3XQdjrAU2nqSJCxOtAUQoCKE5oH5uZZ9/pHn7lnptxCLCmrY5zo9M43B6GRqcYuzBALpVE0FVMIBL04nY6uWn1Uh583+1s6Ggk7HOCaYIgItltIAmYqobf7SJSW0Vrcy39g+PEJ8fp7OzgL/7q/9J35iTwzvYjOHP0IC//4LtsWLOKM8ePcvzwQZrb26gqLUFwuPC57PjcbtwOmaHxSY4fPUZKdHKut49cJsujz+/hH/7lEY4cP8FIXzfHzvQwvRDHKYt4nQ56DrzK7MwMVT47kaCf7du3UV7XwM4nvk+pw6S8soK//f3fIr4w947eJ/y4sdhf//Vf84UvfIGmpia+8IUv4Ha7ufHGG+nr60MURbLZ7DuuBIDVvGzZsmWIosjZs2fxeDx89KMfZfPmzXznO9+htbWVJ5544qre94pOhKmhC3zq479IbUmQD9+2FVU3GBqdorGqHNM0Cfnd2C9m+2RZRpQE/vQb36ciHGTHptW4XQ7C5WWMTM1THvSSSSaZnl2gpamWaCyJoWp4PS5SqQwul4PKhgbisSgKImGvA12QkDQF0zARZQnBbkO0yeiGzKmzF/CHw6iqxsOPPU5Ncxv//c/+Cvs7MMFF01T27XyOyTOHaW2q5/CR47R0drLvlV3U19ez+brtOGWZfa+8xMqVKzhy/CRdSzuZiyaoioTRDZ1Sjw3B4QJBRrzo4Is2B6ap84PHn6G5pZmJmTk2LG3F6fUh2WzMzMwwPx9l9cZNnD51GlNVqFq6mp7z3ay57hYq6xvfsXBrPB7nj//4j2loaOCmm26yWkw6HA6+/OUvs3XrVmvy57XG0NAQ+/bt48EHH7S6f9fW1vJHf/RHrF69ms7OTrZu3XpF7/WfKoKmqvziXTdjd7m4d8tqlrfUI0kSaUUhthDH73WjaTqCALaLTWdT2Rz/85+/x8qlnXzqF+4hOR9D9vg5evgY+XyesN9HedjP+GyUZa11qKqGqmoYponP5yFcU4u9pJr5vtPY7TKKIOMwVZAkBFFAkEQQRfKKRianUxYJYeo6Sc3g9//or/mdz/9P1l5/y9u+OA7teo7o4HkqSgK8snsf9/78A0R8Lk7teYm9h09S4vdy3fZt9F24gCCKtLa3EwgEEEzjIl/KRIvNYUo2kB1IsmyZfGo2W8iYixJJzcQrGqTSaXoHR1FVDa/Xw/KVq7jQfQ67x8fJYyfYetsdHDvTzYbrbqK+rfNtvVcotIp/+OGH+fa3v81f/uVf/kTfI5fLZe3Q7waKXfsu7f8qiiIzMzOcO3eO0tJSduzYcUX+wn9qGu1+4UcsJFOsXdpOS3U5siyhKAq5VAan3UY+p6DkFQQEdMNA1w2SmRyqphP2eTh69AzBhjbUbJp127ZSEQmzbHkrI9PzhH0edMPE7XFhtxfmfNnsDgzTADWH0+1FdDlw2AUEhw0EMFUNQzcxDRPZbicUcKFoCjnRhlsWuPOmrfz1n/4x85Pjb03Kl8A0TU4fOcCZfa9QURLgh089R21lGSdfeYH43Cydy1Zx1113Ync4iSWSbFi/mqXLVyDLNgRRJBZLkMjkUPN50oZETjdJ5BTiqRTRaIz5hRjpbI65aJRcLkd2fhYlr5CIxTAEifM9F6gqDXPi6FEEh5uqsgg33HYrvUcPsGH1co7vfZmFmem37X6LGBoa4pFHHuE73/nOZbPaishms++aEgAWm/VSGIZBXV0d8XicbDbL66+/fkXv9TMVQcnn2PXiC9x1w3Zsuorf50HXC4vdbrdZTqnf78Vut+F2OQkEvHgcdmRJYiaVobSsnO7uXuqXriA7NkjXpq2k5mMkUlkqyiOYpoGrpATz4o0Nj04yMT6J7vSiCBKmrqNqYORVkGVEtxMwMTUNydAQMFHsfhxGHsHUWdneyJKGOh77zrfftuN6sOccF/a9xIquDl589XWWtNTRWF1JsLSc/hOHMQwNu6mwcs1qGhrqEOxues6cYqi3hz2vvsZw/wVeffEFZiYmGBkcYmF2ljPHjzLUP0D3+XOcOXaE/t4+hnr7GOzt4ZVXXiMRi1JZVsaGFUt4392388prr2MzVZLTEwz29pCYHKGyro4TrzxPV0cbT33na0yNjbwt9wswNzfHCy+8wJo1a0gkEm/bgi+OnyqOtdI0jYmJCcbHx982HyObzfKLv/iL9Pb2MjQ0xNDQ0H/6mp+pCFOjw/R2n2Nsbp6Ny9tRVQ1FKYwb1VQdWZZwuRxWyLI4FV41THTDoMTpwPCFScaTvPrqPmayGv/8zW8jBsOkclnO948wOh1FlO243C76J2Z57tBJTp8f4Hd+83c5PzKBYko4HBLY7VZ9ginJBVNDktB1A0c+jiZIKKKHcFmY2uoKzpw6wcLszFsWqqoqHHnlBdatXsHxI0e5bttmIk0dnDnfTYUb5qIxSEcJR0qpLo8gqFlMJYdpgmHCuhVL0AyDdRs3c7q7DySJM70DpHMKQxMzZBUVVTdIZzNMz0dZiCeQ7TbyqgYC6LksIY+Tm2+9GVGSGBkfp6+3l8mJSZz+IDW1tcwPdXP33Xdz5NWdaNpbX0zFxfn1r3+dLVu2kMlk3vJ7mqZJIpEgl8tRU1NDR0cHkUiEuro6Vq9ezdatWxkcHOT06dNvufWkaZpEo1E2bdrEhg0b+O53v/ufboo//RNNkyd+8APaG+vRsyk8TiemWZjZm1cUEAQcdrs1yd1ms6HrBrJcCJ06bDbCHjeJoT62bdtC98AwgXCYbbqBogvEUyma1nQxNBclMTWJqWlkcwpOWWIuk6e1qhyvksYh6ICMKEIeGScamiDjkEEzRSRTQ8BA0PNgKhiCTEdjFYdOn2egr5eSsvK3JNAffvtrVIU8PPfc8wT9fqLTk3g9LmrqG3hp33FqqioKCqqrIDtAEEEQWbpsKYYBLp+PpUtkBoYnWNLexkImT2dnBzMzs9TV1TI/M4Xb68fhsFNaVoYsSaTTKdxuN5KWQzdMUDOEPEGCNRFUA7K5HOFIhNHzp5hdSBBwSjjOHKaiooLXdz7PttvufEv5lEQiwfe//32WL19OQ0PDW1YEURSJxWIEg0EikQjpdNqa4WaaJpIkoWka27dvZ3p6mt27d3PjjTeSy+Xe9GcahkFtbS3f+MY3+MVf/EXGx8etEVpveI0/7RdKPsvrO5/DMAx+/rbtGEYhU6xczBU4HXZM00CSREzTQFVVbDYJyW4jEvIhSSKrlzTR3lhNKplkZnIKtyxQUl7OeF8va7s6mZpdIGS3MTsbBZvMzZtX8bF7buSjd9zA+27ZjCCKzMRVNMMkJzhwCjogYBd0TAQkJYemmpiGgZ4rmEZIInVtzQR9Xh5/6BtvyTyaHB5gYeA8dnQMEwRDpSboIJfNIws6y9ua2bBmBShZzIs7sej0IEgSTqcLj8/HhXNnyeRV5manUDWN2bEhzp09SzYVJ5/LkIjFOHb8BDNT06TmZ4kuzOEPBAoPxu5GEGVEuxNdzWMaJivXrMHldJLNK5w5201HQzXVrUvoPnWKyqCPcwf3sDA98abvGeDUqVOcOHGCv/zLvySbzb6l9ypO7Ozv72d6epr9+/cTj8dJJpNks1lisRjz8/PMzc0xOzuL3++nq6uLhx566C0PJnE4HLS2tnL+/HkmJn62TH6qIpw9dZpoMo3Pacdus2GzyQXOiMeN46LjpOsFu1GSilPfIZPMYLfbcTsdjEzMcHJ4Gi2fwSbAwNQ8LoeNE71DtLU2cWFshsGJWaYX4ux6/TiTUzOIkoxoF/CXBAiXRoj4vaSjCVyCBoYBmAhQ+LLZkCQTI68i2mQkmxNRlHBIJkuXtnHk2AlSifibEqKmKBx99UU++P57uNDTS1XQTVVlOYMTc5w6e57z3X2UhVzYtGzhJDB1zFyycGWCiCDJCDYHbStWURKJkDNlFFVDkO1UNLVTU9/I1Pg4druDitIIgiAQKC3D7y9UYgmShCAWNhlTsiMApmRHT8wTDAbo6+7mA++/l8lYksTMBP5QmLGe07z/Fz7Gvp3Pov4HJ/JKkc1mOX/+POFwGF3X37KfNTc3xxe/+EVM06Svr4/JyUnGxsbIZrOMjo4yNjaGw+HAZrNZJ0cgEKCtrY0XXnjBep83cx2qqvLRj36Uw4cP093d/TPf46eaRsM9Z6ivKmdZSz2CIKCqOg6HzUqcSZJILq/gcBSymwWzzsTlcmCaJtev6mJ0Zh5JWGDDiiWs7Kine2SWtGjQ2t6Gy+lkWVMNmbzCko5GvvXETh7ZOc6vfOh2Qv5SkJ3kZwY4NzpOXWsrhq6DJFEIQoIqFE4kh2xi6CqmKGLoCqbsQTRlykJeqiJhzh0/yobrb7pqIcYWZnGpKSZHBonGYpRHmpmZnGLNsnY6mmoQbC4CwQBmOo7giyBKErLnJ8sJTV3DFATuuvdeMA2Wi1LhZ6YJK1ahZxKYugqChOTyYuo6giii5zJWW3dBEAqBAocLIzFHbXkJ8vq1HDpyFLvbhy9cytjwYVwuF1J8ilBpBTNTE1TXX/2kmzNnzmCaJnfeeSfz8/NX/LqCaVxQHF3XmZ2dpaKigoqKCmsmc19fH5FIhEAgwNDQEF6vl0AgwPHjx1m3bh0ul4uTJ0/i8XjYsmUL0WiUVCqF3W4nGo1SXl5ONpvF4XAgSdIVKcfc3Bzt7e1UVlbS3d1NZ+cbh5nfUBFMQ2dqfJzO1mYymQxOZyFbrGk6kiQhSSa6buDzehBFwYoi5XJ5RFFEFEWuX7uU5w6coX96hrMnT7Ny1XJCzRF6Dr3O+utvIDZwHsM08YfDOENB3n/jRl49fIap2SiemRmSsTiPPL2TvCiwPJnntk1diKYBgohuithFAwQNARFBFDANE1MUELU0ss1NIOAnlctz/Mihq1YE0zTZ/8LT1FdUMNJzjrbmBkorKpiYnuGJF/ewbcNqaksDIMnorgD/+i/fZVl7MwOjk0RCATxuFzabhK7piJKEJIkXcyxgIBCPxgABRVPxuZ2k0hk0XUcAEAQCPg/ZvIIkSthsMpqqo2gqmzZtwGV3YWoaJQEvTruNyeGBi6dEwXE+c+wwdas2c2bfK1TVNVxVLsUwDMbHxzl16hT333//Fb9OFEWOHDlijaTNZrMkk0lmZmY4fLjgu1y4cAHDMHC5XExNTVFRUUEymWR+fp7Ozk66u7utiT7RaJT+/n6Gh4e5+eabrRMkn88TDoc5e/YsXV1dV3RvmqaxfPlyRFHkwoULV6cI+VwOv00iVFuNSyk4NsUToTDcWsftdhZ8BkWxYswOh/3ijF8dURDxOkTqI2FEQUBTczTXNxAquYf/9bnP8dmfuwe3004kEkAzoSQS5sGPfYQT+w/Se/IktbVVfPKTH8fvdWEoGTQ1Sx47DnRkwQDDIGtIBZPJJkNeBacdAQFTEAgHvJSXBOnp7UPN57FdRaY5lYjRf+Igy+6+A0kWcTnsRJwGt2xdR8YQcHs8CCKYSg6HL4zHacMwNJYtaWN4eJhUKklNZRlz8wt4PM5CkjGdpb2jg/PnzuH3ehFEE6ddprmxicHhYTK5HKlUuiB/RSUaSyBLIuWlpcSTMfw+L5JswzR0RLsDOZNkc1czr+eztLS2ECwtJz4/h6YoOE2V8ZFh4tE5guHSK77vTCaDLMtEo1FKS0vfMJwpSRJOp9Oa0lmkWKfTaZqamhgdHaW0tBSHw4HD4WBhYYHq6mpSqRTBYNAyhebm5giHw5YptmzZMjRNIxKJcOzYMe68804GBwfp6OhAURQymcxFMqfJ3Nyc1emiGBRwOp3kcjkymcxPnBR2u52TJ0+yZMkSDMN4w0DCGyqCrqnY0Emk8rTUlWIYJk6Xo+AEwEUH2cQ0jcK8XknE1A1LQwVBwOm0Ewz42XX4ddZvXIvpcKFHpygPlPAnv/NrnDh6nKbqcgxRJpo1qQgGsQVKyOTyVJWF2X3kLHVlk3R0teMQCwvf6bGDKVw0GSgowcXvTVFA0QXsooGiKricTubiKcL2JPls5qoU4dSh/Vy/cR3pRIKaxlbOdPcwPDaBTZbZtGk9Tl+QbDKBIbmwyS6Wr1iOwx9EVTUau1YgCCKSlqOssZW8qiIYJqqqoIgSLSvWFBxr2UY+nSKtGThrWwlJoGXSCKKIy+2hOp9DEkxEUaa0pRMjsUA6ncYmyzhMEEQbosNOKqeSyysceP11/G4n7ctWMt53nutv28G+l17kjvt//orvW1EUq7WKJEkWiXJ2dtZ6tufOnWNubo7x8XHsdjuqqqKqKtFolJaWFoLBILlcjrm5Ag/K7/eTzWZpb28nm80iiiKqqqIoCqWlpdTV1TEzM0MqVYiUCYLAddddx549e0gmkzz22GOEQiFUVaWsrMw6RU6dOnWx8i+PqqoFv9TtZuvWrdhsheRsaWlhEwgEAgwPD7Njxw4SiQTBYPAKFUHJU+KSmc0reENB7CKYF7nloiiiKAVehyRJiLKMcTGEKogipmEgy4VEW11ZCavamjhz8jSdrY3YnS5Q87h9NpxeDyBgR0MVJca6e6nI56itqaKirpq7u1Zx6IXnSeVUBLcDm6Ci5hVs9sJ7K6aITdBBEDAVFQQBe9Fxdgg47RKyJJDNpMlls3iDV1awoesak/09bFtSx8jIGPuOnqKpupxwQwOhUBBXIEwul2Xf3j3Iso2j3YMouTzlZSVML8QJ+Tz4PC58dgl/MAiYLETj5HN5sqpG0O8DQwdRIlxTz0xawSbrIBgkolEymRSnB8bRVK2wIdlsaKaAZGjUl4fQDJOQ101VZSlL25rYsLSJp149REdnOzahMElTliU8Dhktk0DTtCuOyyeTSQ4ePMgNN9xg0aidTieZTIbKykoAxsbGuPHGG/H5fMTjccLhMJWVlczMzGC323E4HESjUex2O06nk7/5m7+hrq6OdDpdWC8Xd2O/308mkyGbzSIIAoqiIAhCgb6TTrNu3TpefPFFbrnlFlatWmXdQy6Xw+l0ous6giCQyWQsRTx37hyVlZVks1mGhoYoLy+3Tofp6WnsdvtPrZF4QwkZhgGCQHx+AbfXjWRoF6nQInq2ENvVNB2braAEQOFUuHgiabINWVOpKi9h/Zql/GjXfvr6h2moCuENV+DxlbJx43oO7d1H/9gkbqeT0pAfRZfQs2lMXUPIJSmprMAhmNiNwkMpsqtNwIaBrpkIRkEJMQz0bA7JWTBFDMMk4HFjc7rJXQU3PpfJ4JAE8qpOaVU1P9fZxZ6XXiRQEiE6N0tZbR0Om51kRmHr+mW0tLZh01IkTCeiqWPqOt5QkHQ0BrIdwW6nTRLJaTqmN0z6wils4Qrs4TKMyUFc/gBut5Po7CyNLc3kDIGa6irskUoEJYehKgjhChzJWbKSi7DPhS0bR8ukMJQcQa+Trava0UU7A8NjnO8fZPmSTrTYDJHySjLJOP5QyRXd++joKLOzs9TV1Vlx/qNHj3L8+HHe9773kc/n2bhxI4FAAFEU8Xq9TE1NWaNs5+bmLEp2NBolEAiQyWQYHh6mp6cHp9OJYRhUVFTgcrlYWFjA6/XidDqpr6/nwoUL5HI5PB4PlZWV6LpOMpnkhRdewOl0IkkShmHg8/kIhUKMjY1RWVmJx+NBEATKysro6+ujs7OThoYGvvvd7/LAAw9gGAadnZ2cPXuWjo4OSkp+Uh5vGD6VLtYTROwCsqaAYSLabIiyZGWTL7XDCqE+6WJ4s7BIRbsNyW4jE08xNjuHR1BRU2lUNQcI2IIRVm5YwfmhCY71DDKvCejpOPOJDJqWRxINWrbcyvnhyYIGiAKIkqVsJiAWleDisS25nGAapA0ZUZJJZnJohnFVpOxMKkXQbUPXNEZHRkjPThEJeEnn8tS1tSPqBVrH0rZGBF+QvtFxtMpOZhdiDE7O4i6v4fD+Q0zOzqK5vOzd9RJjY2PEchpHn/8hFc1tzMzO8sS3v0kyr9Lb08MPnngGwe2nu+8CR/e8jD9SxlhfN4NDw+iGzomdT7OQyjNy/jTHDx8hZgtdVnORzOQwlRzXbVhBW20Fk7GUVR8dW1i44nsfHBzEZrNZuz9AeXk5sixbdcTDw8NW3YEkSSSTSSRJwuv10tDQQFNTE8FgkLq6OoLBIGvXrmViYgLDMHA4HPj9fhKJBFAwxQYGBhgaGuLo0aOUl5fT0dFBbW0t+/fvZ25ujrKyMhoaGqz37ujosK4JCidW8TTJ5XIWC1VRFDo7OzFNE8MwKCsrY2RkhIWfIo83VARd00jmVebSWXRRYmR6jqxuMDkXZXI+TiqrMJfMkM4r9E/OkcrmuTA6xWwqy+DMAtOJLPlMjnxe4TvPv8ptm9ZQVlWJv7oeUZQxTR09k0BCZu2yVm7fupr+3j4Onh1A9vkZG51hYXyal5/6d+pLvOgUfJB87qJPYBroiKi2Ao1ZUw0EScRQNUzdwC2ovNmahFQiTi6dwnR68Pr97Nt/gNeOneP8iRPMDvVjZJOYqsK+4+fY+aMfYSo5Tu/6ETlFxeEL8tzjPyDStgxddvLDhx9my403M78Q5eyBPYwnFC6cPc1g/yArlnUxPDLG+YFRkorBYE83vb39TCUUjh06hCDb2XfwKN0XhqlqX85TP3oeRXLiC0X47te/DjYngiQDAtWlIfYeO4uaTbO8o5lNa5cRnxrFzGdRcleeFU4kEvj9fmu2smmaVFVVEY/HC1GpmhocDodlwhQLX4q7stvtxmaz4XK5cLvduN1u6urqLP+gu7ubdDpNIpGgpKQERVG4+eabqampIRAI4PV6cTgceDwebr75ZhobG62fy7KMLMuWsx4MBhFFkUAgQCAQwOVyoes6kUgEh8OBqqr4/X5LgUtLS38mSfANTSNRknCEIpTOLZBKZclHE6huF9logsn5OLIs4XM7QddJxRLsHxqntr0dJZMlPrfA7PQCgfZ6xifmaamqYPPyNgxDQ8mnQDXQ1Byiw47bG6a2thI1laG+vpaypat59pF/43j3BQDed+dtlIT9SFrBtBHtMqYAss2FoeaRKWSSRVXBNGVMVQNRBEHHNAwM0yCWziJJV85dScxOFgSoKcyMjuByu6irrWZJYy0NrS2YWr6QKKuvoqyqhoaWVib6eylp7CBQEkbIxNh8213Mdx8lNz/N0s3XoaQTlIcDrL3uJkb7L9Cyfjv1jY2MHttHKp2mpKGV/S8+ww1b1iGXVDHTd462riWouRwVFRV0rV7D1Pg4qzoayUhu6moqsLncoCQRPEG8+TwZRWMmniWlCHhFN8lEitJqN8nolZ8IBXaA7bLFomkaNpvNWtjFxV6MFF7aOcIwDHK5HPl8nnQ6jcvlIpPJ4HK5rAVZbMNis9mYnZ1l9+7duN1uSktLMU2TdDpNJpMhEomgqqqVk/B4PEiSZDm6xWu8NIQqyzIlJSWWIhazyUWFPnv2rDVY/T/ijVeIKBGyC4zrGpl0mryqkYwniaYyiDYZ46KjIksiibxGqLSUllIP8YTJ0pImpmcXcDgdHD3Tyz03bSRUUwEIaOk0NrcXdAE9nUERHYQjIc6MTlEXCZKJzbCkoZpfuGM78kVTTDDNglkkCMgYGKaEpuYQAN0UkCj4J1y0aTFNBEkkm85QEQyQNAQ8zisv6tfVPKog43R7WXP9TTicLtKZDMdf3UXI5yJUWoqh5pmenScUDqGoCqahI4smhq5hGhdzHaqK22kDNc/cQozqkh8760JijsGT8yi5HPGFBcL1BgsLcSoqc4iqQjq+QD6XQ1FVRKGQ1yl1y0gXTznDNK3zzsxncTrs/PqHbmHXodPYbXaaO52ks2mqZBvJ7NXxdYpmSxFFLlA6nWZmZoZ0Oo0sy0xNTTEwMEAul2PdunWWE3rmzBnGxsYIh8MsX74cKIRl7XY7bW1tzM/Po6oqMzMztLa24vP5ME3TMrFGRkbI5/NUVlYiSRKpVIp0Os3Ro0fx+XzcdNNN1nVNTk4Sj8fxer0sXboUKJh3mqZdzHf9OOlmv9hY+qedCG9oGsmyDUmUCZSEicWTlDVU4/J6aKirpLmplo62BkpKS/D6PHQ219BUXYIgirjdLuSAn2BZCUnZzUw0zsjELJJsR5JtOPwhlFQCLZVGkGXmhofILMRobqvHFESGzp1l1ZIWRATQ9UInDFUrWDmGiWCaGIoCug6GgYSBkVdANwpfgCBLIAjMLsQZmprF5Qvi9L7xLvBGyMSj2PU8WcHJgZde4KWnfsix3a9gAF6/HzQVzALVQ3K40TWdhVSGfCaFnssSi8UxM3EyuXyBQXpxyRYfyOxClHhOw+WwE0ukmDdt5PMKXq8bQRBxalkUVcdhd+B22NCzKeweH75QCLUYyZFl9Fym4BtphYX+w1cO4/KHMAAxF8djt+EQTey2Kz8NdV3/iYVSzBQvLCxQV1cHQDqdZnBwkHvvvZexsTGLPJfL5bDb7Xzwgx8kmUximqa1AKPRqFXLXoz55/N5ywkufpbf78dms1ld8Iqd8Orq6ujs7ERRFEvpRkdH2bx5s5XAM00TURQtxb00WpbPF5K9P41A+IZSsrtc5JBIZHKEA27Kgj5Mw7ScYS5GaUzTxOe7qEtiwW4UNQ1ZEtn92l5+5UO3I9ltPP3MKzQ3VtPeUodkd5CKJlDjKebiScKRMB6HHV9VLRWpPIMjE9RVlOK4uItLckGrTQR0zUASBUzDQJSlwjWJAuiFRSZIohVOTWbztNdVYwv6sduvvAWKpqgE3S4km41Va9dgkyUQZWxON+rMMKYIojeEIMpouQx5TSepixiqgq4poGYx01Fmp6ctOgomOJwORFkm5JCYmZ3h4KunWblxM/LcAE6nHYfdhm5CrtgAwdDJplLg9WAYOrlsjpzPh12WsNlt5PIaTtfFjniSjbu2r0b2RxBzCfCVMn/6bHElX/G9/0ezo/i9YRgFNqwkFfJGF82RSCSCJElks1nLSS0mvQqJVc2iX4uiyOzsrOW8OhwO3G63VetQbBWvKIrVsaL4OV6vl4mJCctUKlB+VMtfKMLhcFy20C/9PhqNWtSMN8IbR41sdiSbA5upoyJh5NXCzgsgCAgXTRXTMNA1FdM04KINiAAXLoywbvUSXD4vTq+HHbduweN2smfvMZAc+EpDOB12+oYmWUhkGB2a5MzRY1RXl7DyuhuRSqsKZpEkFqgTholA4UQwVRXTgLwhYaqXxIRlqZDUk2VM3WA+kWRkaobOpcsRxCvfFZ0+H6lMjoDXiV2WEbJJhNQc2lQfoqFcvG8d09AL957PkBrrJ5vNoaVT6JqOriqYJoRCJeTjMWbno5gm5FJJRhMKNaVBdtx5B16bgCSAoWlUV1UjmAay08PU7BzpVIKymhoUVSEfnUNTVXKpJDlFJZfLo+bTCJiYpgCagsNuQ7bZMO0eBNmGYZjkNR1Vv/KCmiVLluDxeC6LrBRDlsX4f5F2X15ezt69ewmFQtYCLipNLpez/nU6ndYpIMsyLpeL2dlZ4vE4sVgMp9Np5RIEQbCcYCgQAF0uF5qmoSiK9dnFqrTKykomJycpKSmxHPditvlSpRVFkenpaZxOJ+Xlb0zLf0NFEICy5nZa6qoYHx7D0NQCGUwq8HowQZALxTGy3Y5otyE67ciSSMaEwckZIqFAgRFqt+P2lVDXUMfK1cs5vP8wNncAyelk2+pOBqajnB+eoKWploef28OjD32PniOHEWW50MBCEhFEsVAXTYFPZEoSdlRyNneB/w+opgQCGPk8mCYjo1NMLUTZvGXLFS8EALvLjYRJXjMwRBnDBLQ8AqDqJrohoueyCAJMjE8AArF4kkQ2T2p+hsn5OLNpFc3QiUYXAJNkJsfMzBQYOiFBweF0Egj6yWYy5JU8kmHwyoFjhWEa2RSDk3Pohsnrh0+yEI1iAgODIySSqULW3i5htzsRCjbjRT4umFoeUcsiGBqiYKCpCrquXfG9RyIFFuyFCxesheTxePD7/QSDQZLJJG63G03TCIfD2O12ysrK0HXdqh2QJAm73W7t/iMjI2zZsuUyWobNZiMejzM6OmoNCgmHw+TzecbGxgCYn59nYWEBwzCYmSkUWBUbd5mmaWWTnU4nZWVlaJqG2+22Omu7XC7sdjsejwdZlhkfH2fbtm2XnSCX4o1p2IJAdXMbyayCIojkjUKuwFC1glkkFGz44gAPUzfAhGhW4Yv//DDrl7UhOe24/CXY7G5UNYuSyVISCdPU1sCx/YdxBYMoqsZo/wCVFWXEZ+e5Z8tq1qxaQkNrE8lYElEUMHSdeDLDy68f50z3AMfO9HPubB9Tk/OcPnGWaDLLye4BBgaHCua4biA4bBw63UNZJEJNU+sVLwQA2e4kr6g4lRRaNn0xR1GwgW2SgCQLaIgE/D5KAgESqQyJnEpufpqEYiDbbPTvfwk9l8XtdDE2OFDgIpkCA719jM/OMTATY+RCPwsLCyga9PRdoL2pjkwmRz6ToaulnoWsRlA2CqHXE8dxux1kU0kWhvsJeNxMzi2gCDYoKoHNVaBqm4BYaAqQU3SCJVfONfL7/bS1tXH27FlcLhcvvvgi09PTfOADHyCRSPDtb3+b5cuXU1ZWRigUwuv1YrfbreRacSfv6+ujvb2dZ599lqmpKQ4dOkRbW5s1DadIyKurqyObzRIMBpmcnOTIkSNMTU2RSqUYHh7GMAyCwSCKomCaJrFYrPAcLkatgsGgFT4tLS2lqamJoaEhK/9QV1dHf38/qVSKgYEBQqHQT82y/1SbweX1Y/gi1GQy7D5wgps3rUQwTSSHHVMvhCcBsjYPLrFgOj25czcfv+cm6ttasNndiKJENpsGEeK6zLNP72LHrTewvLGTc4cPsXpVF4kfvcLo8AjLbtjM6QujRCrLic7OUdfeQi6dxSmYeN121nQ2cvjMBcrCfmw2DwcOnaKjq42p4TGmpua5bsvqQsTILnPg0Bly+Twf/PBHka5yqIS/tJLJE6+TTiaQDBWUNBnVQBLB6bChqDp9faexiwWOE+kYt12/FZvbi9vlor2zk5DXjdMfIOW0g2Gwce1qXLJAVjPpbGtFtDvJJ2KUVVZRVV6OIAqUL1lqRb+WhsoJ+nyEAz68gSBef4Cm2mpyuSwuwcBTVsbU7AyKkqe+rg6fbCCpOZB9YHci2h2INgeKpuF3XnljXJ/PRzpdIP4JgsC+fft4/vnnLdOo2K36UlNJVVV27dplOczFzncTExNWkquuro7R0VE8Hg8VFRVW3B8KCbuikw0F08blclFWVkZtbS2KovC1r30NURStuQnFrPfQ0NAbEuief/55AOuE+L3f+z2am5uZnp7+qabRTzeeBYFVW7bzo3/9Kg6Xh5m5KEGfB8lh/7GJJIq4BQU9pzCTyhGw26mqr8LQtYKjZORQ0ylUTaUsXMH2m2/m8PGTrFveTk5RySTmscsyR8/3c8et29m0YQWHj56iJBxCtLkJhN2kZydJZ3LsOnQGj8/DdDLHTCyBw24jn86RVxQaG2s51d3P+mVtqKbIv/1oF16vjy237LjiRVCEPxQiUFqOksvhdnvRVQVdS5PRTMZnosTTWewilIZLyKsKxsVo1sLkOI7mNqZn5iDjoD0UoKZrGaIoACaSbCdcVErDwDBrrZyfZpiISgbD5sImi4R1gdNHDlJSUkLWgNMXRgjJOuXlZUTn5pBlmXBJBLfXR17VUdIZ5uJp2uoFZKebVCxKpLSUtGzD5fVf8b0X7fWSkhLm5ub4wz/8Q6sL9enTp9m6dStzc3OWM63rupXZLfoJRVs9lUrxJ3/yJ0SjUUtBio5ysQWMqqqXKV6x1vhS8qZhGLz//e9n27ZtFmkvm81an11c7MWIkcNRYD0Eg0EqKytRVZWBgQHa29t/ZgOCn+lFhipraWxuZnRigrlYkrKSIIZSqAYr8Hv0QkxbN/jC332D9123AdM0ke1O7A4XOD3Y3V6Sc7N886GH+dRvfJLIjdfT/dpOpuJ5PIFSbt20ij/7l+8Tm49ic9hYvn4jysIMPrcTAxN/XRv5C2fZtKINd8BHJp4EE0pLQ5w6P0jXqk6OHDpFY0M1CHDy1DmaKisgVEZNff0VL4IfLwYXsUyeMr8HNZ8jq4NkGAiCST6vUldTTWllFYgymWyOA/v3M5dIU1ZWSuLcWUQBXjt8ktqaarTJcXLpFJlsGkmSEe0OQMAuidgkCVVTyefzyG4f0bkZbLKMz+NBdnkxlBy9/UNUlJUwMz5D05bNHDp1Bq9NoDQcJBqPo05MsWXDalJKhpf3HUbLd7F87TpysTh+v5+x2RRLr6I7tCiKrFy5koGBAYulmUwm2b9/Pw8//DCRSITKykorFCyKIlNTU9TW1jI4OEh1dTU9PT28/PLL3HfffXzve99jeHiYfD5PMpnE4XDwyiuvcPvtt1NVVcWFCxdYsWIF+XyegwcPsmLFCsrKyhgfH0fXdRobG7HZbJw8eRK/34/dbufVV19l48aNSJLE/Pw8uq5bfkoRpmny9a9/naamJg4ePMidd95JbW0tkUjkp9/7zxKM3eUmUNcCmTTxjEI6kyMZT6IpKubFMJmhavQMjxP2eblxy1pEWUbJplHyafR0HC2TxldZw0fft4OvfuUbJCYG6Fy/Aa9gIjo91NVVceemtbx68DhKPI7HLjE9H2UqkSc5N4fd68flD1FZESES8FFTVYYn4GN6Ps6aZa2I2Sz1VWXUlIUxNJ3j5wfoGRnjnnvvfVOt4l0eL6m8js1hQ3K6ETWlcAIaOlNz8wwMDtN7vocTp88z0NeD0yYTKStndGAA0e2juiRAc3UZk5PjDPb1EF2YR80p5DNZtFQKNZVEzWaJzc+TSSTRcnnmx0dwiSJ2IJ9OMzO/QNjvx+Z04Q8EuWH7Fs6cOcPypR2EImXE01lsDgclkQhP/Oglhsam+Ni9N3K8dwRTlFHyeQynn0wygecqTgSAm266iQMHDnDkyBFUVeXVV1+lo6ODP/7jP2bnzp2XFdQbhsGLL77II488wtDQEHa7nYmJCT7zmc+wc+dOUqkUx48f59FHHyUajdLU1GSZPvF4nBMnTpBKpdi9ezeRSARFUZiZmeHZZ59FEARGR0cZGBhgz549luP7/PPPWxnkgYEBHn/88cvqJnRdJ5FI8KlPfYpAIMCnP/1pMpkMuq7/zOL9n3kiCIJA1+br+fdvf4PG+jrO9o+wvLUeQ9MwJQlDU0EU2Xv0ND936zaC5eUIiGRic2iyjKpkUVNp5HSSUHklH7rvA7y+axe33rINu8tJMjGH5PSwprOZv/j2Y6xa0kxpUztVjU3Mjo0QaqjHSMeRvAFipkzASIEgMD8zz0wii5rN0VhXSV1VGaaqMa+Z9FwYZumqNWy4/uarWgCXon3VOobPHaC6oQnZ6ULL6Hz/hb3kix35jEIdRlVFGTOzc5SEggiiRN/ZMxha4fcnewZRNR2H3YbDfpGfI8volzw0Eyxf6yei/aKEKIn0DY8zODGLqhmcOHGaTDaLqun4vR6Gxk7icthIZHOc6R/ljus3IttkcrksRjpNbUv7VXf783q93HDDDZw7dw5BEBgfH7cKZD784Q9z7NgxNm7caK2PzZs3U1NTw5kzZ8jn86xdu5avfe1r3HPPPSiKQkdHB36/n2XLlqGqKkuWLLH64y5btox8Ps/KlSv54he/yEc+8hEaGhoQRZGjR4+yfv16KyeRSqUwTZOuri5mZmasEO6OHTuQZdkye86ePUttbS2GYbB69Wry+Tznzp3jgx/84M+87yvrfXqhm7/8w8+xrL2FzqoIVWVhbBfZpelsnn9+5Bk+88D7CdcWenCqmoKSTSDLTvLpOLlEGlcgQN+FYWyYnOgZ4K577+Lb3/4e/+1Tv4wkyzz27z/EZhrc84F7EZ0eDry2h5WbN+PyB5mfGGV4co66Ei9icp4Lg2OMzy6wftUSnFKhQXA0keKvvvl9vIEQf/L3XyH8Ftq4ZLNZ/u1Pfpvrb7gebzCEmVogHZ3HbrOhmSICOqbkgItlqZKaRZOcF8sqtUKHDUwEsUAHRwBBSaNJTgQ9T9J0oOUyBPw+RC2LiQiyE5NCkMrucJCTnBh2FzZDwablMA0DNZvD1FUME8xcgoVkFkPTsNntVEX84Apg8/gZGRri5MA4P/fbf4jLffWzAnp6evjBD35AIpHg9ttvZ2BgAIfDwcmTJ9m2bRuNjY3WLlwszS0m1ABrYV7KB/pZy6zo8Bb5SMWcQvH1RUe9+H3x7/4jEokEgUCAF198kZaWFuLxOKdPn+auu+5i3bp1+P0//XS8okxTeXM7G7ddz55dLyJKywiFfMh2G4IskcjnC0kORUWwOzHyGWy+MGo+jWloeEIV5OJ96Lk8UkkF+ekxqiMhnDaZ+XiS7guDdK1Zx5JVa9n17LMFcyubombJMkZGJ2jv8DI/HyOxMMe8y4lPNWiqraCptqJA/xYEVEVh79EzeJwurrv9ToKRKw8ZvhFcLhed19/F3FQfDrcHAQmn148IGJqOzeknn89j9wXIZjKILj+ei9lrWRQRLvbp0Q0TUwBRFLDZgjhkGUEK4DFNcjk7kiRjyDYKCfFCD1RsdmRZxu/0YGgqguTFUGyYhkFekugdGEJQFdrrK/AGSzAuFv6rpoHH6eLg/gM0tXdQ3xl+023jGxsbmZ6eprW1lbm5OdasWcPrr79OfX09z158Rr/3e79HPB6/bMEXUawQK5pR/9le+0a0jktfYxgG8sW+uj+tG54gCJSWlvKNb3yD97///UiSRH19PZlMBlEUf6YSwBW2hRcEgds/+GEUJA6cOsfZgQlUXUdLZy/2QLWTiicL1GBRwsimcJc2YHP50Q2VcF0TqWwWezZBTWMdnS11DI9PU19Rxu5Dx9GB1tZmLkzNoqsqhqFR6pbxSoVyUEPLEymvJp+I4SwpQTcLeQ1T1zF0nRODk+w50Y3o9nLnBz/8tgwL6Vq3iYwG0elJRJfPqn1wOByk0mlSrgjPvbiL1/bu5+CRY+QVBUMtdAFM5VQkLYOuK+jGxc4OJj8OOwsCzossTkEodMQTBAHB7kCWJAShQK8TbI5C8lIU0XSdnu4eEnmD0qoaTNFRKNcUZUzJjkO2E88qVJRHiGkCXeu3vukmyHa7nZ//+Z/nzJkz9PT0EAqF6OnpIZfLUVtbS3l5+U/tSBePx/nsZz/Lq6+++rY8B0EQ0HWdY8eOMTY2dtnJU4QkSfT19fHyyy+zbds2enp6OHToEH19fdTX17Ns2bL/9HOu+EpDFVV8/n//Dal0hj0nzrHneDd5VSPgcmKYBnPxBPn5SURfGNHhhmwCyeXB5g4giAKR6iqmE2nGp6PITgfjoyMsW72SUreTsaEhnP4Q7a2tpOJRQMDUCzQHLTFHU2MDyuQgXrvI4NnzKA63FUvec+Icr+w5RF1jE3/6pa/gfotNoYrwBUOovlLsDie52BymaEeyO8iqGkMTM/Qc3st161dz85Z1mKaApigoioqhq2iZOAtZA0NVMJUcaq4wNy2RzaHkVbLZHEouX2BJCpDXzYK5oypoog0MHVPXMJQsei6FYgpc6L1ASvLQ2tqCyyYiORyIGNjcXuxmDpvXz/TMHKUtS0jmDSLlFW/p/jds2EBLSwszMzOWM/vSSy/x8Y9/nA984AP867/+K+l0+rLF7nA4+D//5/8QDAa56667+IM/+ANrN38zcLlcHD58mGPHjvHlL3+ZZ599lscff/wnFEzTNF5//XVrUs9DDz3E7bffzuHDh+nq6vqZ0aIirnqG2u5nHudP/+RPWN7ZzormGrZ0tbIQS/Cd517jtm0bWLtuBR6PH8EbQsinL9q2KdJz04yMzxLL5GmrK2dmeh5vbQO9A2McPHqUz33udzl76AAN5X7cAT82hxtD01FTSWzhUtRMnO89/BTNNZXkdI21S1oYmVvg2ZcPMrIQ5w//7H+zdPXaq5P0f4LYwhxf+u+f4r67b8PlcuCS4Pj5PiIlYYKBAB6ni9GZGZxl9ThSs0yMj1JVUYVTNsioApphWKWsxSHpssuL3VRQZRdOSUAxwCULqKaAQwKb01WYBSdKCJJENhlnYGyal3fu4uabrufU2W5uuOVm1OgcJWE/st2BKNvIqTpDQ8OMTc2y/f6PU1F79aHj/4i5uTm+/OUvMzw8zN13383y5cvZt28fp0+fZsWKFdYUzSLfqNiKpbq6mqeffpqbbrqJb37zm7S2tlJVVYXP56O8vPyn1g0XeUGCIDAwMEAymeTQoUPcc889NDY2MjQ0hM1ms2oKBEFgamoKWZZpaGjg2WefRZZlVq5cyXPPPcdtt93GunXrfiqt4lJc9dm1+ba7+Mzv/C69/YOcGZ7iUPcQgiTysduvY2Z6hn97+EmOHTzE1LnjqJqG4HCj5rNITgcVlRG8TgdOt4f6JUsodRgMjY3x67/xG/z7939AR0cT3mAISbYhyY6CCREsYbK/n2efewWv143s97JuZScvHz7FS/tOkhVk/vDP/jdLVq252lv5TxEMl/DB3/jvXBibQsnlSWRVZCCfyyPaHYxFk0QNJ8dee4l4MsX62+9FEAV00Y6p5vDaTMuR1DWNXCaDkk6QVXQcauqibWyQUnUE0yCrGmgImBebIOj5HMe7h8jmNT7wvjtpqqvium2b2Pfaa2RtblKKQWphnpxucmjPbuzeIOGWZZRV174t9x+JRFi1ahUVFRU8+eSTpFIpJicn+fSnP01LSwtPP/00Tz31lMUh0nXdKspfWFggFAqxsLBAZ2cnQ0NDPPHEE5f5A8VsstvtZmpqimeeeYaRkRG+//3vU19fT0lJCZ/5zGc4cOCARcW4tLCm6KMcOXKE1157jbvvvptgMEh/fz+rV6+moaHhipQArtBZvuwFNjt3f+QX8Pr9/Mkf/gGGqtA3NsWHtq2iPBRiWXMdz+8/ga6brOlsYsnSFgLhEkRZxhkI4y+JINsd2Fw+lIwDdJWK0hBNddUMj0zRXFeKpuYRJTvZhRl8de2cGhglb0rcdtMmnKLBl7/1ONic9AyN8X+/8jXqW9uv9jauEAKdK9cwcu4Ehq4yMjRBuKyMPUdOYRw9jSpIrOpoZnl7M90jU1RMjGPoOolslvGZKCG/h7KAG8Ms1EALokg+k8Hj85LVJVx6HkmyFeoLLoaMJEFA13QmZxdw6jlWLmnjO48+wY4dtyDZHZSVeti6eT0vv/Y6oiCwbftWRs+fo3XlGsYXUlz/wfve1oGKd999N5OTk8zOzvIP//AP/NZv/RanTp3ihz/8IWvXruUjH/kIe/bswe12095eeA66rnPfffeRSCS47777KCsr48SJE+zY8eNMvyAIHD582Crgb2lpIRwO09zczOTkJPv37ycSiZDNZlm1ahW6rl/WdR1gamqK/v5+Ojs7OXnyJEeOHEGWZaanp1m/fj21tVe+IbzpgeOGYfD6zmf50t//PSGnjZKAj1UtdTRVleF1OYmns/SPT5PJZvH7vbTVVhEMeBEFAcnuQHK5cLjdfONfHuHnP3AH2OwcOnyc2tIQaV1jciENuoLd6aa5powSv4edrx+lb3CM6WicurYl/MqnP0NlXYNVvP9OYXZynCf/+W/oaqjhyMnTXLdlI7qqIjucmLrKwMgEC9Eom9avQ0knmZqfI5NTqK0op+/CAF6vm9KLGV5BFHG63YW6Cl3D4fUhCSa6KRWaBM/MkExlyNrcXH/jDUz3ncP0hTm251Vu2LoRu8eHqKukUynimTxOr5f41DhxVaBt+w4aWjve9vtPp9P84z/+I9FoFCiEKWtqanjwwQc5ePAgJ0+eJJVK8eEPf/gn/IFi57vHHnuMO+6447IOEvv27cMwDNatW4fX66Wnpwefz8fExATr168nkUi84UDA3t5e1q5dy+TkJFNTUwwNDVmEvmg0yo4dO+js7LyqoZJvWhGgEOaan53hC//9dzh18jh3bNtIWtVZXlvKqvYmDN0AWSKVzvLkywc43jfIPTdsZFlrI6FgkJrmFp55/Claa8vJONy8cuA405PTbNmwhg0rW7EZOqIpcGZonH/6t8dpb2nhXE8vv/CJT/KBn3vgmg4Znxge5LVHvkFVyMeFgQFWdLQi2Wz0D48xMD7Dmo4GHC43ks3OkTPdrOloYWpqis7V6zi8dzeTc1G2rV2BeDFiNDU5TqS8gnwuj8vrZWZ6mvLGNqaGLuByupmLRqlrbOLI8VPU19dSWV6OkoxRWl2N1+NGtDkYGxokm0yQUg1q1l5H58p1b/u4rCJmZmb46le/yvnz52ltbcXhcFBdXc3IyAh33303L7zwArfddhtQ4BldOutYEARkWf6JCjifz8e//Mu/UFtby8aNG+nu7qampga32/2Gp5ooikxOTqJpGo899hg333wzqVSKuro6y2y7+eab6ezsvGoH/S0pAnBxaIjCU//+GI9951s4bDLNtdXY0Cnze6goCdJUXYE/FCCnKFwYn2VqeoZkOovDYSeXzSHKEvU11TTV1VAScpPP5BibnGFqdoH9p3sZnZwhFAhQ19LKB37uF2jrWmlRwK8luk8e48BTj9BYGuDE2W5uXN/Fc6+f4H03bWY+kSGZyeDw+hHUPE67nWgiQXlzJ6NnTxAJh3C63eQzGeYWFuhat4Hnnn6G3uEJ7rhhI2PjM2zevI7JscLkmOr6Bh7+wZPc98H3MTo+wd4DR1nb2YRpd3LjrbcyNT5GbHoSR7gcM1DO2utuecfvP5lM8vd///cMDQ2hqiq/9mu/xj/+4z8Si8X45Cc/SU1NDUNDQzz55JNUVFRw2223UV5eblWWvRGKivvTlqHdbieVSuF0OgkEAnzqU5/ic5/7HE6nk6NHj2Kz2aiurubYsWPcd999tLS0vKko1VtWhCJM02R6fIy9u17gkW/9C6phsL6zhdrWDiZGhohHo7TXV7OktZGw343H40Zw2DEyOXKaznw8ydmefvrHZ5iLJSiJRCCf4+D5PjauW8fP/+qnqG1swuO7Ou7M2wnTNOk+cYSTu56hwmNnZGycspIgjXXVJJMpdu0/RkkowNrlS5lbWKC2pY1nnnkOUYDVS9vwuD1Isszw6BgdLY30Dw4TDAaxOxzkczli2TyiIJJLxelsa2F0ep7p+Rgb167EcLiZmJwmVBJBTy6QTiXJahBs7mL1tpsKkaZrgGg0yj/90z9x7NgxMpkMn/jEJ2hrawMK5nJ/fz//8A//wB/90R+xd+9enE4nHo+HrVu3ks1mC1NX/0Mm+T9CEASSySR+v5+XXnqJpUuXUlpaisfj4S/+4i9oa2ujurraqnEeHBzkvvvuo76+/k37R2+bIlyKdDzKyztf5OUXX2BsdASfTaK+shRTN1jIq2RjMURRQBJFxucWCPu9OBxORLudgF3GlG0kVJOOruXcc+891LUteVsdwLeK2akJHvm7P2Pb6i6OnzxFXtXZsm4Vjz75HLdft4lAMMjU1CSmCel0ispL6B6maTI8Nk5TQx25bA5/KGR1Bdl34izXb1yLoWvYXAU/4vV9B0ik0vzCxz+O7gpw8LknaaiuZDqRpmr1djpXvr0h4ytBOp3m8ccf59lnn2VhYYG77rqLD3zgA1y4cIHBwUGOHj3K2rVrqaqqslpIHj58mHPnztHZ2YnH46G9vR1FUXC73RaVuxjhOXv2LGVlZQwPFzaKiYkJy4/4i7/4Cz7zmc+gqiovvfQSdXV13HnnnVRUVLylNfKOKEIRqpJndnqa2alJRgYvMNDTzYlDB5iYmUO82A7G6bDjd7up7+yiubmJ+vYlVFXXUl5Rgdvnf8ds3reKxPwMu595HDM2TcBlZ2p6Gtnlpb68BNlm49V9Bwn6vNRVlaOpGqFQqBA5EgT2HT/DrddvYX5mCofTRTKdIeD3c/DYKVZ0tmCz25mcnGLF6lVkDJGcZiDqKvPjo/hCIRYUaF13HU2dXVZ+4lrDMAwOHz7MY489xvHjxykrK+P+++9n//79ZDIZPvOZz/Bv//ZvLF++nPn5eSYnJ7nrrrvYtWsXkUiEsbExayDIyMgIk5OT3Hvvvei6Tm9vL6tXr6a3txe/38/AwACbN2/GMAx27tyJ0+nkyJEjfOhDH2Lz5s0/tVfR1eAdVYT/16HrOhfOnOCVh/6RVcuWkMtkON8/RGNlhPKyUk70DHK+f5Dq0hI2r12FpqpINhvT0zP8aM9h7ty2lmQ6TSKdZ/2yVvpHpzg/UJiMef312+loaaan+zy6qhAOhznfP0youYttd33gTfOI3m4sLCzw8ssv84Mf/ICFhQX8fj+//uu/jtvt5gtf+AKf/vSnef7552lsbKSzs5PR0VFWr17NU089xapVq2hsbOTxxx+no6OD+vp6/H4/hw8fZs2aNYyPjzM/P4/T6WT9+vXs3r2b7u5umpqa2LFjB5WVlW958GARi4rwNiCdTvH6j55Ai04iZZPYREhmsgT8fhx2GxIGDrcHUSjUYBuGQe/QGOPTs8iyTEt9FVUVlUiyhKYbePwB5ufmyGUyON0eMpk0KXuApVtupLG146rCgtcKw8PD7Ny5k8OHD3PixAkqKyv5jd/4DXp6erjjjjv40pe+RENDA8FgkLa2NmteQbEV/KOPPsp9992HzWYjm82ye/duysrKWL58OcPDwzz11FOsWbOGdevWsWrVqitOlF0pFhXhbYJhGMzPTDPVf57Xn3uSUo+dhoowC/HCzINcLodu6Oi6jtvlwmmTyGsmslyYqCPJNmRZxibbLmajVY5dGKO0upb1t91LeVVNoa3+exi6rjM5OUlPTw/PPvsss7OzVlGM0+lk2bJldHV10dnZyUsvvYQsy9xwww28/vrr1NbW0trayvj4OCdPnmRsbAxFUSgpKaG6uprt27cTDocvC8u+nVhUhHcApmnS332GUwdeL8xYU3MEvB6yyRiSWIipc7Fto65q2Bw20FQc4XLSqklSNQlGylh73Y0EwqXvqUDBlUJVVbq7uzl06BATExPEYjFGRkaIRqPE43HsdruVBMtkMtagkIaGBrq6uqioqKC6upoVK1YQDoff8etdVIR3GLqmEZufQ1HyZJIJlHyOdGyO+NQEGAauQAhfaTmibCcYKSMQCuN0FxrevlcDBVeLTCZDPB4nlUqRz+e5cOECZ86csX7v9XpZu3Yt5eXl+Hw+3G631fT3WmFRERaxCN4E+3QRi/h/EYuKsIhFsKgIi1gEsKgIi1gEAP8fmIGwSAgPD9wAAAAASUVORK5CYII="
[ "19Β’", "17Β’", "13Β’" ]
null
1
math
grade-5
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "scalene", "equilateral", "isosceles but not equilateral" ]
null
1
science
grade-4
compare-properties-of-objects
false
true
Which property do these three objects have in common? Select the best answer.
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"
[ "slippery", "shiny", "salty" ]
null
1
math
pre-k
ordinal-numbers-up-to-tenth
false
true
The first picture is a star. Which picture is fourth? first
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"
[ "moon", "star", "rocket" ]
null
0
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many stars are there?
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bjiIJF8v9ADDjSBAIrNrpppzBaKnZLMVUfme2vXVgsuF+yDClxHWWSr+W0+Ln84pkRgswdsuhpoNtjV3PiWx06K/5l4uuhPsha8XU6iNl5W4bc2a+Cw/KAwCuRMBHYI1aZcm8753TZ9+fVCw/5RnzhmQuxjR3a1orD5WUvGz84E5qJwj42No49RyzGNXq99yfgjNkmIbK928/hWc3BHwAcBcBH4HUeam/ayVgONt+cTjb3vKuAhBNR5Q8Ymnp/nnN/0pWxi7XGc2n27Ib7h9ihGDrvtxT77W9VWGyN6e0NqE59pttNUd/FI1zGzUdAIA7CPgIpPrpprRDDfny2fbm0h5n20+IETUUP2hp/o6syl8uyFzYPuXbLUeNpzpTXB2CYC93doy4ofJXClp+eGGkg9vcEitEdeg7S1q4aw93CwZS/TR3rQDALQR8BFLt1Da39A0p98tpVb5aUOrn4opm/PcSNwtRZd+fUuXBBaV/cftRgzUOvcImo1ZZ4gdNrf1uWblbx+zF71dEKt6d06HfXlKsMFotjpoOALjHf+kH2EX3lZ66L11dUxjOti/e5d5s+0kx4oYS11ta/FxexV/LKbLFDmvjqY4cagt4R//CQJ0Xe7t+3fztG7PtzUXvh6QlDltaO1ZR5mhy169t/LAtp8frHQDcQMBH4NTPtq4KApfPto+5Pdt+QoyIIatiKv/hjMpfK8hauTKQ2Q1bjafHOxEX4VN9dOc7Opdm238hP9Zs+0mJJA2tfLOopfvnZZjbX3Q7PUf1M7zeAcANBHwEzuVTRAzLUOGOrMr3F5Q+khhrgofXopmIMjclVfnqwkal4rK/AodeYai6Q4UldSSutd+vKPVed06XnYT8bRmtPlKWtbL9w77UdADAHd7fwwX2oPd6X90XN+o51lJMxc/klPrZhKL5YF+rGqahxLWWFu6aU+I6Sxd+sK5Bzd6YLtJ1FPFwAhC8178wUOeFLeo5Uan0mbwKd2R98SD5bqxKTKvfL+uN//J3evt/1q/6/frp1sbD8z66AwEAQRTsVISZU39io56T/UBKla8vKHM0GfhwfzmzFNPcB9OqPLSg5A2WBjVbrWeYpjPrqlvcyTGLUa1+t6zCx4IR7ocMU1q6b14Hvl1SJH3lwp2eo/oTTNMBgP0KTzLCTGica6t0b17Fe3JKXGft2OkNqkjSUPpIQuX7C5r/1azqZwg8s25zdWWas+0nJX1TQtceW1byhvgVv05NBwD2z3Ach7EFCIa+1Hy2o/iaqWh6Nq5N+28P1Hmpr/SN8d2/GKE0WLf1/NdfliRFEoaWfr2guV9KebwqFznSxb+q6sIP1iV74+94/X86EKi7EgDgN3TwERwRKfmz/h5/6bZYPqpoajYuZrC16vGN6TnxNVMH/mkpMFOiRmZIC5+YU+bnknr5j95U78JAjXNtpX/evw8MA4DfsYMPAD72t//mDSWvs1S6Jx/6h0+djqNX//QtRZKGyg8UvF4OAAQWAR8AfMrpOmo911Hqxtnaza6fbo10OBYAYGsEfAAAACBEKPcCAAAAIULABwAAAEKEgA8AAACECAEfAAAACBECPgAAABAiBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA8AAACECAEfAAAACBECPgAAABAiBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA8AAACECAEfAAAACBECPgAAABAiBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA8AAACECAEfAAAACBECPgAAABAiBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA/sovd6X3bb8XoZAAAAIyHgA7uoHm+qcbbl9TIAAABGQsAHdlE70VT1RNPrZQAAAIwk5vUCAD/rXxyoc76n7it9OT1Hhml4vSQAAIAdsYMP7KD6aEOS5PQc1c9Q0wEAAP5HwAd2UDvR2vK/AQAA/IqAD2yjf3Gg9gvdS/9fP9OSBh4uCAAAYAQEfGAb1eNXPlhLTQcAAAQBAR/YRm2LyTlM0wEAAH5HwAe2MFi31f5J96pfrz9OTQfYSefFnuw6B8MBgJcI+MAWhtNzNnN6jupPUNMBtlM/3VLjybbXywCAmUbAB7ZQO7l9FWen3wNmXfV4Q9UTW18gAwCmg4OugE0G67Zaz11dzxm6VNOJTm9NQBB0X944FG5w0ZbdsBVJs4cEAF7g0xfYZPP0nM3stqPGOSoIwGb1M21pIA2aNjUdAPAQAR/YZJQKDjUd4GqXT57iPQIA3iHgA5exG7Zaz3Z2/brayabEoBDgku4rPXVe6l36/8aTbTlt3iQA4AUCPnCZ6qOj7TpS0wGuVD/bktN7N9DbTUeNp3iPAIAXZirg917vy2ZHCTvYS62ACgLwrtrxq8fHbnVYHABg8mYq4FePN9U4ywxzbM1u2Go+s3s9Z6h2qkVNB5DUe22gzou9q369cY6aDgB4YaYCfu1EU1V2lLCNvb427Iat5tNUEID62eYV9ZyhQd1Wg/cIAEzdzAT8/sWBOud7ajzR3vIHETBOnYALRkCqndj+zig1HQCYvpkJ+NVHN05WdHqO6meo6eBKG7vxo9dzhnYKNsAs6L3RV+f89gfDNc61ZXfZVAGAaZqZgH95ECOUYbNx+/R77e0DYVM/29oxwA9qVNkAYNpmIuD3Lw7UfuHdHab6mZY08HBB8J391AioIGCWVR8b4WA43iMAMFUzEfCrx6/84UJNB5ez244aT46/w1g7RXjBbOpf6Kt7/urpOZtR0wGA6ZqJgL/V7hEPR2Jov6fSDtZHO/0WCJvGE52Rgvugaqv1I94jADAtoQ/4g3Vb7Z9c/QBY/XFqOtjgRn2ACgJm0frxxmhf6PAeAYBpCn3AH07P2czpOao/QU1n1u23njPEHSHMmv5bA7V/uv30nM3qZ1ty+tR0AGAaQh/waye3D147/R5mQ/3xpit3cgbrtlrPUUHA7Kg/0ZLTGT2wD2q2Ws+OfkEAABhfqAP+Ruja/gcKNR24OTKV8auYJfW9vt6p6QDA1IQ64G+enrOZ3XbUOMd85lnl9BzVf+heKK8+NmIfGQi4QdVW62/GOBjudJOaDgBMQagD/igVHGo6s6t2yt07OIN1W+3nqSAg/OpnW7L3UM8ZGlRttX5MlQ0AJi20Ad9ujDa6cL8jEhFck6gL8LAtZkF11Ok5mzlsqgDANIQ24FcfHe2HCDWd2eT0HNXPut+Zp2OMsBtUbbV3eLZpN/XTbWo6ADBhoQ34e9klYkdp9tRPT+YB6/7FvY0OBIKm/kRLdnv8gL7b8AMAwP6FMuDbDVvNZ0bvedZOtajpzJhJXtRxwYgw2+9dKsd2VDvFewQAJinm9QImYa89aLthq/l0W6kbExNa0eyq/nVTr/3ZRTk9r1cyPW/9t5re+m81r5dxBcOUyg8saO6DKa+XggDbeEh2/7vv9cdbWvon8yHdYgIA74Xy43WcHSYejpyMuQ+mtPpIRVYllNeSgWBVYlp9pEK4x741z7Vlt+x9f5/B2xwMBwCTFLqAv7EbP8Z8Zg4pmpiNgFlW7ta010uZObkPpbX6SJkLLLhifdzpOZtQ0wGAyQpdwB+3T7/X3j72xjANlb9S0PLDCzJMr1cTfoZlaPnhBZUfKMgwDa+XgxDYGD3s3sOx9dMtaf83AwAAWwhfwN9H1YYRh5OXvZnKzqRZK6bWfq+s7M1UcuCeukv1nKH+RVut59lUAYBJCFXAt9uOGk+OP9OeW8bTQWVncnK3pbX6/bLMRS6g4K76cXdrjI7tqH6KM0gAYBJCFfD3eyrtYH2002+xf1R23GXEDa18s6jy/QX+PeE6u2Gr8bT7Ybx2ipPEAWASwhXwXajYUNOZLio7+2etmLr2WEWZo0mvl4KQarhczxnqXxyo/RMOvQIAt4UmVe23njNUPdHU4n3zLqwIoxpWdl7/87/T+v9xZ0rHrMh/OKPFL8yzax8S3Vf6srv+e/J0/dHJvC8d29H6/2348idRxIrIWvbhwgBgBKH59Ko/3pQG+/8+G8eod5S8Ib7/b4aRDSs76ZsSevVPZutgrHEYcUPLDy6wax82jnThB+vqv+XCh5mLem/0J/a9a8ebvpuJHytEtXgvGz0Agis0Ad/NOfa1Ey0CvkeyN6cUP2jp5T94U91XJxcqgix+0NSBb5UUK0a9XgpcZpaiWrhzThf/sqrGudl4AHVQszWo+eeuRfrnE1q4c05mifcXgOAyHMcJ/CNOTs/Rc/e/5MoOviRFcxEd/uMVd74ZxuL0HCo7W5j/aEaLn5+XyB6h5diOeq8PVHusoQt/WXXtcw07M0xDCx/PKntLSmY5JiPC+REAgisUO/i1Uy1XfwgO1m21n+8qcdhy75tiT6jsXCmSNLT8UFHpmxJeLwUTZkQMWZWY8h/OyFwydeEv3lbvIil/ksxSTKXP5pQ6Eld0jqtnAMEXjoA/gck31RNNAr4PUNmR4mumDnyzpFiB4DFLonNRZd+flFmMzlRlZ9rSv5DQwsdzSqyZnPoMIDQCX9Fxu54zFFuI6rr/sOzuN8XYZrWyM397Vov35qnkzDAqO5NhmIYWPjmn7M0pWeWYRLYHECKB38Gvn3a3njPUvzhQ+6ddJa5lF98PZq2yE0kaWvlGUan3UsmZdVR23HepknNjQtFMqI6DAQBJIQj4tZOTO5iqdrJJwPeZWajsUMnBVqjsuCNzNKnCx+ao5AAItZErOtW/buq1Pwv/zqnfGaZUfmBBcx9Meb0UT4W1slO4I6vSPXkqOdgWlZ0xmVLxkzllb0nJWqKSAyDc9tTB777aD/XOqd9ZlZhWvlWSVQn8jRfX1E40Q1HZiaQNrfwmlRyMblAdqPFkh8rOCKylmIr35JR6D5UcALNhzw/ZhnXn1O9yH0pr6Uvz3FLeQtAvPBOHLR34ZyVF8wQP7I3TddR+oUtlZwfZ9yVVuHNO8UOWDNPr1QDAdIw9RScsO6d+Z1iGKl8tKHvzbFdydhPUC8/CnXMqfSYnke0xJio7W4vEDS18Krfx3AKVHAAzZl9jMoO+c+p31oqpA/+8KHORSs6ognLhGc1EtPyNolJH4l4vBSFBZeddVuWdSs7fo5IDYDbtew5+UHdO/S53W1pLXyxwS3kMfr/wTBy2dOBbJUXnCB5wF5UdKfOBpBbumFP8EFNyAMwu1w66CsrOqd8ZcUPLDy4oczTp9VICrfrXTb36xxe9XsaWDn5nUckb2LnHZMxqZedSJecDyY27nmR7ADPMte7HLMwnnzRrxdQ1/6KkWJEZiftVPz258xH2q366RcDHxMziwVhUcgDgSq7t4A9R2RlP/sMZLX5hnkqOGwbSc/e/JKfn6kvbNbFiVNf9+2Wvl4EZMAuVnewtSRVup5IDAJdzPeAPUdkZDZUc99VPtfTyH13wehk7Wv2dsuKHuJrD5IW1smMkDJXuyinz/qTMEpUcALjcxMazUNnZXfygqQPfopLjttop/9Zzhmonm4ofynm9DMyAMFZ2rJWYFj87r8TPWIqmqeQAwGYT28EforKztfmPZrT4+XmJbO+ugfQ3X35Jdtuf9ZwhsxzTtX9Q8XoZmDFhqOxk/35KhV/NKn7QlBFj2x4AtjLxgD9EZWdDJGlo+aGi0jclvF5KKDXOtvXSv3vT62WMZO1YWdYKNR1MV1ArO0bCUOnTeWWOJmUusjMCADuZ2r3N7M0prT5SkVWZ3UOb4mum1o5VCPcTVDvp/3rOUO1ky+slYAZdXtmpfGVB5oL/w7K1EtPKg0XN3Zoi3APACKa2gz80q5Wd+duzWrw3TyVnkhzpb37D//Wcofg1plZ/t+z1MjDDhpWdN3+wrtYzHa+Xs6XMB5IqfiIn60CMSg4AjGjqTycZpqHyVwpafnhhJkZCRpKGrvmtkha/kCfcT1jjyXZgwr0kdV7sqX8hIP0IhJJhGUpcbyn9Hv/eVcy+L6X4Kn17ANgLz8YPzEJlZ1jJSb3Xvz88wyQI03M2qz42W3ey4D9GxFDnfNfrZWzLz2sDAL/ydL6YVYlp9ZGycremvVzGRBTuyGr1u2XFCmzbT0vtRPA67UFcM8LFaTtqPOXPeo4k1U63pODcmAMAX/B8gHDYKjuR9EYlp/S5PJWcKWo+05HdsL1exp61X+hS04GnGk+1ZTf9+97pvzlQ5/+xiw8Ae+F5wB8KQ2UncdjStceWqeR4IEjTczYLYrUI4VE94e/XnzNwVDvFnS4A2AvfBHwp2JWdwp1zOvSdJUXzvvonnRmTDMnFT+cm+poM8sUJgs3uOoE48IqRsgCwN77bLh9WdtI3JQJxMFY0E9HyN4pKHYl7vZSZ1Xquo8Hb7lcMYoWoVr5RVOKwJUkbr8k/fUtOx91CcOu5rgbrtqI5Lg4xXc2n27Lr/q3nDPXe6Ktzvqf4oRD0OAFgCnybKIJQ2UkctrT2+xXCvccmsbuXOZrU2rHKpXAvbbwmrz1WUXzN/ZDh95oEwqkWkNedM3BUPx2MtQKAH/g24EsblZ2FT+W8Xsa2Fj+fV3TO1/+EM6H6qHujJg3LUPmBgla+WVQkefXc7VgxqtXvllX4+Jzk4ljuOjUdTFlQ6jlD1HQAYHS+T6d+3rWpn+YHjtfaP9mot7ghftDU6u+UlfvQLn37qFS6J6dr/uWia89cNH8UzClACK7Wsx0NqsF5zXVe6an7ct/rZQBAIPg74A+k+hn/7jBVj/v34mNWuPWA6vxHs1r9t+U9VcJSR+K69tiy0je5MzWJmg6mqXayGaz58gOp5uMNHwDwE18H/PqZlpyef38C9S8M1Dnv86eAQ26/F1nRTETX/FZJi1/Mj3VuQSRt6MC3S1q8b37f5zhQQcC0OH1H9TPBe70xcQoARuPrgB+E+eD8wPFO53xvX4dEpY7ENx6SduHcgvmPZLT6/b3dAdis+VRbdtu/F7QIj9Zz3UDVc4a6L/XVfZVNFQDYjX8D/iAYHXdqOt4Z++IqclmH3sWHpK0Vc+Mch9vGnJnvcMGI6aidCFg95x1Oz1H9rH9rmwDgF74N+I1zwdjN7L3WV/dldpS8MM7FlVmMavV77k/BGTJMQ+X7t5/CsxsCPqZhUs82RTKGlu6bV+HOrDShkfU1NlUAYFe+DfhBCjp0p6ev+3JPvdf2NlEje3NKaxOaY7/ZVnP0RxGUC1sEV+vHHQ3eHr/atp3kYUsrD5WU/aWUCrfPafmrC7KW3D/HpPO3PfXedH/9ABAm/gz4AasqBOWwmDCpnRj9osqIb5yOvPzwgoz4BLbttxErRHXoO0tauGsPdwsCUk1DcNVONuXYLl5ERqX527Naun9eySOWoqmIormIMkeTqnx9QdlbUu79WXqnpnOGz1wA2IkvA37jyWDtYnZe3N/Dnti7US8A4wdNrf1uWblbx+zF71dEKt6d06HfXlKsMNqYniBd3CJgbHcvIM1STJUvF1S4I6v4QUtG9N0rWcM0lLjOUvEzOS1+Lq9o2r0fN9w1BYCd+TLgB2F6zmbVx9w7TRU7618YqPPi7s89zN++MdveXHS/JrBXicOW1o5VlDma3PVrGz9s+3o8LIKr/dOu+hfdmZ5zaYf+/SnF5re5eDUkaymmuQ+lVXlwQYlr91ZZ2077ha4Gb7GpAgDb8WfA30P9wi+CuOagqj6688XUpdn2X8iPNdt+UiJJQyvfLGrp/nkZ5vadnY0KApNC4D436jlGwlDps3mVPpdX8nprpNpbNB1R+saEyg8UlPtHmX3/5HE6jupP8B4BgO34LuA3n+nIbgRvPnP7hS41nSmp7lBhcXO2/aTkb8to9ZGyrJXtH/alpgPXufBsk3XA1MqDReX+YVpWOba3SVTRjcpc8ZNzKv9GYftd/xFVT3DXFAC247uAH+RgE8RqUdD0LwzUeWGLek5UKt2bd322/aRYlZhWv19W/iOZLX+/frolcb0IF7Vf2Ec9x5Byt6ZV+WpBqZ+LK5oZ/z0WK0SVvSWl5QcXlP658S/E28/3NFgP3mYQAEyD75LQJENy8dO5iT5sGeSLk6CobjGxyCxGtfrdsgofy05ktv2kGKa0dN+8Dny7pEj6yoU7PUf1J6h9wT31x1tj1XOi2YiWvjSvhbtzSqxZMmL7f5NF4oaSPxPX4hfnVbx7bqyZ+XbbVv2HvEcAYCu+Cvit5zoavO3+jkysENWh7y5p4VNzEx2X2Hquy47ShG2+iJrmbPtJSd+U0LXHlpW8IX7Fr3PBCDeNM3kmeYOlykMLmvtgWmbR5QdaIht3svIfzmj5awuyKnt/GJ4RxQCwNe/Hi1xmEqPPMkeTqnxt4YpTRbM3p5S8Lq6X/ujNrese+1A90dT8NrUL7M9g3Vb7+a4kKZIwtPTrBc39krsztr0SzUd08F8v6uJfVXXhB+sb4wwfb0mOAnVXAv7UOd9T743RD4YzYobyH8ko/8tpWcvmRLeConNRZX4xJXMhprf+R021x5obr/sRtH688cxWxMURnAAQBr76VNxtOspeGJah8gMFrXyzeEW4H4oNax0f38MhRCOos+s6MdXjG6+P+Jqptd+rhCbcX2JIC5+Y0+r3yjKLUdltR41zTArB/tVON+UMRkvNZimm8juz7a0Dkw33Q4YpJa6zVPq1nBY/n1ckM9qHst1yqOkAwBZ8E/DbP3Gv3hI/aGr1d8rKfWiXvn1UKt2T23gwM+/OP0XzR8GcAhQEtZMtFe7IavW7ZcXcrgv4SHzN1NqxirI3p6jpwBWjVlky7xvOtk8qlp/ye8yQzMWY5m5Na+WhkpKHR5uZz4hiALiabwK+W0Fm/qMbhxvtpc+ZOhLXtceWlb7JndGKWz0Iiv1xuo6Kn5pT6XN5X822nxQjbmj54QVlfnH3g7GAnXRe6qv76s71nOFs+8XhbHvLu15YNB1R8oilpfvnNf8rWRm7vN+bT7fZVAGATXwT8KvH9xeKLx1u9MX8WAEwkjZ04NslLd43L2Ofz2tyjLr7DMtQ6kb/zraflFFOvgV2Uj/d3HHk6uWz7c2lPc62nxAjaih+0NL8HVmVv1yQubD9h7rdctR4qjPF1QGA//niIdvO+d6+DolKHYlr+TeLrsw/n/9IRun3xPXyH17YdddrO82n2rLbjiIJH/ykBDDTth09/M5s+/w/zih+jenK+Eu3mYWoYu9PySzFdPG/V9XY5oTn2omGsjdzMQwAQ77YwR+7nhO5rEPv4uFG1oqp1UfKyt025sx8F06MBID96r7SU/elqzcqhrPti3e5N9t+Uoy4ocT1lhY/l1fx13KKbDHiuPFUR0577zP+ASCsfBHwx6nnmMWoVr/n/hScIcM0VL5/+yk8uyHgA/Ba/WxLTu/K4Hv5bPugPKxuRAxZFVP5D2dU/lpB1sqVN5/thq3G00ycAoAhzwN+9+Weeq/trQozzcONMkeTWjtWUWLEiQ5DjXMbNR0A8MrlmyeGZahwR1bl+wtKH0mMtXHhtWgmosxNSVW+urBxKvllfwUOvQKAd3ke8Pcy4syIGxM9iXY7sUJUh76zpIW79nC3YCDVT/OwLQBv9F7vq/vixuaJtRRT5SsFFX51bmqz7SfFMA0lrrW0cNeclr40r2h24y/TONeW3WVTBQAkH3zMj1pliR80tfa75Y1dGy9EpOLdOR367SXFCqPd1qamA8Ar9Sc26jnZD6RU+fqCMkeTrp334QdmKaa5D6ZVeWhByRssDWq2Ws8wTQcAJI+n6PQvDNR5sbfr183fntXivXlfzD9PHLa0dqyiV//k4q479I0ftuX0HBlm8G6FAwi2xrm2SvfmlXlfUpZPxl+6LZI0lD6SkJmP6u3/3VD9TMu180wAIMgMx3E8u6f51l9V9eZfrG/7+9FMRMsPLSj1Xn9+YL/9v+p64z+/fdVDbJdbfrjI+DYA09WXms92FF8zFU2HZ9d+J/23B+q81Ff6xrjXSwEAz3n6yV/docKSOhLX2u9XfBvuJSl/W0arj5RlrWz/sC81HQBTF5GSP2vNTLiXpFg+qtQNexuGAABh5dmnf//CQJ0XtqjnRKXSvXnXZ9tPilWJafX7ZeU/ktny9+unWzueIgkArovI17PtJ8WwZu/vDABb8SxBV7cYaWYWo1r9blmFj2UD1Rc1TGnpvnkd+HZJkfSVC3d6jupPME0HAAAA0+FZwN9cXZnmbPtJSd+U0LXHlpW84coOKDUdAAAATIsnAX+wbqv9fHdjAQlDla8tTH22/aRE8xEd/NeLKn4md+lft/54S2I8MwAAAKbAk4BfPd6QJMXXTK39XkVzv5TyYhmTY0gLn5jT6vfKMotR2W1HjXMcow4AAIDJ82RM5t/+mzeUvM5S6Z68L2bbT5LTcfTqn76lSNJQ+YGC18sBAABAyE094DtdR63nOkrd6N/xl5NQP91S5ijz8AEAADBZnh50BQAAAMBd/h80DwAAAGBkBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA8AAACECAEfAAAACBECPgAAABAiBHwAAAAgRAj4AAAAQIgQ8AEAAIAQIeADAAAAIULABwAAAEKEgA8AAACECAEfAAAACJH/D66+mneuztWFAAAAAElFTkSuQmCC"
[ "2", "5", "3", "4" ]
null
1
science
grade-7
identify-how-particle-motion-affects-temperature-and-pressure
false
true
The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
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"
[ "sample A", "sample B", "neither; the samples have the same temperature" ]
null
1
math
grade-6
which-figure-is-being-described
true
false
Evan made a 3-dimensional figure out of wood. The figure had a round shape, like a ball. Which figure could Evan have made?
null
null
[ 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", 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", 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", 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" ]
1
science
grade-2
identify-solids-and-liquids
true
false
Select the liquid.
null
null
[ 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", 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w4EUxbjzrSdnU1IT/+7//w9ixY6V9JWUb8PWLczgcCimpZjPKyGo0GjFmzBi43e4EL1qNcIFAAMeOHZP22xQ/ilgsxkZb0hGNamXhn4n+5z8+qto3bdo05O9ooJH1pPz0008RDodRVFQEQO7Y8Pui+halpMx2E8/RY2VlZSgrK1OoYhkx+esMBgN6enoUTZGi48Xfy+/3w+/3JxAy2QdHn5ffJ4SgpKQEO3fuHPaTGWQ1KQkh2L17N8rLy2GxWAAklxbir91uT5CSMkImk5iiuqbkFInI5xGPx9Hc3MzKl0waUzXOtz6lowEoeDOlpKQE7e3t+Pjjj4fg7QwespqU7e3t2L9/P8aOHQsgUTrwL0omhQoKCmAwGBTpk22iN93W1oaGhgbE43HW4zyZjcj/9/l8iuG4MglN//OjLWVlFY+J/61WK1vAtLCwEO++++6wDqZnNSkPHz6Mnp4e1oIjQrS5gK+Ja7VapR53KoKI5G5pacGxY8cUtp+oxvnrAbC2ebWe5SK5+HZ6/ln4Z5JdQ2OdtOWIqvB9+/YN66bHrO6QsWvXLrjdbphMJsWUeuKLBvqbIenUKoQQ5Ofnw2QyJXTS4APvaqD50w+hr68PJ06cYKMLbTabamfdnJwcVFVVobS0FOFwWEE2NfVMve507Eie+BaLhU3wCvSbO06nE729vdi3bx9b/WK4IWslZVdXF/bu3YvKykrEYjGppORfNI3n6XQ6NoqQT8Pvp6PGZf99Ph/OnDmDhoYGNmE/f95ut6OkpAQAEiIFatJSp/u6nZyWUXw+8SMymUxs+mr+2ei5goICbNu2bdiq8Kwl5eeff46WlhZFwByQG/r0pVssFthsNtYUyHdBS8c24wkm/vKS0ev1oq2tjV1jNBrhcrlQVFQEs9kMv98Pj8cjJSFPTrPZzDqY8LYvrwH456S/DoeDzacupqExy3379g3bKauzkpSxWAwbN27EqFGjkJubK+3fqKaCaTNcZ2cnurq60NPTg0AgkCC5aB6yPJNJUGpH0pnY8vLyUFxcDJfLxWxIAOju7kYkElHNh5LQ7/enZVLQOqDNjTz4awkhsNvtCAaDePvtt1NXdhYiK0n5wQcfYOfOnZg8ebLiuFr3f1GFAWAryoZCITZjmuy6dJwL6hXT43q9ng1Mc7vdCnuQEjccDqOjowMAEiQm/zw0HZ0HM1U57HZ7UgLTtBUVFXjrrbeGZcwy60hZV1eHhx56CBMnTkRhYWGC6uZ/U4F/oXQiApmUlKlv8T4yk4FOdiUjnE6ng8fjQWtrq+K+sjKGw2G0tLQwYqo9Jx0hKV4vgqrwzs5OvPXWW2nVVTYhq0j597//Hffeey8KCwsxbdo05i2rIZk6l0kluhQyPc7nzR+TnZflya9+q0amrq4uNDY2wu/3q5oHQH/njObmZqnaB/o7XdAQV7K6oDauXq9HeXk51q9fj8bGRtU6zEZkDSnr6uqwZMkSOBwO1NbWsuPJDH4KGbn44/RYNBpVeKRqqlvt3vxxGiNMx4EKhULo7u5O+YFFo1F0dHSgubkZra2t6OrqQnd3Nzo7OxGNRhOcG/7j4ccYUSevsLAQXV1deOWVV1Tvm43IClLW19fj3nvvhd1ux+WXX868yFRQG+BFf0VSxeNxxVyPMkms9hHweQP9qpSGnWTnxfLRmKXaM/CIRCLo7e1Fd3c3G2rR0tKSsM4OIQSRSIT14xSh1/cv+ffqq68Oq95DGSelz+fDL37xCxgMBsyePTtte1GNABRqZKIOitq1PFHpvuxYWVkZbDZb2mOvZRMjpJKcvOMUDAbR29urkI50CIZaPvF4HE6nEwaDAU8//fSwmdw/46TcsWMHPvvsM8yaNYtJyGQvK9V5Pp34n6pIWTBejXx0o6SKx+OwWq0oLS1FLBZjeck2Pm9+GC9FOmEgmg9d1J4e7+vrk65QJnuOsWPHYs+ePdiwYUPKessGZJyUO3fuRFlZGRwOhyrZUpFQTQKpkUOmwvlrKAFlxKTSh06EQI/x14h5A2AElt0z2TPwoNf7/X7pJKqyawghMJlMqKiowJo1a1BfXy+rwqxCRkkZjUbR0tKC/Px8qQ2Y7CXzx5Kdkx2nU7zISCdexxOO7ufl5bHJB2SklG2xWAx9fX0pJaoaCOmfbSMSibB8Ul3H143b7UYoFMKyZcvQ2dmpep9sQEZJSedw7O3tBZCaYCL49PyxVGSORCIJtpioptXUt06nk0pJcZOVo7Ozky3ydD7lpdIuPz8ffr8fsVhMYeqohbDE+4wZMwaffPIJfvvb30odo2xBRkmp0+kwe/ZstLS0KFSqmpPCQ+1FqtmEIsGCwSACgQCb9kUmHXkJSX9pEyHtlcTblWrkpL+xWAytra3o7OxU2LUyySna12VlZWw9H7FexOdWqyej0Yhx48Zh3bp1eOeddy7gjQ0NMm5Tzp07FzqdDt3d3YoXkYpgFLIXkiwdPUabIQOBAAvXiOcpkSjBYrEYLBYLTCYTIzM9T39TSdxYLMZikbRNXlZG/llycnJgNBrR1dV1Xupe/E8IgcPhgMvlwvLly/Hll1+e/wsbAmSclFVVVaiqqkJ3d3fKtDKy8cfV9pP9p+QMh8MKoonEosQsKipig754QorkFaWkeG+/349z586hs7MTkUhE9cOzWq2w2WyKcI7sgxPrQ/afXldSUoKenh489thj6OrqSlnvQ42Mk5IOnKLT7AGJqkk8BiBBstE0yVR2svNUHVNi8hslXXFxMUpKShRqm1ffatJSLCvdp0Fy2h+UH+BmMBhgt9vhcDhY3ahpANnzq4Ger6ysRF1dHVauXCkNLWUSGSVlb28vVq5ciaamJpSUlCgCzOmqazUJI0sjs/PUzvPHDAYDKioqMGHCBKmUlHniyexSup+bm4vy8nKmnm02G3JzcxkZaeeLdLWAiGTS1GAwoLKyEi+//DL+8pe/fPOXOYDIGCkbGxtx33334fXXX8ecOXMUrSNq0iAdqSimTyY11UjIOyEmkwlVVVUYM2aMIvgej8cVUlVGTjUTQKfTweVyoaysDFarVXF/vhOw2rPRtncqWdOpAxGEEFitVrjdbqxZsyarOm1khJTHjh3DnXfeic8++wzz589HYWGhNEaYahPTJ7tedk5U0TLVG4vF0NjYyIZA8KpbZk+KeYrkt9lsKC0tRUFBAXQ6XcKHkcrMsFgsbLIuh8MBu93O+nMCX8+yQXswJSMpIQQulwuNjY1Z1cVtyEnZ0dGBBx54AG1tbZgzZw5ycnJUnQF+P5lqTyYF1WKH/EeQ7Jp4PI5QKITm5ma0t7crpGkqtc0T02w2o6CgACUlJUwrqD2zWF4qGalq5zsdGwwGNsSW9kqnE2PRKWB0Oh1biFSMaep0/WtHbt68mYWbMo0hH824fft21NfXY8GCBQnjaPiXACi/blm7uHgtVY0ydUVjjDQvnU7HgtD0GvFa8b5nz55ls6DxalxNYur1ejZtH+12xsdFRTXPE5FKPEpAmoZ2KBHNAzpRAt+UqdPp2ByZ9FmNRmOCVnI4HDh+/Di++OILXHHFFQP6vi8EQ0rKWCyGHTt2YNSoUTCbzUltIPpSRTLKSMkfoyqREpCXKjwJRTLy1/OgLxDon3/y9OnTyMnJQSgUgtvtZkTgyanX6xWr1lIypQqy07Lk5eWx+qEmgxjk5+tKTVuIHyfNnwb/KegQ5v379488Up44cQKffPIJqqurFV+rKKnUpCX/C3wt/aiEpBKBHuMlsQzifVJJSkL6e+f4fD7o9XrWE5wPDen1erbQPN/qI9quMjuSkpm2catJUTVyivVD60j2zLR89H9OTk7WBNOHlJRbtmxBJBKBy+VSqFo1NS0joCgVeRUupqH3EHuF82Tkf9XUPr2G/tKNHwZBlzChY7Fl6lzN9qW/1Gmhy50ku07tv1hG+gw0LV939CMmpN+BamhoQCgUYvM2ZQpDRsrGxka8+eabGD9+fILaVPviKckoeLtRJKhoT4qqm7clRTKrEVKUmjwRqAcskoeXmiIh1cJF9BjtQS4LJ/H/xfKkUuey56L1Q4lpMpnQ2tqK3t7ejJNyyLzvTZs2oaenB8XFxQmGNkWyihahJi1kqi4daSPzmtU8aqPRyOZe50mUzCNPdo43Deg4cFlEgD63TH0nsyOTqXoq7S0WC86dO4czZ84M7Iu/AAwJKVtaWrBhwwaMHTuWSbhUX7ca2WQeK58Pf47vFa5GMLV4Y7LrioqK2Dw+9Nj5xi9lpIzFYvB4PNK2d9n/dDexnul/+ktJGQqFsmLdxyEh5Ycffoi2tjYUFRWpGuznW7Fqkk5UczISJ3MceOLImhIdDgfcbndC27fsunTILkpbOhZHLLPso0unDmm9ib/iptP1rxG0ZcuWjMcrB52UsVgM27dvR1FRUULHAiC9sIZaRad6IWrSlZekahJURlKTycQmsJJJRTG/dDoCywjn8/lYz6F0zA+1uqRQO84jHu/vUX/o0CF88MEHg0mJlBh0Ura2tuLQoUPM405GRv64mEYm8ZIRUI2I57OJEo6qbV5Vq4V80iUkLy3ps0QiETa7Ly/x0/mYKfj86X/+nCwvk8mE3NxcrFmzhs1EnAkMOilPnjwJj8ej2pwo+/IBZRhDrbKTvVg1tax2PBU58/LykJ+fr+hzyXdZU1P3ar2JRAdJLKPf72czeqSjspNpDdmz07rk6zYej8PlcqG+vh5r1qxRBNiHEoMeEjp58mT/jf7RvEUrgu8/KTYTimEa2csFwJr86GD/SCQCg8HA2oFp7JLeg/8V9/lyUNB9k8nE7GGanxrhU0lItQ9K/I1Go+jt7WXrQIrneSktfowXslHo9XoUFRVhw4YN+MEPfoCZM2cOHBnSxKCT8quvvmLra4svlM73CChnz01lI1FEo1EEg0GWFgDC4TCCwSBsNptiHkdCEltsRILS8lHQtHRmNb5Lm8yzV5O8svhkMpuSliMYDLKAvEhYmf0qk8Jq9aemzgnpH37R3t6OjRs3Xpyk7OnpgclkSlDDAFjliS0uPGQSjoeMrPF4HL29vQgEArDb7WxOcNpLhid9MtCX1NnZCb1ez+YOkhGJV8OynuixWIypY359cJFEIqFFaSm2gSdT2yIhU0lJ/r/D4UBdXR27/1BiUEnp9/tx8uRJ9qWrkYBX42rkpJKOh5q6pfvRaBTd3d3weDzQ6XQoLi5GaWkpotEom7uSfhTi9fz/3t5e9PX1ITc3Fy6Xi80RqaZ+RTXt9/vR1taG3t5eENI/qSldd1x2HS8t4/E4m4WN71TMpzkf2zIdFU5If7NjS0sLfD7fxUXKDz74APv378ell17KeuiIoGQTJZisnVp2rSwNr4Z5idXZ2ckWe7LZbDAajejr60s6Nzj/0jweDzweD+x2OwoLC2Gz2aS2Hk8yn8+Hc+fOIRgMsjR0iK3b7U5QwVSS0i5nooRMx+kRJaPseWT/+eN04tdMODuDRkq/349169ahsLCQ9T80Gs//dmrqVq0XUbJjlDQ0T0rO3t5eaeWL+dA8enp64PV64XK52LTSMg/a6/WiubmZdbAQ87DZbDCZTOzeZrOZTY9NiZgOAdW8cZmap3UnmkWyfC0WC5sGeygxaKTct28fDhw4gJqaGoXkUiMmlXai1OMrUkyvlo/sNx6Psz6OlJjxeJxN4N/X1yfNW029RaNRtLW1wePxwO12MxVHCSYSUiQK9a7dbjcjJy2nrFNGLBZDJBJRODTJiEmJLR6n3dRoGehGx77z96XjgIYag0bK9957jy0jQklJZ8GgxExHNZ+PGpf9pxWcl5fH1KV4nkYB+Fk6+HxEKcf/p0OE6Ro7JpMJvb29bNYPmaSjv6FQiA1vEIft8iqdhrsikUhCGIg3fehmNpths9kQCoXYSrm0vPSdUDuVX/2Ct/3j8Tgb9jvUGBRSer1e7Nu3T0EC+iKpncIvpp6McDxE8skcFD4vem+Hw4HRo0czKSnLk0oW2T1lpBSPezweeL1exWL0MknG10eqjrxUgonTF9I09Dig1EC06xmN2cbjcba2OG8HJ5OwABTvaCgxKKRsaWnB2bNnMWrUqASng6qiaDQKq9Wq+BJlKjyVhBT7RgL9Etnv9zMvd9SoUYrxK/z19JeWQyyv7Ff80Og1VKrJyCsjAI0AWCyWBIeHSkaZVy7mRe9L14/kIwM63dcTclF1TCU4/05kH5rZbL4gP+CbYlDuSCf0FIPhgPIrDwQCbHF3/rzMfhRDRaLUpFPkxeNx9PT0oLW1FTfccINimhURYtmoGlVLk0xq8uEZ+psqBENnf6OtXVQ6iuN5+HuoOTD0Q+cnMODLRYfhyggolptudEL/ocagkDI3Nxdms1mhwij4h6cSjdousoFilIzBYJDNp2OxWGCxWEBIf4+a9vZ2dHZ2Ij8/H/n5+cwmy83NBYCknjXdp9JSJJ7ab6pNTUWKki4cDiMnJ0e1K5yMiDKpBvRLbLoKBe0Vz9+LX3VCLR8+LzpEd6gxKHcsLi7GqFGj4Pf7E+YFF+22UCjE1o+hw0r5tb2DwSDOnDmDvr4+1v2tqamJtY64XC5cdtllWLhwIebOnQun04n29nbcdttt6OrqYjaUCBkp6fAA+vLUCMpLRVkAmz8uk3T8tel0RE4VEhLJ3tPTg3A4DKfTmUA8qrpTETMWi8Fut188jk5+fj5mzZqFrVu3wuVyJbxYui+zsYLBIBwOB/Ly8tDd3Y0jR47g6quvxn/+539i8uTJ0Ov1aG9vx+nTp2EwGDB58mSUlJQolvNwOByorq7G2bNnUVZWlkBKGSHpvtFoTFjJQe3Fna/EFLdoNIquri5mh9KJBMT6SabC1fL3er2K8A+fVuzEwduydD8YDGLixIkXj6QEgEWLFuGNN95AMBhMGOMNyFsWgH7JQseqNDY24v7778ddd92FnJwclragoAA1NTWq9zYYDLjmmmuwcuVKTJs2LcEuSqaW6aSo/Exkauot2W8qtd3S0oLm5mY2AC0UCiEQCMDhcKCiogIFBQXME+aJoyYdZcT0+Xys7mVpxG54PGn1ej2uvPLK9F72AGPQSDlnzhx861vfwqFDh1BZWSlVhXSfqhOgX2X7fD60tLRg6dKluPPOOy9IhcybNw/PPvssOjo6UFRUJL03f39+32g0ModD7cPhj8teuOih8yq9ubkZXq8XS5cuxYIFC2C32xEOh3H69Gl8+OGH2LZtG+rr69m64bw3ncp5ElV1KBRSxB/VpD7/fH19fZg4caJika2hxKCRMicnBz/96U9x2223obe3l6kRClnlAP0V2dzcjJ/85Ce44447LtimGT9+PObOnYv//d//RVFRkaJ5kS8DXxZ+n/Zs4omZ6oWKdiQFT6ZgMIhz585h5cqV+Nd//VdFmSsqKjBv3jzcddddeOedd/Dyyy/j448/xiWXXAK32624TzoSk0pBo9GYFpHpNT6fDzfffDMKCgouqO6/KQbV37/yyivx/e9/H2fPnk14ebKXG4/H0dzcjGuuuQb33XefdE3rdKHT6fCd73wHbW1tzCmSDVtQ2wCwSaFk6lNUq6lUKT3u9Xoxbtw4XH/99aplLykpwY9//GO8/vrrWLJkCZqamnD48GHFOjpiWZORLF1CAv09osaPH4+bbrrpguv+m2JQSWkwGHDXXXchLy8PXq83pfro6emBw+HAo48+CqfT+Y3vP2PGDNjtdjZXuIxIYtCa3yeEsMXn1dKr5ScjLCH9zZLjx49P6/mKi4tx33334dVXX8WsWbNw6NAhtLS0XDDxZOl40Pb4e+65B+Xl5d+4/i8Ugx4ZnThxIr773e+yafRklQT097Lu6urCAw88gKlTpw7IvQsLCzFmzBh0dnYq1JkaOdUIBkD1xcqulZ2jWywWg9VqTTsordPpMG3aNKxduxZPPPEE+vr6cOzYMWZWpEPEZE4Sv3V3d2PevHm4+eabB6T+LxSDTkqdTofvfve7bGFLWcVFIhE0Njbilltuwb/9278N2L3p2jO0L2Mq6ZhMGvIvWHaN2jgZkaTRaBR5eXnn/Sw2mw233nor1q9fj0mTJuHLL79kawElU8epztHy+f1+WCwW/Nd//dcFlW8gMSRtSNOmTcOYMWMUizjRiolEImhoaMB1112Hhx9+eMDnsRE913SloyhVZVJRTSqJ+3w+0WgUDofjgp9nypQpeOGFF/C9730PJ0+elEpMQD2wL5Yb6FfbnZ2d+MlPfpKxMBCPISFlUVERbrzxRrS1tbH4Xzweh9frRUNDAxYtWoQnn3xyULw9maSUDbJKl7TJSJxKTcbj/ZNYfVNJVFBQgGXLlqGmpgZtbW0AEluOKOHEMUWyMrW2tmLhwoW488470+qtNdgYstb2//iP/8B1112HhoYGnDx5EqdOnQIhBA8++CCefvppjBo1alDuW1lZCY/HkzCcgH85qUiW7LpkdpzMrovH4yy8801QVFSE+++/H16vVzGik99of0mxPHzatrY2VFdX4/HHHx8Q53IgMGRtSCUlJXj22Wexd+9eNDU1wel0Yvbs2aiqqhrUnihTpkxBJBJBIBBgrRs8xJfE7ycjGoCEzg1UXQKJkynw5wfKZluwYAGuvfZa7N69G2VlZQlSksZaxWeix7q7uzF69GisXr0aEyZMGJAyDQSGtGHT6XTihhtuGMpbYtKkSSgqKkJnZydKS0sVxOEJmg4p+TS0RxMFJWgyiRoOh6HT6QZEUgL9vaXuuOMO7Nq1C4FAgE3YSnv3EELYEsziPE6hUAiRSASPP/54RsZ2J0PGVxwbbBQXF+Oaa65BU1OT1AlJZlfK1C8Atn6N6HVT8NKIzycYDKKkpGRApdK3vvUtfOc730FHRwdycnKQl5eHnJwcRV9Wqin43utdXV1YtGgRFixYMGBlGShc9KQEgO9///sIBoPwer2qxEwVForH46x7nUwtywgtdtSNRCIoKCj4Rt63CJPJhH//939nrV800C9K+lgsxlbtpRL7Rz/6UUZ6AaXCiCDljBkzMH/+fJw4cUJBomQdakWC0U7IMsImCweJxBiMjrO1tbVYtGgRzp07JzU9qHQMh8Po7u5GU1MTbrzxRsyePXtAyzFQGBGkNJlMWLJkCXQ6HVpbW6X2XjK1TV+qSLxkNqha+EW0RQcCBoMBP/7xjwH09/CRRQY6OzvR09ODvLw83HHHHVi6dCkbOpFtGBGkBICpU6diyZIlOHHiBGsJUSOibEIqGYHTkbR8+lAolNAheaBw2WWX4aabbmKdX/jnaW1txYQJE/CnP/0J27dvxy9/+Us2+Ws2YsSQEgBuuukmjB07Fm1tbecVp5SlTSYNZRIzGo3C5/OhtrZ2UALUer0e99xzD2vrp6Gqjo4OTJgwAb///e+xYMECNqQkmzGiSOl2u/Htb38b7e3tqs6MLJyTirBqZOQ99paWFtTW1uLGG28ctOcrLy/H8uXLQUj/kn1NTU0oKirCypUrsyoOmQojipRAv1Pg9/vZOJyBmKdc5m3zaSKRCILBIJYsWTLoanP+/PlYu3Yt5s+fjx/84Af44x//mLUOjRqyLx4wyBg/fjxsNhubWFV0VsR9QD7fOJWAMukoHg+FQnA6nZg0adKQPOO8efMwd+7cQXGqhgIjjpSlpaUoKSlBX18fm5mCgicd/U3lYdNzfD6iKo9EIigsLER+fv4QPSWy3m5MhhGnvp1OJ2pra9HR0SF1VtQ851SetUxtU6L6/X6MGTNmyCcfHa4YcaTU6XT44Q9/CADo7OwEgASi8aGhVF61zBPn84pEIujt7cX8+fOzsvUkGzHiSAn0OzsPPfQQ2tvb0dDQoFg1Vm3ux3Q3kbTt7e2ora3FP//zP2f6sYcNRiQpabvvunXrMHnyZBw7dgw9PT0KMoleeDqtNeL57u5u5OTkYNmyZSgsLMz0Yw8b6AjvZo5A9Pb24pVXXsEzzzwDg8GAkpIS6TxC/L7sPE9KOrzAZDJh1apVgxqbvBiwtaP/93v/+G5HPCmBflLt3bsXS5cuxcmTJ1FWVgar1ao4z8cbg8GgYmJUmiYej7MJpKZPn45HH30U11xzzbAMywwlNFImQWNjI1avXo233noLkUiEzZ0ZjUbZOtylpaWoqqpCRUUF7Ha7oh3bYDDA6XRi3LhxmDNnTsZmmBhu0EiZApFIBPX19di6dSs+/PBD9PX1oaysDFdeeSVqa2tRU1PDVrzQMDDQSJkmaAcKOnlAbm6upoYHCSIptcCZCoxGI1wuV6aLMSIxIkNCGrIbGik1ZB00UmrIOmik1JB10EipIeugkVJD1kEjpYasg0ZKDVkHjZQasg4aKTVkHTRSasg6aKTUkHXQSKkh66CRUkPWQSPlIODWW2/FVVddlbH7L1myBJdeemnG7v9NoZFSQ9ZBI6WGrMOwJGUsFsNjjz2GCRMmwGazoby8HIsXL0ZfXx9LU1RUhGeeeQaLFi2C1WqFx+PBs88+i5KSEmzZsgUlJSX4+c9/DgBoamrCv/zLv8DtdsNisWDq1KlYv349AODo0aPQ6XTYs2cPy3vDhg3Q6XRYu3YtO3bkyBHodDp8+umnAPp7rm/cuBHV1dUsz88++4ylj0ajWL58OWpqamCz2TBx4kRFfgDQ1taGH/3oRxg9ejRLs2bNGkWa5uZmLFq0CDabDaWlpVi+fPnAVHImQYYhnnzySWI2m8mGDRvIsWPHyPbt28no0aPJfffdx9KUlZWRSZMmkQcffJD87W9/I5FIhPz+978nOTk5ZMGCBeSdd94hp06dIqFQiNTU1JDp06eT3bt3k2PHjpFly5YRAGTz5s2EEEIqKirIr371K5b33XffTSoqKsgPf/hDduz5558nLpeLxGIxcsstt5CqqiqycOFCsmfPHrJnzx4ybdo0MmnSJJb+/vvvJzk5OeTll18mx48fJ2vXriVms5n84Q9/YGluuOEGMn78eLJ7925y9OhR8uKLLxKDwUA2btzI0ixYsIBUVFSQHTt2kC+++IIsXryYlJaWkilTpgxCzQ8OtrT3bxTDkpTnzp0jhw8fVhz72c9+pnjpo0ePJrNmzVKkeeGFFwgAsnXrVnZs06ZNBAA5cOCAIu3cuXPJtddeSwgh5Pbbbyc33HADO1dTU0Mef/xxUl5ezo7dcsst5Oabb2b7NpuNdHR0sPN/+MMfCADi8XiIx+MhZrOZLFu2THHPO+64g0yYMIH9P378ODl16pQizcyZM8k999xDCCGkqamJACDPPvssOx+Px8nEiROHNSmHpfouLCzEu+++iyuuuAIVFRUoLS3F888/j66uLkW6OXPmSK/nj3/++eew2WyYPn26Ik1tbS0OHjwIoH9lr7/97W8gpH/ZuBMnTuDuu+9GR0cHzpw5AwDYs2cPrrvuOnZ9dXW1Ytx3cXExAMDn8+HgwYMIh8NYuHCh4p7f/va3ceLECbawqt1ux+rVqzF9+nSUlZWhtLQU9fX17Dm//PJLAMDll1/O8tDpdIr/wxHDcjTjvffei/Xr12Pt2rWYO3cubDYbfvOb3+C1115TpFNba5A/7vV6YbfbE4bPOhwO+Hw+AMC1116L7u5ufPHFF/jiiy8wffp0FBYWYvbs2czW/OqrrxSkzM3NVeRH8yeEwOv1AuifdZe/Lz8V9ZgxY3D99dcjGo1i9erVqKmpgdFoxD/90z+x9LR8NptNca/hPuXgsCNlLBbDSy+9hEcffRS33norO+7xeC4oP6fTCZ/Px+YIovB6vYy8paWlmDx5Mj7++GMcOnQIV199NQDgqquuwt69e0EIwfjx41FVVZX2PQFg/fr1mDp1asL5iooKfPLJJzh8+DA++ugjdj8AaG9vZ/ehxBefvaenJ82nz04MO/Udi8UQjUYVqtHn82HLli2KKaHTRW1tLYLBIPbv3684XldXp5gr/Nprr8XHH3+M3bt3Y968eQD6SfnRRx8lqO5UmD59OiwWC9ra2lBTU8O2goICFBUVwWKxsJVp+eesq6vD6dOn2XNWV1cDADMzgP4ZPj788MPzqoOsQyYM22+KmTNnkssvv5ycPHmSHDp0iMybN4/cdtttxGg0kiNHjpBIJEJGjx5NHnnkEcV11NGJRCLsWCQSIZMnTyYzZswg+/btIydPniQPP/ww0el0ZMeOHSzd5s2bSXl5OdHr9aStrY0QQkh3dzcxGAyksrKS/PWvf2Vpb7nlFjJ37lzFvbdu3UoAkMbGRkIIIffeey8pKCggGzZsIKdOnSK7du0i06dPZw5VW1sbsVqt5K677iLNzc1k27ZtZObMmWThwoVk+vTppLW1lRBCyJw5c0h5eTnZtm0bOXDgALn99ttJZWXlsHZ0hiUpDx48SGbNmkWsViupqakhb775JmlsbCTjxo0jDoeDnD59Om1SEkJIY2Mjufnmm4nT6SRms5nMnDmTbNq0SZHG4/EQo9Go8PAJIWTq1KlEr9eTrq4udiwdUkYiEbJ06VJSWVlJTCYTqaioIIsXLyYej4dd89prr5GxY8cSm81Grr76anL48GHy7rvvkry8PEa606dPkwULFhCLxUKKi4vJY489Rh555JGEcmYzRFJqcwlpyDjEuYSGnU2p4eKHRkoNWQeNlBqyDhopNWQdNFJqyDpopNSQddBIqSHroJFSQ9ZBI6WGrINGSg1ZB42UGrIOGik1ZB00UmrIOmik1JB10EipIeugkVJD1kHvi2W6CBpGMij/TNxgUv3RPqBXI6aGDMAXA47+Y6Ydu+Hr4/8PTyUplYwfZAoAAAAASUVORK5CYII=", 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" ]
0
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow-6^{-}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-6^{-}} f(x)=\\infty$" ]
null
1
math
pre-k
name-the-shape
false
true
What shape is this?
"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"
[ "triangle", "rectangle" ]
null
0
math
algebra-2
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this exponential function?
"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"
[ "$\\{y \\mid y>1\\}$", "$\\{y \\mid y \\geq 1\\}$", "$\\{y \\mid y<1\\}$", "all real numbers" ]
null
0
math
grade-7
identify-reflections-rotations-and-translations
false
true
Look at this shape: Which image shows a rotation?
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"
[ "C", "A", "B" ]
null
0
math
algebra-1
write-compound-inequalities-from-graphs
false
true
What compound inequality describes this graph?
"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"
[ "$x<5$ or $x \\geq 7$", "$x<5$ or $x>7$", "$x \\leq 5$ or $x>7$", "$x \\leq 5$ or $x \\geq 7$" ]
null
2
math
grade-8
model-and-solve-equations-using-algebra-tiles
false
true
Which equation does this set of algebra tiles represent?
"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"
[ "5x=30", "5x=25", "4x=28", "4x=32" ]
null
2
math
grade-3
identify-two-dimensional-shapes
false
true
What shape is this?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAACpCAYAAAARMkpIAAAM40lEQVR4nO3d228bZ34G4N8W7V2verv3/RP6x6YSoMBYWAsEK2AR2Kh1sAFrITkNUW0FbCynhuUEVgJxRJoiTZqnmV7ksM7GdnQY8uPMPM+dbOn7XhgQ8IIm5/1dURRFAAAApfin1AEAAKBOFGwAACiRgg0AACVSsAEAoEQKNgAAlEjBBgCAEinYAABQIgUbAABKpGADAECJFOyaOp+cxmF3K3UMAIDG+efUASjfNJ/E9vlaDOad+Ld/+X38+7/+R+pIAACN4RXsGtrvbMZg3omIiMedP0R3+l3iRAAAzaFg18zJ4CCevTn8+etZMY0H5/8Z43yYMBUAQHMo2DXSmZzFfmfzV3/+evZ97GWfJkgEANA8CnZNzItZ7GTrMSum7/37b0bH8T+9/1pyKgCA5lGwa+JJd+s332v9xes/x9nbZ0tKBADQTAp2DbwYHsVx/+EVvrOInfZ69GcXC88EANBUCnbF9WcX8Si7c+XvH+X9eND+JObFfIGpAACaS8GusKLIY7u9FpNidK2fyybfxpPunxaUCgCg2RTsCmv17kV78vJGP3vcfxjPBl+UnAgAAAW7ol6Nnkard/9WZxihAQAon4JdQcN5L3azjYgobnWOERoAgPIp2BW0m23EKL8s5SwjNAAA5VKwK+b4ci/O3p6UeqYRGgCA8ijYFXI+Po3D7tZCzjZCAwBQDgW7Isb5MLbba5HHop5fbYQGAKAMCnZFPL64G4N5Z6F3GKEBALg9BbsCTgYH8XzYWspdRmgAAG5HwV5xnclZ7Hc2l3qnERoAgJtTsFfYvJjFTrYes2K69LuN0AAA3IyCvcKedLeSlVwjNAAAN6Ngr6gXw6M47j9MmsEIDQDA9SnYK6g/u4hH2Z3UMSLCCA0AwHUp2CumKPLYbq/FpBiljvIzIzQAAFenYK+YVu9etCcvU8f4B0ZoAACuSsFeIa9GT6PVu586xnsZoQEAuBoFe0UM573YzTYiokgd5YOM0AAA/DYFe0XsZhsxyi9Tx/hNRmgAAD5OwV4Bx5d7cfb2JHWMKzNCAwDwYQp2Yufj0zjsbqWOcS1GaAAAPkzBTmicD2O7vRZ5VO+Dg0ZoAADeT8FO6PHF3RjMO6lj3JgRGgCAX1OwEzkZHMTzYSt1jFszQgMA8EsKdgKdyVnsdzZTxyiJERoAgHcp2Es2L2axk63HrJimjlIaIzQAAH+nYC/Zk+5WLR9xZ4QGAOAHCvYSvRgexXH/YeoYC2OEBgBAwV6a/uwiHmV3UsdYOCM0AEDTKdhLUBR5bLfXYlKMUkdZOCM0AEDTKdhL0Ordi/bkZeoYS2OEBgBoMgV7wV6Nnkardz91jKUzQgMANJWCvUDDeS92s42IKFJHScIIDQDQRAr2Au1mGzHKL1PHSOiHEZrhvMn/BgBA0yjYC3J8uRdnb09Sx0hulPdjp71uhAYAaAwFewHOx6dx2N1KHWNlfDf+2ggNANAYCnbJxvkwtttrkYdXbN9lhAYAaAoFu2SPL+7GYN5JHWMlGaEBAJpAwS7RyeAgng9bqWOsLCM0AEATKNgl6UzOYr+zmTrGyjNCAwDUnYJdgmk+iZ1sPWbFNHWUSjBCAwDUmYJdgoPuZ95bfE1GaACAulKwb+nF8Ci+GuynjlFBRmgAgHpSsG+hP7uIR9md1DEqywgNAFBHCvYNFUUe2+21mBSj1FEqzQgNAFA3CvYNtXr3oj15mTpGLRihAQDqRMG+gVejp9Hq3U8do1aM0AAAdaFgX9Nw3ovdbCMiitRRasUIDQBQFwr2Ne1mGzHKPfliEYzQAAB1oGBfw/HlXpy9PUkdo9aM0AAAVadgX9H5+DQOu1upYzSCERoAoMoU7CsY58PYbq9FHp7XvBxGaACA6lKwr+Dxxd0YzDupYzSKERoAoKoU7N9wMjiI58NW6hiNZIQGAKgiBfsjOpOz2O9spo7RaEZoAICqUbA/YJpPYidbj1kxTR2l8YzQAABVomB/wEH3M6VuRRihAQCqRMF+jxfDo/hqsJ86Bu8wQgMAVIWC/Q/6s4t4lN1JHYP3MEIDAFSBgv2Ooshju70Wk2KUOgofYIQGAFh1CvY7Wr170Z68TB2DjzJCAwCsNgX7R69GT6PVu586BldghAYAWGUKdkQM573YzTYiokgdhSsyQgMArCoFOyJ2s40Y5d5yUDVGaACAVdT4gn18uRdnb09Sx+CGjNAAAKum0QX7fHwah92t1DG4BSM0AMCqaWzBHufD2G6vRR4+KFd1RmgAgFXS2IL9+OJuDOad1DEoiREaAGBVNLJgnwwO4vmwlToGJTNCAwCsgsYV7M7kLPY7m6ljsBBGaACA9BpVsKf5JHay9ZgV09RRWBAjNABAao0q2AfdzzzSrQGM0AAAKTWmYL8YHsVXg/3UMVgSIzQAQCqNKNj92UU8yu6kjsGSGaEBAFKofcGeF7PYbq/FpBiljsKSGaEBAFKofcH+8vXn0Z68TB2DRIzQAADLVuuC/Wr0NI4ut1PHIDEjNADAMtW2YA/nvdjNNiKiSB2FFWCEBgBYltoW7N1sI0a5wRF+8sMITX92kToIAFBztSzYx5d7cfb2JHUMVswo78eD9idGaACAhapdwT4fn8Zhdyt1DFZUNvnWCA0AsFC1KtjTfBLb7bXIwyuUfJgRGgBgkWpVsPc7mzGYd1LHoAKM0AAAi1Kbgn0yOIhnbw5Tx6AijNAAAItSi4LdmZzFfmczdQwqxggNALAIlS/Y82IWO9l6zIpp6ihUkBEaAKBslS/YT7pb3kvLrRihAQDKVOmC/WJ4FMf9h6ljUHk/jNAM54aJAIDbq2zBHs578Si7kzoGNTHK+7HTXjdCAwDcWiULdlHksZttxKQYpY5CjXw3/toIDQBwa5Us2K3ePVPoLIQRGgDgtipXsF+Nnkardz91DGrMCA0AcBuVKtjjfBi72UZEFKmjUGM/jdBM80nqKABABVWqYD/K7sQo96QHFu/17Pt43PlD6hgAQAVVpmAfX+7F6eivqWPQIF+/+e84vtxLHQMAqJhKFOzO5CwOu1upY9BAh90/GaEBAK5l5Qv2NJ/ETrYeeXg+McuXR26EBgC4lpUv2PudTU90ICkjNADAdax0wT4ZHMSzN4epY4ARGgDgyla2YPdnF7Hf2UwdA3523H8YL4f/mzoGALDiVrJgz4tZbLfXYlZMU0eBX9jLPvWWJQDgo1ayYD/pbkV78jJ1DPiVSTEyQgMAfNTKFexXo6dx3H+YOgZ8kBEaAOBjVqpgD+e9H6fQYbUZoQEAPmRlCnZR5LGbbZhCpzKM0AAA77MyBbvVuxdnb09Sx4ArM0IDALzPShTs8/FptHr3U8eAa/tphKYo8tRRAIAVkbxgj/NhbLfXIqJIHQVu5Lvx1/HF6z+njgEArIjkBftRdicG807qGHArR5cPjNAAABGRuGD/rf84Tkd/TRkBSmOEBgCISFiwO5OzOOh+lup6KJ0RGgAgIlHBnuaT2MnWTaFTO69n38d+ZzN1DAAgoSQFe7+z6b/Sqa1nbw7jb/3HqWMAAIksvWD/35sv49mbw2VfC0v1l84foz3+JnUMACCBpRbs/uwiHl/cXeaVkEQeeTxof2KEBgAaaGkFe17MYru9FpNitKwrIanBvGOEBgAaaGkF+8vXn0d78nJZ18FKMEIDAM2zlIL9avQ0ji63l3EVrBwjNADQLAsv2MN5L3azjTCFTpPtZZ9Gf3aROgYAsAQLLdhFkcduthGj3Ae9aLZJMYoH7U+M0ABAAyy0YB9dbsfZ25NFXgGVkU2+NUIDAA2wsIJ9Pj6NL19/vqjjoZKM0ABA/S2kYI/zYWy31yKP+SKOh0ozQgMA9baQgv344m4M5p1FHA2V99MIzTgfpo4CACxA6QX7ZHAQz4etso+FWhnMO7GXfWqEBgBqqNSC3Zmc+RAXXNE3o+No9e6ljgEAlKy0gj3NJ7GTrcesmJZ1JNReq3ffCA0A1ExpBfug+1l0p9+VdRw0RGGEBgBqppSC/WJ4FF8N9ss4ChrHCA0A1MutC3Z/dhGPsjtlZIHGMkIDAPVxq4JdFHlst9diUozKygON9ezNYZwMDlLHAABu6VYFu9W7F+3Jy7KyQOPtdzaN0ABAxd24YL8aPY1W736ZWaDxZsXUCA0AVNyNCvZw3ovdbCMiinLTAEZoAKDiblSwd7ONGOWXZWcBfmSEBgCq69oF+/hyL87eniwiC/AOIzQAUE3XKtjn49M47G4tKgvwC0ZoAKCKrlywp/kktttrkcd8kXmAd/w0QjMv/N4BQFVcuWDvdzZjMO8sMgvwHtnk2/hL54+pYwAAV/S7oig8CgQAAEpy66l0AADg7xRsAAAokYINAAAlUrABAKBECjYAAJRIwQYAgBIp2AAAUCIFGwAASqRgAwBAif4fmVfbRl/pi7kAAAAASUVORK5CYII="
[ "triangle", "hexagon" ]
null
0
math
kindergarten
represent-numbers-with-pictures-up-to-5
true
false
Which shows 2?
null
null
[ 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", 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" ]
1
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle equilateral?
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"
[ "no", "yes" ]
null
0
math
grade-7
classify-rational-numbers-using-a-diagram
false
true
Use the diagram to help you answer the question below. Which of the following is an integer but not a whole number?
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"
[ "–34", "75", "9 1/2", "–65.4" ]
null
0
math
grade-6
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation x+3=11?
null
null
[ 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]
1
math
grade-2
which-bar-graph-is-correct
true
false
Sofia looked in the kitchen cupboards and found ten teapots. She found fewer bowls than teapots. She found the same number of knives as teapots. Sofia made a bar graph of the items she found. Which is her bar graph?
null
null
[ 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", 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" ]
0
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ 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", 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", "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" ]
2
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
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]
0
science
grade-4
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
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"
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[ 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", 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R482HzYm07YXWXQPXdxzo/f/8P4Kz5sKbP4NMCi78EFz+CfMhmxcMw7X/DcbMMB+or/3AJN0Alt+8ft4iGDO9MhOQUsePeCfsXTNwHy19+krxo+y4ewkmXG+OJDYtgfVPDb7tOyt6jzDinbD21+APwZwP9m4z+lyYconZV6LbrNu7Bg5sNll2PvBMuQQObIItL0BnM7zzGmxbBue+r3dfo6bCNZ8zAWnp/xp4RN/dZrLrvgO7UhTbL7MWQu1oWPUE2FnAhjW/MoHkgg/1blfKfjlvIcy9FTY9C2/9on/wAHNG7I2fgM9fir+EeN3826HlHXjpuyfeZuxMGDcLXn4EmrcOvr8Dm8z4Of5fy87ebWZeB6/8b7OubY9JoqcuMPEo76pPmw/fZY/A9mW9yQeYs6j715uzJj73jwFLrtTxA8yZkUL90jdJUPwoO+4mIPFOMwj6vrkLeeNR6D7Sf13+g79uTO+6aQvM8vgg894mc8ZiTO50mz8EqVj/bVIx8Ff1fn3Rh01wWPvr3JvjBDYtGbzt5ajYfpm6AI4eMNvnZdNwaBtMvrD3yKdU/RKogvl3QDp+4tPs+dds/8PgbZfKsPoJk8xmClz+yDu0zXwQHmspzc/0ByHZZ5xmkiZG5Mf7mOnmDF/zVvOBeCIt78Dh7aVpk5eUOn4US/Gj7JRHEWqye+C6YMQsox2960ZNM4Mrcaz/tp0HzbJpmlnuXw/TLjdHRQCNk0zGvjd3KaCqDsbPhmQUDp0kQOxeeUq/SsXwB6HxrMJBvbPZBIOGs8zXpeqXs86HUDUc3NL/iLKQ4dovMvT2roHL7jWXEHwBuPgeaH23N05Nu8ws960dfD/xzpOfkalUpxI/iqX4UXbK9/zfiHFm2fcIonaUSRqOlz/tX9tklp3N8NoPTcFZuN5kvKt/2Zts5D8QO94bmrZXgpqRgNX/SDAvn2jUNpkCsJL1y9lmefzlMBEnrfy5qfm4O3fZp3lL/0LI/DhV/DixU4kfxVL8KDvlm4BMuwwSXbCzzzXAYBjiXQO3zSR7v5+3f735F4wMPG0XrjfLQh+aYgRyf8tClf/plFnm/94l65c6s1S/yFCZdhlMnG9qALIZU+u1bx3sWGZqE8CMy+X/YbaxfKYQta/8OE0UOHMrxqnEDzB3t9z2NXPmxPKZ2o3DO2Dzc/3jgeJHWSnPBGT0uTD5YlN4lor3rrdP9AIr9/0CGxw/SAF8uStTg9V+SI5VYFX+703/5YleW2y/5ItVC20vcqb2rjFHy8daAdt82E27HK74LzBupik87SubATID99Nzl43G6ckVET+iHfDsg6Zfsmnz/TEzzE0CUy41d8yk4/33ofhRFsqjBqSv6ka45s9MpfJ7G/t/LxUvXFWeL2ZKxQd+r5D80XpV7em3s9Ll3+CFqsXzf+98UChVvyTy/VJTfDtFipWK5WoSch9QmRTsXA771piCycaJxe0nHz9CGqcndCrxw86Yyyv5syW2bQpVNz4N9WP73+UyGMUPzymvBCTSAAv/Etb/rs+kQH10t5oio+PlT70dfyfNieTnATjVIqjhpLvNBILB/t7HWnPblqpf3jXLYj8IREqhba9ZNhQ57nrG6aShaU8lOJX4cSL5fik2Hih+eE75JCC1TXDjX5kJZnYuL7xN67vmVqt8DUfeiPG93y9G7CgcfNu8OcbPHnzb8z4wPBOVbBo69ve/DTqvfpw5eswXe5WqX/atN3cajJ/TexfUiVz5p8XtUySv0FiG3ksCheoVCtm1wiynXDz4dpYfLv9kcfusNKcSP2pGFT5Tkr+kUmy/KH54TnkkICMmwA3/A958FPavO/F2u98yy/Hn9V8/YS5E28307cVa9bh5E+TnAzmRsTMGn1mxku1eae5GijT0rvOHzMRP+9b2BoZS9Us6bhLQQAguvHPwbcfNLG6fInlXfarw3BOjppl6sJYCM6QWcniHeW+MmW4mxzqRhvEQqT/x9ytdsfFj5vWm5uN4o6aaZbEzySp+eI73PzmDEbjpAVNRPu1yuPxPBv7LB42WnWZa73mLeq+/Tr7YnMVY/YS5llis9n3w8vdNhn7jFweeTg1Vw6wbYMLsXDHaMLT1RXOa9JK7c0mYZaY5BjNLbF4p+2X7MjM53MzrzdHj8WdV8lNA962gFylGNgPnXNnngCL37JiJ82Dz8xBtK35fK34Ee1ebRxDMWth/llQwt4RefPfwjR1QfPzIJMzzdAJ9JoocN8tMp96ys/cApxiKH55i2Xb/kuCj9zdhdx+h/vKP4AsPcRFmdaOZcre6wVzGqG40M+N1HYZjR2Dlz8y6D39n8P384r4+RU0Bk91OutBk0Nm0mfL4+IeeFauqxgzWs+aZQZl/oJQ/aNrZsgs2Lym+kPI0dbz8Y7BgxJUfwwoN8ZujmH7p2XYkXPrRXIJmm3qOVU/0fz4PlL5fRow3/TJuVi6I27lb+2wz/8LBLbDtpdPb9ynoWGae/9EwZW7v3VMel00n6dy3Fau2iRHf6z8R1OLcZfdFTae3b0fjB8ClH4e6JnOgMGKCuWOiY79Zrn/KjMdxs3IPs2w0R83BsPnginaYicDy42TOTeYgJ1xnzn76g9DVYj603n3j9No3fo4pkhw1BdIJ80EbDJv5L9r3wbtvDj5baomUdfyYMBfOv830cSZpYkkyCnve6n0+2KlS/Dhtg8WPYuXjjLsJiBTN0QAiRau0AFJ2CYgURfHDmyotfhQrH2fK4zcWERGRiqIERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHKcERERERBynBEREREQcpwREREREHBcY8p8wZjrMvQXGzoBgBNJxsG3AAssHsQ44vB02Pgudzb2vm3UDTJwPE+bCGz+B7ctK2y5/CM67AWZeD4EqePwvTn9flmX2M/92ePzzpWvjUKrkflnwxzBulvm9/AFIJ+HARlj3FMQ7S9teGVqVPE7zFD9KR/GjrAx9AnJ4B7z0Xbj+82bgvfAwtO7K/fQqOPsKuOyPYfIlsPhrcKzFfG/ri9C+3wzUoZBJwqYlMH4OjJx8+vsZOxMWfBxGjDdvvHJRyf0y5RJY/h/QvMV8PWoqLPyC2efivzcBRcpDJY9TUPwoNcWPsuLuiE8nTAa863UIhmHyha4255SNnWky5ZcfgeatbremdMq9X4619gYPgCO7YevLUDcGpi5wrVlSYuU+ThU/vEnxwzFDfwakGN1tZhmqcbcdp+rQNvOvUpVrv7z4LwPXdR0yy7oxjjZFHFCu41Txw5sUPxzjjQQkf6rs4NvFbV8/Fi68E0ZOgWwa/EHYs8pco8v0OT3m88PcW+Hsy83/LR9k0vDu67D+d4X3Xd0I13wOGifC7pWw8ueQSZ3Z71euyrVfkt0D1wUjZhk7WtzvIuWjXMdppSvXflH8cIy7CUioxhQMnTUf1j1Z3NFAdQPc/FV4byM89VXIZsz10w9+GRonwdJ/7t32uv9urt+98BAcPWDWTV0A0y478f5TcTPwX/ouHNp+Jr9d+arEfhkxziyHa59Wokocp5WgEvtF8WNIOJ+AfOCLplrasiAQNv/f+QrsX1/c6+fcAlW1sO63ZpACHD1orjnOu91cU23eaoqcJs6HlT/rHaQAe1ab9YVYfpMlb1g8/AZaJfeL5TPFcAc2Qfu+U3+9eEclj9NyVsn9ovgxZJxPQPpWS/v8Jrud/UG47Wuw6TlY88vBXz9htrkVKl9VnXdwS26gnmcGan4wHtzSfzs7A6/+Z+F9X/EnZoDuW3vqv1e5q+R+mXsz+P2w4ken93rxjkoep+WskvtF8WPIuHsXTDZjKoyX/x84vNN09FnnD/6a6kZIFLhGF+8yy5qR/ZfF3rc9bxGcezVMnFfc9pWskvpl/Gw470b4/T9DtOP09iHeVEnjtJJUUr8ofgwp79x4fniHWU6Yc/JtLWuQb9pmkS8w8gdPvr9QjSlO2rzETLBzzlUnf81wUc79MmY6XPFJU9XetufUXivlpZzHaSUr535R/Bhy3klA/LmrQSerGO9ug1D1wPWR+t7vA3QfMct8xjyYdAJe/QGsfwqibXDx3YV/xnBUrv1y1vkmePz+O+ZoTCpbuY7TSleu/aL44QiPJCCWmWUOoPkkFdMHN0O4fuD92OPOM8sDm83y8E6zPPfqk//4bNq8QdJJeOsxCNfBRXcV3/yKVab9MuVSczvfCw9D1+GTbz/MZFO5Wxp9fncbUjJlOk4rXpn2ixvxY9CzP95Syvjh/jwg1SPhgj+ChrPMPd8HNg2+/ebn4OwrTTb7h38DO2sKnmZdbyqu86f89q0zRUvTrzEFStuWmeuGvgDUjT7xzIN7Vpn71qdfBzuWD9/st1z7ZewMuObPYO9q82yN43W3wcani/sbVJhsKkHsyEFSMXP93Fc/1uUWlUC5jtNKV6794lb8yN9B5GFDET+GPgEZOxPm3QajzzFf52/XAvMHz2bMswFW/Ah2vtr7uvxDiwDOfZ8pUlr3pCkEWvJNk8ne8U2T3fqDZiBu6DsJjQ0v/YspQppyqcmYs1lz69bOV81AveguM1lOMAKXfBRWPWauG/oCpm3X/jlseBp2Li/8u42bZfZb3WjuS7d8cPNXTBubt8K2l0r5lyytSu2XmlGmH6ZcWvj3bt837BIQO5Mh3t5MoutIz7rArPdT/Yl/c7FVRarUcQqKH17sF8WPAYYyfli2nR81xtH7m7C7j1B/+UfwhWvP+AdIaXS8/GOwYMSVH8MKhd1ujuR0LPsxAA1T5oLPI1c082yb+NEW4h0t5mgR8E2YTeQj3yY4/9aCL1ncapaLmk7vRyp+eJPihzd5PX4kOluJtR/uEz/mUH33twnMu+WMdp2PM+5fghGR0rIh2d1OrK0ZO1f8Z9WPI/KhfyB09acqqPZDRErOhmR3B7G2g73xY8R4Ih/6R0JX/2lJn9qsBESkgmTi3URbD5BJxcyKUA3hm75I+OYvQVWZPRRMRByVjncTO/IemWTcrKiqJXzzlwjf9CUIRUr+85SAiFSAbCpJrO0AqWhugibLT+jq/0rkzgexKqHYVESGTMH4cc2nidz5T1h1o4fs5yoBESlntk3syAESXW3kJ2sKnH8L1fc8jG/Cee62TUQ8rbfAtDd+BC+4ncjdD+EbN2PIf74SEJFyZEPyWDuxjmbstLlO65swh+p7v09g1vtdbpyIeFqBAlP/pAuo/sS/4j/3SseaoQREpBQcvIU/HTtG9MgBsilzndYaOZnInQ8SuuJez88lICIuKlBg6muaRuSubxJccI/j8UMJiEgp2Ax5EpJNJoi2HSAdMw/o8jWdTeTubxGcfxsEdWuliJzY8QWmVs1Iwrd9laqF9xf3bJ0hoARExOPsTJpYezPJrnbAxqpuJHz731N1w32uBQ4RKQ8DCkwDVVQtvJ/Ior/rfdaOS5SAiHhVNku8o4V4Z4uZmjoQomrhX3gicIiIt9mZDPGOZhKd+QJTi+BlH6P6I/8Ta+Qkt5sHKAER8aRkV5uZSCybBiyCCz5K9d3f9kzgEBGPyheYdhw2U+ID/nOvMgWmk+a73Lj+lICIeEg62kW07WBPgan/7MuovvcR/FMvcbllIuJpuQLTeHsz2bR5Yq159EKuTsyDlICIeEA2FSfa+h7peDcAvrHTzTNbLrrD3YaJiOcNKDCtH9c7dbqHH72gBETERXYmRexIM8nudgCsmlGE7/g6Vdd9Dvx6e4rIiQ0oMA3VmKnTb/7rIZk6vdQU4UTckM0S6zhM4mgLYJvK9A98gchtX4FwndutExEPG1BgavkJXfMp8+iFIZw6vdSUgIg4ybZJdLURbz/UU2AauuJeIh/5FlbDBLdbJyJeVqDANDh/EZF7HnZk6vRSUwIi4pBU9CixI81k0wkgV5l+7yP4J1/gbsNExNsKFJi6MXV6qSkBERlimWSMaOt7ZBJRAHzjzyNy97c9W5kuIt6RjkeJHdnfU2DqGzWVyIe/SXDBR8v+0QtKQESGSDadJNZ2kFT3UQCs2tGmMv3az3i6Ml1E3Hd8gakVaSC86G/N1OmBkMutKw0lICIlZgrEDpHoPALYEAwTvumLhG95AKpq3G6eiHjYgAJTf4iqhfcTvu2rWDWNbjevpJSAiJRKrkAs3nEYO5sBy0foyk8SuesbKjAVkcENKDDNT53+rYqdAVkJiEgJJKNHibcdIpsxBWKB2QuJ3PMd/JPmudwyEfG6ZHcHsfZD2JkUAIGZ1xG552H8Uy92uWVD64QJSKazhWz8mJNtkUHYlnnae7rzMFaFXP+rJNGWfYCZ+rj67ocIzLvF5Ra5S/HDWxQ/vC3auh8A37hZpkD9gkUut8gZAxOQXHFc99vLHG6KFKN704tuN0EKsOrHErnzQULXfNrtprhL8cPTFD+8yaobS+TOfyR07WfdboqjBiQg4VsfILX2KTfaIoPI7FuPnc0QmDRfd1B4SPbQTnxNU6j94tKymPp4qCl+eFNm7zqws+ZpqIofnpE9vBN/01Rq/vL5YVmgbtm2bbvdCBHxhsWtZrmoyd12iEjlyscZn7vNEBERkeFICYiIiIg4TgmIiIiIOE4JiIiIiDhOCYiIiIg4TgmIiIiIOE4JiIiIiDhOCYiIiIg4TgmIiIiIOE4JiIiIiDhOCYiIiIg4TgmIiIiIOE4JiIiIiDhOCYiIiIg4LmBZltttEBGP+F2L7XYTRGSY0BkQERERcZwSEBEREXGcEhARERFxnBIQERERcZwSEBEREXGcEhARERFxnBIQERERcZwSEBHpEcxNC9SVcbcdIlKZ8rElaCkBEZE+av1mua0bjikJEZES6sqY2AIm1liApj4UEQCaEzYrO91uhYhUustGKAERkT5s2+ZQEnZEzdFKWtFBREokaJkzHzOqYUwI/j/GGzAwwFLfFwAAAABJRU5ErkJggg==" ]
1
science
grade-2
compare-properties-of-materials
true
false
Which would smell more?
null
null
[ 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", 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" ]
1
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Stacy has the following data: If the mean is 12, which number could x be?
"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"
[ "16", "8" ]
null
0
science
grade-8
compare-amplitudes-wavelengths-and-frequencies-of-waves
true
false
Select the graph of the wave with the greater amplitude. The graphs below describe two waves. The waves are traveling at the same speed.
null
null
[ 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", 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" ]
1
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "50Β°C", "15Β°C", "30Β°C" ]
null
2
math
kindergarten
circles
true
false
Which shape is a circle?
null
null
[ 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0
math
grade-6
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
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wMGUo8NAkZQf2PKsdvX6h2skyE/5UMfrpHEfvZigw8pI8UcvYrVRS0d3pEvdx6i4o8Rh0nxt2maZe4qhi4ts7FjcYcOU1TLdt1+sULjvwy+frUKvOUQuRtKcrGQQN3SXuCRHobKsM5UxRb3EA/OI5I6MHrTo4GaMCEWGtTvnDR+KM5+ublM2kSDrSirbW8A5MZVKKDr0xPBCOOACyYzLjsQYviLDOkDuAQYGofaSUYqWOjecO1K/3mIgJkWRSinSI4qiSbtHrScISR5VfadYBBavUkWA3BkyFMYGUXFajua9ywMxRzEDoiKS6UtUoZFKKVIDd+rDFAXDgRe1GMl4a1GuoJ2JMIJarf3Lw8NFwepAqQUQSs9Ee1rgujBdgZKzyz3gB7bF4R5vylQO3EcQBlRg8XSy4woArgMGddGWxUjTqyak+m5HR8JNC+9pxF+hsC5YMrViGM0MwOArj+fO3MgRobYEF7dDTge+EzyLQmXbpH7Fm3SdpFHEADA5ZnBmw6O4K3kIoWGXKH2M9iKjgOXcBXj4W2iVC5+G1J0kl1Xk77bNRduC3p+G5o3CiH3JTiAMq/18uDyf64LmX4JXT+D6iGo9Dapbd+kYSR5WXf6M5UdesixMxJxC4VKf8sVfCP0s+kdlEIgIZn5Py7DjsfxlOD+Arq4frwqmBStmxvK9HkklPv+TciOIA+M1xvcZShLcYcsXgKhZcpFP+uM98u/VgJpG0JpSnO0WqDGfh0LHKQaugFErw4m8qtrxiWxVfJ9Oo4gB8516ejFJcbMYTQwJRu2gHMjo2TvaFfiP1lEwnEj9LumPjcPQ4Ri4cdVXF1ti49zKTfW1kcQCBjllPostUBngztdLWi78C6O9vvB6kymSRxGzvk2bHgaMnzIijiqvgpRN4vsQ0HuO1eK1GFwdA/xkD1XJMv06CIYGUXb1rDVy3snrRyEwUSauPPYYT/XrDqukolODVfu9/35JQTSEOgDMDtnbmxbJNjwlfjNRKUXTplB8erf2VziaoiqRc9lbBimXoG6qdP31D3hNHOI40hTgAyuVK2IkOgl6drGKm2RY6dIqPNsD+h1fKjnjuQc4M+lut8ovrQv+wt79tSaqmunx0JKtZNcVMMjlTPYjWBD2Xa54Pt7jHocWjQAZ9rDYFZWjU29+1JBWLFxnI9Vkncro9iGadrGKmB7H0MigGvfc8DHoXeRsLOi7ktI5YeyM37j0spbenCcax58jr1wkjaXHMCETpRU+Wm6jr7+z0VskKRTwfhdVBUZmwe2GBR98bgWJRu04YOXlnag6itUbbDBP0Kl5v2S3XcTTjNdNJS4AbgsPCQJ0wEprR2GurEREhY2qIpdVe1iKpQa3w2vXPdGmoaWIe28pmmusZqBNGLncwNcTSmo7G4s3T9Q8Ne3tlyQQ1yFt5PgIkPUYUe/W9EUjoDweLJvww88ZcfMaYvhE/O9Nhc9pjzJhtQao2+e/eQKoVz3ctevW9EfC6lD4DPqLVpsdMsKLgcTV+alINdFx1Nk722Z53ozuNrMSbeUa+IJxq4Hi3yaTSenVCt05WMTUH8bifOzWZTPMIJGYrxj32lz2d/jPA+8GyKqcNvZAvCIkmGsq2t2kuYymGTPhhpgeBszrlOzNuU0zUqylLbY9j/kQMFnXWzp9Fnd6jim1bhX6Pu1diMWjT7UFgwIQvRqplzMZHXOn5iNX4m1gT8/n6WQ1a0oPvY7leSMZhSbf3v88XJdR73P3Q3eVo97wxR69OVjHTbjuc1DWxqIHjhCYnuy473jfnYjZcutTbRTZesaRi0+uJxlIZSudebzOIpKfbQGOZ1q+TYCpYcQMjwIiOjQs8xjjVm+kywWd9ZIBsa4VlF5oRiSWw7E2Q9hFpNDb+xgc3ukiWLNZuLM/K1YyZ8MVk0obf6pRfuqTxepCZrkkYz4uvcIiONlhxkfc9i6lIxis2OnwcJnXcysU7k2lkkejWBRGOGXLFaNKGl3TKX/wmg7faG2C2O0QUMOozTD/dCqsvgd4F3vcuoPK3i7sqZf30HFC5Q2S6MymNKpKLLtQTiFJ6dXEiJgVyWKf8JRc1Tg/i9YKdXEF83zFu2/DmxXDVpbB0EaRapt5wFyr/bekiuPJSeFOv9zlHlVKZygU7M9CIIrnkIr3GUsERQ66Yy6woioM6oRW9PQ4dGZfh0XDXe33dPqVgaNSiu9N/dsV4DJYsrPzjupWQ9XK50jPFY5XhlJ9e5jzXFAxlZ8+qCK+LpBGO5C7odLWyKgKIcMCQO+Z6EFd4XtfGZcvCHWYFuofcgeGsXqWyLGhNQiYN7enKv+uIAyo++endGqUnWbFcvw64ihcMuAIYFEjcYT+aEZRBrjk2RdB7yKEy1MqON06k7GhOyAXoCRpBJKtWaKeAKcXbOGjCFzC5irWRcRE9x65eVYP8OB7QEUeVkTFhrM6X/0zFWF58Lx5MJGyRXKVZBwT2y2ozkbxg+MCUUuzRKb98WYlUnS+hMSGOKsPZcHuS0ZxoD/cgPJFk2hSXXqw5QRe9OjgZ0zPiZ3QKx2y45sr69SImxVFlZEwYyk6/tFoLlIKhUb2eYzJhiOStVxW1515o1sHJGBWIDdt0bay/zljvOCO1EEeVXF44M2T5XgIOQqkMZ4atQHOO2ai3SNZdq//tbUu/Dk7E7CWe6zmM8KqOjXXXFmse2etXHKUyjBcU+aLynGO35ED/sMVQ1t+Ou1cct9Jr9A97F6KrIF9U5AvKcyxZvUQSs40I5BVZY26TEGqRtEHxE53iHe0uV66u3TDLjzgcB/qHXPoGXQZGFGeHFafOuozlPVYWVelN+gYrQjHRo5TKMJSt2MwVxHNqoey44vRZl7PDirMjitODLv1DrqdLeeohkrdeVdQOcdete1NhXiDCj3RNvG1zbTKu+RGHq6B/2D0v8XRlvK8YG/f+MdU5ofQPWfQNWozmhKERi4KHBBD5gjA4bDE6JvQPWvQPWeTy/uY42XHFcPb83q9YqjQAXnrFWotkyyYD39xA3TvfpGHUbhY6cBqC58rKjQu3391F3uCyqd9h1ciYYjQ3fWWwBBYvtAKdW6hmWS+VhMU9Dot7XTo73NdybhWKwtCwxck+i9N9NjE7+HzJVXD67MwiyKSF9pS3H1KLDPGtLYpHHxygpUVLfI4NvbJe7/DeZGqyJlnezTZgs46NB77Sxo+f1spo+hpBJuR9g+6sQ6LuDiGZ8PcKg1awoIsK+WJlaDizbejp9D6YMC2S97wjz8c/op3I+Gex9Wwx4c9EajIdFuF7ujbe+y6tRCmvEbRieRnC+L0UR6diBb3H3dPv8LmIYHq49W/eqf+tRfG4AVfOoyYCsUo8hmZm2suWlbVjs3SWcmP27JU4HvNe0U20usHucffwOzz8zWRMiWTl5SWWvUV79cK14DFdI1NRmx5kE8cwsGFzy3uDpzbS3edIp2b+78m4eM6eaHJI4lck8djsZ+Jn+63TYUIkt2p84wlslw0cN2FoMjXbcRDhEV0bmzcUWNLr/5yIiU3AlriQmWbiGrNhQSa8Sa1fkXRlrGn3ljJpIRkPJ3brwiUO1681sDFsoK5NR80EYhX4FuhlXLQs+KM/8NfCmNwhb08L3R1Ca7LSWyTi0J4SFnVang4v1fJOQD8isW3oXWDRnhISsYrAWxNCd6f31auZCCqS99+SQ/RrYM62+La2lWmoXQ9yA4PAP+naeceWPBd4PMRfi/CRZELoahd6uyx6Oi0yafH0UetxYaYfkYhV6S16Flj0dll0dej1HJPxK5I3LXW40cTeBzwma/QSF85ETYM6FDyoayNmw4f+KDfr39Uytsov9bxNNujqVi3wI5Lb/zhnIjARZfGQvpXpqalA4uvZJvCcrp0tmwosn2GlY76Ko0qziWTFZWU2r9fvPUR4Nr6WHdqGZqDmB8CV4gu6NkTgrjvGpty1rkfgoVfCvIe8ViIxHeAoFtx9R9ZIzmITdWs2ai4QeyGPgn6Wu1UrSrz9hje2OiYCD7M+YqpmIkxxVDEtkqkCHM9oBjjedGPeVO6B47bNP5gwNBM1F4gspyDweRO2/t2Hxmg/lwned+Dh0NSBh8NZ5T06dxoaQRxVTIlkbJoAx0IJzgy7nnboJ4uks93lw39iJOEhAg/IGmp+uq4uOXYsxVcxkG27s93lI3dkfQ+rsuNqxjMZI1kV+ARgI4mjiq5IXAXDY9O/kLID2RkCOScyUSR33/l6A6dJn9WivwDkhbp9VWcXf66Ev9G1oxT8/Pk4S3ykp+wfdCnOFnjY6X/ZsxHFMZHAAY4lxdkhswGOp0/bXLOqZGTuIYpP2xv4nL6l2albljarlS9SCYMPjFIwMCq+xAHeggrrGXhYLwIHOHoIXvT7vnp7Hc6OWCbO6p+0YnxZ24pH6iYQuZoxEf4qaPmqOLwcMppMzENQoZ+AvWYQR5VAAY6G39frvqAtElF8RtYw+8aYIeqa59Oy+N8KDgUt7zjBKmRmlmMlfgIPDx6K8fn/2RziqOI7wNGePQt9ujXY7/cbWj8Rgf3Wb/m74Bb8U1eByBpKorg/UFmBBRn/OXABEgmhPT1D4GG7N6MHD8X40lcyFEvNI44qfkXS2T59vFlHWgJd4yAE/4YArsW98sfUNct5KF+6vJv/B/xukLJj+eDJ0Qolxdg4lMoKy4KWhJBuFU8X2zSzOCbiZ+KuXBjNK4oFhaMq51/SrcHEAdDRpkgHPVar+G5sA7cGKxycUL622s0lDrwABDqJMDQaLPdsUOaKOKqEEZqTSio6gy/xZm2b1bJG75KmIIRy14Cs52WBzwQt39GmiNfgYsypmGvigPrHbiXilW8WFIG/DEMcEJJAAKxj/A9gb5CyItCVcYnV2Pu5KI4q9RJJZY4XfN4B7LKO8UWDLvki1C+vdrHKEX4OBEpfUnLg7JBlPOgQ5rY4JlLL4ZZlQXeH63mFcArGbZtrZQ0vGnTLF6Fe5yQbOCCKPw9aPm7Dwg6t1mlK5os4oHY9iQgsbNcSBwL/MUxxnPMhXJRCnD38M/CeoDYKJWFgxExG9fkkjomY7Emq4pgtWcQsPGGv4/dE9LLj6BLuhYCACMouc4dO0utkXNHVrrR7kvkqDjDXk1Tmh0pXHK/YNneGLQ5oAIEAyCb6lMttEDx8WVck81kcVXRFUu05qilUg7qh4DZZwxkdI6ZoCIEAxDewXYRP6dhIxhXd7a6njb+JROJ4naAiqU7INXsORHF/fL3ZS3B0aLgaUd7D36O4U8dGyYHBYYuyh7ifSBxT42dOErOhS3NCfo6vxdbzZ9pWDNIwPUgVO83dwM90bMRtWNjpEp+lEYzEMT1ee5JEvPKuDYhjq21zj7YVwzScQGQ1RdvhfUrpLe/ZFnR3uqSmya7x6kk7EscsVEVy8uTU1SSVVCxsdwkQ+f4GFBywi9xajyO0fmk4gQDIRgZiipt1r3MToDOj6Ei/cfKeTCiuu6LEJ+7K0pGpwf1oc4TOdpf77sly7RXlN0y8hUroSGdGf+UQOB6zuflcosGGo6Gbz8JerrBdngYW6toqlWFwxMKOKbomfNjhEYu/eyTNT36WrOvNtI2MCLz7bXnu/JPXz5BXD6w5jrAgM/vw1SNnbMUW2cABI9ZqQEMLBKC4mzUW/Bjo1LVVFcBUrd7BQ3G++nCaIy+Fn3wtTFYsL3P3h7NTpuaZ6f0FYMh1eUfiep41Yq1GNLxAAIrPsN6yeBLoqOVzlIKfPZPkkX9MceKU/qyzmbhwicOHbsuxeX3BeOjOFAy5Fjcl1rKn5k/SpCkEAq/1JD/EwHBrNhwHfrqthW8/3jrnhXLhEofb3pfjbZsLRnLleuCM63JTo/ccVZpGIACFPay2FU8CS+vxPNeFHXuSPP5EKy8emVtDr5WXl7jlvXk2ri2YuILAK8dtxU2NPOeYTFMJBEDt4KJyjH8RWFnP5x55KcY/P9XCz3YkGW+ihA0TaW1RbNlU4OZ35mdMBl4LFByI2dwc1sGnoDTll1Y76XJsvgvmbzWdjfGCsHN3gqd3JPnlc4kZMzY2AjEb3npVkS2bCmxcW9S9ajkoW+0itzbqUu5MNKVAANR+Es4YX9UNS9FhNCvs/nmCPT9P8MsXEmTHGuN1tqUVb72qyPrriqy7tkhbOtT166/Zbfx7WY2Bu9bqT2N8UQ2cPXxcKT4H1OmU+tS4Lhz5dYznDsQ58GKcw0djDA7XZ3C/oMPl8uVlVq0ocfWqEpdeUq7XhHsmiiLcZ6+rXxbEWtD0AgEo7WKzCN+iTpN3r/SftXj5WIxjr9gcf9XmVJ/N6T6bgUGLss/sTrEYLFzgsKjH5YJeh6VLHC6+0OGSi8t0dzXcOO8VBbc1UlRuUOaEQADUs/Q4RR5GuDlsX7wwPGoxmhXGc8JYrvIZxnKVZj+dcs/9r6I1pWhvc01lRa8HT9g2dzbKeQ5d5oxAoHJ8193Lx5TibwmYCCIiMOOi+LS1ni83wklAU8wpgVRRu1jlwNcR1oXtyzxht23z4bATLNSC8KdyNUA2cMD+LRvPnVCsWybweUhWFPfZx9g0F8UBc7QHmYh6hosdi88Dvx+2L3OMx22be5tt488vc14gVUp7eA8uD4iwImxfmhmB/a7FvfG1PBW2L/VgTg6xpiK+jh/GxrlShHuAU2H704ScFMVdVo5r5os4YB71IBNRvyLtFviYUnwS6A7bnwanXxSftWJ8uZ43OzUK81IgVdRW2txW7lYW96FYErY/DcZxgQesFh6UqzFzd3MTMq8FUkXtJ+Fk+YDAvQquCdufMBHhWaX4gt3Gt5o1fsokkUAmUdrFZoG7EP6Q+bPZOA48piwejK9lR9jONBKRQKZB/YJOt8j7leJ2hI3MvXelgO2ieMSK8Y+yhuGwHWpE5tpHrwlqBxe5MW5V8D7geqBZz+E6wE6Bxy3hMVnHK2E71OhEAvGJ2ke343ITincjvLMJJvfHgZ8AP7LhSVnP2bAdaiYigWiidrHcgc0IGwXWKVgFhHWAvSRwQCn2YLHTLrNdNnI0JF/mBJFADKOOkCydYbUlrFawSoRlIrxFKS4Gugw95qwIx5Ti10o4InDAFfbHU+yPVp7MEgmkjqh9pCiztGzRI4oFCJ3ikgbakUnzGoUDjCiLMRRDCgZiDv0keHU+bthFRERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERGjy/wGfdrCFo3O0FwAAAABJRU5ErkJggg=="
[ "1\n9\n of a full turn", "1\n6\n of a full turn", "1\n2\n of a full turn", "1\n4\n of a full turn" ]
null
3
math
kindergarten
curved-parts
true
false
Which shape has a curved part?
null
null
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0
math
grade-5
parts-of-a-circle
false
true
What is \line{DE}?
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"
[ "radius", "center", "diameter" ]
null
2
math
grade-7
simplify-expressions-by-combining-like-terms-with-algebra-tiles
false
true
These tiles represent the expression 3x+5+4x. Which expression is equivalent to 3x+5+4x?
"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"
[ "8x+9", "7x+5", "12x", "8x+4" ]
null
1
math
grade-1
ordinal-numbers
false
true
The first picture is a train. Which picture is eighth? first
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"
[ "bear", "train", "plane" ]
null
0
science
grade-6
use-data-to-describe-climates
false
true
Which statement best describes the climate of Santiago? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Santiago, Chile, is a city in South America. It is located in the Southern Hemisphere. It has a mediterranean climate.
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"
[ "Summers have slightly higher temperatures and more precipitation than winters.", "The temperatures are about the same every month and summers have less precipitation.", "Summers have higher temperatures and less precipitation than winters." ]
null
2
science
grade-2
identify-solids-and-liquids
true
false
Select the liquid.
null
null
[ 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", 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" ]
0